doc_id
stringlengths 8
8
| pg_id
int32 0
19
| ocr
stringlengths 36
500k
| img
unknown |
|---|---|---|---|
ffnw0125
| 1 |
{"lines_data": [{"Word": "PAGE", "Confidence": 0.994, "X1": 0.845, "Y1": 0.04645, "X2": 0.874, "Y2": 0.04625, "X3": 0.874, "Y3": 0.0573, "X4": 0.845, "Y4": 0.0573, "page": 0}, {"Word": "PROGRAM ID: FBC10520", "Confidence": 0.987, "X1": 0.032, "Y1": 0.04645, "X2": 0.173, "Y2": 0.04625, "X3": 0.173, "Y3": 0.0598, "X4": 0.032, "Y4": 0.0598, "page": 0}, {"Word": "PROMOTIONAL SERVICES CENTER", "Confidence": 0.93067, "X1": 0.377, "Y1": 0.0452, "X2": 0.565, "Y2": 0.045, "X3": 0.565, "Y3": 0.0598, "X4": 0.377, "Y4": 0.0598, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.887, "Y1": 0.04645, "X2": 0.907, "Y2": 0.04625, "X3": 0.907, "Y3": 0.0623, "X4": 0.887, "Y4": 0.0623, "page": 0}, {"Word": "TIME: 05.36.37", "Confidence": 0.9915, "X1": 0.033, "Y1": 0.0627, "X2": 0.129, "Y2": 0.0625, "X3": 0.129, "Y3": 0.0748, "X4": 0.033, "Y4": 0.0748, "page": 0}, {"Word": "CONSUMER FULFILLMENT SYSTEM", "Confidence": 0.885, "X1": 0.378, "Y1": 0.06145, "X2": 0.567, "Y2": 0.06125, "X3": 0.567, "Y3": 0.0748, "X4": 0.378, "Y4": 0.0748, "page": 0}, {"Word": "DATE 05/24/90", "Confidence": 0.986, "X1": 0.845, "Y1": 0.0602, "X2": 0.936, "Y2": 0.06, "X3": 0.936, "Y3": 0.0748, "X4": 0.845, "Y4": 0.0748, "page": 0}, {"Word": "PSC OFFER NUMBER: 49Z100018001", "Confidence": 0.94775, "X1": 0.032, "Y1": 0.0777, "X2": 0.247, "Y2": 0.0775, "X3": 0.247, "Y3": 0.0898, "X4": 0.032, "Y4": 0.09105, "page": 0}, {"Word": "PROMOTIONAL STATUS REPORT", "Confidence": 0.984, "X1": 0.384, "Y1": 0.07645, "X2": 0.558, "Y2": 0.07625, "X3": 0.558, "Y3": 0.0898, "X4": 0.384, "Y4": 0.0898, "page": 0}, {"Word": "PO BOX", "Confidence": 0.9815, "X1": 0.413, "Y1": 0.12145, "X2": 0.454, "Y2": 0.12125, "X3": 0.454, "Y3": 0.1348, "X4": 0.413, "Y4": 0.1348, "page": 0}, {"Word": "METHOD OF", "Confidence": 0.9945, "X1": 0.48, "Y1": 0.12145, "X2": 0.547, "Y2": 0.12125, "X3": 0.547, "Y3": 0.1348, "X4": 0.48, "Y4": 0.1348, "page": 0}, {"Word": "DISTRIBUTION EXPIRATION VOLUME OF ESTIMATED-REDEMPTION", "Confidence": 0.9616, "X1": 0.563, "Y1": 0.1202, "X2": 0.938, "Y2": 0.12, "X3": 0.938, "Y3": 0.1348, "X4": 0.563, "Y4": 0.13605, "page": 0}, {"Word": "NUMBER", "Confidence": 0.995, "X1": 0.413, "Y1": 0.1377, "X2": 0.458, "Y2": 0.1375, "X3": 0.459, "Y3": 0.1498, "X4": 0.413, "Y4": 0.15105, "page": 0}, {"Word": "DISTRIBUTION", "Confidence": 0.956, "X1": 0.464, "Y1": 0.1377, "X2": 0.553, "Y2": 0.1375, "X3": 0.553, "Y3": 0.15105, "X4": 0.464, "Y4": 0.1498, "page": 0}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.592, "Y1": 0.1377, "X2": 0.621, "Y2": 0.1375, "X3": 0.62, "Y3": 0.1498, "X4": 0.592, "Y4": 0.14855, "page": 0}, {"Word": "DATE", "Confidence": 0.983, "X1": 0.674, "Y1": 0.1377, "X2": 0.704, "Y2": 0.1375, "X3": 0.704, "Y3": 0.1498, "X4": 0.673, "Y4": 0.1498, "page": 0}, {"Word": "RELEASE", "Confidence": 0.992, "X1": 0.735, "Y1": 0.13645, "X2": 0.786, "Y2": 0.13625, "X3": 0.786, "Y3": 0.1498, "X4": 0.735, "Y4": 0.1498, "page": 0}, {"Word": "PROM GRP KANKAKEE", "Confidence": 0.991, "X1": 0.802, "Y1": 0.1352, "X2": 0.93, "Y2": 0.135, "X3": 0.93, "Y3": 0.1498, "X4": 0.802, "Y4": 0.1498, "page": 0}, {"Word": "PSC OFFER DESCRIPTION: V/S FUN FAIR SWEEPSTAKES", "Confidence": 0.98586, "X1": 0.031, "Y1": 0.16645, "X2": 0.36, "Y2": 0.16625, "X3": 0.36, "Y3": 0.18105, "X4": 0.031, "Y4": 0.18105, "page": 0}, {"Word": "1030", "Confidence": 0.62, "X1": 0.413, "Y1": 0.1677, "X2": 0.443, "Y2": 0.1675, "X3": 0.442, "Y3": 0.18105, "X4": 0.413, "Y4": 0.18105, "page": 0}, {"Word": "HAND DISTRIB", "Confidence": 0.9865, "X1": 0.459, "Y1": 0.1677, "X2": 0.546, "Y2": 0.1675, "X3": 0.546, "Y3": 0.18105, "X4": 0.459, "Y4": 0.18105, "page": 0}, {"Word": "10/01/89", "Confidence": 0.995, "X1": 0.578, "Y1": 0.1652, "X2": 0.637, "Y2": 0.165, "X3": 0.636, "Y3": 0.1823, "X4": 0.578, "Y4": 0.1823, "page": 0}, {"Word": "99/99/99", "Confidence": 0.995, "X1": 0.659, "Y1": 0.16645, "X2": 0.717, "Y2": 0.16625, "X3": 0.717, "Y3": 0.1823, "X4": 0.659, "Y4": 0.18105, "page": 0}, {"Word": "M", "Confidence": 0.941, "X1": 0.775, "Y1": 0.1677, "X2": 0.787, "Y2": 0.1675, "X3": 0.787, "Y3": 0.1798, "X4": 0.775, "Y4": 0.1798, "page": 0}, {"Word": "PPL NUMBER:", "Confidence": 0.9825, "X1": 0.032, "Y1": 0.1827, "X2": 0.109, "Y2": 0.1825, "X3": 0.109, "Y3": 0.19605, "X4": 0.032, "Y4": 0.19605, "page": 0}, {"Word": "88613A", "Confidence": 0.926, "X1": 0.192, "Y1": 0.1827, "X2": 0.234, "Y2": 0.1825, "X3": 0.234, "Y3": 0.1948, "X4": 0.192, "Y4": 0.1948, "page": 0}, {"Word": "PRODUCT/BRAND:", "Confidence": 0.958, "X1": 0.032, "Y1": 0.1977, "X2": 0.129, "Y2": 0.1975, "X3": 0.129, "Y3": 0.21105, "X4": 0.032, "Y4": 0.21105, "page": 0}, {"Word": "VIRGINIA SLIMS", "Confidence": 0.9935, "X1": 0.192, "Y1": 0.1977, "X2": 0.291, "Y2": 0.1975, "X3": 0.291, "Y3": 0.2098, "X4": 0.192, "Y4": 0.2098, "page": 0}, {"Word": "TYPE OFFER:", "Confidence": 0.9925, "X1": 0.033, "Y1": 0.2127, "X2": 0.108, "Y2": 0.2125, "X3": 0.108, "Y3": 0.22605, "X4": 0.033, "Y4": 0.22605, "page": 0}, {"Word": "QUESTION", "Confidence": 0.991, "X1": 0.191, "Y1": 0.2127, "X2": 0.249, "Y2": 0.2125, "X3": 0.249, "Y3": 0.22605, "X4": 0.191, "Y4": 0.22605, "page": 0}, {"Word": "DISTRIBUTION AREA:", "Confidence": 0.989, "X1": 0.032, "Y1": 0.2277, "X2": 0.158, "Y2": 0.2275, "X3": 0.158, "Y3": 0.2423, "X4": 0.032, "Y4": 0.2423, "page": 0}, {"Word": "NATIONAL", "Confidence": 0.994, "X1": 0.191, "Y1": 0.2277, "X2": 0.247, "Y2": 0.2275, "X3": 0.247, "Y3": 0.24105, "X4": 0.191, "Y4": 0.24105, "page": 0}, {"Word": "SHIPPED BY:", "Confidence": 0.9685, "X1": 0.034, "Y1": 0.24395, "X2": 0.108, "Y2": 0.24375, "X3": 0.108, "Y3": 0.2573, "X4": 0.034, "Y4": 0.2573, "page": 0}, {"Word": "POP REQUIREMENTS:", "Confidence": 0.8755, "X1": 0.032, "Y1": 0.25895, "X2": 0.149, "Y2": 0.25875, "X3": 0.149, "Y3": 0.2723, "X4": 0.032, "Y4": 0.2723, "page": 0}, {"Word": "NONE", "Confidence": 0.994, "X1": 0.191, "Y1": 0.25895, "X2": 0.22, "Y2": 0.25875, "X3": 0.22, "Y3": 0.27105, "X4": 0.191, "Y4": 0.27105, "page": 0}, {"Word": "STATUS BY P.O. BOX", "Confidence": 0.961, "X1": 0.427, "Y1": 0.3027, "X2": 0.553, "Y2": 0.3025, "X3": 0.553, "Y3": 0.31605, "X4": 0.427, "Y4": 0.3173, "page": 0}, {"Word": "WEEK NUMBER: 30", "Confidence": 0.99333, "X1": 0.385, "Y1": 0.3327, "X2": 0.497, "Y2": 0.3325, "X3": 0.497, "Y3": 0.34605, "X4": 0.385, "Y4": 0.34605, "page": 0}, {"Word": "--", "Confidence": 0.944, "X1": 0.371, "Y1": 0.3577, "X2": 0.371, "Y2": 0.3575, "X3": 0.365, "Y3": 0.3573, "X4": 0.365, "Y4": 0.33105, "page": 0}, {"Word": "------ PRIOR CUM ------", "Confidence": 0.8515, "X1": 0.192, "Y1": 0.34895, "X2": 0.352, "Y2": 0.34875, "X3": 0.352, "Y3": 0.3598, "X4": 0.192, "Y4": 0.36105, "page": 0}, {"Word": "-- ACTIVITY 05/26/90 --", "Confidence": 0.939, "X1": 0.386, "Y1": 0.3477, "X2": 0.545, "Y2": 0.3475, "X3": 0.545, "Y3": 0.36105, "X4": 0.386, "Y4": 0.36105, "page": 0}, {"Word": "----- CUM TO DATE -----", "Confidence": 0.8946, "X1": 0.579, "Y1": 0.34895, "X2": 0.735, "Y2": 0.34875, "X3": 0.735, "Y3": 0.3598, "X4": 0.579, "Y4": 0.3598, "page": 0}, {"Word": "ESTIMATED*", "Confidence": 0.991, "X1": 0.852, "Y1": 0.3477, "X2": 0.923, "Y2": 0.3475, "X3": 0.923, "Y3": 0.3598, "X4": 0.852, "Y4": 0.36105, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.19, "Y1": 0.36395, "X2": 0.248, "Y2": 0.36375, "X3": 0.248, "Y3": 0.37605, "X4": 0.19, "Y4": 0.3773, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.995, "X1": 0.258, "Y1": 0.3627, "X2": 0.352, "Y2": 0.3625, "X3": 0.352, "Y3": 0.37605, "X4": 0.258, "Y4": 0.37605, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.993, "X1": 0.384, "Y1": 0.3627, "X2": 0.444, "Y2": 0.3625, "X3": 0.444, "Y3": 0.3773, "X4": 0.384, "Y4": 0.37605, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.993, "X1": 0.449, "Y1": 0.3627, "X2": 0.545, "Y2": 0.3625, "X3": 0.545, "Y3": 0.3773, "X4": 0.449, "Y4": 0.3773, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.991, "X1": 0.577, "Y1": 0.36395, "X2": 0.635, "Y2": 0.36375, "X3": 0.635, "Y3": 0.37605, "X4": 0.577, "Y4": 0.37605, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.9795, "X1": 0.643, "Y1": 0.36395, "X2": 0.738, "Y2": 0.36375, "X3": 0.738, "Y3": 0.37605, "X4": 0.643, "Y4": 0.37605, "page": 0}, {"Word": "REDEMPTION", "Confidence": 0.894, "X1": 0.748, "Y1": 0.3627, "X2": 0.821, "Y2": 0.3625, "X3": 0.821, "Y3": 0.37605, "X4": 0.748, "Y4": 0.37605, "page": 0}, {"Word": "----", "Confidence": 0.766, "X1": 0.84, "Y1": 0.3752, "X2": 0.84, "Y2": 0.375, "X3": 0.831, "Y3": 0.3748, "X4": 0.831, "Y4": 0.3323, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.858, "Y1": 0.3627, "X2": 0.916, "Y2": 0.3625, "X3": 0.916, "Y3": 0.3748, "X4": 0.858, "Y4": 0.37605, "page": 0}, {"Word": "---", "Confidence": 0.884, "X1": 0.894, "Y1": 0.3777, "X2": 0.916, "Y2": 0.3775, "X3": 0.916, "Y3": 0.39105, "X4": 0.895, "Y4": 0.3898, "page": 0}, {"Word": "P.O. BOX 1030", "Confidence": 0.85733, "X1": 0.03, "Y1": 0.40645, "X2": 0.125, "Y2": 0.40625, "X3": 0.125, "Y3": 0.42355, "X4": 0.03, "Y4": 0.4248, "page": 0}, {"Word": "1.760", "Confidence": 0.633, "X1": 0.212, "Y1": 0.40895, "X2": 0.249, "Y2": 0.40875, "X3": 0.249, "Y3": 0.42105, "X4": 0.212, "Y4": 0.4223, "page": 0}, {"Word": "1,762", "Confidence": 0.886, "X1": 0.317, "Y1": 0.40895, "X2": 0.353, "Y2": 0.40875, "X3": 0.353, "Y3": 0.4223, "X4": 0.317, "Y4": 0.4223, "page": 0}, {"Word": "1,760", "Confidence": 0.779, "X1": 0.601, "Y1": 0.40895, "X2": 0.635, "Y2": 0.40875, "X3": 0.635, "Y3": 0.42105, "X4": 0.601, "Y4": 0.4223, "page": 0}, {"Word": "1.762", "Confidence": 0.683, "X1": 0.704, "Y1": 0.40895, "X2": 0.737, "Y2": 0.40875, "X3": 0.737, "Y3": 0.42105, "X4": 0.704, "Y4": 0.4223, "page": 0}, {"Word": "9.344", "Confidence": 0.618, "X1": 0.886, "Y1": 0.4077, "X2": 0.922, "Y2": 0.4075, "X3": 0.923, "Y3": 0.4198, "X4": 0.886, "Y4": 0.42105, "page": 0}, {"Word": "TOTALS", "Confidence": 0.996, "X1": 0.033, "Y1": 0.43895, "X2": 0.075, "Y2": 0.43875, "X3": 0.075, "Y3": 0.45105, "X4": 0.033, "Y4": 0.4523, "page": 0}, {"Word": "1,760", "Confidence": 0.981, "X1": 0.213, "Y1": 0.43895, "X2": 0.249, "Y2": 0.43875, "X3": 0.249, "Y3": 0.4523, "X4": 0.213, "Y4": 0.4523, "page": 0}, {"Word": "1,762", "Confidence": 0.963, "X1": 0.317, "Y1": 0.43895, "X2": 0.352, "Y2": 0.43875, "X3": 0.352, "Y3": 0.45105, "X4": 0.317, "Y4": 0.45105, "page": 0}, {"Word": "1,760", "Confidence": 0.674, "X1": 0.601, "Y1": 0.43895, "X2": 0.635, "Y2": 0.43875, "X3": 0.635, "Y3": 0.4523, "X4": 0.601, "Y4": 0.4523, "page": 0}, {"Word": "1,762", "Confidence": 0.785, "X1": 0.703, "Y1": 0.43895, "X2": 0.738, "Y2": 0.43875, "X3": 0.738, "Y3": 0.45105, "X4": 0.703, "Y4": 0.4523, "page": 0}, {"Word": "--", "Confidence": 0.8, "X1": 0.839, "Y1": 0.45395, "X2": 0.839, "Y2": 0.45375, "X3": 0.833, "Y3": 0.45355, "X4": 0.833, "Y4": 0.4423, "page": 0}, {"Word": "9.344", "Confidence": 0.656, "X1": 0.886, "Y1": 0.4377, "X2": 0.923, "Y2": 0.4375, "X3": 0.924, "Y3": 0.45105, "X4": 0.886, "Y4": 0.45105, "page": 0}, {"Word": "* ESTIMATE REPRESENTS MAIL RECEIVED -- NOT PROCESSED", "Confidence": 0.96675, "X1": 0.031, "Y1": 0.46895, "X2": 0.394, "Y2": 0.46875, "X3": 0.394, "Y3": 0.48355, "X4": 0.031, "Y4": 0.48355, "page": 0}, {"Word": "INVALID REQUESTS", "Confidence": 0.9285, "X1": 0.433, "Y1": 0.49895, "X2": 0.546, "Y2": 0.49875, "X3": 0.546, "Y3": 0.5123, "X4": 0.433, "Y4": 0.51355, "page": 0}, {"Word": "PRIOR CUM", "Confidence": 0.968, "X1": 0.191, "Y1": 0.5302, "X2": 0.256, "Y2": 0.53, "X3": 0.256, "Y3": 0.5423, "X4": 0.191, "Y4": 0.5423, "page": 0}, {"Word": "WEEK ACTIVITY", "Confidence": 0.97, "X1": 0.384, "Y1": 0.52895, "X2": 0.475, "Y2": 0.52875, "X3": 0.475, "Y3": 0.5423, "X4": 0.384, "Y4": 0.5423, "page": 0}, {"Word": "CUM TO DATE", "Confidence": 0.992, "X1": 0.577, "Y1": 0.52895, "X2": 0.655, "Y2": 0.52875, "X3": 0.655, "Y3": 0.5423, "X4": 0.577, "Y4": 0.5423, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.991, "X1": 0.578, "Y1": 0.5452, "X2": 0.634, "Y2": 0.545, "X3": 0.634, "Y3": 0.5573, "X4": 0.578, "Y4": 0.5573, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.959, "X1": 0.19, "Y1": 0.5452, "X2": 0.248, "Y2": 0.545, "X3": 0.248, "Y3": 0.55855, "X4": 0.19, "Y4": 0.5573, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.385, "Y1": 0.5452, "X2": 0.443, "Y2": 0.545, "X3": 0.442, "Y3": 0.55855, "X4": 0.385, "Y4": 0.5573, "page": 0}, {"Word": "----", "Confidence": 0.958, "X1": 0.564, "Y1": 0.57895, "X2": 0.565, "Y2": 0.57875, "X3": 0.557, "Y3": 0.57855, "X4": 0.557, "Y4": 0.5273, "page": 0}, {"Word": "UNQUAL/INELIGIBLES", "Confidence": 0.643, "X1": 0.03, "Y1": 0.5902, "X2": 0.159, "Y2": 0.59, "X3": 0.159, "Y3": 0.60355, "X4": 0.03, "Y4": 0.60355, "page": 0}, {"Word": "DUPS ELIMINATED", "Confidence": 0.9745, "X1": 0.031, "Y1": 0.6202, "X2": 0.137, "Y2": 0.62, "X3": 0.137, "Y3": 0.63355, "X4": 0.031, "Y4": 0.63355, "page": 0}, {"Word": "TOTALS", "Confidence": 0.995, "X1": 0.032, "Y1": 0.65145, "X2": 0.075, "Y2": 0.65125, "X3": 0.075, "Y3": 0.66355, "X4": 0.032, "Y4": 0.66355, "page": 0}, {"Word": "ITEM ACTVITY", "Confidence": 0.9895, "X1": 0.447, "Y1": 0.69395, "X2": 0.531, "Y2": 0.69375, "X3": 0.531, "Y3": 0.7098, "X4": 0.447, "Y4": 0.7098, "page": 0}], "words_data": [{"Word": "PROGRAM", "Confidence": 0.971, "X1": 0.033, "Y1": 0.0477, "X2": 0.08, "Y2": 0.0475, "X3": 0.08, "Y3": 0.0598, "X4": 0.032, "Y4": 0.0598, "page": 0, "Index": 0}, {"Word": "ID:", "Confidence": 0.998, "X1": 0.088, "Y1": 0.0477, "X2": 0.108, "Y2": 0.0475, "X3": 0.108, "Y3": 0.0598, "X4": 0.088, "Y4": 0.0598, "page": 0, "Index": 1}, {"Word": "FBC10520", "Confidence": 0.992, "X1": 0.115, "Y1": 0.0477, "X2": 0.169, "Y2": 0.0475, "X3": 0.169, "Y3": 0.0598, "X4": 0.115, "Y4": 0.0598, "page": 0, "Index": 2}, {"Word": "PROMOTIONAL", "Confidence": 0.8, "X1": 0.377, "Y1": 0.04645, "X2": 0.453, "Y2": 0.04625, "X3": 0.453, "Y3": 0.0598, "X4": 0.377, "Y4": 0.06105, "page": 0, "Index": 3}, {"Word": "SERVICES", "Confidence": 0.995, "X1": 0.46, "Y1": 0.0477, "X2": 0.515, "Y2": 0.0475, "X3": 0.515, "Y3": 0.0598, "X4": 0.46, "Y4": 0.0598, "page": 0, "Index": 4}, {"Word": "CENTER", "Confidence": 0.997, "X1": 0.522, "Y1": 0.0477, "X2": 0.563, "Y2": 0.0475, "X3": 0.563, "Y3": 0.0598, "X4": 0.522, "Y4": 0.0598, "page": 0, "Index": 5}, {"Word": "PAGE", "Confidence": 0.994, "X1": 0.846, "Y1": 0.0477, "X2": 0.871, "Y2": 0.0475, "X3": 0.871, "Y3": 0.05855, "X4": 0.846, "Y4": 0.05855, "page": 0, "Index": 6}, {"Word": "1", "Confidence": 0.991, "X1": 0.894, "Y1": 0.0452, "X2": 0.902, "Y2": 0.045, "X3": 0.902, "Y3": 0.0623, "X4": 0.894, "Y4": 0.0623, "page": 0, "Index": 7}, {"Word": "TIME:", "Confidence": 0.991, "X1": 0.034, "Y1": 0.06395, "X2": 0.068, "Y2": 0.06375, "X3": 0.067, "Y3": 0.07605, "X4": 0.033, "Y4": 0.07605, "page": 0, "Index": 8}, {"Word": "05.36.37", "Confidence": 0.992, "X1": 0.073, "Y1": 0.0627, "X2": 0.129, "Y2": 0.0625, "X3": 0.129, "Y3": 0.0748, "X4": 0.073, "Y4": 0.07605, "page": 0, "Index": 9}, {"Word": "CONSUMER", "Confidence": 0.67, "X1": 0.379, "Y1": 0.0627, "X2": 0.431, "Y2": 0.0625, "X3": 0.431, "Y3": 0.0748, "X4": 0.379, "Y4": 0.0748, "page": 0, "Index": 10}, {"Word": "FULFILLMENT", "Confidence": 0.991, "X1": 0.439, "Y1": 0.0627, "X2": 0.516, "Y2": 0.0625, "X3": 0.515, "Y3": 0.0748, "X4": 0.439, "Y4": 0.0748, "page": 0, "Index": 11}, {"Word": "SYSTEM", "Confidence": 0.994, "X1": 0.522, "Y1": 0.0627, "X2": 0.563, "Y2": 0.0625, "X3": 0.562, "Y3": 0.0748, "X4": 0.522, "Y4": 0.0748, "page": 0, "Index": 12}, {"Word": "DATE", "Confidence": 0.981, "X1": 0.846, "Y1": 0.06145, "X2": 0.871, "Y2": 0.06125, "X3": 0.871, "Y3": 0.0748, "X4": 0.846, "Y4": 0.0748, "page": 0, "Index": 13}, {"Word": "05/24/90", "Confidence": 0.991, "X1": 0.878, "Y1": 0.06145, "X2": 0.934, "Y2": 0.06125, "X3": 0.933, "Y3": 0.07605, "X4": 0.878, "Y4": 0.0748, "page": 0, "Index": 14}, {"Word": "PSC", "Confidence": 0.986, "X1": 0.033, "Y1": 0.07895, "X2": 0.052, "Y2": 0.07875, "X3": 0.051, "Y3": 0.09105, "X4": 0.032, "Y4": 0.09105, "page": 0, "Index": 15}, {"Word": "OFFER", "Confidence": 0.998, "X1": 0.059, "Y1": 0.07895, "X2": 0.093, "Y2": 0.07875, "X3": 0.093, "Y3": 0.09105, "X4": 0.058, "Y4": 0.09105, "page": 0, "Index": 16}, {"Word": "NUMBER:", "Confidence": 0.993, "X1": 0.1, "Y1": 0.0777, "X2": 0.15, "Y2": 0.0775, "X3": 0.15, "Y3": 0.09105, "X4": 0.1, "Y4": 0.09105, "page": 0, "Index": 17}, {"Word": "49Z100018001", "Confidence": 0.814, "X1": 0.164, "Y1": 0.0777, "X2": 0.247, "Y2": 0.0775, "X3": 0.247, "Y3": 0.09105, "X4": 0.163, "Y4": 0.09105, "page": 0, "Index": 18}, {"Word": "PROMOTIONAL", "Confidence": 0.958, "X1": 0.385, "Y1": 0.0777, "X2": 0.459, "Y2": 0.0775, "X3": 0.459, "Y3": 0.09105, "X4": 0.384, "Y4": 0.09105, "page": 0, "Index": 19}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.467, "Y1": 0.0777, "X2": 0.509, "Y2": 0.0775, "X3": 0.509, "Y3": 0.0898, "X4": 0.467, "Y4": 0.09105, "page": 0, "Index": 20}, {"Word": "REPORT", "Confidence": 0.997, "X1": 0.515, "Y1": 0.0777, "X2": 0.557, "Y2": 0.0775, "X3": 0.557, "Y3": 0.0898, "X4": 0.515, "Y4": 0.0898, "page": 0, "Index": 21}, {"Word": "PO", "Confidence": 0.965, "X1": 0.414, "Y1": 0.1227, "X2": 0.425, "Y2": 0.1225, "X3": 0.424, "Y3": 0.1348, "X4": 0.414, "Y4": 0.1348, "page": 0, "Index": 22}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.432, "Y1": 0.1227, "X2": 0.453, "Y2": 0.1225, "X3": 0.453, "Y3": 0.1348, "X4": 0.432, "Y4": 0.1348, "page": 0, "Index": 23}, {"Word": "METHOD", "Confidence": 0.994, "X1": 0.481, "Y1": 0.1227, "X2": 0.522, "Y2": 0.1225, "X3": 0.521, "Y3": 0.1348, "X4": 0.48, "Y4": 0.1348, "page": 0, "Index": 24}, {"Word": "OF", "Confidence": 0.995, "X1": 0.528, "Y1": 0.1227, "X2": 0.543, "Y2": 0.1225, "X3": 0.542, "Y3": 0.1348, "X4": 0.528, "Y4": 0.1348, "page": 0, "Index": 25}, {"Word": "DISTRIBUTION", "Confidence": 0.903, "X1": 0.563, "Y1": 0.12145, "X2": 0.645, "Y2": 0.12125, "X3": 0.646, "Y3": 0.13605, "X4": 0.564, "Y4": 0.13605, "page": 0, "Index": 26}, {"Word": "EXPIRATION", "Confidence": 0.993, "X1": 0.652, "Y1": 0.12145, "X2": 0.721, "Y2": 0.12125, "X3": 0.721, "Y3": 0.13605, "X4": 0.653, "Y4": 0.13605, "page": 0, "Index": 27}, {"Word": "VOLUME", "Confidence": 0.996, "X1": 0.728, "Y1": 0.12145, "X2": 0.77, "Y2": 0.12125, "X3": 0.77, "Y3": 0.13605, "X4": 0.728, "Y4": 0.13605, "page": 0, "Index": 28}, {"Word": "OF", "Confidence": 0.991, "X1": 0.775, "Y1": 0.12145, "X2": 0.79, "Y2": 0.12125, "X3": 0.79, "Y3": 0.13605, "X4": 0.775, "Y4": 0.13605, "page": 0, "Index": 29}, {"Word": "ESTIMATED-REDEMPTION", "Confidence": 0.925, "X1": 0.796, "Y1": 0.12145, "X2": 0.934, "Y2": 0.12125, "X3": 0.934, "Y3": 0.1348, "X4": 0.797, "Y4": 0.13605, "page": 0, "Index": 30}, {"Word": "NUMBER", "Confidence": 0.995, "X1": 0.414, "Y1": 0.1377, "X2": 0.453, "Y2": 0.1375, "X3": 0.453, "Y3": 0.15105, "X4": 0.413, "Y4": 0.15105, "page": 0, "Index": 31}, {"Word": "DISTRIBUTION", "Confidence": 0.956, "X1": 0.466, "Y1": 0.1377, "X2": 0.55, "Y2": 0.1375, "X3": 0.55, "Y3": 0.15105, "X4": 0.466, "Y4": 0.15105, "page": 0, "Index": 32}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.593, "Y1": 0.1377, "X2": 0.617, "Y2": 0.1375, "X3": 0.617, "Y3": 0.1498, "X4": 0.592, "Y4": 0.1498, "page": 0, "Index": 33}, {"Word": "DATE", "Confidence": 0.983, "X1": 0.673, "Y1": 0.1377, "X2": 0.7, "Y2": 0.1375, "X3": 0.7, "Y3": 0.1498, "X4": 0.673, "Y4": 0.1498, "page": 0, "Index": 34}, {"Word": "RELEASE", "Confidence": 0.992, "X1": 0.736, "Y1": 0.1377, "X2": 0.782, "Y2": 0.1375, "X3": 0.782, "Y3": 0.15105, "X4": 0.735, "Y4": 0.1498, "page": 0, "Index": 35}, {"Word": "PROM", "Confidence": 0.981, "X1": 0.803, "Y1": 0.13645, "X2": 0.83, "Y2": 0.13625, "X3": 0.83, "Y3": 0.1498, "X4": 0.803, "Y4": 0.15105, "page": 0, "Index": 36}, {"Word": "GRP", "Confidence": 0.998, "X1": 0.837, "Y1": 0.13645, "X2": 0.858, "Y2": 0.13625, "X3": 0.858, "Y3": 0.1498, "X4": 0.837, "Y4": 0.1498, "page": 0, "Index": 37}, {"Word": "KANKAKEE", "Confidence": 0.994, "X1": 0.871, "Y1": 0.1377, "X2": 0.927, "Y2": 0.1375, "X3": 0.927, "Y3": 0.14855, "X4": 0.871, "Y4": 0.1498, "page": 0, "Index": 38}, {"Word": "PSC", "Confidence": 0.993, "X1": 0.032, "Y1": 0.1677, "X2": 0.052, "Y2": 0.1675, "X3": 0.051, "Y3": 0.1823, "X4": 0.031, "Y4": 0.1823, "page": 0, "Index": 39}, {"Word": "OFFER", "Confidence": 0.998, "X1": 0.058, "Y1": 0.1677, "X2": 0.094, "Y2": 0.1675, "X3": 0.093, "Y3": 0.1823, "X4": 0.058, "Y4": 0.1823, "page": 0, "Index": 40}, {"Word": "DESCRIPTION:", "Confidence": 0.933, "X1": 0.099, "Y1": 0.1677, "X2": 0.185, "Y2": 0.1675, "X3": 0.185, "Y3": 0.1823, "X4": 0.099, "Y4": 0.1823, "page": 0, "Index": 41}, {"Word": "V/S", "Confidence": 0.998, "X1": 0.19, "Y1": 0.1677, "X2": 0.212, "Y2": 0.1675, "X3": 0.212, "Y3": 0.1823, "X4": 0.19, "Y4": 0.1823, "page": 0, "Index": 42}, {"Word": "FUN", "Confidence": 0.998, "X1": 0.218, "Y1": 0.1677, "X2": 0.239, "Y2": 0.1675, "X3": 0.239, "Y3": 0.1823, "X4": 0.218, "Y4": 0.1823, "page": 0, "Index": 43}, {"Word": "FAIR", "Confidence": 0.988, "X1": 0.246, "Y1": 0.1677, "X2": 0.274, "Y2": 0.1675, "X3": 0.274, "Y3": 0.1823, "X4": 0.246, "Y4": 0.1823, "page": 0, "Index": 44}, {"Word": "SWEEPSTAKES", "Confidence": 0.993, "X1": 0.281, "Y1": 0.1677, "X2": 0.357, "Y2": 0.1675, "X3": 0.357, "Y3": 0.18105, "X4": 0.281, "Y4": 0.1823, "page": 0, "Index": 45}, {"Word": "1030", "Confidence": 0.62, "X1": 0.413, "Y1": 0.1677, "X2": 0.44, "Y2": 0.1675, "X3": 0.44, "Y3": 0.18105, "X4": 0.413, "Y4": 0.18105, "page": 0, "Index": 46}, {"Word": "HAND", "Confidence": 0.98, "X1": 0.46, "Y1": 0.1677, "X2": 0.488, "Y2": 0.1675, "X3": 0.487, "Y3": 0.18105, "X4": 0.459, "Y4": 0.1823, "page": 0, "Index": 47}, {"Word": "DISTRIB", "Confidence": 0.993, "X1": 0.493, "Y1": 0.1677, "X2": 0.542, "Y2": 0.1675, "X3": 0.542, "Y3": 0.1823, "X4": 0.493, "Y4": 0.18105, "page": 0, "Index": 48}, {"Word": "10/01/89", "Confidence": 0.995, "X1": 0.579, "Y1": 0.16645, "X2": 0.633, "Y2": 0.16625, "X3": 0.633, "Y3": 0.18355, "X4": 0.578, "Y4": 0.1823, "page": 0, "Index": 49}, {"Word": "99/99/99", "Confidence": 0.995, "X1": 0.66, "Y1": 0.1677, "X2": 0.716, "Y2": 0.1675, "X3": 0.715, "Y3": 0.1823, "X4": 0.659, "Y4": 0.1823, "page": 0, "Index": 50}, {"Word": "M", "Confidence": 0.941, "X1": 0.776, "Y1": 0.1677, "X2": 0.781, "Y2": 0.1675, "X3": 0.781, "Y3": 0.1798, "X4": 0.776, "Y4": 0.1798, "page": 0, "Index": 51}, {"Word": "PPL", "Confidence": 0.998, "X1": 0.033, "Y1": 0.18395, "X2": 0.051, "Y2": 0.18375, "X3": 0.051, "Y3": 0.1973, "X4": 0.032, "Y4": 0.1973, "page": 0, "Index": 52}, {"Word": "NUMBER:", "Confidence": 0.967, "X1": 0.058, "Y1": 0.18395, "X2": 0.109, "Y2": 0.18375, "X3": 0.109, "Y3": 0.19605, "X4": 0.058, "Y4": 0.19605, "page": 0, "Index": 53}, {"Word": "88613A", "Confidence": 0.926, "X1": 0.193, "Y1": 0.18395, "X2": 0.232, "Y2": 0.18375, "X3": 0.232, "Y3": 0.19605, "X4": 0.192, "Y4": 0.1948, "page": 0, "Index": 54}, {"Word": "PRODUCT/BRAND:", "Confidence": 0.958, "X1": 0.033, "Y1": 0.1977, "X2": 0.129, "Y2": 0.1975, "X3": 0.13, "Y3": 0.21105, "X4": 0.032, "Y4": 0.21105, "page": 0, "Index": 55}, {"Word": "VIRGINIA", "Confidence": 0.992, "X1": 0.192, "Y1": 0.19895, "X2": 0.246, "Y2": 0.19875, "X3": 0.245, "Y3": 0.21105, "X4": 0.192, "Y4": 0.21105, "page": 0, "Index": 56}, {"Word": "SLIMS", "Confidence": 0.995, "X1": 0.253, "Y1": 0.19895, "X2": 0.288, "Y2": 0.19875, "X3": 0.288, "Y3": 0.21105, "X4": 0.253, "Y4": 0.21105, "page": 0, "Index": 57}, {"Word": "TYPE", "Confidence": 0.994, "X1": 0.033, "Y1": 0.21395, "X2": 0.058, "Y2": 0.21375, "X3": 0.058, "Y3": 0.2273, "X4": 0.033, "Y4": 0.2273, "page": 0, "Index": 58}, {"Word": "OFFER:", "Confidence": 0.991, "X1": 0.065, "Y1": 0.21395, "X2": 0.108, "Y2": 0.21375, "X3": 0.108, "Y3": 0.22605, "X4": 0.066, "Y4": 0.2273, "page": 0, "Index": 59}, {"Word": "QUESTION", "Confidence": 0.991, "X1": 0.192, "Y1": 0.21395, "X2": 0.246, "Y2": 0.21375, "X3": 0.246, "Y3": 0.22605, "X4": 0.191, "Y4": 0.22605, "page": 0, "Index": 60}, {"Word": "DISTRIBUTION", "Confidence": 0.983, "X1": 0.033, "Y1": 0.22895, "X2": 0.115, "Y2": 0.22875, "X3": 0.115, "Y3": 0.2423, "X4": 0.032, "Y4": 0.2423, "page": 0, "Index": 61}, {"Word": "AREA:", "Confidence": 0.995, "X1": 0.121, "Y1": 0.2277, "X2": 0.158, "Y2": 0.2275, "X3": 0.158, "Y3": 0.24355, "X4": 0.121, "Y4": 0.2423, "page": 0, "Index": 62}, {"Word": "NATIONAL", "Confidence": 0.994, "X1": 0.191, "Y1": 0.22895, "X2": 0.246, "Y2": 0.22875, "X3": 0.246, "Y3": 0.24105, "X4": 0.191, "Y4": 0.24105, "page": 0, "Index": 63}, {"Word": "BY:", "Confidence": 0.945, "X1": 0.086, "Y1": 0.2452, "X2": 0.108, "Y2": 0.245, "X3": 0.108, "Y3": 0.2573, "X4": 0.086, "Y4": 0.25855, "page": 0, "Index": 64}, {"Word": "SHIPPED", "Confidence": 0.992, "X1": 0.035, "Y1": 0.24395, "X2": 0.079, "Y2": 0.24375, "X3": 0.079, "Y3": 0.25855, "X4": 0.034, "Y4": 0.25855, "page": 0, "Index": 65}, {"Word": "POP", "Confidence": 0.957, "X1": 0.032, "Y1": 0.2602, "X2": 0.052, "Y2": 0.26, "X3": 0.051, "Y3": 0.2723, "X4": 0.032, "Y4": 0.27355, "page": 0, "Index": 66}, {"Word": "REQUIREMENTS:", "Confidence": 0.794, "X1": 0.059, "Y1": 0.2602, "X2": 0.15, "Y2": 0.26, "X3": 0.15, "Y3": 0.2723, "X4": 0.059, "Y4": 0.2723, "page": 0, "Index": 67}, {"Word": "NONE", "Confidence": 0.994, "X1": 0.191, "Y1": 0.2602, "X2": 0.218, "Y2": 0.26, "X3": 0.218, "Y3": 0.2723, "X4": 0.191, "Y4": 0.2723, "page": 0, "Index": 68}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.428, "Y1": 0.30395, "X2": 0.467, "Y2": 0.30375, "X3": 0.467, "Y3": 0.3173, "X4": 0.428, "Y4": 0.3173, "page": 0, "Index": 69}, {"Word": "BY", "Confidence": 0.998, "X1": 0.473, "Y1": 0.30395, "X2": 0.487, "Y2": 0.30375, "X3": 0.487, "Y3": 0.3173, "X4": 0.473, "Y4": 0.3173, "page": 0, "Index": 70}, {"Word": "P.O.", "Confidence": 0.851, "X1": 0.494, "Y1": 0.30395, "X2": 0.523, "Y2": 0.30375, "X3": 0.523, "Y3": 0.3173, "X4": 0.494, "Y4": 0.3173, "page": 0, "Index": 71}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.528, "Y1": 0.30395, "X2": 0.549, "Y2": 0.30375, "X3": 0.55, "Y3": 0.3173, "X4": 0.528, "Y4": 0.3173, "page": 0, "Index": 72}, {"Word": "--", "Confidence": 0.944, "X1": 0.371, "Y1": 0.34395, "X2": 0.372, "Y2": 0.34375, "X3": 0.366, "Y3": 0.34355, "X4": 0.366, "Y4": 0.3323, "page": 0, "Index": 73}, {"Word": "WEEK", "Confidence": 0.988, "X1": 0.386, "Y1": 0.33395, "X2": 0.411, "Y2": 0.33375, "X3": 0.411, "Y3": 0.3473, "X4": 0.385, "Y4": 0.3473, "page": 0, "Index": 74}, {"Word": "NUMBER:", "Confidence": 0.994, "X1": 0.418, "Y1": 0.33395, "X2": 0.468, "Y2": 0.33375, "X3": 0.468, "Y3": 0.34605, "X4": 0.418, "Y4": 0.3473, "page": 0, "Index": 75}, {"Word": "30", "Confidence": 0.998, "X1": 0.481, "Y1": 0.3352, "X2": 0.494, "Y2": 0.335, "X3": 0.494, "Y3": 0.34605, "X4": 0.481, "Y4": 0.34605, "page": 0, "Index": 76}, {"Word": "------", "Confidence": 0.675, "X1": 0.193, "Y1": 0.3502, "X2": 0.231, "Y2": 0.35, "X3": 0.231, "Y3": 0.36105, "X4": 0.192, "Y4": 0.3598, "page": 0, "Index": 77}, {"Word": "PRIOR", "Confidence": 0.941, "X1": 0.239, "Y1": 0.3502, "X2": 0.273, "Y2": 0.35, "X3": 0.273, "Y3": 0.36105, "X4": 0.239, "Y4": 0.36105, "page": 0, "Index": 78}, {"Word": "CUM", "Confidence": 0.998, "X1": 0.281, "Y1": 0.3502, "X2": 0.3, "Y2": 0.35, "X3": 0.3, "Y3": 0.36105, "X4": 0.28, "Y4": 0.36105, "page": 0, "Index": 79}, {"Word": "------", "Confidence": 0.792, "X1": 0.31, "Y1": 0.3502, "X2": 0.35, "Y2": 0.35, "X3": 0.349, "Y3": 0.3598, "X4": 0.31, "Y4": 0.36105, "page": 0, "Index": 80}, {"Word": "--", "Confidence": 0.962, "X1": 0.387, "Y1": 0.34895, "X2": 0.399, "Y2": 0.34875, "X3": 0.398, "Y3": 0.3623, "X4": 0.386, "Y4": 0.3623, "page": 0, "Index": 81}, {"Word": "ACTIVITY", "Confidence": 0.991, "X1": 0.405, "Y1": 0.34895, "X2": 0.461, "Y2": 0.34875, "X3": 0.46, "Y3": 0.3623, "X4": 0.404, "Y4": 0.3623, "page": 0, "Index": 82}, {"Word": "05/26/90", "Confidence": 0.955, "X1": 0.467, "Y1": 0.34895, "X2": 0.522, "Y2": 0.34875, "X3": 0.522, "Y3": 0.36105, "X4": 0.466, "Y4": 0.3623, "page": 0, "Index": 83}, {"Word": "--", "Confidence": 0.848, "X1": 0.531, "Y1": 0.34895, "X2": 0.544, "Y2": 0.34875, "X3": 0.543, "Y3": 0.36105, "X4": 0.53, "Y4": 0.36105, "page": 0, "Index": 84}, {"Word": "-----", "Confidence": 0.629, "X1": 0.58, "Y1": 0.34895, "X2": 0.611, "Y2": 0.34875, "X3": 0.611, "Y3": 0.36105, "X4": 0.58, "Y4": 0.3598, "page": 0, "Index": 85}, {"Word": "CUM", "Confidence": 0.997, "X1": 0.618, "Y1": 0.34895, "X2": 0.638, "Y2": 0.34875, "X3": 0.638, "Y3": 0.36105, "X4": 0.617, "Y4": 0.36105, "page": 0, "Index": 86}, {"Word": "TO", "Confidence": 0.994, "X1": 0.647, "Y1": 0.34895, "X2": 0.658, "Y2": 0.34875, "X3": 0.658, "Y3": 0.36105, "X4": 0.647, "Y4": 0.36105, "page": 0, "Index": 87}, {"Word": "DATE", "Confidence": 0.989, "X1": 0.666, "Y1": 0.34895, "X2": 0.693, "Y2": 0.34875, "X3": 0.692, "Y3": 0.36105, "X4": 0.665, "Y4": 0.36105, "page": 0, "Index": 88}, {"Word": "-----", "Confidence": 0.864, "X1": 0.702, "Y1": 0.3502, "X2": 0.735, "Y2": 0.35, "X3": 0.734, "Y3": 0.35855, "X4": 0.702, "Y4": 0.3598, "page": 0, "Index": 89}, {"Word": "ESTIMATED*", "Confidence": 0.991, "X1": 0.853, "Y1": 0.3477, "X2": 0.921, "Y2": 0.3475, "X3": 0.922, "Y3": 0.36105, "X4": 0.853, "Y4": 0.3623, "page": 0, "Index": 90}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.191, "Y1": 0.3652, "X2": 0.245, "Y2": 0.365, "X3": 0.245, "Y3": 0.37605, "X4": 0.191, "Y4": 0.3773, "page": 0, "Index": 91}, {"Word": "ITEMS", "Confidence": 0.994, "X1": 0.261, "Y1": 0.36395, "X2": 0.295, "Y2": 0.36375, "X3": 0.295, "Y3": 0.3773, "X4": 0.26, "Y4": 0.37605, "page": 0, "Index": 92}, {"Word": "ORDERED", "Confidence": 0.996, "X1": 0.301, "Y1": 0.36395, "X2": 0.35, "Y2": 0.36375, "X3": 0.349, "Y3": 0.3773, "X4": 0.301, "Y4": 0.3773, "page": 0, "Index": 93}, {"Word": "REQUESTS", "Confidence": 0.993, "X1": 0.385, "Y1": 0.36395, "X2": 0.439, "Y2": 0.36375, "X3": 0.439, "Y3": 0.3773, "X4": 0.385, "Y4": 0.3773, "page": 0, "Index": 94}, {"Word": "ITEMS", "Confidence": 0.991, "X1": 0.454, "Y1": 0.36395, "X2": 0.488, "Y2": 0.36375, "X3": 0.488, "Y3": 0.3773, "X4": 0.454, "Y4": 0.3773, "page": 0, "Index": 95}, {"Word": "ORDERED", "Confidence": 0.995, "X1": 0.494, "Y1": 0.3652, "X2": 0.542, "Y2": 0.365, "X3": 0.542, "Y3": 0.3773, "X4": 0.494, "Y4": 0.3773, "page": 0, "Index": 96}, {"Word": "REQUESTS", "Confidence": 0.991, "X1": 0.577, "Y1": 0.36395, "X2": 0.631, "Y2": 0.36375, "X3": 0.631, "Y3": 0.37605, "X4": 0.578, "Y4": 0.3773, "page": 0, "Index": 97}, {"Word": "ITEMS", "Confidence": 0.964, "X1": 0.647, "Y1": 0.36395, "X2": 0.68, "Y2": 0.36375, "X3": 0.68, "Y3": 0.37605, "X4": 0.647, "Y4": 0.37605, "page": 0, "Index": 98}, {"Word": "ORDERED", "Confidence": 0.995, "X1": 0.686, "Y1": 0.36395, "X2": 0.734, "Y2": 0.36375, "X3": 0.733, "Y3": 0.37605, "X4": 0.686, "Y4": 0.37605, "page": 0, "Index": 99}, {"Word": "REDEMPTION", "Confidence": 0.894, "X1": 0.749, "Y1": 0.36395, "X2": 0.817, "Y2": 0.36375, "X3": 0.817, "Y3": 0.37605, "X4": 0.749, "Y4": 0.37605, "page": 0, "Index": 100}, {"Word": "----", "Confidence": 0.766, "X1": 0.84, "Y1": 0.37395, "X2": 0.84, "Y2": 0.37375, "X3": 0.832, "Y3": 0.3748, "X4": 0.831, "Y4": 0.3348, "page": 0, "Index": 101}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.859, "Y1": 0.3627, "X2": 0.914, "Y2": 0.3625, "X3": 0.914, "Y3": 0.37605, "X4": 0.859, "Y4": 0.37605, "page": 0, "Index": 102}, {"Word": "---", "Confidence": 0.884, "X1": 0.895, "Y1": 0.3777, "X2": 0.915, "Y2": 0.3775, "X3": 0.915, "Y3": 0.39105, "X4": 0.895, "Y4": 0.3898, "page": 0, "Index": 103}, {"Word": "P.O.", "Confidence": 0.669, "X1": 0.031, "Y1": 0.4077, "X2": 0.06, "Y2": 0.4075, "X3": 0.06, "Y3": 0.4248, "X4": 0.03, "Y4": 0.4248, "page": 0, "Index": 104}, {"Word": "BOX", "Confidence": 0.995, "X1": 0.064, "Y1": 0.4077, "X2": 0.087, "Y2": 0.4075, "X3": 0.087, "Y3": 0.4248, "X4": 0.064, "Y4": 0.4248, "page": 0, "Index": 105}, {"Word": "1030", "Confidence": 0.908, "X1": 0.094, "Y1": 0.4077, "X2": 0.123, "Y2": 0.4075, "X3": 0.123, "Y3": 0.42355, "X4": 0.093, "Y4": 0.4248, "page": 0, "Index": 106}, {"Word": "1.760", "Confidence": 0.633, "X1": 0.213, "Y1": 0.40895, "X2": 0.245, "Y2": 0.40875, "X3": 0.245, "Y3": 0.4223, "X4": 0.213, "Y4": 0.4223, "page": 0, "Index": 107}, {"Word": "1,762", "Confidence": 0.886, "X1": 0.318, "Y1": 0.4102, "X2": 0.351, "Y2": 0.41, "X3": 0.35, "Y3": 0.4223, "X4": 0.318, "Y4": 0.4223, "page": 0, "Index": 108}, {"Word": "1,760", "Confidence": 0.779, "X1": 0.601, "Y1": 0.4102, "X2": 0.631, "Y2": 0.41, "X3": 0.631, "Y3": 0.4223, "X4": 0.601, "Y4": 0.4223, "page": 0, "Index": 109}, {"Word": "1.762", "Confidence": 0.683, "X1": 0.705, "Y1": 0.4102, "X2": 0.735, "Y2": 0.41, "X3": 0.735, "Y3": 0.4223, "X4": 0.704, "Y4": 0.4223, "page": 0, "Index": 110}, {"Word": "9.344", "Confidence": 0.618, "X1": 0.887, "Y1": 0.4077, "X2": 0.921, "Y2": 0.4075, "X3": 0.921, "Y3": 0.42105, "X4": 0.887, "Y4": 0.42105, "page": 0, "Index": 111}, {"Word": "TOTALS", "Confidence": 0.996, "X1": 0.033, "Y1": 0.4402, "X2": 0.072, "Y2": 0.44, "X3": 0.072, "Y3": 0.45105, "X4": 0.033, "Y4": 0.4523, "page": 0, "Index": 112}, {"Word": "1,760", "Confidence": 0.981, "X1": 0.213, "Y1": 0.4402, "X2": 0.245, "Y2": 0.44, "X3": 0.245, "Y3": 0.4523, "X4": 0.213, "Y4": 0.45355, "page": 0, "Index": 113}, {"Word": "1,762", "Confidence": 0.963, "X1": 0.318, "Y1": 0.4402, "X2": 0.35, "Y2": 0.44, "X3": 0.35, "Y3": 0.4523, "X4": 0.318, "Y4": 0.4523, "page": 0, "Index": 114}, {"Word": "1,760", "Confidence": 0.674, "X1": 0.601, "Y1": 0.4402, "X2": 0.632, "Y2": 0.44, "X3": 0.631, "Y3": 0.4523, "X4": 0.601, "Y4": 0.4523, "page": 0, "Index": 115}, {"Word": "1,762", "Confidence": 0.785, "X1": 0.703, "Y1": 0.4402, "X2": 0.736, "Y2": 0.44, "X3": 0.735, "Y3": 0.4523, "X4": 0.703, "Y4": 0.4523, "page": 0, "Index": 116}, {"Word": "--", "Confidence": 0.8, "X1": 0.839, "Y1": 0.4502, "X2": 0.839, "Y2": 0.45, "X3": 0.833, "Y3": 0.4498, "X4": 0.833, "Y4": 0.44105, "page": 0, "Index": 117}, {"Word": "9.344", "Confidence": 0.656, "X1": 0.887, "Y1": 0.43895, "X2": 0.921, "Y2": 0.43875, "X3": 0.921, "Y3": 0.45105, "X4": 0.887, "Y4": 0.4523, "page": 0, "Index": 118}, {"Word": "*", "Confidence": 0.962, "X1": 0.032, "Y1": 0.4702, "X2": 0.039, "Y2": 0.47, "X3": 0.038, "Y3": 0.48355, "X4": 0.032, "Y4": 0.48355, "page": 0, "Index": 119}, {"Word": "ESTIMATE", "Confidence": 0.941, "X1": 0.044, "Y1": 0.4702, "X2": 0.099, "Y2": 0.47, "X3": 0.099, "Y3": 0.4848, "X4": 0.044, "Y4": 0.48355, "page": 0, "Index": 120}, {"Word": "REPRESENTS", "Confidence": 0.991, "X1": 0.107, "Y1": 0.46895, "X2": 0.176, "Y2": 0.46875, "X3": 0.176, "Y3": 0.4848, "X4": 0.106, "Y4": 0.4848, "page": 0, "Index": 121}, {"Word": "MAIL", "Confidence": 0.955, "X1": 0.182, "Y1": 0.46895, "X2": 0.211, "Y2": 0.46875, "X3": 0.211, "Y3": 0.4848, "X4": 0.181, "Y4": 0.4848, "page": 0, "Index": 122}, {"Word": "RECEIVED", "Confidence": 0.991, "X1": 0.217, "Y1": 0.46895, "X2": 0.274, "Y2": 0.46875, "X3": 0.274, "Y3": 0.48355, "X4": 0.217, "Y4": 0.4848, "page": 0, "Index": 123}, {"Word": "--", "Confidence": 0.902, "X1": 0.282, "Y1": 0.46895, "X2": 0.296, "Y2": 0.46875, "X3": 0.296, "Y3": 0.48355, "X4": 0.282, "Y4": 0.48355, "page": 0, "Index": 124}, {"Word": "NOT", "Confidence": 0.998, "X1": 0.301, "Y1": 0.46895, "X2": 0.324, "Y2": 0.46875, "X3": 0.323, "Y3": 0.48355, "X4": 0.301, "Y4": 0.48355, "page": 0, "Index": 125}, {"Word": "PROCESSED", "Confidence": 0.994, "X1": 0.328, "Y1": 0.46895, "X2": 0.391, "Y2": 0.46875, "X3": 0.391, "Y3": 0.48355, "X4": 0.328, "Y4": 0.48355, "page": 0, "Index": 126}, {"Word": "INVALID", "Confidence": 0.887, "X1": 0.434, "Y1": 0.49895, "X2": 0.48, "Y2": 0.49875, "X3": 0.48, "Y3": 0.51355, "X4": 0.434, "Y4": 0.51355, "page": 0, "Index": 127}, {"Word": "REQUESTS", "Confidence": 0.97, "X1": 0.487, "Y1": 0.49895, "X2": 0.543, "Y2": 0.49875, "X3": 0.544, "Y3": 0.51355, "X4": 0.487, "Y4": 0.51355, "page": 0, "Index": 128}, {"Word": "PRIOR", "Confidence": 0.942, "X1": 0.191, "Y1": 0.53145, "X2": 0.223, "Y2": 0.53125, "X3": 0.223, "Y3": 0.5423, "X4": 0.191, "Y4": 0.5423, "page": 0, "Index": 129}, {"Word": "CUM", "Confidence": 0.994, "X1": 0.231, "Y1": 0.53145, "X2": 0.251, "Y2": 0.53125, "X3": 0.251, "Y3": 0.5423, "X4": 0.231, "Y4": 0.5423, "page": 0, "Index": 130}, {"Word": "WEEK", "Confidence": 0.987, "X1": 0.384, "Y1": 0.5302, "X2": 0.411, "Y2": 0.53, "X3": 0.411, "Y3": 0.54355, "X4": 0.384, "Y4": 0.54355, "page": 0, "Index": 131}, {"Word": "ACTIVITY", "Confidence": 0.953, "X1": 0.419, "Y1": 0.5302, "X2": 0.473, "Y2": 0.53, "X3": 0.473, "Y3": 0.5423, "X4": 0.419, "Y4": 0.54355, "page": 0, "Index": 132}, {"Word": "CUM", "Confidence": 0.991, "X1": 0.578, "Y1": 0.5302, "X2": 0.598, "Y2": 0.53, "X3": 0.597, "Y3": 0.54355, "X4": 0.578, "Y4": 0.54355, "page": 0, "Index": 133}, {"Word": "TO", "Confidence": 0.998, "X1": 0.606, "Y1": 0.5302, "X2": 0.618, "Y2": 0.53, "X3": 0.617, "Y3": 0.54355, "X4": 0.605, "Y4": 0.54355, "page": 0, "Index": 134}, {"Word": "DATE", "Confidence": 0.987, "X1": 0.624, "Y1": 0.5302, "X2": 0.653, "Y2": 0.53, "X3": 0.652, "Y3": 0.54355, "X4": 0.624, "Y4": 0.54355, "page": 0, "Index": 135}, {"Word": "REQUESTS", "Confidence": 0.959, "X1": 0.19, "Y1": 0.54645, "X2": 0.245, "Y2": 0.54625, "X3": 0.245, "Y3": 0.55855, "X4": 0.19, "Y4": 0.55855, "page": 0, "Index": 136}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.386, "Y1": 0.54645, "X2": 0.439, "Y2": 0.54625, "X3": 0.439, "Y3": 0.55855, "X4": 0.385, "Y4": 0.55855, "page": 0, "Index": 137}, {"Word": "REQUESTS", "Confidence": 0.991, "X1": 0.579, "Y1": 0.54645, "X2": 0.632, "Y2": 0.54625, "X3": 0.631, "Y3": 0.55855, "X4": 0.578, "Y4": 0.55855, "page": 0, "Index": 138}, {"Word": "----", "Confidence": 0.958, "X1": 0.564, "Y1": 0.57145, "X2": 0.565, "Y2": 0.57125, "X3": 0.558, "Y3": 0.57105, "X4": 0.557, "Y4": 0.5298, "page": 0, "Index": 139}, {"Word": "UNQUAL/INELIGIBLES", "Confidence": 0.643, "X1": 0.031, "Y1": 0.59145, "X2": 0.155, "Y2": 0.59125, "X3": 0.155, "Y3": 0.6048, "X4": 0.031, "Y4": 0.6048, "page": 0, "Index": 140}, {"Word": "DUPS", "Confidence": 0.958, "X1": 0.032, "Y1": 0.6202, "X2": 0.059, "Y2": 0.62, "X3": 0.058, "Y3": 0.6348, "X4": 0.031, "Y4": 0.63355, "page": 0, "Index": 141}, {"Word": "ELIMINATED", "Confidence": 0.991, "X1": 0.066, "Y1": 0.6202, "X2": 0.134, "Y2": 0.62, "X3": 0.134, "Y3": 0.6348, "X4": 0.065, "Y4": 0.6348, "page": 0, "Index": 142}, {"Word": "TOTALS", "Confidence": 0.995, "X1": 0.032, "Y1": 0.65145, "X2": 0.072, "Y2": 0.65125, "X3": 0.072, "Y3": 0.6648, "X4": 0.033, "Y4": 0.6648, "page": 0, "Index": 143}, {"Word": "ITEM", "Confidence": 0.984, "X1": 0.448, "Y1": 0.6952, "X2": 0.474, "Y2": 0.695, "X3": 0.474, "Y3": 0.7098, "X4": 0.448, "Y4": 0.71105, "page": 0, "Index": 144}, {"Word": "ACTVITY", "Confidence": 0.995, "X1": 0.481, "Y1": 0.69395, "X2": 0.531, "Y2": 0.69375, "X3": 0.53, "Y3": 0.71105, "X4": 0.481, "Y4": 0.7098, "page": 0, "Index": 145}]}
|
"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"
|
ffnw0125
| 0 |
{"lines_data": [{"Word": "PROGRAM ID: FBC10520", "Confidence": 0.99333, "X1": 0.03, "Y1": 0.04509, "X2": 0.17, "Y2": 0.04489, "X3": 0.17, "Y3": 0.05716, "X4": 0.03, "Y4": 0.0584, "page": 0}, {"Word": "PAGE", "Confidence": 0.98, "X1": 0.843, "Y1": 0.04633, "X2": 0.87, "Y2": 0.04613, "X3": 0.871, "Y3": 0.05716, "X4": 0.843, "Y4": 0.05716, "page": 0}, {"Word": "PROMOTIONAL SERVICES CENTER", "Confidence": 0.988, "X1": 0.374, "Y1": 0.04509, "X2": 0.562, "Y2": 0.04489, "X3": 0.562, "Y3": 0.0584, "X4": 0.374, "Y4": 0.0584, "page": 0}, {"Word": "1", "Confidence": 0.642, "X1": 0.888, "Y1": 0.04259, "X2": 0.906, "Y2": 0.04239, "X3": 0.905, "Y3": 0.05965, "X4": 0.887, "Y4": 0.0584, "page": 0}, {"Word": "TIME: 05.36.37", "Confidence": 0.9925, "X1": 0.03, "Y1": 0.0613, "X2": 0.127, "Y2": 0.0611, "X3": 0.128, "Y3": 0.07337, "X4": 0.03, "Y4": 0.07337, "page": 0}, {"Word": "CONSUMER FULFILLMENT SYSTEM", "Confidence": 0.99233, "X1": 0.375, "Y1": 0.0613, "X2": 0.563, "Y2": 0.0611, "X3": 0.563, "Y3": 0.07337, "X4": 0.375, "Y4": 0.07337, "page": 0}, {"Word": "DATE 05/24/90", "Confidence": 0.991, "X1": 0.843, "Y1": 0.0588, "X2": 0.935, "Y2": 0.0586, "X3": 0.935, "Y3": 0.07461, "X4": 0.843, "Y4": 0.07461, "page": 0}, {"Word": "PSC OFFER NUMBER: 49Z181218001", "Confidence": 0.91675, "X1": 0.03, "Y1": 0.07501, "X2": 0.245, "Y2": 0.07481, "X3": 0.245, "Y3": 0.08708, "X4": 0.03, "Y4": 0.08833, "page": 0}, {"Word": "PROMOTIONAL STATUS REPORT", "Confidence": 0.98367, "X1": 0.381, "Y1": 0.07501, "X2": 0.555, "Y2": 0.07481, "X3": 0.555, "Y3": 0.08833, "X4": 0.381, "Y4": 0.08833, "page": 0}, {"Word": "PO BOX", "Confidence": 0.8435, "X1": 0.407, "Y1": 0.1199, "X2": 0.452, "Y2": 0.1197, "X3": 0.452, "Y3": 0.13446, "X4": 0.407, "Y4": 0.13446, "page": 0}, {"Word": "METHOD OF", "Confidence": 0.945, "X1": 0.473, "Y1": 0.1199, "X2": 0.542, "Y2": 0.1197, "X3": 0.542, "Y3": 0.13446, "X4": 0.473, "Y4": 0.13322, "page": 0}, {"Word": "DISTRIBUTION EXPIRATION VOLUME OF ESTIMATED-REDEMPTION", "Confidence": 0.957, "X1": 0.557, "Y1": 0.1199, "X2": 0.937, "Y2": 0.1197, "X3": 0.937, "Y3": 0.13446, "X4": 0.557, "Y4": 0.13446, "page": 0}, {"Word": "NUMBER", "Confidence": 0.965, "X1": 0.408, "Y1": 0.13611, "X2": 0.455, "Y2": 0.13591, "X3": 0.455, "Y3": 0.14818, "X4": 0.408, "Y4": 0.14818, "page": 0}, {"Word": "DISTRIBUTION", "Confidence": 0.991, "X1": 0.459, "Y1": 0.13611, "X2": 0.55, "Y2": 0.13591, "X3": 0.55, "Y3": 0.14943, "X4": 0.459, "Y4": 0.14818, "page": 0}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.588, "Y1": 0.13611, "X2": 0.619, "Y2": 0.13591, "X3": 0.619, "Y3": 0.14943, "X4": 0.588, "Y4": 0.14943, "page": 0}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.669, "Y1": 0.13611, "X2": 0.7, "Y2": 0.13591, "X3": 0.7, "Y3": 0.14818, "X4": 0.669, "Y4": 0.14818, "page": 0}, {"Word": "RELEASE", "Confidence": 0.995, "X1": 0.732, "Y1": 0.13486, "X2": 0.782, "Y2": 0.13466, "X3": 0.782, "Y3": 0.14943, "X4": 0.732, "Y4": 0.14818, "page": 0}, {"Word": "PROM GRP KANKAKEE", "Confidence": 0.99533, "X1": 0.8, "Y1": 0.13486, "X2": 0.928, "Y2": 0.13466, "X3": 0.928, "Y3": 0.14818, "X4": 0.8, "Y4": 0.14818, "page": 0}, {"Word": "PSC OFFER DESCRIPTION: V/A SUPER SLIMS FUTURE MAILIN", "Confidence": 0.9945, "X1": 0.028, "Y1": 0.16479, "X2": 0.393, "Y2": 0.16459, "X3": 0.393, "Y3": 0.1806, "X4": 0.028, "Y4": 0.1806, "page": 0}, {"Word": "7941", "Confidence": 0.981, "X1": 0.394, "Y1": 0.16479, "X2": 0.44, "Y2": 0.16459, "X3": 0.44, "Y3": 0.18184, "X4": 0.394, "Y4": 0.18184, "page": 0}, {"Word": "TEAR PADS", "Confidence": 0.986, "X1": 0.457, "Y1": 0.16479, "X2": 0.521, "Y2": 0.16459, "X3": 0.521, "Y3": 0.1806, "X4": 0.457, "Y4": 0.1806, "page": 0}, {"Word": "10/01/89", "Confidence": 0.996, "X1": 0.576, "Y1": 0.16479, "X2": 0.632, "Y2": 0.16459, "X3": 0.632, "Y3": 0.17935, "X4": 0.576, "Y4": 0.1806, "page": 0}, {"Word": "99/99/99", "Confidence": 0.995, "X1": 0.655, "Y1": 0.16479, "X2": 0.714, "Y2": 0.16459, "X3": 0.714, "Y3": 0.1806, "X4": 0.655, "Y4": 0.1806, "page": 0}, {"Word": "870 M", "Confidence": 0.9895, "X1": 0.745, "Y1": 0.16479, "X2": 0.785, "Y2": 0.16459, "X3": 0.785, "Y3": 0.17935, "X4": 0.745, "Y4": 0.1806, "page": 0}, {"Word": "87000", "Confidence": 0.997, "X1": 0.82, "Y1": 0.16604, "X2": 0.86, "Y2": 0.16584, "X3": 0.86, "Y3": 0.17935, "X4": 0.82, "Y4": 0.17935, "page": 0}, {"Word": "87000", "Confidence": 0.997, "X1": 0.89, "Y1": 0.16479, "X2": 0.93, "Y2": 0.16459, "X3": 0.93, "Y3": 0.1781, "X4": 0.89, "Y4": 0.1781, "page": 0}, {"Word": "PPL NUMBER:", "Confidence": 0.996, "X1": 0.029, "Y1": 0.181, "X2": 0.107, "Y2": 0.1808, "X3": 0.107, "Y3": 0.19431, "X4": 0.029, "Y4": 0.19431, "page": 0}, {"Word": "89611", "Confidence": 0.992, "X1": 0.189, "Y1": 0.181, "X2": 0.224, "Y2": 0.1808, "X3": 0.224, "Y3": 0.19307, "X4": 0.189, "Y4": 0.19307, "page": 0}, {"Word": "PRODUCT/BRAND:", "Confidence": 0.888, "X1": 0.03, "Y1": 0.19596, "X2": 0.127, "Y2": 0.19576, "X3": 0.127, "Y3": 0.20928, "X4": 0.03, "Y4": 0.20928, "page": 0}, {"Word": "VS SUPERSLIMS", "Confidence": 0.9765, "X1": 0.189, "Y1": 0.19596, "X2": 0.279, "Y2": 0.19576, "X3": 0.279, "Y3": 0.20928, "X4": 0.189, "Y4": 0.20928, "page": 0}, {"Word": "TYPE OFFER:", "Confidence": 0.9915, "X1": 0.029, "Y1": 0.21092, "X2": 0.105, "Y2": 0.21072, "X3": 0.105, "Y3": 0.22424, "X4": 0.029, "Y4": 0.22424, "page": 0}, {"Word": "QUESTION", "Confidence": 0.991, "X1": 0.188, "Y1": 0.21092, "X2": 0.246, "Y2": 0.21072, "X3": 0.246, "Y3": 0.22424, "X4": 0.188, "Y4": 0.22424, "page": 0}, {"Word": "DISTRIBUTION AREA:", "Confidence": 0.991, "X1": 0.031, "Y1": 0.22589, "X2": 0.155, "Y2": 0.22569, "X3": 0.155, "Y3": 0.24045, "X4": 0.031, "Y4": 0.24045, "page": 0}, {"Word": "NATIONAL", "Confidence": 0.991, "X1": 0.189, "Y1": 0.22589, "X2": 0.245, "Y2": 0.22569, "X3": 0.245, "Y3": 0.2392, "X4": 0.189, "Y4": 0.2392, "page": 0}, {"Word": "SHIPPED BY:", "Confidence": 0.9965, "X1": 0.031, "Y1": 0.2421, "X2": 0.106, "Y2": 0.2419, "X3": 0.106, "Y3": 0.25541, "X4": 0.031, "Y4": 0.25541, "page": 0}, {"Word": "KANKAKEE", "Confidence": 0.968, "X1": 0.189, "Y1": 0.2421, "X2": 0.244, "Y2": 0.2419, "X3": 0.244, "Y3": 0.25416, "X4": 0.189, "Y4": 0.25416, "page": 0}, {"Word": "POP REQUIREMENTS:", "Confidence": 0.9745, "X1": 0.03, "Y1": 0.25581, "X2": 0.149, "Y2": 0.25561, "X3": 0.149, "Y3": 0.27037, "X4": 0.03, "Y4": 0.27162, "page": 0}, {"Word": "NONE", "Confidence": 0.987, "X1": 0.189, "Y1": 0.2583, "X2": 0.217, "Y2": 0.2581, "X3": 0.217, "Y3": 0.26913, "X4": 0.189, "Y4": 0.26913, "page": 0}, {"Word": "STATUS BY P.O. BOX", "Confidence": 0.915, "X1": 0.422, "Y1": 0.30195, "X2": 0.549, "Y2": 0.30175, "X3": 0.549, "Y3": 0.31526, "X4": 0.422, "Y4": 0.31651, "page": 0}, {"Word": "WEEK NUMBER: 29", "Confidence": 0.99167, "X1": 0.381, "Y1": 0.33187, "X2": 0.494, "Y2": 0.33167, "X3": 0.494, "Y3": 0.34643, "X4": 0.381, "Y4": 0.34643, "page": 0}, {"Word": "----- PRIOR CUM -----", "Confidence": 0.87375, "X1": 0.195, "Y1": 0.34808, "X2": 0.342, "Y2": 0.34788, "X3": 0.342, "Y3": 0.36015, "X4": 0.195, "Y4": 0.3589, "page": 0}, {"Word": "-- ACTIVITY 05/26/90 --", "Confidence": 0.979, "X1": 0.382, "Y1": 0.34683, "X2": 0.542, "Y2": 0.34663, "X3": 0.542, "Y3": 0.3614, "X4": 0.382, "Y4": 0.36015, "page": 0}, {"Word": "----- CUM TO DATE -----", "Confidence": 0.9424, "X1": 0.575, "Y1": 0.34683, "X2": 0.732, "Y2": 0.34663, "X3": 0.731, "Y3": 0.36015, "X4": 0.575, "Y4": 0.36015, "page": 0}, {"Word": "ESTIMATED+", "Confidence": 0.618, "X1": 0.85, "Y1": 0.34559, "X2": 0.921, "Y2": 0.34539, "X3": 0.921, "Y3": 0.3589, "X4": 0.85, "Y4": 0.36015, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.188, "Y1": 0.36304, "X2": 0.246, "Y2": 0.36284, "X3": 0.246, "Y3": 0.37636, "X4": 0.188, "Y4": 0.37511, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.975, "X1": 0.254, "Y1": 0.36304, "X2": 0.349, "Y2": 0.36284, "X3": 0.349, "Y3": 0.37636, "X4": 0.254, "Y4": 0.37636, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.381, "Y1": 0.3618, "X2": 0.439, "Y2": 0.3616, "X3": 0.439, "Y3": 0.37636, "X4": 0.381, "Y4": 0.37636, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.982, "X1": 0.45, "Y1": 0.36304, "X2": 0.542, "Y2": 0.36284, "X3": 0.542, "Y3": 0.37636, "X4": 0.45, "Y4": 0.37636, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.573, "Y1": 0.36304, "X2": 0.633, "Y2": 0.36284, "X3": 0.633, "Y3": 0.37511, "X4": 0.573, "Y4": 0.37636, "page": 0}, {"Word": "ITEMS ORDERED", "Confidence": 0.934, "X1": 0.638, "Y1": 0.3618, "X2": 0.735, "Y2": 0.3616, "X3": 0.735, "Y3": 0.37511, "X4": 0.638, "Y4": 0.37511, "page": 0}, {"Word": "REDEMPTION", "Confidence": 0.993, "X1": 0.745, "Y1": 0.36055, "X2": 0.82, "Y2": 0.36035, "X3": 0.82, "Y3": 0.37511, "X4": 0.745, "Y4": 0.37636, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.986, "X1": 0.856, "Y1": 0.3618, "X2": 0.915, "Y2": 0.3616, "X3": 0.915, "Y3": 0.37511, "X4": 0.856, "Y4": 0.37511, "page": 0}, {"Word": "----------", "Confidence": 0.853, "X1": 0.747, "Y1": 0.37925, "X2": 0.818, "Y2": 0.37905, "X3": 0.818, "Y3": 0.38758, "X4": 0.747, "Y4": 0.38758, "page": 0}, {"Word": "------", "Confidence": 0.991, "X1": 0.874, "Y1": 0.37925, "X2": 0.913, "Y2": 0.37905, "X3": 0.913, "Y3": 0.38758, "X4": 0.874, "Y4": 0.38758, "page": 0}, {"Word": "--------", "Confidence": 0.754, "X1": 0.192, "Y1": 0.3805, "X2": 0.245, "Y2": 0.3803, "X3": 0.245, "Y3": 0.38883, "X4": 0.192, "Y4": 0.38758, "page": 0}, {"Word": "-------", "Confidence": 0.585, "X1": 0.388, "Y1": 0.3805, "X2": 0.44, "Y2": 0.3803, "X3": 0.44, "Y3": 0.38883, "X4": 0.388, "Y4": 0.38883, "page": 0}, {"Word": "--------", "Confidence": 0.741, "X1": 0.575, "Y1": 0.3805, "X2": 0.631, "Y2": 0.3803, "X3": 0.631, "Y3": 0.38883, "X4": 0.575, "Y4": 0.38883, "page": 0}, {"Word": "------", "Confidence": 0.669, "X1": 0.646, "Y1": 0.3805, "X2": 0.685, "Y2": 0.3803, "X3": 0.685, "Y3": 0.38883, "X4": 0.646, "Y4": 0.38758, "page": 0}, {"Word": "P.O. BOX 7941", "Confidence": 0.95467, "X1": 0.028, "Y1": 0.40668, "X2": 0.121, "Y2": 0.40648, "X3": 0.121, "Y3": 0.42249, "X4": 0.028, "Y4": 0.42249, "page": 0}, {"Word": "44.889", "Confidence": 0.818, "X1": 0.201, "Y1": 0.40793, "X2": 0.246, "Y2": 0.40773, "X3": 0.246, "Y3": 0.42125, "X4": 0.201, "Y4": 0.42125, "page": 0}, {"Word": "44.909", "Confidence": 0.932, "X1": 0.306, "Y1": 0.40793, "X2": 0.349, "Y2": 0.40773, "X3": 0.349, "Y3": 0.42125, "X4": 0.306, "Y4": 0.42125, "page": 0}, {"Word": "44,889", "Confidence": 0.949, "X1": 0.588, "Y1": 0.40668, "X2": 0.631, "Y2": 0.40648, "X3": 0.631, "Y3": 0.42, "X4": 0.588, "Y4": 0.42249, "page": 0}, {"Word": "44,909", "Confidence": 0.665, "X1": 0.69, "Y1": 0.40793, "X2": 0.734, "Y2": 0.40773, "X3": 0.734, "Y3": 0.42, "X4": 0.69, "Y4": 0.42, "page": 0}, {"Word": "5. 16%", "Confidence": 0.948, "X1": 0.781, "Y1": 0.40668, "X2": 0.819, "Y2": 0.40648, "X3": 0.819, "Y3": 0.42125, "X4": 0.781, "Y4": 0.42125, "page": 0}, {"Word": "15.631", "Confidence": 0.659, "X1": 0.881, "Y1": 0.40668, "X2": 0.921, "Y2": 0.40648, "X3": 0.921, "Y3": 0.42, "X4": 0.881, "Y4": 0.42125, "page": 0}, {"Word": "TOTALS", "Confidence": 0.997, "X1": 0.03, "Y1": 0.43786, "X2": 0.073, "Y2": 0.43766, "X3": 0.073, "Y3": 0.45117, "X4": 0.03, "Y4": 0.45117, "page": 0}, {"Word": "44,889", "Confidence": 0.66, "X1": 0.202, "Y1": 0.43786, "X2": 0.246, "Y2": 0.43766, "X3": 0.246, "Y3": 0.44992, "X4": 0.202, "Y4": 0.45117, "page": 0}, {"Word": "44,909", "Confidence": 0.916, "X1": 0.306, "Y1": 0.43786, "X2": 0.349, "Y2": 0.43766, "X3": 0.349, "Y3": 0.45117, "X4": 0.306, "Y4": 0.45117, "page": 0}, {"Word": "---------", "Confidence": 0.528, "X1": 0.368, "Y1": 0.45531, "X2": 0.368, "Y2": 0.45511, "X3": 0.362, "Y3": 0.45491, "X4": 0.362, "Y4": 0.33022, "page": 0}, {"Word": "-----", "Confidence": 0.573, "X1": 0.56, "Y1": 0.45407, "X2": 0.56, "Y2": 0.45387, "X3": 0.554, "Y3": 0.45367, "X4": 0.554, "Y4": 0.38259, "page": 0}, {"Word": "44,889", "Confidence": 0.793, "X1": 0.589, "Y1": 0.43661, "X2": 0.631, "Y2": 0.43641, "X3": 0.632, "Y3": 0.44992, "X4": 0.589, "Y4": 0.45242, "page": 0}, {"Word": "44.909", "Confidence": 0.792, "X1": 0.691, "Y1": 0.43786, "X2": 0.735, "Y2": 0.43766, "X3": 0.734, "Y3": 0.44992, "X4": 0.691, "Y4": 0.44992, "page": 0}, {"Word": "5.16%", "Confidence": 0.954, "X1": 0.78, "Y1": 0.43786, "X2": 0.818, "Y2": 0.43766, "X3": 0.818, "Y3": 0.45117, "X4": 0.78, "Y4": 0.45117, "page": 0}, {"Word": "-----", "Confidence": 0.699, "X1": 0.836, "Y1": 0.45407, "X2": 0.838, "Y2": 0.45387, "X3": 0.832, "Y3": 0.45367, "X4": 0.831, "Y4": 0.39506, "page": 0}, {"Word": "15.631", "Confidence": 0.718, "X1": 0.881, "Y1": 0.43661, "X2": 0.921, "Y2": 0.43641, "X3": 0.922, "Y3": 0.44992, "X4": 0.881, "Y4": 0.45117, "page": 0}, {"Word": ". ESTIMATE REPRESENTS MAIL RECEIVED -- NOT PROCESSED", "Confidence": 0.86962, "X1": 0.029, "Y1": 0.46653, "X2": 0.391, "Y2": 0.46633, "X3": 0.391, "Y3": 0.48234, "X4": 0.029, "Y4": 0.48359, "page": 0}, {"Word": "INVALID REQUESTS", "Confidence": 0.9755, "X1": 0.43, "Y1": 0.49771, "X2": 0.543, "Y2": 0.49751, "X3": 0.543, "Y3": 0.51227, "X4": 0.43, "Y4": 0.51352, "page": 0}, {"Word": "PRIOR CUM", "Confidence": 0.9765, "X1": 0.188, "Y1": 0.53013, "X2": 0.253, "Y2": 0.52993, "X3": 0.253, "Y3": 0.54219, "X4": 0.187, "Y4": 0.54095, "page": 0}, {"Word": "-", "Confidence": 0.67, "X1": 0.366, "Y1": 0.54135, "X2": 0.367, "Y2": 0.54115, "X3": 0.362, "Y3": 0.54095, "X4": 0.362, "Y4": 0.52848, "page": 0}, {"Word": "WEEK ACTIVITY", "Confidence": 0.9625, "X1": 0.379, "Y1": 0.52763, "X2": 0.472, "Y2": 0.52743, "X3": 0.472, "Y3": 0.54344, "X4": 0.379, "Y4": 0.54344, "page": 0}, {"Word": "CUM TO DATE", "Confidence": 0.992, "X1": 0.574, "Y1": 0.52763, "X2": 0.652, "Y2": 0.52743, "X3": 0.652, "Y3": 0.54219, "X4": 0.574, "Y4": 0.54219, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.993, "X1": 0.188, "Y1": 0.54509, "X2": 0.246, "Y2": 0.54489, "X3": 0.246, "Y3": 0.55716, "X4": 0.188, "Y4": 0.55716, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.382, "Y1": 0.54509, "X2": 0.438, "Y2": 0.54489, "X3": 0.438, "Y3": 0.55716, "X4": 0.382, "Y4": 0.55716, "page": 0}, {"Word": "REQUESTS", "Confidence": 0.914, "X1": 0.573, "Y1": 0.54509, "X2": 0.631, "Y2": 0.54489, "X3": 0.631, "Y3": 0.55716, "X4": 0.573, "Y4": 0.55716, "page": 0}, {"Word": "---", "Confidence": 0.758, "X1": 0.56, "Y1": 0.56628, "X2": 0.561, "Y2": 0.56608, "X3": 0.555, "Y3": 0.56588, "X4": 0.555, "Y4": 0.52723, "page": 0}, {"Word": "---------", "Confidence": 0.684, "X1": 0.19, "Y1": 0.56005, "X2": 0.25, "Y2": 0.55985, "X3": 0.25, "Y3": 0.57212, "X4": 0.19, "Y4": 0.57212, "page": 0}, {"Word": "UNQUAL/INELIGIBLES", "Confidence": 0.941, "X1": 0.03, "Y1": 0.58873, "X2": 0.157, "Y2": 0.58853, "X3": 0.157, "Y3": 0.60329, "X4": 0.03, "Y4": 0.60329, "page": 0}, {"Word": "DUPS ELIMINATED", "Confidence": 0.987, "X1": 0.028, "Y1": 0.6199, "X2": 0.136, "Y2": 0.6197, "X3": 0.136, "Y3": 0.63322, "X4": 0.028, "Y4": 0.63446, "page": 0}, {"Word": "TOTALS", "Confidence": 0.995, "X1": 0.031, "Y1": 0.65232, "X2": 0.073, "Y2": 0.65212, "X3": 0.073, "Y3": 0.66439, "X4": 0.031, "Y4": 0.66314, "page": 0}, {"Word": "ITEM ACTVITY", "Confidence": 0.991, "X1": 0.443, "Y1": 0.69347, "X2": 0.529, "Y2": 0.69327, "X3": 0.529, "Y3": 0.70803, "X4": 0.443, "Y4": 0.71052, "page": 0}], "words_data": [{"Word": "PAGE", "Confidence": 0.98, "X1": 0.843, "Y1": 0.04633, "X2": 0.869, "Y2": 0.04613, "X3": 0.869, "Y3": 0.05716, "X4": 0.844, "Y4": 0.05716, "page": 0, "Index": 0}, {"Word": "PROGRAM", "Confidence": 0.995, "X1": 0.031, "Y1": 0.04633, "X2": 0.078, "Y2": 0.04613, "X3": 0.077, "Y3": 0.05965, "X4": 0.03, "Y4": 0.05965, "page": 0, "Index": 1}, {"Word": "ID:", "Confidence": 0.994, "X1": 0.086, "Y1": 0.04633, "X2": 0.107, "Y2": 0.04613, "X3": 0.106, "Y3": 0.0584, "X4": 0.085, "Y4": 0.05965, "page": 0, "Index": 2}, {"Word": "FBC10520", "Confidence": 0.991, "X1": 0.113, "Y1": 0.04509, "X2": 0.168, "Y2": 0.04489, "X3": 0.168, "Y3": 0.0584, "X4": 0.113, "Y4": 0.0584, "page": 0, "Index": 3}, {"Word": "PROMOTIONAL", "Confidence": 0.973, "X1": 0.375, "Y1": 0.04633, "X2": 0.449, "Y2": 0.04613, "X3": 0.449, "Y3": 0.0584, "X4": 0.374, "Y4": 0.05965, "page": 0, "Index": 4}, {"Word": "SERVICES", "Confidence": 0.994, "X1": 0.457, "Y1": 0.04633, "X2": 0.511, "Y2": 0.04613, "X3": 0.511, "Y3": 0.0584, "X4": 0.456, "Y4": 0.0584, "page": 0, "Index": 5}, {"Word": "CENTER", "Confidence": 0.997, "X1": 0.518, "Y1": 0.04633, "X2": 0.559, "Y2": 0.04613, "X3": 0.559, "Y3": 0.0584, "X4": 0.518, "Y4": 0.0584, "page": 0, "Index": 6}, {"Word": "1", "Confidence": 0.642, "X1": 0.892, "Y1": 0.04259, "X2": 0.901, "Y2": 0.04239, "X3": 0.901, "Y3": 0.05965, "X4": 0.892, "Y4": 0.05965, "page": 0, "Index": 7}, {"Word": "TIME:", "Confidence": 0.994, "X1": 0.031, "Y1": 0.0613, "X2": 0.065, "Y2": 0.0611, "X3": 0.065, "Y3": 0.07461, "X4": 0.031, "Y4": 0.07461, "page": 0, "Index": 8}, {"Word": "05.36.37", "Confidence": 0.991, "X1": 0.071, "Y1": 0.0613, "X2": 0.127, "Y2": 0.0611, "X3": 0.126, "Y3": 0.07337, "X4": 0.07, "Y4": 0.07461, "page": 0, "Index": 9}, {"Word": "CONSUMER", "Confidence": 0.994, "X1": 0.376, "Y1": 0.0613, "X2": 0.428, "Y2": 0.0611, "X3": 0.428, "Y3": 0.07337, "X4": 0.375, "Y4": 0.07337, "page": 0, "Index": 10}, {"Word": "FULFILLMENT", "Confidence": 0.991, "X1": 0.435, "Y1": 0.0613, "X2": 0.512, "Y2": 0.0611, "X3": 0.512, "Y3": 0.07337, "X4": 0.435, "Y4": 0.07337, "page": 0, "Index": 11}, {"Word": "SYSTEM", "Confidence": 0.992, "X1": 0.519, "Y1": 0.0613, "X2": 0.559, "Y2": 0.0611, "X3": 0.559, "Y3": 0.07337, "X4": 0.518, "Y4": 0.07337, "page": 0, "Index": 12}, {"Word": "DATE", "Confidence": 0.991, "X1": 0.843, "Y1": 0.06005, "X2": 0.87, "Y2": 0.05985, "X3": 0.87, "Y3": 0.07461, "X4": 0.844, "Y4": 0.07461, "page": 0, "Index": 13}, {"Word": "05/24/90", "Confidence": 0.991, "X1": 0.876, "Y1": 0.0588, "X2": 0.934, "Y2": 0.0586, "X3": 0.934, "Y3": 0.07461, "X4": 0.876, "Y4": 0.07461, "page": 0, "Index": 14}, {"Word": "PSC", "Confidence": 0.998, "X1": 0.03, "Y1": 0.07751, "X2": 0.05, "Y2": 0.07731, "X3": 0.05, "Y3": 0.08958, "X4": 0.03, "Y4": 0.08958, "page": 0, "Index": 15}, {"Word": "OFFER", "Confidence": 0.998, "X1": 0.056, "Y1": 0.07626, "X2": 0.091, "Y2": 0.07606, "X3": 0.091, "Y3": 0.08958, "X4": 0.056, "Y4": 0.08958, "page": 0, "Index": 16}, {"Word": "NUMBER:", "Confidence": 0.991, "X1": 0.099, "Y1": 0.07626, "X2": 0.148, "Y2": 0.07606, "X3": 0.148, "Y3": 0.08833, "X4": 0.099, "Y4": 0.08958, "page": 0, "Index": 17}, {"Word": "49Z181218001", "Confidence": 0.68, "X1": 0.162, "Y1": 0.07626, "X2": 0.244, "Y2": 0.07606, "X3": 0.244, "Y3": 0.08833, "X4": 0.161, "Y4": 0.08833, "page": 0, "Index": 18}, {"Word": "PROMOTIONAL", "Confidence": 0.991, "X1": 0.382, "Y1": 0.07626, "X2": 0.456, "Y2": 0.07606, "X3": 0.456, "Y3": 0.08833, "X4": 0.382, "Y4": 0.08958, "page": 0, "Index": 19}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.464, "Y1": 0.07626, "X2": 0.505, "Y2": 0.07606, "X3": 0.504, "Y3": 0.08833, "X4": 0.463, "Y4": 0.08833, "page": 0, "Index": 20}, {"Word": "REPORT", "Confidence": 0.963, "X1": 0.511, "Y1": 0.07626, "X2": 0.553, "Y2": 0.07606, "X3": 0.552, "Y3": 0.08833, "X4": 0.511, "Y4": 0.08833, "page": 0, "Index": 21}, {"Word": "PO", "Confidence": 0.689, "X1": 0.408, "Y1": 0.12115, "X2": 0.422, "Y2": 0.12095, "X3": 0.422, "Y3": 0.13446, "X4": 0.408, "Y4": 0.13446, "page": 0, "Index": 22}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.428, "Y1": 0.12115, "X2": 0.45, "Y2": 0.12095, "X3": 0.451, "Y3": 0.13446, "X4": 0.428, "Y4": 0.13446, "page": 0, "Index": 23}, {"Word": "METHOD", "Confidence": 0.908, "X1": 0.477, "Y1": 0.12115, "X2": 0.518, "Y2": 0.12095, "X3": 0.518, "Y3": 0.13446, "X4": 0.476, "Y4": 0.13446, "page": 0, "Index": 24}, {"Word": "OF", "Confidence": 0.982, "X1": 0.526, "Y1": 0.12115, "X2": 0.54, "Y2": 0.12095, "X3": 0.54, "Y3": 0.13446, "X4": 0.525, "Y4": 0.13446, "page": 0, "Index": 25}, {"Word": "DISTRIBUTION", "Confidence": 0.955, "X1": 0.559, "Y1": 0.1199, "X2": 0.643, "Y2": 0.1197, "X3": 0.643, "Y3": 0.13571, "X4": 0.558, "Y4": 0.13571, "page": 0, "Index": 26}, {"Word": "EXPIRATION", "Confidence": 0.993, "X1": 0.649, "Y1": 0.1199, "X2": 0.718, "Y2": 0.1197, "X3": 0.718, "Y3": 0.13571, "X4": 0.648, "Y4": 0.13571, "page": 0, "Index": 27}, {"Word": "VOLUME", "Confidence": 0.996, "X1": 0.724, "Y1": 0.1199, "X2": 0.767, "Y2": 0.1197, "X3": 0.767, "Y3": 0.13571, "X4": 0.724, "Y4": 0.13571, "page": 0, "Index": 28}, {"Word": "OF", "Confidence": 0.991, "X1": 0.772, "Y1": 0.1199, "X2": 0.788, "Y2": 0.1197, "X3": 0.788, "Y3": 0.13571, "X4": 0.772, "Y4": 0.13571, "page": 0, "Index": 29}, {"Word": "ESTIMATED-REDEMPTION", "Confidence": 0.85, "X1": 0.794, "Y1": 0.1199, "X2": 0.933, "Y2": 0.1197, "X3": 0.934, "Y3": 0.13446, "X4": 0.794, "Y4": 0.13571, "page": 0, "Index": 30}, {"Word": "NUMBER", "Confidence": 0.965, "X1": 0.409, "Y1": 0.13611, "X2": 0.449, "Y2": 0.13591, "X3": 0.449, "Y3": 0.14818, "X4": 0.408, "Y4": 0.14943, "page": 0, "Index": 31}, {"Word": "DISTRIBUTION", "Confidence": 0.991, "X1": 0.462, "Y1": 0.13736, "X2": 0.546, "Y2": 0.13716, "X3": 0.546, "Y3": 0.14943, "X4": 0.463, "Y4": 0.14943, "page": 0, "Index": 32}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.588, "Y1": 0.13611, "X2": 0.614, "Y2": 0.13591, "X3": 0.615, "Y3": 0.14943, "X4": 0.588, "Y4": 0.14943, "page": 0, "Index": 33}, {"Word": "DATE", "Confidence": 0.994, "X1": 0.669, "Y1": 0.13611, "X2": 0.696, "Y2": 0.13591, "X3": 0.696, "Y3": 0.14943, "X4": 0.67, "Y4": 0.14943, "page": 0, "Index": 34}, {"Word": "RELEASE", "Confidence": 0.995, "X1": 0.733, "Y1": 0.13611, "X2": 0.78, "Y2": 0.13591, "X3": 0.78, "Y3": 0.14943, "X4": 0.732, "Y4": 0.14943, "page": 0, "Index": 35}, {"Word": "PROM", "Confidence": 0.993, "X1": 0.801, "Y1": 0.13611, "X2": 0.828, "Y2": 0.13591, "X3": 0.827, "Y3": 0.14943, "X4": 0.801, "Y4": 0.14943, "page": 0, "Index": 36}, {"Word": "GRP", "Confidence": 0.998, "X1": 0.836, "Y1": 0.13611, "X2": 0.856, "Y2": 0.13591, "X3": 0.856, "Y3": 0.14943, "X4": 0.835, "Y4": 0.14943, "page": 0, "Index": 37}, {"Word": "KANKAKEE", "Confidence": 0.995, "X1": 0.87, "Y1": 0.13611, "X2": 0.926, "Y2": 0.13591, "X3": 0.925, "Y3": 0.14818, "X4": 0.87, "Y4": 0.14943, "page": 0, "Index": 38}, {"Word": "PSC", "Confidence": 0.998, "X1": 0.029, "Y1": 0.16604, "X2": 0.05, "Y2": 0.16584, "X3": 0.049, "Y3": 0.1806, "X4": 0.029, "Y4": 0.1806, "page": 0, "Index": 39}, {"Word": "OFFER", "Confidence": 0.997, "X1": 0.056, "Y1": 0.16604, "X2": 0.092, "Y2": 0.16584, "X3": 0.091, "Y3": 0.1806, "X4": 0.055, "Y4": 0.1806, "page": 0, "Index": 40}, {"Word": "DESCRIPTION:", "Confidence": 0.991, "X1": 0.098, "Y1": 0.16604, "X2": 0.184, "Y2": 0.16584, "X3": 0.183, "Y3": 0.18184, "X4": 0.097, "Y4": 0.1806, "page": 0, "Index": 41}, {"Word": "V/A", "Confidence": 0.996, "X1": 0.188, "Y1": 0.16604, "X2": 0.209, "Y2": 0.16584, "X3": 0.209, "Y3": 0.18184, "X4": 0.188, "Y4": 0.18184, "page": 0, "Index": 42}, {"Word": "SUPER", "Confidence": 0.997, "X1": 0.216, "Y1": 0.16479, "X2": 0.251, "Y2": 0.16459, "X3": 0.25, "Y3": 0.18184, "X4": 0.216, "Y4": 0.18184, "page": 0, "Index": 43}, {"Word": "SLIMS", "Confidence": 0.995, "X1": 0.257, "Y1": 0.16604, "X2": 0.293, "Y2": 0.16584, "X3": 0.292, "Y3": 0.1806, "X4": 0.256, "Y4": 0.18184, "page": 0, "Index": 44}, {"Word": "FUTURE", "Confidence": 0.991, "X1": 0.298, "Y1": 0.16604, "X2": 0.341, "Y2": 0.16584, "X3": 0.34, "Y3": 0.1806, "X4": 0.298, "Y4": 0.1806, "page": 0, "Index": 45}, {"Word": "MAILIN", "Confidence": 0.991, "X1": 0.346, "Y1": 0.16604, "X2": 0.388, "Y2": 0.16584, "X3": 0.388, "Y3": 0.1806, "X4": 0.346, "Y4": 0.1806, "page": 0, "Index": 46}, {"Word": "7941", "Confidence": 0.981, "X1": 0.409, "Y1": 0.16604, "X2": 0.438, "Y2": 0.16584, "X3": 0.438, "Y3": 0.1806, "X4": 0.409, "Y4": 0.18184, "page": 0, "Index": 47}, {"Word": "TEAR", "Confidence": 0.988, "X1": 0.458, "Y1": 0.16604, "X2": 0.484, "Y2": 0.16584, "X3": 0.484, "Y3": 0.1806, "X4": 0.458, "Y4": 0.1806, "page": 0, "Index": 48}, {"Word": "PADS", "Confidence": 0.984, "X1": 0.49, "Y1": 0.16604, "X2": 0.52, "Y2": 0.16584, "X3": 0.519, "Y3": 0.1806, "X4": 0.49, "Y4": 0.1806, "page": 0, "Index": 49}, {"Word": "10/01/89", "Confidence": 0.996, "X1": 0.577, "Y1": 0.16479, "X2": 0.63, "Y2": 0.16459, "X3": 0.63, "Y3": 0.1806, "X4": 0.576, "Y4": 0.1806, "page": 0, "Index": 50}, {"Word": "99/99/99", "Confidence": 0.995, "X1": 0.656, "Y1": 0.16604, "X2": 0.712, "Y2": 0.16584, "X3": 0.712, "Y3": 0.1806, "X4": 0.656, "Y4": 0.18184, "page": 0, "Index": 51}, {"Word": "870", "Confidence": 0.998, "X1": 0.746, "Y1": 0.16604, "X2": 0.766, "Y2": 0.16584, "X3": 0.766, "Y3": 0.1806, "X4": 0.746, "Y4": 0.1806, "page": 0, "Index": 52}, {"Word": "M", "Confidence": 0.981, "X1": 0.772, "Y1": 0.16604, "X2": 0.779, "Y2": 0.16584, "X3": 0.779, "Y3": 0.1806, "X4": 0.772, "Y4": 0.1806, "page": 0, "Index": 53}, {"Word": "87000", "Confidence": 0.997, "X1": 0.822, "Y1": 0.16604, "X2": 0.857, "Y2": 0.16584, "X3": 0.857, "Y3": 0.1806, "X4": 0.821, "Y4": 0.1806, "page": 0, "Index": 54}, {"Word": "87000", "Confidence": 0.997, "X1": 0.892, "Y1": 0.16604, "X2": 0.926, "Y2": 0.16584, "X3": 0.926, "Y3": 0.17935, "X4": 0.891, "Y4": 0.17935, "page": 0, "Index": 55}, {"Word": "PPL", "Confidence": 0.998, "X1": 0.031, "Y1": 0.18224, "X2": 0.05, "Y2": 0.18204, "X3": 0.049, "Y3": 0.19556, "X4": 0.03, "Y4": 0.19556, "page": 0, "Index": 56}, {"Word": "NUMBER:", "Confidence": 0.994, "X1": 0.057, "Y1": 0.18224, "X2": 0.107, "Y2": 0.18204, "X3": 0.107, "Y3": 0.19556, "X4": 0.056, "Y4": 0.19556, "page": 0, "Index": 57}, {"Word": "89611", "Confidence": 0.992, "X1": 0.19, "Y1": 0.18224, "X2": 0.223, "Y2": 0.18204, "X3": 0.223, "Y3": 0.19431, "X4": 0.19, "Y4": 0.19431, "page": 0, "Index": 58}, {"Word": "PRODUCT/BRAND:", "Confidence": 0.888, "X1": 0.031, "Y1": 0.19721, "X2": 0.127, "Y2": 0.19701, "X3": 0.127, "Y3": 0.20928, "X4": 0.03, "Y4": 0.20928, "page": 0, "Index": 59}, {"Word": "VS", "Confidence": 0.996, "X1": 0.19, "Y1": 0.19721, "X2": 0.202, "Y2": 0.19701, "X3": 0.201, "Y3": 0.20928, "X4": 0.19, "Y4": 0.20928, "page": 0, "Index": 60}, {"Word": "SUPERSLIMS", "Confidence": 0.957, "X1": 0.209, "Y1": 0.19596, "X2": 0.279, "Y2": 0.19576, "X3": 0.278, "Y3": 0.21052, "X4": 0.209, "Y4": 0.20928, "page": 0, "Index": 61}, {"Word": "TYPE", "Confidence": 0.988, "X1": 0.031, "Y1": 0.21217, "X2": 0.056, "Y2": 0.21197, "X3": 0.056, "Y3": 0.22424, "X4": 0.03, "Y4": 0.22424, "page": 0, "Index": 62}, {"Word": "OFFER:", "Confidence": 0.995, "X1": 0.064, "Y1": 0.21217, "X2": 0.106, "Y2": 0.21197, "X3": 0.106, "Y3": 0.22424, "X4": 0.063, "Y4": 0.22424, "page": 0, "Index": 63}, {"Word": "QUESTION", "Confidence": 0.991, "X1": 0.189, "Y1": 0.21217, "X2": 0.243, "Y2": 0.21197, "X3": 0.243, "Y3": 0.22549, "X4": 0.189, "Y4": 0.22424, "page": 0, "Index": 64}, {"Word": "DISTRIBUTION", "Confidence": 0.991, "X1": 0.032, "Y1": 0.22713, "X2": 0.112, "Y2": 0.22693, "X3": 0.112, "Y3": 0.24045, "X4": 0.031, "Y4": 0.24045, "page": 0, "Index": 65}, {"Word": "AREA:", "Confidence": 0.991, "X1": 0.12, "Y1": 0.22713, "X2": 0.155, "Y2": 0.22693, "X3": 0.155, "Y3": 0.24045, "X4": 0.119, "Y4": 0.24045, "page": 0, "Index": 66}, {"Word": "NATIONAL", "Confidence": 0.991, "X1": 0.189, "Y1": 0.22713, "X2": 0.243, "Y2": 0.22693, "X3": 0.243, "Y3": 0.2392, "X4": 0.189, "Y4": 0.2392, "page": 0, "Index": 67}, {"Word": "SHIPPED", "Confidence": 0.995, "X1": 0.032, "Y1": 0.2421, "X2": 0.078, "Y2": 0.2419, "X3": 0.077, "Y3": 0.25666, "X4": 0.032, "Y4": 0.25666, "page": 0, "Index": 68}, {"Word": "BY:", "Confidence": 0.998, "X1": 0.084, "Y1": 0.24334, "X2": 0.107, "Y2": 0.24314, "X3": 0.106, "Y3": 0.25666, "X4": 0.084, "Y4": 0.25666, "page": 0, "Index": 69}, {"Word": "KANKAKEE", "Confidence": 0.968, "X1": 0.189, "Y1": 0.2421, "X2": 0.242, "Y2": 0.2419, "X3": 0.242, "Y3": 0.25416, "X4": 0.189, "Y4": 0.25541, "page": 0, "Index": 70}, {"Word": "POP", "Confidence": 0.994, "X1": 0.031, "Y1": 0.2583, "X2": 0.05, "Y2": 0.2581, "X3": 0.049, "Y3": 0.27162, "X4": 0.03, "Y4": 0.27162, "page": 0, "Index": 71}, {"Word": "REQUIREMENTS:", "Confidence": 0.955, "X1": 0.056, "Y1": 0.25706, "X2": 0.148, "Y2": 0.25686, "X3": 0.148, "Y3": 0.27037, "X4": 0.056, "Y4": 0.27162, "page": 0, "Index": 72}, {"Word": "NONE", "Confidence": 0.987, "X1": 0.189, "Y1": 0.25706, "X2": 0.216, "Y2": 0.25686, "X3": 0.216, "Y3": 0.26913, "X4": 0.189, "Y4": 0.26788, "page": 0, "Index": 73}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.423, "Y1": 0.30319, "X2": 0.464, "Y2": 0.30299, "X3": 0.464, "Y3": 0.31651, "X4": 0.422, "Y4": 0.31651, "page": 0, "Index": 74}, {"Word": "BY", "Confidence": 0.996, "X1": 0.47, "Y1": 0.30319, "X2": 0.484, "Y2": 0.30299, "X3": 0.484, "Y3": 0.31651, "X4": 0.47, "Y4": 0.31651, "page": 0, "Index": 75}, {"Word": "P.O.", "Confidence": 0.67, "X1": 0.49, "Y1": 0.30319, "X2": 0.52, "Y2": 0.30299, "X3": 0.52, "Y3": 0.31651, "X4": 0.49, "Y4": 0.31651, "page": 0, "Index": 76}, {"Word": "BOX", "Confidence": 0.997, "X1": 0.525, "Y1": 0.30195, "X2": 0.546, "Y2": 0.30175, "X3": 0.546, "Y3": 0.31651, "X4": 0.525, "Y4": 0.31651, "page": 0, "Index": 77}, {"Word": "WEEK", "Confidence": 0.982, "X1": 0.381, "Y1": 0.33187, "X2": 0.408, "Y2": 0.33167, "X3": 0.408, "Y3": 0.34643, "X4": 0.381, "Y4": 0.34643, "page": 0, "Index": 78}, {"Word": "NUMBER:", "Confidence": 0.995, "X1": 0.415, "Y1": 0.33312, "X2": 0.465, "Y2": 0.33292, "X3": 0.465, "Y3": 0.34643, "X4": 0.415, "Y4": 0.34643, "page": 0, "Index": 79}, {"Word": "29", "Confidence": 0.998, "X1": 0.479, "Y1": 0.33312, "X2": 0.492, "Y2": 0.33292, "X3": 0.491, "Y3": 0.34643, "X4": 0.478, "Y4": 0.34643, "page": 0, "Index": 80}, {"Word": "-----", "Confidence": 0.883, "X1": 0.699, "Y1": 0.34933, "X2": 0.732, "Y2": 0.34913, "X3": 0.732, "Y3": 0.35766, "X4": 0.699, "Y4": 0.36015, "page": 0, "Index": 81}, {"Word": "-----", "Confidence": 0.694, "X1": 0.196, "Y1": 0.34808, "X2": 0.229, "Y2": 0.34788, "X3": 0.229, "Y3": 0.36015, "X4": 0.196, "Y4": 0.3589, "page": 0, "Index": 82}, {"Word": "PRIOR", "Confidence": 0.981, "X1": 0.236, "Y1": 0.34808, "X2": 0.27, "Y2": 0.34788, "X3": 0.27, "Y3": 0.36015, "X4": 0.236, "Y4": 0.36015, "page": 0, "Index": 83}, {"Word": "CUM", "Confidence": 0.998, "X1": 0.278, "Y1": 0.34933, "X2": 0.297, "Y2": 0.34913, "X3": 0.297, "Y3": 0.36015, "X4": 0.278, "Y4": 0.36015, "page": 0, "Index": 84}, {"Word": "-----", "Confidence": 0.822, "X1": 0.307, "Y1": 0.34933, "X2": 0.339, "Y2": 0.34913, "X3": 0.339, "Y3": 0.3589, "X4": 0.307, "Y4": 0.36015, "page": 0, "Index": 85}, {"Word": "--", "Confidence": 0.96, "X1": 0.383, "Y1": 0.34808, "X2": 0.395, "Y2": 0.34788, "X3": 0.395, "Y3": 0.3614, "X4": 0.383, "Y4": 0.3614, "page": 0, "Index": 86}, {"Word": "ACTIVITY", "Confidence": 0.994, "X1": 0.402, "Y1": 0.34808, "X2": 0.457, "Y2": 0.34788, "X3": 0.456, "Y3": 0.3614, "X4": 0.402, "Y4": 0.3614, "page": 0, "Index": 87}, {"Word": "05/26/90", "Confidence": 0.991, "X1": 0.463, "Y1": 0.34808, "X2": 0.519, "Y2": 0.34788, "X3": 0.518, "Y3": 0.3614, "X4": 0.463, "Y4": 0.3614, "page": 0, "Index": 88}, {"Word": "--", "Confidence": 0.971, "X1": 0.528, "Y1": 0.34933, "X2": 0.541, "Y2": 0.34913, "X3": 0.54, "Y3": 0.3614, "X4": 0.527, "Y4": 0.3614, "page": 0, "Index": 89}, {"Word": "-----", "Confidence": 0.837, "X1": 0.575, "Y1": 0.34808, "X2": 0.608, "Y2": 0.34788, "X3": 0.608, "Y3": 0.36015, "X4": 0.575, "Y4": 0.3589, "page": 0, "Index": 90}, {"Word": "CUM", "Confidence": 0.996, "X1": 0.615, "Y1": 0.34808, "X2": 0.635, "Y2": 0.34788, "X3": 0.635, "Y3": 0.36015, "X4": 0.615, "Y4": 0.36015, "page": 0, "Index": 91}, {"Word": "TO", "Confidence": 0.998, "X1": 0.644, "Y1": 0.34808, "X2": 0.655, "Y2": 0.34788, "X3": 0.655, "Y3": 0.36015, "X4": 0.644, "Y4": 0.36015, "page": 0, "Index": 92}, {"Word": "DATE", "Confidence": 0.998, "X1": 0.663, "Y1": 0.34808, "X2": 0.69, "Y2": 0.34788, "X3": 0.69, "Y3": 0.36015, "X4": 0.663, "Y4": 0.36015, "page": 0, "Index": 93}, {"Word": "ESTIMATED+", "Confidence": 0.618, "X1": 0.851, "Y1": 0.34683, "X2": 0.919, "Y2": 0.34663, "X3": 0.919, "Y3": 0.36015, "X4": 0.851, "Y4": 0.36015, "page": 0, "Index": 94}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.188, "Y1": 0.36304, "X2": 0.243, "Y2": 0.36284, "X3": 0.243, "Y3": 0.37636, "X4": 0.188, "Y4": 0.37636, "page": 0, "Index": 95}, {"Word": "ITEMS", "Confidence": 0.955, "X1": 0.258, "Y1": 0.36304, "X2": 0.291, "Y2": 0.36284, "X3": 0.291, "Y3": 0.37636, "X4": 0.258, "Y4": 0.37636, "page": 0, "Index": 96}, {"Word": "ORDERED", "Confidence": 0.995, "X1": 0.298, "Y1": 0.36304, "X2": 0.346, "Y2": 0.36284, "X3": 0.345, "Y3": 0.37761, "X4": 0.298, "Y4": 0.37636, "page": 0, "Index": 97}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.382, "Y1": 0.36304, "X2": 0.436, "Y2": 0.36284, "X3": 0.436, "Y3": 0.37761, "X4": 0.382, "Y4": 0.37761, "page": 0, "Index": 98}, {"Word": "ITEMS", "Confidence": 0.97, "X1": 0.451, "Y1": 0.36304, "X2": 0.484, "Y2": 0.36284, "X3": 0.484, "Y3": 0.37636, "X4": 0.451, "Y4": 0.37636, "page": 0, "Index": 99}, {"Word": "ORDERED", "Confidence": 0.994, "X1": 0.49, "Y1": 0.36304, "X2": 0.539, "Y2": 0.36284, "X3": 0.539, "Y3": 0.37636, "X4": 0.49, "Y4": 0.37636, "page": 0, "Index": 100}, {"Word": "REQUESTS", "Confidence": 0.995, "X1": 0.574, "Y1": 0.36304, "X2": 0.629, "Y2": 0.36284, "X3": 0.629, "Y3": 0.37636, "X4": 0.574, "Y4": 0.37636, "page": 0, "Index": 101}, {"Word": "ITEMS", "Confidence": 0.872, "X1": 0.643, "Y1": 0.36304, "X2": 0.678, "Y2": 0.36284, "X3": 0.677, "Y3": 0.37636, "X4": 0.643, "Y4": 0.37636, "page": 0, "Index": 102}, {"Word": "ORDERED", "Confidence": 0.996, "X1": 0.683, "Y1": 0.36304, "X2": 0.731, "Y2": 0.36284, "X3": 0.731, "Y3": 0.37636, "X4": 0.683, "Y4": 0.37636, "page": 0, "Index": 103}, {"Word": "REDEMPTION", "Confidence": 0.993, "X1": 0.745, "Y1": 0.3618, "X2": 0.815, "Y2": 0.3616, "X3": 0.814, "Y3": 0.37636, "X4": 0.746, "Y4": 0.37636, "page": 0, "Index": 104}, {"Word": "REQUESTS", "Confidence": 0.986, "X1": 0.857, "Y1": 0.3618, "X2": 0.912, "Y2": 0.3616, "X3": 0.912, "Y3": 0.37636, "X4": 0.857, "Y4": 0.37511, "page": 0, "Index": 105}, {"Word": "----------", "Confidence": 0.853, "X1": 0.748, "Y1": 0.3805, "X2": 0.813, "Y2": 0.3803, "X3": 0.813, "Y3": 0.38758, "X4": 0.748, "Y4": 0.38758, "page": 0, "Index": 106}, {"Word": "------", "Confidence": 0.991, "X1": 0.874, "Y1": 0.37925, "X2": 0.911, "Y2": 0.37905, "X3": 0.912, "Y3": 0.38758, "X4": 0.874, "Y4": 0.38883, "page": 0, "Index": 107}, {"Word": "--------", "Confidence": 0.754, "X1": 0.192, "Y1": 0.38175, "X2": 0.242, "Y2": 0.38155, "X3": 0.242, "Y3": 0.38883, "X4": 0.193, "Y4": 0.38883, "page": 0, "Index": 108}, {"Word": "-------", "Confidence": 0.585, "X1": 0.39, "Y1": 0.38175, "X2": 0.435, "Y2": 0.38155, "X3": 0.435, "Y3": 0.38883, "X4": 0.39, "Y4": 0.38883, "page": 0, "Index": 109}, {"Word": "--------", "Confidence": 0.741, "X1": 0.575, "Y1": 0.38175, "X2": 0.627, "Y2": 0.38155, "X3": 0.628, "Y3": 0.38883, "X4": 0.576, "Y4": 0.38883, "page": 0, "Index": 110}, {"Word": "------", "Confidence": 0.669, "X1": 0.647, "Y1": 0.38175, "X2": 0.682, "Y2": 0.38155, "X3": 0.683, "Y3": 0.38883, "X4": 0.647, "Y4": 0.38758, "page": 0, "Index": 111}, {"Word": "P.O.", "Confidence": 0.886, "X1": 0.029, "Y1": 0.40793, "X2": 0.058, "Y2": 0.40773, "X3": 0.058, "Y3": 0.42249, "X4": 0.029, "Y4": 0.42249, "page": 0, "Index": 112}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.063, "Y1": 0.40793, "X2": 0.085, "Y2": 0.40773, "X3": 0.084, "Y3": 0.42249, "X4": 0.063, "Y4": 0.42249, "page": 0, "Index": 113}, {"Word": "7941", "Confidence": 0.98, "X1": 0.093, "Y1": 0.40668, "X2": 0.121, "Y2": 0.40648, "X3": 0.121, "Y3": 0.42249, "X4": 0.093, "Y4": 0.42249, "page": 0, "Index": 114}, {"Word": "44.889", "Confidence": 0.818, "X1": 0.202, "Y1": 0.40918, "X2": 0.244, "Y2": 0.40898, "X3": 0.244, "Y3": 0.42125, "X4": 0.202, "Y4": 0.42249, "page": 0, "Index": 115}, {"Word": "44.909", "Confidence": 0.932, "X1": 0.307, "Y1": 0.40918, "X2": 0.347, "Y2": 0.40898, "X3": 0.347, "Y3": 0.42249, "X4": 0.306, "Y4": 0.42125, "page": 0, "Index": 116}, {"Word": "44,889", "Confidence": 0.949, "X1": 0.589, "Y1": 0.40793, "X2": 0.629, "Y2": 0.40773, "X3": 0.63, "Y3": 0.42125, "X4": 0.589, "Y4": 0.42249, "page": 0, "Index": 117}, {"Word": "44,909", "Confidence": 0.665, "X1": 0.692, "Y1": 0.40918, "X2": 0.731, "Y2": 0.40898, "X3": 0.731, "Y3": 0.42125, "X4": 0.691, "Y4": 0.42125, "page": 0, "Index": 118}, {"Word": "5.", "Confidence": 0.991, "X1": 0.782, "Y1": 0.40793, "X2": 0.794, "Y2": 0.40773, "X3": 0.794, "Y3": 0.42125, "X4": 0.782, "Y4": 0.42249, "page": 0, "Index": 119}, {"Word": "16%", "Confidence": 0.905, "X1": 0.796, "Y1": 0.40793, "X2": 0.815, "Y2": 0.40773, "X3": 0.815, "Y3": 0.42125, "X4": 0.796, "Y4": 0.42125, "page": 0, "Index": 120}, {"Word": "15.631", "Confidence": 0.659, "X1": 0.881, "Y1": 0.40668, "X2": 0.921, "Y2": 0.40648, "X3": 0.921, "Y3": 0.42, "X4": 0.881, "Y4": 0.42125, "page": 0, "Index": 121}, {"Word": "TOTALS", "Confidence": 0.997, "X1": 0.031, "Y1": 0.4391, "X2": 0.071, "Y2": 0.4389, "X3": 0.071, "Y3": 0.45117, "X4": 0.031, "Y4": 0.45117, "page": 0, "Index": 122}, {"Word": "44,889", "Confidence": 0.66, "X1": 0.203, "Y1": 0.43786, "X2": 0.244, "Y2": 0.43766, "X3": 0.243, "Y3": 0.45117, "X4": 0.203, "Y4": 0.45117, "page": 0, "Index": 123}, {"Word": "44,909", "Confidence": 0.916, "X1": 0.307, "Y1": 0.4391, "X2": 0.347, "Y2": 0.4389, "X3": 0.346, "Y3": 0.45242, "X4": 0.307, "Y4": 0.45117, "page": 0, "Index": 124}, {"Word": "---------", "Confidence": 0.528, "X1": 0.368, "Y1": 0.44908, "X2": 0.369, "Y2": 0.44888, "X3": 0.362, "Y3": 0.44868, "X4": 0.363, "Y4": 0.33147, "page": 0, "Index": 125}, {"Word": "-----", "Confidence": 0.573, "X1": 0.56, "Y1": 0.44908, "X2": 0.561, "Y2": 0.44888, "X3": 0.555, "Y3": 0.44868, "X4": 0.555, "Y4": 0.38509, "page": 0, "Index": 126}, {"Word": "44,889", "Confidence": 0.793, "X1": 0.589, "Y1": 0.43786, "X2": 0.63, "Y2": 0.43766, "X3": 0.629, "Y3": 0.45117, "X4": 0.59, "Y4": 0.45242, "page": 0, "Index": 127}, {"Word": "44.909", "Confidence": 0.792, "X1": 0.692, "Y1": 0.4391, "X2": 0.732, "Y2": 0.4389, "X3": 0.731, "Y3": 0.45117, "X4": 0.692, "Y4": 0.45117, "page": 0, "Index": 128}, {"Word": "5.16%", "Confidence": 0.954, "X1": 0.78, "Y1": 0.43786, "X2": 0.816, "Y2": 0.43766, "X3": 0.816, "Y3": 0.45117, "X4": 0.781, "Y4": 0.45117, "page": 0, "Index": 129}, {"Word": "-----", "Confidence": 0.699, "X1": 0.837, "Y1": 0.44783, "X2": 0.837, "Y2": 0.44763, "X3": 0.832, "Y3": 0.44868, "X4": 0.831, "Y4": 0.39631, "page": 0, "Index": 130}, {"Word": "15.631", "Confidence": 0.718, "X1": 0.881, "Y1": 0.43786, "X2": 0.921, "Y2": 0.43766, "X3": 0.92, "Y3": 0.45117, "X4": 0.881, "Y4": 0.45117, "page": 0, "Index": 131}, {"Word": ".", "Confidence": 0.705, "X1": 0.031, "Y1": 0.46778, "X2": 0.038, "Y2": 0.46758, "X3": 0.038, "Y3": 0.48359, "X4": 0.031, "Y4": 0.48359, "page": 0, "Index": 132}, {"Word": "ESTIMATE", "Confidence": 0.994, "X1": 0.042, "Y1": 0.46778, "X2": 0.099, "Y2": 0.46758, "X3": 0.099, "Y3": 0.48359, "X4": 0.042, "Y4": 0.48359, "page": 0, "Index": 133}, {"Word": "REPRESENTS", "Confidence": 0.993, "X1": 0.104, "Y1": 0.46778, "X2": 0.174, "Y2": 0.46758, "X3": 0.174, "Y3": 0.48359, "X4": 0.104, "Y4": 0.48359, "page": 0, "Index": 134}, {"Word": "MAIL", "Confidence": 0.846, "X1": 0.18, "Y1": 0.46778, "X2": 0.209, "Y2": 0.46758, "X3": 0.209, "Y3": 0.48359, "X4": 0.18, "Y4": 0.48359, "page": 0, "Index": 135}, {"Word": "RECEIVED", "Confidence": 0.874, "X1": 0.215, "Y1": 0.46778, "X2": 0.271, "Y2": 0.46758, "X3": 0.27, "Y3": 0.48359, "X4": 0.215, "Y4": 0.48359, "page": 0, "Index": 136}, {"Word": "--", "Confidence": 0.749, "X1": 0.279, "Y1": 0.46778, "X2": 0.293, "Y2": 0.46758, "X3": 0.293, "Y3": 0.48359, "X4": 0.279, "Y4": 0.48359, "page": 0, "Index": 137}, {"Word": "NOT", "Confidence": 0.998, "X1": 0.298, "Y1": 0.46778, "X2": 0.32, "Y2": 0.46758, "X3": 0.32, "Y3": 0.48359, "X4": 0.297, "Y4": 0.48359, "page": 0, "Index": 138}, {"Word": "PROCESSED", "Confidence": 0.798, "X1": 0.325, "Y1": 0.46778, "X2": 0.388, "Y2": 0.46758, "X3": 0.388, "Y3": 0.48359, "X4": 0.324, "Y4": 0.48359, "page": 0, "Index": 139}, {"Word": "INVALID", "Confidence": 0.96, "X1": 0.431, "Y1": 0.49895, "X2": 0.477, "Y2": 0.49875, "X3": 0.477, "Y3": 0.51352, "X4": 0.43, "Y4": 0.51352, "page": 0, "Index": 140}, {"Word": "REQUESTS", "Confidence": 0.991, "X1": 0.484, "Y1": 0.49895, "X2": 0.54, "Y2": 0.49875, "X3": 0.54, "Y3": 0.51352, "X4": 0.484, "Y4": 0.51352, "page": 0, "Index": 141}, {"Word": "-", "Confidence": 0.67, "X1": 0.367, "Y1": 0.53137, "X2": 0.367, "Y2": 0.53117, "X3": 0.362, "Y3": 0.53097, "X4": 0.362, "Y4": 0.52848, "page": 0, "Index": 142}, {"Word": "PRIOR", "Confidence": 0.955, "X1": 0.188, "Y1": 0.53137, "X2": 0.222, "Y2": 0.53117, "X3": 0.221, "Y3": 0.54219, "X4": 0.188, "Y4": 0.54219, "page": 0, "Index": 143}, {"Word": "CUM", "Confidence": 0.998, "X1": 0.229, "Y1": 0.53137, "X2": 0.25, "Y2": 0.53117, "X3": 0.249, "Y3": 0.54219, "X4": 0.229, "Y4": 0.54219, "page": 0, "Index": 144}, {"Word": "WEEK", "Confidence": 0.983, "X1": 0.381, "Y1": 0.52888, "X2": 0.408, "Y2": 0.52868, "X3": 0.408, "Y3": 0.54344, "X4": 0.38, "Y4": 0.54469, "page": 0, "Index": 145}, {"Word": "ACTIVITY", "Confidence": 0.942, "X1": 0.416, "Y1": 0.52888, "X2": 0.471, "Y2": 0.52868, "X3": 0.471, "Y3": 0.54344, "X4": 0.415, "Y4": 0.54344, "page": 0, "Index": 146}, {"Word": "CUM", "Confidence": 0.991, "X1": 0.575, "Y1": 0.52888, "X2": 0.594, "Y2": 0.52868, "X3": 0.594, "Y3": 0.54344, "X4": 0.575, "Y4": 0.54344, "page": 0, "Index": 147}, {"Word": "TO", "Confidence": 0.997, "X1": 0.603, "Y1": 0.52888, "X2": 0.615, "Y2": 0.52868, "X3": 0.615, "Y3": 0.54219, "X4": 0.603, "Y4": 0.54219, "page": 0, "Index": 148}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.621, "Y1": 0.53013, "X2": 0.649, "Y2": 0.52993, "X3": 0.649, "Y3": 0.54219, "X4": 0.621, "Y4": 0.54219, "page": 0, "Index": 149}, {"Word": "REQUESTS", "Confidence": 0.993, "X1": 0.188, "Y1": 0.54633, "X2": 0.243, "Y2": 0.54613, "X3": 0.243, "Y3": 0.55716, "X4": 0.189, "Y4": 0.55716, "page": 0, "Index": 150}, {"Word": "---", "Confidence": 0.758, "X1": 0.56, "Y1": 0.55506, "X2": 0.561, "Y2": 0.55486, "X3": 0.556, "Y3": 0.55466, "X4": 0.555, "Y4": 0.52848, "page": 0, "Index": 151}, {"Word": "REQUESTS", "Confidence": 0.994, "X1": 0.383, "Y1": 0.54509, "X2": 0.436, "Y2": 0.54489, "X3": 0.436, "Y3": 0.5584, "X4": 0.382, "Y4": 0.5584, "page": 0, "Index": 152}, {"Word": "REQUESTS", "Confidence": 0.914, "X1": 0.575, "Y1": 0.54509, "X2": 0.629, "Y2": 0.54489, "X3": 0.628, "Y3": 0.5584, "X4": 0.574, "Y4": 0.55716, "page": 0, "Index": 153}, {"Word": "---------", "Confidence": 0.684, "X1": 0.191, "Y1": 0.56005, "X2": 0.25, "Y2": 0.55985, "X3": 0.251, "Y3": 0.57212, "X4": 0.192, "Y4": 0.57212, "page": 0, "Index": 154}, {"Word": "UNQUAL/INELIGIBLES", "Confidence": 0.941, "X1": 0.031, "Y1": 0.58998, "X2": 0.155, "Y2": 0.58978, "X3": 0.155, "Y3": 0.60454, "X4": 0.03, "Y4": 0.60329, "page": 0, "Index": 155}, {"Word": "DUPS", "Confidence": 0.983, "X1": 0.03, "Y1": 0.6199, "X2": 0.057, "Y2": 0.6197, "X3": 0.056, "Y3": 0.63446, "X4": 0.029, "Y4": 0.63446, "page": 0, "Index": 156}, {"Word": "ELIMINATED", "Confidence": 0.991, "X1": 0.063, "Y1": 0.6199, "X2": 0.133, "Y2": 0.6197, "X3": 0.133, "Y3": 0.63446, "X4": 0.063, "Y4": 0.63446, "page": 0, "Index": 157}, {"Word": "TOTALS", "Confidence": 0.995, "X1": 0.031, "Y1": 0.65232, "X2": 0.07, "Y2": 0.65212, "X3": 0.07, "Y3": 0.66439, "X4": 0.031, "Y4": 0.66439, "page": 0, "Index": 158}, {"Word": "ITEM", "Confidence": 0.987, "X1": 0.444, "Y1": 0.69596, "X2": 0.471, "Y2": 0.69576, "X3": 0.471, "Y3": 0.71052, "X4": 0.444, "Y4": 0.71052, "page": 0, "Index": 159}, {"Word": "ACTVITY", "Confidence": 0.995, "X1": 0.478, "Y1": 0.69471, "X2": 0.527, "Y2": 0.69451, "X3": 0.526, "Y3": 0.70928, "X4": 0.478, "Y4": 0.71052, "page": 0, "Index": 160}]}
|
"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"
|
ffyw0059
| 0 |
{"lines_data": [{"Word": "7647TONEN", "Confidence": 0.262, "X1": 0.2655, "Y1": 0.0002, "X2": 0.35849, "Y2": 0.0, "X3": 0.37332, "Y3": 0.0108, "X4": 0.28167, "Y4": 0.0638, "page": 0}, {"Word": "720431", "Confidence": 0.589, "X1": 0.38005, "Y1": 0.0032, "X2": 0.44205, "Y2": 0.003, "X3": 0.45687, "Y3": 0.0178, "X4": 0.39488, "Y4": 0.0518, "page": 0}, {"Word": "Tor lab", "Confidence": 0.7415, "X1": 0.22642, "Y1": 0.0092, "X2": 0.28706, "Y2": 0.009, "X3": 0.30054, "Y3": 0.0238, "X4": 0.23989, "Y4": 0.0558, "page": 0}, {"Word": "Jubbir.", "Confidence": 0.461, "X1": 0.27763, "Y1": 0.0332, "X2": 0.34232, "Y2": 0.033, "X3": 0.3558, "Y3": 0.0478, "X4": 0.29111, "Y4": 0.0778, "page": 0}, {"Word": "6151", "Confidence": 0.893, "X1": 0.01482, "Y1": 0.0342, "X2": 0.07143, "Y2": 0.034, "X3": 0.08625, "Y3": 0.0508, "X4": 0.0283, "Y4": 0.0778, "page": 0}, {"Word": "118-34 finales; emphasis on younger one", "Confidence": 0.49383, "X1": 0.41779, "Y1": 0.0642, "X2": 0.95418, "Y2": 0.064, "X3": 0.95283, "Y3": 0.0878, "X4": 0.41779, "Y4": 0.0798, "page": 0}, {"Word": "1", "Confidence": 0.41, "X1": 0.29245, "Y1": 0.1062, "X2": 0.31671, "Y2": 0.106, "X3": 0.31941, "Y3": 0.1268, "X4": 0.2938, "Y4": 0.1288, "page": 0}, {"Word": "strength", "Confidence": 0.385, "X1": 0.31671, "Y1": 0.1062, "X2": 0.40701, "Y2": 0.106, "X3": 0.4097, "Y3": 0.1268, "X4": 0.31806, "Y4": 0.1318, "page": 0}, {"Word": "TTOB. TASTE", "Confidence": 0.7565, "X1": 0.09434, "Y1": 0.1102, "X2": 0.24663, "Y2": 0.11, "X3": 0.24528, "Y3": 0.1298, "X4": 0.09434, "Y4": 0.1278, "page": 0}, {"Word": "Maintain Landina", "Confidence": 0.2415, "X1": 0.43531, "Y1": 0.1082, "X2": 0.61995, "Y2": 0.108, "X3": 0.61995, "Y3": 0.1308, "X4": 0.43531, "Y4": 0.1308, "page": 0}, {"Word": "8.4 Pas EDAY", "Confidence": 0.54633, "X1": 0.72911, "Y1": 0.1142, "X2": 0.88679, "Y2": 0.114, "X3": 0.88544, "Y3": 0.1328, "X4": 0.72911, "Y4": 0.1268, "page": 0}, {"Word": "Malout 9.14", "Confidence": 0.6395, "X1": 0.82075, "Y1": 0.1272, "X2": 0.92722, "Y2": 0.127, "X3": 0.94205, "Y3": 0.1448, "X4": 0.83423, "Y4": 0.1938, "page": 0}, {"Word": "1 mmantes", "Confidence": 0.1065, "X1": 0.5027, "Y1": 0.1312, "X2": 0.61995, "Y2": 0.131, "X3": 0.61995, "Y3": 0.1488, "X4": 0.5027, "Y4": 0.1498, "page": 0}, {"Word": "... .", "Confidence": 0.7925, "X1": 0.53369, "Y1": 0.1622, "X2": 0.57143, "Y2": 0.162, "X3": 0.57278, "Y3": 0.1728, "X4": 0.53369, "Y4": 0.1748, "page": 0}, {"Word": "--", "Confidence": 0.602, "X1": 0.40836, "Y1": 0.1752, "X2": 0.44744, "Y2": 0.175, "X3": 0.44879, "Y3": 0.1878, "X4": 0.4097, "Y4": 0.1938, "page": 0}, {"Word": "* W2 100 CPB ior Switch to KZ2", "Confidence": 0.666, "X1": 0.00943, "Y1": 0.1732, "X2": 0.66307, "Y2": 0.173, "X3": 0.66712, "Y3": 0.2078, "X4": 0.01078, "Y4": 0.2318, "page": 0}, {"Word": "w/o", "Confidence": 0.128, "X1": 0.77898, "Y1": 0.2002, "X2": 0.81536, "Y2": 0.2, "X3": 0.83154, "Y3": 0.2248, "X4": 0.7965, "Y4": 0.2428, "page": 0}, {"Word": "9.19", "Confidence": 0.928, "X1": 0.81402, "Y1": 0.2112, "X2": 0.85984, "Y2": 0.211, "X3": 0.87332, "Y3": 0.2328, "X4": 0.82749, "Y4": 0.2488, "page": 0}, {"Word": "7 crate morrone 130 10 C27", "Confidence": 0.32933, "X1": 0.27763, "Y1": 0.2982, "X2": 0.73181, "Y2": 0.298, "X3": 0.73181, "Y3": 0.3268, "X4": 0.27763, "Y4": 0.3278, "page": 0}, {"Word": "W1-100 SP", "Confidence": 0.7235, "X1": 0.05391, "Y1": 0.2942, "X2": 0.23181, "Y2": 0.294, "X3": 0.23181, "Y3": 0.3298, "X4": 0.05391, "Y4": 0.3318, "page": 0}, {"Word": "as is", "Confidence": 0.8885, "X1": 0.30728, "Y1": 0.3232, "X2": 0.37871, "Y2": 0.323, "X3": 0.37736, "Y3": 0.3468, "X4": 0.30593, "Y4": 0.3458, "page": 0}, {"Word": "K 2.3 to K282 + at Same Card", "Confidence": 0.55775, "X1": 0.43801, "Y1": 0.3272, "X2": 0.81132, "Y2": 0.327, "X3": 0.81132, "Y3": 0.3488, "X4": 0.43801, "Y4": 0.3478, "page": 0}, {"Word": "C30 -01275", "Confidence": 0.5555, "X1": 0.43666, "Y1": 0.3512, "X2": 0.62803, "Y2": 0.351, "X3": 0.62803, "Y3": 0.3738, "X4": 0.43666, "Y4": 0.3728, "page": 0}, {"Word": "SL 1100", "Confidence": 0.5845, "X1": 0.06469, "Y1": 0.4032, "X2": 0.18733, "Y2": 0.403, "X3": 0.18733, "Y3": 0.4208, "X4": 0.06469, "Y4": 0.4208, "page": 0}, {"Word": "WLOS", "Confidence": 0.24, "X1": 0.06334, "Y1": 0.4952, "X2": 0.15229, "Y2": 0.495, "X3": 0.15364, "Y3": 0.5158, "X4": 0.06334, "Y4": 0.5188, "page": 0}, {"Word": "will be jest as mild. G7-4 to 67-2 but will", "Confidence": 0.7867, "X1": 0.22911, "Y1": 0.4902, "X2": 0.9097, "Y2": 0.49, "X3": 0.9097, "Y3": 0.5228, "X4": 0.22911, "Y4": 0.5228, "page": 0}, {"Word": "end", "Confidence": 0.744, "X1": 0.59973, "Y1": 0.5252, "X2": 0.65903, "Y2": 0.525, "X3": 0.65768, "Y3": 0.5428, "X4": 0.59838, "Y4": 0.5428, "page": 0}, {"Word": "up W/abend Semelle", "Confidence": 0.45633, "X1": 0.65633, "Y1": 0.5212, "X2": 0.93801, "Y2": 0.521, "X3": 0.93801, "Y3": 0.5438, "X4": 0.65633, "Y4": 0.5448, "page": 0}, {"Word": "USO We 100 CPE", "Confidence": 0.5515, "X1": 0.05391, "Y1": 0.5452, "X2": 0.26954, "Y2": 0.545, "X3": 0.27089, "Y3": 0.5678, "X4": 0.05391, "Y4": 0.5688, "page": 0}, {"Word": "to 100insp", "Confidence": 0.6075, "X1": 0.68329, "Y1": 0.5472, "X2": 0.83962, "Y2": 0.547, "X3": 0.83962, "Y3": 0.5658, "X4": 0.68329, "Y4": 0.5658, "page": 0}, {"Word": "W/R22 charti", "Confidence": 0.2555, "X1": 0.17385, "Y1": 0.5592, "X2": 0.32749, "Y2": 0.559, "X3": 0.33154, "Y3": 0.5818, "X4": 0.17385, "Y4": 0.5948, "page": 0}, {"Word": "700 Mah TB", "Confidence": 0.31367, "X1": 0.41914, "Y1": 0.5702, "X2": 0.61725, "Y2": 0.57, "X3": 0.61725, "Y3": 0.5918, "X4": 0.41914, "Y4": 0.5928, "page": 0}, {"Word": "Un SA", "Confidence": 0.5645, "X1": 0.42049, "Y1": 0.5962, "X2": 0.50404, "Y2": 0.596, "X3": 0.50404, "Y3": 0.6168, "X4": 0.42049, "Y4": 0.6158, "page": 0}, {"Word": "c.", "Confidence": 0.942, "X1": 0.11725, "Y1": 0.6662, "X2": 0.14286, "Y2": 0.666, "X3": 0.14151, "Y3": 0.6818, "X4": 0.11725, "Y4": 0.6818, "page": 0}, {"Word": "WL 100 CPB", "Confidence": 0.95667, "X1": 0.61456, "Y1": 0.6672, "X2": 0.77089, "Y2": 0.667, "X3": 0.77089, "Y3": 0.6868, "X4": 0.61456, "Y4": 0.6858, "page": 0}, {"Word": "\" 1 \"", "Confidence": 0.62733, "X1": 0.65094, "Y1": 0.6902, "X2": 0.75337, "Y2": 0.69, "X3": 0.75337, "Y3": 0.7058, "X4": 0.65094, "Y4": 0.7068, "page": 0}, {"Word": "TO", "Confidence": 0.133, "X1": 0.10916, "Y1": 0.6882, "X2": 0.15364, "Y2": 0.688, "X3": 0.15364, "Y3": 0.7118, "X4": 0.11051, "Y4": 0.7118, "page": 0}, {"Word": "' Sworth to Kez", "Confidence": 0.3315, "X1": 0.7372, "Y1": 0.6922, "X2": 0.9407, "Y2": 0.692, "X3": 0.9407, "Y3": 0.7138, "X4": 0.7372, "Y4": 0.7128, "page": 0}, {"Word": "WL 100 SP", "Confidence": 0.956, "X1": 0.62399, "Y1": 0.7162, "X2": 0.7628, "Y2": 0.716, "X3": 0.76146, "Y3": 0.7348, "X4": 0.62264, "Y4": 0.7328, "page": 0}, {"Word": "SL 100", "Confidence": 0.9725, "X1": 0.6186, "Y1": 0.7402, "X2": 0.73989, "Y2": 0.74, "X3": 0.73989, "Y3": 0.7578, "X4": 0.6186, "Y4": 0.7568, "page": 0}, {"Word": "WL. 85", "Confidence": 0.8305, "X1": 0.62399, "Y1": 0.7622, "X2": 0.72102, "Y2": 0.762, "X3": 0.72237, "Y3": 0.7828, "X4": 0.62399, "Y4": 0.7868, "page": 0}, {"Word": "Carbonx SED", "Confidence": 0.8025, "X1": 0.10782, "Y1": 0.8302, "X2": 0.31267, "Y2": 0.83, "X3": 0.31267, "Y3": 0.8538, "X4": 0.10782, "Y4": 0.8548, "page": 0}, {"Word": "50699 0366", "Confidence": 0.851, "X1": 0.97978, "Y1": 0.9012, "X2": 0.98113, "Y2": 0.901, "X3": 0.95957, "Y3": 0.9018, "X4": 0.95822, "Y4": 0.7998, "page": 0}], "words_data": [{"Word": "7647TONEN", "Confidence": 0.262, "X1": 0.2655, "Y1": 0.0012, "X2": 0.35445, "Y2": 0.001, "X3": 0.37062, "Y3": 0.0118, "X4": 0.28302, "Y4": 0.0638, "page": 0, "Index": 0}, {"Word": "lab", "Confidence": 0.913, "X1": 0.25741, "Y1": 0.0102, "X2": 0.28571, "Y2": 0.01, "X3": 0.30054, "Y3": 0.0248, "X4": 0.27224, "Y4": 0.0398, "page": 0, "Index": 1}, {"Word": "720431", "Confidence": 0.589, "X1": 0.3814, "Y1": 0.0042, "X2": 0.44205, "Y2": 0.004, "X3": 0.45687, "Y3": 0.0188, "X4": 0.39623, "Y4": 0.0518, "page": 0, "Index": 2}, {"Word": "Tor", "Confidence": 0.57, "X1": 0.22642, "Y1": 0.0282, "X2": 0.25337, "Y2": 0.028, "X3": 0.26819, "Y3": 0.0418, "X4": 0.24124, "Y4": 0.0568, "page": 0, "Index": 3}, {"Word": "Jubbir.", "Confidence": 0.461, "X1": 0.28706, "Y1": 0.0342, "X2": 0.34232, "Y2": 0.034, "X3": 0.35445, "Y3": 0.0468, "X4": 0.30189, "Y4": 0.0738, "page": 0, "Index": 4}, {"Word": "6151", "Confidence": 0.893, "X1": 0.01617, "Y1": 0.0352, "X2": 0.06739, "Y2": 0.035, "X3": 0.08221, "Y3": 0.0518, "X4": 0.031, "Y4": 0.0758, "page": 0, "Index": 5}, {"Word": "118-34", "Confidence": 0.328, "X1": 0.41914, "Y1": 0.0572, "X2": 0.53369, "Y2": 0.057, "X3": 0.53235, "Y3": 0.0818, "X4": 0.41779, "Y4": 0.0798, "page": 0, "Index": 6}, {"Word": "finales;", "Confidence": 0.635, "X1": 0.55121, "Y1": 0.0592, "X2": 0.65094, "Y2": 0.059, "X3": 0.6496, "Y3": 0.0848, "X4": 0.54987, "Y4": 0.0828, "page": 0, "Index": 7}, {"Word": "emphasis", "Confidence": 0.646, "X1": 0.65633, "Y1": 0.0612, "X2": 0.76685, "Y2": 0.061, "X3": 0.7655, "Y3": 0.0858, "X4": 0.65633, "Y4": 0.0848, "page": 0, "Index": 8}, {"Word": "on", "Confidence": 0.771, "X1": 0.77493, "Y1": 0.0632, "X2": 0.80863, "Y2": 0.063, "X3": 0.80863, "Y3": 0.0868, "X4": 0.77493, "Y4": 0.0858, "page": 0, "Index": 9}, {"Word": "younger", "Confidence": 0.477, "X1": 0.81806, "Y1": 0.0652, "X2": 0.90027, "Y2": 0.065, "X3": 0.90027, "Y3": 0.0868, "X4": 0.81671, "Y4": 0.0868, "page": 0, "Index": 10}, {"Word": "one", "Confidence": 0.106, "X1": 0.90701, "Y1": 0.0672, "X2": 0.95283, "Y2": 0.067, "X3": 0.95283, "Y3": 0.0878, "X4": 0.90701, "Y4": 0.0868, "page": 0, "Index": 11}, {"Word": "1", "Confidence": 0.41, "X1": 0.29515, "Y1": 0.1062, "X2": 0.31402, "Y2": 0.106, "X3": 0.31671, "Y3": 0.1268, "X4": 0.29784, "Y4": 0.1288, "page": 0, "Index": 12}, {"Word": "strength", "Confidence": 0.385, "X1": 0.31806, "Y1": 0.1072, "X2": 0.40162, "Y2": 0.107, "X3": 0.40296, "Y3": 0.1278, "X4": 0.31806, "Y4": 0.1318, "page": 0, "Index": 13}, {"Word": "TTOB.", "Confidence": 0.721, "X1": 0.09569, "Y1": 0.1112, "X2": 0.17251, "Y2": 0.111, "X3": 0.17251, "Y3": 0.1298, "X4": 0.09434, "Y4": 0.1278, "page": 0, "Index": 14}, {"Word": "TASTE", "Confidence": 0.792, "X1": 0.18059, "Y1": 0.1122, "X2": 0.24394, "Y2": 0.112, "X3": 0.24394, "Y3": 0.1288, "X4": 0.18059, "Y4": 0.1298, "page": 0, "Index": 15}, {"Word": "Maintain", "Confidence": 0.41, "X1": 0.43666, "Y1": 0.1092, "X2": 0.51887, "Y2": 0.109, "X3": 0.52022, "Y3": 0.1308, "X4": 0.43666, "Y4": 0.1298, "page": 0, "Index": 16}, {"Word": "Landina", "Confidence": 0.073, "X1": 0.531, "Y1": 0.1092, "X2": 0.60512, "Y2": 0.109, "X3": 0.60782, "Y3": 0.1318, "X4": 0.53235, "Y4": 0.1308, "page": 0, "Index": 17}, {"Word": "8.4", "Confidence": 0.701, "X1": 0.73046, "Y1": 0.1112, "X2": 0.7655, "Y2": 0.111, "X3": 0.76415, "Y3": 0.1288, "X4": 0.73046, "Y4": 0.1278, "page": 0, "Index": 18}, {"Word": "Pas", "Confidence": 0.418, "X1": 0.77493, "Y1": 0.1142, "X2": 0.81671, "Y2": 0.114, "X3": 0.81536, "Y3": 0.1308, "X4": 0.77493, "Y4": 0.1298, "page": 0, "Index": 19}, {"Word": "EDAY", "Confidence": 0.52, "X1": 0.83288, "Y1": 0.1162, "X2": 0.88679, "Y2": 0.116, "X3": 0.88544, "Y3": 0.1328, "X4": 0.83154, "Y4": 0.1318, "page": 0, "Index": 20}, {"Word": "9.14", "Confidence": 0.813, "X1": 0.88679, "Y1": 0.1282, "X2": 0.92588, "Y2": 0.128, "X3": 0.93935, "Y3": 0.1478, "X4": 0.90027, "Y4": 0.1648, "page": 0, "Index": 21}, {"Word": "1", "Confidence": 0.144, "X1": 0.50404, "Y1": 0.1322, "X2": 0.51213, "Y2": 0.132, "X3": 0.51213, "Y3": 0.1508, "X4": 0.5027, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": "mmantes", "Confidence": 0.069, "X1": 0.51752, "Y1": 0.1322, "X2": 0.6186, "Y2": 0.132, "X3": 0.61995, "Y3": 0.1488, "X4": 0.51617, "Y4": 0.1508, "page": 0, "Index": 23}, {"Word": "Malout", "Confidence": 0.466, "X1": 0.8248, "Y1": 0.1502, "X2": 0.88005, "Y2": 0.15, "X3": 0.89353, "Y3": 0.1678, "X4": 0.83827, "Y4": 0.1928, "page": 0, "Index": 24}, {"Word": "...", "Confidence": 0.63, "X1": 0.53369, "Y1": 0.1622, "X2": 0.55526, "Y2": 0.162, "X3": 0.5566, "Y3": 0.1738, "X4": 0.53369, "Y4": 0.1748, "page": 0, "Index": 25}, {"Word": ".", "Confidence": 0.955, "X1": 0.56065, "Y1": 0.1622, "X2": 0.57008, "Y2": 0.162, "X3": 0.57008, "Y3": 0.1728, "X4": 0.56065, "Y4": 0.1738, "page": 0, "Index": 26}, {"Word": "--", "Confidence": 0.602, "X1": 0.40836, "Y1": 0.1752, "X2": 0.44205, "Y2": 0.175, "X3": 0.44609, "Y3": 0.1878, "X4": 0.41105, "Y4": 0.1928, "page": 0, "Index": 27}, {"Word": "KZ2", "Confidence": 0.66, "X1": 0.60243, "Y1": 0.1732, "X2": 0.66442, "Y2": 0.173, "X3": 0.66442, "Y3": 0.1948, "X4": 0.60377, "Y4": 0.2018, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.937, "X1": 0.5566, "Y1": 0.1792, "X2": 0.59569, "Y2": 0.179, "X3": 0.59569, "Y3": 0.2018, "X4": 0.55795, "Y4": 0.2068, "page": 0, "Index": 29}, {"Word": "ior", "Confidence": 0.125, "X1": 0.36253, "Y1": 0.1902, "X2": 0.44205, "Y2": 0.19, "X3": 0.44205, "Y3": 0.2168, "X4": 0.36253, "Y4": 0.2228, "page": 0, "Index": 30}, {"Word": "Switch", "Confidence": 0.575, "X1": 0.44879, "Y1": 0.1842, "X2": 0.53639, "Y2": 0.184, "X3": 0.53639, "Y3": 0.2088, "X4": 0.45013, "Y4": 0.2168, "page": 0, "Index": 31}, {"Word": "w/o", "Confidence": 0.128, "X1": 0.77898, "Y1": 0.2012, "X2": 0.81132, "Y2": 0.201, "X3": 0.83288, "Y3": 0.2238, "X4": 0.7965, "Y4": 0.2428, "page": 0, "Index": 32}, {"Word": "*", "Confidence": 0.699, "X1": 0.01213, "Y1": 0.1972, "X2": 0.03504, "Y2": 0.197, "X3": 0.03369, "Y3": 0.2318, "X4": 0.01078, "Y4": 0.2318, "page": 0, "Index": 33}, {"Word": "W2", "Confidence": 0.612, "X1": 0.04313, "Y1": 0.1982, "X2": 0.07682, "Y2": 0.198, "X3": 0.07547, "Y3": 0.2318, "X4": 0.04178, "Y4": 0.2318, "page": 0, "Index": 34}, {"Word": "100", "Confidence": 0.986, "X1": 0.08356, "Y1": 0.1982, "X2": 0.14555, "Y2": 0.198, "X3": 0.1442, "Y3": 0.2308, "X4": 0.08356, "Y4": 0.2318, "page": 0, "Index": 35}, {"Word": "CPB", "Confidence": 0.734, "X1": 0.16712, "Y1": 0.1972, "X2": 0.23315, "Y2": 0.197, "X3": 0.23181, "Y3": 0.2288, "X4": 0.16577, "Y4": 0.2308, "page": 0, "Index": 36}, {"Word": "9.19", "Confidence": 0.928, "X1": 0.81402, "Y1": 0.2122, "X2": 0.8558, "Y2": 0.212, "X3": 0.86927, "Y3": 0.2338, "X4": 0.82615, "Y4": 0.2478, "page": 0, "Index": 37}, {"Word": "7", "Confidence": 0.751, "X1": 0.2965, "Y1": 0.3002, "X2": 0.31536, "Y2": 0.3, "X3": 0.30863, "Y3": 0.3278, "X4": 0.28976, "Y4": 0.3288, "page": 0, "Index": 38}, {"Word": "crate", "Confidence": 0.1, "X1": 0.33019, "Y1": 0.3032, "X2": 0.39488, "Y2": 0.303, "X3": 0.38949, "Y3": 0.3268, "X4": 0.3248, "Y4": 0.3278, "page": 0, "Index": 39}, {"Word": "morrone", "Confidence": 0.069, "X1": 0.41779, "Y1": 0.3072, "X2": 0.52291, "Y2": 0.307, "X3": 0.52156, "Y3": 0.3248, "X4": 0.41375, "Y4": 0.3268, "page": 0, "Index": 40}, {"Word": "130", "Confidence": 0.372, "X1": 0.56604, "Y1": 0.3062, "X2": 0.62264, "Y2": 0.306, "X3": 0.62129, "Y3": 0.3238, "X4": 0.56469, "Y4": 0.3238, "page": 0, "Index": 41}, {"Word": "10", "Confidence": 0.292, "X1": 0.64151, "Y1": 0.3062, "X2": 0.67116, "Y2": 0.306, "X3": 0.67251, "Y3": 0.3228, "X4": 0.64151, "Y4": 0.3228, "page": 0, "Index": 42}, {"Word": "C27", "Confidence": 0.392, "X1": 0.68329, "Y1": 0.3042, "X2": 0.72911, "Y2": 0.304, "X3": 0.73046, "Y3": 0.3218, "X4": 0.68464, "Y4": 0.3228, "page": 0, "Index": 43}, {"Word": "W1-100", "Confidence": 0.569, "X1": 0.05526, "Y1": 0.2952, "X2": 0.16307, "Y2": 0.295, "X3": 0.16307, "Y3": 0.3308, "X4": 0.05526, "Y4": 0.3318, "page": 0, "Index": 44}, {"Word": "SP", "Confidence": 0.878, "X1": 0.17655, "Y1": 0.2942, "X2": 0.22642, "Y2": 0.294, "X3": 0.22642, "Y3": 0.3308, "X4": 0.17655, "Y4": 0.3308, "page": 0, "Index": 45}, {"Word": "as", "Confidence": 0.816, "X1": 0.30593, "Y1": 0.3242, "X2": 0.33827, "Y2": 0.324, "X3": 0.33827, "Y3": 0.3478, "X4": 0.30593, "Y4": 0.3478, "page": 0, "Index": 46}, {"Word": "is", "Confidence": 0.961, "X1": 0.34501, "Y1": 0.3232, "X2": 0.37466, "Y2": 0.323, "X3": 0.37466, "Y3": 0.3468, "X4": 0.34501, "Y4": 0.3468, "page": 0, "Index": 47}, {"Word": "K", "Confidence": 0.986, "X1": 0.4434, "Y1": 0.3262, "X2": 0.45553, "Y2": 0.326, "X3": 0.45418, "Y3": 0.3478, "X4": 0.44205, "Y4": 0.3478, "page": 0, "Index": 48}, {"Word": "2.3", "Confidence": 0.856, "X1": 0.46092, "Y1": 0.3272, "X2": 0.49865, "Y2": 0.327, "X3": 0.4973, "Y3": 0.3478, "X4": 0.45957, "Y4": 0.3478, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.995, "X1": 0.51213, "Y1": 0.3282, "X2": 0.54313, "Y2": 0.328, "X3": 0.54313, "Y3": 0.3468, "X4": 0.51213, "Y4": 0.3468, "page": 0, "Index": 50}, {"Word": "K282", "Confidence": 0.115, "X1": 0.55121, "Y1": 0.3282, "X2": 0.6159, "Y2": 0.328, "X3": 0.61456, "Y3": 0.3468, "X4": 0.54987, "Y4": 0.3468, "page": 0, "Index": 51}, {"Word": "+", "Confidence": 0.059, "X1": 0.62129, "Y1": 0.3292, "X2": 0.64016, "Y2": 0.329, "X3": 0.63881, "Y3": 0.3468, "X4": 0.61995, "Y4": 0.3468, "page": 0, "Index": 52}, {"Word": "at", "Confidence": 0.627, "X1": 0.64555, "Y1": 0.3292, "X2": 0.67655, "Y2": 0.329, "X3": 0.6752, "Y3": 0.3468, "X4": 0.6442, "Y4": 0.3468, "page": 0, "Index": 53}, {"Word": "Same", "Confidence": 0.756, "X1": 0.68329, "Y1": 0.3292, "X2": 0.73585, "Y2": 0.329, "X3": 0.7345, "Y3": 0.3478, "X4": 0.68194, "Y4": 0.3468, "page": 0, "Index": 54}, {"Word": "Card", "Confidence": 0.068, "X1": 0.74933, "Y1": 0.3292, "X2": 0.80458, "Y2": 0.329, "X3": 0.80458, "Y3": 0.3488, "X4": 0.74933, "Y4": 0.3478, "page": 0, "Index": 55}, {"Word": "C30", "Confidence": 0.938, "X1": 0.4434, "Y1": 0.3532, "X2": 0.50135, "Y2": 0.353, "X3": 0.50135, "Y3": 0.3728, "X4": 0.44205, "Y4": 0.3738, "page": 0, "Index": 56}, {"Word": "-01275", "Confidence": 0.173, "X1": 0.5283, "Y1": 0.3522, "X2": 0.62803, "Y2": 0.352, "X3": 0.62803, "Y3": 0.3738, "X4": 0.5283, "Y4": 0.3728, "page": 0, "Index": 57}, {"Word": "SL", "Confidence": 0.684, "X1": 0.07278, "Y1": 0.4042, "X2": 0.11186, "Y2": 0.404, "X3": 0.11186, "Y3": 0.4218, "X4": 0.07278, "Y4": 0.4218, "page": 0, "Index": 58}, {"Word": "1100", "Confidence": 0.485, "X1": 0.12534, "Y1": 0.4052, "X2": 0.18733, "Y2": 0.405, "X3": 0.18598, "Y3": 0.4218, "X4": 0.12399, "Y4": 0.4218, "page": 0, "Index": 59}, {"Word": "WLOS", "Confidence": 0.24, "X1": 0.07143, "Y1": 0.4952, "X2": 0.15229, "Y2": 0.495, "X3": 0.15229, "Y3": 0.5168, "X4": 0.07278, "Y4": 0.5188, "page": 0, "Index": 60}, {"Word": "will", "Confidence": 0.886, "X1": 0.23181, "Y1": 0.4912, "X2": 0.28437, "Y2": 0.491, "X3": 0.28167, "Y3": 0.5238, "X4": 0.23046, "Y4": 0.5238, "page": 0, "Index": 61}, {"Word": "be", "Confidence": 0.98, "X1": 0.29515, "Y1": 0.4912, "X2": 0.33423, "Y2": 0.491, "X3": 0.33288, "Y3": 0.5238, "X4": 0.2938, "Y4": 0.5238, "page": 0, "Index": 62}, {"Word": "jest", "Confidence": 0.098, "X1": 0.34232, "Y1": 0.4912, "X2": 0.40431, "Y2": 0.491, "X3": 0.40296, "Y3": 0.5228, "X4": 0.34097, "Y4": 0.5228, "page": 0, "Index": 63}, {"Word": "as", "Confidence": 0.869, "X1": 0.41509, "Y1": 0.4922, "X2": 0.45553, "Y2": 0.492, "X3": 0.45553, "Y3": 0.5228, "X4": 0.41375, "Y4": 0.5228, "page": 0, "Index": 64}, {"Word": "mild.", "Confidence": 0.593, "X1": 0.47305, "Y1": 0.4922, "X2": 0.55795, "Y2": 0.492, "X3": 0.55795, "Y3": 0.5218, "X4": 0.4717, "Y4": 0.5228, "page": 0, "Index": 65}, {"Word": "G7-4", "Confidence": 0.753, "X1": 0.56604, "Y1": 0.4932, "X2": 0.64151, "Y2": 0.493, "X3": 0.64151, "Y3": 0.5208, "X4": 0.56604, "Y4": 0.5218, "page": 0, "Index": 66}, {"Word": "to", "Confidence": 0.996, "X1": 0.6496, "Y1": 0.4932, "X2": 0.69137, "Y2": 0.493, "X3": 0.69003, "Y3": 0.5208, "X4": 0.6496, "Y4": 0.5208, "page": 0, "Index": 67}, {"Word": "67-2", "Confidence": 0.737, "X1": 0.70216, "Y1": 0.4942, "X2": 0.77763, "Y2": 0.494, "X3": 0.77763, "Y3": 0.5198, "X4": 0.70216, "Y4": 0.5208, "page": 0, "Index": 68}, {"Word": "but", "Confidence": 0.988, "X1": 0.78571, "Y1": 0.4942, "X2": 0.83693, "Y2": 0.494, "X3": 0.83693, "Y3": 0.5198, "X4": 0.78571, "Y4": 0.5198, "page": 0, "Index": 69}, {"Word": "will", "Confidence": 0.967, "X1": 0.84771, "Y1": 0.4952, "X2": 0.9097, "Y2": 0.495, "X3": 0.9097, "Y3": 0.5188, "X4": 0.84771, "Y4": 0.5198, "page": 0, "Index": 70}, {"Word": "end", "Confidence": 0.744, "X1": 0.60512, "Y1": 0.5252, "X2": 0.65364, "Y2": 0.525, "X3": 0.65364, "Y3": 0.5428, "X4": 0.60512, "Y4": 0.5428, "page": 0, "Index": 71}, {"Word": "up", "Confidence": 0.981, "X1": 0.66038, "Y1": 0.5232, "X2": 0.69677, "Y2": 0.523, "X3": 0.69407, "Y3": 0.5458, "X4": 0.65768, "Y4": 0.5458, "page": 0, "Index": 72}, {"Word": "W/abend", "Confidence": 0.312, "X1": 0.71294, "Y1": 0.5212, "X2": 0.83019, "Y2": 0.521, "X3": 0.82884, "Y3": 0.5448, "X4": 0.71024, "Y4": 0.5448, "page": 0, "Index": 73}, {"Word": "Semelle", "Confidence": 0.076, "X1": 0.83558, "Y1": 0.5232, "X2": 0.93127, "Y2": 0.523, "X3": 0.93127, "Y3": 0.5438, "X4": 0.83558, "Y4": 0.5448, "page": 0, "Index": 74}, {"Word": "We", "Confidence": 0.251, "X1": 0.12534, "Y1": 0.5472, "X2": 0.15364, "Y2": 0.547, "X3": 0.15364, "Y3": 0.5678, "X4": 0.12399, "Y4": 0.5678, "page": 0, "Index": 75}, {"Word": "100", "Confidence": 0.954, "X1": 0.15903, "Y1": 0.5472, "X2": 0.20889, "Y2": 0.547, "X3": 0.20889, "Y3": 0.5678, "X4": 0.15903, "Y4": 0.5678, "page": 0, "Index": 76}, {"Word": "CPE", "Confidence": 0.529, "X1": 0.22102, "Y1": 0.5462, "X2": 0.26685, "Y2": 0.546, "X3": 0.26685, "Y3": 0.5678, "X4": 0.22102, "Y4": 0.5678, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.5492, "X2": 0.70889, "Y2": 0.549, "X3": 0.70889, "Y3": 0.5648, "X4": 0.68464, "Y4": 0.5638, "page": 0, "Index": 78}, {"Word": "100insp", "Confidence": 0.221, "X1": 0.72776, "Y1": 0.5472, "X2": 0.83827, "Y2": 0.547, "X3": 0.83693, "Y3": 0.5648, "X4": 0.72776, "Y4": 0.5658, "page": 0, "Index": 79}, {"Word": "USO", "Confidence": 0.472, "X1": 0.05526, "Y1": 0.5472, "X2": 0.10512, "Y2": 0.547, "X3": 0.10512, "Y3": 0.5688, "X4": 0.05526, "Y4": 0.5698, "page": 0, "Index": 80}, {"Word": "charti", "Confidence": 0.165, "X1": 0.24394, "Y1": 0.5612, "X2": 0.31671, "Y2": 0.561, "X3": 0.31806, "Y3": 0.5838, "X4": 0.24528, "Y4": 0.5908, "page": 0, "Index": 81}, {"Word": "W/R22", "Confidence": 0.346, "X1": 0.17385, "Y1": 0.5682, "X2": 0.2372, "Y2": 0.568, "X3": 0.23854, "Y3": 0.5908, "X4": 0.17385, "Y4": 0.5948, "page": 0, "Index": 82}, {"Word": "700", "Confidence": 0.774, "X1": 0.42453, "Y1": 0.5712, "X2": 0.47305, "Y2": 0.571, "X3": 0.47305, "Y3": 0.5918, "X4": 0.42453, "Y4": 0.5918, "page": 0, "Index": 83}, {"Word": "Mah", "Confidence": 0.071, "X1": 0.49596, "Y1": 0.5702, "X2": 0.54717, "Y2": 0.57, "X3": 0.54717, "Y3": 0.5918, "X4": 0.49596, "Y4": 0.5918, "page": 0, "Index": 84}, {"Word": "TB", "Confidence": 0.096, "X1": 0.57008, "Y1": 0.5712, "X2": 0.61051, "Y2": 0.571, "X3": 0.61051, "Y3": 0.5928, "X4": 0.57008, "Y4": 0.5918, "page": 0, "Index": 85}, {"Word": "Un", "Confidence": 0.149, "X1": 0.42183, "Y1": 0.5972, "X2": 0.45013, "Y2": 0.597, "X3": 0.45013, "Y3": 0.6168, "X4": 0.42183, "Y4": 0.6158, "page": 0, "Index": 86}, {"Word": "SA", "Confidence": 0.98, "X1": 0.469, "Y1": 0.5972, "X2": 0.5, "Y2": 0.597, "X3": 0.50135, "Y3": 0.6178, "X4": 0.469, "Y4": 0.6168, "page": 0, "Index": 87}, {"Word": "c.", "Confidence": 0.942, "X1": 0.11725, "Y1": 0.6662, "X2": 0.14151, "Y2": 0.666, "X3": 0.14151, "Y3": 0.6818, "X4": 0.11725, "Y4": 0.6818, "page": 0, "Index": 88}, {"Word": "WL", "Confidence": 0.987, "X1": 0.62668, "Y1": 0.6682, "X2": 0.65903, "Y2": 0.668, "X3": 0.65768, "Y3": 0.6868, "X4": 0.62534, "Y4": 0.6868, "page": 0, "Index": 89}, {"Word": "100", "Confidence": 0.999, "X1": 0.66846, "Y1": 0.6682, "X2": 0.71429, "Y2": 0.668, "X3": 0.71294, "Y3": 0.6868, "X4": 0.66712, "Y4": 0.6868, "page": 0, "Index": 90}, {"Word": "CPB", "Confidence": 0.884, "X1": 0.72102, "Y1": 0.6692, "X2": 0.77089, "Y2": 0.669, "X3": 0.76819, "Y3": 0.6868, "X4": 0.71968, "Y4": 0.6868, "page": 0, "Index": 91}, {"Word": "\"", "Confidence": 0.575, "X1": 0.65229, "Y1": 0.6912, "X2": 0.65903, "Y2": 0.691, "X3": 0.65903, "Y3": 0.7068, "X4": 0.65094, "Y4": 0.7058, "page": 0, "Index": 92}, {"Word": "1", "Confidence": 0.307, "X1": 0.66307, "Y1": 0.6902, "X2": 0.6779, "Y2": 0.69, "X3": 0.67655, "Y3": 0.7068, "X4": 0.66307, "Y4": 0.7068, "page": 0, "Index": 93}, {"Word": "\"", "Confidence": 1, "X1": 0.72372, "Y1": 0.6912, "X2": 0.73989, "Y2": 0.691, "X3": 0.73854, "Y3": 0.7058, "X4": 0.72237, "Y4": 0.7068, "page": 0, "Index": 94}, {"Word": "TO", "Confidence": 0.133, "X1": 0.11321, "Y1": 0.6882, "X2": 0.15229, "Y2": 0.688, "X3": 0.15229, "Y3": 0.7118, "X4": 0.11456, "Y4": 0.7118, "page": 0, "Index": 95}, {"Word": "'", "Confidence": 0.124, "X1": 0.7372, "Y1": 0.6932, "X2": 0.74394, "Y2": 0.693, "X3": 0.74394, "Y3": 0.7108, "X4": 0.7372, "Y4": 0.7108, "page": 0, "Index": 96}, {"Word": "Sworth", "Confidence": 0.102, "X1": 0.78302, "Y1": 0.6942, "X2": 0.8504, "Y2": 0.694, "X3": 0.8504, "Y3": 0.7138, "X4": 0.78302, "Y4": 0.7118, "page": 0, "Index": 97}, {"Word": "to", "Confidence": 0.458, "X1": 0.86119, "Y1": 0.6942, "X2": 0.88544, "Y2": 0.694, "X3": 0.88544, "Y3": 0.7138, "X4": 0.86119, "Y4": 0.7138, "page": 0, "Index": 98}, {"Word": "Kez", "Confidence": 0.642, "X1": 0.89623, "Y1": 0.6932, "X2": 0.93666, "Y2": 0.693, "X3": 0.93666, "Y3": 0.7138, "X4": 0.89623, "Y4": 0.7138, "page": 0, "Index": 99}, {"Word": "WL", "Confidence": 0.955, "X1": 0.63342, "Y1": 0.7162, "X2": 0.66307, "Y2": 0.716, "X3": 0.66307, "Y3": 0.7338, "X4": 0.63342, "Y4": 0.7338, "page": 0, "Index": 100}, {"Word": "100", "Confidence": 0.958, "X1": 0.66712, "Y1": 0.7172, "X2": 0.71294, "Y2": 0.717, "X3": 0.71294, "Y3": 0.7338, "X4": 0.66712, "Y4": 0.7338, "page": 0, "Index": 101}, {"Word": "SP", "Confidence": 0.955, "X1": 0.72642, "Y1": 0.7182, "X2": 0.76011, "Y2": 0.718, "X3": 0.75876, "Y3": 0.7338, "X4": 0.72507, "Y4": 0.7338, "page": 0, "Index": 102}, {"Word": "SL", "Confidence": 0.946, "X1": 0.62938, "Y1": 0.7402, "X2": 0.66712, "Y2": 0.74, "X3": 0.66712, "Y3": 0.7578, "X4": 0.62938, "Y4": 0.7578, "page": 0, "Index": 103}, {"Word": "100", "Confidence": 0.999, "X1": 0.69407, "Y1": 0.7402, "X2": 0.74124, "Y2": 0.74, "X3": 0.73989, "Y3": 0.7588, "X4": 0.69272, "Y4": 0.7578, "page": 0, "Index": 104}, {"Word": "WL.", "Confidence": 0.747, "X1": 0.63747, "Y1": 0.7652, "X2": 0.67251, "Y2": 0.765, "X3": 0.67251, "Y3": 0.7858, "X4": 0.63612, "Y4": 0.7868, "page": 0, "Index": 105}, {"Word": "85", "Confidence": 0.914, "X1": 0.69137, "Y1": 0.7622, "X2": 0.71968, "Y2": 0.762, "X3": 0.71968, "Y3": 0.7838, "X4": 0.69137, "Y4": 0.7848, "page": 0, "Index": 106}, {"Word": "50699", "Confidence": 0.846, "X1": 0.97978, "Y1": 0.8472, "X2": 0.98113, "Y2": 0.847, "X3": 0.95957, "Y3": 0.8468, "X4": 0.95822, "Y4": 0.8008, "page": 0, "Index": 107}, {"Word": "Carbonx", "Confidence": 0.665, "X1": 0.11186, "Y1": 0.8312, "X2": 0.2345, "Y2": 0.831, "X3": 0.23181, "Y3": 0.8548, "X4": 0.10916, "Y4": 0.8558, "page": 0, "Index": 108}, {"Word": "SED", "Confidence": 0.94, "X1": 0.25202, "Y1": 0.8322, "X2": 0.30997, "Y2": 0.832, "X3": 0.30997, "Y3": 0.8548, "X4": 0.25067, "Y4": 0.8548, "page": 0, "Index": 109}, {"Word": "0366", "Confidence": 0.856, "X1": 0.98113, "Y1": 0.8952, "X2": 0.98113, "Y2": 0.895, "X3": 0.96092, "Y3": 0.8958, "X4": 0.95957, "Y4": 0.8578, "page": 0, "Index": 110}]}
|
"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"
|
ffnw0104
| 1 |
{"lines_data": [{"Word": "....", "Confidence": 0.676, "X1": 0.20081, "Y1": 0.0312, "X2": 0.26011, "Y2": 0.031, "X3": 0.26011, "Y3": 0.0408, "X4": 0.20081, "Y4": 0.0418, "page": 0}, {"Word": "Ethyl Alcohol", "Confidence": 0.774, "X1": 0.18733, "Y1": 0.0472, "X2": 0.30189, "Y2": 0.047, "X3": 0.30189, "Y3": 0.0598, "X4": 0.18733, "Y4": 0.0618, "page": 0}, {"Word": "93.80", "Confidence": 0.87, "X1": 0.37197, "Y1": 0.0482, "X2": 0.43396, "Y2": 0.048, "X3": 0.43531, "Y3": 0.0588, "X4": 0.37197, "Y4": 0.0598, "page": 0}, {"Word": "to 103.00", "Confidence": 0.4665, "X1": 0.44744, "Y1": 0.0482, "X2": 0.52561, "Y2": 0.048, "X3": 0.52561, "Y3": 0.0588, "X4": 0.44744, "Y4": 0.0588, "page": 0}, {"Word": "Volume Porcent", "Confidence": 0.6085, "X1": 0.55121, "Y1": 0.0482, "X2": 0.65499, "Y2": 0.048, "X3": 0.65499, "Y3": 0.0598, "X4": 0.55121, "Y4": 0.0588, "page": 0}, {"Word": "Ethyl Alcohol", "Confidence": 0.4665, "X1": 0.18194, "Y1": 0.0682, "X2": 0.30189, "Y2": 0.068, "X3": 0.30189, "Y3": 0.0808, "X4": 0.18194, "Y4": 0.0818, "page": 0}, {"Word": "90.80", "Confidence": 0.652, "X1": 0.39084, "Y1": 0.0692, "X2": 0.43261, "Y2": 0.069, "X3": 0.43261, "Y3": 0.0798, "X4": 0.39084, "Y4": 0.0798, "page": 0}, {"Word": "ta 100.00", "Confidence": 0.855, "X1": 0.44474, "Y1": 0.0692, "X2": 0.52156, "Y2": 0.069, "X3": 0.52156, "Y3": 0.0808, "X4": 0.44474, "Y4": 0.0808, "page": 0}, {"Word": "Weight Porcant", "Confidence": 0.6845, "X1": 0.55256, "Y1": 0.0702, "X2": 0.65633, "Y2": 0.07, "X3": 0.65633, "Y3": 0.0808, "X4": 0.55121, "Y4": 0.0798, "page": 0}, {"Word": "210-404", "Confidence": 0.815, "X1": 0.78437, "Y1": 0.0692, "X2": 0.83558, "Y2": 0.069, "X3": 0.83558, "Y3": 0.0798, "X4": 0.78437, "Y4": 0.0798, "page": 0}, {"Word": "---", "Confidence": 0.849, "X1": 0.17925, "Y1": 0.0942, "X2": 0.18194, "Y2": 0.094, "X3": 0.16981, "Y3": 0.0948, "X4": 0.16712, "Y4": 0.0318, "page": 0}, {"Word": "mWater Content", "Confidence": 0.801, "X1": 0.1779, "Y1": 0.0882, "X2": 0.30189, "Y2": 0.088, "X3": 0.30323, "Y3": 0.1008, "X4": 0.1779, "Y4": 0.1018, "page": 0}, {"Word": "0.0 to 9.20", "Confidence": 0.46733, "X1": 0.38544, "Y1": 0.0882, "X2": 0.52426, "Y2": 0.088, "X3": 0.52426, "Y3": 0.1018, "X4": 0.38544, "Y4": 0.1018, "page": 0}, {"Word": "Weight Paramnt", "Confidence": 0.563, "X1": 0.54852, "Y1": 0.0902, "X2": 0.65633, "Y2": 0.09, "X3": 0.65633, "Y3": 0.1008, "X4": 0.54852, "Y4": 0.0998, "page": 0}, {"Word": "210-404", "Confidence": 0.655, "X1": 0.78571, "Y1": 0.0892, "X2": 0.83827, "Y2": 0.089, "X3": 0.83962, "Y3": 0.0998, "X4": 0.78571, "Y4": 0.1008, "page": 0}, {"Word": "Ref. Index at 20 C", "Confidence": 0.8526, "X1": 0.18598, "Y1": 0.1102, "X2": 0.34636, "Y2": 0.11, "X3": 0.34636, "Y3": 0.1218, "X4": 0.18598, "Y4": 0.1238, "page": 0}, {"Word": ".", "Confidence": 0.797, "X1": 0.35984, "Y1": 0.1102, "X2": 0.3841, "Y2": 0.11, "X3": 0.3841, "Y3": 0.1218, "X4": 0.35984, "Y4": 0.1218, "page": 0}, {"Word": "1.3630 to 1.3660", "Confidence": 0.841, "X1": 0.39892, "Y1": 0.1102, "X2": 0.53504, "Y2": 0.11, "X3": 0.53639, "Y3": 0.1218, "X4": 0.39892, "Y4": 0.1228, "page": 0}, {"Word": "240-214", "Confidence": 0.991, "X1": 0.78437, "Y1": 0.1102, "X2": 0.83962, "Y2": 0.11, "X3": 0.83962, "Y3": 0.1208, "X4": 0.78437, "Y4": 0.1218, "page": 0}, {"Word": "Solubility", "Confidence": 0.213, "X1": 0.18868, "Y1": 0.1432, "X2": 0.27763, "Y2": 0.143, "X3": 0.27763, "Y3": 0.1548, "X4": 0.18868, "Y4": 0.1548, "page": 0}, {"Word": "MISCIBLE WITH WATER, ETHER, AND CHLOROFORM.", "Confidence": 0.7545, "X1": 0.37062, "Y1": 0.1412, "X2": 0.69137, "Y2": 0.141, "X3": 0.69137, "Y3": 0.1538, "X4": 0.37062, "Y4": 0.1538, "page": 0}, {"Word": "Packaging", "Confidence": 0.676, "X1": 0.18868, "Y1": 0.1842, "X2": 0.27089, "Y2": 0.184, "X3": 0.27089, "Y3": 0.1968, "X4": 0.18868, "Y4": 0.1968, "page": 0}, {"Word": "1 STORE IN FULL, TZONT CONTAINERS, AWAY FROM HEAT, FLAME AND", "Confidence": 0.69755, "X1": 0.36658, "Y1": 0.1822, "X2": 0.7965, "Y2": 0.182, "X3": 0.7965, "Y3": 0.1948, "X4": 0.36658, "Y4": 0.1958, "page": 0}, {"Word": "MOISTURE. STORE PARTIALLY USED CONTAINERS UNDER NITROGEN.", "Confidence": 0.81, "X1": 0.38275, "Y1": 0.1932, "X2": 0.78976, "Y2": 0.193, "X3": 0.78976, "Y3": 0.2058, "X4": 0.38275, "Y4": 0.2058, "page": 0}, {"Word": "Methods of Analysis", "Confidence": 0.79367, "X1": 0.18733, "Y1": 0.2252, "X2": 0.35714, "Y2": 0.225, "X3": 0.35714, "Y3": 0.2378, "X4": 0.18868, "Y4": 0.2378, "page": 0}, {"Word": "GC Method Number:", "Confidence": 0.69567, "X1": 0.38814, "Y1": 0.2362, "X2": 0.51078, "Y2": 0.236, "X3": 0.51078, "Y3": 0.2468, "X4": 0.38814, "Y4": 0.2478, "page": 0}, {"Word": "Method", "Confidence": 0.485, "X1": 0.54852, "Y1": 0.2262, "X2": 0.61321, "Y2": 0.226, "X3": 0.61186, "Y3": 0.2388, "X4": 0.54852, "Y4": 0.2378, "page": 0}, {"Word": "Prep", "Confidence": 0.771, "X1": 0.62668, "Y1": 0.2272, "X2": 0.67385, "Y2": 0.227, "X3": 0.67251, "Y3": 0.2388, "X4": 0.62534, "Y4": 0.2378, "page": 0}, {"Word": "LC Hathed Number:", "Confidence": 0.63467, "X1": 0.38275, "Y1": 0.2462, "X2": 0.51078, "Y2": 0.246, "X3": 0.51078, "Y3": 0.2578, "X4": 0.38275, "Y4": 0.2568, "page": 0}, {"Word": "IR Method Numbers", "Confidence": 0.42433, "X1": 0.38275, "Y1": 0.2572, "X2": 0.51078, "Y2": 0.257, "X3": 0.51078, "Y3": 0.2678, "X4": 0.38275, "Y4": 0.2688, "page": 0}, {"Word": "UV Nathad Humber:", "Confidence": 0.47467, "X1": 0.38544, "Y1": 0.2672, "X2": 0.51078, "Y2": 0.267, "X3": 0.51078, "Y3": 0.2778, "X4": 0.38544, "Y4": 0.2768, "page": 0}, {"Word": "Comments", "Confidence": 0.675, "X1": 0.19003, "Y1": 0.3092, "X2": 0.26146, "Y2": 0.309, "X3": 0.26146, "Y3": 0.3208, "X4": 0.19003, "Y4": 0.3208, "page": 0}, {"Word": "ASSAY, DETERMINE METHYLENE BLUE CONCENTRATION COLORIMETRI-", "Confidence": 0.60133, "X1": 0.37736, "Y1": 0.3062, "X2": 0.7965, "Y2": 0.306, "X3": 0.7965, "Y3": 0.3188, "X4": 0.37736, "Y4": 0.3198, "page": 0}, {"Word": "CALLY BY SCANNING THE NEAT SAMPLE & RECORDING THE ABSORBANCE", "Confidence": 0.864, "X1": 0.38544, "Y1": 0.3172, "X2": 0.80997, "Y2": 0.317, "X3": 0.80997, "Y3": 0.3288, "X4": 0.38544, "Y4": 0.3298, "page": 0}, {"Word": "FOR THE TWO PEAK MAXIMA WHICH CHARACTERIZE METHYLENE BLUE", "Confidence": 0.76133, "X1": 0.38814, "Y1": 0.3282, "X2": 0.79245, "Y2": 0.328, "X3": 0.79245, "Y3": 0.3388, "X4": 0.38814, "Y4": 0.3408, "page": 0}, {"Word": "(599 TO GES MM & 6SB TO 650 NM). SCAN RATE OF 120 MM/NIN &", "Confidence": 0.51607, "X1": 0.38814, "Y1": 0.3392, "X2": 0.80728, "Y2": 0.339, "X3": 0.80728, "Y3": 0.3508, "X4": 0.38814, "Y4": 0.3518, "page": 0}, {"Word": "SLIT WIDTH OF 2 MM REFERENCED AGAINST DISTILLED WATER. A", "Confidence": 0.8204, "X1": 0.38814, "Y1": 0.3502, "X2": 0.7938, "Y2": 0.35, "X3": 0.7938, "Y3": 0.3608, "X4": 0.38814, "Y4": 0.3618, "page": 0}, {"Word": "RATIO IS THEN CALCULATER OF 656/682 COR APPROPRIATE PEAK", "Confidence": 0.79756, "X1": 0.38544, "Y1": 0.3602, "X2": 0.78571, "Y2": 0.36, "X3": 0.78571, "Y3": 0.3718, "X4": 0.38679, "Y4": 0.3728, "page": 0}, {"Word": "MAXIMA).2.3 TO 2.9. THE PEAK MAXINA CAN BE DETERMINED BY", "Confidence": 0.6719, "X1": 0.38814, "Y1": 0.3712, "X2": 0.79111, "Y2": 0.371, "X3": 0.79111, "Y3": 0.3818, "X4": 0.38814, "Y4": 0.3818, "page": 0}, {"Word": "USING THE MIDPT. OF THE 1ST DERIVATIVE OR INFLECTION POINTS.", "Confidence": 0.6101, "X1": 0.38949, "Y1": 0.3812, "X2": 0.80863, "Y2": 0.381, "X3": 0.80863, "Y3": 0.3918, "X4": 0.38949, "Y4": 0.3928, "page": 0}, {"Word": "ALTERNATIVELY, THE PEAK MAXIMA ALONE CAN BE DETERMINED MINUS", "Confidence": 0.77711, "X1": 0.38679, "Y1": 0.3912, "X2": 0.81402, "Y2": 0.391, "X3": 0.81402, "Y3": 0.4018, "X4": 0.38679, "Y4": 0.4028, "page": 0}, {"Word": "THE ASSORBANCE AT 750 # SHOULD BE BETWEEN 0.50 AND B.75.", "Confidence": 0.68273, "X1": 0.38949, "Y1": 0.4032, "X2": 0.79111, "Y2": 0.403, "X3": 0.79111, "Y3": 0.4138, "X4": 0.38949, "Y4": 0.4128, "page": 0}, {"Word": "NOTE: MATER & ETOH DETERMINATIONS ARE BY METHOD 17. PREP 1.", "Confidence": 0.69909, "X1": 0.38949, "Y1": 0.4122, "X2": 0.80997, "Y2": 0.412, "X3": 0.80997, "Y3": 0.4248, "X4": 0.38949, "Y4": 0.4258, "page": 0}, {"Word": "NOTE: COMPONENTS PRESENT & NOT LISTED MAY VARY: . 81 - . 20%.", "Confidence": 0.95877, "X1": 0.38814, "Y1": 0.4212, "X2": 0.81267, "Y2": 0.421, "X3": 0.81267, "Y3": 0.4368, "X4": 0.38814, "Y4": 0.4378, "page": 0}, {"Word": "Approved: V/s E. G. Cook", "Confidence": 0.5284, "X1": 0.18598, "Y1": 0.4462, "X2": 0.42857, "Y2": 0.446, "X3": 0.42857, "Y3": 0.4598, "X4": 0.18598, "Y4": 0.4608, "page": 0}, {"Word": "Prepared by: 22 Rueofheart.", "Confidence": 0.477, "X1": 0.49326, "Y1": 0.4402, "X2": 0.76819, "Y2": 0.44, "X3": 0.76819, "Y3": 0.4638, "X4": 0.49326, "Y4": 0.4628, "page": 0}, {"Word": "---------", "Confidence": 0.317, "X1": 0.18733, "Y1": 0.4602, "X2": 0.35445, "Y2": 0.46, "X3": 0.35445, "Y3": 0.4688, "X4": 0.18733, "Y4": 0.4688, "page": 0}, {"Word": "2057229007", "Confidence": 0.981, "X1": 0.92183, "Y1": 0.9532, "X2": 0.92049, "Y2": 0.953, "X3": 0.88814, "Y3": 0.9528, "X4": 0.88949, "Y4": 0.8128, "page": 0}], "words_data": [{"Word": "....", "Confidence": 0.676, "X1": 0.20216, "Y1": 0.0322, "X2": 0.26011, "Y2": 0.032, "X3": 0.26011, "Y3": 0.0408, "X4": 0.20216, "Y4": 0.0418, "page": 0, "Index": 0}, {"Word": "Ethyl", "Confidence": 0.823, "X1": 0.18868, "Y1": 0.0492, "X2": 0.23046, "Y2": 0.049, "X3": 0.23046, "Y3": 0.0608, "X4": 0.18733, "Y4": 0.0618, "page": 0, "Index": 1}, {"Word": "Alcohol", "Confidence": 0.725, "X1": 0.2372, "Y1": 0.0482, "X2": 0.29784, "Y2": 0.048, "X3": 0.29784, "Y3": 0.0608, "X4": 0.23585, "Y4": 0.0608, "page": 0, "Index": 2}, {"Word": "93.80", "Confidence": 0.87, "X1": 0.39218, "Y1": 0.0482, "X2": 0.42992, "Y2": 0.048, "X3": 0.42992, "Y3": 0.0598, "X4": 0.39218, "Y4": 0.0608, "page": 0, "Index": 3}, {"Word": "to", "Confidence": 0.302, "X1": 0.44879, "Y1": 0.0492, "X2": 0.46361, "Y2": 0.049, "X3": 0.46361, "Y3": 0.0588, "X4": 0.44879, "Y4": 0.0588, "page": 0, "Index": 4}, {"Word": "103.00", "Confidence": 0.631, "X1": 0.47574, "Y1": 0.0492, "X2": 0.52022, "Y2": 0.049, "X3": 0.51887, "Y3": 0.0598, "X4": 0.47574, "Y4": 0.0588, "page": 0, "Index": 5}, {"Word": "Volume", "Confidence": 0.506, "X1": 0.55256, "Y1": 0.0492, "X2": 0.59838, "Y2": 0.049, "X3": 0.59704, "Y3": 0.0588, "X4": 0.55121, "Y4": 0.0588, "page": 0, "Index": 6}, {"Word": "Porcent", "Confidence": 0.711, "X1": 0.60108, "Y1": 0.0492, "X2": 0.65499, "Y2": 0.049, "X3": 0.65364, "Y3": 0.0598, "X4": 0.59973, "Y4": 0.0588, "page": 0, "Index": 7}, {"Word": "---", "Confidence": 0.849, "X1": 0.17925, "Y1": 0.0682, "X2": 0.18059, "Y2": 0.068, "X3": 0.16981, "Y3": 0.0688, "X4": 0.16846, "Y4": 0.0328, "page": 0, "Index": 8}, {"Word": "Ethyl", "Confidence": 0.684, "X1": 0.18598, "Y1": 0.0692, "X2": 0.23181, "Y2": 0.069, "X3": 0.23046, "Y3": 0.0818, "X4": 0.18464, "Y4": 0.0818, "page": 0, "Index": 9}, {"Word": "Alcohol", "Confidence": 0.249, "X1": 0.2372, "Y1": 0.0692, "X2": 0.29784, "Y2": 0.069, "X3": 0.29784, "Y3": 0.0818, "X4": 0.23585, "Y4": 0.0818, "page": 0, "Index": 10}, {"Word": "90.80", "Confidence": 0.652, "X1": 0.39218, "Y1": 0.0692, "X2": 0.42992, "Y2": 0.069, "X3": 0.42992, "Y3": 0.0798, "X4": 0.39218, "Y4": 0.0798, "page": 0, "Index": 11}, {"Word": "ta", "Confidence": 0.938, "X1": 0.44879, "Y1": 0.0702, "X2": 0.46496, "Y2": 0.07, "X3": 0.46496, "Y3": 0.0808, "X4": 0.44879, "Y4": 0.0808, "page": 0, "Index": 12}, {"Word": "100.00", "Confidence": 0.772, "X1": 0.47574, "Y1": 0.0702, "X2": 0.52022, "Y2": 0.07, "X3": 0.52022, "Y3": 0.0808, "X4": 0.47574, "Y4": 0.0808, "page": 0, "Index": 13}, {"Word": "Weight", "Confidence": 0.625, "X1": 0.55391, "Y1": 0.0702, "X2": 0.59838, "Y2": 0.07, "X3": 0.59704, "Y3": 0.0808, "X4": 0.55256, "Y4": 0.0808, "page": 0, "Index": 14}, {"Word": "Porcant", "Confidence": 0.744, "X1": 0.60108, "Y1": 0.0712, "X2": 0.65499, "Y2": 0.071, "X3": 0.65364, "Y3": 0.0818, "X4": 0.60108, "Y4": 0.0808, "page": 0, "Index": 15}, {"Word": "210-404", "Confidence": 0.815, "X1": 0.78571, "Y1": 0.0692, "X2": 0.83693, "Y2": 0.069, "X3": 0.83693, "Y3": 0.0798, "X4": 0.78571, "Y4": 0.0798, "page": 0, "Index": 16}, {"Word": "mWater", "Confidence": 0.637, "X1": 0.18059, "Y1": 0.0902, "X2": 0.23181, "Y2": 0.09, "X3": 0.23046, "Y3": 0.1028, "X4": 0.17925, "Y4": 0.1028, "page": 0, "Index": 17}, {"Word": "Content", "Confidence": 0.965, "X1": 0.2372, "Y1": 0.0892, "X2": 0.30054, "Y2": 0.089, "X3": 0.29919, "Y3": 0.1018, "X4": 0.2372, "Y4": 0.1018, "page": 0, "Index": 18}, {"Word": "0.0", "Confidence": 0.677, "X1": 0.40027, "Y1": 0.0892, "X2": 0.42453, "Y2": 0.089, "X3": 0.42318, "Y3": 0.1028, "X4": 0.39892, "Y4": 0.1018, "page": 0, "Index": 19}, {"Word": "to", "Confidence": 0.024, "X1": 0.45013, "Y1": 0.0902, "X2": 0.46765, "Y2": 0.09, "X3": 0.46631, "Y3": 0.1028, "X4": 0.44879, "Y4": 0.1028, "page": 0, "Index": 20}, {"Word": "9.20", "Confidence": 0.701, "X1": 0.49057, "Y1": 0.0902, "X2": 0.52291, "Y2": 0.09, "X3": 0.52291, "Y3": 0.0998, "X4": 0.49057, "Y4": 0.1018, "page": 0, "Index": 21}, {"Word": "Weight", "Confidence": 0.632, "X1": 0.55256, "Y1": 0.0902, "X2": 0.59973, "Y2": 0.09, "X3": 0.59838, "Y3": 0.1008, "X4": 0.55121, "Y4": 0.0998, "page": 0, "Index": 22}, {"Word": "Paramnt", "Confidence": 0.494, "X1": 0.60243, "Y1": 0.0902, "X2": 0.65499, "Y2": 0.09, "X3": 0.65364, "Y3": 0.1018, "X4": 0.60108, "Y4": 0.1008, "page": 0, "Index": 23}, {"Word": "210-404", "Confidence": 0.655, "X1": 0.78706, "Y1": 0.0902, "X2": 0.83827, "Y2": 0.09, "X3": 0.83693, "Y3": 0.0998, "X4": 0.78706, "Y4": 0.1008, "page": 0, "Index": 24}, {"Word": "Ref.", "Confidence": 0.884, "X1": 0.18733, "Y1": 0.1122, "X2": 0.22507, "Y2": 0.112, "X3": 0.22372, "Y3": 0.1238, "X4": 0.18733, "Y4": 0.1238, "page": 0, "Index": 25}, {"Word": "Index", "Confidence": 0.768, "X1": 0.23046, "Y1": 0.1112, "X2": 0.27358, "Y2": 0.111, "X3": 0.27358, "Y3": 0.1228, "X4": 0.22911, "Y4": 0.1238, "page": 0, "Index": 26}, {"Word": "at", "Confidence": 0.995, "X1": 0.28032, "Y1": 0.1102, "X2": 0.29919, "Y2": 0.11, "X3": 0.29919, "Y3": 0.1228, "X4": 0.28032, "Y4": 0.1228, "page": 0, "Index": 27}, {"Word": "20", "Confidence": 0.658, "X1": 0.30593, "Y1": 0.1102, "X2": 0.32615, "Y2": 0.11, "X3": 0.3248, "Y3": 0.1228, "X4": 0.30593, "Y4": 0.1228, "page": 0, "Index": 28}, {"Word": "C", "Confidence": 0.958, "X1": 0.33154, "Y1": 0.1102, "X2": 0.34097, "Y2": 0.11, "X3": 0.34097, "Y3": 0.1228, "X4": 0.33154, "Y4": 0.1228, "page": 0, "Index": 29}, {"Word": ".", "Confidence": 0.797, "X1": 0.36927, "Y1": 0.1102, "X2": 0.37871, "Y2": 0.11, "X3": 0.37871, "Y3": 0.1218, "X4": 0.36927, "Y4": 0.1218, "page": 0, "Index": 30}, {"Word": "1.3630", "Confidence": 0.9, "X1": 0.39892, "Y1": 0.1102, "X2": 0.44609, "Y2": 0.11, "X3": 0.44609, "Y3": 0.1228, "X4": 0.39892, "Y4": 0.1228, "page": 0, "Index": 31}, {"Word": "to", "Confidence": 0.697, "X1": 0.44879, "Y1": 0.1102, "X2": 0.46631, "Y2": 0.11, "X3": 0.46631, "Y3": 0.1228, "X4": 0.44879, "Y4": 0.1228, "page": 0, "Index": 32}, {"Word": "1.3660", "Confidence": 0.926, "X1": 0.49057, "Y1": 0.1102, "X2": 0.53639, "Y2": 0.11, "X3": 0.53639, "Y3": 0.1218, "X4": 0.49057, "Y4": 0.1228, "page": 0, "Index": 33}, {"Word": "240-214", "Confidence": 0.991, "X1": 0.78571, "Y1": 0.1112, "X2": 0.83693, "Y2": 0.111, "X3": 0.83693, "Y3": 0.1218, "X4": 0.78571, "Y4": 0.1218, "page": 0, "Index": 34}, {"Word": "Solubility", "Confidence": 0.213, "X1": 0.19003, "Y1": 0.1442, "X2": 0.27224, "Y2": 0.144, "X3": 0.27224, "Y3": 0.1548, "X4": 0.19003, "Y4": 0.1548, "page": 0, "Index": 35}, {"Word": "MISCIBLE", "Confidence": 0.514, "X1": 0.3841, "Y1": 0.1422, "X2": 0.4434, "Y2": 0.142, "X3": 0.44474, "Y3": 0.1538, "X4": 0.38544, "Y4": 0.1548, "page": 0, "Index": 36}, {"Word": "WITH", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.1422, "X2": 0.47978, "Y2": 0.142, "X3": 0.47978, "Y3": 0.1538, "X4": 0.44744, "Y4": 0.1538, "page": 0, "Index": 37}, {"Word": "WATER,", "Confidence": 0.955, "X1": 0.48248, "Y1": 0.1422, "X2": 0.5283, "Y2": 0.142, "X3": 0.5283, "Y3": 0.1538, "X4": 0.48248, "Y4": 0.1538, "page": 0, "Index": 38}, {"Word": "ETHER,", "Confidence": 0.794, "X1": 0.53235, "Y1": 0.1422, "X2": 0.57817, "Y2": 0.142, "X3": 0.57682, "Y3": 0.1538, "X4": 0.53235, "Y4": 0.1538, "page": 0, "Index": 39}, {"Word": "AND", "Confidence": 0.607, "X1": 0.58086, "Y1": 0.1422, "X2": 0.60512, "Y2": 0.142, "X3": 0.60512, "Y3": 0.1528, "X4": 0.58086, "Y4": 0.1538, "page": 0, "Index": 40}, {"Word": "CHLOROFORM.", "Confidence": 0.666, "X1": 0.60916, "Y1": 0.1422, "X2": 0.69137, "Y2": 0.142, "X3": 0.69137, "Y3": 0.1538, "X4": 0.60782, "Y4": 0.1528, "page": 0, "Index": 41}, {"Word": "Packaging", "Confidence": 0.676, "X1": 0.19003, "Y1": 0.1852, "X2": 0.2655, "Y2": 0.185, "X3": 0.2655, "Y3": 0.1968, "X4": 0.18868, "Y4": 0.1968, "page": 0, "Index": 42}, {"Word": "1", "Confidence": 0.009, "X1": 0.36792, "Y1": 0.1832, "X2": 0.37736, "Y2": 0.183, "X3": 0.37736, "Y3": 0.1958, "X4": 0.36792, "Y4": 0.1958, "page": 0, "Index": 43}, {"Word": "STORE", "Confidence": 0.996, "X1": 0.38544, "Y1": 0.1832, "X2": 0.42588, "Y2": 0.183, "X3": 0.42588, "Y3": 0.1948, "X4": 0.38544, "Y4": 0.1958, "page": 0, "Index": 44}, {"Word": "IN", "Confidence": 0.904, "X1": 0.42857, "Y1": 0.1832, "X2": 0.44474, "Y2": 0.183, "X3": 0.44474, "Y3": 0.1948, "X4": 0.42857, "Y4": 0.1948, "page": 0, "Index": 45}, {"Word": "FULL,", "Confidence": 0.955, "X1": 0.44879, "Y1": 0.1832, "X2": 0.48787, "Y2": 0.183, "X3": 0.48787, "Y3": 0.1948, "X4": 0.44879, "Y4": 0.1948, "page": 0, "Index": 46}, {"Word": "TZONT", "Confidence": 0.639, "X1": 0.49191, "Y1": 0.1832, "X2": 0.52965, "Y2": 0.183, "X3": 0.5283, "Y3": 0.1948, "X4": 0.49191, "Y4": 0.1948, "page": 0, "Index": 47}, {"Word": "CONTAINERS,", "Confidence": 0.346, "X1": 0.53235, "Y1": 0.1832, "X2": 0.61321, "Y2": 0.183, "X3": 0.61321, "Y3": 0.1948, "X4": 0.53235, "Y4": 0.1948, "page": 0, "Index": 48}, {"Word": "AWAY", "Confidence": 0.617, "X1": 0.61725, "Y1": 0.1832, "X2": 0.64825, "Y2": 0.183, "X3": 0.6469, "Y3": 0.1948, "X4": 0.61725, "Y4": 0.1948, "page": 0, "Index": 49}, {"Word": "FROM", "Confidence": 0.986, "X1": 0.65094, "Y1": 0.1832, "X2": 0.68329, "Y2": 0.183, "X3": 0.68194, "Y3": 0.1948, "X4": 0.65094, "Y4": 0.1948, "page": 0, "Index": 50}, {"Word": "HEAT,", "Confidence": 0.883, "X1": 0.68598, "Y1": 0.1832, "X2": 0.72642, "Y2": 0.183, "X3": 0.72507, "Y3": 0.1958, "X4": 0.68598, "Y4": 0.1948, "page": 0, "Index": 51}, {"Word": "FLAME", "Confidence": 0.661, "X1": 0.72911, "Y1": 0.1822, "X2": 0.76819, "Y2": 0.182, "X3": 0.76819, "Y3": 0.1958, "X4": 0.72911, "Y4": 0.1958, "page": 0, "Index": 52}, {"Word": "AND", "Confidence": 0.677, "X1": 0.77224, "Y1": 0.1822, "X2": 0.7965, "Y2": 0.182, "X3": 0.7965, "Y3": 0.1958, "X4": 0.77224, "Y4": 0.1958, "page": 0, "Index": 53}, {"Word": "MOISTURE.", "Confidence": 0.812, "X1": 0.38544, "Y1": 0.1942, "X2": 0.45283, "Y2": 0.194, "X3": 0.45283, "Y3": 0.2058, "X4": 0.38679, "Y4": 0.2058, "page": 0, "Index": 54}, {"Word": "STORE", "Confidence": 0.783, "X1": 0.45553, "Y1": 0.1952, "X2": 0.49461, "Y2": 0.195, "X3": 0.49461, "Y3": 0.2058, "X4": 0.45553, "Y4": 0.2058, "page": 0, "Index": 55}, {"Word": "PARTIALLY", "Confidence": 0.991, "X1": 0.4973, "Y1": 0.1952, "X2": 0.56334, "Y2": 0.195, "X3": 0.56334, "Y3": 0.2058, "X4": 0.4973, "Y4": 0.2058, "page": 0, "Index": 56}, {"Word": "USED", "Confidence": 0.982, "X1": 0.56739, "Y1": 0.1952, "X2": 0.59838, "Y2": 0.195, "X3": 0.59838, "Y3": 0.2058, "X4": 0.56739, "Y4": 0.2058, "page": 0, "Index": 57}, {"Word": "CONTAINERS", "Confidence": 0.638, "X1": 0.60243, "Y1": 0.1942, "X2": 0.67655, "Y2": 0.194, "X3": 0.6752, "Y3": 0.2058, "X4": 0.60243, "Y4": 0.2058, "page": 0, "Index": 58}, {"Word": "UNDER", "Confidence": 0.609, "X1": 0.67925, "Y1": 0.1942, "X2": 0.71833, "Y2": 0.194, "X3": 0.71833, "Y3": 0.2058, "X4": 0.67925, "Y4": 0.2058, "page": 0, "Index": 59}, {"Word": "NITROGEN.", "Confidence": 0.855, "X1": 0.72102, "Y1": 0.1942, "X2": 0.78976, "Y2": 0.194, "X3": 0.78976, "Y3": 0.2068, "X4": 0.72102, "Y4": 0.2058, "page": 0, "Index": 60}, {"Word": "Methods", "Confidence": 0.636, "X1": 0.18868, "Y1": 0.2272, "X2": 0.24933, "Y2": 0.227, "X3": 0.24933, "Y3": 0.2378, "X4": 0.18868, "Y4": 0.2388, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.943, "X1": 0.25606, "Y1": 0.2272, "X2": 0.27493, "Y2": 0.227, "X3": 0.27493, "Y3": 0.2378, "X4": 0.25606, "Y4": 0.2378, "page": 0, "Index": 62}, {"Word": "Analysis", "Confidence": 0.802, "X1": 0.28167, "Y1": 0.2262, "X2": 0.3504, "Y2": 0.226, "X3": 0.3504, "Y3": 0.2378, "X4": 0.28032, "Y4": 0.2378, "page": 0, "Index": 63}, {"Word": "GC", "Confidence": 0.95, "X1": 0.38814, "Y1": 0.2372, "X2": 0.40296, "Y2": 0.237, "X3": 0.40296, "Y3": 0.2478, "X4": 0.38814, "Y4": 0.2478, "page": 0, "Index": 64}, {"Word": "Method", "Confidence": 0.605, "X1": 0.40701, "Y1": 0.2372, "X2": 0.45283, "Y2": 0.237, "X3": 0.45283, "Y3": 0.2478, "X4": 0.40701, "Y4": 0.2478, "page": 0, "Index": 65}, {"Word": "Number:", "Confidence": 0.532, "X1": 0.45687, "Y1": 0.2362, "X2": 0.50943, "Y2": 0.236, "X3": 0.50943, "Y3": 0.2468, "X4": 0.45687, "Y4": 0.2478, "page": 0, "Index": 66}, {"Word": "Method", "Confidence": 0.485, "X1": 0.54987, "Y1": 0.2262, "X2": 0.60377, "Y2": 0.226, "X3": 0.60377, "Y3": 0.2388, "X4": 0.54987, "Y4": 0.2378, "page": 0, "Index": 67}, {"Word": "Prep", "Confidence": 0.771, "X1": 0.63342, "Y1": 0.2272, "X2": 0.67116, "Y2": 0.227, "X3": 0.67116, "Y3": 0.2388, "X4": 0.63342, "Y4": 0.2378, "page": 0, "Index": 68}, {"Word": "LC", "Confidence": 0.944, "X1": 0.38679, "Y1": 0.2462, "X2": 0.40296, "Y2": 0.246, "X3": 0.40162, "Y3": 0.2578, "X4": 0.38679, "Y4": 0.2578, "page": 0, "Index": 69}, {"Word": "Hathed", "Confidence": 0.626, "X1": 0.40701, "Y1": 0.2472, "X2": 0.45283, "Y2": 0.247, "X3": 0.45283, "Y3": 0.2578, "X4": 0.40701, "Y4": 0.2578, "page": 0, "Index": 70}, {"Word": "Number:", "Confidence": 0.334, "X1": 0.45687, "Y1": 0.2482, "X2": 0.50943, "Y2": 0.248, "X3": 0.50809, "Y3": 0.2578, "X4": 0.45687, "Y4": 0.2578, "page": 0, "Index": 71}, {"Word": "Method", "Confidence": 0.62, "X1": 0.40701, "Y1": 0.2572, "X2": 0.45418, "Y2": 0.257, "X3": 0.45283, "Y3": 0.2678, "X4": 0.40701, "Y4": 0.2688, "page": 0, "Index": 72}, {"Word": "Numbers", "Confidence": 0.175, "X1": 0.45687, "Y1": 0.2572, "X2": 0.51078, "Y2": 0.257, "X3": 0.50943, "Y3": 0.2678, "X4": 0.45553, "Y4": 0.2678, "page": 0, "Index": 73}, {"Word": "IR", "Confidence": 0.478, "X1": 0.38679, "Y1": 0.2572, "X2": 0.40296, "Y2": 0.257, "X3": 0.40296, "Y3": 0.2688, "X4": 0.38679, "Y4": 0.2688, "page": 0, "Index": 74}, {"Word": "UV", "Confidence": 0.169, "X1": 0.38679, "Y1": 0.2672, "X2": 0.40431, "Y2": 0.267, "X3": 0.40431, "Y3": 0.2778, "X4": 0.38679, "Y4": 0.2768, "page": 0, "Index": 75}, {"Word": "Nathad", "Confidence": 0.634, "X1": 0.40701, "Y1": 0.2672, "X2": 0.45283, "Y2": 0.267, "X3": 0.45283, "Y3": 0.2778, "X4": 0.40701, "Y4": 0.2778, "page": 0, "Index": 76}, {"Word": "Humber:", "Confidence": 0.621, "X1": 0.45687, "Y1": 0.2682, "X2": 0.51078, "Y2": 0.268, "X3": 0.51078, "Y3": 0.2778, "X4": 0.45687, "Y4": 0.2778, "page": 0, "Index": 77}, {"Word": "Comments", "Confidence": 0.675, "X1": 0.19137, "Y1": 0.3102, "X2": 0.25876, "Y2": 0.31, "X3": 0.25741, "Y3": 0.3208, "X4": 0.19137, "Y4": 0.3208, "page": 0, "Index": 78}, {"Word": "ASSAY,", "Confidence": 0.614, "X1": 0.38679, "Y1": 0.3082, "X2": 0.43261, "Y2": 0.308, "X3": 0.43261, "Y3": 0.3198, "X4": 0.38679, "Y4": 0.3208, "page": 0, "Index": 79}, {"Word": "DETERMINE", "Confidence": 0.673, "X1": 0.43531, "Y1": 0.3082, "X2": 0.50135, "Y2": 0.308, "X3": 0.50135, "Y3": 0.3198, "X4": 0.43531, "Y4": 0.3198, "page": 0, "Index": 80}, {"Word": "METHYLENE", "Confidence": 0.67, "X1": 0.50404, "Y1": 0.3082, "X2": 0.57278, "Y2": 0.308, "X3": 0.57278, "Y3": 0.3198, "X4": 0.50404, "Y4": 0.3198, "page": 0, "Index": 81}, {"Word": "BLUE", "Confidence": 0.377, "X1": 0.57682, "Y1": 0.3082, "X2": 0.60647, "Y2": 0.308, "X3": 0.60647, "Y3": 0.3198, "X4": 0.57682, "Y4": 0.3198, "page": 0, "Index": 82}, {"Word": "CONCENTRATION", "Confidence": 0.608, "X1": 0.61051, "Y1": 0.3072, "X2": 0.70485, "Y2": 0.307, "X3": 0.70485, "Y3": 0.3198, "X4": 0.61051, "Y4": 0.3198, "page": 0, "Index": 83}, {"Word": "COLORIMETRI-", "Confidence": 0.666, "X1": 0.70889, "Y1": 0.3072, "X2": 0.7965, "Y2": 0.307, "X3": 0.7965, "Y3": 0.3198, "X4": 0.70889, "Y4": 0.3198, "page": 0, "Index": 84}, {"Word": "CALLY", "Confidence": 0.991, "X1": 0.38679, "Y1": 0.3192, "X2": 0.42453, "Y2": 0.319, "X3": 0.42453, "Y3": 0.3298, "X4": 0.38679, "Y4": 0.3298, "page": 0, "Index": 85}, {"Word": "BY", "Confidence": 0.772, "X1": 0.42992, "Y1": 0.3192, "X2": 0.44609, "Y2": 0.319, "X3": 0.44744, "Y3": 0.3298, "X4": 0.42992, "Y4": 0.3298, "page": 0, "Index": 86}, {"Word": "SCANNING", "Confidence": 0.79, "X1": 0.45013, "Y1": 0.3192, "X2": 0.50943, "Y2": 0.319, "X3": 0.50943, "Y3": 0.3288, "X4": 0.45148, "Y4": 0.3298, "page": 0, "Index": 87}, {"Word": "THE", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.3192, "X2": 0.53639, "Y2": 0.319, "X3": 0.53639, "Y3": 0.3288, "X4": 0.51348, "Y4": 0.3288, "page": 0, "Index": 88}, {"Word": "NEAT", "Confidence": 0.885, "X1": 0.54043, "Y1": 0.3192, "X2": 0.57143, "Y2": 0.319, "X3": 0.57143, "Y3": 0.3288, "X4": 0.54178, "Y4": 0.3288, "page": 0, "Index": 89}, {"Word": "SAMPLE", "Confidence": 0.802, "X1": 0.57682, "Y1": 0.3192, "X2": 0.6186, "Y2": 0.319, "X3": 0.6186, "Y3": 0.3288, "X4": 0.57682, "Y4": 0.3288, "page": 0, "Index": 90}, {"Word": "&", "Confidence": 0.882, "X1": 0.62399, "Y1": 0.3192, "X2": 0.63208, "Y2": 0.319, "X3": 0.63208, "Y3": 0.3288, "X4": 0.62399, "Y4": 0.3288, "page": 0, "Index": 91}, {"Word": "RECORDING", "Confidence": 0.906, "X1": 0.63881, "Y1": 0.3192, "X2": 0.70485, "Y2": 0.319, "X3": 0.70485, "Y3": 0.3288, "X4": 0.63881, "Y4": 0.3288, "page": 0, "Index": 92}, {"Word": "THE", "Confidence": 0.991, "X1": 0.70889, "Y1": 0.3182, "X2": 0.73315, "Y2": 0.318, "X3": 0.73181, "Y3": 0.3298, "X4": 0.70889, "Y4": 0.3288, "page": 0, "Index": 93}, {"Word": "ABSORBANCE", "Confidence": 0.623, "X1": 0.7372, "Y1": 0.3182, "X2": 0.80997, "Y2": 0.318, "X3": 0.80997, "Y3": 0.3298, "X4": 0.7372, "Y4": 0.3298, "page": 0, "Index": 94}, {"Word": "FOR", "Confidence": 0.972, "X1": 0.38814, "Y1": 0.3302, "X2": 0.41105, "Y2": 0.33, "X3": 0.41105, "Y3": 0.3408, "X4": 0.38949, "Y4": 0.3408, "page": 0, "Index": 95}, {"Word": "THE", "Confidence": 0.998, "X1": 0.41644, "Y1": 0.3302, "X2": 0.43935, "Y2": 0.33, "X3": 0.43935, "Y3": 0.3408, "X4": 0.41779, "Y4": 0.3408, "page": 0, "Index": 96}, {"Word": "TWO", "Confidence": 0.766, "X1": 0.44474, "Y1": 0.3302, "X2": 0.46765, "Y2": 0.33, "X3": 0.46765, "Y3": 0.3408, "X4": 0.44474, "Y4": 0.3408, "page": 0, "Index": 97}, {"Word": "PEAK", "Confidence": 0.843, "X1": 0.4717, "Y1": 0.3302, "X2": 0.50135, "Y2": 0.33, "X3": 0.50135, "Y3": 0.3398, "X4": 0.4717, "Y4": 0.3408, "page": 0, "Index": 98}, {"Word": "MAXIMA", "Confidence": 0.693, "X1": 0.50539, "Y1": 0.3302, "X2": 0.55121, "Y2": 0.33, "X3": 0.55121, "Y3": 0.3398, "X4": 0.50539, "Y4": 0.3398, "page": 0, "Index": 99}, {"Word": "WHICH", "Confidence": 0.607, "X1": 0.55391, "Y1": 0.3292, "X2": 0.59299, "Y2": 0.329, "X3": 0.59299, "Y3": 0.3398, "X4": 0.55391, "Y4": 0.3398, "page": 0, "Index": 100}, {"Word": "CHARACTERIZE", "Confidence": 0.849, "X1": 0.59704, "Y1": 0.3292, "X2": 0.68329, "Y2": 0.329, "X3": 0.68329, "Y3": 0.3398, "X4": 0.59704, "Y4": 0.3398, "page": 0, "Index": 101}, {"Word": "METHYLENE", "Confidence": 0.55, "X1": 0.68733, "Y1": 0.3292, "X2": 0.75337, "Y2": 0.329, "X3": 0.75337, "Y3": 0.3398, "X4": 0.68733, "Y4": 0.3398, "page": 0, "Index": 102}, {"Word": "BLUE", "Confidence": 0.574, "X1": 0.75876, "Y1": 0.3292, "X2": 0.78976, "Y2": 0.329, "X3": 0.78976, "Y3": 0.3398, "X4": 0.75876, "Y4": 0.3398, "page": 0, "Index": 103}, {"Word": "(599", "Confidence": 0.617, "X1": 0.38814, "Y1": 0.3412, "X2": 0.41779, "Y2": 0.341, "X3": 0.41779, "Y3": 0.3518, "X4": 0.38814, "Y4": 0.3518, "page": 0, "Index": 104}, {"Word": "TO", "Confidence": 0.613, "X1": 0.42318, "Y1": 0.3412, "X2": 0.43935, "Y2": 0.341, "X3": 0.43935, "Y3": 0.3508, "X4": 0.42318, "Y4": 0.3518, "page": 0, "Index": 105}, {"Word": "GES", "Confidence": 0.153, "X1": 0.44474, "Y1": 0.3412, "X2": 0.46765, "Y2": 0.341, "X3": 0.46765, "Y3": 0.3508, "X4": 0.44474, "Y4": 0.3508, "page": 0, "Index": 106}, {"Word": "MM", "Confidence": 0.123, "X1": 0.4717, "Y1": 0.3402, "X2": 0.48787, "Y2": 0.34, "X3": 0.48787, "Y3": 0.3508, "X4": 0.4717, "Y4": 0.3508, "page": 0, "Index": 107}, {"Word": "&", "Confidence": 0.123, "X1": 0.49326, "Y1": 0.3402, "X2": 0.50135, "Y2": 0.34, "X3": 0.50135, "Y3": 0.3508, "X4": 0.49191, "Y4": 0.3508, "page": 0, "Index": 108}, {"Word": "6SB", "Confidence": 0.104, "X1": 0.50809, "Y1": 0.3402, "X2": 0.531, "Y2": 0.34, "X3": 0.531, "Y3": 0.3508, "X4": 0.50809, "Y4": 0.3508, "page": 0, "Index": 109}, {"Word": "TO", "Confidence": 0.687, "X1": 0.53504, "Y1": 0.3402, "X2": 0.55121, "Y2": 0.34, "X3": 0.54987, "Y3": 0.3508, "X4": 0.53504, "Y4": 0.3508, "page": 0, "Index": 110}, {"Word": "650", "Confidence": 0.632, "X1": 0.55526, "Y1": 0.3402, "X2": 0.57817, "Y2": 0.34, "X3": 0.57817, "Y3": 0.3508, "X4": 0.55526, "Y4": 0.3508, "page": 0, "Index": 111}, {"Word": "NM).", "Confidence": 0.653, "X1": 0.58356, "Y1": 0.3402, "X2": 0.6159, "Y2": 0.34, "X3": 0.6159, "Y3": 0.3508, "X4": 0.58356, "Y4": 0.3508, "page": 0, "Index": 112}, {"Word": "SCAN", "Confidence": 0.909, "X1": 0.62668, "Y1": 0.3402, "X2": 0.65633, "Y2": 0.34, "X3": 0.65499, "Y3": 0.3508, "X4": 0.62534, "Y4": 0.3508, "page": 0, "Index": 113}, {"Word": "RATE", "Confidence": 0.983, "X1": 0.66038, "Y1": 0.3402, "X2": 0.69137, "Y2": 0.34, "X3": 0.69003, "Y3": 0.3508, "X4": 0.66038, "Y4": 0.3508, "page": 0, "Index": 114}, {"Word": "OF", "Confidence": 0.658, "X1": 0.69542, "Y1": 0.3402, "X2": 0.71294, "Y2": 0.34, "X3": 0.71294, "Y3": 0.3508, "X4": 0.69542, "Y4": 0.3508, "page": 0, "Index": 115}, {"Word": "120", "Confidence": 0.927, "X1": 0.71698, "Y1": 0.3392, "X2": 0.74124, "Y2": 0.339, "X3": 0.74124, "Y3": 0.3508, "X4": 0.71698, "Y4": 0.3508, "page": 0, "Index": 116}, {"Word": "MM/NIN", "Confidence": 0.363, "X1": 0.74394, "Y1": 0.3392, "X2": 0.78976, "Y2": 0.339, "X3": 0.78841, "Y3": 0.3508, "X4": 0.74394, "Y4": 0.3508, "page": 0, "Index": 117}, {"Word": "&", "Confidence": 0.196, "X1": 0.79515, "Y1": 0.3392, "X2": 0.80323, "Y2": 0.339, "X3": 0.80323, "Y3": 0.3508, "X4": 0.7938, "Y4": 0.3508, "page": 0, "Index": 118}, {"Word": "SLIT", "Confidence": 0.982, "X1": 0.38949, "Y1": 0.3522, "X2": 0.41779, "Y2": 0.352, "X3": 0.41779, "Y3": 0.3618, "X4": 0.38949, "Y4": 0.3618, "page": 0, "Index": 119}, {"Word": "WIDTH", "Confidence": 0.765, "X1": 0.42183, "Y1": 0.3512, "X2": 0.45957, "Y2": 0.351, "X3": 0.45957, "Y3": 0.3618, "X4": 0.42183, "Y4": 0.3618, "page": 0, "Index": 120}, {"Word": "OF", "Confidence": 0.97, "X1": 0.46496, "Y1": 0.3512, "X2": 0.48248, "Y2": 0.351, "X3": 0.48248, "Y3": 0.3618, "X4": 0.46496, "Y4": 0.3618, "page": 0, "Index": 121}, {"Word": "2", "Confidence": 0.992, "X1": 0.48652, "Y1": 0.3512, "X2": 0.49596, "Y2": 0.351, "X3": 0.49596, "Y3": 0.3618, "X4": 0.48652, "Y4": 0.3618, "page": 0, "Index": 122}, {"Word": "MM", "Confidence": 0.003, "X1": 0.5, "Y1": 0.3512, "X2": 0.51617, "Y2": 0.351, "X3": 0.51617, "Y3": 0.3618, "X4": 0.5, "Y4": 0.3618, "page": 0, "Index": 123}, {"Word": "REFERENCED", "Confidence": 0.953, "X1": 0.52022, "Y1": 0.3512, "X2": 0.59164, "Y2": 0.351, "X3": 0.59164, "Y3": 0.3618, "X4": 0.52022, "Y4": 0.3618, "page": 0, "Index": 124}, {"Word": "AGAINST", "Confidence": 0.961, "X1": 0.59704, "Y1": 0.3512, "X2": 0.64825, "Y2": 0.351, "X3": 0.64825, "Y3": 0.3618, "X4": 0.59704, "Y4": 0.3618, "page": 0, "Index": 125}, {"Word": "DISTILLED", "Confidence": 0.685, "X1": 0.65229, "Y1": 0.3502, "X2": 0.71833, "Y2": 0.35, "X3": 0.71833, "Y3": 0.3618, "X4": 0.65229, "Y4": 0.3618, "page": 0, "Index": 126}, {"Word": "WATER.", "Confidence": 0.902, "X1": 0.72237, "Y1": 0.3502, "X2": 0.76954, "Y2": 0.35, "X3": 0.76954, "Y3": 0.3608, "X4": 0.72237, "Y4": 0.3618, "page": 0, "Index": 127}, {"Word": "A", "Confidence": 0.991, "X1": 0.78032, "Y1": 0.3502, "X2": 0.78841, "Y2": 0.35, "X3": 0.78841, "Y3": 0.3608, "X4": 0.78032, "Y4": 0.3608, "page": 0, "Index": 128}, {"Word": "RATIO", "Confidence": 0.823, "X1": 0.38814, "Y1": 0.3622, "X2": 0.42588, "Y2": 0.362, "X3": 0.42588, "Y3": 0.3718, "X4": 0.38814, "Y4": 0.3718, "page": 0, "Index": 129}, {"Word": "IS", "Confidence": 0.991, "X1": 0.42992, "Y1": 0.3622, "X2": 0.44609, "Y2": 0.362, "X3": 0.44744, "Y3": 0.3728, "X4": 0.43127, "Y4": 0.3718, "page": 0, "Index": 130}, {"Word": "THEN", "Confidence": 0.778, "X1": 0.45148, "Y1": 0.3622, "X2": 0.48113, "Y2": 0.362, "X3": 0.48113, "Y3": 0.3728, "X4": 0.45283, "Y4": 0.3728, "page": 0, "Index": 131}, {"Word": "CALCULATER", "Confidence": 0.769, "X1": 0.48518, "Y1": 0.3622, "X2": 0.55795, "Y2": 0.362, "X3": 0.5593, "Y3": 0.3728, "X4": 0.48652, "Y4": 0.3728, "page": 0, "Index": 132}, {"Word": "OF", "Confidence": 0.661, "X1": 0.56334, "Y1": 0.3622, "X2": 0.58086, "Y2": 0.362, "X3": 0.58086, "Y3": 0.3728, "X4": 0.56334, "Y4": 0.3728, "page": 0, "Index": 133}, {"Word": "656/682", "Confidence": 0.616, "X1": 0.58356, "Y1": 0.3612, "X2": 0.63612, "Y2": 0.361, "X3": 0.63612, "Y3": 0.3728, "X4": 0.58491, "Y4": 0.3728, "page": 0, "Index": 134}, {"Word": "COR", "Confidence": 0.885, "X1": 0.64016, "Y1": 0.3612, "X2": 0.66307, "Y2": 0.361, "X3": 0.66307, "Y3": 0.3728, "X4": 0.64016, "Y4": 0.3728, "page": 0, "Index": 135}, {"Word": "APPROPRIATE", "Confidence": 0.67, "X1": 0.66712, "Y1": 0.3612, "X2": 0.74798, "Y2": 0.361, "X3": 0.74798, "Y3": 0.3728, "X4": 0.66712, "Y4": 0.3728, "page": 0, "Index": 136}, {"Word": "PEAK", "Confidence": 0.985, "X1": 0.75202, "Y1": 0.3602, "X2": 0.78302, "Y2": 0.36, "X3": 0.78302, "Y3": 0.3718, "X4": 0.75202, "Y4": 0.3728, "page": 0, "Index": 137}, {"Word": "MAXIMA).2.3", "Confidence": 0.288, "X1": 0.38949, "Y1": 0.3722, "X2": 0.46765, "Y2": 0.372, "X3": 0.46631, "Y3": 0.3828, "X4": 0.38949, "Y4": 0.3818, "page": 0, "Index": 138}, {"Word": "TO", "Confidence": 0.921, "X1": 0.47305, "Y1": 0.3722, "X2": 0.48787, "Y2": 0.372, "X3": 0.48787, "Y3": 0.3828, "X4": 0.47305, "Y4": 0.3828, "page": 0, "Index": 139}, {"Word": "2.9.", "Confidence": 0.686, "X1": 0.49326, "Y1": 0.3722, "X2": 0.52426, "Y2": 0.372, "X3": 0.52426, "Y3": 0.3828, "X4": 0.49326, "Y4": 0.3828, "page": 0, "Index": 140}, {"Word": "THE", "Confidence": 0.932, "X1": 0.53504, "Y1": 0.3722, "X2": 0.55795, "Y2": 0.372, "X3": 0.55795, "Y3": 0.3828, "X4": 0.53504, "Y4": 0.3828, "page": 0, "Index": 141}, {"Word": "PEAK", "Confidence": 0.854, "X1": 0.56334, "Y1": 0.3722, "X2": 0.59299, "Y2": 0.372, "X3": 0.59164, "Y3": 0.3828, "X4": 0.56334, "Y4": 0.3828, "page": 0, "Index": 142}, {"Word": "MAXINA", "Confidence": 0.407, "X1": 0.59704, "Y1": 0.3722, "X2": 0.64286, "Y2": 0.372, "X3": 0.64151, "Y3": 0.3828, "X4": 0.59569, "Y4": 0.3828, "page": 0, "Index": 143}, {"Word": "CAN", "Confidence": 0.63, "X1": 0.6469, "Y1": 0.3722, "X2": 0.66981, "Y2": 0.372, "X3": 0.66981, "Y3": 0.3828, "X4": 0.64555, "Y4": 0.3828, "page": 0, "Index": 144}, {"Word": "BE", "Confidence": 0.758, "X1": 0.67655, "Y1": 0.3722, "X2": 0.69137, "Y2": 0.372, "X3": 0.69003, "Y3": 0.3828, "X4": 0.6752, "Y4": 0.3828, "page": 0, "Index": 145}, {"Word": "DETERMINED", "Confidence": 0.637, "X1": 0.69677, "Y1": 0.3722, "X2": 0.76819, "Y2": 0.372, "X3": 0.76685, "Y3": 0.3818, "X4": 0.69542, "Y4": 0.3828, "page": 0, "Index": 146}, {"Word": "BY", "Confidence": 0.606, "X1": 0.77493, "Y1": 0.3712, "X2": 0.79111, "Y2": 0.371, "X3": 0.78976, "Y3": 0.3818, "X4": 0.77358, "Y4": 0.3818, "page": 0, "Index": 147}, {"Word": "USING", "Confidence": 0.526, "X1": 0.38949, "Y1": 0.3832, "X2": 0.42722, "Y2": 0.383, "X3": 0.42588, "Y3": 0.3928, "X4": 0.38949, "Y4": 0.3928, "page": 0, "Index": 148}, {"Word": "THE", "Confidence": 0.995, "X1": 0.43127, "Y1": 0.3832, "X2": 0.45418, "Y2": 0.383, "X3": 0.45283, "Y3": 0.3928, "X4": 0.43127, "Y4": 0.3928, "page": 0, "Index": 149}, {"Word": "MIDPT.", "Confidence": 0.771, "X1": 0.45957, "Y1": 0.3832, "X2": 0.50404, "Y2": 0.383, "X3": 0.50404, "Y3": 0.3928, "X4": 0.45822, "Y4": 0.3928, "page": 0, "Index": 150}, {"Word": "OF", "Confidence": 0.05, "X1": 0.50809, "Y1": 0.3832, "X2": 0.52291, "Y2": 0.383, "X3": 0.52291, "Y3": 0.3928, "X4": 0.50674, "Y4": 0.3928, "page": 0, "Index": 151}, {"Word": "THE", "Confidence": 0.9, "X1": 0.52965, "Y1": 0.3832, "X2": 0.55256, "Y2": 0.383, "X3": 0.55121, "Y3": 0.3928, "X4": 0.5283, "Y4": 0.3928, "page": 0, "Index": 152}, {"Word": "1ST", "Confidence": 0.582, "X1": 0.5566, "Y1": 0.3832, "X2": 0.57951, "Y2": 0.383, "X3": 0.57817, "Y3": 0.3928, "X4": 0.5566, "Y4": 0.3928, "page": 0, "Index": 153}, {"Word": "DERIVATIVE", "Confidence": 0.723, "X1": 0.58356, "Y1": 0.3822, "X2": 0.65633, "Y2": 0.382, "X3": 0.65633, "Y3": 0.3928, "X4": 0.58221, "Y4": 0.3928, "page": 0, "Index": 154}, {"Word": "OR", "Confidence": 0.424, "X1": 0.66173, "Y1": 0.3822, "X2": 0.6779, "Y2": 0.382, "X3": 0.67655, "Y3": 0.3928, "X4": 0.66173, "Y4": 0.3928, "page": 0, "Index": 155}, {"Word": "INFLECTION", "Confidence": 0.53, "X1": 0.68329, "Y1": 0.3822, "X2": 0.75472, "Y2": 0.382, "X3": 0.75337, "Y3": 0.3928, "X4": 0.68194, "Y4": 0.3928, "page": 0, "Index": 156}, {"Word": "POINTS.", "Confidence": 0.6, "X1": 0.76011, "Y1": 0.3822, "X2": 0.80863, "Y2": 0.382, "X3": 0.80863, "Y3": 0.3918, "X4": 0.75876, "Y4": 0.3928, "page": 0, "Index": 157}, {"Word": "ALTERNATIVELY,", "Confidence": 0.48, "X1": 0.38814, "Y1": 0.3932, "X2": 0.48922, "Y2": 0.393, "X3": 0.48922, "Y3": 0.4028, "X4": 0.38949, "Y4": 0.4038, "page": 0, "Index": 158}, {"Word": "THE", "Confidence": 0.994, "X1": 0.49326, "Y1": 0.3922, "X2": 0.51752, "Y2": 0.392, "X3": 0.51752, "Y3": 0.4028, "X4": 0.49326, "Y4": 0.4028, "page": 0, "Index": 159}, {"Word": "PEAK", "Confidence": 0.689, "X1": 0.52156, "Y1": 0.3922, "X2": 0.55121, "Y2": 0.392, "X3": 0.55121, "Y3": 0.4028, "X4": 0.52156, "Y4": 0.4028, "page": 0, "Index": 160}, {"Word": "MAXIMA", "Confidence": 0.789, "X1": 0.5566, "Y1": 0.3922, "X2": 0.60108, "Y2": 0.392, "X3": 0.59973, "Y3": 0.4028, "X4": 0.55526, "Y4": 0.4028, "page": 0, "Index": 161}, {"Word": "ALONE", "Confidence": 0.854, "X1": 0.60512, "Y1": 0.3922, "X2": 0.64286, "Y2": 0.392, "X3": 0.64286, "Y3": 0.4028, "X4": 0.60512, "Y4": 0.4028, "page": 0, "Index": 162}, {"Word": "CAN", "Confidence": 0.959, "X1": 0.6469, "Y1": 0.3922, "X2": 0.67116, "Y2": 0.392, "X3": 0.66981, "Y3": 0.4028, "X4": 0.6469, "Y4": 0.4028, "page": 0, "Index": 163}, {"Word": "BE", "Confidence": 0.607, "X1": 0.6752, "Y1": 0.3922, "X2": 0.69137, "Y2": 0.392, "X3": 0.69137, "Y3": 0.4028, "X4": 0.6752, "Y4": 0.4028, "page": 0, "Index": 164}, {"Word": "DETERMINED", "Confidence": 0.849, "X1": 0.69542, "Y1": 0.3922, "X2": 0.76819, "Y2": 0.392, "X3": 0.76685, "Y3": 0.4028, "X4": 0.69542, "Y4": 0.4028, "page": 0, "Index": 165}, {"Word": "MINUS", "Confidence": 0.773, "X1": 0.77358, "Y1": 0.3922, "X2": 0.81267, "Y2": 0.392, "X3": 0.81132, "Y3": 0.4028, "X4": 0.77224, "Y4": 0.4028, "page": 0, "Index": 166}, {"Word": "THE", "Confidence": 0.991, "X1": 0.38949, "Y1": 0.4032, "X2": 0.4124, "Y2": 0.403, "X3": 0.4124, "Y3": 0.4138, "X4": 0.39084, "Y4": 0.4138, "page": 0, "Index": 167}, {"Word": "ASSORBANCE", "Confidence": 0.797, "X1": 0.41644, "Y1": 0.4032, "X2": 0.48787, "Y2": 0.403, "X3": 0.48922, "Y3": 0.4138, "X4": 0.41779, "Y4": 0.4138, "page": 0, "Index": 168}, {"Word": "AT", "Confidence": 0.983, "X1": 0.49326, "Y1": 0.4032, "X2": 0.50943, "Y2": 0.403, "X3": 0.51078, "Y3": 0.4138, "X4": 0.49326, "Y4": 0.4138, "page": 0, "Index": 169}, {"Word": "750", "Confidence": 0.655, "X1": 0.51482, "Y1": 0.4032, "X2": 0.53774, "Y2": 0.403, "X3": 0.53774, "Y3": 0.4138, "X4": 0.51482, "Y4": 0.4138, "page": 0, "Index": 170}, {"Word": "#", "Confidence": 0.013, "X1": 0.54178, "Y1": 0.4032, "X2": 0.55121, "Y2": 0.403, "X3": 0.55121, "Y3": 0.4138, "X4": 0.54178, "Y4": 0.4138, "page": 0, "Index": 171}, {"Word": "SHOULD", "Confidence": 0.86, "X1": 0.55526, "Y1": 0.4032, "X2": 0.59973, "Y2": 0.403, "X3": 0.59973, "Y3": 0.4138, "X4": 0.55526, "Y4": 0.4138, "page": 0, "Index": 172}, {"Word": "BE", "Confidence": 0.792, "X1": 0.60377, "Y1": 0.4032, "X2": 0.62129, "Y2": 0.403, "X3": 0.62129, "Y3": 0.4138, "X4": 0.60377, "Y4": 0.4138, "page": 0, "Index": 173}, {"Word": "BETWEEN", "Confidence": 0.643, "X1": 0.62668, "Y1": 0.4032, "X2": 0.6779, "Y2": 0.403, "X3": 0.67655, "Y3": 0.4138, "X4": 0.62534, "Y4": 0.4138, "page": 0, "Index": 174}, {"Word": "0.50", "Confidence": 0.623, "X1": 0.68194, "Y1": 0.4032, "X2": 0.71294, "Y2": 0.403, "X3": 0.71159, "Y3": 0.4138, "X4": 0.68194, "Y4": 0.4138, "page": 0, "Index": 175}, {"Word": "AND", "Confidence": 0.573, "X1": 0.71833, "Y1": 0.4032, "X2": 0.74124, "Y2": 0.403, "X3": 0.73989, "Y3": 0.4148, "X4": 0.71698, "Y4": 0.4138, "page": 0, "Index": 176}, {"Word": "B.75.", "Confidence": 0.58, "X1": 0.74528, "Y1": 0.4042, "X2": 0.78437, "Y2": 0.404, "X3": 0.78437, "Y3": 0.4148, "X4": 0.74394, "Y4": 0.4148, "page": 0, "Index": 177}, {"Word": "NOTE:", "Confidence": 0.649, "X1": 0.38949, "Y1": 0.4142, "X2": 0.42857, "Y2": 0.414, "X3": 0.42857, "Y3": 0.4258, "X4": 0.38949, "Y4": 0.4258, "page": 0, "Index": 178}, {"Word": "MATER", "Confidence": 0.899, "X1": 0.43666, "Y1": 0.4142, "X2": 0.47574, "Y2": 0.414, "X3": 0.47574, "Y3": 0.4258, "X4": 0.43666, "Y4": 0.4258, "page": 0, "Index": 179}, {"Word": "&", "Confidence": 0.993, "X1": 0.47978, "Y1": 0.4142, "X2": 0.48922, "Y2": 0.414, "X3": 0.48922, "Y3": 0.4258, "X4": 0.47978, "Y4": 0.4258, "page": 0, "Index": 180}, {"Word": "ETOH", "Confidence": 0.666, "X1": 0.49326, "Y1": 0.4142, "X2": 0.52426, "Y2": 0.414, "X3": 0.52426, "Y3": 0.4258, "X4": 0.49326, "Y4": 0.4258, "page": 0, "Index": 181}, {"Word": "DETERMINATIONS", "Confidence": 0.538, "X1": 0.5283, "Y1": 0.4142, "X2": 0.63073, "Y2": 0.414, "X3": 0.63073, "Y3": 0.4258, "X4": 0.52695, "Y4": 0.4258, "page": 0, "Index": 182}, {"Word": "ARE", "Confidence": 0.991, "X1": 0.63477, "Y1": 0.4142, "X2": 0.65768, "Y2": 0.414, "X3": 0.65768, "Y3": 0.4258, "X4": 0.63342, "Y4": 0.4258, "page": 0, "Index": 183}, {"Word": "BY", "Confidence": 0.15, "X1": 0.66173, "Y1": 0.4132, "X2": 0.67925, "Y2": 0.413, "X3": 0.67925, "Y3": 0.4258, "X4": 0.66173, "Y4": 0.4258, "page": 0, "Index": 184}, {"Word": "METHOD", "Confidence": 0.692, "X1": 0.68194, "Y1": 0.4132, "X2": 0.72776, "Y2": 0.413, "X3": 0.72776, "Y3": 0.4258, "X4": 0.68194, "Y4": 0.4258, "page": 0, "Index": 185}, {"Word": "17.", "Confidence": 0.642, "X1": 0.73315, "Y1": 0.4132, "X2": 0.75606, "Y2": 0.413, "X3": 0.75606, "Y3": 0.4258, "X4": 0.73181, "Y4": 0.4258, "page": 0, "Index": 186}, {"Word": "PREP", "Confidence": 0.63, "X1": 0.76011, "Y1": 0.4132, "X2": 0.79111, "Y2": 0.413, "X3": 0.78976, "Y3": 0.4258, "X4": 0.75876, "Y4": 0.4258, "page": 0, "Index": 187}, {"Word": "1.", "Confidence": 0.84, "X1": 0.7965, "Y1": 0.4132, "X2": 0.81132, "Y2": 0.413, "X3": 0.80997, "Y3": 0.4258, "X4": 0.79515, "Y4": 0.4258, "page": 0, "Index": 188}, {"Word": "NOTE:", "Confidence": 0.815, "X1": 0.38949, "Y1": 0.4242, "X2": 0.42992, "Y2": 0.424, "X3": 0.42992, "Y3": 0.4368, "X4": 0.38814, "Y4": 0.4368, "page": 0, "Index": 189}, {"Word": "COMPONENTS", "Confidence": 0.999, "X1": 0.43666, "Y1": 0.4242, "X2": 0.51078, "Y2": 0.424, "X3": 0.51078, "Y3": 0.4368, "X4": 0.43666, "Y4": 0.4368, "page": 0, "Index": 190}, {"Word": "PRESENT", "Confidence": 1, "X1": 0.51482, "Y1": 0.4242, "X2": 0.56604, "Y2": 0.424, "X3": 0.56604, "Y3": 0.4368, "X4": 0.51348, "Y4": 0.4368, "page": 0, "Index": 191}, {"Word": "&", "Confidence": 1, "X1": 0.57008, "Y1": 0.4242, "X2": 0.58086, "Y2": 0.424, "X3": 0.57951, "Y3": 0.4368, "X4": 0.56873, "Y4": 0.4368, "page": 0, "Index": 192}, {"Word": "NOT", "Confidence": 1, "X1": 0.58491, "Y1": 0.4232, "X2": 0.60782, "Y2": 0.423, "X3": 0.60782, "Y3": 0.4368, "X4": 0.58356, "Y4": 0.4368, "page": 0, "Index": 193}, {"Word": "LISTED", "Confidence": 1, "X1": 0.61186, "Y1": 0.4232, "X2": 0.65768, "Y2": 0.423, "X3": 0.65633, "Y3": 0.4368, "X4": 0.61186, "Y4": 0.4368, "page": 0, "Index": 194}, {"Word": "MAY", "Confidence": 1, "X1": 0.66038, "Y1": 0.4232, "X2": 0.68598, "Y2": 0.423, "X3": 0.68464, "Y3": 0.4368, "X4": 0.66038, "Y4": 0.4368, "page": 0, "Index": 195}, {"Word": "VARY:", "Confidence": 0.997, "X1": 0.68868, "Y1": 0.4232, "X2": 0.73046, "Y2": 0.423, "X3": 0.72911, "Y3": 0.4368, "X4": 0.68868, "Y4": 0.4368, "page": 0, "Index": 196}, {"Word": ".", "Confidence": 1, "X1": 0.73315, "Y1": 0.4232, "X2": 0.73585, "Y2": 0.423, "X3": 0.73585, "Y3": 0.4368, "X4": 0.73315, "Y4": 0.4368, "page": 0, "Index": 197}, {"Word": "81", "Confidence": 0.938, "X1": 0.73989, "Y1": 0.4222, "X2": 0.75741, "Y2": 0.422, "X3": 0.75741, "Y3": 0.4368, "X4": 0.73989, "Y4": 0.4368, "page": 0, "Index": 198}, {"Word": "-", "Confidence": 1, "X1": 0.76146, "Y1": 0.4222, "X2": 0.77224, "Y2": 0.422, "X3": 0.77089, "Y3": 0.4368, "X4": 0.76146, "Y4": 0.4368, "page": 0, "Index": 199}, {"Word": ".", "Confidence": 1, "X1": 0.77493, "Y1": 0.4222, "X2": 0.77898, "Y2": 0.422, "X3": 0.77898, "Y3": 0.4368, "X4": 0.77493, "Y4": 0.4368, "page": 0, "Index": 200}, {"Word": "20%.", "Confidence": 0.715, "X1": 0.78302, "Y1": 0.4222, "X2": 0.81267, "Y2": 0.422, "X3": 0.81267, "Y3": 0.4378, "X4": 0.78302, "Y4": 0.4378, "page": 0, "Index": 201}, {"Word": "Approved:", "Confidence": 0.704, "X1": 0.18598, "Y1": 0.4472, "X2": 0.25337, "Y2": 0.447, "X3": 0.25202, "Y3": 0.4598, "X4": 0.18598, "Y4": 0.4608, "page": 0, "Index": 202}, {"Word": "V/s", "Confidence": 0.335, "X1": 0.2938, "Y1": 0.4472, "X2": 0.31671, "Y2": 0.447, "X3": 0.31671, "Y3": 0.4588, "X4": 0.2938, "Y4": 0.4588, "page": 0, "Index": 203}, {"Word": "E.", "Confidence": 0.67, "X1": 0.32615, "Y1": 0.4472, "X2": 0.34501, "Y2": 0.447, "X3": 0.34501, "Y3": 0.4588, "X4": 0.32615, "Y4": 0.4588, "page": 0, "Index": 204}, {"Word": "G.", "Confidence": 0.214, "X1": 0.34906, "Y1": 0.4462, "X2": 0.36658, "Y2": 0.446, "X3": 0.36523, "Y3": 0.4588, "X4": 0.34906, "Y4": 0.4588, "page": 0, "Index": 205}, {"Word": "Cook", "Confidence": 0.719, "X1": 0.36927, "Y1": 0.4462, "X2": 0.39892, "Y2": 0.446, "X3": 0.39892, "Y3": 0.4598, "X4": 0.36927, "Y4": 0.4598, "page": 0, "Index": 206}, {"Word": "Prepared", "Confidence": 0.61, "X1": 0.49461, "Y1": 0.4432, "X2": 0.54043, "Y2": 0.443, "X3": 0.54043, "Y3": 0.4608, "X4": 0.49326, "Y4": 0.4588, "page": 0, "Index": 207}, {"Word": "by:", "Confidence": 0.884, "X1": 0.54582, "Y1": 0.4422, "X2": 0.58086, "Y2": 0.442, "X3": 0.58086, "Y3": 0.4618, "X4": 0.54582, "Y4": 0.4608, "page": 0, "Index": 208}, {"Word": "22", "Confidence": 0.352, "X1": 0.5876, "Y1": 0.4412, "X2": 0.61051, "Y2": 0.441, "X3": 0.61051, "Y3": 0.4628, "X4": 0.58625, "Y4": 0.4618, "page": 0, "Index": 209}, {"Word": "Rueofheart.", "Confidence": 0.062, "X1": 0.6159, "Y1": 0.4412, "X2": 0.76819, "Y2": 0.441, "X3": 0.76819, "Y3": 0.4638, "X4": 0.6159, "Y4": 0.4628, "page": 0, "Index": 210}, {"Word": "---------", "Confidence": 0.317, "X1": 0.18733, "Y1": 0.4612, "X2": 0.34906, "Y2": 0.461, "X3": 0.34636, "Y3": 0.4688, "X4": 0.18733, "Y4": 0.4698, "page": 0, "Index": 211}, {"Word": "2057229007", "Confidence": 0.981, "X1": 0.92318, "Y1": 0.9502, "X2": 0.92049, "Y2": 0.95, "X3": 0.88814, "Y3": 0.9498, "X4": 0.88949, "Y4": 0.8138, "page": 0, "Index": 212}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMrRLi6uILp7qVZGW6lRQq4CqGwB71X16bxHBJavoVrZXMe7E8dxIUbHqp6celN8N232WbWEGfnv5JOTn7xzW/QAgzgZ696x7CTXX1/UUvoLVNKUILN42zI5x8270rZooAKpyzXq6jDFHaK9oykyT+bgoew245/OrlFAFLOpf2tjZbf2d5f3t7ebv+mMY/GrtFFADFZjHkoVOPu5pImd4lZ4zGxHKkg4/KpKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKp6pPLa6ReXEABligd0zgDcFJHWnaddfbdNtrortM0auVznGRQBaooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigChYWzW896zf8tZi457Yrn/Hni668KW+mta2kc73lx5BaXdtj4zk7QTXSWzs17dgqQqsoDdj8vNZ3ibwvZeKrGG1vZJ4xDKJY5IJCjKw9DQBz8vjvUIL/AEOH+xpbiPUInZ3txxuGcBd2DxjnIqSx+I9o2uaho+o2k1teQXEsVuqruE6ogfg/3iD0rZtPCGk2+n2VpNHJd/Y3MkMtzIXkVj33UyfwXos2qtqgt2jvzI0onRyCrsmwsP8AgIoAxrf4k2Oum/t/DqG6uLfTzdh3BCKwz+7YdQeK1/A3iObxX4Ss9XuLdbeWbcGjQkgEHHGapeFvh1pPhfTdRtYZJriTUHZri4c7XYHtkdB1/OtvQPDuneGdO+w6XE0dvuL7WctyevWgDnde+I9pofj7S/C8tsXa9A3zFsCMscL9amsPF11HrviWw1aCMRaSizpJbgktEwJ5B78Voah4H8P6rqU+oXtgs13MqqZWY5UKcjb6fhUcPgPQYdWn1JYZjcXClZt0zFXUgjBHcYJoAyH+KVh/Zcl3FpGqNL5iRQwNCFMxf7mDngHHesnUfi1JbXWi3dpprXOl38Ejzxr/AK6BkbDZ5xgV19r4G0G0guoI7V2S5Kl98jMRt+7tz0xnjFSQeC/D9vptvp8enxi3t0dEHfD/AHsnvmgDIuPiTYW/ildGNhdNHmNJLtcbI3cZVSOvOaseF/EWoX/ijX9E1BoZW0+RWjmjXblG6KR6j1qxdeAfD15rUerS2jfa0ZGDLIQCUGFJHQ4qxpXg7RtG1u71exhkS8u8+c5kJDZOehoA36KKKACiiigAooooAxLPxFHe+KNR0MWkySWUcchmJGxw3p3HStus6HQ9Pt9buNYigCX1xGscsgJ+YL0yK0aAOb8a6/d+HND+22cEcjmQK0koYxwr3dtvOBXM3fjnVv7V8M3cDWsei3+0XSuv7xCxwp65AY9OPrXf6lp1tqunzWN4he3mXbIucZHpWfP4T0S5v7G8ksIzNYrtgx0UAYAx3x2oAxfHni240PTrX+yZIHuLi5a3Mm3zfKIRmPyg9fl6e9Y2h/ES/wBa13RkRbUWV1HFHPGPv+a8bSblPoNuMe9d/Jo2myqyvZQMpkMp+T+MjBb64pItE0u3njmhsLeOSMAIyxgFcDAx+FAGhUVxI8VvJJFEZXVSVjBwWPpUtFAHmVh8VGg0L7XrWmi3uftTwiPz0GVXJY/VQMY7mvQtN1C31bTLbULVi1vcxrLGSMEqRkVVk8OaLLGY5NLtHQuZCrRAjcep+taMMMVvCkMMaxxIAqoowAB2FAHN+L9evdBuNDNsYPIu79LafzRzhgcbTnjpWMfHWoHxDqunqliIrdJfJyxLIyMFy/PQ5z2rsNV0LTNcSFdTs47lYH8yMP8Awt6j3qqfCWgG9u7z+yrf7ReIY7iTbzIp6g0AZ/hDxcus6BHealNbQzm6a1yh2pI4OBtyec1zw8c6rEmvOLvTblraVFhTG0W4aTZiQ559e1d3baFpVnYW9jb2EEdrbsGiiCcIR3HvR/YOk5uD/Z1t/pP+u/dj95znn1oAp+Etbn8Q+HotRniijd3dMRElTtYrkZ9cZrdqG2tYLO3S3tokihQYVEGAPoKmoAK5Dxv4ivvDCWd/H5f9nkvHPlctvIxHz2G6uvqlqWl2OsWv2bULaO4hDB9jjI3A5BoA42D4hi31Ow0LUbcrqUyJFLMrDas7IWA29dvB57VLonjcL4O07VNTuYLmae9NpNJEyokbb2UE9gMAH8a6xtH01777c9jbtdAY84oC3THWoxoGkiyayGm2wtWfeYvLG0t649aAPM4/j5pX2plm0W8FuGdVmikWTcVz0Uc44612vgTxrbeOtFk1O2tZLZElMRR2DHjvxWjH4W0GGZZYtIs0dchWWIDGRg/oau2Om2WmRNFY2sVvGx3FYlCgn14oA4FvGviax1fVLu+0eOTw9aiQLJDxJuXoOScknir1j8SV1Sazg0/Qr6e5kVmuYNyq9sFIBznr94V2E2nWdxZS2ctvG1vLnzIyOGz1qLTtE03SVC2FlFBgEZRecHrz17CgDm7n4k6RaSX/ANohnihs5DCZnKhZJAyqVXnPBYdugNQp8UdJlljSOxv2QhDLJ5YCxb3KLnJ5G4dq6Wfw3oty7PPplrIzMWYtGDknqfrU39j6bsCfYoNoCgDYOinI/InNAGToPiCbUfEeu6bcGNfsc6rANwDFCoPTr+NdLVSPTbKK+e9S1iW6cYaYKNxHuat0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl+JCB4W1YnoLKYn/AL4NP0JlfQNPZAApt0IwMcbRUmrv5WjX0gCnbbyHDDIOFPUelLpc0NxpVrNbkNC8SlCBgYx6UAXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqF4+pJfWn2SKCS1ZttwHYq6Dsy9j9KAL9FFFABRRRQAUVWulu2EX2SSJCHBk8xScr3AweD71ZoAKKKKAMy3uLo69e20mw24jSSIgcjPBB/EVpEgDJOB71lWs6L4h1C2Jk81kjlUEEjbjbweg5B4rnfihb3k/hyBoEupbeK5V7qG1LCR4/QFeQPXANAHbB1bGGBz0waNwLEZGR1FeSaXpGtSr4d1Lw9Jc2umWvmefa3EbNLvY/N98gkHsT061NIfG1n4o1c2cB+y6hdiP7Q9u7NAhi+Rl+bG1G68dTQB6sSFUkkADkk02ORJUDxurqehU5FeU+EtR8W67Y6rcatHcGztLA2ccLw/NdTgcy7SAcHjArovhVBc2Xga1sbywu7K5t2ZZEuU27iTnK+3NAHallBAJAJ6c9aRZI2dlV1Zl+8AeR9a8r8XW/im6+J+m6lZ2V7JomkbJJViJHnEn5tq5+cgU7S7TVrH4j+KNSg02/BvbUGzJiYQFwoPz5P3sgD07UAeq00soIBIBPQZ615Itx8RLvw7eKZrw3nmxqf9BWEpGQfMKZb5yO3ToMVQvdF8e6zp/h668y8g1CyhlcuUVS7hhtDAtxuXufxxQB7ZUaTRSsyxyI5X7wVgcfWvM31DxtJ46tC0V/BYLLHG8CWoeFoyuXZpP72ewqz4Jt7i38eeJ7iXSLyzhvJl+zu1uUiZVHLZPcmgD0eiiigAooooAKKKKACiuQ0abXG+IGtx3bXf8AZexPsyyW22MEAZ2Pnnqc5H8q6+gBGYKMsQB6mm+bHlRvXLfd56/SuW+IVpd3fhaRrSRgYJFleJI2czAH7mF55rjrXRtXtdQ0DT7rTry4kiMTtepuMcCtJuZQ3G3AwvPbigD1qSRIl3SOqL6scCk82PeE8xd5GQuRkivO/iMdQ13QUtbPSr/at48UuLXzHIEbbXVc8qWIGfxrJ8L6FrUXijQxqenXga2tIH+2Pyq7YSrRsc5yWOce1AHr1FFV72GS5sp4IpTFJIhVZAMlSR1oAmR1ddysGHqDmnV4hB4c8c6V4RbRrJtUe4e6keWdJI1MYBJUJlh8rZyT+leyaYtymlWi3jFroQoJWOMl8DPTjrmgC0SBgEgZpplj3MC65UZYZ6D3rhviIdQ+3eHTp9jqFx9nv1nna1QkCIAgg4/DisC9sdbuvE+tXUWlXGY4nDsVYLOjONqjn5iEB/OgD1lWV1DKwYHoQc00zwgOTKmE+/8AMPl+vpXH+EzqOiaBptpLpN0ftF06kZGbaMnKlhngdsdqxItAns59eln0e9e3kbEqK4kF2GcMWUdWwMjkDuKAPTVZXUMrBlPIIOQadXNeA7Way8G2MVxFLC+ZGEUvDIpdiq47YUjjtXS0AFMLqrAMwBPQE9afXmfxV0XxTe3Wj6h4VDPdW5ljdeMBWXknPHtQB6WCGGQQR6ikVlcZUgj1FeL6Td/ELT9dttPurDUf7MitysrQxqyFfLBAQno+7IySfpVbVPEPiiz8H2MJ0/xBZOJLmNlgt0858jMROBgKM4PQ56UAe4qysDtYHBwcHoaUEMMggg9xXkPhTQfEkLR3JuNXtk1J7gXcTspERwCjqCOCSTzXWfDWO5tfDZsbyTUGurSTypReKBtYdkIHzL780Ades0TyNGkqM6/eUMCR9RUleV3/AIc1uzm17xDosjnVDM8cVusOwlCRls/xnGcdqn0GHxbrsenNeatqOneWs+/dbqrS7WUIWBHoT6ZoA9NorzS/17xpFa62tvpt6b6OQ/Zs2wMIj3qAVIyXbaSfTr6VVtNZ+IF7ZRzvZ3FtLEIQ0Zth+9zMyvnPI+TaeKAPVAQehpa4nwtod9o3jLXnuZ9RuLe72zwyTSboRnqoHZgf0xXbUAFFFFABRRRQAUUUUAFFFFABRRRQAVE08Slw0qAoMsCw4HvUtecR+Cru58Va7qeoWZa2uInihhFxuE6n/npk8ewAGMdaAPQzNEoUmRAG4Ulhz9Kf0ry+58G6zc6L4atriwjnl0+II4+2lfKdWXDjs3AP511uteHdR1HTdRgtdeu7ea6ACEhSsOOoGADg9+aAOiDqQCGBz0560uRnGea8uXwz4vtptHW5kju1gJiDWreUsA3gq5BPPAOevX8a3fCega7o3ifW5tRvTeWl5tlikZiSrbm+UA/dAUjigDpddkkh8P6lLF/rEtZWXHqFOKXRY/K0SyTy/LIhXKEdOOlJroDeHtSU9DayD/x01Zs0EVlAi5wsagZ+lAE9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc9bXBHju+tnfJayjkjXHRdxB5+tdDWQbCNPE7am0oU/YxEykAYAYnOfxrHf4meE/Omgi1aGaaFwjpH2JOOp4xmgDr6K5pfHfh4Xd5BNqEMItXVDK7jY5YZ+UjrU1z4w0e01rT9MkuQZb+IzQOOUZcgDnvnPFAG/RWA/jTw5FqF5YNq1v9rs0LzxZ+ZQOvHfHoKl0HxXonidJH0fUI7oRHD7QQR+YoA2qK5bxN4zTw9qNpp8Gm3Oo3k6mVobfG5Ih1fnr9KtL4z8PHVF0xtUhjv2Kr9nc4YMV3AHtnFAG/RXKt8QfDrWuoy2t+tzLYozSQorbiQSMDjnkY4zimWnxF8PT+FofEF1dmytJCFPnowKuRnb05+o4oA62iubufHvhi0ayWfV4U+2xiW3bBw6k4BzjgZ9aLPxppd94pm0GB2aeONXDqpKsTnI6cYx360AdJRRRQAUUUUAFFFFABRVFtWsk1dNKaU/bHj80R7D93OM5xj9avUAFFFYeueIl0W5s4BZzXLXDfOYyAIkyAXOeoGRwKANyisvxDrUPh7RLjUpo3lWLaBGnV2JCqMnpkkc0eH9YGvaJb6iIHt/NyGidgxQgkEZHB5FAGpRRTJHWONnY4VQSfoKAH0VxulfEbR9Q068vrhZ7OC2ujbgyRMfM9GAAzz6V1Vje2+o2MF5aSiW3mQPG46MD0NAFiiiqOsaj/AGTo93qHkvP9niMnlp1bHYUAXqK57wf4oXxZpD3y2jWpSUxNG0gfke4+tY+p/Eb+y9a1Kwl0O8aKygab7QrDbJtA4HpnPGaAO5orH8N64fEGki8ezks5VkaKSCRgxRlOCMjg1sUAFFFZGua9BoK2klyB5U84hMjOFWPP8RJ7UAa9GM1yum/EDw/qFzZ2TX0UN/dgmK2LFiwDEDnGOdtH/CfaLHYXN9cz+Xbw3T2uUVnJZRk5AGRgdaAOqorkNN+Iuh6lrbaVG8izNKY4H8tikvyB85xgcE8e1afhvxRY+J7aWazWVfKkZGWRCp4OAeRzn2oA3KK4+bx9bW3iq60a4spUgtlJlvN2VXC7skAcDHfNXIvHfhufS4tSg1JZrSWUwo8UbtlwMkYAz0oA6SisCbxp4et7m5t5tSjSW2g+0SqVb5I8A5PHoRx1qonxF8LSQWc8WqLJFdvshZI2IJzt544GeOaAOqornbLxhp194rvfD6CQXNsAdxRtrEjJGcYGPrzXRUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVyl54xmtPEv9jnR533hhFOsgKkqu75gMlAegJ6kUAdXRXGXvj4W2kaNqEelyzDUojLs80L5SrtyScc/erQv/ABppNhbXru8rS2cPnSRiJhxjsxGO/rQB0dFeff8AC1bFtI03UIdPmmW7Z/NSOQH7OiY3MT3xkcCtvQ/GdjrviPVdHgXZJYEDe0gzLnOdq9cAjFAGl4kOPC+rHnizmPH+4afobh9BsHAYA26HDHJ6Ck8QE/8ACN6pjr9kl/8AQDU+mFjpVoWHzeSueMdvegC3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGI9wJfF5sWXKfYd7A9DlyMVzUnwi8OsmsLGJUOqLtc8HyjnOU9K10z/wtCb/sFJ/6MaupoA8wHwR0KPRn0yK8uVhdmZiyhiSQAOvpjI+tdBF4Dt4ItCMN7LHc6RCLdJginzI+Mgg9M4HIrr6KAOOt/h7p8GtanqBneRb8yM8TRr8jOMMVbr3P510Gj6NaaJptvZWsahYYxGH2gMwHritGigDk/EvgiPxBq1tqkGrX2mX0ETQia1YAlG6g5rGb4QaTJr8GqzahfSlJI5pInYESyIu0MT1r0WigDldO8A6LptytxFEWfyJoXLfxiV9zE++cj6Gs64+F2mXnhU+H7m+vZrSOcTWrM43W+BgKvqB713dFAHFXXwy0K/tLeC8M8xhshZB92CUznPHQ571sW/haxtNcj1a2kninEKwyKj4SVVGF3DuRW7RQAUUUUAFFFFABRRRQBjzeH7ebxNBrvn3K3MUPk+WsmI2XJPK+vNbFFFABWHrfhiz168srq4muI3tWyoik2hxkHDeo4rcooA57UPCGn6pZ6ra3c11JFqTq8gMp/dlcY2f3eQDV/QtGttA0eDTLRpGhhztMjbmOSScn6mtKigAooooA5XU/AWk6pFexSyXcUd3KszLDMVCOv8S+hPet3SdMt9G0m1060DC3toxGm45OB6mrtFABUVxCtzbSwOSFkQoSOuCMVLSEgcmgDB07whpel+H00W2WZbVX8wkSEOzZzksKoz/D/Sri91WeSe9K6oCLiETHYSV25A7ECus60tAGT4d8P2nhnSV06zeZ4g7SF5n3sWY5JJrWoooAKx/EXhnS/FWnCw1aAzW4YOFDEcj6VsUUAcfa/DTw3a6hY3620rXVkqrDI0hyNudv5Zqnq/wxsLzQJtL06+urH7RcieeYPvZychuvqCa7yigDnNH8F6To1pZwRLLK1rKJkllfLFwmzcfwq/o+hW+im6FtLO0dxMZjHI+4IT1C+g9q1KKAMx9Ds5YL+KRSy3xPnE9cEYwD6Vk6P4E0zRGtDazXRFtM8yq0mQzMu07h34rqaKAOSvvh9pGoalf3s0l0GvYmiljWXCYYAEgdjwKfa+ANFtNNexRZfKdw5+bkHzPM49PmrqqKAMb/AIRuzHiZdejeaO68nyXVHwkg7Fh3IrZoooAKKKKACiiigAooooAKKKKACiiigArn/wDhDtIGtXerLHMt3dqVmZZSAwK7en0roKKAOWf4f+H5NNs9Pa3mNvZszQr5zZXdjIz6cDiuje1gktzBJEjxFdhVhkEehqaigDlbn4e6BPaW9pHbtb28E7TeXC20OW6q3qp9K1bfw9pVrrLatBZRR3jxmNpFXBIJya1aKAKGuf8AIA1H/r2k/wDQTVq3/wCPaL/cH8qq65/yANR/69pP/QTVq2/49Yv9xf5UAS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBkMqjxYjbRuNngnHONxqDxlrFzoHhHUtVtEV57aIuisuQT9O9WG58VLjtac+3zGtC6tYL23e3uYUlhcYZHGQfwoA8m034uamvh19WvNGa6Sa8FraRw4jdiFJfeNx24wa0df8X+J7vW/C9r4cs1ih1GL7TMZmRiU43LjPGB3B5zXb3HhfQruGWG40mzkimk82RGiBDPjG4j1x3qxDo2m28trLDYwJJaxmKBlQAxoeqr6DigBsGt6dcavNpMd7E+oQRq8sCt8yg9CRUXiS7Nl4fvLlb5bJ44mZJm24DAEgfNxzViHSNOt9Sn1KGygS9nAWW4VAHcDoCepqxc2tvewNBdQRzRN95JFDKfwNAHm8PxNaw0zSRNHHqMk+nNez3KyBPunDAKARn8RTNT+JMtxrNvZWcH2ZYr+0R98yiSdJAGIVCPu4OCc130vh/R5o/Ll0y0ZPKMG0xDHlk52/T2ps3hrRLi8t7ybSrN7m3AEMrQqWTHTB9sUAcFpfxfXWLnXbWHTI7WTSlL+Zc3IEbhZApBOOCe3Xmuq8E+J7jxXp91fS2q2sa3DRxQs371QP747Hv8AQitH/hF9CE1zKNIsvMucGdvJXMmCCM8c8gGr8Fpb20k0kEEcbTNvkKLgu2MZPrwBQBwviz4ow+FvEsWkHT/tWfL8x1m2sgc4BwRz+Bp2k+JdXf4p6nol0I/sQhSSFHmAIGPvKCoLe/PFdrcabY3cqy3NnbzSL915IwxH0JqU20BuFuDDGZlG1ZNo3AemaAOd+IWqvovgnUL+O8mtGjC/voYw7rlgOAeMnOOa8x1Xx34q8P8Ag+xnk1GGY3U8zQ3ChZXMYVWjRypChiSQa9xnt4bqEw3ESSxN1R1DA/gajaws3thbNawmAYxHsG0Y6cfgKAItHupb7RrK7mAEs0CO4AwASATXnfhvxNez+Lduo+Ix5s95LbjSGtsbAPukMOR6816iAAMAYApPLTdu2rn1xQA6iiigDCu9de18X2GjeWrJd28kgbJ3KVI/DHNbtMKIZA5VSwBAbHIzT6ACuV8RXkVh4m0CWTVJoPNmaD7IvKTbh1Ix2OOa6qmPGjspZFYqcqSM4PtQBznizUoP7E1O1iv7i0u4Ill8yBGLJk/KeFORkc4B4rgtG1nWX0/wlHdHWbiNXZp5oh880m/au7Iz5eMnnnGM17FgegowB0FAHi2qaxqxvfE1nYa7feSZbdRdH5xaoxIfgKNpGPy716h4VmuZvC9hJdXJuZzFgzldvmY6Nj3rXEUaszBFBf7xx1+tOAA4FAHmb+LPE+lWWrCezhmuYdQEUZEUzKsbfxYC5Kgf3c85rtvDOoXmq+HLK91C3+z3cqZkj2lcEEjIB5AOM4PrWvgelFABWdrlvFdaFfQTySxxyQsrPDneoI6jHOa0aKAOP8G6iun+AbB7+a8laH9y7SQu0md2BkY3Htziub1zUbzSPEmt3umXerXVxHaO8NtKkjW6y4HAG0A8dME85r1TApMCgDyCXxBrM2k+HfKi1qe2mvWNzKp2TMQy4/hGI8seCPujrXW+F5Lo+J9WWXULyeMszG3nX5YCJHA2HA4KgetdlgelGBQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5JqFzr8Pj7UTpWo6pLOkcira3MDfZ5mKgosZA2gL3YsCTXrdGKAPIJ5/ESeHNLe+Ou2lzb3TqEiAke4YOu0OVz8pBYc4HFdbqV34k0+21a91KW3XSlhLW4sEY3anjA5BUmuyoIzQB4vZa1rcD+F559U1G6eTU5FuUa3b5ISv3ZMIMkccjjk11nhXU/FH/CW6hZa9p06xzhpYZQymGJFbaqrg55Byc85ru9o9BS0AZ2vEjw9qRALEWspwOp+U1Pp8wuNNtplGA8SsBnOOKh1yFrjQNRgQZaS1kQDOMkqR1o0OJ4NBsIpBtdIEUj0IFAGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGOFCeLGYZzJZjPPHDGtisl/8Akak/69P/AGY1rUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1mVR8xAHuadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBQ1pmTQ9QZSQwt5CCOx2mrVuc20X+4P5VQ8SNt8L6swOCLOYg+nyGn6HI0ug2EjOZGa3Qlz1PA5oA0aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAx2ZT4tRMjcLPOPbeaj8X3t3p/hLUruxmjhuYoGaOST7qn1NXGaH+3VUr+/+z5B/wBndV2SNJY2jkRXRhgqwyCKAPFfC/xLvbTRJs3Mus3QlbK3RWIRKqMzAOOH6cV01141uG1TwReC5WzstZRmuYJCCFGzK89juOK7ZtC0hrU2p0uzMB6x+Qu38sU+40fTLtEjuNOtZVQAIHhU7QDkAccYoA4jVPiAZptR0e2t0W6WK9TImw6eUPlbHYHORWNpXjTUtZ8FarbPNa281hDFm4+0HDqy5K7+z/1r1RtOsWmaU2VuZHGGcxLuI9Ccc01dK05IXiWwtVicgsghUK31GOaAPKNb8U3sHgrwjqWi62bZZZ0SRLphI8ik4O9u4HeuruPE4i+JtjpEl2phuLMvEqSjbu7blxyTkY59a6xtK0940iawtWjT7iGFSF+gxxTjp1kbhZzZ25mXG2Tyl3DHTBxmgDybTfGHim3sPGRmurOW9067cwxTHlV3KAAP7uM496674d+LrzxpaajqUsIhs0uPKtl2EMVCjJJPXkmusksbSYyGW1hcyAB90YO4DoD60+C2gtY/Lt4Y4oxzsjUKPyFAE1FFFABRRRQAUUUUAFFFFAHJaxr2pWfj7Q9Ht3thZXkcjTKyMZDtB5BHAHSutqMwxNMszRIZVBCuVGQD2BqSgDyCOy8Zv4kvp7jU508OE3Xklm2yL8vy54zjPSo21fV7Hwn4XupNenndXb7XDEw865IOAqkjBxxxXsdJtX0H5UAeWR2rX/8AbL3+t6vFcv52+3hYgRKHBj5AwpwMe4NY2qReIIdQ8AjSptWmtQqtdneWLEuCd56cZPXtXttFAHi194s1t/hxqcsV9cLqdtqxhZ1GHWIyHHbpt716T4evm1DwfDNDcmacQFTKX3neB64Gefat7av90c+1KAAMAYoA8PPinxBrPgzxRPqC31iLS2jgt5FyC8wYguuBnk49q6TS9Lnutb0K9judVkt/7GExYzMEaZdgXePXk8V6ZgYxgYo6UAcT4HvtfvLknWLWSCM2EDR+Y+5mbLZLdMN0yMVzuqeIPE9l441Gw07S7+SASG4M5y0bqI8BEGMD5sd/WvWaKAPC4LPxPqnhO10zxFZar/aEGqxytIrlR5LnPVeoHTHam6tc38GseMUhvL8zRRyJbRrdN8qhFwQmPr82ete7Um1c52jP0oA838Ea3NonhGN9XTUzLNqH2aKC4VpJYy2ABuI+YdTn0PtXS+OzcDwfeG1Wdpcx8QMQ5G9c4I56eldC8aOysyKxQ5UkZ2n1HpT6APMvDWnTF/C91KNTZnWdbjfLIF3Ljazq3PrjNYet6xr81jem4S5h05EVUlinKGQibBO7HynH6V7TTQiqu0KAvoBxQB4dHd6pqHi3w7JpjavFpvlQFp97yIhDNuDg/e3ccnpXsGma1bard39vbpKPsUoheRlwrNjJ2nvjoa0gAOlNjiSMERoqAksQoxknqaAPMtf1bxCvxIZ7e2vv7CtrVrWQxKcNK6Fg4GOcEAZ9a5JrvxHP4Nthqh1qGe3u1DC23+ZJEI+CePXGfxr32igDn57i7k8Cm42TxXRsgxVOZA23nHvXCrJeQ6ZaJoL67LAZ5DOb/erYMDcAkZwDjHHXFetUUAeV2+vX/wDwjniqzS7uTrcaiWCIAmQDyYs7R/vbvxzXNSS6tPY2w0+XXXtxdM0UkrOrQqREdz8fOAxcY9M17xtGc4GfWloA8I1y68Ts+vLp7avLcSvKGYK4QRAr5Zj44J56Z4rQ12XV/DkulW0N7qMDPaebGEkaRXuCV+Viw5yM8dq9npCAeooA8Nvb7xHJBr9vaPqlpdGdfsryyFo5CbhV3Lx8oA4Iz0Ndz4T1bVdM0W3g8SLcXOpXWpS25eOMlRycH2TA4NdzgelLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZXiYkeFNXI7WU3/oBp3h5i/hzTWPU2yE/98iptWKDRr4yKrILeTcGGQRtPUUaTC1to9nC+AyQqpA6dKALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYJVh443nzdpsABkjZneeg9a3qxjA48Xifd8hstu3d33nnFbNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFDXP+QBqP8A17Sf+gmrVt/x6xf7i/ypl7bC8sLi1LbRNG0eR2yMZqWNPLjRM52gCgB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUGgzra3HlvxBs3/w/ezj61fql9vxrH9nmFhmDzRLkYPOMeuazvGes3Hh7wfqerWqo09tCXQP93PvQBvUV45pfxnl0mwDeMNOniLbTDc29uypNkZ4DdMV2svxB00NZG2t7q6S6to7omKPmON2CoSO5JzwOeDQB11FecaX8Tzc+Jta0WaxMk1hPMdyMEVIExhmLEDJPFSj4saX/AGLqF+1nOZbGZIpIY3RwS33SHB24/GgD0KivN9Z+IdzP8PoPEuixrbq84jk+0xmQLhsEYX1PQ1ch+Jlourz2N1p91HDbyxW0t5geX5sigqoH3uc+nFAHeUVw3hz4l2niXxTNolpptyvleYTOzKVARtpyAcjJ6ZruaACiiigAooooAKKKKACiiigAorGu9fitPE9hobQO0t7DJKkgI2qExkHv3rZoAKK8qv8Axj4ki8eXOgwX+mBpvMWyQRmTbgZBk2nII9wKx7z4leKLXQ9GuGvNJWe8kufNd4iEAi6KOepx+ooA9torw+0+KviSWXXRcRW0Qs7aSaAeWACQoYYJbLH5hkY7ivQ/h9r154h0B7y8k3P5xVc7AQuBgEKTzQB1tFeX6z4213RbnxSjXFpcNphge2hjh+dlcjIbn0OM+tdH4G8WSeLtCvNUKeXGtzJHEpXDKq+o9aAOtorxiz8a+JI9KTWHuJntH1JbZnniQRhBLhiNpyMDua6rw742bVfEF9az3MKWwQi0Z8ATN5kgyp/iG0LQB3tFczoni2xu/Cv9q3V9bytbRZvGg5CMOvHUe1dCS01vmGTYXXKuVzjPfFAEtFeSXXinULjwZf6nc6+9m9vqhtt0cSJu2sBtGT0Peor74i61Brmow2dzaXVtEHSNY4tzR4jDLI3PKk556UAewUV4u/jTxVqqeY14mi+Xf2tsUaFX3JMgO4nPr0+tei+NdUuNF8IXd9bziGSPywZiuQil1DNj2BJoA6OivIr/AMbXlrY6fNZ+J4rmzLO5u/sv/HyVcDyhz1we1Z58eeINftNS0xmudLkgimuIb2KIfvVQ8KCehxweKAPbaK8fHivXtI8UeGtE+13F9bG3juL6d4cswl4GSvAC5J/AVSu/Fep6bY62bDXLrVLmz12GJYlClvJOMoMepLL/AMBoA9torx3TfGPiLUPEujr9uFlZTWgkkt7lEDl9zqQckEklew71mWHjTxpd+GNQlfVLW2vI7lGj+1KkbmIjnaCcEHsaAPdaKwdE8R2WoW+mwtdbry6tfPVSm0uBwxx25rI+I3ie98O6bZpppxeXU+1T5ZkIVQWb5RycgY/GgDtaK8atfjObnV7qGKCV7OJ3uBK0BGYBBu2+zb8dexpLH4ieIj4Nh1GYJJdi7azmXy9mGlwYWwewzz60AezUVzniK61HSvAt3cxT79QhtsiUIOW4ycVxut+L9b8OvoVu0kkn22DzJGk2s0bcYZiMDZzz3oA9Vorw7XviR4hsFf7HqFrNcSzvGtusX+q2uoUk54VgTya9B+H+ta1rOmagdfgWDULe8aJolIIQbVZRx7MKAOworxu68a+KJYxKEmt/lkVWAXZLi4C7h6YXI5+tXbj4hy6bq2lWtrfG9tGAlv3kiLyIHbaACvCgHHWgD1eiuL0HxRcPN4lm1a9ia00m5MQEcBDKuAdx5OevauqNys2m/aoGBV4vMjY8cEZBoAtUV5Nous69pGk2mt6re3JgvLiCORrqWN4Njklnj28qMYAzTfHXxOn0XU5TpUwls47TBdIjIplddyMGHGBjpnvQB63RXhU3xF8Y22i/atVigtJUe32qsiqJY2XOdx4BNet6fqhm8JQ6mp85mtvN/wBYpycdN3TrxmgDaoryFfF3iqz8MXkk2Zr6G4LDKBC8Dxs42k9Sm089Dis/wB4l8X3vii0OoXzz2115ayW7pnahgD+YCBx82Ac9zQB7dRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGS//ACNSf9en/sxqxq2lWmt6VcabfIXtrhdkig4JH1qu/wDyNSf9en/sxrWoA5jxF4B0DxTZ2NrqttJLFZLthCyFcDAHbrwKhufhx4duvsQkhuQtnFHDEqXDKNsZJTODzgk11tFAHJyfDjw1Jf3d6bOQXF40huHWVh5gcYYHnkd8etVbb4X+HtN0LUtK0u3+zpfAB2lHnAEdCA3Ga7aigDjLX4baNF4Ps/DVxJczWls/mZWQxmRs5ycfyq8/gXQpPPL28jGe5iupCZTlpIwAp/SulooA5HQPh7o/h3xHea7avcPe3QKtvZQoBOTgKB+ua66iigAooooAKKKKACiiigAooooApS6XYz6pBqUlurXkCNHFKc5VW6j9Ku0UUAebXfjX4faT4nu/MtYo9YikkS4lS1+dcD5mLDsahOq+CtT0HT9nhe5u7Q3hhji+xndDKxBOcnIzkH3q1rPwps9WnvLn7WsF3c3EkrXCW6FwrDhMkdAaLfwP4mg0u0gj1+zW5ivBcyzGyDBwoAUAE/LwKAIptY8J3kmq2tl4Vkv30tn3xw2qgO5wkgXJGTgjOew9qXQ/Fvhnwz4fiktdCudJs5oGvTFsBON6pnqc53L+Falh4Emt/Fl7rV3qzzJOkiRwRwrFtV+u5l5bHbPTNQ3vwv0+70qx09dU1GKO0gNtkOpMkZcPtbI9QMY9KAKD+N/A8pvdVl0wmXcsckr2o3SgNjOe4DAdeldvogsJNMWfT7WOC3uCZdqBcMT1Pykg5rz/AP4UzBDZX1ta6xIi3k6zyb4Fb5lfcPwxxjoa7DTvD+p2Nrp8L69NILWYu+2BEEqEcIQBgAe1ACa/f6P4T0HEunhrSeXyRbQRrh3c9CDgcnqTWcNds49S0jTj4XuEt3jZ7aUJHsgCrhuAcrgHHTnPFdFrekDWtPNm11NbKzAl4gpJx2+YEfpWbpvg2z0yHT447i4k+wxTxxtKQSfNILE4wPX86AONuPGfw/sPD06tpU1naXjR+ZBHa+U0ysCytxjKnaec11Hh74g6J4hvU0/TVn3+WjgSBUwpXIOCcnj0Brl0+C6XNrBFquvXF4YGjEYMShVjTftTH/A+9amnfD3VbLxDbaqPEZHlwxxTJHaoPNCDGM/wg+1AFrxvqXhnwrpdtDqOhxXdve3JIgSJNpkxksd2BmqP/CWeA7a8usadGl3BponlH2UB/II+578HpXUeIPC9v4hv9IubmTC6bcGcRlAyycYwc1yWr/BrStV1fUdU+33MN1fFw5TG1UZNu0D9aAHjx34QuorZhotzIlxdpbKTZjaJk+4CTxkDp6Vv6n4r0yOPXLbUrGY2unQobnzEVlkD9FAzznj86z9L+HEOl6Ha6RDqU32a21Fb6P5BkbcHYPbPOfepLjwA17fazNd63dSw6o8ZeHaFCIjZCgjnoAM+lACaTe+Fddj0WyttGhNvLC93ao8ChYCrAEY/hbPpT5vEXhSDRW1RrSMWMVy9nM/kjEJLYct6LnrUcHw+ax1CwuNN1q4s4rN32QpGrAxs24oScnHv1p3h/wAD3WmjWbXUtUF9pl+zmO08kKsW45JPXJoA2/D99pmsaeNY062CQyqYo5TGFMkaEgY/2euK5u58WaHpWk3up2WgvJuaOeXyokHmOZGXczdMgoTk+1djpemQaRpFtpttnyLeIRJnGcCuTHww05bG8tU1bVlFyxO8XHMaFixRRjAUk5xigChceMvDV741tLG68PmXVls1uoJ3SNmX5N4RTnOevStXw9d+G/HVkbmTQo0kjUL5N5Am8IeVI6/KetV0+G62mtR32m6xPaQx26QCAQo+QibQdzDP1xWj4N8Fp4TS4LX8t9PMFQSyKFKIo+VQB2FAFa817TNN8RXUv9gXsj2VuUk1COIGONQM7ASePwFZ8nxL0FoLa91jTLqxVZtsT3kagqGjZgw5PDAEceta194GS/128vH1W9jsbxQLixibakjAYyT16dulUB8LdOnso7TU7661CKObfGJz0QIyInHZQx5oAr2Gq6L/AG7dW/8AwiYtreCxF094FTaYXj7gHJBClcYPSp4/GPhnU/Den6hFpE1zZ3l2sCRi2B2SqQq7gemMcH2rZfwXYTadNayz3JefT00+WYPhmjXODjoDyfzqnJ8OtLSxisrG8vrGCO5F1thkBzIAACSwPpn6k0AR3vxK8O27arbzNKzaaXS6j2DIAwDgZ5HOM1Qk+IHhmc2f2qwSX7RA3ksmxx5WQMZJHJyPlGam1H4S6BqVxfXM0t2txeO7yyoyhiGxlenIyMjNVJ/g/YXOqWV7PrN/KbGMLbKwQeWwIII2qB26EUAaukXfhfxJrGo2cOixmaBRFNJLAmHCMAF9eCOAfStO713TtF1a4sUtT57W/wBtlMQUbvmVBnnqeOvYVFp/hH7H4ruNdm1GadmUrDAUVViDY3cgZbp36U/XvBuneIbs3NxLcwyPD5Ev2eTZ5se4MFb1Gf5mgDlZfjD4et4Cltp93NOJzE1vEi5Vy5Xk5wMnnr3rWHiXw9d3h+0aQ6XFxaJNM0sKD92CcAkn5sEHgZqKT4T+HHiKD7VGxxueOTaXIcurHjBIJOD6VHqHwwhlu7WTTdVnsI4bf7O6CJZDKuSSSzc5OTyKALXhnxH4U8ZPqVnpdtkSqJbobNnmg8ZYg9eO/NTal8QPDmi6y3h66d4rtFiSODy+JA5CgL2OO9P8JeA7HwfIzWFxLskjCyRbQFdgT854znBx1pmp/DvRtX8Rya3dRhrljAynHKGNs5B7ZHBoAxG8b6e3hS+/tXwpOum2d8dPktkVJEG3G0kcDG7A9iRUb+MfBmnag2hXHh2W03RrIY2s12n5Cwyo54Ge1bdz8PLWbw9q+kDUrwx6nci6keTaxR94Y7RgcHFLqXw7sdQ8SLrgu5orkosMoABDxBdrJ7ZHfrQBh3fjjw7fW9vav4Vurm4ZlEVnJboG2BdyuNxxjHStjT/G2lSX50O20/7M0MPmSWsxWN1UgsQE7+/1rKl+EFvJcy3n9uXv2zhIZXVWEUYGNgUjBGOPWrtj8Nf7M1oXtnrdxHAUVJIGiRy4AIPznkZyelAF3wt4h8O+PIJ5rKxV47UJGTNGvGVYbfwGR+NdZFawQlTFCiFUCAqoGFHQfSua0/wNZ6Xa30NheXVobwwu8kDBWDRjGRx/FjmuqAwMdaAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDNndY9etB5alponXf3AXBx+taVZc7I/iS0jYENHA7qexyQCP0rUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKkpjXUbbJjDsrgZJ3EDHSo9a1e10HR7rVL0sLa2QySFRk4HtUV5/wAjDpn+5N/Jai8U6IfEnhm/0cTCH7XEY/MK7tv4UAVNF8deHdfFwbDUonFuiPMx4VAwyBk8Zq5feJ9G02+sbO7v4Ypr4MbfLcOFGTz0rh7/AOEMM2l3enWVza21vcPbybPsxI3RD5s4YZDZq9qvw3bUbfw6Fl05JtH3ja1oXikVuAu0tkAdep5oA7C01ywvb67s4p1+0WsvlSIxwc7Q3HqMEVFB4n0O5iu5IdVtXSzJW4IkH7sj1rl5vhnDP4m/ttr0JcG7kmJjjw2xohHsDZ7dR9elUU+DlglvfW41GRUniijjZIlDL5bbgzdnJPXpQB1un+NfD+paa+ow6lCtms5gE0jbVZh6E9a3IpY54VlikV42GVZTkEV5wPhhe/8ACLS6S+s28s8l1JcG5ezHG4YG0AjaR6iu70fTjpejWmntL5pgiEZkCBdxHfA4FAES+I9Fe5ltk1S0aeIMXiWUFl2/eyPaqHhHxlYeMrW4utOhnWCGUxiSRcB8HqKxdF+F9jo3iWTVFu2lhPnFIHhTIMuNxL4y3fGfWul8NeG7DwvpMdhYxqFX70mwK0h9WwOTQAuteJ9I8PzWcOpXawyXknlwoRksf8PeiXxTocGtDR5NSgXUCu8QbvmxjP8AIVz3jf4aWPjq/trm/wBQuoVtoikUcO3AYnO7n+VNj+Gdqt9b3cmqXMs0U8cxdkXc2xCgXI7d6ANe38baPqllfTaFOurXFpHva2tiC7egGaj8P+OdL1vTLW6lJ0+W5lliSC5YBt0Z+YenFYPhz4T2/hmfVbmx1y9+1X0DQrMyrmEE5yOxORVLU/hDc3vhZdCTxE8kYuTP51xbKXQnkhCpGMknPXNAHYz+OvDNsto0us2qrdkiA7/9Zg7Tj8adF4tsZvFN1oIVxLbwCZpiRswRn69Kxbn4V6Hdadpdp5txB/Z0apFJb7FfKnOdxUkZJPQ1rf8ACG2J8THXzcXJvDbG1wSu3YRj0yT9aALWjeK9E8QzSw6VqEV28QJfyznHOOtbVc74e8I2nhu6nmtLq6dZlAMLlRGpz94KoABPc10VAFGfV7C11O202a6jS8uQWhiY8uB1xV6sbUPD1vqGvafq73FxHPYhhGiFdjBuuQQf0xWzQAUVWa+tEuhaNdQrclS4iLjftHfHXFLa3trfRmS0uYp0BKlonDDPpxQBYoqsl9aSSmJLmFpA5QoHBO4DJGPXHNFzfWtl5X2m4ih81xHHvYDex6AepoAs0VFBcQ3MfmQSpKmSNyMCMjryKJp4raEyzypHGOruwAH40AS0VBc3dvZwGe5njhhGAXkYKoz05NOhuIbhWaGZJFDFSUYEAjqPrQBLRUMlxDE8ayTIjSNtQMwBY4zgepwDUuRQAtFJkHoaWgAooooAK4Txt8UNN8D6nBY3tldTvPCZEaHGOuMHNd3XL+IvAuk+Jrt7m/afe9sbUhCMBSc5GQec96AJrbxv4eudSh0wanAuoyorC1LfOCyhgPrg1gTfFXTV8OalqcVu8k+nztHLbDrtEmzdn6c1ag+F+hWviqLxFbyXkV4mzcqyjZJtAA3DHoBUp+HGmD+2I4r7UYrbVdxntlmHlqzHJZQRwc0AWpfiB4bg0q11KbUBHBcuY4wyHcWGNy7cZyM81T1/4maDob6fGspu5r4xmJYTxsc4DEngCnz/AA50mext4BdX8ctvPLPFcpKBIrSDD84xyPaqD/DrwzrTWDW+o3MkemIluEguFZW2NuAk45INAHfg5APrS0gGBgdqWgAribn4jWtp4pfRX0+Yql0tqZxIn3iu7O3O7GO+K7asOz8L2VnrOp6mjzPJqDK0iOQVRgu3K8ZBx70AVbXx/wCGbyyvbuDVI2gsl3TvggKM46n34qncfFHwlbabDfvqgaGWQxL5aF2DAZIIHTioLGy8HW9nL4AF4lw8ivvtnYb+Tk5IAHFUZ/g5okmmw2CXt/HDHc/aCUdVbO3bgFVAHHtQB39leQahZQXls4kgnQSRsO6kZBqxVXTrCHStNtrC2BEFvGsSbjk4AwM1aoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDLvP+Rh0z/cm/ktalY9/EkniPSGYHKLMV574WtigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx/WvBvjC41bVv7Phs0ivLt5RdSSB38sjAUZXKfga7TwRp+qWNnKNV0jTtPmCogNm24yhRjcxwOax9Y8XajbXXiTTbd5RqMRQ2Crblvk2gsQcYOOTW94Nv4r3T5fK1O+1HawzNdw+Wc45C8DIoA8zvfhN4m/tzUtc03URb3819cPAvm/IkbowDdOGJIHtVm0+GPiO78AQWOtXQudWsb03FohunC7DjKlxyCcEg9qi1DVfiRo2p6ndWds1/ZJq0ojtwCXwY/lz/0z5Xp3FbE2u+NtX8IaffS6abC9g1NFuYY42YvGCPmAz931HfFAEGh+B/Gmi6cLe21IxGeCcTL9qaREYtlNu4cHGQSOec1QuPAvjy40a1s5ZopYVkJ+zNfyfufmBBLY+fjPBqfR/EHjzRLKRpdOe9hkluZd08bboxv+XPPTBJx6Cn+IPG/iaTw5bRxwNC9wjM93b20vzEMAFQdVJHOTQB3Pjrw7c+KPBsujwuscszRbmz90BgWI/AGuKX4e+K9J8Owabpt/FM8a3cTO8rR5EuNsmRzu4xj1Ndr4vk1Y/D+8k0MTNqLWwMOzIfJA5HvXF6d4s8U+F/C9lca1pdxPdTyXTXCGNncOADGo25wCaAMTSPhB4xgs3jv9biuI3KSm3e4kGHAI++BkY3dR1xzXQv8P/GE+uaTdzeIF+y2lkLeSJJXBZthBPTnJIOTXLx/Ezx1qLxrdad/ZwjkjlEkVrKQQeocdxg9Patuz+JXjZrlftnhpY4RAz7RFJukIXIK+nPY0AdbpPgZ9F8OXNra3dyby5jUSiS8kaMOD95T1H4V2kYKxqGxuAAOPWuLttX8XxeG5dTu7eznlkije2ggicOGYjKsCewrtlJKgnrjmgBaKKKACiiigAooooAK5Twd4e1HQbzXZL17YxX9611CsBPyA9jmurooAKKKKACiiigDh5vB+py/EyHxKt3bpaonlsi7g7LjhTzg85Oa7iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDLvP+Rh0z/cm/ktalY9/IU8SaSu3O5Zhn04WtigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkdS8XSad4uk0p9LBhjsHvTdbxyq9vbniovAPjaXxja3EraU1pFER5cyOGjlz2U+o71Drg8H2Oq3usapPKLjAs5/ncrhlyE2jjpWn4Wt9As5rmz0MOghji8yL5tihlypAPGSOtAHHXHxu0/T9fm07UNOnt4YLuWCa6wSm1QcEerEjpWvcfFXS5tM07UdFt59St7u/wDsThF2sjbc9D36VMmq+AtV1J9CZLSW6F7KrW0kZz5xVi7EHsRu56VdvoPCmg6PaWpsbZbC6u1jjWFRtEjZ+bI6fWgCnYfFHQ7g3Md6s1lPC8i+XIufMCHB2kcE5I4qPVvinotpo8l1ZJPcTqSPIMRGwggHf6dasaLp3hDXILqOLT4iYbmdHjn+8rFvnI5zgkZput2HgLRNFhudTgs47KNiYvnY72zzgA5Y5+tAGp4o8T/8I54V/tr7MbjmIeUDgtuIHHvzWXp/xL0e78Nya1c7ooP9IeJNuWeOIjJx68jit3WrnSF8OG+1GFZdOiVJ8Fc4AwVOPbisNdA8IeLNJeM2KLZwXE6bVYxjdn5zweh6/hQBjTfGrRTDby2elalciV40YCHaVLgkAZ6nA7VqD4s+GmvrS2Q3TC4i8wSeQdqZGQGPYnFVNR8MeAtL061ieIeU1xFDG0NySyNyFOc8Yyea6aLQPDdtbJarbWoRo1QKXyWVRgd+cCgCjofxB0vWrK5vDbXtnbQLv824hKo65xlT35rrEdXRXU5DAEfSsY2OhapocuiwtA1gqCNooJMbF7Dg8VrwxJDBHFH9xFCrzngDAoAkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwtUSV/E+iNGMqonL/ORgbV7d63ayL50TxFpQZgCyTBQT1OF6Vr0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcRqfg7VL3xV9qS+tl0eWZZ7iFkbzS6qVABzjHNX/BXhafwvp9zDdXv22eaYt5u3BEY4RffA711FFAHm+p/B/StU1vUdXa6mt727ldhLCeVRo9hXH1yc0+0+EWl2vhuXRmu5Jk+0LcQSSpu8lhjOASRg45HvXotFAHnUPwnsrS5lvba+ZL2VZg7iPar+YQeQDnAxgAGs6++EE97pC2baxCWLOSHtdyRbiD+7BbKnjqSa9WooAx9Q0GLU/C7aHPIfKeBYGcL1AAHT8K5a5+GSx6fDZaPq0lhGj3Bb90H3JMMFeT2wAD6V6DRQB4rb/s+WtuJVTXpSkgXKNbgqSvc5Naln8GRaatpOo/29NLJYrtKPFlT/ALvzfLXq1FAHIaX8P9J0jRbiztIYlurhCk1yVb9582csAw/Q11cMfkwxx9kUL+QqSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA57WXt08V+H1mjLOxnERH8J2rz+VdDXL+IFz4u8MNkDEk/GeT8grqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDntbt3l8S+H5UCkRSTFs/eAKjp/Wug6c1h6vED4i0O4eVI0jeVPmbBZmUYUep4NaeoQtPpt1CmSzxMqgHByQcc0AOt721u9/2e4im2nDeW4OD74qxXh1hpmqeGfDLNoPh7VbDUwIk1C4VAxmXcd5RSTlgM81Q129+KVxpmktoyawTiVndoEV3Td+73jHDbRyPegD6AorxOZ/iUfiNpxQ6kdGYwG5HlKI1+Ubx9M5qIf8LSXV9ejWXUBE28Wu6FCg+cbSjfT2oA9vZlRdzMFHqTinV47rfhzxfqXgnU7K+uNQuZbW9ja1ELhJJ4xgvnjnknH0qx4rs/Egt/DF3og164+znE1pIwRpBuHMrAjBHbIIoA9aoqOFneGNpEKOygshIJU46cVJQAUUUUAFFFFABRRRQAUUUUAJmlrlvF0V413oslnp1zeMt4A7Q3LRCFT1ZsfeHHQ11I6UARmaMS+UZFEhG7bnnHriqv8AbGm/Z2uPt9v5Kv5bP5gwGzjGfWuA1Pw94qvviemuRxxrpMSfYzGXAeSJgdxHoM/jWRD4T8RDSNWtzoOIDLGbO2a4iMmRkbi2MMBno1AHq82r6dbyPHNfW6OkXnMrSAER5xuPt71LDeWtzLJHBPHI8WN6owJXIyM/UV5LpfgPxPN4gsr3VbexaxWBLK5gaT52h8rDBccbdzE4POV612PhrwmfDmj3cVlG1vdzXAJl80SM0asAgJPHCACgDqL6/tNNtmub25it4VODJKwVR+Jqi/inQY7eKd9Yslhlz5bmZcNjrimeKtMm1jwtf2EEUck80RWNZMbd3rXEWXgvVrR4Z5NHspXR5W8pJwoG4DHUEdsnigDuIfFfh+fzDFrNk/lqXfbMp2qOpPtU0XiHRpvJ8vVLRvPJEWJR8+OuPWuR1DwZfzWXikWdrZQT6lFGLXbgbGCkMCQOBms288D63qWn6JJc2Vgt3ayEXUUcuFkTcpGH25GCN2PUYoA9FOr6cImlN/b+Wsfms3mDATON3096Rda0x4o5Vv7cxyBSjCQYYHpj64rzDRvhhe6JcX95DbxSNfaZLbyWslxuRZWfIC/LgLjmrOseAdW1S50zUorSG1u7GGKNbeO5xE21m3BsLzwQQcUAei2Ot6XqcskVjf29zJH99YpAxXnHOKcdX00SSRG+t98cgidfMGVc8hT7+1ct4A8Paj4fge3v9PhgO0/vo7nzPMJYnptBHX1NZd58OJ7nx1N4i8wrm9hmjijk2oyKMMzrjlvSgDp7jx74UtYpJJdesQseNxEoPU4qd/GXh2O0S5k1e1SFwpVmfGQy7h+Y5rzW0+Gmur4e1jSbmysGWeZZIZfPJdgJgxA+XCfLnp3rodR8D6he+NBqQaNdPia38qDcNhVUZZAyYwTyMGgDtINe0q6vvscF/A9ztDCMOMkEZGPwNMk8SaJDdSWsmq2aXEZw8bSgMp9xXnVt4E1LwncWeoaNpMeoTpfzytG9yFYROAEy7DsB0FQXvgHxBqk+vx3NjAsWpOZUf7UuImODkAJuyMEdce1AHpdx4m0O0m8q41azjkBK7GmAORjj9R+dX57u3trRruaaOO3Vd7Su2FC+ufSvHtN+GfiHwzqTT6dFZ6lGskgj+1zkNsJQgsdpyflIr03xJps+teENQ07yEae6tWjEZkwoYr03Y6A0AXLDWdN1XJsL63uQBu/cyBuMkZ49wfyqnceLtAtYZZZtVtlWNWd/nB2hTgn8DxXFeBPCHiDwRp9nClhZ3MjhkuD9qK+WpkLDHy/Nwx9Kbqfw9u7281UrptokUsUscUkFwUeUO4cAjaQpHrzQB6HpusWGr6auo2Nyk1o2SJVPHHWsqPx74Wlt7u4j1uzaK0/1zCQfLzj8ead4c0i4s/CC6TcQm3kWNovmmExwR1LADPX0rjz8OtZl0GHS5RoQFosRt5I4WVndJA2ZDjoVzxzzQB3Vt4o0G7hhlh1a0ZJtoQ+aBkkEgfofyp6eJNFkjlePVLR1iYLIVlB2k9AfyNeM6p8EtZ1PUFke4t4VaVd4tpCqBMOTgHnILcexNdFH4L8RzaPLDcaRpFtcK9uFe0ndHmEYYZZhjHUdPegD0V/EOkRReY+o26jarcuM4IyOPeqlt408OXVobuPV7UQCTyvMd9oLenPeuOm8AarL410fxEJ/LNuIUuIfOLb1VcHOepBqLW/h3rGr+H7Wwjmht5IL+4uGOQwdHzheemc4z2oA9Ck1/R4WlWTU7VWijEsgMoyqHox9uRzUQ8U6CbZLkavZGB3MayecNpYdgfXmvNtH+Hnia28evrV2NPFhJbPZtbq5YiIJhM5GCc4/KtCHwd4g0zwP4b0izsdOmurG6E915km1SAxOAdvOQcfhQB3n/CSaL9re1/tWz8+PO+PzRuXBwcir8F1b3Su0EySBGKMVbOCOoNeU6j8PNc1vWLiDULbT10pnnkWWCQiZjK6tgkjtjiut+Hnhm88LeHptOvpfNc3Ukivv3koTxk+uKANs+I9FEs0R1W08yAFpV80ZQDqT6VYtdUsL0oLW8hmLoXXy3ByoOCfpniuCk8PeJfsd1p8Ok6TFAqyeVKJPnnJYlQx25A9eTVfQPCvivQb2xvILTTMv58d3D5zYiSSVXyhxz0NAHdy+JdDh83zdVs08k4kzMBtOSOfxBFRSeLdBimsYjqluWvzi22tkS844I968s1L4U+ItQuL9VntoIQgt7SRWJdk89pCzDjBG7pXR6R4N1fTNH8KWRsbRpNNLi4lFwfl3ZBIGPmPftg0Adff+L/D+mRNLd6taoijcTvBwM47e/FVYfiB4Xnnt4YtXgaS4AMSjPzAnGa4Of4PPaaRcR2E0k1xcbXnWa4wHIcttU4O3g102leFL+K50O4lhgtUsI5oXt1m80sjA7cuQMkE+lAHT/wDCR6L9nmn/ALVtPJhcRyP5owjHoD6GtCK4hmRHjkV1cblIPUeteTxfDnW9J03WYbJLW9mv7mC5U3ExUDY5YoRg8A4+tdxZ+FrafVbTxDqMLx6ysSiRYbhzErbcEBehH4UAdLRSZHrS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBy3i/wD5CPhr/sKJ/wCgtXU1y3i//kI+Gv8AsKJ/6C1dTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5nrfieS08dvb3Wt3ditvg29jDas6XY25JZtvrxwawNH8ceJrOzefxG9xDEl/BcbxEGItHJ4IUE+nvXd654tGm+LbXRhpkU8ssPmrNJMEOCcEKMHJ/EVnv8QF/su+1B9C8qGFlWJ551VZkLbdxIB2gHtQBbGuy6r4gmsbe5u47HUNOjlsbiKBsK5L5O4rhTgLwaj+H3/CTzPqk3iS9Mrxyi2jhCFVXYMFxlRnd1yOK6fSb77foVtfxWvlmWHesGcYPpnHT3rlbv4hXGlaYL7VNENsjXMluoFwGyUVyx+76pj8aAMLWdV8SzfGG48P2GpT29nNp5aPK5SOUqMHOPWuk+HUuv3mlXN9r955szymJIVGFjCfKT6kk80aP44XW/ENrY2+l4jmtUuTcmTIAZQdo+XkjI7irnjLXdX8PWltPpWnW10ssyxOJZCmCxwMYoA4O78ReJV8feINOgk1O5tY0LIsK7BbKAM7cqd5IzjnrS3XiXxJHa6fL4aj1qaGCaS6uYdRt/neHcFCbiM92IHJrrJ/iJY2+qS6WtsJdTgjkkuYkb/VhFB645yTgfnW34Y1bUNVtrr+1LBLK6gm8sxpJvBUqGBz9G/SgDzd/EPi+S912KVNSgFsk0ljKsXyviYBFYBTk/e6dVIqx4Z1vXrr+yX1ybWre6nu51eJISYtoJ2hjt49jxxW8vxIZr7XoRoc5h0lJT54fKysjbdvTgnr3oufiVHaXOiQzaW+dTYrkSbfKOcchgCeaAOAvbz4mjUjFftftpSxO8slr8shi3HbyoyH6DjnFer+DZL7UPAVg1/8Aara6kgIYyMTKvJAJLDr9RUXhTxZP4qvbpobJYLG1zDIzOC/nhuVwO2O9UvEHxFi0DxbF4ffTpZ5ZliaN0bAwzEHJ6DHWgDGgn8T2fhu4vbbVL2e7bUXgj/tCAsqwqWAYqihuRjn6VT8Kan4nuvF9nHqeoTyWrLGxhktpkw3lc4YKFxknhqvx/F1E0/XLu60h0GmTovlrKMtE5IV89OSP1rTl8aaqiW84022WB9IbUXBkLMGH8A28HqOaAIfilqniXTbOy/4RuN5ZXSfzo1B5UKOQRzkZyK4PRvFmq2l3dy3E2p3WorAY4bLMzFyVADFcbAMnrnNbU3xyFvpct5daI9u6SxRCKUlWO4ZdsEcgdvWvRdR16Cz8JyeIra2M6LAJ1XGGKn/61AHmOn2Hia8tfDQ1SbVrS8ttS+w3iRSuomhPz72K+mcZzjtXqPi/7QPCWpm1uLiCdYGKSW6F5AR6Ack1y03xTtZ9DbVdJtvtULyvDAWVhukVcgEDpk96kv8Axvr+mG/mudEtvssFvA8RE5DM8pCqGGMABt2fpQBx8ev+LZNA0u6TTtYgk05TPKWdn+0I0mzaykbjhQSByR1ouIvGsklrIb69eCeyAs0iMsbbt3AmPZsE5PHSu1l8bajpOlCTV9OtnvGWZxHZTGRQqFducAnnd+lbviHXpdG8Px30FoLi6maOOGEttBd+gJ7CgDndLvtW8O3FrpOt3FzdXM1kdtxHDJJGJd3ALAHGB3NQ/DCfUS19Bqs11LeAksZTORw5HG8BR1GNvar8/jLV9NSCPVNFEd3LCSEhYupkDAbd2MAYOeaxofi0Lr/hI44LG3SfSZ1jQyynZIpcIWJA4waAKeqeIvF1t8bLWwt4tROgOyRyKIMxcrywbB4z9O9dL8S7/XrHSrA+H4riW5lufLZYODgq2CTjgA4P4VRT4q2kd/4ftbqzCNq8LvuSTcI2DYHUD5TgnPpU03jDxImhy6gul6UVCxzRN9sJVo3OOeMggkc9KAOOhg8WTeIrJ7rUJbq4itlaDfHOgMhTk8DYOc/eFbusX0dv4PkuDqPiCCFpx5s0e5ZBNt+6oK7ipbA9Pett/GWpw+KLXRpdOhYm1We5liJZYyQTgHPHTvXO2XxR1W78G3usnSbWT7LeLbkuxVXBbHA55HFAGKs/i3+1or24vdVSOTTJC672KlxBkAoFGxt2TnuRV2O71CfwlbNcX+vxwxavEodEl85ofKUuDxuK7i3Jrqb3xpq9v4tn0aHTLSeK3smup5Vdv3WFyFbty3A9q3PBmvz+JdCF/cRQxszYVYlcDGAf4hz17cUAeXaprfjF9auIbE6o9pJdXBiYI6skXyccrj7oYr9fWvQfhteXl94enlu4LyH/AEqQRLeO7SFc8H5+QKx7r4pzWviFtLOiSbFnuYvPL4RxECQQfU4OQafcfEe/m8P2Oo6fpKx/b7tbSE3LFcMT1K4yR70AUNQh1yzufGt1b3eqPdQBGsBmQxhWHO1ckMQfQVWvb/Xmu9Kh1iW6BZpJJ5LRblIzlk2gbOemeG461rz/ABJvW1q50az0jzb+z80zgkhHCAHEbfxHnpWl4e8by6/qGm7LQRWWofaDF5gIcCPb1H1LD8KANHxxc6rb+GWj0MTf2hczRwRPGoJj3MMsc8AAZ5Nef3Gt+NY7vwjE63pmSQw6ikcbESMr7SS2MYI5z09Ks3HxM1+xuvEd5PY28mlaTM0YAiZS+JQg+fOM4JPStiw+Jn9s3Olf2dYl7a+8xhJsLFQr7ckZGKAOZuLzxBPY+JVEmtNDFcJuliieN2j3HcEU9SBgZU8iq2k6b4mvfFOg3MralHYixj3SyF/MT94Rjk8EjaDnPFem+P8AV9R0HwVqGp6UI/tcCgrvXcOoHTuayfB3jubxFPaRzRwRO+nmaWMH5lmVwpX9c4oA8903UvG7aT4lsbb+2Wup9QSO1llVsxxl2B2FscYA5zjmtKbUfH/mvDZ/aBPcQ2UR81HKwSbMs69iCww31zWzcfFHUH0GS7s9Ot/tiyHETEnconEXA9TuFehaHPeXWj29xfiMXEi72VEK7c9AQScEdDQB4/4hOpTeEEgsJNcDfa1jvjcpKyu4UlmUJ8+0nHTAzXsGgy+foFhJmQ5gX/Woyt07huR+NaOB6CloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDI1pUkn0yMqC/2tXUkdMA5/nWvWTqsZ+36ZMZVSOOcgqQSWZhwB+ta1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGPJotm3iNtWnkDTSW32dI3AwFBySO+a4qy8GeFrWw1eI6+89g0wNzHJKGSL5i2zPYZNbWqaVqz/Eix1WK1afTY7CSFsSgbJCeDtJ9OM1yFh4L8RW2ja5ax21wkcrpLZ28zwtl9xLbscFee5zQB6PpEulaRa6doUOpJLKsAEKvIGeRAOvvVLUvDmgRxr9suPs4a6kulMk4AMjqVbr2wx4rl9L8AX2neLvD998zLZ2qLdS7lMZdY3QBB94fe+ldR440A6/pVrDHZQ3UsV3FIBKoIVAw3de2B2oAoW/g/Rodf0+5ttauI57aFVFtFcALKFUAEqPYCtrxVp+nahpkQ1O9a0t4J0n3h9uWU5APrXJN4Pvh8SodSh0mGO1S4Wb7cJhkIse3ywnUDP4cVZ+KXh3XNftdKOho7TWtw0p2yKuDjAJ3cEZoAvT6R4Ki1/UNSme2XUp7YtcsZfm8phgkj0xWt4Ws9DtNMkOgyrLbSylncSF8vgA8n2ArhYvA2ur8Qb3xBJb280EumC3Eckg+eTYAQQOgzXW+AdC1Hw94fez1IwiRp3kSKE7ljU/w7up5yefWgCc6Dosem6rYNclYNRmklnzMAVZyN2D25x+NZOmfDjwwkUzJNc36ybU3z3Rl8sqc/Kf4TnriuO1r4Xa5eazqEqXVw9nqU8rzRxyqPKBmUjbk/wB0Z+oru/h/4Xn8I+H7jSnZnVbqVoZHIJZC3yk470AN8JWPha21W7/4R+9V57dPs9zCsmeQ2dzD+92zVvWtC8P3d/I+r7XfUBHAsbtjJQkjbjnPNcZ8MPBfiLw34z8QajrEMS297kxvG6ncd+enUcVo+JvC3iO++Keia1YSk6XBHsuFLgBRnnAPUn19qAI4rP4Z2NnJceda/Y4zHbSq7kpuVnC7x3OS35Vst4Q8Lm3ttVEsqWVvZGGPbORF5JzyR3+8a83m+HPjCXQ9XtjZIYZLqOS1szcJuO1mYsX/ABHFew+HtPu7XwhYafqWx7uO1WKboy7tuD7GgDlI5fh3rP2jV/tVtcJKFsTJIflU7doC574712S6Xp7eHRpf39P8jyvvZzHjHX6V5vP4L8Q2nw/sNNtdMsL27ilnE8EpVQwfIVg3QEZzXarouoN8PU0USRw3xshAWDHarYweaAOctZvhz4c0EW0N7FFYXFxJGg3k5k2hXC/h/OtKwt/BOr6zqem200V1eSQLFcwGUnMYAxgH046dK4o/C7X7rwhbWNysDajaTyGzkafAt0IAU8D5iMZ5rZ8IfDfV/D/jGDV7y5s50RZxJLHkSSl8EFh07Y4oA6Y+HPC+jae+mBls4jBKzDzSG2MV3tk89QKtX134b1rSH02bUIJLdoPMykvzKi8bwe2D3rkvip4J8QeK7q0n0S4WI29tIpBYL5hZh8p9iM/lVDwh8NdW8MsdTmRLq8exlhltXlBTcT8qr2CnqaAO+tvC+jtpccELSy2rQeUD5xbepOck9yfWqyfD7w/FbrDDalFAAfB5kHmCTDevI/Kl8O6Rqnh3Q9H06BYpkVibwyyHMYbJwnrgnGK6mgDz6bwl4A07W7CwuY4U1HaJbZZJDuCoTjHoBk8Uabb/AA9+x6xLZz27WzbYL3Mh2gZ+UAHoMnjFVPGng/XNe8bWd3pkUFtbLAI7i+Lguy5bKBT9Qc1m3HgHxTrujpo+qR6RZWxVI5bizBEzhA209MdSOKAOzvNH8KXmuRSzCM6lF5YBWQhsEYQEDqMVm+KPD/gjTPD40/V3XTrG6nUjZIU3SDJByPTOawLH4ba7D4p0TWLm78ySwSCOVhN/rAqbTx3Oa3vij4X1PxXp2m2emxI4juDJK7MBtXafX1PHFAEC6J4I03VZtZOpStcJZCa4zcswlg27AzL/ABDFP0TxT4F8O6T9o0/V2FhcylIwzO6hlAyFGOOCK5zRvhr4hj8R2+vzNb25RRatYltyi38oLgHvhieD6Vqp4G1vT/BHh6wsobGXUtOkdpRI+1GDbu+Dnqv5UAdpdaboNzpcl5NBAts0ckxmxjaJF+ds9iR3rnYdU8HaH4esS18LyxFz/omFMhEi+mOeM10Ou6bd6r4NvNPVY0u5rUoFB+Tfjp9M8VxGm+C9d1ePSn12FdO8i7kmlhspgu0bQFwR1yRyKAO2uIdC0axuNbmRYoQXupJsEkF1wx/EVk3Wr+DbGz0P7TNGqS7ZLBiDnDEc5HQEkZzW94jivX8NX0OmW0VzdtCUihlICsSMYOa4WLwh4r1Lw5oNlejS7dbAbLi2ly4mCkbPmUHjjOPWgDoLaPwZrOoanoduLae6WTzryAE5LbwxJ7H5gKg1PS/AumXkUF5Fa2slvGZliUlAqM45IHYtiovDvhrW7LxxdapqEdgln5EsMLW/+sfdLvy9UfH3w81HxPr6ajp9+Lb/AEQW8iMAVfEgbDA9RjJ+oFAHS3V94a8U2t1o0tzFcxLAs8sasflj7NkfSsax8RfD9VgsLaW1UKFSHKEFwzYGG6nJ71h2XwjutJtpF0zU3guL2BYL6QvlSu7LbB246fWtrU/hdp95qdvewSLC1pHAtou04i8tsnvyG70ALFc/DuaO5eJLQILhLaVgjAeYX3Kuf94ZrrdHm0x9JWfS2Q2RLMrISQcE7jz7g1x2teA9T1/QrrTrq4sIDLqC3Stbqy4Udjx97pW34S8NXnh7wPDoFxdxPNDHJGs8QOMMSQcHuM0Aaeh+I9K8SWslzpN4lzFFIY3ZOzDtWrXBfDHwJfeBLG/tbu/iuluZ/NTy8gLxg8EV3tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZWt9NP/wCv2P8ArWrWVrfTT/8Ar9j/AK1q0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcH4v8AGN14a8S2EEtxBFp1wAuAoklZyem3cCF98GoZvE39u/De7u49et9P1CIMZZYHXMJDkAEE8ZAA59al8XeJdA0bxVp0Go6EL2+ZA0VwFjLRAtjjcc9fSsw+JPCB0/xIuj+G4L5rCUfbIIYo1EwHO/PRgDn3zQBegOpH4gaLGPEd1PYy6cZgixqY52XAJJA7hievarHxK8bzeB7GwvY7SW4jmldGCAYzt+UEnpzz+Bq1B4unSfQrf/hH5oIdQgMvmGRNsKhSxXjqcAHHHB9qXw14usfGbbTpjxRNH51sbna3mqGKlgBnGCMc+tAGNN4mvJtRjgGsBGm0N7k2qKm5ZduQ2evSuVtbnUdW8BQyS6/f3gtr+COGezm8qR1f7yO38RBr0i9120svFg0k6K8kv2Nrj7Sipjy1HIA6+2Kh8EeK9K8X2d39i0t7OO1m2tFMiqSfXaOR+IoAxE1LXF+Ilrp6if8AsqK7MbyecGz+5OAy4yORnOcE1Z+KGt3+k29ktjqclgziSRTHFuM0i7dsfsDk/lT9W8V6xpfi7ULFdFs2s4LF70XPm/OQowMj6nFZd58YrD7PY/ZLCK/uZWVWCz7URigY4JHXJI/CgC54Hk8Rah4u1y9v764fTIbmWCKF3XaCGGMLtzjHfNN+JGqahY65osVjrsumtK4yGiBhKhvmLtyc44ArU0z4kaVf+Jz4eeMwaj9okh8ssD9xQc/jk4/3TVrxJ4oudM1qx0ix0OXVbi5jaV1SRUCIpxnLcHntQBN431S70fwRf6lYuTcwRB0KD7xyOn1rzLQfGHxG8Q6ilzBEtppwu40nguIx5qqWwxX5QSo4BPOK7JfibpV1Jq1sbMt/Z6KzRswPmHcAwA6fKTWrrXi+fS9cg0200C9vwUWS4mhACxITgEA/ePtQBQ+K2oaxp/hOOTRGuVunuo0JtgC+05yACDXMabq+qTa3aWuo67cBfsEJgcN5YmkaI7m27PmIY9yOfpW6PixpwNqkllJ5tw+wIr52nz/K54/H8K1tU8bWun+N7DwsLffeXtu0sUmflVhnCsPQ4PNAHGXkGs6T4WsZ5tavFl1K8RnaXUAm0beRvZMJkjoAahs9b8Uf8LFvtP8At7paG1JiZnEsbYjyuCFA355PIz6V0ureMryw0wXWraRYPG999lhjaY4UrnLMxU+nGBV6x8ZRTeI4tJk0yONpNnlyxSq33k3A4wDjHHr7UAcVe674w0zw3YNY3gvbl0ma4TzhM7/ICu0qg2sOTt9ql0fxBrl7p1zPc6jqcGsw2soltmtmNso2/I4bbwcc9T34r0HxV4lHhm2gdLL7TLOXCpvCABULsScHspqj4d8bp4k1F7S3gtonjCM8Ukx80KyK2du3H8WOvagDi9c8Y6xHaaGNP1WRJJFlYONswnkVgFjb5R1BPpXofinV7rSfCM13AkpvnRUhWKPeRIw44PvR4m8VaX4XawW/UGW8lMVuMADPGSWPCjmstPiFaHU9Wt5bdUh06N3bMuZZNvUqmMFfQ5oA4mHxnr2oW1l/ast/YahA0arbQxKhuJN2HLBuqgdQMYpy+OPFKQeL31PzbK2SB7jTLgxgYCuECjOQckiu4Xxzpc+g2WsxxQzTXcwgt4UkDPuYjjOOMdT6Vmah8T9HRdYWWw+0W+nMI5I2YeZI+8KcIRjaCeufwoAybnxT4mGo6Lb2VyLqwvba0829VFPlys5LNgcEYUqR2yKoad418QanoHiCIXlwdSsZ4nS5ihxG8bSbSApTIwM56+ua7aDxvaJp+jS2+kSpFqMvkxRB0Uo+8qRtzzjBPHYV0Gu6tBoGjz6jNC0iR7R5ceMsWYKBzx1IoAWZGi8OSh7idmW2YtMMbz8vUcdfwrxLQfEF7c+BtRS/8Qanp8FvdR+RfzE+YSxO6PJHPGDXrOp+ME0y8t7ebT5j5iRtIRIn7veSACM89O1UPCXjKy8czX9o2klEtH5d8SRtyQBnHDcZxQBx1xfanfeP7LS4db1G4sJ7JYUe0fa7KyE+cwK4xnHzA8VDe6PrNv8ADTTGGqa+L8anm5AeRpTHvKsOBnAUBh2/Ou3vvHFhpvjiPw1Dp4e4+zEidWCqh2lhGeMjIU9PaudHxmJ8PrqjaBIm+6FvGGmOx8oXyrbOTxjGOvegDUt9b1C1vfENgX1OSbyWksp5LcmKNViGMtgDcWzWR4r8Qyarofhu4h1KeGJpWW7e3maDc6qON20988Ywa3IPiUsmuz6bLpZQwwmVwJcuFEYckrtwB269e1V9S+Jcttb2Rh0XyZri4EYju5AA67QwKlc8kHigDI8Hanfp8TL21bVdRu4ZWdZLe4jZkjUKpRw2NozyMDFa/wARdb8S6TqFta6DYXF1/aEXk+bEGP2dt4+Y8EdCetTab4/vNV8TX+k2ulwo8EbAK8uZI5AucyAdEOcZGeahf4nHTfDujX+s2cUd1qNy0ZjhclI40Yh3yfQAmgDMsz4rutR8TyyTajb2d1BNNaAJ80bxMFUJuzjeAeMDrxVjVItWhvPChuL/AFT7PHGslyw8ws7k8hhGhz+OBWlc+ONZ02XXLm80m1k0yxhWa3kt5WLTK7YQng44yTXY6TfPqNglw8aIW/hUsR/48Af0oA81+H02uReKNZl1I6utqqySJHcBnSYBjgx5HykD+HvXp+n3qajYQ3kcc0aSruCTIUcexB5BrzjUPite2UN66+HZX8m5NsrhmKIwbbmQ7eAevGa1brx9LpI02LUYrNprhsztDKUWKMkAMA+GJyelAGl8QLzVLXwrNFo8Vw99dSJbxvAuWi3HBf8AAVc8H3moXnhezbVY5Y9QjUw3AkXaWdTtLfjjPHrWZ4J8aSeMGvGW1SGOzdoZstyZAxxtH93aOp712NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1wWUhWKkjgjtTqKAEHSloooAxPEF1HBNpETjJmvkVcHGDgn8a26zdV0+C+ksJJR81tdLNGfQgEf1rSoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4Lxb4Y0DXPEAu7/WRaXsECxxhJAkkRLZDA9eelUtA8F+D/AA79qWDVY2eaN7O+Z5xmVnbI3HPDCneJfhxNr3jWXXxKqSRRxfZfnIBZTyHHcVlWXwl1BdN1e0vNQglOsSLJO+zJhIcklPU7T1NAHU3DeFG1nRS2qO08MLJZRRzsUZFUhjgcNwpBPtUOgQ+B/C8V5qOmX8Aj8pXkkacyCKNmO0D+6pYnimWPhTV7HWtHKR6cbGzsJLKSQLh8E8Mo7fdXP1NZdt8GrOy0j+zrTUpYUmw1220OZnCsBwei5bOPUUAb1zoOlaj47i1n+3bgXaWg22ccwCGIggnHoetS6daeGvBNvcX7alhLyTBuLibzCcdFB9BUUXgm4jk0dTqCvHp1jJamQx/vJWZduSfQAdKy5fhxqK+G00hNXiuVe4Mty11D/rExwgx938KAOsu9I0bUVudVkQP9qsjBJPGT80J54xXGWngrwj4tt7e+0O+vbY2MnledbsUfcqBcHcM5C/zrtINN1KK0t4Fu7eCOO1MJiihym/GFYZ5wPSq/hHwz/wAIvp9zbfaVnNxcNOxWMIASBnA/CgDmrXRfBMPi9LmPUWbWLKaS7kkkckjKBCHYjGMDIGa3JNP8PeOvsuq2928wtnKb7eYpuAPKMB1GQDg0X/g8XsniJhPHGNWhjjUhOYyq4yfXNWfCfh640C3vPtdxBPcXU/mu0MXlqOABx9BQBhWegeAL+e80mx+zm9mD+c0TlZSCfmAbqcH06VfufDmgWt9YR3eqXi3KqY4lkvn3TKWBw3PzDOOtVvDvg3UtG8QanqdxdWVw90XMMnlHzIgfuqO2PX1p2peBptc1TQ9T1O5he8sMee8QZVlAYNgL0HIFAEkvww8Nzebviujvbcn+kP8AuTv3/Jz8vzc8Voz+F9Dt5YtWuoGe6sYl23cjFpVVAf4up4Jz61qWUeoR3V4bueGW3aQG2VEwyLjkMe/NXSAwIIyD1FAHnsy+FfHWjlNP1a6tooLtrr7RBujYSclsFh9elGjeG/Cf/CYQ30esXGo6tDCnlpLOX2gLwxHTOO5qW8+HS3fhqPRDdFYRdTTtJCTG2HzgcfXn1rO0L4eano/ju31oPbNbxwrA58xgzALj7vSgDofHth4Y1Cxso/E9y8EIn/cskjJ8xUg5K9sZz2qPQbnwnpWtaha6a5F25VrmQqxUbIxj5yMD5MHrV7xZ4OsfGA0+LUXk+zWk5maNDjzPlI2k+nNYX/CvjFq+sXNlrAifUUMbQlQyxRlVXAXOM7Vxn3oAl8VWfhDxnp9hfXusqLa0kMsUkEwAcE7WX3Bxj1qPVfCHhyyu7nXNY1S7MV0htovOm/dwCTsnp071Tf4Utb6lZ31hqaI1jM00EEkIMXzuSwK+mDgeldd4q8Or4n0RdMmaPyWlRpldchlB5A9D70Ac34a0LwVobaWtnqMdzNHNKlrJJKGLyH75GOCccUXugfD29XVBK9uzXKM10yTEsg3jPTlfmxWQ/wAFIY/siWWryW8NjcNcWqBOVYsCct1PAxWzZfDu5tNT1++bVI3fWYjHIPs4Hl/7v4Z/GgBg8O+B5YdNgg1fYbFPKtzFflWw756g5OWrrJDo3iawvdMM0F7Av7m4jVw2047+h71xmofCOw1G4tL0zJb3tosIikhjwo8tiQSO+RjP0rQ8FfDpfBur32oR6rNcm+GZ42UKu/cTuAH1xQBT1LTPAdt4h0fT7+7cajZxrFbq07njnaHPQnrjdVrwtYeE/DLXF5peshop5fs8q+aCjTFieQP4+ozWvdeFzJrF1ewS2yLcssksclurksq4BBPT61wa/Be6i0S+00a4PKurtLzOwqY3Gc4I+tAHeN4Z8M6nePrxtIZrh2D/AGrncCmRwewHNZC6t4Cm0LTJI54bmy0+4VLRY1Z2SVVOPlAyTgE10Og6R/ZPhe00SSdHlhg8tnU/eJzlsHnnOa8+0/4LW+kaS1qmuOCbsXIkZAMHYy4/8ez+FAHYy+HPDBmu/E8tth7iLzZZ23A7NuDx1AI6iuc0q3+HWnWml6paXx8o3bNbSPK7EyYwQQecAdj0rs9R0q5uvCM2kw3MX2iW28gTSL8uSME4HtXFN8LrwWGnIt9aS3FtcGdxJERGTtCjAHPbPNAFnf8AD+w8SX1/HfrHqrs1zcuhYuF24IPHCkdqW3X4fw2VlFcQmWItKtv9uhkYrnBf744HI56c1Z1TwG2py6+7XVot3qllHbqVj2mPb1PHJBNZ938NpL/TdDhvdajhk06RmzFkrOp25Dbjk5xz9aANu71PwVqVvd6a15bOs8RSeKBjuKRHGMLzgZx9Kt+H7jw7o2lQW9hqJ+zTI1xCLiZmJTOCRu5wCaxLX4W2mla9feINNuduqXPn/wCsH7oeYePlH939aoX3wmuNX0fS7bUdaY3Wn2xgjlgUqDlgeR3G0YoA1J9R8Dz6Hqcct7usJ7lpLlhvwZC3IBA9ewq7p/hHwZq1nFcQWNvfRIpjR5CXKDOSvPIINcjb/CfVtN03VbaLXrNUvJFdPMhJCENuyc98jtXeeE9Ei8NaJ9me8jnmmmaeaYYVXkbrgelAEGixeENPv530qWwiuoybebZIA2d2cMO53H9a6OC4huULwSrIoYqSpyAQcEfgRXmtv8JraPWtfvRrcjJqqyCSFVX92zHKsD1BU9K7vw9pMWgaDZ6XHL5gtowjSHgu3dj7k5NAGrRTQykkBgSOoB6U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKl8LkxJ9mLBxIpOMcjvnNW6z9ZuXtdOaVACwdBznuwHatCgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzTxzrOvaZ4wtYLBrtre5s8RRQrkSThxgZwccfpXOnxJr0l54oS4u9Sa1gtSyTwR7RBKDwuMc+mR1Fd54s+Iel+Edc0nTL3G6+fDSFsCFOm48etLJ4rvrnwXqWt6fb2xmtZJQiSOdjIh5OR6igDitcufiBLdaWvhv7VLY3GmweZcEA+XIzgu3PU44x6Gtb4ap4xttavLfxFDeNbfZkKXEx+V5M5Y4PQ/Nj0+WnxeOPEl0NESCz01ZNQsftjl2kKqCyjHA44YVS0r4sahPpl3f3umRLDbtGXCeYGRGlKHgr8xGM5HHUdaAN/xBp+sjxebmx1DUUtG02ZzDHgx+aBhQOOCfSuIS68eTadp01893G8bQNLtjf50IOdwAyCO+M11cPxWsbq80mKKJI4tQDoskjH5ZMkIMAZIOOT2ok8VeKofD2rajLHpPm2F4IDGpkIIDANzjqc8UAdbdPdT+Epm09pPtbWp8klSG37eODz19a8vvF8f2VpPHq+o300qz2zwyWMRAZDgSjGM5A/Wul1bx/qNj4kl0GGxge9EQnUsWCmIRszNnp94YH1qHwz8Q9Q1abSVu100jUZNhjt5G3wfu2f5gevQcigDJn1PxTJfa/FZf2sFDXDQ+ZCduzanllGx/e38VrT6R4osNL0SO41W6u7iTUV89oDjZCwJ2njJx61q/wDCb33/AAmq+GRoUhnZzILjzf3X2bAxJnHXJxt/WuvguIbqLzYJUlTJG5GBGRwelAEUd051B7P7LOEjjDC4I+RvYH1ri/GOq+ILHxZpcFjDfPp08ZDvax7gsoYY3nHC4zmqV74s8UaJq2vrfSaZcWmnwpPHFFG4kKueO/OKrXvxRv21qxtLC1t1t7q4eEvcJIHTbt5ZMZUfN3oA6HwPp2siW61fWJD5tyzqsZd84DkAsp4HAGMetV9e0bVLz4k6deRSXqaalhJuMMpCeaD8uR0J+bvWn488QX3hzwnLqWmxQzXO9EQOcj5jjIA5Y+gHWuMPjzxXc+I9E07y7WwF3bLcXAuLZztG9885+XKrxnuaAOQ1PUPH3h7SLae5nudsohYFUfcFBYFXPPOACcV7xpEr3Ph61llZi8luGYjOckds815DdfGvUIbXULmC2t7grdhLWI/L+5bIVmOTg7h3xxXrdpfXL+Fo7+by/tJtPObYcru254x2oA4K5h8T2fgV7e1TWJr+K8lEAXh5IzkruJ5C89fUVY8N+FbqD4gRavd6fcwiTTElkka4ZlW6JIdfQ8H9K5E/GzXl8P3U0+mwW+oL5H2eORGBlDMdzqpOWXA4xXYab8QL6/8AGVnoYFmYryEXcc4J+WMx5EZH9/cCfpQBU+K8OtDWtAudJGskIX8waeuV3cbd3br1z2rn0h8UXGseLgbfVopmgl+ytufYxJBG3+HP0NaLfFDxPpmk2c91o8WoyXL3ShrRHXBjbao2nOeepHY1p+FPim3iHx2fD8kMEca2oYyZO5pgAWAHpz+lAHP6RZ65baV4Sh1MeIJr6K/YXIXcFVCRw57gdjWnqEPxBgn8USWMMuIojDpwQk+aXkDGQZ7quR+FdJ488cy+Er/RrWGGNxeTEzvJnCRL94j3qu3xCay0rxFcT/Zrq7065KwW0D4ZoiE2sepx83JxigCnoth4g1C38K32vWeoR3kDPBdqk5A4GUkdR1yRz9arPpmvQN4kl0e21IXUV4k9r9pkbZPGF5jXPuSfyqC/+K2taPayQaloQS8jMqPNES8IcMm3kdiHA+tbXgTxlrHijWbgXYtkskR9qxwuDuEhX754OAOQKAMDTND1+PUtBl1u21a5jFkgl8p2zFKXJIbB5xx+Fdj8RLbVLrQbeDTFvnDXCC4WyIEpi/ixmmeIdf1K08SrZWmo6dZW8NulxN9sQnzAXKkAg8Hj0NcR/wALquza6tNFbQTPb3ypBCvDPBnBI5+Zs9qAHaJovimPx9p2oXFjqP2VTHG11M5LqgDAqy5xgjGT16V2vxM0p9Y8Mpax2d9cy/aI2UWbEMoB+YnB/u5H1IrQ8GeJm8WeEodYEAhkkLgxnPylSQAf0ry6L436vOZ7JdOs1v0vxaKELMCpDZYA4zgqOM96ANaex8Zwa3qi21tcf2G+GgV2JkixbsAV/wCBYB96ksdN1/Q4PC0zx3sjSXbS6gsLyS/uwvy7geRyeRXoKX17b+D2v7lopL2KyaZyi4QuEJ6Z6Z9687i+K+qyadbD7JY/bppo1+UyONrruHyKC24dxQBV1XRtXm8YeILiO0v47i5TFhIhlPy7ecH7qj2PetS48DWN7plkEs9cCWt9HtinlbcY2K7wOenU5PvV+68Za/aahNE66U0Kac1+u0yB3C4BXB75/Ksaf4qapb+H7fUYxp15JcXHleVbhv3Y8sv82TnqMZxgc0AXvEWm6lbT+JY9CGrtetYxskrOxjPz5dU7b9uAMelc9fJ4xNnbT+HYdThtlt52eG+3eZs3jAH+16e1bvh74papquttp97oyWqiWaMXCPvhZlQsqbx34Yk+mPWsmX4ta1Y+F9M1W5t7edr9J/lt4yRCVYBS3PTHWgDuvGOl3fiD4eSWcMU32ySOJlXJDq2RnOPTmvPtX+H+taXpUWloNQ1bbEz2s0LlVt5y4xkZzt2565p7fEzxRdLr15Yy2H2TT4t8aSWrhmzgfezg45zXongXxHc+JPD73NybaS5hkMLy2zZjkIAOV9OuPwoA4678J6va23ikaVbXIv7p7UW8rSMFZsgyMuTwA3NVtF8I+I5NR0G51qK8Ny15dHUWiuGEeBkxNgHGMk4p9l8UfEM+o6jYT6ZBbPaw3jrcTArE7xn5QGzg8dfc07xD8Uta0jw7pV1BZ291Nf2ona4twXihYyAYb2wSPrQBs+CNHu/Dep6yz2uo3ELRiRLi53GWUgnKbSSD7EdiK9BglM0CSmNoyyglHGCvsa8pufiJrwur3T7R9Oa7t7AzsZSEWOUS7SGy2ANvqa73whrh8ReHLfUTLDK75DNArBNw4ONwBoA3qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK1xTJBaxYJSS6jVwPTk/0FatZutTfZ7BZwisySoV3dAScZ/WtKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDjPFOl+Cr7XbZfESW8moTQ+TAsu7JXOflxwDnv1p8OreCrSwLR3NpHalWQpztYbgjAr35wOlaOu+H5dW1bRr6K5WH7BM7upTJkVlwVz2rh1+Drw2U8cWqI00+Q5kjYp/rRIMDPHTBoA7m303w5rtha3EenWlxbRLsgL2+Nig9ACMgAj9KyptX8CWml3F752npa2ki20rwpgxtv3BTtGfvZP51vaVZXFhokVjczQmdVZA0QIU9TwCSa8suPgpe23hvU9OsdWS5l1Ly3mNypAEqsxLrj1BxzQB0jWHw2GpQWzWtnJcygXMcnls20D5wd/RRjnGanl8W+AV024WWWFra6mLyRPA581jzu2kcjjOelV4fhtcTWem/bdVU3trbCBriKIAsNpUj0Iwe/pWdf/Bv+14o01LXJJPJ2rE0UKodirgBsdaAOitdd8EXPiKCyhkthqf2PMTtGVJgK5wHPUYzxms2LRPhjPa2rQRWEcMzuIWidk8xow27kdcAtWVe/DGxu/FFpcjxNHBqFtbJD5KJHuCqpUEKemc5rNl+DFjqUX2az8TiS3tychSGaOTy9vY4HIzigDsz4j8G2Op3M8DmW702xMTSwqW/dKeUDdCwwD+IrT8DXmmXWg+XpNlqFpaxSEBb6Nkdi3zE/MSSOetcxoHwsvdG0mfRJNfM2kTRSBoxAA5dwMkt6DHA967PwvpJ0XRksvOhlRWO1oVIGPxJyaAMm88ReEptU1yzuY0lubG3Vr9hAWPl54GRycHt2qQaF4T8bafBqMmlR3MBYyxPJE0ZYkD5scE5wOT6Vza/DXR9K17UNT/4SFo5ruGf7bHLKoDI/QnnIAPeu28LQwWHhjT7KPUYb5beMQi4jI2uR9KAMC98c+GlhvbO/066UaY8INvNbryWbEewZx1GR0o1G78Iar4j0lNV0YyapcxDyftFuCYkO4qHOcDO1sdaRvh8l2viCW4vYpbnVrpXaUxBwkaEbE2nI4Iqtp/w7j03U9OeXxDLK0O0mGRUzJsZ2UDuAN56dhQBreJ77wp4K0dL3U9OgjtSwgVYrZWPIPGPTGa3EvNOi8PC8QIumi38wBV+Xy9ucY+nauX+IeiaH4z0UaXfa9b2IgnDswlTIbHQgnit7SLWxtfDNrpMN9DNGtt5SSBlO9cY3AdDQBiWGt+GNQt9P1SLQ5E3t5NvJLZqrRoqk7sk8JgnkVFHr/g9NUkt4dIYPEn2lriOzGxWWLdjcP4gh/Ws+w+F1oiRLJr813F9p80xEJ5bAIV2BRwODzip7b4dRRanM8XiS5KSxFXtVK4LmHytx79OcUAW9L1LwbYajY6Vp9qyTPcPHbjy2IV2jEjYLHgFSM+9TaLfeEpPEc+lafo0drd2074lNoqI8i8NsYdSM1QT4a3MdzZ3o8QTm/trprkTmFDuLRrHgjGOi/rWhpXgJNN8Vz65JqMs/mTSTpAyABHcAMQRzjjpQBJ4v8ReGNE1PTINetRLPeFordzAHCg8EEnoDmotG/wCEV1nUbyKy8PxBlLW007W0YVwvBXrkjjHSmeOPh7D411LS7mXUJLX7AxdRGoJY5B7/AEqfw14MHh7XL7UYdRWaO6kkd0MKBgWOcbwM4B7UARa1qHg/Q9b0/QtQ0+MTamCkKi3DRn5gcN+IXt2FZdhrXhDRYbrXLDw7fxRWxkVrmO2BBG47yDu6ZHetLxZ4Cj8V6/pOsfb/ACTYFWQKgbdhwxwe3Axx61DY+ARp+i6xps2oxC2vhKGlEYV03sWGSTg4zQAq+KfCes3X2250pmvLeFJIzc26ebtY8BcnPfNNXxL4FW0S8WxiFsJhbpMLP5d+77o4z96qmqfDDSNQ8RaXrP8AarQ3NtFGgVNoE+0YyfXPtWfc/CvURob6edcsEtVuRdKJLJdu4MTl+fm645oA7PSvEfhxL6bRrDbbzxbJHgEOwfvGwDj3JGfrVHxPY+D/AA5pj3t9oNhJ50oxGtspMsnJ9OuNxyawYvhen9srrF7riDUIDbfPbqIlTY33doOMMMAD1FdT428JQeL9PtbSW+ezkhm82N0AJJ2kEYPXgmgDUhfTbfwz50NskemrbGXyVjAAj25I29OnauGtfFfw+GgwX0OhiO0nudsEaWKlpJMcsoXPQde4rpzb2kctppf9uwiJLI2z2TMn74FcBiOvTPSuWb4VWctj5NnrZgRbp508iNNse5QCqjtwOvWgDuW0/REsRePZWogS2Kh2jAxERkjnoD6VxEXin4b6fp1pfR6XbW1tfNMsbi0RQxjUhgfqCQPXNdV4hsdPvvCV1olxqiW0ZswryhxuWMADfj04rlbf4a+GfEGkwfZL1LrSljcQLGAVWRlAL565yoNAF7w54i8I63ONGsNDntVnEjBZbRYkJ2Lu6HqVdfwNTaja+CvBn2Cyl0eNUuPMSPZDvVFYrv3EngEkU7w34K0jw1qU96NWkuZoN7uk0q7YS4UFsdvlRRz2FXdc0SDxibK5sdZCwW7kSCDZKkoyp2nrjlRQBbn8MeHI4ZblfD9lMWT5hHbpucenOB+tc5aeNNG0y0sLfQdD8iG8uGQIfKtkBU4cjnBPt3xXVXds1u1/dXmqmPTpLfy/Kk2qkJxgtu9647WdF8N6nY6JbjxJb2uj4ECQRFMXBzkjf1B+nrQB3UuiaVPGyS6daujb8q0SkHf978+/rSW+h6VaRpHb6baxRohRVSJQApOSAPTPNVLS50+01O6Ua5E4WJR9kaZMQBRyfUcYzmteC4huoVmt5UliYZV0YMCPYigCuNJ04TTTfYLbzZwBK/lLl/qe9WYYYreIRwxpGg6KgwB+FNgure58z7PPHL5bFH2MG2t6HHQ1NQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGT4j/5BDf8AXSP/ANCFa1YXi6KWbw5PFBJ5UrPGFf0+cVuKCFAJyQOTQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeTfErUfFVj4mV9DNwbOLT/ADJ0QHH+sGduP4sVj211rd5qepxG/wBc85ba4mljIZY4jgNEEOOTziu88c/EO18ETWsdzaSTG5jdkKnHzDGF/HNZE/xTuY5XC6JiKWGSSzkacfvTGu5wwHK8dKAOf1m8utL8Y+HpL46hJYLYQzkNHJIPPJ+Yjb0bBPXivVNLv7y61fVIJ4WW3gdBA5jK7wVyeT1wa4hvH3iFrDRHNjYWz6rG0scssx2YJG1Rgfe+YflXo0F5DNcS2yyBp4AvmqO2RkUAR6uJTot+Id3mm3k2beu7acY9818+afrXjrVtNn06S31CK7ulitYCzFAAuW3lj3OMV9EX1yLLT7m6KlhBE0hUd9oJx+lcBaeOfEWp+FjqsOi2lsbkJ9id7sMpLEj5x1GMUAc1F4fbX/FGl6tdWFzHPNo0y3dwFKlbhPlB+vBx61zcFjc3Hheys9K0mVr3zVE2yGS3MmIZfmdj95gefc49a3dP+OGoy6j9iuNLXzZLqK3jZT8mQcSZb3xkV0Nv8WL24JgTQ0a4e6FtFKJ/3DNhiw3kdRtOcDuKAOnubbU2+GT2xluJtSOn7DIqlZGfbycdj7VkfB+z1PTvCU1hqX2kmC6cQtcRlGZDyDg1nf8AC5IEvobSawWOWe3S4j3S8FWhaTGcdcgL+Ipbn4sS6Rotrq+o6cJrW7ZtgtdxaPCggHIGRk4zQBQ03w291rvie01nSzcidp/Ila2f5lxlf3mcY9BWGfBniG28N+HILTTr2MR2kjvFbvtKXe/KO4/3a6Cy8beLhrd80v2S7soNNXUI7WCA+a4f7qZ9R3rtPAfiG88RaCZ9RFqt7HIVkS3kDbQeRuH8J7YPpQBzXgrw/wCJ9M8QQyX7sNNV7sqvO8lnBUvnqD1FN8YeHNRvfiJY6naadcShEg23Mb4WLDPvyM9wVrOuviH4ntZdebZayWsE8sMM3ksFtdjhQZD0YkNnA5496saR468QavNo6tJHBFMCHlgtGl8/Dld+ONikDOT6+1AGDbeC9Sm8IapaXfhky6yyZgnkgUc7v72cscdzWzfaXPZeLgsulSS2402KKJ0tmbbIEIO0qcLz1qXV/iPrVlFNAfsNte3N0IbWKQMZIVyRuZMfMOM5HrT7z4mXmlahpui3DwXOoXkcW2eKJljLM2DkHleKAOVsfA3i/XdFsLZWl0aaOUMdu4IqhGG8nOS7Hgj6V1Fr4f1S0mNw+kPFeDQ7i3lngJ2tNwEI56lV/M11fgufxNO2pf8ACQ3thceTOYYhaRlSMcknPrkVj33xAurb4s2nhrbbjTnj2tJuyzSkZC+xHpQB5vLo/wATjay6XAt5M7SxS/bPMMe5UjB2c98kD3Ir0bSoL9/FOq391p17HBLo8TGFiSDLg7lHON3TpW9428ZweCrGzvbq3ea3mn8l/L5ZBtJ3Y79K5vw58T7zxPGJrbTbeC1kkMCSvPlhLs3DK4+7QBzN7p+v3vhvw9J/Y+pMY1ngkjDMskcjH5HPPT3rMsPDXjXT11a5vbjUYdOKXAVIWLOGAGWA7hsGvV/h5rWq+IfDz6lqskBeSd0jSFCoRVOOfXpUtrf620HiOAyQyXtvK32JmXahUoCoI6nB60AN+HklxJ4Vi8+0kt1V2SLfuBdBwG2tyv0PpXAz6F43vb7xKbq1llt9WlT7Mjv8sKxyjGR6FPTsK218W+KrLQPDV7qK2oF5IZL+5WI+XDH2U/3T6t0GKqXfiHx3DqOvJBqGlT21hDHNEyQElhIQRxnnC5+vagDAm8LeJ7LV9Cnj0m8uorOMrMqBdoPmE4AY9MdK9H+JcV1efDjU4bS0uJrqaILHFEMuGJHp6VxzeOvFlgmnXV3cWbwtC81zFLbNAzAOFGM8jgg11fxH8YXfhHw1Z6tZxpLvuY1kTG7ch6hff0oA4zQPCuuH/hGP7RXUYzfFW1RHbdjyMtESf4cnAIrsPiXoeta9baPbaFcSW1yt4Wa4TpGvltyfbOB+NcxpnxXv76XRnlEEEdzLMLmNh80YLbIV65zuPPsDXR+C/E3iPXfEN3Z6lZLBb6fB5F04XAa7Dc7TnlSmD+NAHL+D/Cmu6Xr9lJreitcs9rHbNcDawiUKVbLHkZGOBVVPCHiKPRrK10q1ubKSHU7tpnLFsxlSEOCeQegrstb8W6nZ+N08OQNGklyY5oHMRYLAFJlLe+RgfWuR/wCFw6je+H9Tu7VYYbi1vjEEMRdlhY4RtvfkY60AZF74a12e0aOXw/fG8kt0dpi+cRKhVovck4O2vRfhdoc+j6dds2ny2FtcCFooJThtwTDsV7ZPNZWmeNfGEuuaXo9/pCxvqSxzR3Ea5WOIf6zcPX+Wa9F0zU01NbgpBPD5MzRHzU27iD1HqKAOZGit/wAJ1rE50stp9/YJHIzL8ksqFuv1DAfhVfQvP8FeD7LzdILX19dgy29pHtCNI3f0Cjv7V2t1MYreUxsnnCNmRWPUgfyrzHw/4z8TanoiXF3cadBc22oJDcAgbZYnCkBeeGAagDu/FunPq/hW/s0iMskkfyxjuwIIH6VwOr/DO6k02BLImRn3z3CuqqwZgMqnZenBHSvVmbCFlG7jIA71Fazy3EO+W2e3bONjkE/Xg0AebN4Nmj03XXt9IifUbosInlj+YoQCQz/xZ6fWu78PaDa+HdNNlZgrAZXlCHom452j2Hal1vUTaaZfm1uLZL2G2aZRM3CAD7zDrivKr34keJdP8MadqMtxYSSS3EpDRxHbcxK8YXAz8pIcn8qAO70OLUtN8Q6/EdGZLa4lNzbzI67ZCFC7TjoTjPPrXVwvI8CPLH5chUFkznafTNcB4Pv9Ym8VajBqWv2d1DbmRhbxN8w3ENgj0QcfjXfwzRXEQlhkWSNujKcg0ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFa9lt4bcvdAGLcByueSeP1qzXPeNQ7eFrkRu6OXjwyAkj516YrfTOwZOeKAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBi654W0jxFg6na+cRG0Q+YjCk5P8utVB4E8P/wBoPetZs0rRGIhpWKgMu04UnAJAxkV0tFAHOX3gjQ9R06wsZ4Jhb2CbIFjndNo44JB56DrW1DYwW91NcxoRLMFDncTnaMDirNFADJI1ljaORQyMCrKehB6iuWt/hx4ZtLS9tYLKRIbwYkTz3wBnPy8/Lz6V1lFAHJp8N/Csdj9iTTFSAypNhXYHenQ5znvz61cuvBeg3ejW+kvZbbO2YvCscjKUY5yQwOc/MfzroKKAOUf4c+F5LOC1bTVMcDBkO87gQmz72c42gcVHZfDTwxYK6w2czI6MhSS5kZdrDBGCcdK6+igDn28F6G8c6fZWXz7VLR2WRg3lL91QQePrVnQvDmm+HLeaHTonQTP5krSSF3dsYyWPJ4FanmIZDGHXeBkrnkfhT6AMdvDOktp9xYtag29xc/apULH5pNwbJ/EDisy5+HXhm5ZWaxZCsjyDypnQAsckYB6Z5A6CurooA4t/hb4UkkuJHspmluAA8jXDlgM5wDnj8KvWngPQLO3WBLV3VHV0MsrOylTkYY89a6aigCpZ6fb2L3L26lWuZTNJlicsQBn26Cs278H+H77WF1a50uF79WVhPyGyOh4NbtFAFDUdHsdW8j7bAJRA5dA3TJUqcjvwTWNZ/D/w3Y6jb31vYbZreMRxDeSqgDGdvTOO/WulklSGNpJHVEHVmOAPxrldS8eWVvDKdNtp9QdELblXy4ePWV8L+WaAN3R9GstC08WOnxGK3VmcKWJ5Y5PJ96zbzwTot9rE+qzRTi8mjMbPHcOnBGOADgHHeuai+Kqz+H476Lw/qDXj5/0crtTI9JCAGz2wDmuy8Pandavodtf3unSafNMu428jbmQds0AZcfw/8PR6fbWJt55La2kMkcclw7DJGCDk8qfQ8Vqnw7pJe7Y2MWbuNYpsDG5FGFXjoB7VlTave69qTWGhSKlnESt5f4Pyn+7Fxgt/tcgYPeszTtPew8dQwWWrapqJjjdtQa5ud6R5A2LtGFB4J4GfzoA2IvAPheG4SddHgMsf3WdmfH4MSK0tV0PT9aht4r+ASR28yzRrnADL0PFaVFAHNweBPDdvc3lwNMjeS8kEsxkJbLBtwIz059K27aytrR53t4VjaeTzJSP42wBk/gB+VWaxdc8UaX4fQC7leSd/uW1uhklf6IOce/SgC1daLp17eLeXNpHJcpE0KynIYI33hn3qkfB+hbw39nx8RCEjsVGcAjv1PNacl/bQaeb+eUQ2yx+Yzy/LtXGec9Kq6F4g0zxLYG+0m5FxbB2j8wKQCR160ANsvDmmae1i1tAUNjE0Vvlydqt1HPWtCG2htg4hiSPexdtoxlj1J96mooApzabZz30d7LArXMcbRpISchW6j8cViP8AD3wnJb+Q+iW5j8zzMEt97GM5zntXT0hIUEkgAckmgBkMKW8KQxLtjRQqj0AqSqFhrGn6pLcR2N1HcG3YJKYzlQ3pnofwq/QBRm0fTrm7ku5rOGSeWHyJHZc7o852n1GaqDwn4fEQiGjWIjWTzVUQrhX45A7HgdPStmigDm9P8EaFpmr/ANq29qy3pRo3mMhzIGOTu7Mc+tb9vbw2sCwwRLHEvCqowBUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc941uXs/CtzcRgF43jIB6ffUVi/E3xZqPhjw/aS6QA+oXM6qsYj3kqOWwPp3rd8ZW63Pha8iZXYHYcJ1JDqa1HgtnjiluI4yUXAZwPlyMH6UAefz/E29tdQvBLpUD2UNoZ43Sf5ywRXIbjCj5sZqvZfFu61exsn0rw3Lc3dzdS2/kC4XAEYVmYNjB4au6bwxozWN5ZGwi+z3mfPTH3hgDH0wBVu10rT7OOGO2s4IVhz5YRANmRg4oA4aD4lXdz4m1bSo9ICrp8XmEPJ+8+Ur5mR6AMSPXFVrv4tm1OnyDR5JLe+uGWFslXMO7ar7cHrXoSw6cmpOVS2W+lTLcL5jL79yKm+x23yn7PFlBhfkHyj29KAOD0Pxlfat8QNQs5o0jsbe0dreONiTIwYZ3dg2AeK7fTL4ajpsF55TQ+au7YxyV9j70A2EFwyA28c5+Zh8obnuamcwCCRSyCMKS3IAAP8qAG/brTp9qg/7+CrFcKfhn4HMZn+xJ5eN5f7Q2Meuc9KuHwH4ZSDziswiC53/an249c5oA66vO/E/wASJ/Dfj/T9BmtLdbC5RWe7lcjZnOR6dq0z4J8KqxUs4I2gj7Y3GenfvUU3wz8G6km+exFyqEjc8zNgjrzmgDl7/wAb6xo+i3vi+FIL6O8nCW9m8m3y7Zd2HwDySefXFeheHPEUGteHNO1OaW3hluoElaMSD5SRnHJrnU+GPgKXdElhC4QhSonJwSMgYz6VInwu8D+QHjsE8ocBlnbaP1xQBkfFq6mkj0FtPvo8C7ZJY1uzEGBQ43MnIAwa6fS/FGiWFvYabNqMYc2glE0k25CBwR5jHJP15pq+CfBkECIdMsSqYVTI2Tn6k9aU+D/BLwb20vTWhC7skgqB69elAGd471VJINLjttWaC1mlcyz2kmWGEJXle27H1rd0bXreS2s7O8vo5NQ+yJNM2NoOQM+wOe1YTfDjwHKUkFlDtlYBNk7bST0Awan/AOFUeDv+gWf+/wA/+NAGH8SNQt5td0e1vb24i0YpJK8tk/zidfuAFeemeOlU4/iDrq+J72zRrcwRW8jQWsyAPtRRslZgf4iTkD0ru9K8D+HdGV1s9NjAZg53kvyBjjP1q/P4e0e6jZJ9NtnVhtbKDJHpmgDxLTvH/ifUfHlhdSxW5tURrSS6iZjb4LZMgXOcjpXu/wDaFl/z+W//AH9X/GsZfAnhZBtTQ7RV9ApApf8AhBfDH/QFtvyP+NAGu2pWKqWa8twAMk+av+NV9P1/SNVx9g1K1uCeixyAn8utQWfhTQbCUyWul28bsMEhc5H41PFoOkwXsd5Dp1tHcxgqkiRhSAfpQBpUUUUAFFFFABRRRQB5TPoOoWWp6/4pi+0peWc05tYhFuaYMoC5/vKDyB2qDXtd+JWiaJpbwx2+oXM7b5XjtuduAQhHQEkkdq9dooA8R0nxx8QtT07V7yKwll/dSfZlFoq+TIHCqoz9/gnOfStXw1qHxP1t7EXzRaakcTSXLSWqkykSEBfbK9xXq6oqDCKFHXAGKdQB4pF4x+Ik2n6q9xZtC7SqkAWyyYlLMG2j+PgDrXX+AYNRi+GRS+FwbxlnP71SrnJODjqPpXeUUAeG6H4w8YaJ4ZWbUklb7G0aLbzQeW8/XMSnBJOMHd+Fenadf62zaEt1AGW6gklvH248psAovH1I6dq6F40kxvRW2nIyM4p9AHnvxI8Y+G9Lhj0jUoZNRvWZZY7CA/eYH5d57DnvXCTtp3iC/OqeLtXZbO22iz0a0BHPXa+0Y4PH0r3D+ydP+1vdGytzcPy0pjBY/jUv2K0/59Yf+/YoA8qj1u0u9Us9d1PU7GGXT2ZbbS4QxRUPGd2OXx+Aq74r+I9ndRWmj6JqFul1e83Fw8mEtohy+Sf4sZAHWvSfsNp/z6wf9+xVQ6BpDSO7aZaFpGDMTCvJHfpQB5R4o8Y2HhWaSTw9qtxKl1aqPs9vb7wrJxu3sMLkZyMc9aXwl8V/DVlqdloltBLaWTxNNcXt8x3vKe3q3Oea7fxjrtpoNqtva2lpJfy42rIg2RLn77Drj0A6msrwh4DE0/8AwkHimGK71Yu32cMgCQRZ+UBeme/40AV/DXxbtdQvdQj1hI7O3S6MVpIA5Lr2JGOmO9J4j+M2j2V0mn6FJbX943LSSuUhjHfJxkn2FekfYrT/AJ9Yf+/YrzS/0Lwno3iKc6BpFve+J7h8rE4LpCW6s3ZQOuKAObm+PM15aNapYSWd0sbeZNFEZhuz8uwHsR3aqXgDx94d8Mwm4v7XVbjVL9me8uZIC3l4GQq8dCc8V7FoPhW10rz7m5WK51G62m4n8sAHA4VR2Udq2vsVr/z7Q/8AfsUAeFeIPilp/iu/itZbe6sdKtz5pM8LESsM8kD+71Cngk89K1PCPxX8M6Xo91YRadd2cNspa3doSTdsf4jgcEmvYGsbRgVa1gKkYIMY5oWxtEUKtrAAOABGKAPGND+Nclrpnna4s11d3E+Vht7QgW0XoxwNxqWH44z3VwTHo5RVt5ZDHLuUFgw2jdjrtB49TXsf2K1/59of+/Yo+xWn/PrD/wB+xQB5t4R+Men63Ittq0IsLtleUrhtsaDpuJ6seelY/jn4p2d5p+o2Wll5rZCbdxGp8yZiOcDHypjnd1Nd1qPhaa1N5qOjRWs2s3TCMT3igrDEWzhQP7vUDvV/w/4T07QLN41jW4uZn8y4uJVBaV+59vpQBg/CoaXbeEre10uw1G2iYeazXiY3s3JIOeRXeAgjIORUbwo0DQjKIVK/JxgH09Kg0zToNJ0+KytjIYo84Mjlm5OeSaALlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGN4n/5AUp2yMBJGSIwS33x0xTtf0qbV7GGGC48l450lO7O1gpyVIFW9UgubnTZobSVYp2HyO2cA59uazppfEsMJaGy02dgoAQ3LqSfXOygDlo/h94hgubudfGt+4kWTyoiAqozZ2knngZ/Su00ewu7LTY4L2+e7uBGqyTEYywUAkemTzWJNeeOpY8W+k6PBICOZbx3DD04QY9atWC+L3L/2hJpEQGNvkrI+fXOSKAGWvgTRLW5+1lLia88loDcyzs0hVjkjP1q5q+gPqj2jRarfWQt2BK27gCQDs2RzUvk67/z+WP8A4Dt/8VWTq1r45ldBpWo6NEo+8ZoJCW/AHj86AMrxj8M/+Eq1WXUE1i4tHe3EQSMY+YZAbPXoTxVE/Ce7CSwp4u1L7PNKjTRtg+YiptKE+/NbNppvxDZj9s17RUXt5Vk7H9WFXP7L8Zf9DHp3/gtP/wAcoAy9R+FOj38CwJf6nbQC3W2aKK4wrIrZwRj1z+damoeC4b2W0CahcxWttZtafZ87kkUjGWHcilTTPGCupbxDp7KCCR/ZxGR6f6yorrRfGU1w7w+KrWCMtuWNdPztHpkvzQAtz4GtJnM6TbbqQRCeRlyJNh4O3PBxxkVe8O+Frbw7pd1p8NzcTxXE0kxMrZZS/UA1m/2H40IlJ8W225kCrjThhT3b7/X9Kit/DPjBcGfxw74/u6fGAfTvQAxfhnpsN4txDfXqEXcV0Rv5ZkQoAT6EGtOz8Fada+Fn8PPJNJZNJv8AvbWxvDAZ9OMVXbRPF4jkWLxXAWdg26TTwdnJ4XDDjp1z0qKTQvGzggeL7VMtn5dNHAxjHL9O9AElr8PtNs7y8uIZ5/8ASblbjY53LHgEFVB6Agms6L4R6BDLOEuL8201u1u8DTkrgnOR6VtLo3iRrcibxMomP8UVkoUD2BJ5pn/COa//ANDje/8AgLF/hQBS0D4b6d4btJLWxurl4HuorjbO28qEOQoPb612tcpJpHjAxtHH4nswMYV207L/AFPz4z+FZ6eF/HIPz+PMjB6abH17d6AO7ork08N+Ix9/xndHgdLOIc9+1P8A7B8SQ/PD4tkkf+7cWSMn5LtP60AdTRXH3WieNbiLZH4stLc5zvi03n6fM5FVI/C/jgSKZPHeUz8wXTYwSPzoA7uisGDQtQSBlm8R6hLMwx5myJQPTjbVeXw7rRkJh8W30ceAArW8TEfjt5oA6aiuMu/BuuXhUv431SPb/wA8oYlz9cCoYvAWrJJufxxrUg/ukRj+lAHc0Vi23h4QW8SPqeoSyooBlM3LH1x0qb+yrn/oM3/5R/8AxFAGpRWS+j3EkbIda1ABgQSPLB/D5KwIvhxbwhgniPxGAxyc32efxWgDtaKxtK0AaTEsY1PUbpVOR9qmDn88CnzaLLKwI1jUY8Z4Rk6HtytAGtRWSNDQf8v9/wA9f33X9P5VDL4ahkmMo1HU0kJGSlycYyTjHTHPpn3oA3KKwv7BvQjKviHUQDkHIjJx2x8v61attKltgFGq30iqu0CQofxztzmgDTorLXSJVd3Oq37FjkZZML7D5aWTTJ2i2RareRHAAYbGPHXqvegDTorlpPB08s7Sv4n1wbiSVSVFHJ4x8nGKYfBUx348U68M42/v04/8c5oA6yiubs/CRtipl1/WLkg5PmTqAfyUVof2TOBhNYv1UdBmM4/ErmgBtx4b0m71yPWLizSW9jRUR3JIABJBx0yMnn3rWrL/ALKuf+gzf/lH/wDEVnav4QGtQpFda7rKKh3D7POsRJ9yqgmgDpc1BDaW1vLLLDBHHJM26RlUAufUnvXJWPw3srG9iuV13xBK0Zzsl1BmU/UYrf8A7Bh/5/L/AP8AAhqANWisr+wYf+fy/wD/AAIaq934Vs72MJPd6iVByNl46c/VSKAN2iuZi8GQW8qm31nWY4VOfJ+17lP4sC361di8PRxptOoajIck5e4Of0oA2aKyv7Bh/wCfy/8A/AhqWPRIo5FcXd6SpBwZyQaANSjI9awtS8KWGq3ZubmfUA5GMRXkkagfRSBVT/hAdI/5+dW/8GU3/wAVQB1GR60Vy/8AwgOkf8/Orf8Agym/+KqzaeEbGx3eRdakN3XdeyP/AOhE0Ab9GR61z134QsL5lae61MlRgbb6RP8A0EioU8CaSjq4uNUO0g4bUZiD/wCPUAdNketLXPr4O0pbiSbffkv1U30u0fQbuKsr4fgRQq3d+AOg+0saANeisSXw1azffu9R6EcXbjg/Q1FP4RsblAst1qZAAHF9IvA+hoA6CisvTdEt9KkZ4J7t9yhSJrhpBgdPvGtSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKbt+fdk9MYzxTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAYrhiwB5U4PFPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopAQehHFAC0UmRnGeaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwmG91q5+MPiS88OzCMaaq+bp07nF3gfNtHY5GQfcV7tXnHjDxF4I8G+JF1i7tBN4hKBdtsCZSh4yRnH50AcD4u1bQPFVzH4lt/F91pd7BFsbSxu8zzV4Cqvua9z8Pz3dz4f0+a/i8q6eBDKmc4bFeP6V8RvhjqHicX0+gNZ3kzAG7uIAVDDpnGQD74r2+ORJYlkjYMjAFWHQigB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFedX+heItE8U6hq2jaNpesR6g4kb7QwimgIVVwHIOVOOlei155pHjHxHqvxKutL/saSDQIFliW6eMkPIjY3BunPTFAGXbyeKtZhnt5Phvo1tGZGjZ7mZAA2MFwNmSPcda9C8OaU2h+HbHTHkEr28QQuBgE+3tXnmu/EXxdp2iXmq2+h6cYba9NmUMzvIzBiDhQB6etemaZdS3ul2t1PCYZZYld4z/AAkjkUAXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8w8SfCSbV9bnvdO8S3+nW9zL501rGSU35BLLzwSRn616fXk174+8d6J4ivob7whLd6VHM3lT2ynPlg8EevFAHZW/gyxsPCq6FaXM8BVvMF3uzL5ucmTJ7k5/Ouht43hto4pJWldFCmRsZYjucV5D8TLe08YeELTxH4dmu5dRaSOCFIZWXqTlWT1FeraQlxFo1lHdALcLAgkAOcNgZoAvUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVl6f4i0fVb2azsdSt7i5h/1kSOCy845Fah6cV8+aBHqer+LvFN3HKtr4utLsvbIykB4FzuiA6YPyigDv/EWk+Ab3xMmnX96LHVSVkEUFyYN5PQ4HBP616BDEsMEcSElUUKMnJwPevB9W8UeGvEviFwfBmqXHieaEQJHNHtCsP4s54x647V7rZq6WUCyAh1jUMCc845oAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkdC8aWGp+KNQ0G5sn0/V7U58qXBM0fZ1I6jpxXWnkV434b8F6iviLxJZaxZXfmz3X2mw1cMCEK5285zxkcdDyKAOq134m+HfDnjKPQtRimiuHVT9qCAou7pk9cV3KuroHUgqwyCO4rxO5tvibqfiI6XeaTpZiZPJk1U26kGPuQTzn29a9pt4vItooc58tAufXAxQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACE4BrhfC/ifxJql3q9xqGnWcemRhmsmjnG5iCQFb0zjv0ru68w174S+Fpb28v5dVvdMiuW3yxRXXlx5PU4PqaAIT4y8caPc/btasNHk0kuPMFtdKZIEJ69fmPNepRSLNEkicq6hh9DXmXhj4S+C7O9XULe6k1XYfkWacSICO+B1r08KFUAAADgAUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACHpxXz/AK7rXgGLUriHxlaaxd6vBdFZxIzbCP8AZAIXZjBGOa+ga848XfET4f6fPLp+seTfyq22SNLcShSeDknjOD60AeZaHfeErrWUtfANjr0OstKrQlpwsG0MNxcZ+7jPUd6+kY9xjXfjfgbsdM1wXgzxf8P7+6+xeHha2dxtCqhtxCzj0BxzXoFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACEZBrxK61PXPCkDaTd/DuPUovPdxcxAOs2WJDHA64I617YzBFLMQABkk1kaX4q0LW5JotL1S1upIjtdI5BkH/IoA80WfxF8Q7E6a3g5NDt2dW+3zcNFtOfkXAOeMV7BBGYoIoyxYooUse+B1rzDxX8QfFfhTVdOjvdE09bK/uhBCwuCzgZAJOOO9epKcqD6igBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAoRXH2+S7tZLOZIF/d75BtEmeoA64968l1v4E29lA9/4Svrm31ZJRJEJJsIOc4GB/OvaaKAPHb7w7498RavoMniDR9Mns9MlEhRbr5nPA3E+2M4r2EcAUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k="
|
ffnw0104
| 0 |
{"lines_data": [{"Word": "01/22/90 14:12 @404 274 4088", "Confidence": 0.5424, "X1": 0.20755, "Y1": 0.0442, "X2": 0.43261, "Y2": 0.044, "X3": 0.43261, "Y3": 0.0558, "X4": 0.20755, "Y4": 0.0558, "page": 0}, {"Word": "MATERIALS PURCH.", "Confidence": 0.623, "X1": 0.49596, "Y1": 0.0462, "X2": 0.60916, "Y2": 0.046, "X3": 0.60916, "Y3": 0.0578, "X4": 0.49596, "Y4": 0.0568, "page": 0}, {"Word": "0001/012", "Confidence": 0.429, "X1": 0.74798, "Y1": 0.0492, "X2": 0.80593, "Y2": 0.049, "X3": 0.80593, "Y3": 0.0588, "X4": 0.74798, "Y4": 0.0578, "page": 0}, {"Word": "PROLIP MORRIS", "Confidence": 0.8995, "X1": 0.22237, "Y1": 0.0852, "X2": 0.35175, "Y2": 0.085, "X3": 0.35175, "Y3": 0.0978, "X4": 0.22237, "Y4": 0.0978, "page": 0}, {"Word": "MATERIALS PURCHASING DEPARTMENT", "Confidence": 0.97433, "X1": 0.41644, "Y1": 0.0812, "X2": 0.74259, "Y2": 0.081, "X3": 0.74259, "Y3": 0.0968, "X4": 0.41644, "Y4": 0.0978, "page": 0}, {"Word": "USA", "Confidence": 0.995, "X1": 0.25876, "Y1": 0.0972, "X2": 0.30863, "Y2": 0.097, "X3": 0.30863, "Y3": 0.1098, "X4": 0.25876, "Y4": 0.1098, "page": 0}, {"Word": "P.O. BOX 26603 - RICHMOND, VIRGINIA 23261-6603", "Confidence": 0.877, "X1": 0.3814, "Y1": 0.0992, "X2": 0.76954, "Y2": 0.099, "X3": 0.76954, "Y3": 0.1138, "X4": 0.3814, "Y4": 0.1158, "page": 0}, {"Word": "1/20", "Confidence": 0.969, "X1": 0.62264, "Y1": 0.1462, "X2": 0.69137, "Y2": 0.146, "X3": 0.69272, "Y3": 0.1648, "X4": 0.62264, "Y4": 0.1708, "page": 0}, {"Word": "FAX", "Confidence": 0.995, "X1": 0.21698, "Y1": 0.1652, "X2": 0.30997, "Y2": 0.165, "X3": 0.31132, "Y3": 0.1978, "X4": 0.21563, "Y4": 0.1978, "page": 0}, {"Word": "To", "Confidence": 0.148, "X1": 0.2372, "Y1": 0.2452, "X2": 0.26146, "Y2": 0.245, "X3": 0.26011, "Y3": 0.2598, "X4": 0.23585, "Y4": 0.2598, "page": 0}, {"Word": "BaB", "Confidence": 0.819, "X1": 0.26146, "Y1": 0.2382, "X2": 0.37736, "Y2": 0.238, "X3": 0.37736, "Y3": 0.2738, "X4": 0.26146, "Y4": 0.2758, "page": 0}, {"Word": "- Chic", "Confidence": 0.3925, "X1": 0.54447, "Y1": 0.2452, "X2": 0.72911, "Y2": 0.245, "X3": 0.72911, "Y3": 0.2708, "X4": 0.54447, "Y4": 0.2748, "page": 0}, {"Word": "2057229006", "Confidence": 0.723, "X1": 0.9407, "Y1": 0.4082, "X2": 0.93666, "Y2": 0.408, "X3": 0.91375, "Y3": 0.4078, "X4": 0.91914, "Y4": 0.2758, "page": 0}, {"Word": "REMARKS: D Urgent Cy Payouts view [] Reply ASAP Do", "Confidence": 0.2012, "X1": 0.24124, "Y1": 0.4182, "X2": 0.75202, "Y2": 0.418, "X3": 0.75202, "Y3": 0.4348, "X4": 0.24124, "Y4": 0.4378, "page": 0}, {"Word": "Alc. Spar / methods", "Confidence": 0.73275, "X1": 0.40027, "Y1": 0.4462, "X2": 0.71294, "Y2": 0.446, "X3": 0.71698, "Y3": 0.4838, "X4": 0.40296, "Y4": 0.5008, "page": 0}, {"Word": "01/18/96", "Confidence": 0.8, "X1": 0.70485, "Y1": 0.7092, "X2": 0.76011, "Y2": 0.709, "X3": 0.76011, "Y3": 0.7168, "X4": 0.70485, "Y4": 0.7178, "page": 0}, {"Word": "FLAVOR SPECIFICATIONS", "Confidence": 0.895, "X1": 0.33019, "Y1": 0.7152, "X2": 0.56065, "Y2": 0.715, "X3": 0.56065, "Y3": 0.7298, "X4": 0.33019, "Y4": 0.7318, "page": 0}, {"Word": "03/23/95", "Confidence": 0.663, "X1": 0.70081, "Y1": 0.7262, "X2": 0.76011, "Y2": 0.726, "X3": 0.76011, "Y3": 0.7368, "X4": 0.70081, "Y4": 0.7378, "page": 0}, {"Word": "Liquid", "Confidence": 0.227, "X1": 0.70485, "Y1": 0.7472, "X2": 0.74798, "Y2": 0.747, "X3": 0.74798, "Y3": 0.7568, "X4": 0.7035, "Y4": 0.7568, "page": 0}, {"Word": "ALCOHOL SD - 4", "Confidence": 0.93575, "X1": 0.32345, "Y1": 0.7472, "X2": 0.44609, "Y2": 0.747, "X3": 0.44609, "Y3": 0.7608, "X4": 0.32345, "Y4": 0.7618, "page": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.47574, "Y1": 0.7462, "X2": 0.60916, "Y2": 0.746, "X3": 0.60916, "Y3": 0.7678, "X4": 0.47574, "Y4": 0.7688, "page": 0}, {"Word": "Current", "Confidence": 0.162, "X1": 0.70485, "Y1": 0.7652, "X2": 0.75472, "Y2": 0.765, "X3": 0.75472, "Y3": 0.7758, "X4": 0.70485, "Y4": 0.7768, "page": 0}, {"Word": "Appearance", "Confidence": 0.636, "X1": 0.19542, "Y1": 0.7992, "X2": 0.28302, "Y2": 0.799, "X3": 0.28302, "Y3": 0.8068, "X4": 0.19542, "Y4": 0.8068, "page": 0}, {"Word": ": CLEAR MOBILE LIQUID, FREE FROM FOREIGN MATTER", "Confidence": 0.4765, "X1": 0.36388, "Y1": 0.7942, "X2": 0.68464, "Y2": 0.794, "X3": 0.68464, "Y3": 0.8048, "X4": 0.36388, "Y4": 0.8078, "page": 0}, {"Word": "278-386", "Confidence": 0.411, "X1": 0.75741, "Y1": 0.7912, "X2": 0.81132, "Y2": 0.791, "X3": 0.80997, "Y3": 0.8038, "X4": 0.75741, "Y4": 0.8038, "page": 0}, {"Word": "Color", "Confidence": 0.746, "X1": 0.19677, "Y1": 0.8182, "X2": 0.24124, "Y2": 0.818, "X3": 0.24259, "Y3": 0.8248, "X4": 0.19677, "Y4": 0.8258, "page": 0}, {"Word": ". BLUE CHETMYLENE BLEE N.F.).", "Confidence": 0.5812, "X1": 0.36388, "Y1": 0.8132, "X2": 0.56334, "Y2": 0.813, "X3": 0.56334, "Y3": 0.8238, "X4": 0.36388, "Y4": 0.8258, "page": 0}, {"Word": "270-204", "Confidence": 0.775, "X1": 0.75876, "Y1": 0.8122, "X2": 0.80863, "Y2": 0.812, "X3": 0.80863, "Y3": 0.8238, "X4": 0.75876, "Y4": 0.8238, "page": 0}, {"Word": "Oder", "Confidence": 0.604, "X1": 0.19407, "Y1": 0.8352, "X2": 0.2345, "Y2": 0.835, "X3": 0.23315, "Y3": 0.8458, "X4": 0.19407, "Y4": 0.8458, "page": 0}, {"Word": "# SIMILAR TO ETHYL ALCOHOL. COMP METHOD \">", "Confidence": 0.35525, "X1": 0.36523, "Y1": 0.8312, "X2": 0.65633, "Y2": 0.831, "X3": 0.65633, "Y3": 0.8428, "X4": 0.36523, "Y4": 0.8438, "page": 0}, {"Word": "270-184", "Confidence": 0.623, "X1": 0.75741, "Y1": 0.8302, "X2": 0.80997, "Y2": 0.83, "X3": 0.80997, "Y3": 0.8418, "X4": 0.75741, "Y4": 0.8428, "page": 0}, {"Word": "Purity", "Confidence": 0.809, "X1": 0.19677, "Y1": 0.8622, "X2": 0.25067, "Y2": 0.862, "X3": 0.25067, "Y3": 0.8728, "X4": 0.19677, "Y4": 0.8738, "page": 0}, {"Word": "en #e. at 75/25", "Confidence": 0.43025, "X1": 0.19811, "Y1": 0.8812, "X2": 0.33288, "Y2": 0.881, "X3": 0.33288, "Y3": 0.8918, "X4": 0.19811, "Y4": 0.8918, "page": 0}, {"Word": "0.4690 to 6.8150", "Confidence": 0.52633, "X1": 0.38814, "Y1": 0.8782, "X2": 0.52695, "Y2": 0.878, "X3": 0.52695, "Y3": 0.8908, "X4": 0.38814, "Y4": 0.8928, "page": 0}, {"Word": "268-114", "Confidence": 0.644, "X1": 0.75876, "Y1": 0.8782, "X2": 0.81267, "Y2": 0.878, "X3": 0.81267, "Y3": 0.8898, "X4": 0.75741, "Y4": 0.8898, "page": 0}, {"Word": "2057229006 A", "Confidence": 0.989, "X1": 0.8841, "Y1": 0.8912, "X2": 0.89488, "Y2": 0.891, "X3": 0.86658, "Y3": 0.8918, "X4": 0.8558, "Y4": 0.7478, "page": 0}], "words_data": [{"Word": "01/22/90", "Confidence": 0.62, "X1": 0.20889, "Y1": 0.0452, "X2": 0.2628, "Y2": 0.045, "X3": 0.2628, "Y3": 0.0558, "X4": 0.20889, "Y4": 0.0558, "page": 0, "Index": 0}, {"Word": "14:12", "Confidence": 0.756, "X1": 0.27898, "Y1": 0.0452, "X2": 0.31402, "Y2": 0.045, "X3": 0.31402, "Y3": 0.0568, "X4": 0.27898, "Y4": 0.0568, "page": 0, "Index": 1}, {"Word": "@404", "Confidence": 0.108, "X1": 0.33827, "Y1": 0.0452, "X2": 0.37332, "Y2": 0.045, "X3": 0.37197, "Y3": 0.0568, "X4": 0.33827, "Y4": 0.0568, "page": 0, "Index": 2}, {"Word": "274", "Confidence": 0.616, "X1": 0.37601, "Y1": 0.0452, "X2": 0.39892, "Y2": 0.045, "X3": 0.39757, "Y3": 0.0558, "X4": 0.37601, "Y4": 0.0568, "page": 0, "Index": 3}, {"Word": "4088", "Confidence": 0.612, "X1": 0.40162, "Y1": 0.0462, "X2": 0.43127, "Y2": 0.046, "X3": 0.42992, "Y3": 0.0558, "X4": 0.40162, "Y4": 0.0558, "page": 0, "Index": 4}, {"Word": "MATERIALS", "Confidence": 0.467, "X1": 0.4973, "Y1": 0.0462, "X2": 0.5566, "Y2": 0.046, "X3": 0.5566, "Y3": 0.0578, "X4": 0.49596, "Y4": 0.0578, "page": 0, "Index": 5}, {"Word": "PURCH.", "Confidence": 0.779, "X1": 0.56065, "Y1": 0.0472, "X2": 0.60377, "Y2": 0.047, "X3": 0.60377, "Y3": 0.0588, "X4": 0.5593, "Y4": 0.0578, "page": 0, "Index": 6}, {"Word": "0001/012", "Confidence": 0.429, "X1": 0.75067, "Y1": 0.0492, "X2": 0.80458, "Y2": 0.049, "X3": 0.80323, "Y3": 0.0588, "X4": 0.75067, "Y4": 0.0588, "page": 0, "Index": 7}, {"Word": "PROLIP", "Confidence": 0.805, "X1": 0.22372, "Y1": 0.0852, "X2": 0.27763, "Y2": 0.085, "X3": 0.27763, "Y3": 0.0978, "X4": 0.22372, "Y4": 0.0988, "page": 0, "Index": 8}, {"Word": "MATERIALS", "Confidence": 0.988, "X1": 0.41779, "Y1": 0.0832, "X2": 0.51078, "Y2": 0.083, "X3": 0.50943, "Y3": 0.0978, "X4": 0.41779, "Y4": 0.0968, "page": 0, "Index": 9}, {"Word": "PURCHASING", "Confidence": 0.992, "X1": 0.51482, "Y1": 0.0822, "X2": 0.61995, "Y2": 0.082, "X3": 0.61995, "Y3": 0.0978, "X4": 0.51348, "Y4": 0.0978, "page": 0, "Index": 10}, {"Word": "DEPARTMENT", "Confidence": 0.943, "X1": 0.62399, "Y1": 0.0822, "X2": 0.73989, "Y2": 0.082, "X3": 0.73989, "Y3": 0.0978, "X4": 0.62399, "Y4": 0.0978, "page": 0, "Index": 11}, {"Word": "MORRIS", "Confidence": 0.994, "X1": 0.28167, "Y1": 0.0852, "X2": 0.34906, "Y2": 0.085, "X3": 0.34906, "Y3": 0.0988, "X4": 0.28167, "Y4": 0.0978, "page": 0, "Index": 12}, {"Word": "USA", "Confidence": 0.995, "X1": 0.26819, "Y1": 0.0982, "X2": 0.30054, "Y2": 0.098, "X3": 0.30054, "Y3": 0.1108, "X4": 0.26819, "Y4": 0.1098, "page": 0, "Index": 13}, {"Word": "P.O.", "Confidence": 0.385, "X1": 0.38679, "Y1": 0.1012, "X2": 0.41644, "Y2": 0.101, "X3": 0.41509, "Y3": 0.1158, "X4": 0.38544, "Y4": 0.1158, "page": 0, "Index": 14}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.42049, "Y1": 0.1012, "X2": 0.45418, "Y2": 0.101, "X3": 0.45283, "Y3": 0.1158, "X4": 0.41914, "Y4": 0.1158, "page": 0, "Index": 15}, {"Word": "26603", "Confidence": 0.979, "X1": 0.45822, "Y1": 0.1012, "X2": 0.49596, "Y2": 0.101, "X3": 0.49461, "Y3": 0.1148, "X4": 0.45687, "Y4": 0.1158, "page": 0, "Index": 16}, {"Word": "-", "Confidence": 0.919, "X1": 0.5, "Y1": 0.1012, "X2": 0.50674, "Y2": 0.101, "X3": 0.50539, "Y3": 0.1148, "X4": 0.49865, "Y4": 0.1148, "page": 0, "Index": 17}, {"Word": "RICHMOND,", "Confidence": 0.93, "X1": 0.50943, "Y1": 0.1012, "X2": 0.60512, "Y2": 0.101, "X3": 0.60377, "Y3": 0.1148, "X4": 0.50943, "Y4": 0.1148, "page": 0, "Index": 18}, {"Word": "VIRGINIA", "Confidence": 0.962, "X1": 0.60782, "Y1": 0.1002, "X2": 0.68598, "Y2": 0.1, "X3": 0.68464, "Y3": 0.1148, "X4": 0.60782, "Y4": 0.1148, "page": 0, "Index": 19}, {"Word": "23261-6603", "Confidence": 0.966, "X1": 0.69272, "Y1": 0.1002, "X2": 0.76954, "Y2": 0.1, "X3": 0.76954, "Y3": 0.1148, "X4": 0.69137, "Y4": 0.1148, "page": 0, "Index": 20}, {"Word": "1/20", "Confidence": 0.969, "X1": 0.62399, "Y1": 0.1462, "X2": 0.68733, "Y2": 0.146, "X3": 0.69003, "Y3": 0.1658, "X4": 0.62668, "Y4": 0.1698, "page": 0, "Index": 21}, {"Word": "FAX", "Confidence": 0.995, "X1": 0.21563, "Y1": 0.1652, "X2": 0.2965, "Y2": 0.165, "X3": 0.2965, "Y3": 0.1978, "X4": 0.21563, "Y4": 0.1978, "page": 0, "Index": 22}, {"Word": "To", "Confidence": 0.148, "X1": 0.23585, "Y1": 0.2452, "X2": 0.25202, "Y2": 0.245, "X3": 0.25202, "Y3": 0.2598, "X4": 0.23585, "Y4": 0.2598, "page": 0, "Index": 23}, {"Word": "BaB", "Confidence": 0.819, "X1": 0.28167, "Y1": 0.2382, "X2": 0.37332, "Y2": 0.238, "X3": 0.37466, "Y3": 0.2748, "X4": 0.28167, "Y4": 0.2758, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.562, "X1": 0.54717, "Y1": 0.2472, "X2": 0.57008, "Y2": 0.247, "X3": 0.56873, "Y3": 0.2748, "X4": 0.54582, "Y4": 0.2758, "page": 0, "Index": 25}, {"Word": "Chic", "Confidence": 0.223, "X1": 0.58895, "Y1": 0.2462, "X2": 0.71968, "Y2": 0.246, "X3": 0.72102, "Y3": 0.2718, "X4": 0.58895, "Y4": 0.2738, "page": 0, "Index": 26}, {"Word": "2057229006", "Confidence": 0.723, "X1": 0.9407, "Y1": 0.4072, "X2": 0.93666, "Y2": 0.407, "X3": 0.91375, "Y3": 0.4068, "X4": 0.91914, "Y4": 0.2818, "page": 0, "Index": 27}, {"Word": "REMARKS:", "Confidence": 0.621, "X1": 0.24124, "Y1": 0.4222, "X2": 0.30863, "Y2": 0.422, "X3": 0.30863, "Y3": 0.4378, "X4": 0.24124, "Y4": 0.4368, "page": 0, "Index": 28}, {"Word": "D", "Confidence": 0.157, "X1": 0.33154, "Y1": 0.4212, "X2": 0.34501, "Y2": 0.421, "X3": 0.34501, "Y3": 0.4378, "X4": 0.33154, "Y4": 0.4378, "page": 0, "Index": 29}, {"Word": "Urgent", "Confidence": 0.091, "X1": 0.34906, "Y1": 0.4212, "X2": 0.39218, "Y2": 0.421, "X3": 0.39218, "Y3": 0.4378, "X4": 0.34906, "Y4": 0.4378, "page": 0, "Index": 30}, {"Word": "Cy", "Confidence": 0.062, "X1": 0.42453, "Y1": 0.4202, "X2": 0.43801, "Y2": 0.42, "X3": 0.43801, "Y3": 0.4378, "X4": 0.42453, "Y4": 0.4378, "page": 0, "Index": 31}, {"Word": "Payouts", "Confidence": 0.067, "X1": 0.44205, "Y1": 0.4202, "X2": 0.48383, "Y2": 0.42, "X3": 0.48383, "Y3": 0.4378, "X4": 0.44205, "Y4": 0.4378, "page": 0, "Index": 32}, {"Word": "view", "Confidence": 0.069, "X1": 0.48787, "Y1": 0.4192, "X2": 0.52291, "Y2": 0.419, "X3": 0.52291, "Y3": 0.4378, "X4": 0.48787, "Y4": 0.4378, "page": 0, "Index": 33}, {"Word": "[]", "Confidence": 0.059, "X1": 0.53235, "Y1": 0.4192, "X2": 0.55391, "Y2": 0.419, "X3": 0.55256, "Y3": 0.4368, "X4": 0.531, "Y4": 0.4378, "page": 0, "Index": 34}, {"Word": "Reply", "Confidence": 0.731, "X1": 0.55795, "Y1": 0.4192, "X2": 0.58221, "Y2": 0.419, "X3": 0.58221, "Y3": 0.4368, "X4": 0.55795, "Y4": 0.4368, "page": 0, "Index": 35}, {"Word": "ASAP", "Confidence": 0.096, "X1": 0.5876, "Y1": 0.4192, "X2": 0.62129, "Y2": 0.419, "X3": 0.62129, "Y3": 0.4358, "X4": 0.58625, "Y4": 0.4368, "page": 0, "Index": 36}, {"Word": "Do", "Confidence": 0.059, "X1": 0.65094, "Y1": 0.4192, "X2": 0.71429, "Y2": 0.419, "X3": 0.71294, "Y3": 0.4338, "X4": 0.6496, "Y4": 0.4358, "page": 0, "Index": 37}, {"Word": "methods", "Confidence": 0.599, "X1": 0.58356, "Y1": 0.4472, "X2": 0.71294, "Y2": 0.447, "X3": 0.71698, "Y3": 0.4848, "X4": 0.5876, "Y4": 0.4908, "page": 0, "Index": 38}, {"Word": "Alc.", "Confidence": 0.837, "X1": 0.40162, "Y1": 0.4622, "X2": 0.46361, "Y2": 0.462, "X3": 0.46631, "Y3": 0.4978, "X4": 0.40296, "Y4": 0.5018, "page": 0, "Index": 39}, {"Word": "Spar", "Confidence": 0.509, "X1": 0.47305, "Y1": 0.4582, "X2": 0.54178, "Y2": 0.458, "X3": 0.54447, "Y3": 0.4938, "X4": 0.47574, "Y4": 0.4968, "page": 0, "Index": 40}, {"Word": "/", "Confidence": 0.986, "X1": 0.55121, "Y1": 0.4562, "X2": 0.57412, "Y2": 0.456, "X3": 0.57682, "Y3": 0.4918, "X4": 0.55391, "Y4": 0.4928, "page": 0, "Index": 41}, {"Word": "01/18/96", "Confidence": 0.8, "X1": 0.70485, "Y1": 0.7092, "X2": 0.75876, "Y2": 0.709, "X3": 0.75741, "Y3": 0.7178, "X4": 0.70485, "Y4": 0.7178, "page": 0, "Index": 42}, {"Word": "FLAVOR", "Confidence": 0.798, "X1": 0.33019, "Y1": 0.7172, "X2": 0.40296, "Y2": 0.717, "X3": 0.40162, "Y3": 0.7308, "X4": 0.33019, "Y4": 0.7328, "page": 0, "Index": 43}, {"Word": "SPECIFICATIONS", "Confidence": 0.992, "X1": 0.40836, "Y1": 0.7162, "X2": 0.5593, "Y2": 0.716, "X3": 0.5593, "Y3": 0.7298, "X4": 0.40836, "Y4": 0.7308, "page": 0, "Index": 44}, {"Word": "03/23/95", "Confidence": 0.663, "X1": 0.7035, "Y1": 0.7272, "X2": 0.76011, "Y2": 0.727, "X3": 0.75876, "Y3": 0.7378, "X4": 0.7035, "Y4": 0.7378, "page": 0, "Index": 45}, {"Word": "Liquid", "Confidence": 0.227, "X1": 0.7062, "Y1": 0.7472, "X2": 0.74663, "Y2": 0.747, "X3": 0.74663, "Y3": 0.7568, "X4": 0.7062, "Y4": 0.7568, "page": 0, "Index": 46}, {"Word": "ALCOHOL", "Confidence": 0.801, "X1": 0.3248, "Y1": 0.7482, "X2": 0.38275, "Y2": 0.748, "X3": 0.38275, "Y3": 0.7608, "X4": 0.3248, "Y4": 0.7608, "page": 0, "Index": 47}, {"Word": "SD", "Confidence": 0.969, "X1": 0.38679, "Y1": 0.7482, "X2": 0.40566, "Y2": 0.748, "X3": 0.40566, "Y3": 0.7608, "X4": 0.38679, "Y4": 0.7608, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.987, "X1": 0.4097, "Y1": 0.7482, "X2": 0.42183, "Y2": 0.748, "X3": 0.42183, "Y3": 0.7608, "X4": 0.4097, "Y4": 0.7608, "page": 0, "Index": 49}, {"Word": "4", "Confidence": 0.986, "X1": 0.42722, "Y1": 0.7482, "X2": 0.43801, "Y2": 0.748, "X3": 0.43801, "Y3": 0.7618, "X4": 0.42722, "Y4": 0.7608, "page": 0, "Index": 50}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.47844, "Y1": 0.7472, "X2": 0.61051, "Y2": 0.747, "X3": 0.60916, "Y3": 0.7678, "X4": 0.47709, "Y4": 0.7688, "page": 0, "Index": 51}, {"Word": "Current", "Confidence": 0.162, "X1": 0.7062, "Y1": 0.7662, "X2": 0.75337, "Y2": 0.766, "X3": 0.75337, "Y3": 0.7758, "X4": 0.7062, "Y4": 0.7778, "page": 0, "Index": 52}, {"Word": "Appearance", "Confidence": 0.636, "X1": 0.19677, "Y1": 0.7992, "X2": 0.27628, "Y2": 0.799, "X3": 0.27628, "Y3": 0.8068, "X4": 0.19811, "Y4": 0.8078, "page": 0, "Index": 53}, {"Word": "CLEAR", "Confidence": 0.406, "X1": 0.38275, "Y1": 0.7962, "X2": 0.41914, "Y2": 0.796, "X3": 0.41779, "Y3": 0.8078, "X4": 0.3814, "Y4": 0.8078, "page": 0, "Index": 54}, {"Word": "MOBILE", "Confidence": 0.118, "X1": 0.42183, "Y1": 0.7962, "X2": 0.46496, "Y2": 0.796, "X3": 0.46361, "Y3": 0.8068, "X4": 0.42183, "Y4": 0.8078, "page": 0, "Index": 55}, {"Word": "LIQUID,", "Confidence": 0.55, "X1": 0.46765, "Y1": 0.7952, "X2": 0.51752, "Y2": 0.795, "X3": 0.51752, "Y3": 0.8058, "X4": 0.46765, "Y4": 0.8068, "page": 0, "Index": 56}, {"Word": "FREE", "Confidence": 0.615, "X1": 0.52156, "Y1": 0.7952, "X2": 0.54987, "Y2": 0.795, "X3": 0.54852, "Y3": 0.8058, "X4": 0.52022, "Y4": 0.8058, "page": 0, "Index": 57}, {"Word": "FROM", "Confidence": 0.725, "X1": 0.55256, "Y1": 0.7952, "X2": 0.58221, "Y2": 0.795, "X3": 0.58221, "Y3": 0.8058, "X4": 0.55256, "Y4": 0.8058, "page": 0, "Index": 58}, {"Word": "FOREIGN", "Confidence": 0.621, "X1": 0.58625, "Y1": 0.7942, "X2": 0.63612, "Y2": 0.794, "X3": 0.63477, "Y3": 0.8048, "X4": 0.58491, "Y4": 0.8058, "page": 0, "Index": 59}, {"Word": "MATTER", "Confidence": 0.665, "X1": 0.63881, "Y1": 0.7942, "X2": 0.68329, "Y2": 0.794, "X3": 0.68194, "Y3": 0.8048, "X4": 0.63747, "Y4": 0.8048, "page": 0, "Index": 60}, {"Word": "278-386", "Confidence": 0.411, "X1": 0.75876, "Y1": 0.7912, "X2": 0.80863, "Y2": 0.791, "X3": 0.80863, "Y3": 0.8048, "X4": 0.75876, "Y4": 0.8038, "page": 0, "Index": 61}, {"Word": ":", "Confidence": 0.112, "X1": 0.36523, "Y1": 0.7972, "X2": 0.37466, "Y2": 0.797, "X3": 0.37332, "Y3": 0.8088, "X4": 0.36523, "Y4": 0.8088, "page": 0, "Index": 62}, {"Word": "Color", "Confidence": 0.746, "X1": 0.19811, "Y1": 0.8182, "X2": 0.2372, "Y2": 0.818, "X3": 0.23585, "Y3": 0.8258, "X4": 0.19811, "Y4": 0.8268, "page": 0, "Index": 63}, {"Word": ".", "Confidence": 0.606, "X1": 0.36658, "Y1": 0.8142, "X2": 0.37466, "Y2": 0.814, "X3": 0.37466, "Y3": 0.8258, "X4": 0.36658, "Y4": 0.8258, "page": 0, "Index": 64}, {"Word": "BLUE", "Confidence": 0.869, "X1": 0.3841, "Y1": 0.8142, "X2": 0.41375, "Y2": 0.814, "X3": 0.41375, "Y3": 0.8258, "X4": 0.3841, "Y4": 0.8258, "page": 0, "Index": 65}, {"Word": "CHETMYLENE", "Confidence": 0.295, "X1": 0.41779, "Y1": 0.8142, "X2": 0.48518, "Y2": 0.814, "X3": 0.48518, "Y3": 0.8248, "X4": 0.41779, "Y4": 0.8258, "page": 0, "Index": 66}, {"Word": "BLEE", "Confidence": 0.486, "X1": 0.48922, "Y1": 0.8142, "X2": 0.51752, "Y2": 0.814, "X3": 0.51752, "Y3": 0.8248, "X4": 0.48787, "Y4": 0.8248, "page": 0, "Index": 67}, {"Word": "N.F.).", "Confidence": 0.65, "X1": 0.52022, "Y1": 0.8142, "X2": 0.56334, "Y2": 0.814, "X3": 0.56199, "Y3": 0.8238, "X4": 0.52022, "Y4": 0.8248, "page": 0, "Index": 68}, {"Word": "270-204", "Confidence": 0.775, "X1": 0.76011, "Y1": 0.8132, "X2": 0.80863, "Y2": 0.813, "X3": 0.80728, "Y3": 0.8238, "X4": 0.75876, "Y4": 0.8228, "page": 0, "Index": 69}, {"Word": "Oder", "Confidence": 0.604, "X1": 0.19811, "Y1": 0.8352, "X2": 0.23181, "Y2": 0.835, "X3": 0.23181, "Y3": 0.8458, "X4": 0.19811, "Y4": 0.8458, "page": 0, "Index": 70}, {"Word": "#", "Confidence": 0.18, "X1": 0.36658, "Y1": 0.8332, "X2": 0.37466, "Y2": 0.833, "X3": 0.37466, "Y3": 0.8448, "X4": 0.36658, "Y4": 0.8448, "page": 0, "Index": 71}, {"Word": "SIMILAR", "Confidence": 0.337, "X1": 0.3841, "Y1": 0.8332, "X2": 0.43261, "Y2": 0.833, "X3": 0.43261, "Y3": 0.8438, "X4": 0.3841, "Y4": 0.8448, "page": 0, "Index": 72}, {"Word": "TO", "Confidence": 0.464, "X1": 0.43666, "Y1": 0.8332, "X2": 0.45283, "Y2": 0.833, "X3": 0.45283, "Y3": 0.8438, "X4": 0.43666, "Y4": 0.8438, "page": 0, "Index": 73}, {"Word": "ETHYL", "Confidence": 0.523, "X1": 0.45553, "Y1": 0.8332, "X2": 0.49191, "Y2": 0.833, "X3": 0.49191, "Y3": 0.8438, "X4": 0.45553, "Y4": 0.8438, "page": 0, "Index": 74}, {"Word": "ALCOHOL.", "Confidence": 0.62, "X1": 0.49461, "Y1": 0.8332, "X2": 0.55121, "Y2": 0.833, "X3": 0.55121, "Y3": 0.8428, "X4": 0.49461, "Y4": 0.8438, "page": 0, "Index": 75}, {"Word": "COMP", "Confidence": 0.056, "X1": 0.56065, "Y1": 0.8322, "X2": 0.5903, "Y2": 0.832, "X3": 0.5903, "Y3": 0.8428, "X4": 0.56065, "Y4": 0.8428, "page": 0, "Index": 76}, {"Word": "METHOD", "Confidence": 0.615, "X1": 0.59299, "Y1": 0.8322, "X2": 0.63612, "Y2": 0.832, "X3": 0.63612, "Y3": 0.8428, "X4": 0.59299, "Y4": 0.8428, "page": 0, "Index": 77}, {"Word": "\">", "Confidence": 0.047, "X1": 0.64016, "Y1": 0.8322, "X2": 0.65633, "Y2": 0.832, "X3": 0.65633, "Y3": 0.8428, "X4": 0.64016, "Y4": 0.8428, "page": 0, "Index": 78}, {"Word": "270-184", "Confidence": 0.623, "X1": 0.76011, "Y1": 0.8312, "X2": 0.80863, "Y2": 0.831, "X3": 0.80728, "Y3": 0.8428, "X4": 0.75876, "Y4": 0.8418, "page": 0, "Index": 79}, {"Word": "Purity", "Confidence": 0.809, "X1": 0.19811, "Y1": 0.8632, "X2": 0.24798, "Y2": 0.863, "X3": 0.24663, "Y3": 0.8738, "X4": 0.19811, "Y4": 0.8738, "page": 0, "Index": 80}, {"Word": "2057229006", "Confidence": 0.982, "X1": 0.8841, "Y1": 0.8692, "X2": 0.89353, "Y2": 0.869, "X3": 0.86523, "Y3": 0.8698, "X4": 0.85714, "Y4": 0.7488, "page": 0, "Index": 81}, {"Word": "A", "Confidence": 0.996, "X1": 0.89353, "Y1": 0.8852, "X2": 0.89488, "Y2": 0.885, "X3": 0.86658, "Y3": 0.8858, "X4": 0.86523, "Y4": 0.8738, "page": 0, "Index": 82}, {"Word": "en", "Confidence": 0.011, "X1": 0.19946, "Y1": 0.8832, "X2": 0.21429, "Y2": 0.883, "X3": 0.21429, "Y3": 0.8918, "X4": 0.19946, "Y4": 0.8908, "page": 0, "Index": 83}, {"Word": "#e.", "Confidence": 0.119, "X1": 0.23046, "Y1": 0.8832, "X2": 0.25606, "Y2": 0.883, "X3": 0.25472, "Y3": 0.8918, "X4": 0.23046, "Y4": 0.8918, "page": 0, "Index": 84}, {"Word": "at", "Confidence": 0.8, "X1": 0.26146, "Y1": 0.8822, "X2": 0.27898, "Y2": 0.882, "X3": 0.27763, "Y3": 0.8918, "X4": 0.26011, "Y4": 0.8918, "page": 0, "Index": 85}, {"Word": "75/25", "Confidence": 0.791, "X1": 0.28706, "Y1": 0.8822, "X2": 0.32749, "Y2": 0.882, "X3": 0.32615, "Y3": 0.8928, "X4": 0.28571, "Y4": 0.8918, "page": 0, "Index": 86}, {"Word": "0.4690", "Confidence": 0.611, "X1": 0.39892, "Y1": 0.8802, "X2": 0.4407, "Y2": 0.88, "X3": 0.4407, "Y3": 0.8928, "X4": 0.39757, "Y4": 0.8928, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.645, "X1": 0.44474, "Y1": 0.8792, "X2": 0.46226, "Y2": 0.879, "X3": 0.46092, "Y3": 0.8928, "X4": 0.44474, "Y4": 0.8928, "page": 0, "Index": 88}, {"Word": "6.8150", "Confidence": 0.323, "X1": 0.48248, "Y1": 0.8792, "X2": 0.52695, "Y2": 0.879, "X3": 0.52561, "Y3": 0.8918, "X4": 0.48248, "Y4": 0.8918, "page": 0, "Index": 89}, {"Word": "268-114", "Confidence": 0.644, "X1": 0.76011, "Y1": 0.8792, "X2": 0.80863, "Y2": 0.879, "X3": 0.80593, "Y3": 0.8898, "X4": 0.75876, "Y4": 0.8888, "page": 0, "Index": 90}]}
|
"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"
|
ffpm0026
| 0 |
{"lines_data": [{"Word": "Lung CA : Causes", "Confidence": 0.8625, "X1": 0.70526, "Y1": 0.0012, "X2": 0.97368, "Y2": 0.001, "X3": 0.98816, "Y3": 0.0298, "X4": 0.71842, "Y4": 0.1008, "page": 0}, {"Word": "..", "Confidence": 0.399, "X1": 0.05263, "Y1": 0.0402, "X2": 0.07237, "Y2": 0.04, "X3": 0.07237, "Y3": 0.0468, "X4": 0.05263, "Y4": 0.0478, "page": 0}, {"Word": "CONSUMER", "Confidence": 0.995, "X1": 0.38289, "Y1": 0.0522, "X2": 0.53421, "Y2": 0.052, "X3": 0.53421, "Y3": 0.0738, "X4": 0.38289, "Y4": 0.0748, "page": 0}, {"Word": "Aerosol Deodorant", "Confidence": 0.993, "X1": 0.26974, "Y1": 0.0882, "X2": 0.66447, "Y2": 0.088, "X3": 0.66316, "Y3": 0.1258, "X4": 0.26974, "Y4": 0.1248, "page": 0}, {"Word": "And Cancer", "Confidence": 0.9975, "X1": 0.33816, "Y1": 0.1392, "X2": 0.59342, "Y2": 0.139, "X3": 0.59342, "Y3": 0.1798, "X4": 0.33816, "Y4": 0.1778, "page": 0}, {"Word": "By Victor Cohn", "Confidence": 0.917, "X1": 0.40395, "Y1": 0.1972, "X2": 0.52632, "Y2": 0.197, "X3": 0.52632, "Y3": 0.2138, "X4": 0.40526, "Y4": 0.2148, "page": 0}, {"Word": "Expert advisers yester-", "Confidence": 0.746, "X1": 0.27632, "Y1": 0.2232, "X2": 0.46447, "Y2": 0.223, "X3": 0.46316, "Y3": 0.2348, "X4": 0.275, "Y4": 0.2328, "page": 0}, {"Word": "He wouldn't use the sprays", "Confidence": 0.748, "X1": 0.47237, "Y1": 0.2202, "X2": 0.66053, "Y2": 0.22, "X3": 0.66053, "Y3": 0.2348, "X4": 0.47237, "Y4": 0.2338, "page": 0}, {"Word": "W POST", "Confidence": 0.9255, "X1": 0.70263, "Y1": 0.2002, "X2": 0.82895, "Y2": 0.2, "X3": 0.85263, "Y3": 0.2298, "X4": 0.72763, "Y4": 0.2888, "page": 0}, {"Word": "day urged the Food and", "Confidence": 0.9802, "X1": 0.26316, "Y1": 0.2322, "X2": 0.45132, "Y2": 0.232, "X3": 0.45132, "Y3": 0.2438, "X4": 0.26316, "Y4": 0.2428, "page": 0}, {"Word": "himself, be added, beonio", "Confidence": 0.54825, "X1": 0.47237, "Y1": 0.2332, "X2": 0.65658, "Y2": 0.233, "X3": 0.65658, "Y3": 0.2438, "X4": 0.47237, "Y4": 0.2438, "page": 0}, {"Word": "Drug Administration to take", "Confidence": 0.8965, "X1": 0.26316, "Y1": 0.2432, "X2": 0.45395, "Y2": 0.243, "X3": 0.45395, "Y3": 0.2548, "X4": 0.26316, "Y4": 0.2548, "page": 0}, {"Word": "\"I don't think their safety", "Confidence": 0.7864, "X1": 0.47105, "Y1": 0.2432, "X2": 0.65921, "Y2": 0.243, "X3": 0.65921, "Y3": 0.2548, "X4": 0.47105, "Y4": 0.2548, "page": 0}, {"Word": "5-1-75", "Confidence": 0.862, "X1": 0.75395, "Y1": 0.2302, "X2": 0.85921, "Y2": 0.23, "X3": 0.87368, "Y3": 0.2508, "X4": 0.76842, "Y4": 0.2948, "page": 0}, {"Word": "Immediato steps to remove", "Confidence": 0.7505, "X1": 0.26579, "Y1": 0.2562, "X2": 0.45526, "Y2": 0.256, "X3": 0.45395, "Y3": 0.2668, "X4": 0.26579, "Y4": 0.2648, "page": 0}, {"Word": "has been proved.\"", "Confidence": 0.80667, "X1": 0.46579, "Y1": 0.2552, "X2": 0.58816, "Y2": 0.255, "X3": 0.58816, "Y3": 0.2658, "X4": 0.46579, "Y4": 0.2668, "page": 0}, {"Word": "three zirconium-containing", "Confidence": 0.568, "X1": 0.26579, "Y1": 0.2662, "X2": 0.45263, "Y2": 0.266, "X3": 0.45263, "Y3": 0.2768, "X4": 0.26579, "Y4": 0.2758, "page": 0}, {"Word": "Berosol", "Confidence": 0.662, "X1": 0.26184, "Y1": 0.2772, "X2": 0.31579, "Y2": 0.277, "X3": 0.31579, "Y3": 0.2868, "X4": 0.26184, "Y4": 0.2858, "page": 0}, {"Word": "Dr.", "Confidence": 0.66, "X1": 0.48421, "Y1": 0.2692, "X2": 0.51053, "Y2": 0.269, "X3": 0.51053, "Y3": 0.2788, "X4": 0.48289, "Y4": 0.2788, "page": 0}, {"Word": "Alexander", "Confidence": 0.931, "X1": 0.52632, "Y1": 0.2672, "X2": 0.61053, "Y2": 0.267, "X3": 0.61053, "Y3": 0.2808, "X4": 0.52632, "Y4": 0.2808, "page": 0}, {"Word": "M.", "Confidence": 0.884, "X1": 0.63158, "Y1": 0.2662, "X2": 0.65789, "Y2": 0.266, "X3": 0.65789, "Y3": 0.2788, "X4": 0.63158, "Y4": 0.2778, "page": 0}, {"Word": "anti-perspirants", "Confidence": 0.339, "X1": 0.33289, "Y1": 0.2772, "X2": 0.45395, "Y2": 0.277, "X3": 0.45395, "Y3": 0.2888, "X4": 0.33289, "Y4": 0.2878, "page": 0}, {"Word": "Schmidt, FDA commil-", "Confidence": 0.689, "X1": 0.47368, "Y1": 0.2782, "X2": 0.65789, "Y2": 0.278, "X3": 0.65789, "Y3": 0.2898, "X4": 0.47368, "Y4": 0.2898, "page": 0}, {"Word": "from the market.", "Confidence": 0.91367, "X1": 0.26447, "Y1": 0.2872, "X2": 0.38026, "Y2": 0.287, "X3": 0.38026, "Y3": 0.2988, "X4": 0.26447, "Y4": 0.2978, "page": 0}, {"Word": "sioner, said he will begin an", "Confidence": 0.85833, "X1": 0.46842, "Y1": 0.2892, "X2": 0.65921, "Y2": 0.289, "X3": 0.65921, "Y3": 0.3018, "X4": 0.46842, "Y4": 0.3028, "page": 0}, {"Word": "The advisory panel said", "Confidence": 0.87375, "X1": 0.27632, "Y1": 0.2992, "X2": 0.45263, "Y2": 0.299, "X3": 0.45263, "Y3": 0.3128, "X4": 0.27632, "Y4": 0.3118, "page": 0}, {"Word": "agency evaluation of the", "Confidence": 0.92975, "X1": 0.47237, "Y1": 0.3012, "X2": 0.65789, "Y2": 0.301, "X3": 0.65789, "Y3": 0.3128, "X4": 0.47237, "Y4": 0.3138, "page": 0}, {"Word": ".", "Confidence": 0.738, "X1": 0.74211, "Y1": 0.3192, "X2": 0.73158, "Y2": 0.319, "X3": 0.71842, "Y3": 0.3098, "X4": 0.72763, "Y4": 0.2958, "page": 0}, {"Word": "the three-Sure, Becret and", "Confidence": 0.924, "X1": 0.26447, "Y1": 0.3112, "X2": 0.45395, "Y2": 0.311, "X3": 0.45395, "Y3": 0.3238, "X4": 0.26447, "Y4": 0.3228, "page": 0}, {"Word": "findings, then-if he agrees", "Confidence": 0.95675, "X1": 0.47105, "Y1": 0.3122, "X2": 0.65789, "Y2": 0.312, "X3": 0.65789, "Y3": 0.3238, "X4": 0.47105, "Y4": 0.3238, "page": 0}, {"Word": "Arrid XX-might produce", "Confidence": 0.78333, "X1": 0.26184, "Y1": 0.3232, "X2": 0.45526, "Y2": 0.323, "X3": 0.45526, "Y3": 0.3338, "X4": 0.26184, "Y4": 0.3328, "page": 0}, {"Word": "-\"in a matter of weeks\" Is-", "Confidence": 0.8195, "X1": 0.47105, "Y1": 0.3222, "X2": 0.65789, "Y2": 0.322, "X3": 0.65789, "Y3": 0.3338, "X4": 0.47237, "Y4": 0.3358, "page": 0}, {"Word": "bidden, sometimes fatal", "Confidence": 0.76067, "X1": 0.26184, "Y1": 0.3332, "X2": 0.45132, "Y2": 0.333, "X3": 0.45132, "Y3": 0.3448, "X4": 0.26184, "Y4": 0.3448, "page": 0}, {"Word": "que a \"proposal\" to declare", "Confidence": 0.7308, "X1": 0.47237, "Y1": 0.3342, "X2": 0.65658, "Y2": 0.334, "X3": 0.65658, "Y3": 0.3458, "X4": 0.47237, "Y4": 0.3468, "page": 0}, {"Word": "lung disease in some users.", "Confidence": 0.8064, "X1": 0.26053, "Y1": 0.3452, "X2": 0.44211, "Y2": 0.345, "X3": 0.44211, "Y3": 0.3558, "X4": 0.26053, "Y4": 0.3548, "page": 0}, {"Word": "the -sprays now drugs that", "Confidence": 0.7596, "X1": 0.47237, "Y1": 0.3442, "X2": 0.66316, "Y2": 0.344, "X3": 0.66447, "Y3": 0.3568, "X4": 0.47237, "Y4": 0.3578, "page": 0}, {"Word": "If they continue to be", "Confidence": 0.9186, "X1": 0.275, "Y1": 0.3582, "X2": 0.45263, "Y2": 0.358, "X3": 0.45263, "Y3": 0.3698, "X4": 0.275, "Y4": 0.3688, "page": 0}, {"Word": "may not be' gold without", "Confidence": 0.747, "X1": 0.46974, "Y1": 0.3562, "X2": 0.65658, "Y2": 0.356, "X3": 0.65658, "Y3": 0.3688, "X4": 0.46974, "Y4": 0.3688, "page": 0}, {"Word": "sold, the panel estimated,", "Confidence": 0.864, "X1": 0.26447, "Y1": 0.3692, "X2": 0.45395, "Y2": 0.369, "X3": 0.45395, "Y3": 0.3808, "X4": 0.26447, "Y4": 0.3798, "page": 0}, {"Word": "FDA Approval.", "Confidence": 0.7445, "X1": 0.46447, "Y1": 0.3682, "X2": 0.57368, "Y2": 0.368, "X3": 0.57368, "Y3": 0.3798, "X4": 0.46447, "Y4": 0.3778, "page": 0}, {"Word": "sales could reach 100 million", "Confidence": 0.8004, "X1": 0.26447, "Y1": 0.3802, "X2": 0.45263, "Y2": 0.38, "X3": 0.45263, "Y3": 0.3918, "X4": 0.26447, "Y4": 0.3908, "page": 0}, {"Word": "The Industry and publie", "Confidence": 0.86475, "X1": 0.48289, "Y1": 0.3802, "X2": 0.65789, "Y2": 0.38, "X3": 0.65789, "Y3": 0.3938, "X4": 0.48289, "Y4": 0.3928, "page": 0}, {"Word": "unite a year, causing", "Confidence": 0.567, "X1": 0.26316, "Y1": 0.3912, "X2": 0.45526, "Y2": 0.391, "X3": 0.45526, "Y3": 0.4038, "X4": 0.26316, "Y4": 0.4028, "page": 0}, {"Word": "would then", "Confidence": 0.791, "X1": 0.47105, "Y1": 0.3932, "X2": 0.56316, "Y2": 0.393, "X3": 0.56316, "Y3": 0.4038, "X4": 0.47105, "Y4": 0.4048, "page": 0}, {"Word": "gel further", "Confidence": 0.587, "X1": 0.56447, "Y1": 0.3922, "X2": 0.65921, "Y2": 0.392, "X3": 0.65921, "Y3": 0.4048, "X4": 0.56447, "Y4": 0.4038, "page": 0}, {"Word": "\"unsupportable\" risks with", "Confidence": 0.771, "X1": 0.26447, "Y1": 0.4012, "X2": 0.45263, "Y2": 0.401, "X3": 0.45263, "Y3": 0.4128, "X4": 0.26447, "Y4": 0.4128, "page": 0}, {"Word": "weeks to comment before", "Confidence": 0.7425, "X1": 0.46711, "Y1": 0.4032, "X2": 0.65658, "Y2": 0.403, "X3": 0.65658, "Y3": 0.4158, "X4": 0.46711, "Y4": 0.4148, "page": 0}, {"Word": "little benefit to consumers.", "Confidence": 0.70575, "X1": 0.25658, "Y1": 0.4132, "X2": 0.43947, "Y2": 0.413, "X3": 0.43947, "Y3": 0.4258, "X4": 0.25658, "Y4": 0.4238, "page": 0}, {"Word": "the FDA could laque a final", "Confidence": 0.60717, "X1": 0.46974, "Y1": 0.4142, "X2": 0.65658, "Y2": 0.414, "X3": 0.65658, "Y3": 0.4258, "X4": 0.46974, "Y4": 0.4258, "page": 0}, {"Word": "ban-the only legal course,", "Confidence": 0.6055, "X1": 0.46974, "Y1": 0.4262, "X2": 0.65658, "Y2": 0.426, "X3": 0.65658, "Y3": 0.4378, "X4": 0.46974, "Y4": 0.4368, "page": 0}, {"Word": "In fact, the best the pinel", "Confidence": 0.75233, "X1": 0.26316, "Y1": 0.4252, "X2": 0.45263, "Y2": 0.425, "X3": 0.45263, "Y3": 0.4388, "X4": 0.26316, "Y4": 0.4388, "page": 0}, {"Word": "could say about anti-por pl-", "Confidence": 0.747, "X1": 0.26316, "Y1": 0.4382, "X2": 0.45132, "Y2": 0.438, "X3": 0.45132, "Y3": 0.4498, "X4": 0.26316, "Y4": 0.4488, "page": 0}, {"Word": "the agency said, where ad-", "Confidence": 0.8002, "X1": 0.46447, "Y1": 0.4372, "X2": 0.65789, "Y2": 0.437, "X3": 0.65789, "Y3": 0.4488, "X4": 0.46447, "Y4": 0.4488, "page": 0}, {"Word": "rant \"\"benedita\" was that", "Confidence": 0.60325, "X1": 0.26053, "Y1": 0.4472, "X2": 0.45789, "Y2": 0.447, "X3": 0.45658, "Y3": 0.4608, "X4": 0.26053, "Y4": 0.4598, "page": 0}, {"Word": "Visers find & hazard but", "Confidence": 0.791, "X1": 0.46579, "Y1": 0.4472, "X2": 0.65789, "Y2": 0.447, "X3": 0.65789, "Y3": 0.4588, "X4": 0.46711, "Y4": 0.4598, "page": 0}, {"Word": "\"The panel has not ad-", "Confidence": 0.882, "X1": 0.26184, "Y1": 0.4582, "X2": 0.45789, "Y2": 0.458, "X3": 0.45789, "Y3": 0.4718, "X4": 0.26184, "Y4": 0.4678, "page": 0}, {"Word": "can't demonstrate", "Confidence": 0.862, "X1": 0.47368, "Y1": 0.4592, "X2": 0.61447, "Y2": 0.459, "X3": 0.61447, "Y3": 0.4708, "X4": 0.47368, "Y4": 0.4708, "page": 0}, {"Word": "dressed the question of", "Confidence": 0.836, "X1": 0.26447, "Y1": 0.4682, "X2": 0.45658, "Y2": 0.468, "X3": 0.45658, "Y3": 0.4808, "X4": 0.26447, "Y4": 0.4818, "page": 0}, {"Word": "\"Imminent\" one.", "Confidence": 0.785, "X1": 0.46842, "Y1": 0.4702, "X2": 0.57895, "Y2": 0.47, "X3": 0.57763, "Y3": 0.4808, "X4": 0.46842, "Y4": 0.4808, "page": 0}, {"Word": "whether or not ability to re-", "Confidence": 0.762, "X1": 0.26447, "Y1": 0.4812, "X2": 0.45526, "Y2": 0.481, "X3": 0.45526, "Y3": 0.4928, "X4": 0.26447, "Y4": 0.4918, "page": 0}, {"Word": "Rep. L. H. Fountain (D-", "Confidence": 0.6478, "X1": 0.48289, "Y1": 0.4832, "X2": 0.65658, "Y2": 0.483, "X3": 0.65658, "Y3": 0.4958, "X4": 0.48289, "Y4": 0.4948, "page": 0}, {"Word": "duce underarm perspiration", "Confidence": 0.75267, "X1": 0.25658, "Y1": 0.4932, "X2": 0.45526, "Y2": 0.493, "X3": 0.45526, "Y3": 0.5038, "X4": 0.25658, "Y4": 0.5028, "page": 0}, {"Word": "N.C.), chairman of a House", "Confidence": 0.8744, "X1": 0.46842, "Y1": 0.4932, "X2": 0.65921, "Y2": 0.493, "X3": 0.65921, "Y3": 0.5048, "X4": 0.46842, "Y4": 0.5058, "page": 0}, {"Word": "is an important social or oo-", "Confidence": 0.783, "X1": 0.26316, "Y1": 0.5032, "X2": 0.45, "Y2": 0.503, "X3": 0.45, "Y3": 0.5158, "X4": 0.26316, "Y4": 0.5138, "page": 0}, {"Word": "intergovernmental relations", "Confidence": 0.7535, "X1": 0.46316, "Y1": 0.5042, "X2": 0.65395, "Y2": 0.504, "X3": 0.65526, "Y3": 0.5168, "X4": 0.46316, "Y4": 0.5178, "page": 0}, {"Word": "cupational problem. The de-", "Confidence": 0.73925, "X1": 0.26316, "Y1": 0.5122, "X2": 0.45526, "Y2": 0.512, "X3": 0.45526, "Y3": 0.5238, "X4": 0.26316, "Y4": 0.5258, "page": 0}, {"Word": "subcommittee, maintained", "Confidence": 0.547, "X1": 0.46711, "Y1": 0.5172, "X2": 0.65526, "Y2": 0.517, "X3": 0.65526, "Y3": 0.5278, "X4": 0.46711, "Y4": 0.5278, "page": 0}, {"Word": "sirability of using anti-per-", "Confidence": 0.654, "X1": 0.26053, "Y1": 0.5252, "X2": 0.45526, "Y2": 0.525, "X3": 0.45526, "Y3": 0.5368, "X4": 0.26053, "Y4": 0.5358, "page": 0}, {"Word": "last week that the FDA has", "Confidence": 0.78667, "X1": 0.46184, "Y1": 0.5282, "X2": 0.65395, "Y2": 0.528, "X3": 0.65395, "Y3": 0.5398, "X4": 0.46184, "Y4": 0.5388, "page": 0}, {"Word": "spirant drug products . . . is", "Confidence": 0.74871, "X1": 0.25789, "Y1": 0.5372, "X2": 0.45658, "Y2": 0.537, "X3": 0.45658, "Y3": 0.5498, "X4": 0.25789, "Y4": 0.5478, "page": 0}, {"Word": "regarded as a personal deel-", "Confidence": 0.864, "X1": 0.25789, "Y1": 0.5452, "X2": 0.45526, "Y2": 0.545, "X3": 0.45526, "Y3": 0.5568, "X4": 0.25789, "Y4": 0.5588, "page": 0}, {"Word": "had reports before it for", "Confidence": 0.876, "X1": 0.46447, "Y1": 0.5392, "X2": 0.65395, "Y2": 0.539, "X3": 0.65395, "Y3": 0.5498, "X4": 0.46447, "Y4": 0.5498, "page": 0}, {"Word": "months that dve ample", "Confidence": 0.75375, "X1": 0.46711, "Y1": 0.5512, "X2": 0.65263, "Y2": 0.551, "X3": 0.65263, "Y3": 0.5628, "X4": 0.46711, "Y4": 0.5618, "page": 0}, {"Word": "sion by the individual con-", "Confidence": 0.8678, "X1": 0.25658, "Y1": 0.5582, "X2": 0.45132, "Y2": 0.558, "X3": 0.45132, "Y3": 0.5688, "X4": 0.25658, "Y4": 0.5698, "page": 0}, {"Word": "reasons and legal power to", "Confidence": 0.7084, "X1": 0.46974, "Y1": 0.5622, "X2": 0.65263, "Y2": 0.562, "X3": 0.65263, "Y3": 0.5728, "X4": 0.46974, "Y4": 0.5738, "page": 0}, {"Word": "sumer.\"", "Confidence": 0.489, "X1": 0.25789, "Y1": 0.5702, "X2": 0.31316, "Y2": 0.57, "X3": 0.31316, "Y3": 0.5798, "X4": 0.25789, "Y4": 0.5788, "page": 0}, {"Word": "get the products off shelves", "Confidence": 0.7392, "X1": 0.46842, "Y1": 0.5732, "X2": 0.65263, "Y2": 0.573, "X3": 0.65263, "Y3": 0.5838, "X4": 0.46842, "Y4": 0.5848, "page": 0}, {"Word": "Proctor & Gamble, maker", "Confidence": 0.79675, "X1": 0.27237, "Y1": 0.5822, "X2": 0.45132, "Y2": 0.582, "X3": 0.45132, "Y3": 0.5948, "X4": 0.27237, "Y4": 0.5928, "page": 0}, {"Word": "Immediately.", "Confidence": 0.617, "X1": 0.46711, "Y1": 0.5842, "X2": 0.55526, "Y2": 0.584, "X3": 0.55526, "Y3": 0.5948, "X4": 0.46711, "Y4": 0.5938, "page": 0}, {"Word": "of Sure and Secret, cald,", "Confidence": 0.817, "X1": 0.25658, "Y1": 0.5942, "X2": 0.45, "Y2": 0.594, "X3": 0.45, "Y3": 0.6068, "X4": 0.25658, "Y4": 0.6048, "page": 0}, {"Word": "But Dr. Rosenberg agreed", "Confidence": 0.6645, "X1": 0.48158, "Y1": 0.5942, "X2": 0.65526, "Y2": 0.594, "X3": 0.65526, "Y3": 0.6068, "X4": 0.48158, "Y4": 0.6058, "page": 0}, {"Word": "\"There is no evidence of any", "Confidence": 0.79167, "X1": 0.25789, "Y1": 0.6052, "X2": 0.45, "Y2": 0.605, "X3": 0.45, "Y3": 0.6168, "X4": 0.25789, "Y4": 0.6138, "page": 0}, {"Word": "health hazards\" from Its", "Confidence": 0.703, "X1": 0.25789, "Y1": 0.6152, "X2": 0.45526, "Y2": 0.615, "X3": 0.45526, "Y3": 0.6268, "X4": 0.25789, "Y4": 0.6258, "page": 0}, {"Word": "with the FDA stance, saying,", "Confidence": 0.7862, "X1": 0.46316, "Y1": 0.6062, "X2": 0.65526, "Y2": 0.606, "X3": 0.65526, "Y3": 0.6188, "X4": 0.46316, "Y4": 0.6178, "page": 0}, {"Word": "products, and the panel's Te-", "Confidence": 0.8414, "X1": 0.25789, "Y1": 0.6262, "X2": 0.45, "Y2": 0.626, "X3": 0.45, "Y3": 0.6378, "X4": 0.25789, "Y4": 0.6368, "page": 0}, {"Word": "\"It fits exactly with our de", "Confidence": 0.5475, "X1": 0.46447, "Y1": 0.6172, "X2": 0.65526, "Y2": 0.617, "X3": 0.65395, "Y3": 0.6288, "X4": 0.46447, "Y4": 0.6268, "page": 0}, {"Word": "siro, While we're an advi-", "Confidence": 0.6016, "X1": 0.46447, "Y1": 0.6282, "X2": 0.65526, "Y2": 0.628, "X3": 0.65526, "Y3": 0.6398, "X4": 0.46447, "Y4": 0.6388, "page": 0}, {"Word": "port contains \"misinterpre-", "Confidence": 0.76267, "X1": 0.25921, "Y1": 0.6372, "X2": 0.45132, "Y2": 0.637, "X3": 0.45132, "Y3": 0.6488, "X4": 0.25921, "Y4": 0.6488, "page": 0}, {"Word": "sory committee, we don't set", "Confidence": 0.8262, "X1": 0.46316, "Y1": 0.6392, "X2": 0.65658, "Y2": 0.639, "X3": 0.65658, "Y3": 0.6498, "X4": 0.46316, "Y4": 0.6498, "page": 0}, {"Word": "tation of facts.\"", "Confidence": 0.863, "X1": 0.25921, "Y1": 0.6482, "X2": 0.36974, "Y2": 0.648, "X3": 0.36974, "Y3": 0.6588, "X4": 0.25921, "Y4": 0.6588, "page": 0}, {"Word": "ourselves up as knowing ev.", "Confidence": 0.835, "X1": 0.46711, "Y1": 0.6502, "X2": 0.65395, "Y2": 0.65, "X3": 0.65395, "Y3": 0.6608, "X4": 0.46711, "Y4": 0.6618, "page": 0}, {"Word": "Carter Wallace makes Ar-", "Confidence": 0.876, "X1": 0.26447, "Y1": 0.6602, "X2": 0.45395, "Y2": 0.66, "X3": 0.45395, "Y3": 0.6728, "X4": 0.26447, "Y4": 0.6728, "page": 0}, {"Word": "erything and the commis-", "Confidence": 0.7665, "X1": 0.46579, "Y1": 0.6612, "X2": 0.65263, "Y2": 0.661, "X3": 0.65132, "Y3": 0.6728, "X4": 0.46579, "Y4": 0.6718, "page": 0}, {"Word": "rid XX. Gillette . in. 1972", "Confidence": 0.6915, "X1": 0.26053, "Y1": 0.6712, "X2": 0.45, "Y2": 0.671, "X3": 0.44868, "Y3": 0.6828, "X4": 0.26053, "Y4": 0.6828, "page": 0}, {"Word": "soner can get comments", "Confidence": 0.52025, "X1": 0.46579, "Y1": 0.6732, "X2": 0.65132, "Y2": 0.673, "X3": 0.65132, "Y3": 0.6838, "X4": 0.46579, "Y4": 0.6828, "page": 0}, {"Word": "launched Right Guard Extra", "Confidence": 0.93875, "X1": 0.25921, "Y1": 0.6832, "X2": 0.45, "Y2": 0.683, "X3": 0.45, "Y3": 0.6938, "X4": 0.25921, "Y4": 0.6938, "page": 0}, {"Word": "from other scientists.\"", "Confidence": 0.861, "X1": 0.46579, "Y1": 0.6822, "X2": 0.62237, "Y2": 0.682, "X3": 0.62237, "Y3": 0.6928, "X4": 0.46579, "Y4": 0.6938, "page": 0}, {"Word": "Strength and Soft & Dri Ex-", "Confidence": 0.81667, "X1": 0.26053, "Y1": 0.6942, "X2": 0.44737, "Y2": 0.694, "X3": 0.44737, "Y3": 0.7048, "X4": 0.26053, "Y4": 0.7048, "page": 0}, {"Word": "What his pagal said Is", "Confidence": 0.6914, "X1": 0.47368, "Y1": 0.6932, "X2": 0.65132, "Y2": 0.693, "X3": 0.65132, "Y3": 0.7058, "X4": 0.47368, "Y4": 0.7058, "page": 0}, {"Word": "Strength zirconium", "Confidence": 0.8105, "X1": 0.27368, "Y1": 0.7062, "X2": 0.44737, "Y2": 0.706, "X3": 0.44737, "Y3": 0.7178, "X4": 0.27368, "Y4": 0.7148, "page": 0}, {"Word": "that:", "Confidence": 0.884, "X1": 0.46579, "Y1": 0.7072, "X2": 0.49868, "Y2": 0.707, "X3": 0.49737, "Y3": 0.7158, "X4": 0.46579, "Y4": 0.7148, "page": 0}, {"Word": "sprays. But It withdrew", "Confidence": 0.891, "X1": 0.25789, "Y1": 0.7152, "X2": 0.44868, "Y2": 0.715, "X3": 0.44868, "Y3": 0.7288, "X4": 0.25789, "Y4": 0.7278, "page": 0}, {"Word": ". The zirconium com-", "Confidence": 0.72825, "X1": 0.47763, "Y1": 0.7162, "X2": 0.65, "Y2": 0.716, "X3": 0.65, "Y3": 0.7288, "X4": 0.47763, "Y4": 0.7288, "page": 0}, {"Word": "them after a few months", "Confidence": 0.6484, "X1": 0.25658, "Y1": 0.7272, "X2": 0.45, "Y2": 0.727, "X3": 0.45, "Y3": 0.7388, "X4": 0.25658, "Y4": 0.7378, "page": 0}, {"Word": "pounds In these products", "Confidence": 0.81025, "X1": 0.46447, "Y1": 0.7282, "X2": 0.65263, "Y2": 0.728, "X3": 0.65263, "Y3": 0.7388, "X4": 0.46447, "Y4": 0.7398, "page": 0}, {"Word": "when It found, and told", "Confidence": 0.9708, "X1": 0.25658, "Y1": 0.7382, "X2": 0.45, "Y2": 0.738, "X3": 0.45, "Y3": 0.7498, "X4": 0.25658, "Y4": 0.7488, "page": 0}, {"Word": "caused burian skin tumore", "Confidence": 0.56, "X1": 0.46579, "Y1": 0.7382, "X2": 0.65132, "Y2": 0.738, "X3": 0.65132, "Y3": 0.7498, "X4": 0.46579, "Y4": 0.7498, "page": 0}, {"Word": "IDA, that monkeys exposed", "Confidence": 0.8805, "X1": 0.25658, "Y1": 0.7492, "X2": 0.44737, "Y2": 0.749, "X3": 0.44737, "Y3": 0.7608, "X4": 0.25658, "Y4": 0.7588, "page": 0}, {"Word": "as well as lung damage in", "Confidence": 0.607, "X1": 0.46447, "Y1": 0.7492, "X2": 0.65, "Y2": 0.749, "X3": 0.65, "Y3": 0.7608, "X4": 0.46447, "Y4": 0.7608, "page": 0}, {"Word": "to", "Confidence": 0.983, "X1": 0.25789, "Y1": 0.7612, "X2": 0.28289, "Y2": 0.761, "X3": 0.28289, "Y3": 0.7708, "X4": 0.25789, "Y4": 0.7698, "page": 0}, {"Word": "them developed in-", "Confidence": 0.88233, "X1": 0.28289, "Y1": 0.7602, "X2": 0.44737, "Y2": 0.76, "X3": 0.44737, "Y3": 0.7728, "X4": 0.28289, "Y4": 0.7718, "page": 0}, {"Word": "monkeys and guinea plea.", "Confidence": 0.67675, "X1": 0.46184, "Y1": 0.7612, "X2": 0.63816, "Y2": 0.761, "X3": 0.63816, "Y3": 0.7728, "X4": 0.46184, "Y4": 0.7728, "page": 0}, {"Word": "Dammed lungs.", "Confidence": 0.493, "X1": 0.25789, "Y1": 0.7722, "X2": 0.36184, "Y2": 0.772, "X3": 0.36184, "Y3": 0.7828, "X4": 0.25789, "Y4": 0.7818, "page": 0}, {"Word": ". When used In aerosol", "Confidence": 0.6536, "X1": 0.48158, "Y1": 0.7702, "X2": 0.65263, "Y2": 0.77, "X3": 0.65263, "Y3": 0.7828, "X4": 0.48158, "Y4": 0.7828, "page": 0}, {"Word": ". . \"We believe there is a bas-", "Confidence": 0.54763, "X1": 0.24737, "Y1": 0.7812, "X2": 0.45132, "Y2": 0.781, "X3": 0.45132, "Y3": 0.7948, "X4": 0.24737, "Y4": 0.7938, "page": 0}, {"Word": "forma, some zirconium\" will", "Confidence": 0.442, "X1": 0.46447, "Y1": 0.7822, "X2": 0.65, "Y2": 0.782, "X3": 0.65, "Y3": 0.7938, "X4": 0.46447, "Y4": 0.7948, "page": 0}, {"Word": "Ard,\" Dr. E. William Rosen", "Confidence": 0.7828, "X1": 0.25526, "Y1": 0.7932, "X2": 0.44737, "Y2": 0.793, "X3": 0.44737, "Y3": 0.8058, "X4": 0.25526, "Y4": 0.8038, "page": 0}, {"Word": "reach anti-perspirant tuers'", "Confidence": 0.662, "X1": 0.46184, "Y1": 0.7932, "X2": 0.65132, "Y2": 0.793, "X3": 0.65263, "Y3": 0.8048, "X4": 0.46184, "Y4": 0.8058, "page": 0}, {"Word": "berg, professor of dermatol-", "Confidence": 0.75575, "X1": 0.25526, "Y1": 0.8042, "X2": 0.44605, "Y2": 0.804, "X3": 0.44737, "Y3": 0.8158, "X4": 0.25526, "Y4": 0.8168, "page": 0}, {"Word": "lungs, where tumors and", "Confidence": 0.789, "X1": 0.46316, "Y1": 0.8072, "X2": 0.65263, "Y2": 0.807, "X3": 0.65263, "Y3": 0.8178, "X4": 0.46316, "Y4": 0.8158, "page": 0}, {"Word": "ogy at the University of", "Confidence": 0.7236, "X1": 0.25395, "Y1": 0.8152, "X2": 0.44737, "Y2": 0.815, "X3": 0.44737, "Y3": 0.8268, "X4": 0.25395, "Y4": 0.8258, "page": 0}, {"Word": "other damage may result", "Confidence": 0.78875, "X1": 0.45789, "Y1": 0.8162, "X2": 0.65132, "Y2": 0.816, "X3": 0.65, "Y3": 0.8278, "X4": 0.45789, "Y4": 0.8268, "page": 0}, {"Word": "Tennessee Medical School", "Confidence": 0.64467, "X1": 0.25395, "Y1": 0.8262, "X2": 0.45, "Y2": 0.826, "X3": 0.45, "Y3": 0.8378, "X4": 0.25395, "Y4": 0.8368, "page": 0}, {"Word": "but not announce itself until", "Confidence": 0.7596, "X1": 0.46447, "Y1": 0.8272, "X2": 0.64868, "Y2": 0.827, "X3": 0.64868, "Y3": 0.8378, "X4": 0.46447, "Y4": 0.8378, "page": 0}, {"Word": "In Memphis and panel chair-", "Confidence": 0.7424, "X1": 0.25658, "Y1": 0.8382, "X2": 0.44605, "Y2": 0.838, "X3": 0.44605, "Y3": 0.8498, "X4": 0.25658, "Y4": 0.8478, "page": 0}, {"Word": "It la' both advanced and per-", "Confidence": 0.796, "X1": 0.46184, "Y1": 0.8382, "X2": 0.65132, "Y2": 0.838, "X3": 0.65132, "Y3": 0.8498, "X4": 0.46184, "Y4": 0.8488, "page": 0}, {"Word": "man, said in an Interview.", "Confidence": 0.8642, "X1": 0.25263, "Y1": 0.8492, "X2": 0.44605, "Y2": 0.849, "X3": 0.44605, "Y3": 0.8618, "X4": 0.25263, "Y4": 0.8608, "page": 0}, {"Word": "mapent.", "Confidence": 0.795, "X1": 0.45789, "Y1": 0.8502, "X2": 0.51711, "Y2": 0.85, "X3": 0.51579, "Y3": 0.8608, "X4": 0.45789, "Y4": 0.8608, "page": 0}, {"Word": "TI0509295", "Confidence": 0.702, "X1": 0.89605, "Y1": 0.9582, "X2": 0.99868, "Y2": 0.958, "X3": 0.99737, "Y3": 0.9738, "X4": 0.89605, "Y4": 0.9728, "page": 0}], "words_data": [{"Word": "Causes", "Confidence": 0.736, "X1": 0.86711, "Y1": 0.0022, "X2": 0.96974, "Y2": 0.002, "X3": 0.98421, "Y3": 0.0308, "X4": 0.88026, "Y4": 0.0568, "page": 0, "Index": 0}, {"Word": "..", "Confidence": 0.399, "X1": 0.05658, "Y1": 0.0402, "X2": 0.07237, "Y2": 0.04, "X3": 0.07237, "Y3": 0.0468, "X4": 0.05658, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": "CA", "Confidence": 0.853, "X1": 0.80395, "Y1": 0.0372, "X2": 0.83289, "Y2": 0.037, "X3": 0.84737, "Y3": 0.0658, "X4": 0.81842, "Y4": 0.0738, "page": 0, "Index": 2}, {"Word": ":", "Confidence": 0.987, "X1": 0.84079, "Y1": 0.0302, "X2": 0.85921, "Y2": 0.03, "X3": 0.87368, "Y3": 0.0588, "X4": 0.85526, "Y4": 0.0638, "page": 0, "Index": 3}, {"Word": "CONSUMER", "Confidence": 0.995, "X1": 0.39079, "Y1": 0.0532, "X2": 0.52895, "Y2": 0.053, "X3": 0.52763, "Y3": 0.0738, "X4": 0.39079, "Y4": 0.0748, "page": 0, "Index": 4}, {"Word": "Lung", "Confidence": 0.874, "X1": 0.71184, "Y1": 0.0462, "X2": 0.79737, "Y2": 0.046, "X3": 0.81053, "Y3": 0.0758, "X4": 0.725, "Y4": 0.1008, "page": 0, "Index": 5}, {"Word": "Aerosol", "Confidence": 0.991, "X1": 0.27237, "Y1": 0.0902, "X2": 0.42763, "Y2": 0.09, "X3": 0.42763, "Y3": 0.1258, "X4": 0.27105, "Y4": 0.1258, "page": 0, "Index": 6}, {"Word": "Deodorant", "Confidence": 0.995, "X1": 0.43816, "Y1": 0.0902, "X2": 0.66184, "Y2": 0.09, "X3": 0.66316, "Y3": 0.1258, "X4": 0.43684, "Y4": 0.1258, "page": 0, "Index": 7}, {"Word": "And", "Confidence": 0.998, "X1": 0.33947, "Y1": 0.1402, "X2": 0.42895, "Y2": 0.14, "X3": 0.42895, "Y3": 0.1798, "X4": 0.33816, "Y4": 0.1788, "page": 0, "Index": 8}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.44079, "Y1": 0.1402, "X2": 0.59211, "Y2": 0.14, "X3": 0.59211, "Y3": 0.1808, "X4": 0.43947, "Y4": 0.1798, "page": 0, "Index": 9}, {"Word": "By", "Confidence": 0.992, "X1": 0.40526, "Y1": 0.1992, "X2": 0.42368, "Y2": 0.199, "X3": 0.42368, "Y3": 0.2148, "X4": 0.40526, "Y4": 0.2148, "page": 0, "Index": 10}, {"Word": "Victor", "Confidence": 0.79, "X1": 0.42763, "Y1": 0.1992, "X2": 0.475, "Y2": 0.199, "X3": 0.475, "Y3": 0.2148, "X4": 0.42763, "Y4": 0.2148, "page": 0, "Index": 11}, {"Word": "Cohn", "Confidence": 0.969, "X1": 0.47895, "Y1": 0.1982, "X2": 0.52237, "Y2": 0.198, "X3": 0.52237, "Y3": 0.2148, "X4": 0.47895, "Y4": 0.2148, "page": 0, "Index": 12}, {"Word": "Expert", "Confidence": 0.924, "X1": 0.27895, "Y1": 0.2222, "X2": 0.32895, "Y2": 0.222, "X3": 0.32763, "Y3": 0.2338, "X4": 0.27763, "Y4": 0.2328, "page": 0, "Index": 13}, {"Word": "advisers", "Confidence": 0.67, "X1": 0.33947, "Y1": 0.2222, "X2": 0.39737, "Y2": 0.222, "X3": 0.39737, "Y3": 0.2348, "X4": 0.33947, "Y4": 0.2348, "page": 0, "Index": 14}, {"Word": "yester-", "Confidence": 0.644, "X1": 0.41053, "Y1": 0.2232, "X2": 0.45921, "Y2": 0.223, "X3": 0.45921, "Y3": 0.2358, "X4": 0.41053, "Y4": 0.2358, "page": 0, "Index": 15}, {"Word": "He", "Confidence": 0.662, "X1": 0.47368, "Y1": 0.2222, "X2": 0.49342, "Y2": 0.222, "X3": 0.49342, "Y3": 0.2338, "X4": 0.47368, "Y4": 0.2338, "page": 0, "Index": 16}, {"Word": "wouldn't", "Confidence": 0.848, "X1": 0.49605, "Y1": 0.2212, "X2": 0.55526, "Y2": 0.221, "X3": 0.55526, "Y3": 0.2338, "X4": 0.49605, "Y4": 0.2338, "page": 0, "Index": 17}, {"Word": "use", "Confidence": 0.613, "X1": 0.55789, "Y1": 0.2212, "X2": 0.58289, "Y2": 0.221, "X3": 0.58289, "Y3": 0.2338, "X4": 0.55789, "Y4": 0.2338, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.902, "X1": 0.58553, "Y1": 0.2212, "X2": 0.60921, "Y2": 0.221, "X3": 0.60921, "Y3": 0.2338, "X4": 0.58553, "Y4": 0.2338, "page": 0, "Index": 19}, {"Word": "sprays", "Confidence": 0.715, "X1": 0.61184, "Y1": 0.2222, "X2": 0.65789, "Y2": 0.222, "X3": 0.65789, "Y3": 0.2348, "X4": 0.61184, "Y4": 0.2338, "page": 0, "Index": 20}, {"Word": "POST", "Confidence": 0.991, "X1": 0.75, "Y1": 0.2022, "X2": 0.82632, "Y2": 0.202, "X3": 0.84868, "Y3": 0.2308, "X4": 0.77368, "Y4": 0.2648, "page": 0, "Index": 21}, {"Word": "day", "Confidence": 0.994, "X1": 0.26579, "Y1": 0.2322, "X2": 0.29079, "Y2": 0.232, "X3": 0.28947, "Y3": 0.2438, "X4": 0.26447, "Y4": 0.2438, "page": 0, "Index": 22}, {"Word": "urged", "Confidence": 0.945, "X1": 0.3, "Y1": 0.2332, "X2": 0.33816, "Y2": 0.233, "X3": 0.33816, "Y3": 0.2438, "X4": 0.29868, "Y4": 0.2438, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.998, "X1": 0.35132, "Y1": 0.2332, "X2": 0.37237, "Y2": 0.233, "X3": 0.37237, "Y3": 0.2438, "X4": 0.35, "Y4": 0.2438, "page": 0, "Index": 24}, {"Word": "Food", "Confidence": 0.966, "X1": 0.38289, "Y1": 0.2332, "X2": 0.41711, "Y2": 0.233, "X3": 0.41711, "Y3": 0.2438, "X4": 0.38289, "Y4": 0.2438, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.998, "X1": 0.42763, "Y1": 0.2332, "X2": 0.45132, "Y2": 0.233, "X3": 0.45263, "Y3": 0.2438, "X4": 0.42763, "Y4": 0.2438, "page": 0, "Index": 26}, {"Word": "himself,", "Confidence": 0.615, "X1": 0.47237, "Y1": 0.2332, "X2": 0.52632, "Y2": 0.233, "X3": 0.52763, "Y3": 0.2448, "X4": 0.47368, "Y4": 0.2438, "page": 0, "Index": 27}, {"Word": "be", "Confidence": 0.646, "X1": 0.53026, "Y1": 0.2332, "X2": 0.54737, "Y2": 0.233, "X3": 0.54737, "Y3": 0.2448, "X4": 0.53026, "Y4": 0.2448, "page": 0, "Index": 28}, {"Word": "added,", "Confidence": 0.636, "X1": 0.55263, "Y1": 0.2332, "X2": 0.6, "Y2": 0.233, "X3": 0.6, "Y3": 0.2448, "X4": 0.55395, "Y4": 0.2448, "page": 0, "Index": 29}, {"Word": "beonio", "Confidence": 0.296, "X1": 0.60263, "Y1": 0.2342, "X2": 0.65526, "Y2": 0.234, "X3": 0.65526, "Y3": 0.2448, "X4": 0.60263, "Y4": 0.2448, "page": 0, "Index": 30}, {"Word": "Drug", "Confidence": 0.933, "X1": 0.26711, "Y1": 0.2442, "X2": 0.30132, "Y2": 0.244, "X3": 0.30132, "Y3": 0.2548, "X4": 0.26579, "Y4": 0.2548, "page": 0, "Index": 31}, {"Word": "Administration", "Confidence": 0.884, "X1": 0.30658, "Y1": 0.2442, "X2": 0.40263, "Y2": 0.244, "X3": 0.40263, "Y3": 0.2548, "X4": 0.30526, "Y4": 0.2548, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.998, "X1": 0.40658, "Y1": 0.2442, "X2": 0.42105, "Y2": 0.244, "X3": 0.41974, "Y3": 0.2548, "X4": 0.40658, "Y4": 0.2548, "page": 0, "Index": 33}, {"Word": "take", "Confidence": 0.771, "X1": 0.42368, "Y1": 0.2432, "X2": 0.45395, "Y2": 0.243, "X3": 0.45395, "Y3": 0.2538, "X4": 0.42368, "Y4": 0.2548, "page": 0, "Index": 34}, {"Word": "\"I", "Confidence": 0.729, "X1": 0.47237, "Y1": 0.2432, "X2": 0.48947, "Y2": 0.243, "X3": 0.48947, "Y3": 0.2548, "X4": 0.47237, "Y4": 0.2548, "page": 0, "Index": 35}, {"Word": "don't", "Confidence": 0.658, "X1": 0.49211, "Y1": 0.2432, "X2": 0.52895, "Y2": 0.243, "X3": 0.52895, "Y3": 0.2548, "X4": 0.49342, "Y4": 0.2548, "page": 0, "Index": 36}, {"Word": "think", "Confidence": 0.994, "X1": 0.53421, "Y1": 0.2432, "X2": 0.56974, "Y2": 0.243, "X3": 0.56842, "Y3": 0.2548, "X4": 0.53421, "Y4": 0.2548, "page": 0, "Index": 37}, {"Word": "their", "Confidence": 0.631, "X1": 0.57632, "Y1": 0.2432, "X2": 0.61184, "Y2": 0.243, "X3": 0.61053, "Y3": 0.2548, "X4": 0.57632, "Y4": 0.2548, "page": 0, "Index": 38}, {"Word": "safety", "Confidence": 0.92, "X1": 0.61579, "Y1": 0.2432, "X2": 0.65921, "Y2": 0.243, "X3": 0.65789, "Y3": 0.2558, "X4": 0.61579, "Y4": 0.2548, "page": 0, "Index": 39}, {"Word": "5-1-75", "Confidence": 0.862, "X1": 0.76184, "Y1": 0.2312, "X2": 0.85789, "Y2": 0.231, "X3": 0.87368, "Y3": 0.2518, "X4": 0.77632, "Y4": 0.2918, "page": 0, "Index": 40}, {"Word": "Immediato", "Confidence": 0.634, "X1": 0.26711, "Y1": 0.2552, "X2": 0.33684, "Y2": 0.255, "X3": 0.33553, "Y3": 0.2658, "X4": 0.26579, "Y4": 0.2648, "page": 0, "Index": 41}, {"Word": "steps", "Confidence": 0.764, "X1": 0.34079, "Y1": 0.2562, "X2": 0.37632, "Y2": 0.256, "X3": 0.375, "Y3": 0.2658, "X4": 0.33947, "Y4": 0.2658, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.971, "X1": 0.38289, "Y1": 0.2562, "X2": 0.39737, "Y2": 0.256, "X3": 0.39737, "Y3": 0.2668, "X4": 0.38158, "Y4": 0.2658, "page": 0, "Index": 43}, {"Word": "remove", "Confidence": 0.633, "X1": 0.40395, "Y1": 0.2562, "X2": 0.45263, "Y2": 0.256, "X3": 0.45263, "Y3": 0.2668, "X4": 0.40395, "Y4": 0.2668, "page": 0, "Index": 44}, {"Word": "has", "Confidence": 0.89, "X1": 0.46974, "Y1": 0.2562, "X2": 0.49342, "Y2": 0.256, "X3": 0.49342, "Y3": 0.2668, "X4": 0.46974, "Y4": 0.2668, "page": 0, "Index": 45}, {"Word": "been", "Confidence": 0.647, "X1": 0.49605, "Y1": 0.2562, "X2": 0.52763, "Y2": 0.256, "X3": 0.52632, "Y3": 0.2668, "X4": 0.49605, "Y4": 0.2668, "page": 0, "Index": 46}, {"Word": "proved.\"", "Confidence": 0.883, "X1": 0.53158, "Y1": 0.2552, "X2": 0.58684, "Y2": 0.255, "X3": 0.58684, "Y3": 0.2668, "X4": 0.53158, "Y4": 0.2668, "page": 0, "Index": 47}, {"Word": "three", "Confidence": 0.941, "X1": 0.26711, "Y1": 0.2662, "X2": 0.30132, "Y2": 0.266, "X3": 0.30132, "Y3": 0.2768, "X4": 0.26579, "Y4": 0.2768, "page": 0, "Index": 48}, {"Word": "zirconium-containing", "Confidence": 0.195, "X1": 0.31711, "Y1": 0.2672, "X2": 0.45263, "Y2": 0.267, "X3": 0.45263, "Y3": 0.2768, "X4": 0.31579, "Y4": 0.2768, "page": 0, "Index": 49}, {"Word": "W", "Confidence": 0.86, "X1": 0.70921, "Y1": 0.2432, "X2": 0.73421, "Y2": 0.243, "X3": 0.75921, "Y3": 0.2728, "X4": 0.73421, "Y4": 0.2858, "page": 0, "Index": 50}, {"Word": "Berosol", "Confidence": 0.662, "X1": 0.26447, "Y1": 0.2782, "X2": 0.31447, "Y2": 0.278, "X3": 0.31447, "Y3": 0.2868, "X4": 0.26316, "Y4": 0.2868, "page": 0, "Index": 51}, {"Word": "Dr.", "Confidence": 0.66, "X1": 0.48553, "Y1": 0.2692, "X2": 0.51053, "Y2": 0.269, "X3": 0.51053, "Y3": 0.2788, "X4": 0.48553, "Y4": 0.2788, "page": 0, "Index": 52}, {"Word": "Alexander", "Confidence": 0.931, "X1": 0.53816, "Y1": 0.2692, "X2": 0.60789, "Y2": 0.269, "X3": 0.60789, "Y3": 0.2808, "X4": 0.53816, "Y4": 0.2808, "page": 0, "Index": 53}, {"Word": "M.", "Confidence": 0.884, "X1": 0.63684, "Y1": 0.2662, "X2": 0.65789, "Y2": 0.266, "X3": 0.65789, "Y3": 0.2788, "X4": 0.63684, "Y4": 0.2788, "page": 0, "Index": 54}, {"Word": "from", "Confidence": 0.927, "X1": 0.26579, "Y1": 0.2882, "X2": 0.29211, "Y2": 0.288, "X3": 0.29211, "Y3": 0.2978, "X4": 0.26447, "Y4": 0.2978, "page": 0, "Index": 55}, {"Word": "anti-perspirants", "Confidence": 0.339, "X1": 0.35, "Y1": 0.2782, "X2": 0.45395, "Y2": 0.278, "X3": 0.45395, "Y3": 0.2888, "X4": 0.35, "Y4": 0.2878, "page": 0, "Index": 56}, {"Word": "Schmidt,", "Confidence": 0.646, "X1": 0.475, "Y1": 0.2782, "X2": 0.53553, "Y2": 0.278, "X3": 0.53421, "Y3": 0.2908, "X4": 0.475, "Y4": 0.2908, "page": 0, "Index": 57}, {"Word": "FDA", "Confidence": 0.955, "X1": 0.55, "Y1": 0.2782, "X2": 0.58158, "Y2": 0.278, "X3": 0.58026, "Y3": 0.2908, "X4": 0.55, "Y4": 0.2908, "page": 0, "Index": 58}, {"Word": "commil-", "Confidence": 0.466, "X1": 0.60263, "Y1": 0.2802, "X2": 0.65921, "Y2": 0.28, "X3": 0.65921, "Y3": 0.2908, "X4": 0.60263, "Y4": 0.2908, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.991, "X1": 0.3, "Y1": 0.2882, "X2": 0.32237, "Y2": 0.288, "X3": 0.32105, "Y3": 0.2988, "X4": 0.29868, "Y4": 0.2978, "page": 0, "Index": 60}, {"Word": "market.", "Confidence": 0.823, "X1": 0.325, "Y1": 0.2882, "X2": 0.38026, "Y2": 0.288, "X3": 0.37895, "Y3": 0.2998, "X4": 0.32368, "Y4": 0.2988, "page": 0, "Index": 61}, {"Word": "sioner,", "Confidence": 0.846, "X1": 0.46974, "Y1": 0.2902, "X2": 0.51316, "Y2": 0.29, "X3": 0.51316, "Y3": 0.3028, "X4": 0.46974, "Y4": 0.3038, "page": 0, "Index": 62}, {"Word": "said", "Confidence": 0.565, "X1": 0.51579, "Y1": 0.2902, "X2": 0.54342, "Y2": 0.29, "X3": 0.54211, "Y3": 0.3018, "X4": 0.51579, "Y4": 0.3018, "page": 0, "Index": 63}, {"Word": "he", "Confidence": 0.888, "X1": 0.54605, "Y1": 0.2902, "X2": 0.56579, "Y2": 0.29, "X3": 0.56447, "Y3": 0.3018, "X4": 0.54605, "Y4": 0.3018, "page": 0, "Index": 64}, {"Word": "will", "Confidence": 0.958, "X1": 0.56974, "Y1": 0.2902, "X2": 0.59342, "Y2": 0.29, "X3": 0.59342, "Y3": 0.3018, "X4": 0.56842, "Y4": 0.3018, "page": 0, "Index": 65}, {"Word": "begin", "Confidence": 0.944, "X1": 0.59737, "Y1": 0.2912, "X2": 0.63421, "Y2": 0.291, "X3": 0.63289, "Y3": 0.3018, "X4": 0.59605, "Y4": 0.3018, "page": 0, "Index": 66}, {"Word": "an", "Confidence": 0.949, "X1": 0.63947, "Y1": 0.2912, "X2": 0.65658, "Y2": 0.291, "X3": 0.65526, "Y3": 0.3018, "X4": 0.63816, "Y4": 0.3018, "page": 0, "Index": 67}, {"Word": "The", "Confidence": 0.994, "X1": 0.27895, "Y1": 0.3002, "X2": 0.30658, "Y2": 0.3, "X3": 0.30658, "Y3": 0.3118, "X4": 0.27895, "Y4": 0.3108, "page": 0, "Index": 68}, {"Word": "advisory", "Confidence": 0.855, "X1": 0.31184, "Y1": 0.3012, "X2": 0.36842, "Y2": 0.301, "X3": 0.36842, "Y3": 0.3128, "X4": 0.31184, "Y4": 0.3118, "page": 0, "Index": 69}, {"Word": "panel", "Confidence": 0.991, "X1": 0.37895, "Y1": 0.3002, "X2": 0.41842, "Y2": 0.3, "X3": 0.41842, "Y3": 0.3138, "X4": 0.37895, "Y4": 0.3128, "page": 0, "Index": 70}, {"Word": "said", "Confidence": 0.655, "X1": 0.42368, "Y1": 0.3002, "X2": 0.45263, "Y2": 0.3, "X3": 0.45263, "Y3": 0.3138, "X4": 0.42368, "Y4": 0.3138, "page": 0, "Index": 71}, {"Word": "agency", "Confidence": 0.875, "X1": 0.47368, "Y1": 0.3012, "X2": 0.51711, "Y2": 0.301, "X3": 0.51711, "Y3": 0.3128, "X4": 0.47368, "Y4": 0.3138, "page": 0, "Index": 72}, {"Word": "evaluation", "Confidence": 0.848, "X1": 0.52763, "Y1": 0.3012, "X2": 0.59605, "Y2": 0.301, "X3": 0.59605, "Y3": 0.3128, "X4": 0.52763, "Y4": 0.3128, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.998, "X1": 0.60658, "Y1": 0.3012, "X2": 0.62368, "Y2": 0.301, "X3": 0.62368, "Y3": 0.3128, "X4": 0.60658, "Y4": 0.3128, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.63289, "Y1": 0.3012, "X2": 0.65658, "Y2": 0.301, "X3": 0.65658, "Y3": 0.3138, "X4": 0.63289, "Y4": 0.3128, "page": 0, "Index": 75}, {"Word": ".", "Confidence": 0.738, "X1": 0.73947, "Y1": 0.3162, "X2": 0.73421, "Y2": 0.316, "X3": 0.71842, "Y3": 0.3098, "X4": 0.72368, "Y4": 0.3018, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.994, "X1": 0.26447, "Y1": 0.3122, "X2": 0.28553, "Y2": 0.312, "X3": 0.28553, "Y3": 0.3228, "X4": 0.26447, "Y4": 0.3228, "page": 0, "Index": 77}, {"Word": "three-Sure,", "Confidence": 0.801, "X1": 0.29079, "Y1": 0.3122, "X2": 0.37763, "Y2": 0.312, "X3": 0.37632, "Y3": 0.3238, "X4": 0.29079, "Y4": 0.3228, "page": 0, "Index": 78}, {"Word": "Becret", "Confidence": 0.907, "X1": 0.38026, "Y1": 0.3122, "X2": 0.425, "Y2": 0.312, "X3": 0.42368, "Y3": 0.3238, "X4": 0.37895, "Y4": 0.3238, "page": 0, "Index": 79}, {"Word": "and", "Confidence": 0.994, "X1": 0.42763, "Y1": 0.3122, "X2": 0.45263, "Y2": 0.312, "X3": 0.45263, "Y3": 0.3248, "X4": 0.42763, "Y4": 0.3238, "page": 0, "Index": 80}, {"Word": "findings,", "Confidence": 0.93, "X1": 0.47237, "Y1": 0.3132, "X2": 0.53026, "Y2": 0.313, "X3": 0.52895, "Y3": 0.3238, "X4": 0.47237, "Y4": 0.3248, "page": 0, "Index": 81}, {"Word": "then-if", "Confidence": 0.905, "X1": 0.53289, "Y1": 0.3132, "X2": 0.58684, "Y2": 0.313, "X3": 0.58553, "Y3": 0.3238, "X4": 0.53289, "Y4": 0.3238, "page": 0, "Index": 82}, {"Word": "he", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.3132, "X2": 0.60789, "Y2": 0.313, "X3": 0.60789, "Y3": 0.3238, "X4": 0.58947, "Y4": 0.3238, "page": 0, "Index": 83}, {"Word": "agrees", "Confidence": 0.995, "X1": 0.61184, "Y1": 0.3132, "X2": 0.65658, "Y2": 0.313, "X3": 0.65658, "Y3": 0.3248, "X4": 0.61184, "Y4": 0.3238, "page": 0, "Index": 84}, {"Word": "Arrid", "Confidence": 0.853, "X1": 0.26447, "Y1": 0.3232, "X2": 0.30132, "Y2": 0.323, "X3": 0.30132, "Y3": 0.3328, "X4": 0.26447, "Y4": 0.3328, "page": 0, "Index": 85}, {"Word": "XX-might", "Confidence": 0.849, "X1": 0.31184, "Y1": 0.3232, "X2": 0.38816, "Y2": 0.323, "X3": 0.38816, "Y3": 0.3338, "X4": 0.31184, "Y4": 0.3338, "page": 0, "Index": 86}, {"Word": "produce", "Confidence": 0.648, "X1": 0.39868, "Y1": 0.3232, "X2": 0.45263, "Y2": 0.323, "X3": 0.45263, "Y3": 0.3348, "X4": 0.39868, "Y4": 0.3338, "page": 0, "Index": 87}, {"Word": "-\"in", "Confidence": 0.688, "X1": 0.47237, "Y1": 0.3252, "X2": 0.50395, "Y2": 0.325, "X3": 0.50526, "Y3": 0.3348, "X4": 0.47237, "Y4": 0.3358, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.941, "X1": 0.50789, "Y1": 0.3242, "X2": 0.51579, "Y2": 0.324, "X3": 0.51579, "Y3": 0.3348, "X4": 0.50789, "Y4": 0.3348, "page": 0, "Index": 89}, {"Word": "matter", "Confidence": 0.848, "X1": 0.52105, "Y1": 0.3242, "X2": 0.56711, "Y2": 0.324, "X3": 0.56711, "Y3": 0.3348, "X4": 0.52105, "Y4": 0.3348, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.997, "X1": 0.56974, "Y1": 0.3242, "X2": 0.58421, "Y2": 0.324, "X3": 0.58421, "Y3": 0.3348, "X4": 0.56974, "Y4": 0.3348, "page": 0, "Index": 91}, {"Word": "weeks\"", "Confidence": 0.809, "X1": 0.58816, "Y1": 0.3232, "X2": 0.63553, "Y2": 0.323, "X3": 0.63421, "Y3": 0.3348, "X4": 0.58684, "Y4": 0.3348, "page": 0, "Index": 92}, {"Word": "Is-", "Confidence": 0.634, "X1": 0.63947, "Y1": 0.3232, "X2": 0.65789, "Y2": 0.323, "X3": 0.65789, "Y3": 0.3348, "X4": 0.63947, "Y4": 0.3348, "page": 0, "Index": 93}, {"Word": "bidden,", "Confidence": 0.667, "X1": 0.26316, "Y1": 0.3342, "X2": 0.31842, "Y2": 0.334, "X3": 0.31842, "Y3": 0.3448, "X4": 0.26316, "Y4": 0.3448, "page": 0, "Index": 94}, {"Word": "sometimes", "Confidence": 0.939, "X1": 0.33289, "Y1": 0.3342, "X2": 0.40395, "Y2": 0.334, "X3": 0.40395, "Y3": 0.3458, "X4": 0.33158, "Y4": 0.3448, "page": 0, "Index": 95}, {"Word": "fatal", "Confidence": 0.676, "X1": 0.42105, "Y1": 0.3342, "X2": 0.45263, "Y2": 0.334, "X3": 0.45132, "Y3": 0.3458, "X4": 0.42105, "Y4": 0.3458, "page": 0, "Index": 96}, {"Word": "que", "Confidence": 0.029, "X1": 0.47237, "Y1": 0.3362, "X2": 0.49342, "Y2": 0.336, "X3": 0.49342, "Y3": 0.3468, "X4": 0.47368, "Y4": 0.3468, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.963, "X1": 0.49737, "Y1": 0.3362, "X2": 0.50526, "Y2": 0.336, "X3": 0.50658, "Y3": 0.3458, "X4": 0.49737, "Y4": 0.3468, "page": 0, "Index": 98}, {"Word": "\"proposal\"", "Confidence": 0.937, "X1": 0.51184, "Y1": 0.3342, "X2": 0.58158, "Y2": 0.334, "X3": 0.58158, "Y3": 0.3458, "X4": 0.51184, "Y4": 0.3458, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.997, "X1": 0.58421, "Y1": 0.3342, "X2": 0.6, "Y2": 0.334, "X3": 0.6, "Y3": 0.3458, "X4": 0.58421, "Y4": 0.3458, "page": 0, "Index": 100}, {"Word": "declare", "Confidence": 0.728, "X1": 0.60526, "Y1": 0.3352, "X2": 0.65526, "Y2": 0.335, "X3": 0.65526, "Y3": 0.3468, "X4": 0.60526, "Y4": 0.3458, "page": 0, "Index": 101}, {"Word": "lung", "Confidence": 0.601, "X1": 0.26316, "Y1": 0.3442, "X2": 0.29342, "Y2": 0.344, "X3": 0.29211, "Y3": 0.3558, "X4": 0.26184, "Y4": 0.3558, "page": 0, "Index": 102}, {"Word": "disease", "Confidence": 0.777, "X1": 0.29605, "Y1": 0.3442, "X2": 0.34342, "Y2": 0.344, "X3": 0.34211, "Y3": 0.3558, "X4": 0.29605, "Y4": 0.3558, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.996, "X1": 0.34605, "Y1": 0.3452, "X2": 0.36053, "Y2": 0.345, "X3": 0.35921, "Y3": 0.3558, "X4": 0.34474, "Y4": 0.3558, "page": 0, "Index": 104}, {"Word": "some", "Confidence": 0.956, "X1": 0.36316, "Y1": 0.3452, "X2": 0.39868, "Y2": 0.345, "X3": 0.39737, "Y3": 0.3568, "X4": 0.36316, "Y4": 0.3558, "page": 0, "Index": 105}, {"Word": "users.", "Confidence": 0.702, "X1": 0.40132, "Y1": 0.3462, "X2": 0.44342, "Y2": 0.346, "X3": 0.44211, "Y3": 0.3568, "X4": 0.4, "Y4": 0.3568, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.47237, "Y1": 0.3472, "X2": 0.49079, "Y2": 0.347, "X3": 0.49211, "Y3": 0.3568, "X4": 0.47368, "Y4": 0.3568, "page": 0, "Index": 107}, {"Word": "-sprays", "Confidence": 0.823, "X1": 0.49342, "Y1": 0.3462, "X2": 0.54211, "Y2": 0.346, "X3": 0.54342, "Y3": 0.3568, "X4": 0.49474, "Y4": 0.3568, "page": 0, "Index": 108}, {"Word": "now", "Confidence": 0.417, "X1": 0.54737, "Y1": 0.3462, "X2": 0.57368, "Y2": 0.346, "X3": 0.575, "Y3": 0.3568, "X4": 0.54868, "Y4": 0.3568, "page": 0, "Index": 109}, {"Word": "drugs", "Confidence": 0.626, "X1": 0.58289, "Y1": 0.3452, "X2": 0.62237, "Y2": 0.345, "X3": 0.62237, "Y3": 0.3578, "X4": 0.58421, "Y4": 0.3568, "page": 0, "Index": 110}, {"Word": "that", "Confidence": 0.934, "X1": 0.62763, "Y1": 0.3452, "X2": 0.65789, "Y2": 0.345, "X3": 0.65789, "Y3": 0.3578, "X4": 0.62763, "Y4": 0.3578, "page": 0, "Index": 111}, {"Word": "not", "Confidence": 0.802, "X1": 0.50658, "Y1": 0.3572, "X2": 0.53289, "Y2": 0.357, "X3": 0.53289, "Y3": 0.3678, "X4": 0.50789, "Y4": 0.3688, "page": 0, "Index": 112}, {"Word": "be'", "Confidence": 0.455, "X1": 0.53816, "Y1": 0.3572, "X2": 0.56184, "Y2": 0.357, "X3": 0.56184, "Y3": 0.3678, "X4": 0.53947, "Y4": 0.3678, "page": 0, "Index": 113}, {"Word": "If", "Confidence": 0.788, "X1": 0.27632, "Y1": 0.3572, "X2": 0.29211, "Y2": 0.357, "X3": 0.29211, "Y3": 0.3688, "X4": 0.27763, "Y4": 0.3688, "page": 0, "Index": 114}, {"Word": "they", "Confidence": 0.932, "X1": 0.3, "Y1": 0.3572, "X2": 0.33026, "Y2": 0.357, "X3": 0.33026, "Y3": 0.3698, "X4": 0.3, "Y4": 0.3688, "page": 0, "Index": 115}, {"Word": "continue", "Confidence": 0.925, "X1": 0.34079, "Y1": 0.3582, "X2": 0.4, "Y2": 0.358, "X3": 0.4, "Y3": 0.3698, "X4": 0.34079, "Y4": 0.3698, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.998, "X1": 0.40921, "Y1": 0.3582, "X2": 0.42368, "Y2": 0.358, "X3": 0.42368, "Y3": 0.3698, "X4": 0.40789, "Y4": 0.3698, "page": 0, "Index": 117}, {"Word": "be", "Confidence": 0.95, "X1": 0.43421, "Y1": 0.3592, "X2": 0.45263, "Y2": 0.359, "X3": 0.45263, "Y3": 0.3698, "X4": 0.43421, "Y4": 0.3698, "page": 0, "Index": 118}, {"Word": "may", "Confidence": 0.991, "X1": 0.47105, "Y1": 0.3572, "X2": 0.49868, "Y2": 0.357, "X3": 0.49868, "Y3": 0.3688, "X4": 0.47105, "Y4": 0.3688, "page": 0, "Index": 119}, {"Word": "gold", "Confidence": 0.494, "X1": 0.56447, "Y1": 0.3572, "X2": 0.59211, "Y2": 0.357, "X3": 0.59211, "Y3": 0.3688, "X4": 0.56447, "Y4": 0.3678, "page": 0, "Index": 120}, {"Word": "without", "Confidence": 0.993, "X1": 0.60395, "Y1": 0.3572, "X2": 0.65658, "Y2": 0.357, "X3": 0.65658, "Y3": 0.3698, "X4": 0.60395, "Y4": 0.3688, "page": 0, "Index": 121}, {"Word": "sold,", "Confidence": 0.85, "X1": 0.26447, "Y1": 0.3682, "X2": 0.29868, "Y2": 0.368, "X3": 0.3, "Y3": 0.3798, "X4": 0.26447, "Y4": 0.3798, "page": 0, "Index": 122}, {"Word": "the", "Confidence": 0.994, "X1": 0.30526, "Y1": 0.3692, "X2": 0.32895, "Y2": 0.369, "X3": 0.32895, "Y3": 0.3798, "X4": 0.30526, "Y4": 0.3798, "page": 0, "Index": 123}, {"Word": "panel", "Confidence": 0.996, "X1": 0.33553, "Y1": 0.3692, "X2": 0.37632, "Y2": 0.369, "X3": 0.37632, "Y3": 0.3808, "X4": 0.33553, "Y4": 0.3798, "page": 0, "Index": 124}, {"Word": "estimated,", "Confidence": 0.616, "X1": 0.38421, "Y1": 0.3702, "X2": 0.45395, "Y2": 0.37, "X3": 0.45395, "Y3": 0.3808, "X4": 0.38421, "Y4": 0.3808, "page": 0, "Index": 125}, {"Word": "FDA", "Confidence": 0.854, "X1": 0.46974, "Y1": 0.3682, "X2": 0.5, "Y2": 0.368, "X3": 0.5, "Y3": 0.3788, "X4": 0.46974, "Y4": 0.3788, "page": 0, "Index": 126}, {"Word": "Approval.", "Confidence": 0.635, "X1": 0.50395, "Y1": 0.3692, "X2": 0.56974, "Y2": 0.369, "X3": 0.56842, "Y3": 0.3798, "X4": 0.50395, "Y4": 0.3788, "page": 0, "Index": 127}, {"Word": "sales", "Confidence": 0.682, "X1": 0.26447, "Y1": 0.3802, "X2": 0.29474, "Y2": 0.38, "X3": 0.29474, "Y3": 0.3908, "X4": 0.26579, "Y4": 0.3918, "page": 0, "Index": 128}, {"Word": "could", "Confidence": 0.991, "X1": 0.29868, "Y1": 0.3802, "X2": 0.33421, "Y2": 0.38, "X3": 0.33421, "Y3": 0.3908, "X4": 0.29868, "Y4": 0.3908, "page": 0, "Index": 129}, {"Word": "reach", "Confidence": 0.657, "X1": 0.33816, "Y1": 0.3802, "X2": 0.375, "Y2": 0.38, "X3": 0.37368, "Y3": 0.3918, "X4": 0.33684, "Y4": 0.3908, "page": 0, "Index": 130}, {"Word": "100", "Confidence": 0.998, "X1": 0.37895, "Y1": 0.3802, "X2": 0.40132, "Y2": 0.38, "X3": 0.4, "Y3": 0.3918, "X4": 0.37895, "Y4": 0.3918, "page": 0, "Index": 131}, {"Word": "million", "Confidence": 0.674, "X1": 0.40395, "Y1": 0.3812, "X2": 0.45132, "Y2": 0.381, "X3": 0.45, "Y3": 0.3928, "X4": 0.40395, "Y4": 0.3918, "page": 0, "Index": 132}, {"Word": "The", "Confidence": 0.957, "X1": 0.48421, "Y1": 0.3812, "X2": 0.51053, "Y2": 0.381, "X3": 0.51184, "Y3": 0.3928, "X4": 0.48553, "Y4": 0.3918, "page": 0, "Index": 133}, {"Word": "Industry", "Confidence": 0.928, "X1": 0.51447, "Y1": 0.3812, "X2": 0.57368, "Y2": 0.381, "X3": 0.57368, "Y3": 0.3938, "X4": 0.51447, "Y4": 0.3928, "page": 0, "Index": 134}, {"Word": "and", "Confidence": 0.936, "X1": 0.58158, "Y1": 0.3812, "X2": 0.60658, "Y2": 0.381, "X3": 0.60526, "Y3": 0.3938, "X4": 0.58158, "Y4": 0.3938, "page": 0, "Index": 135}, {"Word": "publie", "Confidence": 0.638, "X1": 0.61316, "Y1": 0.3812, "X2": 0.65789, "Y2": 0.381, "X3": 0.65658, "Y3": 0.3938, "X4": 0.61316, "Y4": 0.3938, "page": 0, "Index": 136}, {"Word": "unite", "Confidence": 0.525, "X1": 0.26316, "Y1": 0.3922, "X2": 0.29868, "Y2": 0.392, "X3": 0.3, "Y3": 0.4028, "X4": 0.26447, "Y4": 0.4018, "page": 0, "Index": 137}, {"Word": "a", "Confidence": 0.308, "X1": 0.31711, "Y1": 0.3922, "X2": 0.325, "Y2": 0.392, "X3": 0.32632, "Y3": 0.4038, "X4": 0.31711, "Y4": 0.4038, "page": 0, "Index": 138}, {"Word": "year,", "Confidence": 0.671, "X1": 0.34605, "Y1": 0.3922, "X2": 0.38421, "Y2": 0.392, "X3": 0.38289, "Y3": 0.4038, "X4": 0.34605, "Y4": 0.4038, "page": 0, "Index": 139}, {"Word": "causing", "Confidence": 0.764, "X1": 0.40132, "Y1": 0.3922, "X2": 0.45132, "Y2": 0.392, "X3": 0.45, "Y3": 0.4028, "X4": 0.4, "Y4": 0.4038, "page": 0, "Index": 140}, {"Word": "would", "Confidence": 0.992, "X1": 0.47237, "Y1": 0.3932, "X2": 0.51184, "Y2": 0.393, "X3": 0.51184, "Y3": 0.4048, "X4": 0.47368, "Y4": 0.4048, "page": 0, "Index": 141}, {"Word": "then", "Confidence": 0.59, "X1": 0.52368, "Y1": 0.3942, "X2": 0.55526, "Y2": 0.394, "X3": 0.55395, "Y3": 0.4048, "X4": 0.52368, "Y4": 0.4048, "page": 0, "Index": 142}, {"Word": "gel", "Confidence": 0.365, "X1": 0.57105, "Y1": 0.3922, "X2": 0.59474, "Y2": 0.392, "X3": 0.59605, "Y3": 0.4048, "X4": 0.57237, "Y4": 0.4038, "page": 0, "Index": 143}, {"Word": "further", "Confidence": 0.809, "X1": 0.60526, "Y1": 0.3932, "X2": 0.65658, "Y2": 0.393, "X3": 0.65395, "Y3": 0.4048, "X4": 0.60526, "Y4": 0.4048, "page": 0, "Index": 144}, {"Word": "\"unsupportable\"", "Confidence": 0.724, "X1": 0.26447, "Y1": 0.4012, "X2": 0.37237, "Y2": 0.401, "X3": 0.37237, "Y3": 0.4138, "X4": 0.26447, "Y4": 0.4128, "page": 0, "Index": 145}, {"Word": "risks", "Confidence": 0.601, "X1": 0.37895, "Y1": 0.4022, "X2": 0.41447, "Y2": 0.402, "X3": 0.41447, "Y3": 0.4138, "X4": 0.37895, "Y4": 0.4138, "page": 0, "Index": 146}, {"Word": "with", "Confidence": 0.988, "X1": 0.42105, "Y1": 0.4022, "X2": 0.45, "Y2": 0.402, "X3": 0.45, "Y3": 0.4138, "X4": 0.41974, "Y4": 0.4138, "page": 0, "Index": 147}, {"Word": "weeks", "Confidence": 0.527, "X1": 0.46974, "Y1": 0.4042, "X2": 0.51053, "Y2": 0.404, "X3": 0.51053, "Y3": 0.4148, "X4": 0.46974, "Y4": 0.4158, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.51842, "Y1": 0.4032, "X2": 0.53421, "Y2": 0.403, "X3": 0.53421, "Y3": 0.4148, "X4": 0.51842, "Y4": 0.4148, "page": 0, "Index": 149}, {"Word": "comment", "Confidence": 0.731, "X1": 0.54211, "Y1": 0.4042, "X2": 0.60395, "Y2": 0.404, "X3": 0.60395, "Y3": 0.4148, "X4": 0.54211, "Y4": 0.4148, "page": 0, "Index": 150}, {"Word": "before", "Confidence": 0.714, "X1": 0.61053, "Y1": 0.4052, "X2": 0.65526, "Y2": 0.405, "X3": 0.65395, "Y3": 0.4168, "X4": 0.61053, "Y4": 0.4158, "page": 0, "Index": 151}, {"Word": "little", "Confidence": 0.606, "X1": 0.26053, "Y1": 0.4122, "X2": 0.29474, "Y2": 0.412, "X3": 0.29474, "Y3": 0.4238, "X4": 0.26184, "Y4": 0.4248, "page": 0, "Index": 152}, {"Word": "benefit", "Confidence": 0.606, "X1": 0.29737, "Y1": 0.4132, "X2": 0.34474, "Y2": 0.413, "X3": 0.34474, "Y3": 0.4238, "X4": 0.29737, "Y4": 0.4238, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.998, "X1": 0.34737, "Y1": 0.4132, "X2": 0.36184, "Y2": 0.413, "X3": 0.36184, "Y3": 0.4248, "X4": 0.34737, "Y4": 0.4248, "page": 0, "Index": 154}, {"Word": "consumers.", "Confidence": 0.613, "X1": 0.36579, "Y1": 0.4152, "X2": 0.43947, "Y2": 0.415, "X3": 0.43816, "Y3": 0.4258, "X4": 0.36447, "Y4": 0.4248, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.744, "X1": 0.46974, "Y1": 0.4152, "X2": 0.49211, "Y2": 0.415, "X3": 0.49342, "Y3": 0.4268, "X4": 0.47105, "Y4": 0.4268, "page": 0, "Index": 156}, {"Word": "FDA", "Confidence": 0.295, "X1": 0.49474, "Y1": 0.4152, "X2": 0.525, "Y2": 0.415, "X3": 0.525, "Y3": 0.4258, "X4": 0.49605, "Y4": 0.4268, "page": 0, "Index": 157}, {"Word": "could", "Confidence": 0.961, "X1": 0.53158, "Y1": 0.4152, "X2": 0.56842, "Y2": 0.415, "X3": 0.56842, "Y3": 0.4258, "X4": 0.53158, "Y4": 0.4258, "page": 0, "Index": 158}, {"Word": "laque", "Confidence": 0.158, "X1": 0.57237, "Y1": 0.4152, "X2": 0.60789, "Y2": 0.415, "X3": 0.60658, "Y3": 0.4258, "X4": 0.57237, "Y4": 0.4258, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.824, "X1": 0.61053, "Y1": 0.4152, "X2": 0.61974, "Y2": 0.415, "X3": 0.61842, "Y3": 0.4258, "X4": 0.60921, "Y4": 0.4258, "page": 0, "Index": 160}, {"Word": "final", "Confidence": 0.661, "X1": 0.62237, "Y1": 0.4162, "X2": 0.65658, "Y2": 0.416, "X3": 0.65526, "Y3": 0.4268, "X4": 0.62105, "Y4": 0.4258, "page": 0, "Index": 161}, {"Word": "fact,", "Confidence": 0.621, "X1": 0.29474, "Y1": 0.4252, "X2": 0.325, "Y2": 0.425, "X3": 0.325, "Y3": 0.4378, "X4": 0.29474, "Y4": 0.4388, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.955, "X1": 0.32895, "Y1": 0.4252, "X2": 0.35132, "Y2": 0.425, "X3": 0.35132, "Y3": 0.4378, "X4": 0.32895, "Y4": 0.4378, "page": 0, "Index": 163}, {"Word": "best", "Confidence": 0.953, "X1": 0.35395, "Y1": 0.4252, "X2": 0.38421, "Y2": 0.425, "X3": 0.38421, "Y3": 0.4378, "X4": 0.35395, "Y4": 0.4378, "page": 0, "Index": 164}, {"Word": "ban-the", "Confidence": 0.912, "X1": 0.46974, "Y1": 0.4262, "X2": 0.52895, "Y2": 0.426, "X3": 0.52895, "Y3": 0.4368, "X4": 0.47105, "Y4": 0.4378, "page": 0, "Index": 165}, {"Word": "only", "Confidence": 0.601, "X1": 0.53289, "Y1": 0.4262, "X2": 0.56447, "Y2": 0.426, "X3": 0.56316, "Y3": 0.4368, "X4": 0.53289, "Y4": 0.4368, "page": 0, "Index": 166}, {"Word": "legal", "Confidence": 0.265, "X1": 0.56974, "Y1": 0.4262, "X2": 0.60395, "Y2": 0.426, "X3": 0.60263, "Y3": 0.4378, "X4": 0.56974, "Y4": 0.4368, "page": 0, "Index": 167}, {"Word": "course,", "Confidence": 0.644, "X1": 0.60658, "Y1": 0.4282, "X2": 0.65658, "Y2": 0.428, "X3": 0.65526, "Y3": 0.4378, "X4": 0.60658, "Y4": 0.4378, "page": 0, "Index": 168}, {"Word": "In", "Confidence": 0.842, "X1": 0.27368, "Y1": 0.4262, "X2": 0.29079, "Y2": 0.426, "X3": 0.29211, "Y3": 0.4388, "X4": 0.275, "Y4": 0.4388, "page": 0, "Index": 169}, {"Word": "the", "Confidence": 0.633, "X1": 0.38684, "Y1": 0.4252, "X2": 0.41053, "Y2": 0.425, "X3": 0.41053, "Y3": 0.4388, "X4": 0.38684, "Y4": 0.4378, "page": 0, "Index": 170}, {"Word": "pinel", "Confidence": 0.51, "X1": 0.41447, "Y1": 0.4262, "X2": 0.45263, "Y2": 0.426, "X3": 0.45263, "Y3": 0.4398, "X4": 0.41447, "Y4": 0.4388, "page": 0, "Index": 171}, {"Word": "could", "Confidence": 0.882, "X1": 0.26316, "Y1": 0.4382, "X2": 0.29868, "Y2": 0.438, "X3": 0.29868, "Y3": 0.4488, "X4": 0.26316, "Y4": 0.4488, "page": 0, "Index": 172}, {"Word": "say", "Confidence": 0.617, "X1": 0.30395, "Y1": 0.4382, "X2": 0.32632, "Y2": 0.438, "X3": 0.32632, "Y3": 0.4498, "X4": 0.30395, "Y4": 0.4488, "page": 0, "Index": 173}, {"Word": "about", "Confidence": 0.97, "X1": 0.33158, "Y1": 0.4382, "X2": 0.37237, "Y2": 0.438, "X3": 0.37237, "Y3": 0.4498, "X4": 0.33158, "Y4": 0.4498, "page": 0, "Index": 174}, {"Word": "anti-por", "Confidence": 0.649, "X1": 0.37632, "Y1": 0.4392, "X2": 0.43026, "Y2": 0.439, "X3": 0.43026, "Y3": 0.4498, "X4": 0.37632, "Y4": 0.4498, "page": 0, "Index": 175}, {"Word": "pl-", "Confidence": 0.617, "X1": 0.43421, "Y1": 0.4392, "X2": 0.45263, "Y2": 0.439, "X3": 0.45263, "Y3": 0.4498, "X4": 0.43421, "Y4": 0.4498, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.994, "X1": 0.46842, "Y1": 0.4382, "X2": 0.49079, "Y2": 0.438, "X3": 0.49211, "Y3": 0.4488, "X4": 0.46842, "Y4": 0.4488, "page": 0, "Index": 177}, {"Word": "agency", "Confidence": 0.937, "X1": 0.49605, "Y1": 0.4372, "X2": 0.54079, "Y2": 0.437, "X3": 0.54079, "Y3": 0.4488, "X4": 0.49605, "Y4": 0.4488, "page": 0, "Index": 178}, {"Word": "said,", "Confidence": 0.618, "X1": 0.54868, "Y1": 0.4372, "X2": 0.58289, "Y2": 0.437, "X3": 0.58289, "Y3": 0.4488, "X4": 0.54868, "Y4": 0.4488, "page": 0, "Index": 179}, {"Word": "where", "Confidence": 0.772, "X1": 0.58684, "Y1": 0.4372, "X2": 0.62632, "Y2": 0.437, "X3": 0.62632, "Y3": 0.4488, "X4": 0.58684, "Y4": 0.4488, "page": 0, "Index": 180}, {"Word": "ad-", "Confidence": 0.68, "X1": 0.63289, "Y1": 0.4382, "X2": 0.65789, "Y2": 0.438, "X3": 0.65789, "Y3": 0.4488, "X4": 0.63289, "Y4": 0.4488, "page": 0, "Index": 181}, {"Word": "rant", "Confidence": 0.849, "X1": 0.26316, "Y1": 0.4482, "X2": 0.29474, "Y2": 0.448, "X3": 0.29474, "Y3": 0.4598, "X4": 0.26316, "Y4": 0.4598, "page": 0, "Index": 182}, {"Word": "\"\"benedita\"", "Confidence": 0.075, "X1": 0.30395, "Y1": 0.4482, "X2": 0.37237, "Y2": 0.448, "X3": 0.37368, "Y3": 0.4598, "X4": 0.30395, "Y4": 0.4598, "page": 0, "Index": 183}, {"Word": "was", "Confidence": 0.498, "X1": 0.38553, "Y1": 0.4482, "X2": 0.41316, "Y2": 0.448, "X3": 0.41447, "Y3": 0.4608, "X4": 0.38684, "Y4": 0.4608, "page": 0, "Index": 184}, {"Word": "that", "Confidence": 0.991, "X1": 0.42237, "Y1": 0.4482, "X2": 0.45263, "Y2": 0.448, "X3": 0.45263, "Y3": 0.4608, "X4": 0.42237, "Y4": 0.4608, "page": 0, "Index": 185}, {"Word": "Visers", "Confidence": 0.882, "X1": 0.46842, "Y1": 0.4492, "X2": 0.50921, "Y2": 0.449, "X3": 0.51053, "Y3": 0.4598, "X4": 0.46974, "Y4": 0.4598, "page": 0, "Index": 186}, {"Word": "find", "Confidence": 0.954, "X1": 0.51711, "Y1": 0.4482, "X2": 0.54474, "Y2": 0.448, "X3": 0.54605, "Y3": 0.4588, "X4": 0.51711, "Y4": 0.4598, "page": 0, "Index": 187}, {"Word": "&", "Confidence": 0.481, "X1": 0.55658, "Y1": 0.4482, "X2": 0.56447, "Y2": 0.448, "X3": 0.56579, "Y3": 0.4588, "X4": 0.55658, "Y4": 0.4588, "page": 0, "Index": 188}, {"Word": "hazard", "Confidence": 0.64, "X1": 0.57368, "Y1": 0.4472, "X2": 0.61842, "Y2": 0.447, "X3": 0.61842, "Y3": 0.4598, "X4": 0.575, "Y4": 0.4588, "page": 0, "Index": 189}, {"Word": "but", "Confidence": 0.998, "X1": 0.63026, "Y1": 0.4482, "X2": 0.65658, "Y2": 0.448, "X3": 0.65658, "Y3": 0.4598, "X4": 0.63026, "Y4": 0.4598, "page": 0, "Index": 190}, {"Word": "\"The", "Confidence": 0.606, "X1": 0.26316, "Y1": 0.4572, "X2": 0.29868, "Y2": 0.457, "X3": 0.29868, "Y3": 0.4688, "X4": 0.26447, "Y4": 0.4678, "page": 0, "Index": 191}, {"Word": "panel", "Confidence": 0.882, "X1": 0.30789, "Y1": 0.4582, "X2": 0.35, "Y2": 0.458, "X3": 0.35, "Y3": 0.4698, "X4": 0.30921, "Y4": 0.4688, "page": 0, "Index": 192}, {"Word": "has", "Confidence": 0.969, "X1": 0.35789, "Y1": 0.4592, "X2": 0.38421, "Y2": 0.459, "X3": 0.38421, "Y3": 0.4708, "X4": 0.35789, "Y4": 0.4698, "page": 0, "Index": 193}, {"Word": "not", "Confidence": 0.998, "X1": 0.39605, "Y1": 0.4592, "X2": 0.42105, "Y2": 0.459, "X3": 0.42105, "Y3": 0.4718, "X4": 0.39605, "Y4": 0.4708, "page": 0, "Index": 194}, {"Word": "ad-", "Confidence": 0.955, "X1": 0.43026, "Y1": 0.4592, "X2": 0.45658, "Y2": 0.459, "X3": 0.45658, "Y3": 0.4718, "X4": 0.43026, "Y4": 0.4718, "page": 0, "Index": 195}, {"Word": "can't", "Confidence": 0.791, "X1": 0.47368, "Y1": 0.4612, "X2": 0.50263, "Y2": 0.461, "X3": 0.50395, "Y3": 0.4708, "X4": 0.475, "Y4": 0.4708, "page": 0, "Index": 196}, {"Word": "demonstrate", "Confidence": 0.933, "X1": 0.52895, "Y1": 0.4602, "X2": 0.60921, "Y2": 0.46, "X3": 0.60921, "Y3": 0.4708, "X4": 0.52895, "Y4": 0.4698, "page": 0, "Index": 197}, {"Word": "dressed", "Confidence": 0.846, "X1": 0.26447, "Y1": 0.4702, "X2": 0.31447, "Y2": 0.47, "X3": 0.31447, "Y3": 0.4818, "X4": 0.26447, "Y4": 0.4808, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.998, "X1": 0.32763, "Y1": 0.4702, "X2": 0.35132, "Y2": 0.47, "X3": 0.35132, "Y3": 0.4818, "X4": 0.32763, "Y4": 0.4818, "page": 0, "Index": 199}, {"Word": "question", "Confidence": 0.631, "X1": 0.36579, "Y1": 0.4692, "X2": 0.42105, "Y2": 0.469, "X3": 0.42105, "Y3": 0.4818, "X4": 0.36579, "Y4": 0.4818, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.869, "X1": 0.43421, "Y1": 0.4682, "X2": 0.45263, "Y2": 0.468, "X3": 0.45263, "Y3": 0.4808, "X4": 0.43553, "Y4": 0.4808, "page": 0, "Index": 201}, {"Word": "\"Imminent\"", "Confidence": 0.609, "X1": 0.46842, "Y1": 0.4712, "X2": 0.54474, "Y2": 0.471, "X3": 0.54474, "Y3": 0.4818, "X4": 0.46974, "Y4": 0.4798, "page": 0, "Index": 202}, {"Word": "one.", "Confidence": 0.961, "X1": 0.54737, "Y1": 0.4712, "X2": 0.57895, "Y2": 0.471, "X3": 0.57895, "Y3": 0.4808, "X4": 0.54737, "Y4": 0.4818, "page": 0, "Index": 203}, {"Word": "whether", "Confidence": 0.995, "X1": 0.26447, "Y1": 0.4812, "X2": 0.31711, "Y2": 0.481, "X3": 0.31711, "Y3": 0.4928, "X4": 0.26447, "Y4": 0.4918, "page": 0, "Index": 204}, {"Word": "or", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.4812, "X2": 0.33684, "Y2": 0.481, "X3": 0.33684, "Y3": 0.4928, "X4": 0.32105, "Y4": 0.4928, "page": 0, "Index": 205}, {"Word": "not", "Confidence": 0.66, "X1": 0.33947, "Y1": 0.4812, "X2": 0.36316, "Y2": 0.481, "X3": 0.36316, "Y3": 0.4928, "X4": 0.33947, "Y4": 0.4928, "page": 0, "Index": 206}, {"Word": "ability", "Confidence": 0.228, "X1": 0.36711, "Y1": 0.4812, "X2": 0.40921, "Y2": 0.481, "X3": 0.40921, "Y3": 0.4928, "X4": 0.36711, "Y4": 0.4928, "page": 0, "Index": 207}, {"Word": "to", "Confidence": 0.997, "X1": 0.41316, "Y1": 0.4812, "X2": 0.42895, "Y2": 0.481, "X3": 0.42895, "Y3": 0.4928, "X4": 0.41316, "Y4": 0.4928, "page": 0, "Index": 208}, {"Word": "re-", "Confidence": 0.694, "X1": 0.43158, "Y1": 0.4812, "X2": 0.45526, "Y2": 0.481, "X3": 0.45526, "Y3": 0.4928, "X4": 0.43158, "Y4": 0.4928, "page": 0, "Index": 209}, {"Word": "Rep.", "Confidence": 0.796, "X1": 0.48289, "Y1": 0.4832, "X2": 0.51447, "Y2": 0.483, "X3": 0.51579, "Y3": 0.4948, "X4": 0.48421, "Y4": 0.4958, "page": 0, "Index": 210}, {"Word": "L.", "Confidence": 0.164, "X1": 0.51842, "Y1": 0.4832, "X2": 0.53816, "Y2": 0.483, "X3": 0.53816, "Y3": 0.4948, "X4": 0.51842, "Y4": 0.4948, "page": 0, "Index": 211}, {"Word": "H.", "Confidence": 0.949, "X1": 0.54079, "Y1": 0.4832, "X2": 0.56184, "Y2": 0.483, "X3": 0.56184, "Y3": 0.4948, "X4": 0.54079, "Y4": 0.4948, "page": 0, "Index": 212}, {"Word": "Fountain", "Confidence": 0.446, "X1": 0.56447, "Y1": 0.4842, "X2": 0.625, "Y2": 0.484, "X3": 0.625, "Y3": 0.4958, "X4": 0.56447, "Y4": 0.4948, "page": 0, "Index": 213}, {"Word": "(D-", "Confidence": 0.884, "X1": 0.63289, "Y1": 0.4852, "X2": 0.65658, "Y2": 0.485, "X3": 0.65526, "Y3": 0.4968, "X4": 0.63158, "Y4": 0.4958, "page": 0, "Index": 214}, {"Word": "duce", "Confidence": 0.72, "X1": 0.26053, "Y1": 0.4922, "X2": 0.29474, "Y2": 0.492, "X3": 0.29474, "Y3": 0.5028, "X4": 0.26053, "Y4": 0.5028, "page": 0, "Index": 215}, {"Word": "underarm", "Confidence": 0.993, "X1": 0.29868, "Y1": 0.4922, "X2": 0.36053, "Y2": 0.492, "X3": 0.35921, "Y3": 0.5038, "X4": 0.29868, "Y4": 0.5028, "page": 0, "Index": 216}, {"Word": "perspiration", "Confidence": 0.545, "X1": 0.36974, "Y1": 0.4942, "X2": 0.44868, "Y2": 0.494, "X3": 0.44868, "Y3": 0.5048, "X4": 0.36974, "Y4": 0.5038, "page": 0, "Index": 217}, {"Word": "N.C.),", "Confidence": 0.779, "X1": 0.46842, "Y1": 0.4942, "X2": 0.50658, "Y2": 0.494, "X3": 0.50658, "Y3": 0.5058, "X4": 0.46974, "Y4": 0.5068, "page": 0, "Index": 218}, {"Word": "chairman", "Confidence": 0.848, "X1": 0.50921, "Y1": 0.4942, "X2": 0.57105, "Y2": 0.494, "X3": 0.57105, "Y3": 0.5058, "X4": 0.50921, "Y4": 0.5058, "page": 0, "Index": 219}, {"Word": "of", "Confidence": 0.993, "X1": 0.57632, "Y1": 0.4942, "X2": 0.59342, "Y2": 0.494, "X3": 0.59211, "Y3": 0.5058, "X4": 0.575, "Y4": 0.5058, "page": 0, "Index": 220}, {"Word": "a", "Confidence": 0.79, "X1": 0.59737, "Y1": 0.4942, "X2": 0.60658, "Y2": 0.494, "X3": 0.60658, "Y3": 0.5058, "X4": 0.59737, "Y4": 0.5058, "page": 0, "Index": 221}, {"Word": "House", "Confidence": 0.962, "X1": 0.61184, "Y1": 0.4942, "X2": 0.65658, "Y2": 0.494, "X3": 0.65395, "Y3": 0.5058, "X4": 0.61053, "Y4": 0.5058, "page": 0, "Index": 222}, {"Word": "is", "Confidence": 0.813, "X1": 0.26447, "Y1": 0.5032, "X2": 0.275, "Y2": 0.503, "X3": 0.275, "Y3": 0.5148, "X4": 0.26316, "Y4": 0.5148, "page": 0, "Index": 223}, {"Word": "an", "Confidence": 0.715, "X1": 0.27763, "Y1": 0.5032, "X2": 0.29474, "Y2": 0.503, "X3": 0.29474, "Y3": 0.5148, "X4": 0.27763, "Y4": 0.5148, "page": 0, "Index": 224}, {"Word": "important", "Confidence": 0.932, "X1": 0.3, "Y1": 0.5032, "X2": 0.36579, "Y2": 0.503, "X3": 0.36579, "Y3": 0.5148, "X4": 0.29868, "Y4": 0.5148, "page": 0, "Index": 225}, {"Word": "social", "Confidence": 0.648, "X1": 0.36842, "Y1": 0.5042, "X2": 0.40921, "Y2": 0.504, "X3": 0.40789, "Y3": 0.5148, "X4": 0.36842, "Y4": 0.5148, "page": 0, "Index": 226}, {"Word": "or", "Confidence": 0.94, "X1": 0.41184, "Y1": 0.5042, "X2": 0.42763, "Y2": 0.504, "X3": 0.42632, "Y3": 0.5158, "X4": 0.41184, "Y4": 0.5148, "page": 0, "Index": 227}, {"Word": "oo-", "Confidence": 0.65, "X1": 0.43026, "Y1": 0.5042, "X2": 0.45, "Y2": 0.504, "X3": 0.45, "Y3": 0.5158, "X4": 0.43026, "Y4": 0.5158, "page": 0, "Index": 228}, {"Word": "intergovernmental", "Confidence": 0.848, "X1": 0.46711, "Y1": 0.5062, "X2": 0.59079, "Y2": 0.506, "X3": 0.59079, "Y3": 0.5178, "X4": 0.46711, "Y4": 0.5168, "page": 0, "Index": 229}, {"Word": "relations", "Confidence": 0.659, "X1": 0.59474, "Y1": 0.5052, "X2": 0.65395, "Y2": 0.505, "X3": 0.65395, "Y3": 0.5168, "X4": 0.59474, "Y4": 0.5178, "page": 0, "Index": 230}, {"Word": "cupational", "Confidence": 0.612, "X1": 0.26316, "Y1": 0.5152, "X2": 0.33158, "Y2": 0.515, "X3": 0.33158, "Y3": 0.5258, "X4": 0.26316, "Y4": 0.5248, "page": 0, "Index": 231}, {"Word": "problem.", "Confidence": 0.867, "X1": 0.33553, "Y1": 0.5142, "X2": 0.39737, "Y2": 0.514, "X3": 0.39737, "Y3": 0.5248, "X4": 0.33553, "Y4": 0.5248, "page": 0, "Index": 232}, {"Word": "The", "Confidence": 0.682, "X1": 0.4, "Y1": 0.5132, "X2": 0.42632, "Y2": 0.513, "X3": 0.42632, "Y3": 0.5248, "X4": 0.4, "Y4": 0.5248, "page": 0, "Index": 233}, {"Word": "de-", "Confidence": 0.796, "X1": 0.43026, "Y1": 0.5122, "X2": 0.45395, "Y2": 0.512, "X3": 0.45395, "Y3": 0.5248, "X4": 0.43026, "Y4": 0.5248, "page": 0, "Index": 234}, {"Word": "sirability", "Confidence": 0.477, "X1": 0.26184, "Y1": 0.5252, "X2": 0.32237, "Y2": 0.525, "X3": 0.32237, "Y3": 0.5358, "X4": 0.26184, "Y4": 0.5358, "page": 0, "Index": 235}, {"Word": "of", "Confidence": 0.941, "X1": 0.32895, "Y1": 0.5252, "X2": 0.34605, "Y2": 0.525, "X3": 0.34605, "Y3": 0.5358, "X4": 0.32895, "Y4": 0.5358, "page": 0, "Index": 236}, {"Word": "using", "Confidence": 0.657, "X1": 0.35132, "Y1": 0.5252, "X2": 0.38816, "Y2": 0.525, "X3": 0.38816, "Y3": 0.5368, "X4": 0.35132, "Y4": 0.5358, "page": 0, "Index": 237}, {"Word": "anti-per-", "Confidence": 0.541, "X1": 0.39474, "Y1": 0.5262, "X2": 0.45526, "Y2": 0.526, "X3": 0.45395, "Y3": 0.5378, "X4": 0.39474, "Y4": 0.5368, "page": 0, "Index": 238}, {"Word": "subcommittee,", "Confidence": 0.479, "X1": 0.46842, "Y1": 0.5172, "X2": 0.56579, "Y2": 0.517, "X3": 0.56579, "Y3": 0.5288, "X4": 0.46842, "Y4": 0.5278, "page": 0, "Index": 239}, {"Word": "maintained", "Confidence": 0.615, "X1": 0.57895, "Y1": 0.5182, "X2": 0.65263, "Y2": 0.518, "X3": 0.65132, "Y3": 0.5288, "X4": 0.57895, "Y4": 0.5288, "page": 0, "Index": 240}, {"Word": "spirant", "Confidence": 0.884, "X1": 0.26053, "Y1": 0.5362, "X2": 0.30789, "Y2": 0.536, "X3": 0.30789, "Y3": 0.5468, "X4": 0.26053, "Y4": 0.5478, "page": 0, "Index": 241}, {"Word": "drug", "Confidence": 0.974, "X1": 0.31184, "Y1": 0.5362, "X2": 0.34342, "Y2": 0.536, "X3": 0.34342, "Y3": 0.5478, "X4": 0.31053, "Y4": 0.5468, "page": 0, "Index": 242}, {"Word": "last", "Confidence": 0.854, "X1": 0.46711, "Y1": 0.5282, "X2": 0.49474, "Y2": 0.528, "X3": 0.49474, "Y3": 0.5398, "X4": 0.46711, "Y4": 0.5398, "page": 0, "Index": 243}, {"Word": "week", "Confidence": 0.663, "X1": 0.49737, "Y1": 0.5282, "X2": 0.53158, "Y2": 0.528, "X3": 0.53158, "Y3": 0.5398, "X4": 0.49737, "Y4": 0.5398, "page": 0, "Index": 244}, {"Word": "that", "Confidence": 0.979, "X1": 0.53553, "Y1": 0.5282, "X2": 0.56316, "Y2": 0.528, "X3": 0.56316, "Y3": 0.5398, "X4": 0.53553, "Y4": 0.5398, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.814, "X1": 0.56711, "Y1": 0.5282, "X2": 0.58947, "Y2": 0.528, "X3": 0.58947, "Y3": 0.5398, "X4": 0.56579, "Y4": 0.5398, "page": 0, "Index": 246}, {"Word": "FDA", "Confidence": 0.749, "X1": 0.59342, "Y1": 0.5282, "X2": 0.62237, "Y2": 0.528, "X3": 0.62237, "Y3": 0.5398, "X4": 0.59211, "Y4": 0.5398, "page": 0, "Index": 247}, {"Word": "has", "Confidence": 0.661, "X1": 0.62895, "Y1": 0.5282, "X2": 0.65395, "Y2": 0.528, "X3": 0.65395, "Y3": 0.5398, "X4": 0.62763, "Y4": 0.5398, "page": 0, "Index": 248}, {"Word": "products", "Confidence": 0.641, "X1": 0.34737, "Y1": 0.5372, "X2": 0.40658, "Y2": 0.537, "X3": 0.40526, "Y3": 0.5488, "X4": 0.34737, "Y4": 0.5478, "page": 0, "Index": 249}, {"Word": "personal", "Confidence": 0.942, "X1": 0.35526, "Y1": 0.5462, "X2": 0.41579, "Y2": 0.546, "X3": 0.41579, "Y3": 0.5578, "X4": 0.35526, "Y4": 0.5588, "page": 0, "Index": 250}, {"Word": ".", "Confidence": 0.904, "X1": 0.41053, "Y1": 0.5372, "X2": 0.41711, "Y2": 0.537, "X3": 0.41579, "Y3": 0.5488, "X4": 0.40921, "Y4": 0.5488, "page": 0, "Index": 251}, {"Word": "deel-", "Confidence": 0.796, "X1": 0.41842, "Y1": 0.5452, "X2": 0.45526, "Y2": 0.545, "X3": 0.45395, "Y3": 0.5578, "X4": 0.41842, "Y4": 0.5578, "page": 0, "Index": 252}, {"Word": ".", "Confidence": 0.916, "X1": 0.41974, "Y1": 0.5372, "X2": 0.42368, "Y2": 0.537, "X3": 0.42237, "Y3": 0.5498, "X4": 0.41842, "Y4": 0.5488, "page": 0, "Index": 253}, {"Word": ".", "Confidence": 0.916, "X1": 0.42763, "Y1": 0.5382, "X2": 0.43421, "Y2": 0.538, "X3": 0.43289, "Y3": 0.5498, "X4": 0.42632, "Y4": 0.5498, "page": 0, "Index": 254}, {"Word": "is", "Confidence": 0.006, "X1": 0.43684, "Y1": 0.5382, "X2": 0.45132, "Y2": 0.538, "X3": 0.45, "Y3": 0.5508, "X4": 0.43553, "Y4": 0.5498, "page": 0, "Index": 255}, {"Word": "had", "Confidence": 0.637, "X1": 0.46711, "Y1": 0.5392, "X2": 0.49211, "Y2": 0.539, "X3": 0.49342, "Y3": 0.5508, "X4": 0.46842, "Y4": 0.5498, "page": 0, "Index": 256}, {"Word": "reports", "Confidence": 0.85, "X1": 0.50263, "Y1": 0.5402, "X2": 0.55132, "Y2": 0.54, "X3": 0.55132, "Y3": 0.5508, "X4": 0.50263, "Y4": 0.5508, "page": 0, "Index": 257}, {"Word": "before", "Confidence": 0.94, "X1": 0.55921, "Y1": 0.5402, "X2": 0.60132, "Y2": 0.54, "X3": 0.60132, "Y3": 0.5508, "X4": 0.55921, "Y4": 0.5508, "page": 0, "Index": 258}, {"Word": "it", "Confidence": 0.955, "X1": 0.60921, "Y1": 0.5402, "X2": 0.62368, "Y2": 0.54, "X3": 0.62368, "Y3": 0.5508, "X4": 0.60789, "Y4": 0.5508, "page": 0, "Index": 259}, {"Word": "for", "Confidence": 0.998, "X1": 0.63026, "Y1": 0.5392, "X2": 0.65263, "Y2": 0.539, "X3": 0.65132, "Y3": 0.5508, "X4": 0.63026, "Y4": 0.5508, "page": 0, "Index": 260}, {"Word": "regarded", "Confidence": 0.967, "X1": 0.26053, "Y1": 0.5482, "X2": 0.32105, "Y2": 0.548, "X3": 0.32105, "Y3": 0.5588, "X4": 0.26053, "Y4": 0.5578, "page": 0, "Index": 261}, {"Word": "as", "Confidence": 0.654, "X1": 0.32368, "Y1": 0.5482, "X2": 0.34079, "Y2": 0.548, "X3": 0.34079, "Y3": 0.5588, "X4": 0.32368, "Y4": 0.5588, "page": 0, "Index": 262}, {"Word": "a", "Confidence": 0.961, "X1": 0.34342, "Y1": 0.5482, "X2": 0.35263, "Y2": 0.548, "X3": 0.35263, "Y3": 0.5588, "X4": 0.34342, "Y4": 0.5588, "page": 0, "Index": 263}, {"Word": "months", "Confidence": 0.884, "X1": 0.46842, "Y1": 0.5512, "X2": 0.51842, "Y2": 0.551, "X3": 0.51842, "Y3": 0.5628, "X4": 0.46842, "Y4": 0.5618, "page": 0, "Index": 264}, {"Word": "that", "Confidence": 0.812, "X1": 0.53026, "Y1": 0.5512, "X2": 0.56053, "Y2": 0.551, "X3": 0.56053, "Y3": 0.5628, "X4": 0.53026, "Y4": 0.5628, "page": 0, "Index": 265}, {"Word": "dve", "Confidence": 0.661, "X1": 0.57237, "Y1": 0.5512, "X2": 0.6, "Y2": 0.551, "X3": 0.59868, "Y3": 0.5628, "X4": 0.57237, "Y4": 0.5628, "page": 0, "Index": 266}, {"Word": "ample", "Confidence": 0.658, "X1": 0.61184, "Y1": 0.5532, "X2": 0.65263, "Y2": 0.553, "X3": 0.65263, "Y3": 0.5628, "X4": 0.61184, "Y4": 0.5628, "page": 0, "Index": 267}, {"Word": "sion", "Confidence": 0.524, "X1": 0.26184, "Y1": 0.5592, "X2": 0.28947, "Y2": 0.559, "X3": 0.28947, "Y3": 0.5698, "X4": 0.26053, "Y4": 0.5698, "page": 0, "Index": 268}, {"Word": "by", "Confidence": 0.998, "X1": 0.29474, "Y1": 0.5592, "X2": 0.31316, "Y2": 0.559, "X3": 0.31316, "Y3": 0.5698, "X4": 0.29474, "Y4": 0.5698, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.5592, "X2": 0.34342, "Y2": 0.559, "X3": 0.34211, "Y3": 0.5698, "X4": 0.31974, "Y4": 0.5698, "page": 0, "Index": 270}, {"Word": "individual", "Confidence": 0.847, "X1": 0.34868, "Y1": 0.5592, "X2": 0.41842, "Y2": 0.559, "X3": 0.41842, "Y3": 0.5698, "X4": 0.34868, "Y4": 0.5698, "page": 0, "Index": 271}, {"Word": "con-", "Confidence": 0.972, "X1": 0.42237, "Y1": 0.5592, "X2": 0.45132, "Y2": 0.559, "X3": 0.45, "Y3": 0.5698, "X4": 0.42105, "Y4": 0.5698, "page": 0, "Index": 272}, {"Word": "reasons", "Confidence": 0.306, "X1": 0.46974, "Y1": 0.5632, "X2": 0.51842, "Y2": 0.563, "X3": 0.51842, "Y3": 0.5738, "X4": 0.46974, "Y4": 0.5728, "page": 0, "Index": 273}, {"Word": "and", "Confidence": 0.998, "X1": 0.52237, "Y1": 0.5632, "X2": 0.54737, "Y2": 0.563, "X3": 0.54737, "Y3": 0.5738, "X4": 0.52237, "Y4": 0.5738, "page": 0, "Index": 274}, {"Word": "legal", "Confidence": 0.613, "X1": 0.55263, "Y1": 0.5622, "X2": 0.58684, "Y2": 0.562, "X3": 0.58684, "Y3": 0.5738, "X4": 0.55263, "Y4": 0.5738, "page": 0, "Index": 275}, {"Word": "power", "Confidence": 0.627, "X1": 0.58947, "Y1": 0.5622, "X2": 0.63158, "Y2": 0.562, "X3": 0.63158, "Y3": 0.5728, "X4": 0.58947, "Y4": 0.5738, "page": 0, "Index": 276}, {"Word": "to", "Confidence": 0.998, "X1": 0.63684, "Y1": 0.5622, "X2": 0.65263, "Y2": 0.562, "X3": 0.65132, "Y3": 0.5728, "X4": 0.63684, "Y4": 0.5728, "page": 0, "Index": 277}, {"Word": "sumer.\"", "Confidence": 0.489, "X1": 0.26053, "Y1": 0.5712, "X2": 0.31447, "Y2": 0.571, "X3": 0.31316, "Y3": 0.5808, "X4": 0.26053, "Y4": 0.5798, "page": 0, "Index": 278}, {"Word": "get", "Confidence": 0.637, "X1": 0.46842, "Y1": 0.5742, "X2": 0.48947, "Y2": 0.574, "X3": 0.48947, "Y3": 0.5848, "X4": 0.46974, "Y4": 0.5848, "page": 0, "Index": 279}, {"Word": "the", "Confidence": 0.786, "X1": 0.49211, "Y1": 0.5742, "X2": 0.51579, "Y2": 0.574, "X3": 0.51579, "Y3": 0.5848, "X4": 0.49342, "Y4": 0.5848, "page": 0, "Index": 280}, {"Word": "products", "Confidence": 0.628, "X1": 0.51842, "Y1": 0.5732, "X2": 0.57632, "Y2": 0.573, "X3": 0.57632, "Y3": 0.5848, "X4": 0.51842, "Y4": 0.5848, "page": 0, "Index": 281}, {"Word": "off", "Confidence": 0.994, "X1": 0.57895, "Y1": 0.5732, "X2": 0.59868, "Y2": 0.573, "X3": 0.59737, "Y3": 0.5848, "X4": 0.57895, "Y4": 0.5848, "page": 0, "Index": 282}, {"Word": "shelves", "Confidence": 0.651, "X1": 0.60132, "Y1": 0.5732, "X2": 0.65132, "Y2": 0.573, "X3": 0.65132, "Y3": 0.5848, "X4": 0.60132, "Y4": 0.5848, "page": 0, "Index": 283}, {"Word": "Proctor", "Confidence": 0.991, "X1": 0.27368, "Y1": 0.5822, "X2": 0.325, "Y2": 0.582, "X3": 0.325, "Y3": 0.5938, "X4": 0.27368, "Y4": 0.5928, "page": 0, "Index": 284}, {"Word": "&", "Confidence": 0.978, "X1": 0.32763, "Y1": 0.5822, "X2": 0.33816, "Y2": 0.582, "X3": 0.33816, "Y3": 0.5938, "X4": 0.32763, "Y4": 0.5938, "page": 0, "Index": 285}, {"Word": "Gamble,", "Confidence": 0.604, "X1": 0.34605, "Y1": 0.5822, "X2": 0.40263, "Y2": 0.582, "X3": 0.40263, "Y3": 0.5948, "X4": 0.34474, "Y4": 0.5948, "page": 0, "Index": 286}, {"Word": "maker", "Confidence": 0.614, "X1": 0.40658, "Y1": 0.5832, "X2": 0.45132, "Y2": 0.583, "X3": 0.45, "Y3": 0.5958, "X4": 0.40526, "Y4": 0.5948, "page": 0, "Index": 287}, {"Word": "Immediately.", "Confidence": 0.617, "X1": 0.46842, "Y1": 0.5842, "X2": 0.55526, "Y2": 0.584, "X3": 0.55526, "Y3": 0.5948, "X4": 0.46842, "Y4": 0.5938, "page": 0, "Index": 288}, {"Word": "of", "Confidence": 0.994, "X1": 0.26053, "Y1": 0.5942, "X2": 0.27895, "Y2": 0.594, "X3": 0.27763, "Y3": 0.6048, "X4": 0.25921, "Y4": 0.6048, "page": 0, "Index": 289}, {"Word": "Sure", "Confidence": 0.845, "X1": 0.28553, "Y1": 0.5942, "X2": 0.31842, "Y2": 0.594, "X3": 0.31711, "Y3": 0.6048, "X4": 0.28421, "Y4": 0.6048, "page": 0, "Index": 290}, {"Word": "and", "Confidence": 0.998, "X1": 0.32763, "Y1": 0.5942, "X2": 0.35263, "Y2": 0.594, "X3": 0.35132, "Y3": 0.6048, "X4": 0.32632, "Y4": 0.6048, "page": 0, "Index": 291}, {"Word": "Secret,", "Confidence": 0.623, "X1": 0.36184, "Y1": 0.5942, "X2": 0.41447, "Y2": 0.594, "X3": 0.41316, "Y3": 0.6058, "X4": 0.36184, "Y4": 0.6048, "page": 0, "Index": 292}, {"Word": "cald,", "Confidence": 0.625, "X1": 0.41842, "Y1": 0.5942, "X2": 0.45132, "Y2": 0.594, "X3": 0.45, "Y3": 0.6068, "X4": 0.41711, "Y4": 0.6068, "page": 0, "Index": 293}, {"Word": "But", "Confidence": 0.577, "X1": 0.48289, "Y1": 0.5952, "X2": 0.50526, "Y2": 0.595, "X3": 0.50526, "Y3": 0.6058, "X4": 0.48289, "Y4": 0.6058, "page": 0, "Index": 294}, {"Word": "Dr.", "Confidence": 0.996, "X1": 0.50921, "Y1": 0.5952, "X2": 0.53289, "Y2": 0.595, "X3": 0.53158, "Y3": 0.6068, "X4": 0.50789, "Y4": 0.6058, "page": 0, "Index": 295}, {"Word": "Rosenberg", "Confidence": 0.332, "X1": 0.53553, "Y1": 0.5952, "X2": 0.60263, "Y2": 0.595, "X3": 0.60263, "Y3": 0.6068, "X4": 0.53553, "Y4": 0.6068, "page": 0, "Index": 296}, {"Word": "agreed", "Confidence": 0.753, "X1": 0.60658, "Y1": 0.5952, "X2": 0.65263, "Y2": 0.595, "X3": 0.65132, "Y3": 0.6068, "X4": 0.60526, "Y4": 0.6068, "page": 0, "Index": 297}, {"Word": "\"There", "Confidence": 0.936, "X1": 0.25921, "Y1": 0.6042, "X2": 0.30658, "Y2": 0.604, "X3": 0.30658, "Y3": 0.6148, "X4": 0.25921, "Y4": 0.6138, "page": 0, "Index": 298}, {"Word": "is", "Confidence": 0.143, "X1": 0.30921, "Y1": 0.6042, "X2": 0.32237, "Y2": 0.604, "X3": 0.32237, "Y3": 0.6158, "X4": 0.30921, "Y4": 0.6148, "page": 0, "Index": 299}, {"Word": "no", "Confidence": 0.813, "X1": 0.325, "Y1": 0.6052, "X2": 0.34211, "Y2": 0.605, "X3": 0.34211, "Y3": 0.6158, "X4": 0.325, "Y4": 0.6158, "page": 0, "Index": 300}, {"Word": "evidence", "Confidence": 0.876, "X1": 0.34605, "Y1": 0.6052, "X2": 0.40263, "Y2": 0.605, "X3": 0.40263, "Y3": 0.6168, "X4": 0.34605, "Y4": 0.6158, "page": 0, "Index": 301}, {"Word": "of", "Confidence": 0.991, "X1": 0.40658, "Y1": 0.6052, "X2": 0.42105, "Y2": 0.605, "X3": 0.42105, "Y3": 0.6168, "X4": 0.40658, "Y4": 0.6168, "page": 0, "Index": 302}, {"Word": "any", "Confidence": 0.991, "X1": 0.42368, "Y1": 0.6052, "X2": 0.44737, "Y2": 0.605, "X3": 0.44737, "Y3": 0.6168, "X4": 0.42368, "Y4": 0.6168, "page": 0, "Index": 303}, {"Word": "with", "Confidence": 0.958, "X1": 0.46711, "Y1": 0.6062, "X2": 0.49605, "Y2": 0.606, "X3": 0.49605, "Y3": 0.6178, "X4": 0.46711, "Y4": 0.6178, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.991, "X1": 0.49868, "Y1": 0.6062, "X2": 0.52105, "Y2": 0.606, "X3": 0.52105, "Y3": 0.6178, "X4": 0.49868, "Y4": 0.6178, "page": 0, "Index": 305}, {"Word": "FDA", "Confidence": 0.637, "X1": 0.52368, "Y1": 0.6062, "X2": 0.55395, "Y2": 0.606, "X3": 0.55263, "Y3": 0.6178, "X4": 0.52368, "Y4": 0.6178, "page": 0, "Index": 306}, {"Word": "stance,", "Confidence": 0.62, "X1": 0.55658, "Y1": 0.6072, "X2": 0.60263, "Y2": 0.607, "X3": 0.60132, "Y3": 0.6178, "X4": 0.55658, "Y4": 0.6178, "page": 0, "Index": 307}, {"Word": "health", "Confidence": 0.614, "X1": 0.26053, "Y1": 0.6152, "X2": 0.30395, "Y2": 0.615, "X3": 0.30395, "Y3": 0.6258, "X4": 0.26053, "Y4": 0.6258, "page": 0, "Index": 308}, {"Word": "hazards\"", "Confidence": 0.627, "X1": 0.31579, "Y1": 0.6152, "X2": 0.375, "Y2": 0.615, "X3": 0.375, "Y3": 0.6268, "X4": 0.31579, "Y4": 0.6258, "page": 0, "Index": 309}, {"Word": "from", "Confidence": 0.9, "X1": 0.38553, "Y1": 0.6152, "X2": 0.41447, "Y2": 0.615, "X3": 0.41447, "Y3": 0.6268, "X4": 0.38553, "Y4": 0.6268, "page": 0, "Index": 310}, {"Word": "Its", "Confidence": 0.671, "X1": 0.43026, "Y1": 0.6152, "X2": 0.45132, "Y2": 0.615, "X3": 0.45, "Y3": 0.6278, "X4": 0.42895, "Y4": 0.6268, "page": 0, "Index": 311}, {"Word": "\"It", "Confidence": 0.058, "X1": 0.46711, "Y1": 0.6162, "X2": 0.48684, "Y2": 0.616, "X3": 0.48553, "Y3": 0.6268, "X4": 0.46579, "Y4": 0.6268, "page": 0, "Index": 312}, {"Word": "fits", "Confidence": 0.075, "X1": 0.48947, "Y1": 0.6172, "X2": 0.51316, "Y2": 0.617, "X3": 0.51316, "Y3": 0.6278, "X4": 0.48816, "Y4": 0.6278, "page": 0, "Index": 313}, {"Word": "exactly", "Confidence": 0.176, "X1": 0.51842, "Y1": 0.6172, "X2": 0.56447, "Y2": 0.617, "X3": 0.56316, "Y3": 0.6278, "X4": 0.51711, "Y4": 0.6278, "page": 0, "Index": 314}, {"Word": "saying,", "Confidence": 0.725, "X1": 0.60526, "Y1": 0.6082, "X2": 0.65526, "Y2": 0.608, "X3": 0.65395, "Y3": 0.6198, "X4": 0.60395, "Y4": 0.6178, "page": 0, "Index": 315}, {"Word": "products,", "Confidence": 0.803, "X1": 0.26053, "Y1": 0.6262, "X2": 0.32105, "Y2": 0.626, "X3": 0.32105, "Y3": 0.6378, "X4": 0.26053, "Y4": 0.6368, "page": 0, "Index": 316}, {"Word": "and", "Confidence": 0.998, "X1": 0.32368, "Y1": 0.6262, "X2": 0.34868, "Y2": 0.626, "X3": 0.34868, "Y3": 0.6378, "X4": 0.32368, "Y4": 0.6378, "page": 0, "Index": 317}, {"Word": "the", "Confidence": 0.958, "X1": 0.35263, "Y1": 0.6262, "X2": 0.37632, "Y2": 0.626, "X3": 0.37632, "Y3": 0.6378, "X4": 0.35263, "Y4": 0.6378, "page": 0, "Index": 318}, {"Word": "with", "Confidence": 0.984, "X1": 0.56974, "Y1": 0.6182, "X2": 0.59868, "Y2": 0.618, "X3": 0.59737, "Y3": 0.6288, "X4": 0.56842, "Y4": 0.6288, "page": 0, "Index": 319}, {"Word": "our", "Confidence": 0.998, "X1": 0.60263, "Y1": 0.6182, "X2": 0.62763, "Y2": 0.618, "X3": 0.62632, "Y3": 0.6288, "X4": 0.60132, "Y4": 0.6288, "page": 0, "Index": 320}, {"Word": "de", "Confidence": 0.994, "X1": 0.63158, "Y1": 0.6182, "X2": 0.65, "Y2": 0.618, "X3": 0.64868, "Y3": 0.6288, "X4": 0.63026, "Y4": 0.6288, "page": 0, "Index": 321}, {"Word": "panel's", "Confidence": 0.649, "X1": 0.38026, "Y1": 0.6262, "X2": 0.425, "Y2": 0.626, "X3": 0.425, "Y3": 0.6388, "X4": 0.38026, "Y4": 0.6378, "page": 0, "Index": 322}, {"Word": "Te-", "Confidence": 0.799, "X1": 0.42763, "Y1": 0.6262, "X2": 0.44868, "Y2": 0.626, "X3": 0.45, "Y3": 0.6388, "X4": 0.42895, "Y4": 0.6388, "page": 0, "Index": 323}, {"Word": "siro,", "Confidence": 0.616, "X1": 0.46579, "Y1": 0.6282, "X2": 0.49868, "Y2": 0.628, "X3": 0.49868, "Y3": 0.6398, "X4": 0.46579, "Y4": 0.6388, "page": 0, "Index": 324}, {"Word": "While", "Confidence": 0.877, "X1": 0.50263, "Y1": 0.6282, "X2": 0.54211, "Y2": 0.628, "X3": 0.54079, "Y3": 0.6398, "X4": 0.50263, "Y4": 0.6398, "page": 0, "Index": 325}, {"Word": "we're", "Confidence": 0.77, "X1": 0.55132, "Y1": 0.6282, "X2": 0.58684, "Y2": 0.628, "X3": 0.58553, "Y3": 0.6398, "X4": 0.55, "Y4": 0.6398, "page": 0, "Index": 326}, {"Word": "an", "Confidence": 0.085, "X1": 0.59211, "Y1": 0.6292, "X2": 0.60789, "Y2": 0.629, "X3": 0.60789, "Y3": 0.6398, "X4": 0.59211, "Y4": 0.6398, "page": 0, "Index": 327}, {"Word": "advi-", "Confidence": 0.66, "X1": 0.61842, "Y1": 0.6292, "X2": 0.65526, "Y2": 0.629, "X3": 0.65395, "Y3": 0.6398, "X4": 0.61711, "Y4": 0.6398, "page": 0, "Index": 328}, {"Word": "port", "Confidence": 0.973, "X1": 0.26053, "Y1": 0.6382, "X2": 0.29079, "Y2": 0.638, "X3": 0.29079, "Y3": 0.6488, "X4": 0.26053, "Y4": 0.6488, "page": 0, "Index": 329}, {"Word": "contains", "Confidence": 0.669, "X1": 0.29605, "Y1": 0.6382, "X2": 0.35395, "Y2": 0.638, "X3": 0.35395, "Y3": 0.6488, "X4": 0.29605, "Y4": 0.6488, "page": 0, "Index": 330}, {"Word": "\"misinterpre-", "Confidence": 0.646, "X1": 0.36053, "Y1": 0.6382, "X2": 0.45132, "Y2": 0.638, "X3": 0.45132, "Y3": 0.6498, "X4": 0.36053, "Y4": 0.6488, "page": 0, "Index": 331}, {"Word": "sory", "Confidence": 0.349, "X1": 0.46711, "Y1": 0.6392, "X2": 0.49605, "Y2": 0.639, "X3": 0.49605, "Y3": 0.6508, "X4": 0.46711, "Y4": 0.6508, "page": 0, "Index": 332}, {"Word": "committee,", "Confidence": 0.8, "X1": 0.49868, "Y1": 0.6392, "X2": 0.57105, "Y2": 0.639, "X3": 0.56974, "Y3": 0.6498, "X4": 0.49868, "Y4": 0.6508, "page": 0, "Index": 333}, {"Word": "we", "Confidence": 0.991, "X1": 0.57368, "Y1": 0.6392, "X2": 0.59211, "Y2": 0.639, "X3": 0.59079, "Y3": 0.6498, "X4": 0.57237, "Y4": 0.6498, "page": 0, "Index": 334}, {"Word": "don't", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.6392, "X2": 0.62763, "Y2": 0.639, "X3": 0.62763, "Y3": 0.6498, "X4": 0.59342, "Y4": 0.6498, "page": 0, "Index": 335}, {"Word": "set", "Confidence": 0.998, "X1": 0.63158, "Y1": 0.6402, "X2": 0.65395, "Y2": 0.64, "X3": 0.65263, "Y3": 0.6508, "X4": 0.63026, "Y4": 0.6498, "page": 0, "Index": 336}, {"Word": "tation", "Confidence": 0.901, "X1": 0.26053, "Y1": 0.6492, "X2": 0.29868, "Y2": 0.649, "X3": 0.29868, "Y3": 0.6588, "X4": 0.26053, "Y4": 0.6598, "page": 0, "Index": 337}, {"Word": "of", "Confidence": 0.997, "X1": 0.30526, "Y1": 0.6492, "X2": 0.31974, "Y2": 0.649, "X3": 0.31974, "Y3": 0.6588, "X4": 0.30526, "Y4": 0.6588, "page": 0, "Index": 338}, {"Word": "facts.\"", "Confidence": 0.691, "X1": 0.32237, "Y1": 0.6482, "X2": 0.36711, "Y2": 0.648, "X3": 0.36711, "Y3": 0.6588, "X4": 0.32368, "Y4": 0.6588, "page": 0, "Index": 339}, {"Word": "ourselves", "Confidence": 0.616, "X1": 0.46842, "Y1": 0.6512, "X2": 0.52763, "Y2": 0.651, "X3": 0.52632, "Y3": 0.6618, "X4": 0.46711, "Y4": 0.6618, "page": 0, "Index": 340}, {"Word": "up", "Confidence": 0.991, "X1": 0.53026, "Y1": 0.6512, "X2": 0.54737, "Y2": 0.651, "X3": 0.54737, "Y3": 0.6618, "X4": 0.53026, "Y4": 0.6618, "page": 0, "Index": 341}, {"Word": "as", "Confidence": 0.955, "X1": 0.55395, "Y1": 0.6512, "X2": 0.56842, "Y2": 0.651, "X3": 0.56711, "Y3": 0.6618, "X4": 0.55263, "Y4": 0.6618, "page": 0, "Index": 342}, {"Word": "knowing", "Confidence": 0.945, "X1": 0.57105, "Y1": 0.6512, "X2": 0.625, "Y2": 0.651, "X3": 0.625, "Y3": 0.6618, "X4": 0.56974, "Y4": 0.6618, "page": 0, "Index": 343}, {"Word": "ev.", "Confidence": 0.668, "X1": 0.63158, "Y1": 0.6512, "X2": 0.65395, "Y2": 0.651, "X3": 0.65395, "Y3": 0.6618, "X4": 0.63026, "Y4": 0.6618, "page": 0, "Index": 344}, {"Word": "Carter", "Confidence": 0.993, "X1": 0.27237, "Y1": 0.6602, "X2": 0.31711, "Y2": 0.66, "X3": 0.31579, "Y3": 0.6718, "X4": 0.27237, "Y4": 0.6718, "page": 0, "Index": 345}, {"Word": "Wallace", "Confidence": 0.625, "X1": 0.31974, "Y1": 0.6602, "X2": 0.37368, "Y2": 0.66, "X3": 0.37368, "Y3": 0.6728, "X4": 0.31974, "Y4": 0.6718, "page": 0, "Index": 346}, {"Word": "makes", "Confidence": 0.965, "X1": 0.37763, "Y1": 0.6602, "X2": 0.42368, "Y2": 0.66, "X3": 0.42237, "Y3": 0.6728, "X4": 0.37763, "Y4": 0.6728, "page": 0, "Index": 347}, {"Word": "Ar-", "Confidence": 0.921, "X1": 0.42763, "Y1": 0.6602, "X2": 0.45263, "Y2": 0.66, "X3": 0.45132, "Y3": 0.6738, "X4": 0.42632, "Y4": 0.6728, "page": 0, "Index": 348}, {"Word": "erything", "Confidence": 0.798, "X1": 0.46711, "Y1": 0.6612, "X2": 0.52237, "Y2": 0.661, "X3": 0.52237, "Y3": 0.6728, "X4": 0.46711, "Y4": 0.6728, "page": 0, "Index": 349}, {"Word": "and", "Confidence": 0.601, "X1": 0.53026, "Y1": 0.6612, "X2": 0.55526, "Y2": 0.661, "X3": 0.55526, "Y3": 0.6728, "X4": 0.53026, "Y4": 0.6728, "page": 0, "Index": 350}, {"Word": "the", "Confidence": 0.998, "X1": 0.56579, "Y1": 0.6622, "X2": 0.58816, "Y2": 0.662, "X3": 0.58816, "Y3": 0.6728, "X4": 0.56579, "Y4": 0.6728, "page": 0, "Index": 351}, {"Word": "commis-", "Confidence": 0.669, "X1": 0.59605, "Y1": 0.6632, "X2": 0.65263, "Y2": 0.663, "X3": 0.65132, "Y3": 0.6728, "X4": 0.59605, "Y4": 0.6728, "page": 0, "Index": 352}, {"Word": "rid", "Confidence": 0.996, "X1": 0.26184, "Y1": 0.6722, "X2": 0.27895, "Y2": 0.672, "X3": 0.27895, "Y3": 0.6828, "X4": 0.26184, "Y4": 0.6828, "page": 0, "Index": 353}, {"Word": "XX.", "Confidence": 0.933, "X1": 0.28947, "Y1": 0.6722, "X2": 0.32105, "Y2": 0.672, "X3": 0.32105, "Y3": 0.6828, "X4": 0.28816, "Y4": 0.6828, "page": 0, "Index": 354}, {"Word": "Gillette", "Confidence": 0.797, "X1": 0.32763, "Y1": 0.6722, "X2": 0.38026, "Y2": 0.672, "X3": 0.38026, "Y3": 0.6838, "X4": 0.32763, "Y4": 0.6828, "page": 0, "Index": 355}, {"Word": ".", "Confidence": 0.301, "X1": 0.38421, "Y1": 0.6722, "X2": 0.38816, "Y2": 0.672, "X3": 0.38684, "Y3": 0.6838, "X4": 0.38289, "Y4": 0.6838, "page": 0, "Index": 356}, {"Word": "in.", "Confidence": 0.677, "X1": 0.39079, "Y1": 0.6722, "X2": 0.41579, "Y2": 0.672, "X3": 0.41447, "Y3": 0.6838, "X4": 0.39079, "Y4": 0.6838, "page": 0, "Index": 357}, {"Word": "1972", "Confidence": 0.445, "X1": 0.41974, "Y1": 0.6722, "X2": 0.44737, "Y2": 0.672, "X3": 0.44605, "Y3": 0.6838, "X4": 0.41842, "Y4": 0.6838, "page": 0, "Index": 358}, {"Word": "soner", "Confidence": 0.396, "X1": 0.46711, "Y1": 0.6732, "X2": 0.50658, "Y2": 0.673, "X3": 0.50658, "Y3": 0.6838, "X4": 0.46711, "Y4": 0.6828, "page": 0, "Index": 359}, {"Word": "can", "Confidence": 0.885, "X1": 0.51579, "Y1": 0.6732, "X2": 0.53947, "Y2": 0.673, "X3": 0.53816, "Y3": 0.6838, "X4": 0.51579, "Y4": 0.6838, "page": 0, "Index": 360}, {"Word": "get", "Confidence": 0.157, "X1": 0.55132, "Y1": 0.6732, "X2": 0.575, "Y2": 0.673, "X3": 0.575, "Y3": 0.6838, "X4": 0.55132, "Y4": 0.6838, "page": 0, "Index": 361}, {"Word": "comments", "Confidence": 0.643, "X1": 0.58421, "Y1": 0.6732, "X2": 0.65263, "Y2": 0.673, "X3": 0.65132, "Y3": 0.6838, "X4": 0.58421, "Y4": 0.6838, "page": 0, "Index": 362}, {"Word": "launched", "Confidence": 0.955, "X1": 0.25921, "Y1": 0.6832, "X2": 0.31974, "Y2": 0.683, "X3": 0.31974, "Y3": 0.6938, "X4": 0.25921, "Y4": 0.6938, "page": 0, "Index": 363}, {"Word": "Right", "Confidence": 0.991, "X1": 0.32368, "Y1": 0.6832, "X2": 0.36053, "Y2": 0.683, "X3": 0.36053, "Y3": 0.6938, "X4": 0.32237, "Y4": 0.6938, "page": 0, "Index": 364}, {"Word": "Guard", "Confidence": 0.997, "X1": 0.36316, "Y1": 0.6832, "X2": 0.40526, "Y2": 0.683, "X3": 0.40526, "Y3": 0.6938, "X4": 0.36316, "Y4": 0.6938, "page": 0, "Index": 365}, {"Word": "Extra", "Confidence": 0.812, "X1": 0.40921, "Y1": 0.6842, "X2": 0.44605, "Y2": 0.684, "X3": 0.44605, "Y3": 0.6938, "X4": 0.40921, "Y4": 0.6938, "page": 0, "Index": 366}, {"Word": "from", "Confidence": 0.982, "X1": 0.46711, "Y1": 0.6842, "X2": 0.49211, "Y2": 0.684, "X3": 0.49211, "Y3": 0.6938, "X4": 0.46579, "Y4": 0.6938, "page": 0, "Index": 367}, {"Word": "other", "Confidence": 0.993, "X1": 0.5, "Y1": 0.6842, "X2": 0.53553, "Y2": 0.684, "X3": 0.53553, "Y3": 0.6938, "X4": 0.49868, "Y4": 0.6938, "page": 0, "Index": 368}, {"Word": "scientists.\"", "Confidence": 0.608, "X1": 0.53816, "Y1": 0.6832, "X2": 0.60789, "Y2": 0.683, "X3": 0.60789, "Y3": 0.6928, "X4": 0.53816, "Y4": 0.6938, "page": 0, "Index": 369}, {"Word": "Strength", "Confidence": 0.991, "X1": 0.26184, "Y1": 0.6942, "X2": 0.31711, "Y2": 0.694, "X3": 0.31711, "Y3": 0.7048, "X4": 0.26184, "Y4": 0.7048, "page": 0, "Index": 370}, {"Word": "and", "Confidence": 0.998, "X1": 0.31974, "Y1": 0.6942, "X2": 0.34474, "Y2": 0.694, "X3": 0.34474, "Y3": 0.7048, "X4": 0.31974, "Y4": 0.7048, "page": 0, "Index": 371}, {"Word": "Soft", "Confidence": 0.656, "X1": 0.34868, "Y1": 0.6942, "X2": 0.37763, "Y2": 0.694, "X3": 0.37632, "Y3": 0.7058, "X4": 0.34737, "Y4": 0.7048, "page": 0, "Index": 372}, {"Word": "&", "Confidence": 0.97, "X1": 0.38026, "Y1": 0.6942, "X2": 0.38947, "Y2": 0.694, "X3": 0.38816, "Y3": 0.7058, "X4": 0.37895, "Y4": 0.7058, "page": 0, "Index": 373}, {"Word": "Dri", "Confidence": 0.685, "X1": 0.39868, "Y1": 0.6942, "X2": 0.42237, "Y2": 0.694, "X3": 0.42105, "Y3": 0.7058, "X4": 0.39737, "Y4": 0.7058, "page": 0, "Index": 374}, {"Word": "Ex-", "Confidence": 0.6, "X1": 0.425, "Y1": 0.6942, "X2": 0.44868, "Y2": 0.694, "X3": 0.44737, "Y3": 0.7058, "X4": 0.42368, "Y4": 0.7058, "page": 0, "Index": 375}, {"Word": "What", "Confidence": 0.989, "X1": 0.47895, "Y1": 0.6942, "X2": 0.51711, "Y2": 0.694, "X3": 0.51579, "Y3": 0.7058, "X4": 0.47763, "Y4": 0.7048, "page": 0, "Index": 376}, {"Word": "his", "Confidence": 0.642, "X1": 0.52368, "Y1": 0.6952, "X2": 0.54605, "Y2": 0.695, "X3": 0.54474, "Y3": 0.7058, "X4": 0.52237, "Y4": 0.7058, "page": 0, "Index": 377}, {"Word": "pagal", "Confidence": 0.636, "X1": 0.55263, "Y1": 0.6952, "X2": 0.59342, "Y2": 0.695, "X3": 0.59079, "Y3": 0.7068, "X4": 0.55132, "Y4": 0.7058, "page": 0, "Index": 378}, {"Word": "said", "Confidence": 0.407, "X1": 0.6, "Y1": 0.6942, "X2": 0.62763, "Y2": 0.694, "X3": 0.62632, "Y3": 0.7058, "X4": 0.59868, "Y4": 0.7068, "page": 0, "Index": 379}, {"Word": "Is", "Confidence": 0.783, "X1": 0.63684, "Y1": 0.6942, "X2": 0.65132, "Y2": 0.694, "X3": 0.65, "Y3": 0.7058, "X4": 0.63553, "Y4": 0.7058, "page": 0, "Index": 380}, {"Word": "Strength", "Confidence": 0.994, "X1": 0.3, "Y1": 0.7062, "X2": 0.35789, "Y2": 0.706, "X3": 0.35789, "Y3": 0.7168, "X4": 0.30132, "Y4": 0.7158, "page": 0, "Index": 381}, {"Word": "zirconium", "Confidence": 0.627, "X1": 0.38026, "Y1": 0.7072, "X2": 0.44079, "Y2": 0.707, "X3": 0.44079, "Y3": 0.7178, "X4": 0.38026, "Y4": 0.7168, "page": 0, "Index": 382}, {"Word": "that:", "Confidence": 0.884, "X1": 0.46579, "Y1": 0.7072, "X2": 0.49868, "Y2": 0.707, "X3": 0.49737, "Y3": 0.7158, "X4": 0.46579, "Y4": 0.7148, "page": 0, "Index": 383}, {"Word": "sprays.", "Confidence": 0.639, "X1": 0.25921, "Y1": 0.7162, "X2": 0.31053, "Y2": 0.716, "X3": 0.30921, "Y3": 0.7278, "X4": 0.25921, "Y4": 0.7278, "page": 0, "Index": 384}, {"Word": "But", "Confidence": 0.998, "X1": 0.31974, "Y1": 0.7152, "X2": 0.34737, "Y2": 0.715, "X3": 0.34605, "Y3": 0.7278, "X4": 0.31974, "Y4": 0.7278, "page": 0, "Index": 385}, {"Word": "It", "Confidence": 0.933, "X1": 0.35789, "Y1": 0.7152, "X2": 0.37368, "Y2": 0.715, "X3": 0.37237, "Y3": 0.7278, "X4": 0.35658, "Y4": 0.7278, "page": 0, "Index": 386}, {"Word": "zirconium", "Confidence": 0.501, "X1": 0.53947, "Y1": 0.7162, "X2": 0.6, "Y2": 0.716, "X3": 0.6, "Y3": 0.7278, "X4": 0.53947, "Y4": 0.7288, "page": 0, "Index": 387}, {"Word": "them", "Confidence": 0.723, "X1": 0.25789, "Y1": 0.7272, "X2": 0.28816, "Y2": 0.727, "X3": 0.28816, "Y3": 0.7378, "X4": 0.25789, "Y4": 0.7378, "page": 0, "Index": 388}, {"Word": "after", "Confidence": 0.849, "X1": 0.30132, "Y1": 0.7272, "X2": 0.33553, "Y2": 0.727, "X3": 0.33421, "Y3": 0.7378, "X4": 0.3, "Y4": 0.7378, "page": 0, "Index": 389}, {"Word": "withdrew", "Confidence": 0.994, "X1": 0.38421, "Y1": 0.7182, "X2": 0.44474, "Y2": 0.718, "X3": 0.44342, "Y3": 0.7288, "X4": 0.38421, "Y4": 0.7278, "page": 0, "Index": 390}, {"Word": ".", "Confidence": 0.678, "X1": 0.48026, "Y1": 0.7172, "X2": 0.48947, "Y2": 0.717, "X3": 0.48816, "Y3": 0.7298, "X4": 0.47895, "Y4": 0.7298, "page": 0, "Index": 391}, {"Word": "The", "Confidence": 0.771, "X1": 0.50132, "Y1": 0.7162, "X2": 0.52763, "Y2": 0.716, "X3": 0.52632, "Y3": 0.7288, "X4": 0.5, "Y4": 0.7288, "page": 0, "Index": 392}, {"Word": "com-", "Confidence": 0.963, "X1": 0.61711, "Y1": 0.7182, "X2": 0.65, "Y2": 0.718, "X3": 0.64868, "Y3": 0.7288, "X4": 0.61579, "Y4": 0.7278, "page": 0, "Index": 393}, {"Word": "a", "Confidence": 0.188, "X1": 0.34342, "Y1": 0.7272, "X2": 0.35263, "Y2": 0.727, "X3": 0.35132, "Y3": 0.7388, "X4": 0.34342, "Y4": 0.7388, "page": 0, "Index": 394}, {"Word": "few", "Confidence": 0.849, "X1": 0.36184, "Y1": 0.7272, "X2": 0.38421, "Y2": 0.727, "X3": 0.38421, "Y3": 0.7388, "X4": 0.36053, "Y4": 0.7388, "page": 0, "Index": 395}, {"Word": "months", "Confidence": 0.633, "X1": 0.39737, "Y1": 0.7282, "X2": 0.44737, "Y2": 0.728, "X3": 0.44605, "Y3": 0.7398, "X4": 0.39605, "Y4": 0.7388, "page": 0, "Index": 396}, {"Word": "pounds", "Confidence": 0.78, "X1": 0.46579, "Y1": 0.7282, "X2": 0.51447, "Y2": 0.728, "X3": 0.51447, "Y3": 0.7398, "X4": 0.46579, "Y4": 0.7398, "page": 0, "Index": 397}, {"Word": "In", "Confidence": 0.9, "X1": 0.52105, "Y1": 0.7282, "X2": 0.53684, "Y2": 0.728, "X3": 0.53684, "Y3": 0.7398, "X4": 0.52105, "Y4": 0.7398, "page": 0, "Index": 398}, {"Word": "these", "Confidence": 0.903, "X1": 0.54737, "Y1": 0.7282, "X2": 0.58553, "Y2": 0.728, "X3": 0.58421, "Y3": 0.7398, "X4": 0.54737, "Y4": 0.7398, "page": 0, "Index": 399}, {"Word": "products", "Confidence": 0.658, "X1": 0.59079, "Y1": 0.7282, "X2": 0.65132, "Y2": 0.728, "X3": 0.65, "Y3": 0.7398, "X4": 0.59079, "Y4": 0.7398, "page": 0, "Index": 400}, {"Word": "when", "Confidence": 0.991, "X1": 0.25789, "Y1": 0.7382, "X2": 0.29342, "Y2": 0.738, "X3": 0.29342, "Y3": 0.7488, "X4": 0.25921, "Y4": 0.7488, "page": 0, "Index": 401}, {"Word": "It", "Confidence": 0.934, "X1": 0.30263, "Y1": 0.7382, "X2": 0.31711, "Y2": 0.738, "X3": 0.31711, "Y3": 0.7488, "X4": 0.30263, "Y4": 0.7488, "page": 0, "Index": 402}, {"Word": "found,", "Confidence": 0.97, "X1": 0.32632, "Y1": 0.7382, "X2": 0.37368, "Y2": 0.738, "X3": 0.37368, "Y3": 0.7498, "X4": 0.32632, "Y4": 0.7488, "page": 0, "Index": 403}, {"Word": "and", "Confidence": 0.998, "X1": 0.38158, "Y1": 0.7382, "X2": 0.40658, "Y2": 0.738, "X3": 0.40658, "Y3": 0.7498, "X4": 0.38026, "Y4": 0.7498, "page": 0, "Index": 404}, {"Word": "told", "Confidence": 0.961, "X1": 0.41842, "Y1": 0.7392, "X2": 0.44605, "Y2": 0.739, "X3": 0.44474, "Y3": 0.7508, "X4": 0.41711, "Y4": 0.7498, "page": 0, "Index": 405}, {"Word": "caused", "Confidence": 0.619, "X1": 0.46711, "Y1": 0.7392, "X2": 0.50921, "Y2": 0.739, "X3": 0.50921, "Y3": 0.7508, "X4": 0.46711, "Y4": 0.7498, "page": 0, "Index": 406}, {"Word": "burian", "Confidence": 0.268, "X1": 0.51316, "Y1": 0.7392, "X2": 0.55921, "Y2": 0.739, "X3": 0.55789, "Y3": 0.7508, "X4": 0.51316, "Y4": 0.7508, "page": 0, "Index": 407}, {"Word": "skin", "Confidence": 0.716, "X1": 0.56711, "Y1": 0.7392, "X2": 0.59474, "Y2": 0.739, "X3": 0.59474, "Y3": 0.7508, "X4": 0.56711, "Y4": 0.7508, "page": 0, "Index": 408}, {"Word": "tumore", "Confidence": 0.637, "X1": 0.60263, "Y1": 0.7392, "X2": 0.65, "Y2": 0.739, "X3": 0.65, "Y3": 0.7508, "X4": 0.60132, "Y4": 0.7508, "page": 0, "Index": 409}, {"Word": "IDA,", "Confidence": 0.608, "X1": 0.25789, "Y1": 0.7492, "X2": 0.29342, "Y2": 0.749, "X3": 0.29211, "Y3": 0.7598, "X4": 0.25789, "Y4": 0.7598, "page": 0, "Index": 410}, {"Word": "that", "Confidence": 0.991, "X1": 0.29605, "Y1": 0.7492, "X2": 0.325, "Y2": 0.749, "X3": 0.325, "Y3": 0.7598, "X4": 0.29605, "Y4": 0.7598, "page": 0, "Index": 411}, {"Word": "monkeys", "Confidence": 0.93, "X1": 0.32763, "Y1": 0.7502, "X2": 0.38816, "Y2": 0.75, "X3": 0.38816, "Y3": 0.7608, "X4": 0.32763, "Y4": 0.7598, "page": 0, "Index": 412}, {"Word": "exposed", "Confidence": 0.993, "X1": 0.39211, "Y1": 0.7502, "X2": 0.44474, "Y2": 0.75, "X3": 0.44474, "Y3": 0.7608, "X4": 0.39211, "Y4": 0.7608, "page": 0, "Index": 413}, {"Word": "as", "Confidence": 0.025, "X1": 0.46579, "Y1": 0.7502, "X2": 0.48158, "Y2": 0.75, "X3": 0.48026, "Y3": 0.7608, "X4": 0.46447, "Y4": 0.7608, "page": 0, "Index": 414}, {"Word": "well", "Confidence": 0.981, "X1": 0.48553, "Y1": 0.7512, "X2": 0.51579, "Y2": 0.751, "X3": 0.51579, "Y3": 0.7618, "X4": 0.48553, "Y4": 0.7608, "page": 0, "Index": 415}, {"Word": "as", "Confidence": 0.437, "X1": 0.51974, "Y1": 0.7512, "X2": 0.53684, "Y2": 0.751, "X3": 0.53553, "Y3": 0.7618, "X4": 0.51842, "Y4": 0.7618, "page": 0, "Index": 416}, {"Word": "lung", "Confidence": 0.75, "X1": 0.54079, "Y1": 0.7512, "X2": 0.57237, "Y2": 0.751, "X3": 0.57237, "Y3": 0.7618, "X4": 0.53947, "Y4": 0.7618, "page": 0, "Index": 417}, {"Word": "damage", "Confidence": 0.836, "X1": 0.57763, "Y1": 0.7502, "X2": 0.62763, "Y2": 0.75, "X3": 0.62763, "Y3": 0.7618, "X4": 0.57632, "Y4": 0.7618, "page": 0, "Index": 418}, {"Word": "in", "Confidence": 0.613, "X1": 0.63421, "Y1": 0.7492, "X2": 0.64868, "Y2": 0.749, "X3": 0.64868, "Y3": 0.7608, "X4": 0.63289, "Y4": 0.7618, "page": 0, "Index": 419}, {"Word": "to", "Confidence": 0.983, "X1": 0.25789, "Y1": 0.7612, "X2": 0.275, "Y2": 0.761, "X3": 0.275, "Y3": 0.7708, "X4": 0.25789, "Y4": 0.7698, "page": 0, "Index": 420}, {"Word": "them", "Confidence": 0.938, "X1": 0.28816, "Y1": 0.7612, "X2": 0.31974, "Y2": 0.761, "X3": 0.32105, "Y3": 0.7718, "X4": 0.28947, "Y4": 0.7718, "page": 0, "Index": 421}, {"Word": "developed", "Confidence": 0.823, "X1": 0.34211, "Y1": 0.7612, "X2": 0.40921, "Y2": 0.761, "X3": 0.41053, "Y3": 0.7728, "X4": 0.34211, "Y4": 0.7728, "page": 0, "Index": 422}, {"Word": "in-", "Confidence": 0.886, "X1": 0.42632, "Y1": 0.7612, "X2": 0.44737, "Y2": 0.761, "X3": 0.44737, "Y3": 0.7728, "X4": 0.42632, "Y4": 0.7728, "page": 0, "Index": 423}, {"Word": "monkeys", "Confidence": 0.59, "X1": 0.46316, "Y1": 0.7622, "X2": 0.52105, "Y2": 0.762, "X3": 0.52105, "Y3": 0.7728, "X4": 0.46316, "Y4": 0.7718, "page": 0, "Index": 424}, {"Word": "and", "Confidence": 0.998, "X1": 0.525, "Y1": 0.7622, "X2": 0.55, "Y2": 0.762, "X3": 0.55, "Y3": 0.7728, "X4": 0.52368, "Y4": 0.7728, "page": 0, "Index": 425}, {"Word": "guinea", "Confidence": 0.614, "X1": 0.55658, "Y1": 0.7622, "X2": 0.6, "Y2": 0.762, "X3": 0.59868, "Y3": 0.7738, "X4": 0.55526, "Y4": 0.7728, "page": 0, "Index": 426}, {"Word": "plea.", "Confidence": 0.505, "X1": 0.60395, "Y1": 0.7612, "X2": 0.63816, "Y2": 0.761, "X3": 0.63684, "Y3": 0.7728, "X4": 0.60263, "Y4": 0.7728, "page": 0, "Index": 427}, {"Word": "Dammed", "Confidence": 0.6, "X1": 0.25789, "Y1": 0.7722, "X2": 0.31447, "Y2": 0.772, "X3": 0.31447, "Y3": 0.7818, "X4": 0.25789, "Y4": 0.7828, "page": 0, "Index": 428}, {"Word": "lungs.", "Confidence": 0.386, "X1": 0.32105, "Y1": 0.7732, "X2": 0.36184, "Y2": 0.773, "X3": 0.36184, "Y3": 0.7828, "X4": 0.32105, "Y4": 0.7818, "page": 0, "Index": 429}, {"Word": ".", "Confidence": 0.659, "X1": 0.48158, "Y1": 0.7722, "X2": 0.49079, "Y2": 0.772, "X3": 0.48947, "Y3": 0.7828, "X4": 0.48158, "Y4": 0.7828, "page": 0, "Index": 430}, {"Word": "When", "Confidence": 0.933, "X1": 0.49605, "Y1": 0.7732, "X2": 0.53289, "Y2": 0.773, "X3": 0.53289, "Y3": 0.7828, "X4": 0.49474, "Y4": 0.7828, "page": 0, "Index": 431}, {"Word": "used", "Confidence": 0.268, "X1": 0.54079, "Y1": 0.7732, "X2": 0.57237, "Y2": 0.773, "X3": 0.57105, "Y3": 0.7838, "X4": 0.54079, "Y4": 0.7828, "page": 0, "Index": 432}, {"Word": "In", "Confidence": 0.955, "X1": 0.58026, "Y1": 0.7722, "X2": 0.59474, "Y2": 0.772, "X3": 0.59474, "Y3": 0.7838, "X4": 0.57895, "Y4": 0.7838, "page": 0, "Index": 433}, {"Word": "aerosol", "Confidence": 0.453, "X1": 0.60263, "Y1": 0.7712, "X2": 0.65263, "Y2": 0.771, "X3": 0.65132, "Y3": 0.7828, "X4": 0.60132, "Y4": 0.7838, "page": 0, "Index": 434}, {"Word": ".", "Confidence": 0.813, "X1": 0.24868, "Y1": 0.7832, "X2": 0.25658, "Y2": 0.783, "X3": 0.25658, "Y3": 0.7928, "X4": 0.24868, "Y4": 0.7928, "page": 0, "Index": 435}, {"Word": ".", "Confidence": 0.077, "X1": 0.25921, "Y1": 0.7832, "X2": 0.26711, "Y2": 0.783, "X3": 0.26579, "Y3": 0.7928, "X4": 0.25921, "Y4": 0.7928, "page": 0, "Index": 436}, {"Word": "\"We", "Confidence": 0.441, "X1": 0.26974, "Y1": 0.7822, "X2": 0.3, "Y2": 0.782, "X3": 0.29868, "Y3": 0.7928, "X4": 0.26974, "Y4": 0.7928, "page": 0, "Index": 437}, {"Word": "believe", "Confidence": 0.803, "X1": 0.30263, "Y1": 0.7822, "X2": 0.35, "Y2": 0.782, "X3": 0.35, "Y3": 0.7938, "X4": 0.30132, "Y4": 0.7928, "page": 0, "Index": 438}, {"Word": "there", "Confidence": 0.955, "X1": 0.35263, "Y1": 0.7822, "X2": 0.38816, "Y2": 0.782, "X3": 0.38684, "Y3": 0.7938, "X4": 0.35263, "Y4": 0.7938, "page": 0, "Index": 439}, {"Word": "is", "Confidence": 0.434, "X1": 0.39079, "Y1": 0.7822, "X2": 0.40395, "Y2": 0.782, "X3": 0.40395, "Y3": 0.7938, "X4": 0.38947, "Y4": 0.7938, "page": 0, "Index": 440}, {"Word": "a", "Confidence": 0.22, "X1": 0.40658, "Y1": 0.7822, "X2": 0.41579, "Y2": 0.782, "X3": 0.41447, "Y3": 0.7948, "X4": 0.40658, "Y4": 0.7938, "page": 0, "Index": 441}, {"Word": "bas-", "Confidence": 0.638, "X1": 0.41842, "Y1": 0.7822, "X2": 0.45132, "Y2": 0.782, "X3": 0.45, "Y3": 0.7948, "X4": 0.41711, "Y4": 0.7948, "page": 0, "Index": 442}, {"Word": "forma,", "Confidence": 0.626, "X1": 0.46579, "Y1": 0.7842, "X2": 0.50395, "Y2": 0.784, "X3": 0.50395, "Y3": 0.7938, "X4": 0.46447, "Y4": 0.7948, "page": 0, "Index": 443}, {"Word": "some", "Confidence": 0.617, "X1": 0.50789, "Y1": 0.7832, "X2": 0.54211, "Y2": 0.783, "X3": 0.54079, "Y3": 0.7938, "X4": 0.50658, "Y4": 0.7938, "page": 0, "Index": 444}, {"Word": "zirconium\"", "Confidence": 0.444, "X1": 0.55, "Y1": 0.7832, "X2": 0.62105, "Y2": 0.783, "X3": 0.62105, "Y3": 0.7938, "X4": 0.55, "Y4": 0.7938, "page": 0, "Index": 445}, {"Word": "will", "Confidence": 0.081, "X1": 0.625, "Y1": 0.7832, "X2": 0.65, "Y2": 0.783, "X3": 0.64868, "Y3": 0.7948, "X4": 0.62368, "Y4": 0.7938, "page": 0, "Index": 446}, {"Word": "Ard,\"", "Confidence": 0.612, "X1": 0.25658, "Y1": 0.7932, "X2": 0.29079, "Y2": 0.793, "X3": 0.29211, "Y3": 0.8048, "X4": 0.25789, "Y4": 0.8048, "page": 0, "Index": 447}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.29474, "Y1": 0.7932, "X2": 0.31974, "Y2": 0.793, "X3": 0.31974, "Y3": 0.8048, "X4": 0.29474, "Y4": 0.8048, "page": 0, "Index": 448}, {"Word": "E.", "Confidence": 0.906, "X1": 0.32237, "Y1": 0.7932, "X2": 0.33947, "Y2": 0.793, "X3": 0.33947, "Y3": 0.8048, "X4": 0.32368, "Y4": 0.8048, "page": 0, "Index": 449}, {"Word": "William", "Confidence": 0.632, "X1": 0.34342, "Y1": 0.7942, "X2": 0.39079, "Y2": 0.794, "X3": 0.39079, "Y3": 0.8048, "X4": 0.34342, "Y4": 0.8048, "page": 0, "Index": 450}, {"Word": "Rosen", "Confidence": 0.766, "X1": 0.4, "Y1": 0.7942, "X2": 0.44079, "Y2": 0.794, "X3": 0.43947, "Y3": 0.8058, "X4": 0.4, "Y4": 0.8048, "page": 0, "Index": 451}, {"Word": "reach", "Confidence": 0.726, "X1": 0.46316, "Y1": 0.7942, "X2": 0.49868, "Y2": 0.794, "X3": 0.49868, "Y3": 0.8058, "X4": 0.46316, "Y4": 0.8068, "page": 0, "Index": 452}, {"Word": "anti-perspirant", "Confidence": 0.489, "X1": 0.50658, "Y1": 0.7942, "X2": 0.60395, "Y2": 0.794, "X3": 0.60395, "Y3": 0.8048, "X4": 0.50658, "Y4": 0.8058, "page": 0, "Index": 453}, {"Word": "tuers'", "Confidence": 0.771, "X1": 0.60789, "Y1": 0.7952, "X2": 0.65263, "Y2": 0.795, "X3": 0.65132, "Y3": 0.8048, "X4": 0.60789, "Y4": 0.8048, "page": 0, "Index": 454}, {"Word": "berg,", "Confidence": 0.571, "X1": 0.25658, "Y1": 0.8052, "X2": 0.29079, "Y2": 0.805, "X3": 0.29211, "Y3": 0.8158, "X4": 0.25789, "Y4": 0.8168, "page": 0, "Index": 455}, {"Word": "professor", "Confidence": 0.609, "X1": 0.29474, "Y1": 0.8042, "X2": 0.35789, "Y2": 0.804, "X3": 0.35789, "Y3": 0.8158, "X4": 0.29474, "Y4": 0.8158, "page": 0, "Index": 456}, {"Word": "of", "Confidence": 0.997, "X1": 0.36184, "Y1": 0.8042, "X2": 0.37895, "Y2": 0.804, "X3": 0.37895, "Y3": 0.8158, "X4": 0.36184, "Y4": 0.8158, "page": 0, "Index": 457}, {"Word": "dermatol-", "Confidence": 0.846, "X1": 0.38158, "Y1": 0.8042, "X2": 0.44737, "Y2": 0.804, "X3": 0.44737, "Y3": 0.8168, "X4": 0.38158, "Y4": 0.8158, "page": 0, "Index": 458}, {"Word": "lungs,", "Confidence": 0.603, "X1": 0.46447, "Y1": 0.8062, "X2": 0.50789, "Y2": 0.806, "X3": 0.50789, "Y3": 0.8168, "X4": 0.46447, "Y4": 0.8168, "page": 0, "Index": 459}, {"Word": "where", "Confidence": 0.946, "X1": 0.51447, "Y1": 0.8072, "X2": 0.55395, "Y2": 0.807, "X3": 0.55263, "Y3": 0.8178, "X4": 0.51447, "Y4": 0.8168, "page": 0, "Index": 460}, {"Word": "tumors", "Confidence": 0.609, "X1": 0.56579, "Y1": 0.8072, "X2": 0.61316, "Y2": 0.807, "X3": 0.61184, "Y3": 0.8178, "X4": 0.56579, "Y4": 0.8178, "page": 0, "Index": 461}, {"Word": "and", "Confidence": 0.998, "X1": 0.62368, "Y1": 0.8072, "X2": 0.64868, "Y2": 0.807, "X3": 0.64737, "Y3": 0.8178, "X4": 0.62237, "Y4": 0.8178, "page": 0, "Index": 462}, {"Word": "ogy", "Confidence": 0.991, "X1": 0.25526, "Y1": 0.8152, "X2": 0.28026, "Y2": 0.815, "X3": 0.28026, "Y3": 0.8268, "X4": 0.25658, "Y4": 0.8268, "page": 0, "Index": 463}, {"Word": "at", "Confidence": 0.346, "X1": 0.28947, "Y1": 0.8152, "X2": 0.30789, "Y2": 0.815, "X3": 0.30789, "Y3": 0.8268, "X4": 0.29079, "Y4": 0.8268, "page": 0, "Index": 464}, {"Word": "the", "Confidence": 0.941, "X1": 0.31711, "Y1": 0.8152, "X2": 0.33947, "Y2": 0.815, "X3": 0.34079, "Y3": 0.8268, "X4": 0.31711, "Y4": 0.8268, "page": 0, "Index": 465}, {"Word": "University", "Confidence": 0.346, "X1": 0.34868, "Y1": 0.8162, "X2": 0.41974, "Y2": 0.816, "X3": 0.41974, "Y3": 0.8278, "X4": 0.35, "Y4": 0.8268, "page": 0, "Index": 466}, {"Word": "of", "Confidence": 0.994, "X1": 0.42895, "Y1": 0.8162, "X2": 0.44737, "Y2": 0.816, "X3": 0.44737, "Y3": 0.8278, "X4": 0.43026, "Y4": 0.8278, "page": 0, "Index": 467}, {"Word": "other", "Confidence": 0.761, "X1": 0.46447, "Y1": 0.8172, "X2": 0.50132, "Y2": 0.817, "X3": 0.50263, "Y3": 0.8278, "X4": 0.46447, "Y4": 0.8268, "page": 0, "Index": 468}, {"Word": "damage", "Confidence": 0.665, "X1": 0.50921, "Y1": 0.8172, "X2": 0.56184, "Y2": 0.817, "X3": 0.56184, "Y3": 0.8278, "X4": 0.51053, "Y4": 0.8278, "page": 0, "Index": 469}, {"Word": "result", "Confidence": 0.731, "X1": 0.60789, "Y1": 0.8172, "X2": 0.65132, "Y2": 0.817, "X3": 0.65132, "Y3": 0.8278, "X4": 0.60789, "Y4": 0.8288, "page": 0, "Index": 470}, {"Word": "Tennessee", "Confidence": 0.654, "X1": 0.25789, "Y1": 0.8272, "X2": 0.32632, "Y2": 0.827, "X3": 0.32632, "Y3": 0.8368, "X4": 0.25789, "Y4": 0.8368, "page": 0, "Index": 471}, {"Word": "Medical", "Confidence": 0.415, "X1": 0.33553, "Y1": 0.8272, "X2": 0.39079, "Y2": 0.827, "X3": 0.39079, "Y3": 0.8378, "X4": 0.33553, "Y4": 0.8378, "page": 0, "Index": 472}, {"Word": "may", "Confidence": 0.998, "X1": 0.57105, "Y1": 0.8172, "X2": 0.6, "Y2": 0.817, "X3": 0.6, "Y3": 0.8288, "X4": 0.57105, "Y4": 0.8278, "page": 0, "Index": 473}, {"Word": "School", "Confidence": 0.865, "X1": 0.4, "Y1": 0.8272, "X2": 0.44737, "Y2": 0.827, "X3": 0.44737, "Y3": 0.8388, "X4": 0.4, "Y4": 0.8378, "page": 0, "Index": 474}, {"Word": "but", "Confidence": 0.997, "X1": 0.46447, "Y1": 0.8282, "X2": 0.48553, "Y2": 0.828, "X3": 0.48553, "Y3": 0.8388, "X4": 0.46447, "Y4": 0.8388, "page": 0, "Index": 475}, {"Word": "not", "Confidence": 0.883, "X1": 0.48816, "Y1": 0.8282, "X2": 0.50921, "Y2": 0.828, "X3": 0.50921, "Y3": 0.8388, "X4": 0.48816, "Y4": 0.8388, "page": 0, "Index": 476}, {"Word": "announce", "Confidence": 0.87, "X1": 0.51316, "Y1": 0.8282, "X2": 0.575, "Y2": 0.828, "X3": 0.575, "Y3": 0.8388, "X4": 0.51316, "Y4": 0.8388, "page": 0, "Index": 477}, {"Word": "itself", "Confidence": 0.685, "X1": 0.57763, "Y1": 0.8282, "X2": 0.61184, "Y2": 0.828, "X3": 0.61184, "Y3": 0.8388, "X4": 0.57763, "Y4": 0.8388, "page": 0, "Index": 478}, {"Word": "until", "Confidence": 0.363, "X1": 0.61447, "Y1": 0.8282, "X2": 0.64868, "Y2": 0.828, "X3": 0.64868, "Y3": 0.8388, "X4": 0.61447, "Y4": 0.8388, "page": 0, "Index": 479}, {"Word": "In", "Confidence": 0.965, "X1": 0.25789, "Y1": 0.8372, "X2": 0.27105, "Y2": 0.837, "X3": 0.27105, "Y3": 0.8488, "X4": 0.25789, "Y4": 0.8488, "page": 0, "Index": 480}, {"Word": "Memphis", "Confidence": 0.619, "X1": 0.275, "Y1": 0.8372, "X2": 0.33553, "Y2": 0.837, "X3": 0.33421, "Y3": 0.8488, "X4": 0.27368, "Y4": 0.8488, "page": 0, "Index": 481}, {"Word": "and", "Confidence": 0.729, "X1": 0.33816, "Y1": 0.8382, "X2": 0.36316, "Y2": 0.838, "X3": 0.36184, "Y3": 0.8488, "X4": 0.33816, "Y4": 0.8488, "page": 0, "Index": 482}, {"Word": "panel", "Confidence": 0.792, "X1": 0.36711, "Y1": 0.8382, "X2": 0.40395, "Y2": 0.838, "X3": 0.40263, "Y3": 0.8488, "X4": 0.36579, "Y4": 0.8488, "page": 0, "Index": 483}, {"Word": "chair-", "Confidence": 0.607, "X1": 0.40658, "Y1": 0.8382, "X2": 0.44605, "Y2": 0.838, "X3": 0.44474, "Y3": 0.8498, "X4": 0.40526, "Y4": 0.8498, "page": 0, "Index": 484}, {"Word": "It", "Confidence": 0.933, "X1": 0.46316, "Y1": 0.8382, "X2": 0.475, "Y2": 0.838, "X3": 0.475, "Y3": 0.8488, "X4": 0.46316, "Y4": 0.8478, "page": 0, "Index": 485}, {"Word": "la'", "Confidence": 0.488, "X1": 0.47763, "Y1": 0.8382, "X2": 0.49211, "Y2": 0.838, "X3": 0.49211, "Y3": 0.8488, "X4": 0.47763, "Y4": 0.8488, "page": 0, "Index": 486}, {"Word": "both", "Confidence": 0.919, "X1": 0.49474, "Y1": 0.8382, "X2": 0.525, "Y2": 0.838, "X3": 0.52368, "Y3": 0.8498, "X4": 0.49474, "Y4": 0.8488, "page": 0, "Index": 487}, {"Word": "advanced", "Confidence": 0.756, "X1": 0.52763, "Y1": 0.8382, "X2": 0.58947, "Y2": 0.838, "X3": 0.58816, "Y3": 0.8498, "X4": 0.52763, "Y4": 0.8498, "page": 0, "Index": 488}, {"Word": "and", "Confidence": 0.998, "X1": 0.59342, "Y1": 0.8392, "X2": 0.61842, "Y2": 0.839, "X3": 0.61711, "Y3": 0.8498, "X4": 0.59211, "Y4": 0.8498, "page": 0, "Index": 489}, {"Word": "per-", "Confidence": 0.682, "X1": 0.62105, "Y1": 0.8392, "X2": 0.65132, "Y2": 0.839, "X3": 0.65, "Y3": 0.8498, "X4": 0.61974, "Y4": 0.8498, "page": 0, "Index": 490}, {"Word": "man,", "Confidence": 0.9, "X1": 0.25658, "Y1": 0.8482, "X2": 0.29211, "Y2": 0.848, "X3": 0.29211, "Y3": 0.8618, "X4": 0.25526, "Y4": 0.8618, "page": 0, "Index": 491}, {"Word": "said", "Confidence": 0.664, "X1": 0.29605, "Y1": 0.8492, "X2": 0.32632, "Y2": 0.849, "X3": 0.325, "Y3": 0.8608, "X4": 0.29474, "Y4": 0.8608, "page": 0, "Index": 492}, {"Word": "in", "Confidence": 0.992, "X1": 0.33026, "Y1": 0.8492, "X2": 0.34737, "Y2": 0.849, "X3": 0.34605, "Y3": 0.8608, "X4": 0.32895, "Y4": 0.8608, "page": 0, "Index": 493}, {"Word": "an", "Confidence": 0.998, "X1": 0.35263, "Y1": 0.8492, "X2": 0.37105, "Y2": 0.849, "X3": 0.36974, "Y3": 0.8608, "X4": 0.35132, "Y4": 0.8608, "page": 0, "Index": 494}, {"Word": "Interview.", "Confidence": 0.767, "X1": 0.37763, "Y1": 0.8502, "X2": 0.44605, "Y2": 0.85, "X3": 0.44474, "Y3": 0.8618, "X4": 0.37632, "Y4": 0.8608, "page": 0, "Index": 495}, {"Word": "mapent.", "Confidence": 0.795, "X1": 0.46184, "Y1": 0.8502, "X2": 0.51711, "Y2": 0.85, "X3": 0.51579, "Y3": 0.8618, "X4": 0.46184, "Y4": 0.8608, "page": 0, "Index": 496}, {"Word": "TI0509295", "Confidence": 0.702, "X1": 0.89737, "Y1": 0.9592, "X2": 0.99868, "Y2": 0.959, "X3": 0.99868, "Y3": 0.9738, "X4": 0.89737, "Y4": 0.9738, "page": 0, "Index": 497}]}
|
"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"
|
ffjv0208
| 0 |
{"lines_data": [{"Word": "DBN/KPN/9A", "Confidence": 0.991, "X1": 0.11961, "Y1": 0.1072, "X2": 0.24757, "Y2": 0.107, "X3": 0.24757, "Y3": 0.1238, "X4": 0.11961, "Y4": 0.1248, "page": 0}, {"Word": "14th September, 1979.", "Confidence": 0.851, "X1": 0.66481, "Y1": 0.1062, "X2": 0.9249, "Y2": 0.106, "X3": 0.9249, "Y3": 0.1248, "X4": 0.66342, "Y4": 0.1238, "page": 0}, {"Word": "CALIBRATED GARNITURES", "Confidence": 0.9935, "X1": 0.35188, "Y1": 0.1832, "X2": 0.61057, "Y2": 0.183, "X3": 0.61057, "Y3": 0.1998, "X4": 0.35188, "Y4": 0.1998, "page": 0}, {"Word": "The calibrated garniture was developed to fulfil the need", "Confidence": 0.99467, "X1": 0.19332, "Y1": 0.2122, "X2": 0.89291, "Y2": 0.212, "X3": 0.89291, "Y3": 0.2298, "X4": 0.19332, "Y4": 0.2318, "page": 0}, {"Word": "to restrict the number of movements of garniture elements open", "Confidence": 0.9957, "X1": 0.12378, "Y1": 0.2362, "X2": 0.88178, "Y2": 0.236, "X3": 0.88178, "Y3": 0.2538, "X4": 0.12378, "Y4": 0.2528, "page": 0}, {"Word": "to operator adjustment to a minimum in order to obtain greater", "Confidence": 0.96436, "X1": 0.121, "Y1": 0.2592, "X2": 0.89013, "Y2": 0.259, "X3": 0.89013, "Y3": 0.2758, "X4": 0.121, "Y4": 0.2758, "page": 0}, {"Word": "uniformity of garniture settings between machines. All movements", "Confidence": 0.96462, "X1": 0.12378, "Y1": 0.2812, "X2": 0.91377, "Y2": 0.281, "X3": 0.91377, "Y3": 0.2978, "X4": 0.12378, "Y4": 0.2988, "page": 0}, {"Word": "which were either unnecessary or had an adverse effect on cigarette", "Confidence": 0.99427, "X1": 0.121, "Y1": 0.3032, "X2": 0.94019, "Y2": 0.303, "X3": 0.94019, "Y3": 0.3208, "X4": 0.121, "Y4": 0.3218, "page": 0}, {"Word": "quality were fixed and the movements deemed necessary were given", "Confidence": 0.9946, "X1": 0.121, "Y1": 0.3272, "X2": 0.90264, "Y2": 0.327, "X3": 0.90264, "Y3": 0.3438, "X4": 0.121, "Y4": 0.3448, "page": 0}, {"Word": "calibrations so that repeatable settings could be achieved.", "Confidence": 0.995, "X1": 0.12239, "Y1": 0.3502, "X2": 0.84145, "Y2": 0.35, "X3": 0.84145, "Y3": 0.3658, "X4": 0.12239, "Y4": 0.3678, "page": 0}, {"Word": "For ease of manufacture Molins elements were used and", "Confidence": 0.994, "X1": 0.19054, "Y1": 0.3952, "X2": 0.84423, "Y2": 0.395, "X3": 0.84423, "Y3": 0.4108, "X4": 0.19054, "Y4": 0.4118, "page": 0}, {"Word": "attachments developed to permit controlled movements of these.", "Confidence": 0.99462, "X1": 0.12378, "Y1": 0.4182, "X2": 0.87761, "Y2": 0.418, "X3": 0.87761, "Y3": 0.4338, "X4": 0.12378, "Y4": 0.4338, "page": 0}, {"Word": "Starting from scratch it would be better to consider the", "Confidence": 0.9963, "X1": 0.12239, "Y1": 0.4392, "X2": 0.80668, "Y2": 0.439, "X3": 0.80668, "Y3": 0.4558, "X4": 0.12239, "Y4": 0.4568, "page": 0}, {"Word": "elements as an integral part of the systems giving movement.", "Confidence": 0.9952, "X1": 0.121, "Y1": 0.4632, "X2": 0.85257, "Y2": 0.463, "X3": 0.85257, "Y3": 0.4788, "X4": 0.121, "Y4": 0.4788, "page": 0}, {"Word": "For items replaced at relatively short intervals such as tongues", "Confidence": 0.9716, "X1": 0.12239, "Y1": 0.4842, "X2": 0.90403, "Y2": 0.484, "X3": 0.90403, "Y3": 0.5008, "X4": 0.12239, "Y4": 0.5018, "page": 0}, {"Word": "a purpose built item would be preferable to the modified standard", "Confidence": 0.99464, "X1": 0.12239, "Y1": 0.5062, "X2": 0.91794, "Y2": 0.506, "X3": 0.91794, "Y3": 0.5228, "X4": 0.12239, "Y4": 0.5258, "page": 0}, {"Word": "tongue.", "Confidence": 0.987, "X1": 0.12239, "Y1": 0.5322, "X2": 0.2114, "Y2": 0.532, "X3": 0.2114, "Y3": 0.5468, "X4": 0.12239, "Y4": 0.5468, "page": 0}, {"Word": "Two additional benefits found with the garniture were", "Confidence": 0.99338, "X1": 0.19611, "Y1": 0.5742, "X2": 0.84423, "Y2": 0.574, "X3": 0.84423, "Y3": 0.5908, "X4": 0.19611, "Y4": 0.5908, "page": 0}, {"Word": "that its integral design allowed the garniture to be removed", "Confidence": 0.9915, "X1": 0.12378, "Y1": 0.5972, "X2": 0.85814, "Y2": 0.597, "X3": 0.85814, "Y3": 0.6138, "X4": 0.12378, "Y4": 0.6148, "page": 0}, {"Word": "as one complete unit with no loss of position settings and also", "Confidence": 0.98142, "X1": 0.12378, "Y1": 0.6192, "X2": 0.84562, "Y2": 0.619, "X3": 0.84562, "Y3": 0.6358, "X4": 0.12378, "Y4": 0.6378, "page": 0}, {"Word": "accurate predetermined adjustments could be made to the long", "Confidence": 0.99378, "X1": 0.12378, "Y1": 0.6422, "X2": 0.85814, "Y2": 0.642, "X3": 0.85814, "Y3": 0.6578, "X4": 0.12378, "Y4": 0.6588, "page": 0}, {"Word": "folder whilst cigarettes were being produced. This latter", "Confidence": 0.98325, "X1": 0.12378, "Y1": 0.6642, "X2": 0.83866, "Y2": 0.664, "X3": 0.83866, "Y3": 0.6808, "X4": 0.12378, "Y4": 0.6818, "page": 0}, {"Word": "effect would lend itself very simply to some form of automatic", "Confidence": 0.99291, "X1": 0.12378, "Y1": 0.6862, "X2": 0.88317, "Y2": 0.686, "X3": 0.88317, "Y3": 0.7028, "X4": 0.12378, "Y4": 0.7058, "page": 0}, {"Word": "diameter control of cigarette rod.", "Confidence": 0.983, "X1": 0.12378, "Y1": 0.7092, "X2": 0.53686, "Y2": 0.709, "X3": 0.53686, "Y3": 0.7268, "X4": 0.12378, "Y4": 0.7278, "page": 0}, {"Word": "-5", "Confidence": 0.814, "X1": 0.54103, "Y1": 0.8322, "X2": 0.52156, "Y2": 0.832, "X3": 0.49791, "Y3": 0.8228, "X4": 0.51321, "Y4": 0.7928, "page": 0}, {"Word": "D.B. NAYLOR", "Confidence": 0.9745, "X1": 0.47288, "Y1": 0.8672, "X2": 0.61613, "Y2": 0.867, "X3": 0.61613, "Y3": 0.8848, "X4": 0.47288, "Y4": 0.8858, "page": 0}, {"Word": "10533123", "Confidence": 0.996, "X1": 0.92907, "Y1": 0.9942, "X2": 0.93463, "Y2": 0.994, "X3": 0.89986, "Y3": 0.9948, "X4": 0.89569, "Y4": 0.8908, "page": 0}], "words_data": [{"Word": "DBN/KPN/9A", "Confidence": 0.991, "X1": 0.121, "Y1": 0.1072, "X2": 0.24339, "Y2": 0.107, "X3": 0.242, "Y3": 0.1248, "X4": 0.121, "Y4": 0.1248, "page": 0, "Index": 0}, {"Word": "14th", "Confidence": 0.988, "X1": 0.66759, "Y1": 0.1072, "X2": 0.71766, "Y2": 0.107, "X3": 0.71766, "Y3": 0.1248, "X4": 0.6662, "Y4": 0.1248, "page": 0, "Index": 1}, {"Word": "September,", "Confidence": 0.568, "X1": 0.72601, "Y1": 0.1082, "X2": 0.85535, "Y2": 0.108, "X3": 0.85535, "Y3": 0.1258, "X4": 0.72601, "Y4": 0.1248, "page": 0, "Index": 2}, {"Word": "1979.", "Confidence": 0.997, "X1": 0.86231, "Y1": 0.1072, "X2": 0.9249, "Y2": 0.107, "X3": 0.92629, "Y3": 0.1258, "X4": 0.86231, "Y4": 0.1258, "page": 0, "Index": 3}, {"Word": "CALIBRATED", "Confidence": 0.994, "X1": 0.35188, "Y1": 0.1842, "X2": 0.47149, "Y2": 0.184, "X3": 0.47149, "Y3": 0.1998, "X4": 0.35188, "Y4": 0.1998, "page": 0, "Index": 4}, {"Word": "GARNITURES", "Confidence": 0.993, "X1": 0.48401, "Y1": 0.1842, "X2": 0.60779, "Y2": 0.184, "X3": 0.60779, "Y3": 0.2008, "X4": 0.48401, "Y4": 0.1998, "page": 0, "Index": 5}, {"Word": "The", "Confidence": 0.995, "X1": 0.19471, "Y1": 0.2152, "X2": 0.23227, "Y2": 0.215, "X3": 0.23088, "Y3": 0.2298, "X4": 0.19471, "Y4": 0.2298, "page": 0, "Index": 6}, {"Word": "calibrated", "Confidence": 0.995, "X1": 0.24339, "Y1": 0.2152, "X2": 0.36579, "Y2": 0.215, "X3": 0.36579, "Y3": 0.2308, "X4": 0.242, "Y4": 0.2308, "page": 0, "Index": 7}, {"Word": "garniture", "Confidence": 0.991, "X1": 0.37552, "Y1": 0.2142, "X2": 0.4854, "Y2": 0.214, "X3": 0.4854, "Y3": 0.2318, "X4": 0.37552, "Y4": 0.2318, "page": 0, "Index": 8}, {"Word": "was", "Confidence": 0.998, "X1": 0.49513, "Y1": 0.2142, "X2": 0.53547, "Y2": 0.214, "X3": 0.53408, "Y3": 0.2318, "X4": 0.49513, "Y4": 0.2318, "page": 0, "Index": 9}, {"Word": "developed", "Confidence": 0.994, "X1": 0.5452, "Y1": 0.2142, "X2": 0.65508, "Y2": 0.214, "X3": 0.65508, "Y3": 0.2318, "X4": 0.54381, "Y4": 0.2318, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.66759, "Y1": 0.2142, "X2": 0.69263, "Y2": 0.214, "X3": 0.69263, "Y3": 0.2308, "X4": 0.6662, "Y4": 0.2308, "page": 0, "Index": 11}, {"Word": "fulfil", "Confidence": 0.995, "X1": 0.70376, "Y1": 0.2132, "X2": 0.77747, "Y2": 0.213, "X3": 0.77747, "Y3": 0.2308, "X4": 0.70376, "Y4": 0.2308, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.7886, "Y1": 0.2132, "X2": 0.82754, "Y2": 0.213, "X3": 0.82754, "Y3": 0.2298, "X4": 0.7886, "Y4": 0.2308, "page": 0, "Index": 13}, {"Word": "need", "Confidence": 0.988, "X1": 0.83588, "Y1": 0.2132, "X2": 0.88734, "Y2": 0.213, "X3": 0.88734, "Y3": 0.2288, "X4": 0.83588, "Y4": 0.2298, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 0.998, "X1": 0.12378, "Y1": 0.2382, "X2": 0.14604, "Y2": 0.238, "X3": 0.14604, "Y3": 0.2518, "X4": 0.12378, "Y4": 0.2518, "page": 0, "Index": 15}, {"Word": "restrict", "Confidence": 0.996, "X1": 0.15716, "Y1": 0.2372, "X2": 0.2573, "Y2": 0.237, "X3": 0.2573, "Y3": 0.2528, "X4": 0.15716, "Y4": 0.2518, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.26843, "Y1": 0.2372, "X2": 0.30459, "Y2": 0.237, "X3": 0.30459, "Y3": 0.2528, "X4": 0.26843, "Y4": 0.2528, "page": 0, "Index": 17}, {"Word": "number", "Confidence": 0.996, "X1": 0.31433, "Y1": 0.2372, "X2": 0.38943, "Y2": 0.237, "X3": 0.38943, "Y3": 0.2538, "X4": 0.31433, "Y4": 0.2538, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.998, "X1": 0.39917, "Y1": 0.2372, "X2": 0.42559, "Y2": 0.237, "X3": 0.42559, "Y3": 0.2538, "X4": 0.39917, "Y4": 0.2538, "page": 0, "Index": 19}, {"Word": "movements", "Confidence": 0.994, "X1": 0.43394, "Y1": 0.2372, "X2": 0.5452, "Y2": 0.237, "X3": 0.5452, "Y3": 0.2548, "X4": 0.43394, "Y4": 0.2538, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 0.998, "X1": 0.55633, "Y1": 0.2372, "X2": 0.58136, "Y2": 0.237, "X3": 0.58136, "Y3": 0.2548, "X4": 0.55633, "Y4": 0.2548, "page": 0, "Index": 21}, {"Word": "garniture", "Confidence": 0.993, "X1": 0.59249, "Y1": 0.2372, "X2": 0.70515, "Y2": 0.237, "X3": 0.70515, "Y3": 0.2548, "X4": 0.59249, "Y4": 0.2548, "page": 0, "Index": 22}, {"Word": "elements", "Confidence": 0.995, "X1": 0.71488, "Y1": 0.2372, "X2": 0.81363, "Y2": 0.237, "X3": 0.81363, "Y3": 0.2538, "X4": 0.71488, "Y4": 0.2548, "page": 0, "Index": 23}, {"Word": "open", "Confidence": 0.991, "X1": 0.82476, "Y1": 0.2372, "X2": 0.87483, "Y2": 0.237, "X3": 0.87483, "Y3": 0.2538, "X4": 0.82476, "Y4": 0.2538, "page": 0, "Index": 24}, {"Word": "to", "Confidence": 0.996, "X1": 0.12239, "Y1": 0.2602, "X2": 0.14743, "Y2": 0.26, "X3": 0.14604, "Y3": 0.2758, "X4": 0.12239, "Y4": 0.2748, "page": 0, "Index": 25}, {"Word": "operator", "Confidence": 0.996, "X1": 0.15855, "Y1": 0.2602, "X2": 0.25591, "Y2": 0.26, "X3": 0.25591, "Y3": 0.2758, "X4": 0.15716, "Y4": 0.2758, "page": 0, "Index": 26}, {"Word": "adjustment", "Confidence": 0.994, "X1": 0.26843, "Y1": 0.2602, "X2": 0.39082, "Y2": 0.26, "X3": 0.38943, "Y3": 0.2758, "X4": 0.26843, "Y4": 0.2758, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.41307, "Y1": 0.2602, "X2": 0.43811, "Y2": 0.26, "X3": 0.43811, "Y3": 0.2758, "X4": 0.41307, "Y4": 0.2758, "page": 0, "Index": 28}, {"Word": "a", "Confidence": 0.996, "X1": 0.44924, "Y1": 0.2602, "X2": 0.46175, "Y2": 0.26, "X3": 0.46175, "Y3": 0.2758, "X4": 0.44924, "Y4": 0.2758, "page": 0, "Index": 29}, {"Word": "minimum", "Confidence": 0.995, "X1": 0.4701, "Y1": 0.2602, "X2": 0.55772, "Y2": 0.26, "X3": 0.55772, "Y3": 0.2768, "X4": 0.4701, "Y4": 0.2768, "page": 0, "Index": 30}, {"Word": "in", "Confidence": 0.996, "X1": 0.56885, "Y1": 0.2602, "X2": 0.59388, "Y2": 0.26, "X3": 0.59249, "Y3": 0.2768, "X4": 0.56745, "Y4": 0.2768, "page": 0, "Index": 31}, {"Word": "order", "Confidence": 0.646, "X1": 0.60501, "Y1": 0.2602, "X2": 0.66898, "Y2": 0.26, "X3": 0.66759, "Y3": 0.2768, "X4": 0.60362, "Y4": 0.2768, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.998, "X1": 0.6815, "Y1": 0.2602, "X2": 0.70376, "Y2": 0.26, "X3": 0.70376, "Y3": 0.2758, "X4": 0.68011, "Y4": 0.2768, "page": 0, "Index": 33}, {"Word": "obtain", "Confidence": 0.997, "X1": 0.71488, "Y1": 0.2592, "X2": 0.78999, "Y2": 0.259, "X3": 0.7886, "Y3": 0.2758, "X4": 0.71488, "Y4": 0.2758, "page": 0, "Index": 34}, {"Word": "greater", "Confidence": 0.996, "X1": 0.8025, "Y1": 0.2592, "X2": 0.88873, "Y2": 0.259, "X3": 0.88734, "Y3": 0.2758, "X4": 0.80111, "Y4": 0.2758, "page": 0, "Index": 35}, {"Word": "movements", "Confidence": 0.992, "X1": 0.79972, "Y1": 0.2812, "X2": 0.91377, "Y2": 0.281, "X3": 0.91238, "Y3": 0.2978, "X4": 0.79972, "Y4": 0.2988, "page": 0, "Index": 36}, {"Word": "uniformity", "Confidence": 0.896, "X1": 0.12517, "Y1": 0.2832, "X2": 0.24339, "Y2": 0.283, "X3": 0.24339, "Y3": 0.2988, "X4": 0.12378, "Y4": 0.2988, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.25452, "Y1": 0.2832, "X2": 0.28095, "Y2": 0.283, "X3": 0.28095, "Y3": 0.2988, "X4": 0.25313, "Y4": 0.2988, "page": 0, "Index": 38}, {"Word": "garniture", "Confidence": 0.955, "X1": 0.29068, "Y1": 0.2832, "X2": 0.40195, "Y2": 0.283, "X3": 0.40195, "Y3": 0.2988, "X4": 0.29068, "Y4": 0.2988, "page": 0, "Index": 39}, {"Word": "settings", "Confidence": 0.996, "X1": 0.41168, "Y1": 0.2822, "X2": 0.51043, "Y2": 0.282, "X3": 0.51043, "Y3": 0.2988, "X4": 0.41168, "Y4": 0.2988, "page": 0, "Index": 40}, {"Word": "between", "Confidence": 0.996, "X1": 0.51878, "Y1": 0.2822, "X2": 0.60779, "Y2": 0.282, "X3": 0.60779, "Y3": 0.2988, "X4": 0.51878, "Y4": 0.2988, "page": 0, "Index": 41}, {"Word": "machines.", "Confidence": 0.994, "X1": 0.61752, "Y1": 0.2822, "X2": 0.73157, "Y2": 0.282, "X3": 0.73157, "Y3": 0.2988, "X4": 0.61613, "Y4": 0.2988, "page": 0, "Index": 42}, {"Word": "All", "Confidence": 0.89, "X1": 0.75243, "Y1": 0.2822, "X2": 0.79138, "Y2": 0.282, "X3": 0.78999, "Y3": 0.2988, "X4": 0.75104, "Y4": 0.2988, "page": 0, "Index": 43}, {"Word": "which", "Confidence": 0.997, "X1": 0.12239, "Y1": 0.3062, "X2": 0.18359, "Y2": 0.306, "X3": 0.18359, "Y3": 0.3208, "X4": 0.12239, "Y4": 0.3208, "page": 0, "Index": 44}, {"Word": "were", "Confidence": 0.988, "X1": 0.19332, "Y1": 0.3062, "X2": 0.24478, "Y2": 0.306, "X3": 0.24478, "Y3": 0.3208, "X4": 0.19332, "Y4": 0.3208, "page": 0, "Index": 45}, {"Word": "either", "Confidence": 0.995, "X1": 0.25452, "Y1": 0.3052, "X2": 0.32962, "Y2": 0.305, "X3": 0.32962, "Y3": 0.3208, "X4": 0.25452, "Y4": 0.3208, "page": 0, "Index": 46}, {"Word": "unnecessary", "Confidence": 0.993, "X1": 0.34075, "Y1": 0.3052, "X2": 0.47427, "Y2": 0.305, "X3": 0.47427, "Y3": 0.3218, "X4": 0.33936, "Y4": 0.3218, "page": 0, "Index": 47}, {"Word": "or", "Confidence": 0.998, "X1": 0.48401, "Y1": 0.3052, "X2": 0.51043, "Y2": 0.305, "X3": 0.51043, "Y3": 0.3218, "X4": 0.48401, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "had", "Confidence": 0.998, "X1": 0.51878, "Y1": 0.3052, "X2": 0.55911, "Y2": 0.305, "X3": 0.55911, "Y3": 0.3218, "X4": 0.51878, "Y4": 0.3218, "page": 0, "Index": 49}, {"Word": "an", "Confidence": 0.998, "X1": 0.57024, "Y1": 0.3052, "X2": 0.59666, "Y2": 0.305, "X3": 0.59527, "Y3": 0.3218, "X4": 0.57024, "Y4": 0.3218, "page": 0, "Index": 50}, {"Word": "adverse", "Confidence": 0.981, "X1": 0.6064, "Y1": 0.3052, "X2": 0.69263, "Y2": 0.305, "X3": 0.69263, "Y3": 0.3218, "X4": 0.6064, "Y4": 0.3218, "page": 0, "Index": 51}, {"Word": "effect", "Confidence": 0.996, "X1": 0.70236, "Y1": 0.3042, "X2": 0.78025, "Y2": 0.304, "X3": 0.77886, "Y3": 0.3218, "X4": 0.70236, "Y4": 0.3218, "page": 0, "Index": 52}, {"Word": "on", "Confidence": 0.998, "X1": 0.7886, "Y1": 0.3042, "X2": 0.81641, "Y2": 0.304, "X3": 0.81502, "Y3": 0.3218, "X4": 0.7886, "Y4": 0.3218, "page": 0, "Index": 53}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.82754, "Y1": 0.3042, "X2": 0.93741, "Y2": 0.304, "X3": 0.93741, "Y3": 0.3208, "X4": 0.82615, "Y4": 0.3218, "page": 0, "Index": 54}, {"Word": "quality", "Confidence": 0.996, "X1": 0.12239, "Y1": 0.3282, "X2": 0.20723, "Y2": 0.328, "X3": 0.20723, "Y3": 0.3448, "X4": 0.12239, "Y4": 0.3458, "page": 0, "Index": 55}, {"Word": "were", "Confidence": 0.991, "X1": 0.21697, "Y1": 0.3282, "X2": 0.26982, "Y2": 0.328, "X3": 0.26982, "Y3": 0.3448, "X4": 0.21697, "Y4": 0.3448, "page": 0, "Index": 56}, {"Word": "fixed", "Confidence": 0.997, "X1": 0.28095, "Y1": 0.3282, "X2": 0.34214, "Y2": 0.328, "X3": 0.34214, "Y3": 0.3438, "X4": 0.28095, "Y4": 0.3448, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.35327, "Y1": 0.3282, "X2": 0.39082, "Y2": 0.328, "X3": 0.39082, "Y3": 0.3438, "X4": 0.35327, "Y4": 0.3438, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.998, "X1": 0.40195, "Y1": 0.3272, "X2": 0.43811, "Y2": 0.327, "X3": 0.43811, "Y3": 0.3438, "X4": 0.40195, "Y4": 0.3438, "page": 0, "Index": 59}, {"Word": "movements", "Confidence": 0.993, "X1": 0.44645, "Y1": 0.3272, "X2": 0.55911, "Y2": 0.327, "X3": 0.55911, "Y3": 0.3438, "X4": 0.44645, "Y4": 0.3438, "page": 0, "Index": 60}, {"Word": "deemed", "Confidence": 0.991, "X1": 0.56885, "Y1": 0.3272, "X2": 0.64395, "Y2": 0.327, "X3": 0.64395, "Y3": 0.3438, "X4": 0.56885, "Y4": 0.3438, "page": 0, "Index": 61}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.65369, "Y1": 0.3272, "X2": 0.76634, "Y2": 0.327, "X3": 0.76634, "Y3": 0.3438, "X4": 0.65369, "Y4": 0.3438, "page": 0, "Index": 62}, {"Word": "were", "Confidence": 0.991, "X1": 0.77608, "Y1": 0.3282, "X2": 0.82754, "Y2": 0.328, "X3": 0.82754, "Y3": 0.3438, "X4": 0.77608, "Y4": 0.3438, "page": 0, "Index": 63}, {"Word": "given", "Confidence": 0.996, "X1": 0.83727, "Y1": 0.3282, "X2": 0.89986, "Y2": 0.328, "X3": 0.89986, "Y3": 0.3448, "X4": 0.83727, "Y4": 0.3438, "page": 0, "Index": 64}, {"Word": "calibrations", "Confidence": 0.993, "X1": 0.12378, "Y1": 0.3512, "X2": 0.26982, "Y2": 0.351, "X3": 0.26843, "Y3": 0.3678, "X4": 0.12239, "Y4": 0.3668, "page": 0, "Index": 65}, {"Word": "so", "Confidence": 0.998, "X1": 0.28095, "Y1": 0.3512, "X2": 0.30598, "Y2": 0.351, "X3": 0.30459, "Y3": 0.3678, "X4": 0.27955, "Y4": 0.3678, "page": 0, "Index": 66}, {"Word": "that", "Confidence": 0.989, "X1": 0.31711, "Y1": 0.3512, "X2": 0.36579, "Y2": 0.351, "X3": 0.36579, "Y3": 0.3678, "X4": 0.31572, "Y4": 0.3678, "page": 0, "Index": 67}, {"Word": "repeatable", "Confidence": 0.994, "X1": 0.37691, "Y1": 0.3502, "X2": 0.4993, "Y2": 0.35, "X3": 0.4993, "Y3": 0.3678, "X4": 0.37691, "Y4": 0.3678, "page": 0, "Index": 68}, {"Word": "settings", "Confidence": 0.996, "X1": 0.50904, "Y1": 0.3502, "X2": 0.60779, "Y2": 0.35, "X3": 0.60779, "Y3": 0.3668, "X4": 0.50765, "Y4": 0.3678, "page": 0, "Index": 69}, {"Word": "could", "Confidence": 0.998, "X1": 0.61752, "Y1": 0.3502, "X2": 0.6815, "Y2": 0.35, "X3": 0.68011, "Y3": 0.3668, "X4": 0.61752, "Y4": 0.3668, "page": 0, "Index": 70}, {"Word": "be", "Confidence": 0.998, "X1": 0.68985, "Y1": 0.3502, "X2": 0.71905, "Y2": 0.35, "X3": 0.71766, "Y3": 0.3668, "X4": 0.68985, "Y4": 0.3668, "page": 0, "Index": 71}, {"Word": "achieved.", "Confidence": 0.994, "X1": 0.73018, "Y1": 0.3502, "X2": 0.84284, "Y2": 0.35, "X3": 0.84145, "Y3": 0.3658, "X4": 0.72879, "Y4": 0.3668, "page": 0, "Index": 72}, {"Word": "For", "Confidence": 0.998, "X1": 0.19332, "Y1": 0.3972, "X2": 0.23366, "Y2": 0.397, "X3": 0.23227, "Y3": 0.4108, "X4": 0.19193, "Y4": 0.4108, "page": 0, "Index": 73}, {"Word": "ease", "Confidence": 0.988, "X1": 0.24478, "Y1": 0.3972, "X2": 0.29485, "Y2": 0.397, "X3": 0.29207, "Y3": 0.4118, "X4": 0.242, "Y4": 0.4118, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.30459, "Y1": 0.3962, "X2": 0.33102, "Y2": 0.396, "X3": 0.32962, "Y3": 0.4118, "X4": 0.3032, "Y4": 0.4118, "page": 0, "Index": 75}, {"Word": "manufacture", "Confidence": 0.994, "X1": 0.34075, "Y1": 0.3962, "X2": 0.47566, "Y2": 0.396, "X3": 0.47427, "Y3": 0.4118, "X4": 0.33936, "Y4": 0.4118, "page": 0, "Index": 76}, {"Word": "Molins", "Confidence": 0.996, "X1": 0.48401, "Y1": 0.3962, "X2": 0.5605, "Y2": 0.396, "X3": 0.55911, "Y3": 0.4118, "X4": 0.48261, "Y4": 0.4118, "page": 0, "Index": 77}, {"Word": "elements", "Confidence": 0.994, "X1": 0.57024, "Y1": 0.3962, "X2": 0.66898, "Y2": 0.396, "X3": 0.66759, "Y3": 0.4118, "X4": 0.56885, "Y4": 0.4118, "page": 0, "Index": 78}, {"Word": "were", "Confidence": 0.989, "X1": 0.68011, "Y1": 0.3962, "X2": 0.73157, "Y2": 0.396, "X3": 0.73018, "Y3": 0.4118, "X4": 0.67872, "Y4": 0.4118, "page": 0, "Index": 79}, {"Word": "used", "Confidence": 0.991, "X1": 0.74131, "Y1": 0.3962, "X2": 0.79138, "Y2": 0.396, "X3": 0.79138, "Y3": 0.4118, "X4": 0.74131, "Y4": 0.4118, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.80529, "Y1": 0.3952, "X2": 0.84006, "Y2": 0.395, "X3": 0.84006, "Y3": 0.4118, "X4": 0.80389, "Y4": 0.4118, "page": 0, "Index": 81}, {"Word": "attachments", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.4182, "X2": 0.2573, "Y2": 0.418, "X3": 0.2573, "Y3": 0.4348, "X4": 0.12517, "Y4": 0.4348, "page": 0, "Index": 82}, {"Word": "developed", "Confidence": 0.995, "X1": 0.26843, "Y1": 0.4182, "X2": 0.3783, "Y2": 0.418, "X3": 0.37969, "Y3": 0.4348, "X4": 0.26843, "Y4": 0.4348, "page": 0, "Index": 83}, {"Word": "to", "Confidence": 0.998, "X1": 0.38943, "Y1": 0.4182, "X2": 0.41446, "Y2": 0.418, "X3": 0.41586, "Y3": 0.4348, "X4": 0.38943, "Y4": 0.4348, "page": 0, "Index": 84}, {"Word": "permit", "Confidence": 0.995, "X1": 0.4242, "Y1": 0.4182, "X2": 0.5007, "Y2": 0.418, "X3": 0.5007, "Y3": 0.4348, "X4": 0.4242, "Y4": 0.4348, "page": 0, "Index": 85}, {"Word": "controlled", "Confidence": 0.991, "X1": 0.50904, "Y1": 0.4182, "X2": 0.63282, "Y2": 0.418, "X3": 0.63282, "Y3": 0.4348, "X4": 0.51043, "Y4": 0.4348, "page": 0, "Index": 86}, {"Word": "movements", "Confidence": 0.994, "X1": 0.64256, "Y1": 0.4182, "X2": 0.75382, "Y2": 0.418, "X3": 0.75382, "Y3": 0.4348, "X4": 0.64256, "Y4": 0.4348, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.998, "X1": 0.76495, "Y1": 0.4182, "X2": 0.79138, "Y2": 0.418, "X3": 0.79138, "Y3": 0.4338, "X4": 0.76495, "Y4": 0.4348, "page": 0, "Index": 88}, {"Word": "these.", "Confidence": 0.995, "X1": 0.80389, "Y1": 0.4182, "X2": 0.87761, "Y2": 0.418, "X3": 0.87761, "Y3": 0.4338, "X4": 0.80389, "Y4": 0.4338, "page": 0, "Index": 89}, {"Word": "Starting", "Confidence": 0.996, "X1": 0.12378, "Y1": 0.4412, "X2": 0.22114, "Y2": 0.441, "X3": 0.22114, "Y3": 0.4568, "X4": 0.12378, "Y4": 0.4568, "page": 0, "Index": 90}, {"Word": "from", "Confidence": 0.989, "X1": 0.23227, "Y1": 0.4412, "X2": 0.28095, "Y2": 0.441, "X3": 0.28095, "Y3": 0.4568, "X4": 0.23227, "Y4": 0.4568, "page": 0, "Index": 91}, {"Word": "scratch", "Confidence": 0.996, "X1": 0.29207, "Y1": 0.4412, "X2": 0.3783, "Y2": 0.441, "X3": 0.3783, "Y3": 0.4568, "X4": 0.29207, "Y4": 0.4568, "page": 0, "Index": 92}, {"Word": "it", "Confidence": 0.998, "X1": 0.38943, "Y1": 0.4412, "X2": 0.41446, "Y2": 0.441, "X3": 0.41446, "Y3": 0.4568, "X4": 0.38943, "Y4": 0.4568, "page": 0, "Index": 93}, {"Word": "would", "Confidence": 0.997, "X1": 0.4242, "Y1": 0.4412, "X2": 0.48679, "Y2": 0.441, "X3": 0.48679, "Y3": 0.4568, "X4": 0.4242, "Y4": 0.4568, "page": 0, "Index": 94}, {"Word": "be", "Confidence": 0.998, "X1": 0.49652, "Y1": 0.4402, "X2": 0.52295, "Y2": 0.44, "X3": 0.52295, "Y3": 0.4568, "X4": 0.49513, "Y4": 0.4568, "page": 0, "Index": 95}, {"Word": "better", "Confidence": 0.997, "X1": 0.53129, "Y1": 0.4402, "X2": 0.60918, "Y2": 0.44, "X3": 0.60918, "Y3": 0.4568, "X4": 0.53129, "Y4": 0.4568, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.62031, "Y1": 0.4402, "X2": 0.64534, "Y2": 0.44, "X3": 0.64534, "Y3": 0.4568, "X4": 0.62031, "Y4": 0.4568, "page": 0, "Index": 97}, {"Word": "consider", "Confidence": 0.996, "X1": 0.65647, "Y1": 0.4402, "X2": 0.75522, "Y2": 0.44, "X3": 0.75382, "Y3": 0.4568, "X4": 0.65647, "Y4": 0.4568, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.76773, "Y1": 0.4402, "X2": 0.80389, "Y2": 0.44, "X3": 0.80389, "Y3": 0.4568, "X4": 0.76634, "Y4": 0.4568, "page": 0, "Index": 99}, {"Word": "elements", "Confidence": 0.994, "X1": 0.12239, "Y1": 0.4642, "X2": 0.21975, "Y2": 0.464, "X3": 0.21975, "Y3": 0.4798, "X4": 0.12239, "Y4": 0.4798, "page": 0, "Index": 100}, {"Word": "as", "Confidence": 0.998, "X1": 0.23227, "Y1": 0.4642, "X2": 0.2573, "Y2": 0.464, "X3": 0.2573, "Y3": 0.4798, "X4": 0.23227, "Y4": 0.4798, "page": 0, "Index": 101}, {"Word": "an", "Confidence": 0.998, "X1": 0.26982, "Y1": 0.4642, "X2": 0.29346, "Y2": 0.464, "X3": 0.29346, "Y3": 0.4798, "X4": 0.26982, "Y4": 0.4798, "page": 0, "Index": 102}, {"Word": "integral", "Confidence": 0.995, "X1": 0.3032, "Y1": 0.4642, "X2": 0.40334, "Y2": 0.464, "X3": 0.40334, "Y3": 0.4798, "X4": 0.3032, "Y4": 0.4798, "page": 0, "Index": 103}, {"Word": "part", "Confidence": 0.987, "X1": 0.41168, "Y1": 0.4642, "X2": 0.46175, "Y2": 0.464, "X3": 0.46175, "Y3": 0.4798, "X4": 0.41168, "Y4": 0.4798, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.47288, "Y1": 0.4642, "X2": 0.4993, "Y2": 0.464, "X3": 0.4993, "Y3": 0.4798, "X4": 0.47288, "Y4": 0.4798, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.51043, "Y1": 0.4642, "X2": 0.54659, "Y2": 0.464, "X3": 0.54659, "Y3": 0.4798, "X4": 0.51043, "Y4": 0.4798, "page": 0, "Index": 106}, {"Word": "systems", "Confidence": 0.996, "X1": 0.55772, "Y1": 0.4632, "X2": 0.64534, "Y2": 0.463, "X3": 0.64534, "Y3": 0.4788, "X4": 0.55772, "Y4": 0.4798, "page": 0, "Index": 107}, {"Word": "giving", "Confidence": 0.994, "X1": 0.65508, "Y1": 0.4632, "X2": 0.73018, "Y2": 0.463, "X3": 0.73018, "Y3": 0.4788, "X4": 0.65508, "Y4": 0.4788, "page": 0, "Index": 108}, {"Word": "movement.", "Confidence": 0.994, "X1": 0.73992, "Y1": 0.4632, "X2": 0.85257, "Y2": 0.463, "X3": 0.85257, "Y3": 0.4788, "X4": 0.73992, "Y4": 0.4788, "page": 0, "Index": 109}, {"Word": "For", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.4862, "X2": 0.16134, "Y2": 0.486, "X3": 0.15994, "Y3": 0.5018, "X4": 0.12239, "Y4": 0.5018, "page": 0, "Index": 110}, {"Word": "items", "Confidence": 0.997, "X1": 0.17246, "Y1": 0.4862, "X2": 0.23505, "Y2": 0.486, "X3": 0.23366, "Y3": 0.5018, "X4": 0.17107, "Y4": 0.5018, "page": 0, "Index": 111}, {"Word": "replaced", "Confidence": 0.995, "X1": 0.24478, "Y1": 0.4852, "X2": 0.34353, "Y2": 0.485, "X3": 0.34214, "Y3": 0.5028, "X4": 0.24339, "Y4": 0.5018, "page": 0, "Index": 112}, {"Word": "at", "Confidence": 0.998, "X1": 0.35327, "Y1": 0.4852, "X2": 0.38108, "Y2": 0.485, "X3": 0.37969, "Y3": 0.5028, "X4": 0.35188, "Y4": 0.5028, "page": 0, "Index": 113}, {"Word": "relatively", "Confidence": 0.995, "X1": 0.38943, "Y1": 0.4852, "X2": 0.51321, "Y2": 0.485, "X3": 0.51182, "Y3": 0.5018, "X4": 0.38804, "Y4": 0.5028, "page": 0, "Index": 114}, {"Word": "short", "Confidence": 0.997, "X1": 0.52295, "Y1": 0.4852, "X2": 0.58554, "Y2": 0.485, "X3": 0.58414, "Y3": 0.5018, "X4": 0.52156, "Y4": 0.5018, "page": 0, "Index": 115}, {"Word": "intervals", "Confidence": 0.769, "X1": 0.59666, "Y1": 0.4852, "X2": 0.70654, "Y2": 0.485, "X3": 0.70515, "Y3": 0.5018, "X4": 0.59527, "Y4": 0.5018, "page": 0, "Index": 116}, {"Word": "such", "Confidence": 0.981, "X1": 0.71766, "Y1": 0.4852, "X2": 0.76773, "Y2": 0.485, "X3": 0.76634, "Y3": 0.5018, "X4": 0.71627, "Y4": 0.5018, "page": 0, "Index": 117}, {"Word": "as", "Confidence": 0.998, "X1": 0.77886, "Y1": 0.4852, "X2": 0.80529, "Y2": 0.485, "X3": 0.80389, "Y3": 0.5018, "X4": 0.77747, "Y4": 0.5018, "page": 0, "Index": 118}, {"Word": "tongues", "Confidence": 0.995, "X1": 0.81641, "Y1": 0.4852, "X2": 0.90264, "Y2": 0.485, "X3": 0.90125, "Y3": 0.5008, "X4": 0.81502, "Y4": 0.5018, "page": 0, "Index": 119}, {"Word": "a", "Confidence": 0.994, "X1": 0.12517, "Y1": 0.5092, "X2": 0.13769, "Y2": 0.509, "X3": 0.13769, "Y3": 0.5258, "X4": 0.12378, "Y4": 0.5258, "page": 0, "Index": 120}, {"Word": "purpose", "Confidence": 0.995, "X1": 0.14604, "Y1": 0.5092, "X2": 0.23366, "Y2": 0.509, "X3": 0.23366, "Y3": 0.5258, "X4": 0.14604, "Y4": 0.5258, "page": 0, "Index": 121}, {"Word": "built", "Confidence": 0.996, "X1": 0.242, "Y1": 0.5092, "X2": 0.30737, "Y2": 0.509, "X3": 0.30737, "Y3": 0.5258, "X4": 0.242, "Y4": 0.5258, "page": 0, "Index": 122}, {"Word": "item", "Confidence": 0.985, "X1": 0.31711, "Y1": 0.5082, "X2": 0.36579, "Y2": 0.508, "X3": 0.36579, "Y3": 0.5258, "X4": 0.31711, "Y4": 0.5258, "page": 0, "Index": 123}, {"Word": "would", "Confidence": 0.997, "X1": 0.37552, "Y1": 0.5082, "X2": 0.43811, "Y2": 0.508, "X3": 0.43811, "Y3": 0.5248, "X4": 0.37552, "Y4": 0.5258, "page": 0, "Index": 124}, {"Word": "be", "Confidence": 0.997, "X1": 0.44784, "Y1": 0.5082, "X2": 0.47566, "Y2": 0.508, "X3": 0.47566, "Y3": 0.5248, "X4": 0.44784, "Y4": 0.5248, "page": 0, "Index": 125}, {"Word": "preferable", "Confidence": 0.994, "X1": 0.4854, "Y1": 0.5072, "X2": 0.60918, "Y2": 0.507, "X3": 0.60918, "Y3": 0.5248, "X4": 0.4854, "Y4": 0.5248, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.62031, "Y1": 0.5072, "X2": 0.64534, "Y2": 0.507, "X3": 0.64534, "Y3": 0.5248, "X4": 0.62031, "Y4": 0.5248, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.998, "X1": 0.65647, "Y1": 0.5072, "X2": 0.69402, "Y2": 0.507, "X3": 0.69402, "Y3": 0.5238, "X4": 0.65647, "Y4": 0.5248, "page": 0, "Index": 128}, {"Word": "modified", "Confidence": 0.995, "X1": 0.70376, "Y1": 0.5072, "X2": 0.80529, "Y2": 0.507, "X3": 0.80529, "Y3": 0.5238, "X4": 0.70376, "Y4": 0.5238, "page": 0, "Index": 129}, {"Word": "standard", "Confidence": 0.992, "X1": 0.81502, "Y1": 0.5072, "X2": 0.91516, "Y2": 0.507, "X3": 0.91377, "Y3": 0.5228, "X4": 0.81502, "Y4": 0.5238, "page": 0, "Index": 130}, {"Word": "tongue.", "Confidence": 0.987, "X1": 0.12517, "Y1": 0.5332, "X2": 0.2114, "Y2": 0.533, "X3": 0.2114, "Y3": 0.5468, "X4": 0.12378, "Y4": 0.5478, "page": 0, "Index": 131}, {"Word": "Two", "Confidence": 0.993, "X1": 0.1975, "Y1": 0.5762, "X2": 0.23505, "Y2": 0.576, "X3": 0.23505, "Y3": 0.5918, "X4": 0.1975, "Y4": 0.5918, "page": 0, "Index": 132}, {"Word": "additional", "Confidence": 0.991, "X1": 0.24618, "Y1": 0.5752, "X2": 0.36857, "Y2": 0.575, "X3": 0.36857, "Y3": 0.5918, "X4": 0.24618, "Y4": 0.5918, "page": 0, "Index": 133}, {"Word": "benefits", "Confidence": 0.995, "X1": 0.37552, "Y1": 0.5752, "X2": 0.47566, "Y2": 0.575, "X3": 0.47566, "Y3": 0.5918, "X4": 0.37552, "Y4": 0.5918, "page": 0, "Index": 134}, {"Word": "found", "Confidence": 0.998, "X1": 0.48679, "Y1": 0.5752, "X2": 0.54798, "Y2": 0.575, "X3": 0.54798, "Y3": 0.5918, "X4": 0.48679, "Y4": 0.5918, "page": 0, "Index": 135}, {"Word": "with", "Confidence": 0.991, "X1": 0.55772, "Y1": 0.5752, "X2": 0.60918, "Y2": 0.575, "X3": 0.60918, "Y3": 0.5918, "X4": 0.55772, "Y4": 0.5918, "page": 0, "Index": 136}, {"Word": "the", "Confidence": 0.998, "X1": 0.6217, "Y1": 0.5752, "X2": 0.65786, "Y2": 0.575, "X3": 0.65786, "Y3": 0.5918, "X4": 0.6217, "Y4": 0.5918, "page": 0, "Index": 137}, {"Word": "garniture", "Confidence": 0.993, "X1": 0.66898, "Y1": 0.5752, "X2": 0.78025, "Y2": 0.575, "X3": 0.78025, "Y3": 0.5908, "X4": 0.66898, "Y4": 0.5918, "page": 0, "Index": 138}, {"Word": "were", "Confidence": 0.988, "X1": 0.78999, "Y1": 0.5752, "X2": 0.84284, "Y2": 0.575, "X3": 0.84284, "Y3": 0.5908, "X4": 0.78999, "Y4": 0.5908, "page": 0, "Index": 139}, {"Word": "that", "Confidence": 0.991, "X1": 0.12517, "Y1": 0.5982, "X2": 0.17385, "Y2": 0.598, "X3": 0.17246, "Y3": 0.6138, "X4": 0.12378, "Y4": 0.6138, "page": 0, "Index": 140}, {"Word": "its", "Confidence": 0.998, "X1": 0.18359, "Y1": 0.5982, "X2": 0.22114, "Y2": 0.598, "X3": 0.22114, "Y3": 0.6148, "X4": 0.18359, "Y4": 0.6138, "page": 0, "Index": 141}, {"Word": "integral", "Confidence": 0.991, "X1": 0.23366, "Y1": 0.5982, "X2": 0.33241, "Y2": 0.598, "X3": 0.33102, "Y3": 0.6148, "X4": 0.23227, "Y4": 0.6148, "page": 0, "Index": 142}, {"Word": "design", "Confidence": 0.995, "X1": 0.34214, "Y1": 0.5982, "X2": 0.41586, "Y2": 0.598, "X3": 0.41446, "Y3": 0.6148, "X4": 0.34214, "Y4": 0.6148, "page": 0, "Index": 143}, {"Word": "allowed", "Confidence": 0.996, "X1": 0.42698, "Y1": 0.5982, "X2": 0.51321, "Y2": 0.598, "X3": 0.51182, "Y3": 0.6148, "X4": 0.42559, "Y4": 0.6148, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.998, "X1": 0.52295, "Y1": 0.5982, "X2": 0.5605, "Y2": 0.598, "X3": 0.5605, "Y3": 0.6148, "X4": 0.52295, "Y4": 0.6148, "page": 0, "Index": 145}, {"Word": "garniture", "Confidence": 0.952, "X1": 0.57163, "Y1": 0.5982, "X2": 0.68289, "Y2": 0.598, "X3": 0.68289, "Y3": 0.6138, "X4": 0.57024, "Y4": 0.6148, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.5982, "X2": 0.72045, "Y2": 0.598, "X3": 0.72045, "Y3": 0.6138, "X4": 0.69541, "Y4": 0.6138, "page": 0, "Index": 147}, {"Word": "be", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.5982, "X2": 0.75661, "Y2": 0.598, "X3": 0.75522, "Y3": 0.6138, "X4": 0.72879, "Y4": 0.6138, "page": 0, "Index": 148}, {"Word": "removed", "Confidence": 0.998, "X1": 0.76773, "Y1": 0.5982, "X2": 0.85396, "Y2": 0.598, "X3": 0.85257, "Y3": 0.6128, "X4": 0.76634, "Y4": 0.6138, "page": 0, "Index": 149}, {"Word": "as", "Confidence": 0.995, "X1": 0.12517, "Y1": 0.6222, "X2": 0.14882, "Y2": 0.622, "X3": 0.14743, "Y3": 0.6368, "X4": 0.12517, "Y4": 0.6368, "page": 0, "Index": 150}, {"Word": "one", "Confidence": 0.998, "X1": 0.15716, "Y1": 0.6222, "X2": 0.1975, "Y2": 0.622, "X3": 0.1975, "Y3": 0.6368, "X4": 0.15716, "Y4": 0.6368, "page": 0, "Index": 151}, {"Word": "complete", "Confidence": 0.996, "X1": 0.20862, "Y1": 0.6212, "X2": 0.30598, "Y2": 0.621, "X3": 0.30598, "Y3": 0.6368, "X4": 0.20862, "Y4": 0.6368, "page": 0, "Index": 152}, {"Word": "unit", "Confidence": 0.988, "X1": 0.31711, "Y1": 0.6212, "X2": 0.36718, "Y2": 0.621, "X3": 0.36718, "Y3": 0.6368, "X4": 0.31711, "Y4": 0.6368, "page": 0, "Index": 153}, {"Word": "with", "Confidence": 0.981, "X1": 0.37691, "Y1": 0.6212, "X2": 0.42698, "Y2": 0.621, "X3": 0.42698, "Y3": 0.6368, "X4": 0.37691, "Y4": 0.6368, "page": 0, "Index": 154}, {"Word": "no", "Confidence": 0.997, "X1": 0.43115, "Y1": 0.6202, "X2": 0.45619, "Y2": 0.62, "X3": 0.45619, "Y3": 0.6368, "X4": 0.43115, "Y4": 0.6368, "page": 0, "Index": 155}, {"Word": "loss", "Confidence": 0.97, "X1": 0.46314, "Y1": 0.6202, "X2": 0.50487, "Y2": 0.62, "X3": 0.50487, "Y3": 0.6368, "X4": 0.46314, "Y4": 0.6368, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.998, "X1": 0.50904, "Y1": 0.6202, "X2": 0.52851, "Y2": 0.62, "X3": 0.52851, "Y3": 0.6368, "X4": 0.50904, "Y4": 0.6368, "page": 0, "Index": 157}, {"Word": "position", "Confidence": 0.995, "X1": 0.53408, "Y1": 0.6202, "X2": 0.63282, "Y2": 0.62, "X3": 0.63143, "Y3": 0.6368, "X4": 0.53268, "Y4": 0.6368, "page": 0, "Index": 158}, {"Word": "settings", "Confidence": 0.879, "X1": 0.64534, "Y1": 0.6202, "X2": 0.73853, "Y2": 0.62, "X3": 0.73713, "Y3": 0.6368, "X4": 0.64395, "Y4": 0.6368, "page": 0, "Index": 159}, {"Word": "and", "Confidence": 0.998, "X1": 0.7427, "Y1": 0.6202, "X2": 0.78164, "Y2": 0.62, "X3": 0.78025, "Y3": 0.6368, "X4": 0.74131, "Y4": 0.6368, "page": 0, "Index": 160}, {"Word": "also", "Confidence": 0.982, "X1": 0.79138, "Y1": 0.6202, "X2": 0.84145, "Y2": 0.62, "X3": 0.84145, "Y3": 0.6368, "X4": 0.79138, "Y4": 0.6368, "page": 0, "Index": 161}, {"Word": "accurate", "Confidence": 0.993, "X1": 0.12517, "Y1": 0.6442, "X2": 0.22253, "Y2": 0.644, "X3": 0.22114, "Y3": 0.6598, "X4": 0.12378, "Y4": 0.6598, "page": 0, "Index": 162}, {"Word": "predetermined", "Confidence": 0.991, "X1": 0.23227, "Y1": 0.6432, "X2": 0.39082, "Y2": 0.643, "X3": 0.39082, "Y3": 0.6588, "X4": 0.23227, "Y4": 0.6598, "page": 0, "Index": 163}, {"Word": "adjustments", "Confidence": 0.993, "X1": 0.40195, "Y1": 0.6422, "X2": 0.53686, "Y2": 0.642, "X3": 0.53686, "Y3": 0.6588, "X4": 0.40195, "Y4": 0.6588, "page": 0, "Index": 164}, {"Word": "could", "Confidence": 0.997, "X1": 0.54798, "Y1": 0.6422, "X2": 0.60918, "Y2": 0.642, "X3": 0.60918, "Y3": 0.6588, "X4": 0.54798, "Y4": 0.6588, "page": 0, "Index": 165}, {"Word": "be", "Confidence": 0.998, "X1": 0.61892, "Y1": 0.6422, "X2": 0.64673, "Y2": 0.642, "X3": 0.64673, "Y3": 0.6588, "X4": 0.61892, "Y4": 0.6588, "page": 0, "Index": 166}, {"Word": "made", "Confidence": 0.989, "X1": 0.65647, "Y1": 0.6422, "X2": 0.70793, "Y2": 0.642, "X3": 0.70793, "Y3": 0.6588, "X4": 0.65647, "Y4": 0.6588, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.998, "X1": 0.72045, "Y1": 0.6432, "X2": 0.7427, "Y2": 0.643, "X3": 0.7427, "Y3": 0.6588, "X4": 0.72045, "Y4": 0.6588, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.75661, "Y1": 0.6432, "X2": 0.79416, "Y2": 0.643, "X3": 0.79416, "Y3": 0.6588, "X4": 0.75661, "Y4": 0.6588, "page": 0, "Index": 169}, {"Word": "long", "Confidence": 0.987, "X1": 0.80668, "Y1": 0.6432, "X2": 0.85535, "Y2": 0.643, "X3": 0.85535, "Y3": 0.6588, "X4": 0.80668, "Y4": 0.6588, "page": 0, "Index": 170}, {"Word": "folder", "Confidence": 0.994, "X1": 0.12517, "Y1": 0.6652, "X2": 0.19889, "Y2": 0.665, "X3": 0.19889, "Y3": 0.6818, "X4": 0.12378, "Y4": 0.6808, "page": 0, "Index": 171}, {"Word": "whilst", "Confidence": 0.944, "X1": 0.20723, "Y1": 0.6652, "X2": 0.28512, "Y2": 0.665, "X3": 0.28373, "Y3": 0.6818, "X4": 0.20723, "Y4": 0.6818, "page": 0, "Index": 172}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.29485, "Y1": 0.6652, "X2": 0.41586, "Y2": 0.665, "X3": 0.41586, "Y3": 0.6828, "X4": 0.29346, "Y4": 0.6818, "page": 0, "Index": 173}, {"Word": "were", "Confidence": 0.987, "X1": 0.42559, "Y1": 0.6652, "X2": 0.47566, "Y2": 0.665, "X3": 0.47566, "Y3": 0.6828, "X4": 0.42559, "Y4": 0.6828, "page": 0, "Index": 174}, {"Word": "being", "Confidence": 0.997, "X1": 0.48401, "Y1": 0.6652, "X2": 0.54937, "Y2": 0.665, "X3": 0.54937, "Y3": 0.6818, "X4": 0.48401, "Y4": 0.6828, "page": 0, "Index": 175}, {"Word": "produced.", "Confidence": 0.995, "X1": 0.55911, "Y1": 0.6642, "X2": 0.67455, "Y2": 0.664, "X3": 0.67455, "Y3": 0.6818, "X4": 0.55911, "Y4": 0.6818, "page": 0, "Index": 176}, {"Word": "This", "Confidence": 0.989, "X1": 0.69541, "Y1": 0.6642, "X2": 0.74409, "Y2": 0.664, "X3": 0.74409, "Y3": 0.6808, "X4": 0.69541, "Y4": 0.6818, "page": 0, "Index": 177}, {"Word": "latter", "Confidence": 0.967, "X1": 0.75522, "Y1": 0.6642, "X2": 0.83171, "Y2": 0.664, "X3": 0.83171, "Y3": 0.6808, "X4": 0.75522, "Y4": 0.6808, "page": 0, "Index": 178}, {"Word": "effect", "Confidence": 0.994, "X1": 0.12517, "Y1": 0.6882, "X2": 0.20028, "Y2": 0.688, "X3": 0.19889, "Y3": 0.7058, "X4": 0.12378, "Y4": 0.7048, "page": 0, "Index": 179}, {"Word": "would", "Confidence": 0.998, "X1": 0.20723, "Y1": 0.6882, "X2": 0.2726, "Y2": 0.688, "X3": 0.2726, "Y3": 0.7058, "X4": 0.20584, "Y4": 0.7058, "page": 0, "Index": 180}, {"Word": "lend", "Confidence": 0.983, "X1": 0.28234, "Y1": 0.6872, "X2": 0.33241, "Y2": 0.687, "X3": 0.33241, "Y3": 0.7058, "X4": 0.28234, "Y4": 0.7058, "page": 0, "Index": 181}, {"Word": "itself", "Confidence": 0.995, "X1": 0.34214, "Y1": 0.6872, "X2": 0.41725, "Y2": 0.687, "X3": 0.41725, "Y3": 0.7058, "X4": 0.34214, "Y4": 0.7058, "page": 0, "Index": 182}, {"Word": "very", "Confidence": 0.989, "X1": 0.42559, "Y1": 0.6872, "X2": 0.47705, "Y2": 0.687, "X3": 0.47705, "Y3": 0.7048, "X4": 0.42559, "Y4": 0.7058, "page": 0, "Index": 183}, {"Word": "simply", "Confidence": 0.996, "X1": 0.48679, "Y1": 0.6872, "X2": 0.56189, "Y2": 0.687, "X3": 0.5605, "Y3": 0.7048, "X4": 0.48679, "Y4": 0.7048, "page": 0, "Index": 184}, {"Word": "to", "Confidence": 0.998, "X1": 0.57302, "Y1": 0.6872, "X2": 0.59944, "Y2": 0.687, "X3": 0.59944, "Y3": 0.7048, "X4": 0.57302, "Y4": 0.7048, "page": 0, "Index": 185}, {"Word": "some", "Confidence": 0.988, "X1": 0.60779, "Y1": 0.6872, "X2": 0.66064, "Y2": 0.687, "X3": 0.66064, "Y3": 0.7038, "X4": 0.60779, "Y4": 0.7048, "page": 0, "Index": 186}, {"Word": "form", "Confidence": 0.988, "X1": 0.66898, "Y1": 0.6872, "X2": 0.72045, "Y2": 0.687, "X3": 0.72045, "Y3": 0.7038, "X4": 0.66898, "Y4": 0.7038, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.998, "X1": 0.73157, "Y1": 0.6872, "X2": 0.758, "Y2": 0.687, "X3": 0.758, "Y3": 0.7038, "X4": 0.73018, "Y4": 0.7038, "page": 0, "Index": 188}, {"Word": "automatic", "Confidence": 0.995, "X1": 0.76773, "Y1": 0.6872, "X2": 0.88039, "Y2": 0.687, "X3": 0.88039, "Y3": 0.7028, "X4": 0.76773, "Y4": 0.7038, "page": 0, "Index": 189}, {"Word": "diameter", "Confidence": 0.995, "X1": 0.12517, "Y1": 0.7112, "X2": 0.22253, "Y2": 0.711, "X3": 0.22253, "Y3": 0.7278, "X4": 0.12378, "Y4": 0.7278, "page": 0, "Index": 190}, {"Word": "control", "Confidence": 0.941, "X1": 0.23227, "Y1": 0.7102, "X2": 0.32128, "Y2": 0.71, "X3": 0.32128, "Y3": 0.7278, "X4": 0.23227, "Y4": 0.7278, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.998, "X1": 0.32962, "Y1": 0.7102, "X2": 0.35744, "Y2": 0.71, "X3": 0.35744, "Y3": 0.7278, "X4": 0.32962, "Y4": 0.7278, "page": 0, "Index": 192}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.36579, "Y1": 0.7092, "X2": 0.47705, "Y2": 0.709, "X3": 0.47705, "Y3": 0.7278, "X4": 0.36579, "Y4": 0.7278, "page": 0, "Index": 193}, {"Word": "rod.", "Confidence": 0.986, "X1": 0.48679, "Y1": 0.7092, "X2": 0.53547, "Y2": 0.709, "X3": 0.53686, "Y3": 0.7268, "X4": 0.48679, "Y4": 0.7278, "page": 0, "Index": 194}, {"Word": "-5", "Confidence": 0.814, "X1": 0.54103, "Y1": 0.8312, "X2": 0.52434, "Y2": 0.831, "X3": 0.49791, "Y3": 0.8238, "X4": 0.51321, "Y4": 0.7928, "page": 0, "Index": 195}, {"Word": "D.B.", "Confidence": 0.952, "X1": 0.47566, "Y1": 0.8682, "X2": 0.52851, "Y2": 0.868, "X3": 0.52712, "Y3": 0.8848, "X4": 0.47427, "Y4": 0.8868, "page": 0, "Index": 196}, {"Word": "NAYLOR", "Confidence": 0.997, "X1": 0.53547, "Y1": 0.8692, "X2": 0.61335, "Y2": 0.869, "X3": 0.61196, "Y3": 0.8848, "X4": 0.53408, "Y4": 0.8848, "page": 0, "Index": 197}, {"Word": "10533123", "Confidence": 0.996, "X1": 0.92907, "Y1": 0.9942, "X2": 0.93602, "Y2": 0.994, "X3": 0.89986, "Y3": 0.9948, "X4": 0.89569, "Y4": 0.8908, "page": 0, "Index": 198}]}
|
"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"
|
ffmw0204
| 0 |
{"lines_data": [{"Word": "THE DAILY JOURNAL", "Confidence": 0.995, "X1": 0.40184, "Y1": 0.1082, "X2": 0.56653, "Y2": 0.108, "X3": 0.56653, "Y3": 0.1218, "X4": 0.40184, "Y4": 0.1228, "page": 0}, {"Word": "Tobacco industry blasts proposed anti-smoking law", "Confidence": 0.99583, "X1": 0.14756, "Y1": 0.1322, "X2": 0.77602, "Y2": 0.132, "X3": 0.77602, "Y3": 0.1548, "X4": 0.14756, "Y4": 0.1528, "page": 0}, {"Word": "By Sarah Kershaw", "Confidence": 0.574, "X1": 0.14361, "Y1": 0.1612, "X2": 0.25165, "Y2": 0.161, "X3": 0.25165, "Y3": 0.1728, "X4": 0.14361, "Y4": 0.1738, "page": 0}, {"Word": "would prohibit smoking in in- Tabacalera Nacional, refer. found no link between the", "Confidence": 0.81515, "X1": 0.3083, "Y1": 0.1582, "X2": 0.7892, "Y2": 0.158, "X3": 0.7892, "Y3": 0.1698, "X4": 0.3083, "Y4": 0.1698, "page": 0}, {"Word": "found no link between the", "Confidence": 0.8918, "X1": 0.63241, "Y1": 0.1582, "X2": 0.79183, "Y2": 0.158, "X3": 0.79183, "Y3": 0.1698, "X4": 0.63241, "Y4": 0.1708, "page": 0}, {"Word": "Daily Journal Staff", "Confidence": 0.68, "X1": 0.14493, "Y1": 0.1712, "X2": 0.25428, "Y2": 0.171, "X3": 0.25428, "Y3": 0.1818, "X4": 0.14493, "Y4": 0.1818, "page": 0}, {"Word": "-smoking sections in testag- absurd.\"", "Confidence": 0.679, "X1": 0.3083, "Y1": 0.1782, "X2": 0.52569, "Y2": 0.178, "X3": 0.52569, "Y3": 0.1878, "X4": 0.3083, "Y4": 0.1878, "page": 0}, {"Word": "door public places, set up non- ring to the clause.", "Confidence": 0.8418, "X1": 0.31094, "Y1": 0.1682, "X2": 0.59289, "Y2": 0.168, "X3": 0.59289, "Y3": 0.1798, "X4": 0.31094, "Y4": 0.1788, "page": 0}, {"Word": "smoke and lung or heart dis-", "Confidence": 0.826, "X1": 0.62846, "Y1": 0.1682, "X2": 0.79183, "Y2": 0.168, "X3": 0.79183, "Y3": 0.1788, "X4": 0.62846, "Y4": 0.1798, "page": 0}, {"Word": "rants and ban cigarette ad- Even the law's proponents", "Confidence": 0.78956, "X1": 0.30435, "Y1": 0.1872, "X2": 0.62846, "Y2": 0.187, "X3": 0.62846, "Y3": 0.1978, "X4": 0.30435, "Y4": 0.1978, "page": 0}, {"Word": "Tobacco Industry officials.", "Confidence": 0.62767, "X1": 0.15152, "Y1": 0.1862, "X2": 0.30171, "Y2": 0.186, "X3": 0.3004, "Y3": 0.1988, "X4": 0.15152, "Y4": 0.1978, "page": 0}, {"Word": "Many medical studies have", "Confidence": 0.81175, "X1": 0.64427, "Y1": 0.1932, "X2": 0.79315, "Y2": 0.193, "X3": 0.79315, "Y3": 0.2048, "X4": 0.64427, "Y4": 0.2018, "page": 0}, {"Word": "anticipating congressional vertising from movie theaters recognize the difficulty af en-", "Confidence": 0.64736, "X1": 0.14229, "Y1": 0.1972, "X2": 0.62978, "Y2": 0.197, "X3": 0.62978, "Y3": 0.2088, "X4": 0.14229, "Y4": 0.2068, "page": 0}, {"Word": "and billboards. In one of the forcing some of the law's", "Confidence": 0.847, "X1": 0.30435, "Y1": 0.2072, "X2": 0.63241, "Y2": 0.207, "X3": 0.63241, "Y3": 0.2178, "X4": 0.30435, "Y4": 0.2168, "page": 0}, {"Word": "been unable to explain higher", "Confidence": 0.9592, "X1": 0.63373, "Y1": 0.2032, "X2": 0.79051, "Y2": 0.203, "X3": 0.79051, "Y3": 0.2128, "X4": 0.63373, "Y4": 0.2128, "page": 0}, {"Word": "approval of what may prove", "Confidence": 0.889, "X1": 0.14097, "Y1": 0.2082, "X2": 0.30303, "Y2": 0.208, "X3": 0.30303, "Y3": 0.2188, "X4": 0.14097, "Y4": 0.2178, "page": 0}, {"Word": "to be the toughest anti-emek-", "Confidence": 0.8626, "X1": 0.14361, "Y1": 0.2172, "X2": 0.30303, "Y2": 0.217, "X3": 0.30303, "Y3": 0.2268, "X4": 0.14361, "Y4": 0.2258, "page": 0}, {"Word": "law's most extreme clauses, stricter measures, but they", "Confidence": 0.77113, "X1": 0.30698, "Y1": 0.2172, "X2": 0.63109, "Y2": 0.217, "X3": 0.63109, "Y3": 0.2268, "X4": 0.30698, "Y4": 0.2268, "page": 0}, {"Word": "Incidences of heart and hing", "Confidence": 0.8316, "X1": 0.63505, "Y1": 0.2142, "X2": 0.79051, "Y2": 0.214, "X3": 0.79051, "Y3": 0.2228, "X4": 0.63505, "Y4": 0.2218, "page": 0}, {"Word": "ing law in Latin America, Say", "Confidence": 0.74117, "X1": 0.14361, "Y1": 0.2272, "X2": 0.30303, "Y2": 0.227, "X3": 0.30303, "Y3": 0.2368, "X4": 0.14361, "Y4": 0.2358, "page": 0}, {"Word": "soloing in front of pregnant any the punishment is moral,", "Confidence": 0.7214, "X1": 0.30567, "Y1": 0.2272, "X2": 0.62846, "Y2": 0.227, "X3": 0.62846, "Y3": 0.2368, "X4": 0.30567, "Y4": 0.2368, "page": 0}, {"Word": "diseases among men of cer-", "Confidence": 0.6802, "X1": 0.63373, "Y1": 0.2232, "X2": 0.7892, "Y2": 0.223, "X3": 0.7892, "Y3": 0.2328, "X4": 0.63373, "Y4": 0.2318, "page": 0}, {"Word": "it would turn smakers into women and children would be not legal.", "Confidence": 0.76075, "X1": 0.14493, "Y1": 0.2362, "X2": 0.52569, "Y2": 0.236, "X3": 0.52569, "Y3": 0.2458, "X4": 0.14493, "Y4": 0.2448, "page": 0}, {"Word": "Lain ethnic groups, she said.", "Confidence": 0.7882, "X1": 0.63636, "Y1": 0.2322, "X2": 0.79183, "Y2": 0.232, "X3": 0.79183, "Y3": 0.2418, "X4": 0.63636, "Y4": 0.2408, "page": 0}, {"Word": "pariahs and is based upon in-", "Confidence": 0.7575, "X1": 0.14229, "Y1": 0.2452, "X2": 0.30303, "Y2": 0.245, "X3": 0.30303, "Y3": 0.2548, "X4": 0.14229, "Y4": 0.2548, "page": 0}, {"Word": "onnaldered a crime,", "Confidence": 0.35833, "X1": 0.30962, "Y1": 0.2462, "X2": 0.41765, "Y2": 0.246, "X3": 0.41765, "Y3": 0.2558, "X4": 0.30962, "Y4": 0.2538, "page": 0}, {"Word": "There are no sanctions for", "Confidence": 0.6072, "X1": 0.47826, "Y1": 0.2452, "X2": 0.62714, "Y2": 0.245, "X3": 0.62714, "Y3": 0.2548, "X4": 0.47826, "Y4": 0.2548, "page": 0}, {"Word": "For example, 80 percent of", "Confidence": 0.6608, "X1": 0.63505, "Y1": 0.2412, "X2": 0.7971, "Y2": 0.241, "X3": 0.7971, "Y3": 0.2508, "X4": 0.63505, "Y4": 0.2498, "page": 0}, {"Word": "securate medical data.", "Confidence": 0.79333, "X1": 0.14361, "Y1": 0.2552, "X2": 0.26746, "Y2": 0.255, "X3": 0.26746, "Y3": 0.2638, "X4": 0.14361, "Y4": 0.2628, "page": 0}, {"Word": "\"This cannot be enforced,\" breaking the law, but it is &", "Confidence": 0.81009, "X1": 0.31884, "Y1": 0.2552, "X2": 0.62978, "Y2": 0.255, "X3": 0.62978, "Y3": 0.2648, "X4": 0.31884, "Y4": 0.2638, "page": 0}, {"Word": "the Japanese smoke. while", "Confidence": 0.90125, "X1": 0.63373, "Y1": 0.2512, "X2": 0.79183, "Y2": 0.251, "X3": 0.79183, "Y3": 0.2608, "X4": 0.63241, "Y4": 0.2598, "page": 0}, {"Word": "The law, pending passage said Fini Ortero, corporate crime to smoke in front of", "Confidence": 0.75536, "X1": 0.14756, "Y1": 0.2652, "X2": 0.63505, "Y2": 0.265, "X3": 0.63373, "Y3": 0.2748, "X4": 0.14756, "Y4": 0.2728, "page": 0}, {"Word": "The law, pending passage", "Confidence": 0.7085, "X1": 0.15283, "Y1": 0.2662, "X2": 0.30698, "Y2": 0.266, "X3": 0.30698, "Y3": 0.2758, "X4": 0.15283, "Y4": 0.2738, "page": 0}, {"Word": "they have a low incidence of", "Confidence": 0.77333, "X1": 0.63373, "Y1": 0.2602, "X2": 0.79051, "Y2": 0.26, "X3": 0.79051, "Y3": 0.2708, "X4": 0.63373, "Y4": 0.2698, "page": 0}, {"Word": "by the Chamber of Deputies, affairs director for your children,\" said Ronald", "Confidence": 0.77792, "X1": 0.14361, "Y1": 0.2732, "X2": 0.63241, "Y2": 0.273, "X3": 0.63241, "Y3": 0.2838, "X4": 0.14361, "Y4": 0.2828, "page": 0}, {"Word": "heart disease whereas 30", "Confidence": 0.8005, "X1": 0.63373, "Y1": 0.2692, "X2": 0.79051, "Y2": 0.269, "X3": 0.79051, "Y3": 0.2798, "X4": 0.63373, "Y4": 0.2788, "page": 0}, {"Word": "percent of Americans, British", "Confidence": 0.8985, "X1": 0.63505, "Y1": 0.2792, "X2": 0.79051, "Y2": 0.279, "X3": 0.79051, "Y3": 0.2878, "X4": 0.63505, "Y4": 0.2878, "page": 0}, {"Word": "Evans, chief of the Health", "Confidence": 0.8916, "X1": 0.47036, "Y1": 0.2832, "X2": 0.63241, "Y2": 0.283, "X3": 0.63241, "Y3": 0.2928, "X4": 0.47036, "Y4": 0.2928, "page": 0}, {"Word": "and Australans smoke, while", "Confidence": 0.761, "X1": 0.63505, "Y1": 0.2882, "X2": 0.7892, "Y2": 0.288, "X3": 0.7892, "Y3": 0.2978, "X4": 0.63505, "Y4": 0.2978, "page": 0}, {"Word": "Ministry's Chronic Disease", "Confidence": 0.648, "X1": 0.47167, "Y1": 0.2932, "X2": 0.63109, "Y2": 0.293, "X3": 0.63109, "Y3": 0.3028, "X4": 0.47167, "Y4": 0.3018, "page": 0}, {"Word": "the incidences of heart dis-", "Confidence": 0.7258, "X1": 0.63505, "Y1": 0.2982, "X2": 0.7892, "Y2": 0.298, "X3": 0.7892, "Y3": 0.3078, "X4": 0.63505, "Y4": 0.3068, "page": 0}, {"Word": "Division. \"The law is not in", "Confidence": 0.8465, "X1": 0.47299, "Y1": 0.3022, "X2": 0.62714, "Y2": 0.302, "X3": 0.62714, "Y3": 0.3118, "X4": 0.47299, "Y4": 0.3118, "page": 0}, {"Word": "tended In prohibit the con-", "Confidence": 0.625, "X1": 0.47299, "Y1": 0.3122, "X2": 0.62846, "Y2": 0.312, "X3": 0.62846, "Y3": 0.3218, "X4": 0.47299, "Y4": 0.3218, "page": 0}, {"Word": "ease in those countries are", "Confidence": 0.9446, "X1": 0.63241, "Y1": 0.3072, "X2": 0.79183, "Y2": 0.307, "X3": 0.79183, "Y3": 0.3188, "X4": 0.63241, "Y4": 0.3168, "page": 0}, {"Word": "among the highest in the", "Confidence": 0.7552, "X1": 0.63241, "Y1": 0.3162, "X2": 0.78788, "Y2": 0.316, "X3": 0.78788, "Y3": 0.3268, "X4": 0.63241, "Y4": 0.3268, "page": 0}, {"Word": "tumption of cigarettes or", "Confidence": 0.7745, "X1": 0.47431, "Y1": 0.3212, "X2": 0.62978, "Y2": 0.321, "X3": 0.62978, "Y3": 0.3318, "X4": 0.47431, "Y4": 0.3318, "page": 0}, {"Word": "world.", "Confidence": 0.636, "X1": 0.63505, "Y1": 0.3262, "X2": 0.67194, "Y2": 0.326, "X3": 0.67194, "Y3": 0.3358, "X4": 0.63505, "Y4": 0.3358, "page": 0}, {"Word": "make the tobacco industry", "Confidence": 0.83925, "X1": 0.47431, "Y1": 0.3312, "X2": 0.63109, "Y2": 0.331, "X3": 0.63109, "Y3": 0.3418, "X4": 0.47431, "Y4": 0.3408, "page": 0}, {"Word": "Smokers are different from", "Confidence": 0.8185, "X1": 0.64295, "Y1": 0.3362, "X2": 0.7892, "Y2": 0.336, "X3": 0.7892, "Y3": 0.3468, "X4": 0.64295, "Y4": 0.3468, "page": 0}, {"Word": "disappear, it's a defense of", "Confidence": 0.8016, "X1": 0.47431, "Y1": 0.3412, "X2": 0.62978, "Y2": 0.341, "X3": 0.62978, "Y3": 0.3508, "X4": 0.47431, "Y4": 0.3508, "page": 0}, {"Word": "non-smokers in many ways.", "Confidence": 0.7395, "X1": 0.63505, "Y1": 0.3472, "X2": 0.78788, "Y2": 0.347, "X3": 0.78788, "Y3": 0.3568, "X4": 0.63505, "Y4": 0.3558, "page": 0}, {"Word": "the right of non-smokers to", "Confidence": 0.8866, "X1": 0.47299, "Y1": 0.3512, "X2": 0.63241, "Y2": 0.351, "X3": 0.63241, "Y3": 0.3608, "X4": 0.47299, "Y4": 0.3608, "page": 0}, {"Word": "Boyse said, noting that some", "Confidence": 0.9698, "X1": 0.63505, "Y1": 0.3562, "X2": 0.78788, "Y2": 0.356, "X3": 0.78788, "Y3": 0.3658, "X4": 0.63505, "Y4": 0.3658, "page": 0}, {"Word": "breath air that is free of", "Confidence": 0.83567, "X1": 0.47299, "Y1": 0.3592, "X2": 0.63109, "Y2": 0.359, "X3": 0.63109, "Y3": 0.3688, "X4": 0.47299, "Y4": 0.3708, "page": 0}, {"Word": "tobacco.\"", "Confidence": 0.514, "X1": 0.47431, "Y1": 0.3702, "X2": 0.52701, "Y2": 0.37, "X3": 0.52833, "Y3": 0.3778, "X4": 0.47431, "Y4": 0.3788, "page": 0}, {"Word": "studies have shown that be-", "Confidence": 0.8866, "X1": 0.63505, "Y1": 0.3652, "X2": 0.78788, "Y2": 0.365, "X3": 0.78788, "Y3": 0.3758, "X4": 0.63505, "Y4": 0.3768, "page": 0}, {"Word": "cause of generally poorer eat-", "Confidence": 0.7464, "X1": 0.63505, "Y1": 0.3752, "X2": 0.78788, "Y2": 0.375, "X3": 0.78788, "Y3": 0.3858, "X4": 0.63505, "Y4": 0.3858, "page": 0}, {"Word": "Industry officials from both ing habits and personality dif-", "Confidence": 0.84589, "X1": 0.47826, "Y1": 0.3852, "X2": 0.78788, "Y2": 0.385, "X3": 0.78788, "Y3": 0.3958, "X4": 0.47826, "Y4": 0.3908, "page": 0}, {"Word": "Tabacalera Nacional and", "Confidence": 0.94767, "X1": 0.47299, "Y1": 0.3922, "X2": 0.63505, "Y2": 0.392, "X3": 0.63505, "Y3": 0.4018, "X4": 0.47299, "Y4": 0.3998, "page": 0}, {"Word": "ferences, smokers may be", "Confidence": 0.9025, "X1": 0.63241, "Y1": 0.3942, "X2": 0.7892, "Y2": 0.394, "X3": 0.7892, "Y3": 0.4048, "X4": 0.63241, "Y4": 0.4048, "page": 0}, {"Word": "Bigott, the nation's other ma.", "Confidence": 0.6952, "X1": 0.47167, "Y1": 0.4022, "X2": 0.62978, "Y2": 0.402, "X3": 0.62978, "Y3": 0.4118, "X4": 0.47167, "Y4": 0.4098, "page": 0}, {"Word": "more prone to lung and heart", "Confidence": 0.77267, "X1": 0.62451, "Y1": 0.4042, "X2": 0.7892, "Y2": 0.404, "X3": 0.7892, "Y3": 0.4158, "X4": 0.62451, "Y4": 0.4158, "page": 0}, {"Word": "for tobacco company joined . disease.", "Confidence": 0.697, "X1": 0.47299, "Y1": 0.4122, "X2": 0.67721, "Y2": 0.412, "X3": 0.67589, "Y3": 0.4228, "X4": 0.47299, "Y4": 0.4188, "page": 0}, {"Word": "U.S. and British tobacco in-", "Confidence": 0.806, "X1": 0.47299, "Y1": 0.4202, "X2": 0.63109, "Y2": 0.42, "X3": 0.63109, "Y3": 0.4298, "X4": 0.47299, "Y4": 0.4288, "page": 0}, {"Word": "\"The smoking argument", "Confidence": 0.76067, "X1": 0.64032, "Y1": 0.4262, "X2": 0.78788, "Y2": 0.426, "X3": 0.78788, "Y3": 0.4368, "X4": 0.64032, "Y4": 0.4348, "page": 0}, {"Word": "dustry representatives at", "Confidence": 0.77567, "X1": 0.47431, "Y1": 0.4302, "X2": 0.63241, "Y2": 0.43, "X3": 0.63241, "Y3": 0.4408, "X4": 0.47431, "Y4": 0.4398, "page": 0}, {"Word": "gives the medical profession", "Confidence": 0.83975, "X1": 0.62978, "Y1": 0.4352, "X2": 0.78788, "Y2": 0.435, "X3": 0.78788, "Y3": 0.4448, "X4": 0.62978, "Y4": 0.4448, "page": 0}, {"Word": "conference in Macuto last", "Confidence": 0.6935, "X1": 0.47299, "Y1": 0.4402, "X2": 0.63241, "Y2": 0.44, "X3": 0.63241, "Y3": 0.4498, "X4": 0.47299, "Y4": 0.4488, "page": 0}, {"Word": "the perfect answer to these", "Confidence": 0.8846, "X1": 0.62978, "Y1": 0.4432, "X2": 0.78656, "Y2": 0.443, "X3": 0.78656, "Y3": 0.4538, "X4": 0.62978, "Y4": 0.4538, "page": 0}, {"Word": "week in an effort to dispel", "Confidence": 0.77817, "X1": 0.47299, "Y1": 0.4492, "X2": 0.63241, "Y2": 0.449, "X3": 0.63241, "Y3": 0.4588, "X4": 0.47299, "Y4": 0.4578, "page": 0}, {"Word": "health problems and it's .", "Confidence": 0.5906, "X1": 0.62582, "Y1": 0.4532, "X2": 0.7892, "Y2": 0.453, "X3": 0.7892, "Y3": 0.4628, "X4": 0.62582, "Y4": 0.4638, "page": 0}, {"Word": "medical myths about the", "Confidence": 0.691, "X1": 0.47167, "Y1": 0.4682, "X2": 0.62582, "Y2": 0.468, "X3": 0.62582, "Y3": 0.4778, "X4": 0.47167, "Y4": 0.4768, "page": 0}, {"Word": "what they contend are", "Confidence": 0.88225, "X1": 0.47299, "Y1": 0.4592, "X2": 0.62582, "Y2": 0.459, "X3": 0.62582, "Y3": 0.4688, "X4": 0.47299, "Y4": 0.4668, "page": 0}, {"Word": "way for non-smokers, who", "Confidence": 0.62425, "X1": 0.62978, "Y1": 0.4632, "X2": 0.78656, "Y2": 0.463, "X3": 0.78656, "Y3": 0.4728, "X4": 0.62978, "Y4": 0.4738, "page": 0}, {"Word": "health risks of smoking.", "Confidence": 0.8665, "X1": 0.47299, "Y1": 0.4782, "X2": 0.5942, "Y2": 0.478, "X3": 0.5942, "Y3": 0.4868, "X4": 0.47299, "Y4": 0.4868, "page": 0}, {"Word": "are very strongly opposed to", "Confidence": 0.803, "X1": 0.62846, "Y1": 0.4722, "X2": 0.78656, "Y2": 0.472, "X3": 0.78788, "Y3": 0.4828, "X4": 0.62846, "Y4": 0.4828, "page": 0}, {"Word": "smoking, to justify persecut.", "Confidence": 0.682, "X1": 0.63241, "Y1": 0.4822, "X2": 0.78788, "Y2": 0.482, "X3": 0.78788, "Y3": 0.4918, "X4": 0.63241, "Y4": 0.4918, "page": 0}, {"Word": "\"No one knows yet how I ing a section of the", "Confidence": 0.72845, "X1": 0.47958, "Y1": 0.4922, "X2": 0.78656, "Y2": 0.492, "X3": 0.78656, "Y3": 0.5018, "X4": 0.47958, "Y4": 0.4988, "page": 0}, {"Word": "nesses like lung cancer and", "Confidence": 0.7576, "X1": 0.47036, "Y1": 0.5002, "X2": 0.63241, "Y2": 0.5, "X3": 0.63241, "Y3": 0.5098, "X4": 0.47036, "Y4": 0.5098, "page": 0}, {"Word": "population,\" she said.", "Confidence": 0.66667, "X1": 0.63109, "Y1": 0.5012, "X2": 0.74572, "Y2": 0.501, "X3": 0.74572, "Y3": 0.5108, "X4": 0.63241, "Y4": 0.5118, "page": 0}, {"Word": "what causes them to de-", "Confidence": 0.9292, "X1": 0.46904, "Y1": 0.5172, "X2": 0.62582, "Y2": 0.517, "X3": 0.62582, "Y3": 0.5278, "X4": 0.46904, "Y4": 0.5288, "page": 0}, {"Word": "cardiac infections start or", "Confidence": 0.74, "X1": 0.47299, "Y1": 0.5092, "X2": 0.63109, "Y2": 0.509, "X3": 0.63109, "Y3": 0.5188, "X4": 0.47299, "Y4": 0.5188, "page": 0}, {"Word": "Eraas, however, muid that", "Confidence": 0.58625, "X1": 0.62846, "Y1": 0.5112, "X2": 0.78788, "Y2": 0.511, "X3": 0.78788, "Y3": 0.5218, "X4": 0.62846, "Y4": 0.5218, "page": 0}, {"Word": "between 42 and 45 Vaneque-", "Confidence": 0.7768, "X1": 0.62714, "Y1": 0.5202, "X2": 0.78788, "Y2": 0.52, "X3": 0.78788, "Y3": 0.5298, "X4": 0.62714, "Y4": 0.5308, "page": 0}, {"Word": "--", "Confidence": 0.805, "X1": 0.78656, "Y1": 0.5262, "X2": 0.85375, "Y2": 0.526, "X3": 0.85375, "Y3": 0.5378, "X4": 0.78656, "Y4": 0.5378, "page": 0}, {"Word": "velop,\" said Sharon Boyse, & lans are dying of heart", "Confidence": 0.5978, "X1": 0.46904, "Y1": 0.5292, "X2": 0.78656, "Y2": 0.529, "X3": 0.78656, "Y3": 0.5398, "X4": 0.46904, "Y4": 0.5368, "page": 0}, {"Word": "pharmacologist with disease dally end that 22", "Confidence": 0.79214, "X1": 0.47167, "Y1": 0.5392, "X2": 0.78524, "Y2": 0.539, "X3": 0.78393, "Y3": 0.5488, "X4": 0.47167, "Y4": 0.5468, "page": 0}, {"Word": "British American Tobacco", "Confidence": 0.65833, "X1": 0.47167, "Y1": 0.5462, "X2": 0.62846, "Y2": 0.546, "X3": 0.62846, "Y3": 0.5568, "X4": 0.47167, "Y4": 0.5548, "page": 0}, {"Word": "Company, the principal", "Confidence": 0.752, "X1": 0.47431, "Y1": 0.5552, "X2": 0.62978, "Y2": 0.555, "X3": 0.62978, "Y3": 0.5658, "X4": 0.47431, "Y4": 0.5658, "page": 0}, {"Word": "percent of those deaths are", "Confidence": 0.8246, "X1": 0.63109, "Y1": 0.5482, "X2": 0.78656, "Y2": 0.548, "X3": 0.78656, "Y3": 0.5588, "X4": 0.63109, "Y4": 0.5598, "page": 0}, {"Word": "shareholder of Rigott \"\"We The link between smoking", "Confidence": 0.73737, "X1": 0.47431, "Y1": 0.5672, "X2": 0.78788, "Y2": 0.567, "X3": 0.78788, "Y3": 0.5778, "X4": 0.47431, "Y4": 0.5748, "page": 0}, {"Word": "caused by cigarette smoking", "Confidence": 0.712, "X1": 0.62714, "Y1": 0.5582, "X2": 0.78788, "Y2": 0.558, "X3": 0.78788, "Y3": 0.5688, "X4": 0.62714, "Y4": 0.5678, "page": 0}, {"Word": "don't really know that smok. and heart and lung disease is", "Confidence": 0.85145, "X1": 0.47167, "Y1": 0.5772, "X2": 0.78788, "Y2": 0.577, "X3": 0.78788, "Y3": 0.5868, "X4": 0.47167, "Y4": 0.5838, "page": 0}, {"Word": "ing causes these disesses \"\"", "Confidence": 0.6118, "X1": 0.47167, "Y1": 0.5832, "X2": 0.61397, "Y2": 0.583, "X3": 0.61397, "Y3": 0.5928, "X4": 0.47299, "Y4": 0.5938, "page": 0}, {"Word": "\"totally proven,\" he said,", "Confidence": 0.79725, "X1": 0.62714, "Y1": 0.5862, "X2": 0.79315, "Y2": 0.586, "X3": 0.79315, "Y3": 0.5958, "X4": 0.62714, "Y4": 0.5968, "page": 0}, {"Word": "Epidemiology, she said, is \"\"The evidence is ques-", "Confidence": 0.6045, "X1": 0.47694, "Y1": 0.5962, "X2": 0.78656, "Y2": 0.596, "X3": 0.78656, "Y3": 0.6058, "X4": 0.47694, "Y4": 0.6028, "page": 0}, {"Word": "--", "Confidence": 0.675, "X1": 0.79578, "Y1": 0.5992, "X2": 0.79578, "Y2": 0.599, "X3": 0.78788, "Y3": 0.5988, "X4": 0.78788, "Y4": 0.5718, "page": 0}, {"Word": "an imperfect science that tlorable \"", "Confidence": 0.81733, "X1": 0.47431, "Y1": 0.6042, "X2": 0.6917, "Y2": 0.604, "X3": 0.6917, "Y3": 0.6138, "X4": 0.47431, "Y4": 0.6128, "page": 0}, {"Word": "\"\"should be taken with a grain", "Confidence": 0.73767, "X1": 0.47299, "Y1": 0.6132, "X2": 0.62846, "Y2": 0.613, "X3": 0.62846, "Y3": 0.6238, "X4": 0.47299, "Y4": 0.6228, "page": 0}, {"Word": "According to the 1985 re", "Confidence": 0.869, "X1": 0.63768, "Y1": 0.6152, "X2": 0.78129, "Y2": 0.615, "X3": 0.78129, "Y3": 0.6258, "X4": 0.63768, "Y4": 0.6268, "page": 0}, {"Word": "of mit.\"", "Confidence": 0.788, "X1": 0.47299, "Y1": 0.6222, "X2": 0.51779, "Y2": 0.622, "X3": 0.5191, "Y3": 0.6308, "X4": 0.47299, "Y4": 0.6318, "page": 0}, {"Word": "port from the U.S. Surgeon", "Confidence": 0.9054, "X1": 0.62714, "Y1": 0.6252, "X2": 0.78524, "Y2": 0.625, "X3": 0.78524, "Y3": 0.6348, "X4": 0.62714, "Y4": 0.6378, "page": 0}, {"Word": "Boyse said that reports General's Office, the chance", "Confidence": 0.73525, "X1": 0.47431, "Y1": 0.6352, "X2": 0.78524, "Y2": 0.635, "X3": 0.78524, "Y3": 0.6458, "X4": 0.47431, "Y4": 0.6438, "page": 0}, {"Word": "linking smoking to lang of dying of lung cancer is", "Confidence": 0.7945, "X1": 0.47167, "Y1": 0.6452, "X2": 0.78393, "Y2": 0.645, "X3": 0.78393, "Y3": 0.6558, "X4": 0.47167, "Y4": 0.6548, "page": 0}, {"Word": "career and heart disease have eight to 15 times greater for", "Confidence": 0.78736, "X1": 0.46904, "Y1": 0.6552, "X2": 0.78393, "Y2": 0.655, "X3": 0.78393, "Y3": 0.6658, "X4": 0.46904, "Y4": 0.6638, "page": 0}, {"Word": "downplayed other factors smokers than non-smokers", "Confidence": 0.7245, "X1": 0.46904, "Y1": 0.6642, "X2": 0.78393, "Y2": 0.664, "X3": 0.78261, "Y3": 0.6748, "X4": 0.46904, "Y4": 0.6728, "page": 0}, {"Word": "that are also known to cause", "Confidence": 0.85667, "X1": 0.47167, "Y1": 0.6722, "X2": 0.62978, "Y2": 0.672, "X3": 0.62978, "Y3": 0.6818, "X4": 0.47167, "Y4": 0.6818, "page": 0}, {"Word": "Smoking is responsible for 30", "Confidence": 0.928, "X1": 0.63109, "Y1": 0.6732, "X2": 0.78393, "Y2": 0.673, "X3": 0.78393, "Y3": 0.6828, "X4": 0.63109, "Y4": 0.6848, "page": 0}, {"Word": "these diseases: exposure to", "Confidence": 0.74575, "X1": 0.47036, "Y1": 0.6822, "X2": 0.62582, "Y2": 0.682, "X3": 0.62582, "Y3": 0.6918, "X4": 0.47036, "Y4": 0.6908, "page": 0}, {"Word": "percent of cancer deaths in", "Confidence": 0.8556, "X1": 0.62714, "Y1": 0.6832, "X2": 0.78393, "Y2": 0.683, "X3": 0.78393, "Y3": 0.6928, "X4": 0.62714, "Y4": 0.6938, "page": 0}, {"Word": "asbestos and sulphuric acid in", "Confidence": 0.7702, "X1": 0.46904, "Y1": 0.6922, "X2": 0.62714, "Y2": 0.692, "X3": 0.62714, "Y3": 0.7008, "X4": 0.46904, "Y4": 0.7008, "page": 0}, {"Word": "the United States, including", "Confidence": 0.74475, "X1": 0.62846, "Y1": 0.6932, "X2": 0.78393, "Y2": 0.693, "X3": 0.78393, "Y3": 0.7028, "X4": 0.62846, "Y4": 0.7028, "page": 0}, {"Word": "occupations like mining and 87 percent of lung cancer, the", "Confidence": 0.7376, "X1": 0.47036, "Y1": 0.7032, "X2": 0.78393, "Y2": 0.703, "X3": 0.78393, "Y3": 0.7128, "X4": 0.47036, "Y4": 0.7108, "page": 0}, {"Word": "flooring, inhalation of diesel leading cause of cancer", "Confidence": 0.74712, "X1": 0.47036, "Y1": 0.7132, "X2": 0.78524, "Y2": 0.713, "X3": 0.78524, "Y3": 0.7228, "X4": 0.47036, "Y4": 0.7198, "page": 0}, {"Word": "fuel exhaust, consumption of mortality.", "Confidence": 0.7556, "X1": 0.47036, "Y1": 0.7222, "X2": 0.68379, "Y2": 0.722, "X3": 0.68379, "Y3": 0.7328, "X4": 0.47036, "Y4": 0.7288, "page": 0}, {"Word": "cholesterol and saturated", "Confidence": 0.59967, "X1": 0.47036, "Y1": 0.7302, "X2": 0.62582, "Y2": 0.73, "X3": 0.62582, "Y3": 0.7398, "X4": 0.47036, "Y4": 0.7388, "page": 0}, {"Word": "The report also said that 27", "Confidence": 0.92233, "X1": 0.63109, "Y1": 0.7332, "X2": 0.78393, "Y2": 0.733, "X3": 0.78393, "Y3": 0.7438, "X4": 0.63109, "Y4": 0.7438, "page": 0}, {"Word": "fats, stress, pollution and", "Confidence": 0.7595, "X1": 0.47036, "Y1": 0.7402, "X2": 0.62451, "Y2": 0.74, "X3": 0.62451, "Y3": 0.7488, "X4": 0.47036, "Y4": 0.7488, "page": 0}, {"Word": "genetic predisposition.", "Confidence": 0.4065, "X1": 0.47036, "Y1": 0.7492, "X2": 0.58762, "Y2": 0.749, "X3": 0.58762, "Y3": 0.7578, "X4": 0.47036, "Y4": 0.7578, "page": 0}, {"Word": "percent of heart disease-", "Confidence": 0.71475, "X1": 0.62714, "Y1": 0.7442, "X2": 0.78393, "Y2": 0.744, "X3": 0.78393, "Y3": 0.7528, "X4": 0.62714, "Y4": 0.7538, "page": 0}, {"Word": "related deaths are caused by", "Confidence": 0.7028, "X1": 0.62846, "Y1": 0.7532, "X2": 0.78261, "Y2": 0.753, "X3": 0.78261, "Y3": 0.7628, "X4": 0.62846, "Y4": 0.7618, "page": 0}, {"Word": "She said that several", "Confidence": 0.8935, "X1": 0.47958, "Y1": 0.7582, "X2": 0.62714, "Y2": 0.758, "X3": 0.62714, "Y3": 0.7688, "X4": 0.47826, "Y4": 0.7678, "page": 0}, {"Word": "omaking. Smoking has also", "Confidence": 0.54375, "X1": 0.62319, "Y1": 0.7622, "X2": 0.78393, "Y2": 0.762, "X3": 0.78393, "Y3": 0.7718, "X4": 0.62319, "Y4": 0.7718, "page": 0}, {"Word": "studies that exposed labors. been linked to cancer of the", "Confidence": 0.8593, "X1": 0.46904, "Y1": 0.7722, "X2": 0.78261, "Y2": 0.772, "X3": 0.78261, "Y3": 0.7818, "X4": 0.46904, "Y4": 0.7768, "page": 0}, {"Word": "tory animals to large mouth, larynx, esophagus,", "Confidence": 0.78629, "X1": 0.47036, "Y1": 0.7822, "X2": 0.78261, "Y2": 0.782, "X3": 0.78261, "Y3": 0.7918, "X4": 0.46904, "Y4": 0.7868, "page": 0}, {"Word": "amounts of tobacco smoke kidnew and pancreas.", "Confidence": 0.77214, "X1": 0.47036, "Y1": 0.7902, "X2": 0.74045, "Y2": 0.79, "X3": 0.74045, "Y3": 0.8008, "X4": 0.47036, "Y4": 0.7958, "page": 0}, {"Word": "Tuesday, July 2. 1991", "Confidence": 0.89625, "X1": 0.57708, "Y1": 0.8172, "X2": 0.70092, "Y2": 0.817, "X3": 0.70092, "Y3": 0.8288, "X4": 0.57576, "Y4": 0.8258, "page": 0}, {"Word": "301530904", "Confidence": 0.995, "X1": 0.8419, "Y1": 0.9452, "X2": 0.84058, "Y2": 0.945, "X3": 0.80896, "Y3": 0.9438, "X4": 0.81028, "Y4": 0.8278, "page": 0}], "words_data": [{"Word": "THE", "Confidence": 0.998, "X1": 0.40448, "Y1": 0.1082, "X2": 0.43347, "Y2": 0.108, "X3": 0.43347, "Y3": 0.1228, "X4": 0.40448, "Y4": 0.1228, "page": 0, "Index": 0}, {"Word": "DAILY", "Confidence": 0.992, "X1": 0.44005, "Y1": 0.1082, "X2": 0.49012, "Y2": 0.108, "X3": 0.49012, "Y3": 0.1228, "X4": 0.44005, "Y4": 0.1228, "page": 0, "Index": 1}, {"Word": "JOURNAL", "Confidence": 0.995, "X1": 0.49671, "Y1": 0.1092, "X2": 0.5639, "Y2": 0.109, "X3": 0.56258, "Y3": 0.1218, "X4": 0.49671, "Y4": 0.1228, "page": 0, "Index": 2}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.1502, "Y1": 0.1322, "X2": 0.24901, "Y2": 0.132, "X3": 0.24901, "Y3": 0.1528, "X4": 0.1502, "Y4": 0.1518, "page": 0, "Index": 3}, {"Word": "industry", "Confidence": 0.996, "X1": 0.2556, "Y1": 0.1322, "X2": 0.36232, "Y2": 0.132, "X3": 0.36232, "Y3": 0.1538, "X4": 0.2556, "Y4": 0.1528, "page": 0, "Index": 4}, {"Word": "blasts", "Confidence": 0.997, "X1": 0.36891, "Y1": 0.1322, "X2": 0.44137, "Y2": 0.132, "X3": 0.44137, "Y3": 0.1548, "X4": 0.36891, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "proposed", "Confidence": 0.996, "X1": 0.44664, "Y1": 0.1322, "X2": 0.55863, "Y2": 0.132, "X3": 0.55863, "Y3": 0.1548, "X4": 0.44664, "Y4": 0.1548, "page": 0, "Index": 6}, {"Word": "anti-smoking", "Confidence": 0.992, "X1": 0.5639, "Y1": 0.1332, "X2": 0.72464, "Y2": 0.133, "X3": 0.72464, "Y3": 0.1548, "X4": 0.5639, "Y4": 0.1548, "page": 0, "Index": 7}, {"Word": "law", "Confidence": 0.998, "X1": 0.73123, "Y1": 0.1332, "X2": 0.77075, "Y2": 0.133, "X3": 0.77075, "Y3": 0.1548, "X4": 0.72991, "Y4": 0.1548, "page": 0, "Index": 8}, {"Word": "By", "Confidence": 0.886, "X1": 0.14493, "Y1": 0.1622, "X2": 0.1581, "Y2": 0.162, "X3": 0.1581, "Y3": 0.1738, "X4": 0.14493, "Y4": 0.1748, "page": 0, "Index": 9}, {"Word": "Sarah", "Confidence": 0.419, "X1": 0.16074, "Y1": 0.1612, "X2": 0.19499, "Y2": 0.161, "X3": 0.19368, "Y3": 0.1728, "X4": 0.16074, "Y4": 0.1738, "page": 0, "Index": 10}, {"Word": "Kershaw", "Confidence": 0.417, "X1": 0.19763, "Y1": 0.1622, "X2": 0.24769, "Y2": 0.162, "X3": 0.24769, "Y3": 0.1728, "X4": 0.19763, "Y4": 0.1728, "page": 0, "Index": 11}, {"Word": "would", "Confidence": 0.738, "X1": 0.30962, "Y1": 0.1592, "X2": 0.34124, "Y2": 0.159, "X3": 0.34124, "Y3": 0.1698, "X4": 0.30962, "Y4": 0.1688, "page": 0, "Index": 12}, {"Word": "prohibit", "Confidence": 0.881, "X1": 0.34519, "Y1": 0.1592, "X2": 0.38735, "Y2": 0.159, "X3": 0.38735, "Y3": 0.1698, "X4": 0.34387, "Y4": 0.1698, "page": 0, "Index": 13}, {"Word": "smoking", "Confidence": 0.691, "X1": 0.38999, "Y1": 0.1592, "X2": 0.43478, "Y2": 0.159, "X3": 0.43478, "Y3": 0.1698, "X4": 0.38999, "Y4": 0.1698, "page": 0, "Index": 14}, {"Word": "in", "Confidence": 0.942, "X1": 0.43742, "Y1": 0.1592, "X2": 0.44796, "Y2": 0.159, "X3": 0.44796, "Y3": 0.1698, "X4": 0.43742, "Y4": 0.1698, "page": 0, "Index": 15}, {"Word": "in-", "Confidence": 0.881, "X1": 0.45059, "Y1": 0.1592, "X2": 0.47167, "Y2": 0.159, "X3": 0.47167, "Y3": 0.1708, "X4": 0.45059, "Y4": 0.1708, "page": 0, "Index": 16}, {"Word": "Tabacalera", "Confidence": 0.613, "X1": 0.47431, "Y1": 0.1592, "X2": 0.53228, "Y2": 0.159, "X3": 0.53228, "Y3": 0.1708, "X4": 0.47431, "Y4": 0.1708, "page": 0, "Index": 17}, {"Word": "Nacional,", "Confidence": 0.659, "X1": 0.53755, "Y1": 0.1592, "X2": 0.59289, "Y2": 0.159, "X3": 0.59289, "Y3": 0.1708, "X4": 0.53755, "Y4": 0.1708, "page": 0, "Index": 18}, {"Word": "refer.", "Confidence": 0.732, "X1": 0.59552, "Y1": 0.1592, "X2": 0.63109, "Y2": 0.159, "X3": 0.63109, "Y3": 0.1708, "X4": 0.59552, "Y4": 0.1708, "page": 0, "Index": 19}, {"Word": "found", "Confidence": 0.621, "X1": 0.63505, "Y1": 0.1592, "X2": 0.6693, "Y2": 0.159, "X3": 0.6693, "Y3": 0.1708, "X4": 0.63505, "Y4": 0.1708, "page": 0, "Index": 20}, {"Word": "found", "Confidence": 0.618, "X1": 0.63505, "Y1": 0.1602, "X2": 0.6693, "Y2": 0.16, "X3": 0.6693, "Y3": 0.1708, "X4": 0.63505, "Y4": 0.1708, "page": 0, "Index": 21}, {"Word": "no", "Confidence": 0.998, "X1": 0.67457, "Y1": 0.1592, "X2": 0.69038, "Y2": 0.159, "X3": 0.69038, "Y3": 0.1698, "X4": 0.67457, "Y4": 0.1708, "page": 0, "Index": 22}, {"Word": "no", "Confidence": 0.993, "X1": 0.67457, "Y1": 0.1602, "X2": 0.69038, "Y2": 0.16, "X3": 0.69038, "Y3": 0.1708, "X4": 0.67457, "Y4": 0.1708, "page": 0, "Index": 23}, {"Word": "link", "Confidence": 0.979, "X1": 0.69433, "Y1": 0.1602, "X2": 0.71805, "Y2": 0.16, "X3": 0.71805, "Y3": 0.1708, "X4": 0.69433, "Y4": 0.1708, "page": 0, "Index": 24}, {"Word": "link", "Confidence": 0.972, "X1": 0.69565, "Y1": 0.1592, "X2": 0.71673, "Y2": 0.159, "X3": 0.71673, "Y3": 0.1698, "X4": 0.69433, "Y4": 0.1698, "page": 0, "Index": 25}, {"Word": "between", "Confidence": 0.876, "X1": 0.722, "Y1": 0.1592, "X2": 0.7668, "Y2": 0.159, "X3": 0.7668, "Y3": 0.1698, "X4": 0.722, "Y4": 0.1698, "page": 0, "Index": 26}, {"Word": "between", "Confidence": 0.875, "X1": 0.722, "Y1": 0.1592, "X2": 0.7668, "Y2": 0.159, "X3": 0.7668, "Y3": 0.1708, "X4": 0.72332, "Y4": 0.1708, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.993, "X1": 0.77075, "Y1": 0.1602, "X2": 0.79051, "Y2": 0.16, "X3": 0.7892, "Y3": 0.1698, "X4": 0.77075, "Y4": 0.1698, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.994, "X1": 0.77207, "Y1": 0.1592, "X2": 0.79183, "Y2": 0.159, "X3": 0.79183, "Y3": 0.1708, "X4": 0.77207, "Y4": 0.1708, "page": 0, "Index": 29}, {"Word": "Daily", "Confidence": 0.6, "X1": 0.14493, "Y1": 0.1722, "X2": 0.17391, "Y2": 0.172, "X3": 0.17391, "Y3": 0.1818, "X4": 0.14493, "Y4": 0.1808, "page": 0, "Index": 30}, {"Word": "Journal", "Confidence": 0.603, "X1": 0.17655, "Y1": 0.1722, "X2": 0.21871, "Y2": 0.172, "X3": 0.21871, "Y3": 0.1818, "X4": 0.17655, "Y4": 0.1818, "page": 0, "Index": 31}, {"Word": "Staff", "Confidence": 0.837, "X1": 0.22134, "Y1": 0.1712, "X2": 0.25428, "Y2": 0.171, "X3": 0.25428, "Y3": 0.1818, "X4": 0.22134, "Y4": 0.1818, "page": 0, "Index": 32}, {"Word": "-smoking", "Confidence": 0.618, "X1": 0.30962, "Y1": 0.1782, "X2": 0.35837, "Y2": 0.178, "X3": 0.35968, "Y3": 0.1878, "X4": 0.31094, "Y4": 0.1878, "page": 0, "Index": 33}, {"Word": "door", "Confidence": 0.971, "X1": 0.31225, "Y1": 0.1692, "X2": 0.33333, "Y2": 0.169, "X3": 0.33465, "Y3": 0.1788, "X4": 0.31225, "Y4": 0.1788, "page": 0, "Index": 34}, {"Word": "public", "Confidence": 0.829, "X1": 0.33597, "Y1": 0.1692, "X2": 0.36759, "Y2": 0.169, "X3": 0.36759, "Y3": 0.1798, "X4": 0.33729, "Y4": 0.1788, "page": 0, "Index": 35}, {"Word": "sections", "Confidence": 0.606, "X1": 0.36364, "Y1": 0.1782, "X2": 0.40843, "Y2": 0.178, "X3": 0.40975, "Y3": 0.1878, "X4": 0.36495, "Y4": 0.1878, "page": 0, "Index": 36}, {"Word": "places,", "Confidence": 0.69, "X1": 0.37022, "Y1": 0.1702, "X2": 0.4058, "Y2": 0.17, "X3": 0.4058, "Y3": 0.1798, "X4": 0.37022, "Y4": 0.1798, "page": 0, "Index": 37}, {"Word": "set", "Confidence": 0.803, "X1": 0.40843, "Y1": 0.1702, "X2": 0.42424, "Y2": 0.17, "X3": 0.42424, "Y3": 0.1798, "X4": 0.40843, "Y4": 0.1798, "page": 0, "Index": 38}, {"Word": "in", "Confidence": 0.996, "X1": 0.41238, "Y1": 0.1782, "X2": 0.42424, "Y2": 0.178, "X3": 0.42556, "Y3": 0.1878, "X4": 0.41238, "Y4": 0.1878, "page": 0, "Index": 39}, {"Word": "up", "Confidence": 0.998, "X1": 0.42688, "Y1": 0.1702, "X2": 0.44005, "Y2": 0.17, "X3": 0.44005, "Y3": 0.1798, "X4": 0.42819, "Y4": 0.1798, "page": 0, "Index": 40}, {"Word": "testag-", "Confidence": 0.633, "X1": 0.42819, "Y1": 0.1792, "X2": 0.47036, "Y2": 0.179, "X3": 0.47036, "Y3": 0.1878, "X4": 0.42819, "Y4": 0.1878, "page": 0, "Index": 41}, {"Word": "non-", "Confidence": 0.667, "X1": 0.44269, "Y1": 0.1702, "X2": 0.47036, "Y2": 0.17, "X3": 0.47036, "Y3": 0.1798, "X4": 0.44269, "Y4": 0.1798, "page": 0, "Index": 42}, {"Word": "ring", "Confidence": 0.792, "X1": 0.47299, "Y1": 0.1702, "X2": 0.49671, "Y2": 0.17, "X3": 0.49671, "Y3": 0.1798, "X4": 0.47299, "Y4": 0.1798, "page": 0, "Index": 43}, {"Word": "absurd.\"", "Confidence": 0.542, "X1": 0.47431, "Y1": 0.1792, "X2": 0.52042, "Y2": 0.179, "X3": 0.52042, "Y3": 0.1878, "X4": 0.47431, "Y4": 0.1878, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.994, "X1": 0.50593, "Y1": 0.1702, "X2": 0.5191, "Y2": 0.17, "X3": 0.5191, "Y3": 0.1798, "X4": 0.50593, "Y4": 0.1798, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.52701, "Y1": 0.1692, "X2": 0.54677, "Y2": 0.169, "X3": 0.54677, "Y3": 0.1798, "X4": 0.52701, "Y4": 0.1798, "page": 0, "Index": 46}, {"Word": "clause.", "Confidence": 0.676, "X1": 0.55468, "Y1": 0.1692, "X2": 0.59289, "Y2": 0.169, "X3": 0.59289, "Y3": 0.1798, "X4": 0.55336, "Y4": 0.1798, "page": 0, "Index": 47}, {"Word": "smoke", "Confidence": 0.535, "X1": 0.63505, "Y1": 0.1692, "X2": 0.67062, "Y2": 0.169, "X3": 0.67194, "Y3": 0.1798, "X4": 0.63636, "Y4": 0.1798, "page": 0, "Index": 48}, {"Word": "and", "Confidence": 0.998, "X1": 0.67325, "Y1": 0.1692, "X2": 0.69433, "Y2": 0.169, "X3": 0.69433, "Y3": 0.1788, "X4": 0.67457, "Y4": 0.1788, "page": 0, "Index": 49}, {"Word": "lung", "Confidence": 0.766, "X1": 0.69697, "Y1": 0.1682, "X2": 0.72069, "Y2": 0.168, "X3": 0.722, "Y3": 0.1788, "X4": 0.69697, "Y4": 0.1788, "page": 0, "Index": 50}, {"Word": "or", "Confidence": 0.994, "X1": 0.72464, "Y1": 0.1682, "X2": 0.73518, "Y2": 0.168, "X3": 0.7365, "Y3": 0.1788, "X4": 0.72464, "Y4": 0.1788, "page": 0, "Index": 51}, {"Word": "heart", "Confidence": 0.81, "X1": 0.73781, "Y1": 0.1682, "X2": 0.7668, "Y2": 0.168, "X3": 0.7668, "Y3": 0.1798, "X4": 0.73913, "Y4": 0.1788, "page": 0, "Index": 52}, {"Word": "dis-", "Confidence": 0.853, "X1": 0.76943, "Y1": 0.1682, "X2": 0.79183, "Y2": 0.168, "X3": 0.79183, "Y3": 0.1798, "X4": 0.76943, "Y4": 0.1798, "page": 0, "Index": 53}, {"Word": "Tobacco", "Confidence": 0.629, "X1": 0.15415, "Y1": 0.1872, "X2": 0.20158, "Y2": 0.187, "X3": 0.20026, "Y3": 0.1978, "X4": 0.15283, "Y4": 0.1968, "page": 0, "Index": 54}, {"Word": "rants", "Confidence": 0.955, "X1": 0.3083, "Y1": 0.1882, "X2": 0.33992, "Y2": 0.188, "X3": 0.34124, "Y3": 0.1978, "X4": 0.30962, "Y4": 0.1978, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.96, "X1": 0.34387, "Y1": 0.1882, "X2": 0.36627, "Y2": 0.188, "X3": 0.36627, "Y3": 0.1978, "X4": 0.34519, "Y4": 0.1978, "page": 0, "Index": 56}, {"Word": "ban", "Confidence": 0.661, "X1": 0.36891, "Y1": 0.1882, "X2": 0.3913, "Y2": 0.188, "X3": 0.3913, "Y3": 0.1978, "X4": 0.37022, "Y4": 0.1978, "page": 0, "Index": 57}, {"Word": "cigarette", "Confidence": 0.626, "X1": 0.39526, "Y1": 0.1882, "X2": 0.44532, "Y2": 0.188, "X3": 0.44664, "Y3": 0.1978, "X4": 0.39526, "Y4": 0.1978, "page": 0, "Index": 58}, {"Word": "ad-", "Confidence": 0.561, "X1": 0.44928, "Y1": 0.1882, "X2": 0.47036, "Y2": 0.188, "X3": 0.47036, "Y3": 0.1978, "X4": 0.44928, "Y4": 0.1978, "page": 0, "Index": 59}, {"Word": "anticipating", "Confidence": 0.3, "X1": 0.14361, "Y1": 0.1972, "X2": 0.21476, "Y2": 0.197, "X3": 0.21344, "Y3": 0.2078, "X4": 0.14361, "Y4": 0.2068, "page": 0, "Index": 60}, {"Word": "Industry", "Confidence": 0.941, "X1": 0.20422, "Y1": 0.1872, "X2": 0.25296, "Y2": 0.187, "X3": 0.25296, "Y3": 0.1988, "X4": 0.2029, "Y4": 0.1978, "page": 0, "Index": 61}, {"Word": "congressional", "Confidence": 0.481, "X1": 0.22398, "Y1": 0.1982, "X2": 0.30567, "Y2": 0.198, "X3": 0.30567, "Y3": 0.2078, "X4": 0.22266, "Y4": 0.2078, "page": 0, "Index": 62}, {"Word": "officials.", "Confidence": 0.313, "X1": 0.2556, "Y1": 0.1872, "X2": 0.30171, "Y2": 0.187, "X3": 0.30171, "Y3": 0.1998, "X4": 0.2556, "Y4": 0.1988, "page": 0, "Index": 63}, {"Word": "Even", "Confidence": 0.884, "X1": 0.48353, "Y1": 0.1882, "X2": 0.51252, "Y2": 0.188, "X3": 0.51252, "Y3": 0.1988, "X4": 0.48353, "Y4": 0.1988, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.993, "X1": 0.51515, "Y1": 0.1882, "X2": 0.5336, "Y2": 0.188, "X3": 0.5336, "Y3": 0.1988, "X4": 0.51515, "Y4": 0.1988, "page": 0, "Index": 65}, {"Word": "law's", "Confidence": 0.644, "X1": 0.53623, "Y1": 0.1882, "X2": 0.5639, "Y2": 0.188, "X3": 0.5639, "Y3": 0.1988, "X4": 0.53623, "Y4": 0.1988, "page": 0, "Index": 66}, {"Word": "proponents", "Confidence": 0.822, "X1": 0.56653, "Y1": 0.1892, "X2": 0.62846, "Y2": 0.189, "X3": 0.62846, "Y3": 0.1988, "X4": 0.56653, "Y4": 0.1988, "page": 0, "Index": 67}, {"Word": "Many", "Confidence": 0.866, "X1": 0.64559, "Y1": 0.1922, "X2": 0.67721, "Y2": 0.192, "X3": 0.67721, "Y3": 0.2028, "X4": 0.64559, "Y4": 0.2028, "page": 0, "Index": 68}, {"Word": "medical", "Confidence": 0.927, "X1": 0.67984, "Y1": 0.1922, "X2": 0.72069, "Y2": 0.192, "X3": 0.72069, "Y3": 0.2038, "X4": 0.67984, "Y4": 0.2028, "page": 0, "Index": 69}, {"Word": "studies", "Confidence": 0.848, "X1": 0.72464, "Y1": 0.1942, "X2": 0.76153, "Y2": 0.194, "X3": 0.76153, "Y3": 0.2048, "X4": 0.72332, "Y4": 0.2038, "page": 0, "Index": 70}, {"Word": "have", "Confidence": 0.606, "X1": 0.76416, "Y1": 0.1952, "X2": 0.79051, "Y2": 0.195, "X3": 0.79051, "Y3": 0.2058, "X4": 0.76416, "Y4": 0.2048, "page": 0, "Index": 71}, {"Word": "approval", "Confidence": 0.848, "X1": 0.14361, "Y1": 0.2072, "X2": 0.19236, "Y2": 0.207, "X3": 0.19236, "Y3": 0.2178, "X4": 0.14361, "Y4": 0.2178, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.19499, "Y1": 0.2072, "X2": 0.20949, "Y2": 0.207, "X3": 0.20949, "Y3": 0.2178, "X4": 0.19499, "Y4": 0.2178, "page": 0, "Index": 73}, {"Word": "what", "Confidence": 0.682, "X1": 0.21212, "Y1": 0.2082, "X2": 0.24111, "Y2": 0.208, "X3": 0.24111, "Y3": 0.2178, "X4": 0.21212, "Y4": 0.2178, "page": 0, "Index": 74}, {"Word": "may", "Confidence": 0.991, "X1": 0.24374, "Y1": 0.2082, "X2": 0.26746, "Y2": 0.208, "X3": 0.26746, "Y3": 0.2178, "X4": 0.24374, "Y4": 0.2178, "page": 0, "Index": 75}, {"Word": "vertising", "Confidence": 0.849, "X1": 0.30962, "Y1": 0.1982, "X2": 0.35705, "Y2": 0.198, "X3": 0.35573, "Y3": 0.2088, "X4": 0.30962, "Y4": 0.2078, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.67, "X1": 0.31094, "Y1": 0.2072, "X2": 0.3307, "Y2": 0.207, "X3": 0.3307, "Y3": 0.2168, "X4": 0.31094, "Y4": 0.2168, "page": 0, "Index": 77}, {"Word": "billboards.", "Confidence": 0.618, "X1": 0.33333, "Y1": 0.2072, "X2": 0.3913, "Y2": 0.207, "X3": 0.3913, "Y3": 0.2178, "X4": 0.33333, "Y4": 0.2168, "page": 0, "Index": 78}, {"Word": "from", "Confidence": 0.613, "X1": 0.35968, "Y1": 0.1982, "X2": 0.38472, "Y2": 0.198, "X3": 0.3834, "Y3": 0.2088, "X4": 0.35968, "Y4": 0.2088, "page": 0, "Index": 79}, {"Word": "movie", "Confidence": 0.634, "X1": 0.38867, "Y1": 0.1982, "X2": 0.41897, "Y2": 0.198, "X3": 0.41897, "Y3": 0.2088, "X4": 0.38735, "Y4": 0.2088, "page": 0, "Index": 80}, {"Word": "In", "Confidence": 0.984, "X1": 0.39394, "Y1": 0.2072, "X2": 0.40711, "Y2": 0.207, "X3": 0.40711, "Y3": 0.2178, "X4": 0.39394, "Y4": 0.2178, "page": 0, "Index": 81}, {"Word": "one", "Confidence": 0.638, "X1": 0.40975, "Y1": 0.2082, "X2": 0.42951, "Y2": 0.208, "X3": 0.42951, "Y3": 0.2178, "X4": 0.40975, "Y4": 0.2178, "page": 0, "Index": 82}, {"Word": "theaters", "Confidence": 0.856, "X1": 0.42161, "Y1": 0.1982, "X2": 0.46904, "Y2": 0.198, "X3": 0.46772, "Y3": 0.2088, "X4": 0.42161, "Y4": 0.2088, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.93, "X1": 0.43347, "Y1": 0.2082, "X2": 0.44532, "Y2": 0.208, "X3": 0.44532, "Y3": 0.2178, "X4": 0.43347, "Y4": 0.2178, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.993, "X1": 0.44796, "Y1": 0.2082, "X2": 0.46772, "Y2": 0.208, "X3": 0.46772, "Y3": 0.2178, "X4": 0.44796, "Y4": 0.2178, "page": 0, "Index": 85}, {"Word": "recognize", "Confidence": 0.522, "X1": 0.47299, "Y1": 0.1982, "X2": 0.52306, "Y2": 0.198, "X3": 0.52306, "Y3": 0.2088, "X4": 0.47299, "Y4": 0.2088, "page": 0, "Index": 86}, {"Word": "forcing", "Confidence": 0.952, "X1": 0.47299, "Y1": 0.2082, "X2": 0.51252, "Y2": 0.208, "X3": 0.51252, "Y3": 0.2178, "X4": 0.47299, "Y4": 0.2178, "page": 0, "Index": 87}, {"Word": "some", "Confidence": 0.886, "X1": 0.52042, "Y1": 0.2082, "X2": 0.54941, "Y2": 0.208, "X3": 0.54941, "Y3": 0.2178, "X4": 0.52042, "Y4": 0.2178, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.52701, "Y1": 0.1982, "X2": 0.54282, "Y2": 0.198, "X3": 0.54282, "Y3": 0.2088, "X4": 0.52569, "Y4": 0.2088, "page": 0, "Index": 89}, {"Word": "difficulty", "Confidence": 0.891, "X1": 0.54545, "Y1": 0.1982, "X2": 0.59289, "Y2": 0.198, "X3": 0.59289, "Y3": 0.2088, "X4": 0.54545, "Y4": 0.2088, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.991, "X1": 0.55468, "Y1": 0.2082, "X2": 0.56917, "Y2": 0.208, "X3": 0.56917, "Y3": 0.2178, "X4": 0.55468, "Y4": 0.2178, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.992, "X1": 0.57312, "Y1": 0.2072, "X2": 0.5942, "Y2": 0.207, "X3": 0.5942, "Y3": 0.2178, "X4": 0.57312, "Y4": 0.2178, "page": 0, "Index": 92}, {"Word": "af", "Confidence": 0.429, "X1": 0.59552, "Y1": 0.1982, "X2": 0.60738, "Y2": 0.198, "X3": 0.60606, "Y3": 0.2088, "X4": 0.59552, "Y4": 0.2088, "page": 0, "Index": 93}, {"Word": "law's", "Confidence": 0.663, "X1": 0.59816, "Y1": 0.2072, "X2": 0.62978, "Y2": 0.207, "X3": 0.62978, "Y3": 0.2178, "X4": 0.59816, "Y4": 0.2178, "page": 0, "Index": 94}, {"Word": "en-", "Confidence": 0.548, "X1": 0.61001, "Y1": 0.1982, "X2": 0.62978, "Y2": 0.198, "X3": 0.62846, "Y3": 0.2088, "X4": 0.6087, "Y4": 0.2088, "page": 0, "Index": 95}, {"Word": "been", "Confidence": 0.958, "X1": 0.63636, "Y1": 0.2042, "X2": 0.6614, "Y2": 0.204, "X3": 0.6614, "Y3": 0.2128, "X4": 0.63505, "Y4": 0.2128, "page": 0, "Index": 96}, {"Word": "unable", "Confidence": 0.939, "X1": 0.66403, "Y1": 0.2042, "X2": 0.6996, "Y2": 0.204, "X3": 0.6996, "Y3": 0.2128, "X4": 0.66403, "Y4": 0.2128, "page": 0, "Index": 97}, {"Word": "to", "Confidence": 0.958, "X1": 0.70224, "Y1": 0.2042, "X2": 0.7141, "Y2": 0.204, "X3": 0.71278, "Y3": 0.2128, "X4": 0.70224, "Y4": 0.2128, "page": 0, "Index": 98}, {"Word": "explain", "Confidence": 0.947, "X1": 0.71673, "Y1": 0.2042, "X2": 0.75362, "Y2": 0.204, "X3": 0.75231, "Y3": 0.2128, "X4": 0.71542, "Y4": 0.2128, "page": 0, "Index": 99}, {"Word": "higher", "Confidence": 0.994, "X1": 0.75626, "Y1": 0.2042, "X2": 0.79183, "Y2": 0.204, "X3": 0.79051, "Y3": 0.2138, "X4": 0.75494, "Y4": 0.2128, "page": 0, "Index": 100}, {"Word": "to", "Confidence": 0.885, "X1": 0.14493, "Y1": 0.2172, "X2": 0.15415, "Y2": 0.217, "X3": 0.15547, "Y3": 0.2258, "X4": 0.14493, "Y4": 0.2258, "page": 0, "Index": 101}, {"Word": "be", "Confidence": 0.991, "X1": 0.15679, "Y1": 0.2172, "X2": 0.17128, "Y2": 0.217, "X3": 0.17128, "Y3": 0.2258, "X4": 0.1581, "Y4": 0.2258, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.998, "X1": 0.17391, "Y1": 0.2172, "X2": 0.19368, "Y2": 0.217, "X3": 0.19368, "Y3": 0.2268, "X4": 0.17391, "Y4": 0.2258, "page": 0, "Index": 103}, {"Word": "toughest", "Confidence": 0.941, "X1": 0.19631, "Y1": 0.2172, "X2": 0.24374, "Y2": 0.217, "X3": 0.24374, "Y3": 0.2268, "X4": 0.19631, "Y4": 0.2268, "page": 0, "Index": 104}, {"Word": "anti-emek-", "Confidence": 0.498, "X1": 0.24638, "Y1": 0.2172, "X2": 0.30435, "Y2": 0.217, "X3": 0.30303, "Y3": 0.2268, "X4": 0.24638, "Y4": 0.2268, "page": 0, "Index": 105}, {"Word": "prove", "Confidence": 0.926, "X1": 0.27009, "Y1": 0.2092, "X2": 0.30303, "Y2": 0.209, "X3": 0.30303, "Y3": 0.2188, "X4": 0.27009, "Y4": 0.2188, "page": 0, "Index": 106}, {"Word": "law's", "Confidence": 0.761, "X1": 0.3083, "Y1": 0.2172, "X2": 0.3386, "Y2": 0.217, "X3": 0.33992, "Y3": 0.2278, "X4": 0.30962, "Y4": 0.2278, "page": 0, "Index": 107}, {"Word": "most", "Confidence": 0.683, "X1": 0.34256, "Y1": 0.2172, "X2": 0.37154, "Y2": 0.217, "X3": 0.37286, "Y3": 0.2278, "X4": 0.34387, "Y4": 0.2278, "page": 0, "Index": 108}, {"Word": "extreme", "Confidence": 0.938, "X1": 0.37418, "Y1": 0.2182, "X2": 0.42161, "Y2": 0.218, "X3": 0.42161, "Y3": 0.2278, "X4": 0.37549, "Y4": 0.2278, "page": 0, "Index": 109}, {"Word": "clauses,", "Confidence": 0.66, "X1": 0.42424, "Y1": 0.2182, "X2": 0.47036, "Y2": 0.218, "X3": 0.47036, "Y3": 0.2278, "X4": 0.42424, "Y4": 0.2278, "page": 0, "Index": 110}, {"Word": "stricter", "Confidence": 0.663, "X1": 0.47299, "Y1": 0.2182, "X2": 0.51383, "Y2": 0.218, "X3": 0.51515, "Y3": 0.2278, "X4": 0.47299, "Y4": 0.2278, "page": 0, "Index": 111}, {"Word": "measures,", "Confidence": 0.602, "X1": 0.5191, "Y1": 0.2182, "X2": 0.57444, "Y2": 0.218, "X3": 0.57444, "Y3": 0.2278, "X4": 0.5191, "Y4": 0.2278, "page": 0, "Index": 112}, {"Word": "but", "Confidence": 0.934, "X1": 0.57708, "Y1": 0.2182, "X2": 0.59947, "Y2": 0.218, "X3": 0.59947, "Y3": 0.2278, "X4": 0.57708, "Y4": 0.2278, "page": 0, "Index": 113}, {"Word": "they", "Confidence": 0.928, "X1": 0.60211, "Y1": 0.2182, "X2": 0.62846, "Y2": 0.218, "X3": 0.62846, "Y3": 0.2278, "X4": 0.60211, "Y4": 0.2278, "page": 0, "Index": 114}, {"Word": "Incidences", "Confidence": 0.771, "X1": 0.63505, "Y1": 0.2132, "X2": 0.6917, "Y2": 0.213, "X3": 0.6917, "Y3": 0.2228, "X4": 0.63505, "Y4": 0.2218, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.97, "X1": 0.69433, "Y1": 0.2132, "X2": 0.70751, "Y2": 0.213, "X3": 0.70751, "Y3": 0.2228, "X4": 0.69433, "Y4": 0.2228, "page": 0, "Index": 116}, {"Word": "heart", "Confidence": 0.849, "X1": 0.71014, "Y1": 0.2142, "X2": 0.74045, "Y2": 0.214, "X3": 0.74045, "Y3": 0.2228, "X4": 0.71014, "Y4": 0.2228, "page": 0, "Index": 117}, {"Word": "and", "Confidence": 0.944, "X1": 0.74308, "Y1": 0.2142, "X2": 0.76153, "Y2": 0.214, "X3": 0.76153, "Y3": 0.2228, "X4": 0.74177, "Y4": 0.2228, "page": 0, "Index": 118}, {"Word": "hing", "Confidence": 0.624, "X1": 0.76416, "Y1": 0.2152, "X2": 0.78788, "Y2": 0.215, "X3": 0.78788, "Y3": 0.2238, "X4": 0.76416, "Y4": 0.2238, "page": 0, "Index": 119}, {"Word": "ing", "Confidence": 0.802, "X1": 0.14361, "Y1": 0.2272, "X2": 0.16074, "Y2": 0.227, "X3": 0.16074, "Y3": 0.2358, "X4": 0.14361, "Y4": 0.2358, "page": 0, "Index": 120}, {"Word": "law", "Confidence": 0.991, "X1": 0.16206, "Y1": 0.2262, "X2": 0.18182, "Y2": 0.226, "X3": 0.18182, "Y3": 0.2358, "X4": 0.16337, "Y4": 0.2358, "page": 0, "Index": 121}, {"Word": "in", "Confidence": 0.995, "X1": 0.18577, "Y1": 0.2262, "X2": 0.19763, "Y2": 0.226, "X3": 0.19763, "Y3": 0.2358, "X4": 0.18577, "Y4": 0.2358, "page": 0, "Index": 122}, {"Word": "Latin", "Confidence": 0.941, "X1": 0.19895, "Y1": 0.2272, "X2": 0.22925, "Y2": 0.227, "X3": 0.22925, "Y3": 0.2368, "X4": 0.20026, "Y4": 0.2358, "page": 0, "Index": 123}, {"Word": "America,", "Confidence": 0.661, "X1": 0.23188, "Y1": 0.2272, "X2": 0.28063, "Y2": 0.227, "X3": 0.28195, "Y3": 0.2368, "X4": 0.23188, "Y4": 0.2368, "page": 0, "Index": 124}, {"Word": "Say", "Confidence": 0.057, "X1": 0.28327, "Y1": 0.2282, "X2": 0.30171, "Y2": 0.228, "X3": 0.30303, "Y3": 0.2368, "X4": 0.28327, "Y4": 0.2368, "page": 0, "Index": 125}, {"Word": "soloing", "Confidence": 0.618, "X1": 0.30962, "Y1": 0.2272, "X2": 0.35441, "Y2": 0.227, "X3": 0.35573, "Y3": 0.2368, "X4": 0.31094, "Y4": 0.2368, "page": 0, "Index": 126}, {"Word": "in", "Confidence": 0.998, "X1": 0.35705, "Y1": 0.2272, "X2": 0.36891, "Y2": 0.227, "X3": 0.36891, "Y3": 0.2368, "X4": 0.35837, "Y4": 0.2368, "page": 0, "Index": 127}, {"Word": "front", "Confidence": 0.634, "X1": 0.37154, "Y1": 0.2272, "X2": 0.39921, "Y2": 0.227, "X3": 0.40053, "Y3": 0.2378, "X4": 0.37154, "Y4": 0.2368, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.40184, "Y1": 0.2272, "X2": 0.4137, "Y2": 0.227, "X3": 0.4137, "Y3": 0.2378, "X4": 0.40316, "Y4": 0.2378, "page": 0, "Index": 129}, {"Word": "pregnant", "Confidence": 0.614, "X1": 0.41634, "Y1": 0.2272, "X2": 0.46904, "Y2": 0.227, "X3": 0.46904, "Y3": 0.2378, "X4": 0.41765, "Y4": 0.2378, "page": 0, "Index": 130}, {"Word": "any", "Confidence": 0.11, "X1": 0.47299, "Y1": 0.2272, "X2": 0.49144, "Y2": 0.227, "X3": 0.49275, "Y3": 0.2378, "X4": 0.47299, "Y4": 0.2378, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.991, "X1": 0.49407, "Y1": 0.2272, "X2": 0.51252, "Y2": 0.227, "X3": 0.51252, "Y3": 0.2378, "X4": 0.49539, "Y4": 0.2378, "page": 0, "Index": 132}, {"Word": "punishment", "Confidence": 0.62, "X1": 0.51515, "Y1": 0.2272, "X2": 0.57576, "Y2": 0.227, "X3": 0.57708, "Y3": 0.2378, "X4": 0.51515, "Y4": 0.2378, "page": 0, "Index": 133}, {"Word": "is", "Confidence": 0.996, "X1": 0.57839, "Y1": 0.2272, "X2": 0.58893, "Y2": 0.227, "X3": 0.58893, "Y3": 0.2378, "X4": 0.57971, "Y4": 0.2378, "page": 0, "Index": 134}, {"Word": "moral,", "Confidence": 0.635, "X1": 0.59157, "Y1": 0.2272, "X2": 0.62846, "Y2": 0.227, "X3": 0.62846, "Y3": 0.2368, "X4": 0.59157, "Y4": 0.2378, "page": 0, "Index": 135}, {"Word": "diseases", "Confidence": 0.855, "X1": 0.63636, "Y1": 0.2232, "X2": 0.68116, "Y2": 0.223, "X3": 0.68116, "Y3": 0.2328, "X4": 0.63636, "Y4": 0.2318, "page": 0, "Index": 136}, {"Word": "among", "Confidence": 0.675, "X1": 0.68379, "Y1": 0.2232, "X2": 0.72069, "Y2": 0.223, "X3": 0.72069, "Y3": 0.2328, "X4": 0.68379, "Y4": 0.2328, "page": 0, "Index": 137}, {"Word": "men", "Confidence": 0.933, "X1": 0.72464, "Y1": 0.2242, "X2": 0.74835, "Y2": 0.224, "X3": 0.74704, "Y3": 0.2328, "X4": 0.72464, "Y4": 0.2328, "page": 0, "Index": 138}, {"Word": "of", "Confidence": 0.32, "X1": 0.75231, "Y1": 0.2242, "X2": 0.76548, "Y2": 0.224, "X3": 0.76416, "Y3": 0.2328, "X4": 0.75231, "Y4": 0.2328, "page": 0, "Index": 139}, {"Word": "cer-", "Confidence": 0.618, "X1": 0.76812, "Y1": 0.2242, "X2": 0.79051, "Y2": 0.224, "X3": 0.7892, "Y3": 0.2318, "X4": 0.76812, "Y4": 0.2318, "page": 0, "Index": 140}, {"Word": "it", "Confidence": 0.997, "X1": 0.14625, "Y1": 0.2362, "X2": 0.15547, "Y2": 0.236, "X3": 0.15547, "Y3": 0.2448, "X4": 0.14625, "Y4": 0.2448, "page": 0, "Index": 141}, {"Word": "would", "Confidence": 0.991, "X1": 0.15942, "Y1": 0.2362, "X2": 0.19368, "Y2": 0.236, "X3": 0.19368, "Y3": 0.2448, "X4": 0.15942, "Y4": 0.2448, "page": 0, "Index": 142}, {"Word": "turn", "Confidence": 0.927, "X1": 0.19763, "Y1": 0.2362, "X2": 0.22266, "Y2": 0.236, "X3": 0.22266, "Y3": 0.2458, "X4": 0.19895, "Y4": 0.2448, "page": 0, "Index": 143}, {"Word": "smakers", "Confidence": 0.644, "X1": 0.22793, "Y1": 0.2362, "X2": 0.27536, "Y2": 0.236, "X3": 0.27668, "Y3": 0.2458, "X4": 0.22925, "Y4": 0.2458, "page": 0, "Index": 144}, {"Word": "into", "Confidence": 0.672, "X1": 0.27931, "Y1": 0.2362, "X2": 0.30171, "Y2": 0.236, "X3": 0.30171, "Y3": 0.2458, "X4": 0.27931, "Y4": 0.2458, "page": 0, "Index": 145}, {"Word": "women", "Confidence": 0.754, "X1": 0.30962, "Y1": 0.2362, "X2": 0.34914, "Y2": 0.236, "X3": 0.34914, "Y3": 0.2458, "X4": 0.30962, "Y4": 0.2458, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.943, "X1": 0.35178, "Y1": 0.2372, "X2": 0.37022, "Y2": 0.237, "X3": 0.37154, "Y3": 0.2458, "X4": 0.35178, "Y4": 0.2458, "page": 0, "Index": 147}, {"Word": "children", "Confidence": 0.625, "X1": 0.37286, "Y1": 0.2372, "X2": 0.41765, "Y2": 0.237, "X3": 0.41765, "Y3": 0.2468, "X4": 0.37418, "Y4": 0.2458, "page": 0, "Index": 148}, {"Word": "would", "Confidence": 0.971, "X1": 0.42029, "Y1": 0.2372, "X2": 0.45059, "Y2": 0.237, "X3": 0.45059, "Y3": 0.2468, "X4": 0.42029, "Y4": 0.2468, "page": 0, "Index": 149}, {"Word": "be", "Confidence": 0.941, "X1": 0.45323, "Y1": 0.2372, "X2": 0.46772, "Y2": 0.237, "X3": 0.46772, "Y3": 0.2468, "X4": 0.45323, "Y4": 0.2468, "page": 0, "Index": 150}, {"Word": "not", "Confidence": 0.622, "X1": 0.47299, "Y1": 0.2372, "X2": 0.49012, "Y2": 0.237, "X3": 0.49012, "Y3": 0.2468, "X4": 0.47431, "Y4": 0.2468, "page": 0, "Index": 151}, {"Word": "legal.", "Confidence": 0.042, "X1": 0.49275, "Y1": 0.2372, "X2": 0.52569, "Y2": 0.237, "X3": 0.52569, "Y3": 0.2468, "X4": 0.49275, "Y4": 0.2468, "page": 0, "Index": 152}, {"Word": "Lain", "Confidence": 0.637, "X1": 0.63636, "Y1": 0.2332, "X2": 0.65744, "Y2": 0.233, "X3": 0.65744, "Y3": 0.2418, "X4": 0.63636, "Y4": 0.2418, "page": 0, "Index": 153}, {"Word": "ethnic", "Confidence": 0.656, "X1": 0.6614, "Y1": 0.2322, "X2": 0.69697, "Y2": 0.232, "X3": 0.69697, "Y3": 0.2418, "X4": 0.66271, "Y4": 0.2418, "page": 0, "Index": 154}, {"Word": "groups,", "Confidence": 0.885, "X1": 0.6996, "Y1": 0.2332, "X2": 0.74045, "Y2": 0.233, "X3": 0.74045, "Y3": 0.2418, "X4": 0.6996, "Y4": 0.2418, "page": 0, "Index": 155}, {"Word": "she", "Confidence": 0.958, "X1": 0.74177, "Y1": 0.2332, "X2": 0.76153, "Y2": 0.233, "X3": 0.76153, "Y3": 0.2418, "X4": 0.74177, "Y4": 0.2418, "page": 0, "Index": 156}, {"Word": "said.", "Confidence": 0.805, "X1": 0.76416, "Y1": 0.2332, "X2": 0.79183, "Y2": 0.233, "X3": 0.79051, "Y3": 0.2428, "X4": 0.76416, "Y4": 0.2418, "page": 0, "Index": 157}, {"Word": "pariahs", "Confidence": 0.665, "X1": 0.14361, "Y1": 0.2452, "X2": 0.18577, "Y2": 0.245, "X3": 0.18445, "Y3": 0.2548, "X4": 0.14361, "Y4": 0.2548, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.654, "X1": 0.18841, "Y1": 0.2452, "X2": 0.20817, "Y2": 0.245, "X3": 0.20817, "Y3": 0.2548, "X4": 0.18709, "Y4": 0.2548, "page": 0, "Index": 159}, {"Word": "is", "Confidence": 0.991, "X1": 0.2108, "Y1": 0.2452, "X2": 0.22134, "Y2": 0.245, "X3": 0.22003, "Y3": 0.2548, "X4": 0.2108, "Y4": 0.2548, "page": 0, "Index": 160}, {"Word": "based", "Confidence": 0.641, "X1": 0.22398, "Y1": 0.2452, "X2": 0.25428, "Y2": 0.245, "X3": 0.25428, "Y3": 0.2548, "X4": 0.22266, "Y4": 0.2548, "page": 0, "Index": 161}, {"Word": "upon", "Confidence": 0.711, "X1": 0.25692, "Y1": 0.2462, "X2": 0.28458, "Y2": 0.246, "X3": 0.28327, "Y3": 0.2558, "X4": 0.25692, "Y4": 0.2548, "page": 0, "Index": 162}, {"Word": "in-", "Confidence": 0.883, "X1": 0.28722, "Y1": 0.2462, "X2": 0.30303, "Y2": 0.246, "X3": 0.30303, "Y3": 0.2558, "X4": 0.28722, "Y4": 0.2558, "page": 0, "Index": 163}, {"Word": "onnaldered", "Confidence": 0.325, "X1": 0.31094, "Y1": 0.2462, "X2": 0.36759, "Y2": 0.246, "X3": 0.36759, "Y3": 0.2548, "X4": 0.31094, "Y4": 0.2548, "page": 0, "Index": 164}, {"Word": "a", "Confidence": 0.109, "X1": 0.37022, "Y1": 0.2462, "X2": 0.37549, "Y2": 0.246, "X3": 0.37549, "Y3": 0.2558, "X4": 0.37022, "Y4": 0.2558, "page": 0, "Index": 165}, {"Word": "crime,", "Confidence": 0.641, "X1": 0.37813, "Y1": 0.2482, "X2": 0.41634, "Y2": 0.248, "X3": 0.41634, "Y3": 0.2558, "X4": 0.37813, "Y4": 0.2558, "page": 0, "Index": 166}, {"Word": "There", "Confidence": 0.506, "X1": 0.49144, "Y1": 0.2462, "X2": 0.52306, "Y2": 0.246, "X3": 0.52306, "Y3": 0.2548, "X4": 0.49144, "Y4": 0.2548, "page": 0, "Index": 167}, {"Word": "are", "Confidence": 0.612, "X1": 0.52437, "Y1": 0.2462, "X2": 0.5415, "Y2": 0.246, "X3": 0.5415, "Y3": 0.2558, "X4": 0.52569, "Y4": 0.2548, "page": 0, "Index": 168}, {"Word": "no", "Confidence": 0.269, "X1": 0.54414, "Y1": 0.2462, "X2": 0.55599, "Y2": 0.246, "X3": 0.55731, "Y3": 0.2558, "X4": 0.54414, "Y4": 0.2558, "page": 0, "Index": 169}, {"Word": "sanctions", "Confidence": 0.655, "X1": 0.55863, "Y1": 0.2462, "X2": 0.6087, "Y2": 0.246, "X3": 0.6087, "Y3": 0.2558, "X4": 0.55863, "Y4": 0.2558, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.994, "X1": 0.61133, "Y1": 0.2462, "X2": 0.62846, "Y2": 0.246, "X3": 0.62846, "Y3": 0.2558, "X4": 0.61133, "Y4": 0.2558, "page": 0, "Index": 171}, {"Word": "For", "Confidence": 0.896, "X1": 0.63636, "Y1": 0.2412, "X2": 0.65876, "Y2": 0.241, "X3": 0.65876, "Y3": 0.2508, "X4": 0.63636, "Y4": 0.2508, "page": 0, "Index": 172}, {"Word": "example,", "Confidence": 0.62, "X1": 0.66271, "Y1": 0.2412, "X2": 0.71278, "Y2": 0.241, "X3": 0.71278, "Y3": 0.2508, "X4": 0.66271, "Y4": 0.2508, "page": 0, "Index": 173}, {"Word": "80", "Confidence": 0.395, "X1": 0.71542, "Y1": 0.2412, "X2": 0.72991, "Y2": 0.241, "X3": 0.72991, "Y3": 0.2508, "X4": 0.71542, "Y4": 0.2508, "page": 0, "Index": 174}, {"Word": "percent", "Confidence": 0.625, "X1": 0.73386, "Y1": 0.2422, "X2": 0.7747, "Y2": 0.242, "X3": 0.7747, "Y3": 0.2508, "X4": 0.73386, "Y4": 0.2508, "page": 0, "Index": 175}, {"Word": "of", "Confidence": 0.768, "X1": 0.77866, "Y1": 0.2422, "X2": 0.79183, "Y2": 0.242, "X3": 0.79051, "Y3": 0.2518, "X4": 0.77734, "Y4": 0.2508, "page": 0, "Index": 176}, {"Word": "securate", "Confidence": 0.798, "X1": 0.14493, "Y1": 0.2552, "X2": 0.18972, "Y2": 0.255, "X3": 0.18972, "Y3": 0.2638, "X4": 0.14493, "Y4": 0.2638, "page": 0, "Index": 177}, {"Word": "medical", "Confidence": 0.797, "X1": 0.19236, "Y1": 0.2552, "X2": 0.2332, "Y2": 0.255, "X3": 0.2332, "Y3": 0.2638, "X4": 0.19236, "Y4": 0.2638, "page": 0, "Index": 178}, {"Word": "data.", "Confidence": 0.785, "X1": 0.23584, "Y1": 0.2552, "X2": 0.26746, "Y2": 0.255, "X3": 0.26746, "Y3": 0.2638, "X4": 0.23452, "Y4": 0.2638, "page": 0, "Index": 179}, {"Word": "\"This", "Confidence": 0.994, "X1": 0.31884, "Y1": 0.2552, "X2": 0.35046, "Y2": 0.255, "X3": 0.35178, "Y3": 0.2638, "X4": 0.31884, "Y4": 0.2638, "page": 0, "Index": 180}, {"Word": "cannot", "Confidence": 0.88, "X1": 0.3531, "Y1": 0.2552, "X2": 0.38999, "Y2": 0.255, "X3": 0.38999, "Y3": 0.2638, "X4": 0.35441, "Y4": 0.2638, "page": 0, "Index": 181}, {"Word": "be", "Confidence": 0.998, "X1": 0.39262, "Y1": 0.2552, "X2": 0.40711, "Y2": 0.255, "X3": 0.40711, "Y3": 0.2648, "X4": 0.39262, "Y4": 0.2638, "page": 0, "Index": 182}, {"Word": "enforced,\"", "Confidence": 0.818, "X1": 0.40975, "Y1": 0.2552, "X2": 0.4664, "Y2": 0.255, "X3": 0.4664, "Y3": 0.2648, "X4": 0.40975, "Y4": 0.2648, "page": 0, "Index": 183}, {"Word": "breaking", "Confidence": 0.797, "X1": 0.47299, "Y1": 0.2552, "X2": 0.52042, "Y2": 0.255, "X3": 0.52042, "Y3": 0.2648, "X4": 0.47299, "Y4": 0.2648, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.994, "X1": 0.52437, "Y1": 0.2552, "X2": 0.5415, "Y2": 0.255, "X3": 0.5415, "Y3": 0.2648, "X4": 0.52437, "Y4": 0.2648, "page": 0, "Index": 185}, {"Word": "law,", "Confidence": 0.738, "X1": 0.54414, "Y1": 0.2562, "X2": 0.56917, "Y2": 0.256, "X3": 0.56917, "Y3": 0.2648, "X4": 0.54414, "Y4": 0.2648, "page": 0, "Index": 186}, {"Word": "but", "Confidence": 0.934, "X1": 0.57181, "Y1": 0.2562, "X2": 0.59025, "Y2": 0.256, "X3": 0.59025, "Y3": 0.2648, "X4": 0.57181, "Y4": 0.2648, "page": 0, "Index": 187}, {"Word": "it", "Confidence": 0.905, "X1": 0.59289, "Y1": 0.2562, "X2": 0.60343, "Y2": 0.256, "X3": 0.60343, "Y3": 0.2648, "X4": 0.59289, "Y4": 0.2648, "page": 0, "Index": 188}, {"Word": "is", "Confidence": 0.852, "X1": 0.60606, "Y1": 0.2562, "X2": 0.61792, "Y2": 0.256, "X3": 0.61792, "Y3": 0.2648, "X4": 0.60606, "Y4": 0.2648, "page": 0, "Index": 189}, {"Word": "&", "Confidence": 0.001, "X1": 0.61924, "Y1": 0.2562, "X2": 0.62714, "Y2": 0.256, "X3": 0.62714, "Y3": 0.2648, "X4": 0.61924, "Y4": 0.2648, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.994, "X1": 0.63636, "Y1": 0.2512, "X2": 0.65481, "Y2": 0.251, "X3": 0.65481, "Y3": 0.2598, "X4": 0.63636, "Y4": 0.2608, "page": 0, "Index": 191}, {"Word": "Japanese", "Confidence": 0.855, "X1": 0.6614, "Y1": 0.2512, "X2": 0.71146, "Y2": 0.251, "X3": 0.71014, "Y3": 0.2598, "X4": 0.6614, "Y4": 0.2598, "page": 0, "Index": 192}, {"Word": "smoke.", "Confidence": 0.826, "X1": 0.71805, "Y1": 0.2522, "X2": 0.75758, "Y2": 0.252, "X3": 0.75626, "Y3": 0.2608, "X4": 0.71805, "Y4": 0.2598, "page": 0, "Index": 193}, {"Word": "while", "Confidence": 0.93, "X1": 0.76021, "Y1": 0.2522, "X2": 0.7892, "Y2": 0.252, "X3": 0.7892, "Y3": 0.2618, "X4": 0.76021, "Y4": 0.2608, "page": 0, "Index": 194}, {"Word": "The", "Confidence": 0.998, "X1": 0.15415, "Y1": 0.2642, "X2": 0.17655, "Y2": 0.264, "X3": 0.17655, "Y3": 0.2748, "X4": 0.15415, "Y4": 0.2738, "page": 0, "Index": 195}, {"Word": "The", "Confidence": 0.994, "X1": 0.15547, "Y1": 0.2642, "X2": 0.17655, "Y2": 0.264, "X3": 0.17655, "Y3": 0.2728, "X4": 0.15415, "Y4": 0.2728, "page": 0, "Index": 196}, {"Word": "law,", "Confidence": 0.18, "X1": 0.1805, "Y1": 0.2642, "X2": 0.20685, "Y2": 0.264, "X3": 0.20685, "Y3": 0.2738, "X4": 0.17918, "Y4": 0.2738, "page": 0, "Index": 197}, {"Word": "law,", "Confidence": 0.193, "X1": 0.1805, "Y1": 0.2652, "X2": 0.20685, "Y2": 0.265, "X3": 0.20685, "Y3": 0.2748, "X4": 0.1805, "Y4": 0.2748, "page": 0, "Index": 198}, {"Word": "pending", "Confidence": 0.995, "X1": 0.20949, "Y1": 0.2642, "X2": 0.25428, "Y2": 0.264, "X3": 0.25296, "Y3": 0.2738, "X4": 0.20949, "Y4": 0.2738, "page": 0, "Index": 199}, {"Word": "pending", "Confidence": 0.995, "X1": 0.20949, "Y1": 0.2652, "X2": 0.25428, "Y2": 0.265, "X3": 0.25428, "Y3": 0.2748, "X4": 0.20949, "Y4": 0.2748, "page": 0, "Index": 200}, {"Word": "passage", "Confidence": 0.884, "X1": 0.25955, "Y1": 0.2652, "X2": 0.30303, "Y2": 0.265, "X3": 0.30171, "Y3": 0.2738, "X4": 0.25823, "Y4": 0.2738, "page": 0, "Index": 201}, {"Word": "passage", "Confidence": 0.648, "X1": 0.25955, "Y1": 0.2662, "X2": 0.30303, "Y2": 0.266, "X3": 0.30303, "Y3": 0.2758, "X4": 0.25955, "Y4": 0.2748, "page": 0, "Index": 202}, {"Word": "said", "Confidence": 0.201, "X1": 0.31094, "Y1": 0.2652, "X2": 0.33333, "Y2": 0.265, "X3": 0.33333, "Y3": 0.2748, "X4": 0.30962, "Y4": 0.2738, "page": 0, "Index": 203}, {"Word": "Fini", "Confidence": 0.884, "X1": 0.3386, "Y1": 0.2652, "X2": 0.36495, "Y2": 0.265, "X3": 0.36495, "Y3": 0.2748, "X4": 0.3386, "Y4": 0.2748, "page": 0, "Index": 204}, {"Word": "Ortero,", "Confidence": 0.741, "X1": 0.36759, "Y1": 0.2652, "X2": 0.41238, "Y2": 0.265, "X3": 0.41107, "Y3": 0.2748, "X4": 0.36759, "Y4": 0.2748, "page": 0, "Index": 205}, {"Word": "corporate", "Confidence": 0.762, "X1": 0.41502, "Y1": 0.2652, "X2": 0.46772, "Y2": 0.265, "X3": 0.46772, "Y3": 0.2748, "X4": 0.41502, "Y4": 0.2748, "page": 0, "Index": 206}, {"Word": "crime", "Confidence": 0.929, "X1": 0.47431, "Y1": 0.2652, "X2": 0.50461, "Y2": 0.265, "X3": 0.50461, "Y3": 0.2748, "X4": 0.47431, "Y4": 0.2748, "page": 0, "Index": 207}, {"Word": "to", "Confidence": 0.967, "X1": 0.50988, "Y1": 0.2662, "X2": 0.52306, "Y2": 0.266, "X3": 0.52306, "Y3": 0.2748, "X4": 0.50988, "Y4": 0.2748, "page": 0, "Index": 208}, {"Word": "smoke", "Confidence": 0.419, "X1": 0.52701, "Y1": 0.2662, "X2": 0.56126, "Y2": 0.266, "X3": 0.56126, "Y3": 0.2748, "X4": 0.52701, "Y4": 0.2748, "page": 0, "Index": 209}, {"Word": "in", "Confidence": 0.916, "X1": 0.56653, "Y1": 0.2662, "X2": 0.57708, "Y2": 0.266, "X3": 0.57708, "Y3": 0.2748, "X4": 0.56522, "Y4": 0.2748, "page": 0, "Index": 210}, {"Word": "front", "Confidence": 0.935, "X1": 0.58235, "Y1": 0.2662, "X2": 0.61133, "Y2": 0.266, "X3": 0.61133, "Y3": 0.2748, "X4": 0.58235, "Y4": 0.2748, "page": 0, "Index": 211}, {"Word": "of", "Confidence": 0.768, "X1": 0.61528, "Y1": 0.2662, "X2": 0.62978, "Y2": 0.266, "X3": 0.62978, "Y3": 0.2748, "X4": 0.61528, "Y4": 0.2748, "page": 0, "Index": 212}, {"Word": "they", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.2602, "X2": 0.66008, "Y2": 0.26, "X3": 0.66008, "Y3": 0.2698, "X4": 0.63505, "Y4": 0.2698, "page": 0, "Index": 213}, {"Word": "have", "Confidence": 0.971, "X1": 0.66271, "Y1": 0.2602, "X2": 0.69038, "Y2": 0.26, "X3": 0.69038, "Y3": 0.2698, "X4": 0.66271, "Y4": 0.2698, "page": 0, "Index": 214}, {"Word": "a", "Confidence": 0.02, "X1": 0.69302, "Y1": 0.2602, "X2": 0.70092, "Y2": 0.26, "X3": 0.70092, "Y3": 0.2698, "X4": 0.69302, "Y4": 0.2698, "page": 0, "Index": 215}, {"Word": "low", "Confidence": 0.993, "X1": 0.70356, "Y1": 0.2602, "X2": 0.72069, "Y2": 0.26, "X3": 0.72069, "Y3": 0.2698, "X4": 0.70356, "Y4": 0.2698, "page": 0, "Index": 216}, {"Word": "incidence", "Confidence": 0.661, "X1": 0.72596, "Y1": 0.2612, "X2": 0.7747, "Y2": 0.261, "X3": 0.7747, "Y3": 0.2708, "X4": 0.72596, "Y4": 0.2698, "page": 0, "Index": 217}, {"Word": "of", "Confidence": 0.997, "X1": 0.77734, "Y1": 0.2612, "X2": 0.79051, "Y2": 0.261, "X3": 0.79051, "Y3": 0.2708, "X4": 0.77734, "Y4": 0.2708, "page": 0, "Index": 218}, {"Word": "by", "Confidence": 0.996, "X1": 0.14493, "Y1": 0.2732, "X2": 0.1581, "Y2": 0.273, "X3": 0.15679, "Y3": 0.2828, "X4": 0.14361, "Y4": 0.2828, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.994, "X1": 0.16074, "Y1": 0.2732, "X2": 0.1805, "Y2": 0.273, "X3": 0.17918, "Y3": 0.2828, "X4": 0.15942, "Y4": 0.2828, "page": 0, "Index": 220}, {"Word": "Chamber", "Confidence": 0.992, "X1": 0.18314, "Y1": 0.2732, "X2": 0.2332, "Y2": 0.273, "X3": 0.23188, "Y3": 0.2838, "X4": 0.18182, "Y4": 0.2828, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.97, "X1": 0.23584, "Y1": 0.2732, "X2": 0.24901, "Y2": 0.273, "X3": 0.24769, "Y3": 0.2838, "X4": 0.23452, "Y4": 0.2838, "page": 0, "Index": 222}, {"Word": "Deputies,", "Confidence": 0.66, "X1": 0.25165, "Y1": 0.2742, "X2": 0.30567, "Y2": 0.274, "X3": 0.30435, "Y3": 0.2838, "X4": 0.25033, "Y4": 0.2838, "page": 0, "Index": 223}, {"Word": "affairs", "Confidence": 0.611, "X1": 0.30962, "Y1": 0.2742, "X2": 0.36364, "Y2": 0.274, "X3": 0.36232, "Y3": 0.2838, "X4": 0.30962, "Y4": 0.2838, "page": 0, "Index": 224}, {"Word": "director", "Confidence": 0.638, "X1": 0.37286, "Y1": 0.2742, "X2": 0.4361, "Y2": 0.274, "X3": 0.43478, "Y3": 0.2838, "X4": 0.37154, "Y4": 0.2838, "page": 0, "Index": 225}, {"Word": "for", "Confidence": 0.733, "X1": 0.44401, "Y1": 0.2742, "X2": 0.4664, "Y2": 0.274, "X3": 0.4664, "Y3": 0.2838, "X4": 0.44401, "Y4": 0.2838, "page": 0, "Index": 226}, {"Word": "your", "Confidence": 0.955, "X1": 0.47431, "Y1": 0.2742, "X2": 0.50066, "Y2": 0.274, "X3": 0.50066, "Y3": 0.2838, "X4": 0.47431, "Y4": 0.2838, "page": 0, "Index": 227}, {"Word": "children,\"", "Confidence": 0.786, "X1": 0.50329, "Y1": 0.2742, "X2": 0.55731, "Y2": 0.274, "X3": 0.55731, "Y3": 0.2838, "X4": 0.50329, "Y4": 0.2838, "page": 0, "Index": 228}, {"Word": "said", "Confidence": 0.182, "X1": 0.56258, "Y1": 0.2742, "X2": 0.58498, "Y2": 0.274, "X3": 0.58498, "Y3": 0.2838, "X4": 0.56258, "Y4": 0.2838, "page": 0, "Index": 229}, {"Word": "Ronald", "Confidence": 0.818, "X1": 0.58893, "Y1": 0.2742, "X2": 0.62978, "Y2": 0.274, "X3": 0.62978, "Y3": 0.2838, "X4": 0.59025, "Y4": 0.2838, "page": 0, "Index": 230}, {"Word": "heart", "Confidence": 0.882, "X1": 0.63505, "Y1": 0.2702, "X2": 0.66667, "Y2": 0.27, "X3": 0.66667, "Y3": 0.2788, "X4": 0.63505, "Y4": 0.2788, "page": 0, "Index": 231}, {"Word": "disease", "Confidence": 0.847, "X1": 0.67457, "Y1": 0.2702, "X2": 0.71542, "Y2": 0.27, "X3": 0.71542, "Y3": 0.2798, "X4": 0.67457, "Y4": 0.2788, "page": 0, "Index": 232}, {"Word": "whereas", "Confidence": 0.639, "X1": 0.72464, "Y1": 0.2692, "X2": 0.76812, "Y2": 0.269, "X3": 0.76812, "Y3": 0.2798, "X4": 0.72464, "Y4": 0.2798, "page": 0, "Index": 233}, {"Word": "30", "Confidence": 0.834, "X1": 0.7747, "Y1": 0.2692, "X2": 0.7892, "Y2": 0.269, "X3": 0.7892, "Y3": 0.2798, "X4": 0.7747, "Y4": 0.2798, "page": 0, "Index": 234}, {"Word": "Evans,", "Confidence": 0.854, "X1": 0.47431, "Y1": 0.2832, "X2": 0.51515, "Y2": 0.283, "X3": 0.51515, "Y3": 0.2928, "X4": 0.47431, "Y4": 0.2928, "page": 0, "Index": 235}, {"Word": "chief", "Confidence": 0.806, "X1": 0.51647, "Y1": 0.2832, "X2": 0.54545, "Y2": 0.283, "X3": 0.54545, "Y3": 0.2938, "X4": 0.51647, "Y4": 0.2928, "page": 0, "Index": 236}, {"Word": "of", "Confidence": 0.942, "X1": 0.54941, "Y1": 0.2832, "X2": 0.56258, "Y2": 0.283, "X3": 0.56258, "Y3": 0.2938, "X4": 0.54941, "Y4": 0.2938, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.96, "X1": 0.56653, "Y1": 0.2832, "X2": 0.5863, "Y2": 0.283, "X3": 0.5863, "Y3": 0.2938, "X4": 0.56653, "Y4": 0.2938, "page": 0, "Index": 238}, {"Word": "Health", "Confidence": 0.896, "X1": 0.59025, "Y1": 0.2832, "X2": 0.62846, "Y2": 0.283, "X3": 0.62846, "Y3": 0.2928, "X4": 0.59025, "Y4": 0.2938, "page": 0, "Index": 239}, {"Word": "percent", "Confidence": 0.966, "X1": 0.63636, "Y1": 0.2792, "X2": 0.67589, "Y2": 0.279, "X3": 0.67589, "Y3": 0.2888, "X4": 0.63505, "Y4": 0.2888, "page": 0, "Index": 240}, {"Word": "and", "Confidence": 0.72, "X1": 0.63636, "Y1": 0.2892, "X2": 0.65744, "Y2": 0.289, "X3": 0.65613, "Y3": 0.2978, "X4": 0.63636, "Y4": 0.2978, "page": 0, "Index": 241}, {"Word": "of", "Confidence": 0.997, "X1": 0.67852, "Y1": 0.2792, "X2": 0.69038, "Y2": 0.279, "X3": 0.69038, "Y3": 0.2888, "X4": 0.67852, "Y4": 0.2888, "page": 0, "Index": 242}, {"Word": "Americans,", "Confidence": 0.664, "X1": 0.69302, "Y1": 0.2802, "X2": 0.75099, "Y2": 0.28, "X3": 0.74967, "Y3": 0.2888, "X4": 0.69302, "Y4": 0.2888, "page": 0, "Index": 243}, {"Word": "British", "Confidence": 0.967, "X1": 0.75362, "Y1": 0.2802, "X2": 0.7892, "Y2": 0.28, "X3": 0.78788, "Y3": 0.2888, "X4": 0.75231, "Y4": 0.2888, "page": 0, "Index": 244}, {"Word": "Ministry's", "Confidence": 0.43, "X1": 0.47431, "Y1": 0.2932, "X2": 0.52833, "Y2": 0.293, "X3": 0.52833, "Y3": 0.3028, "X4": 0.47299, "Y4": 0.3028, "page": 0, "Index": 245}, {"Word": "Chronic", "Confidence": 0.846, "X1": 0.53491, "Y1": 0.2932, "X2": 0.57839, "Y2": 0.293, "X3": 0.57839, "Y3": 0.3028, "X4": 0.53491, "Y4": 0.3028, "page": 0, "Index": 246}, {"Word": "Disease", "Confidence": 0.668, "X1": 0.5863, "Y1": 0.2932, "X2": 0.62846, "Y2": 0.293, "X3": 0.62846, "Y3": 0.3028, "X4": 0.58498, "Y4": 0.3028, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.2982, "X2": 0.65481, "Y2": 0.298, "X3": 0.65481, "Y3": 0.3068, "X4": 0.63636, "Y4": 0.3068, "page": 0, "Index": 248}, {"Word": "incidences", "Confidence": 0.478, "X1": 0.65876, "Y1": 0.2992, "X2": 0.71542, "Y2": 0.299, "X3": 0.71542, "Y3": 0.3078, "X4": 0.65876, "Y4": 0.3068, "page": 0, "Index": 249}, {"Word": "Australans", "Confidence": 0.799, "X1": 0.66008, "Y1": 0.2892, "X2": 0.72069, "Y2": 0.289, "X3": 0.71937, "Y3": 0.2988, "X4": 0.66008, "Y4": 0.2978, "page": 0, "Index": 250}, {"Word": "of", "Confidence": 0.981, "X1": 0.71937, "Y1": 0.2992, "X2": 0.73254, "Y2": 0.299, "X3": 0.73254, "Y3": 0.3078, "X4": 0.71937, "Y4": 0.3078, "page": 0, "Index": 251}, {"Word": "smoke,", "Confidence": 0.642, "X1": 0.72332, "Y1": 0.2892, "X2": 0.75889, "Y2": 0.289, "X3": 0.75889, "Y3": 0.2988, "X4": 0.722, "Y4": 0.2988, "page": 0, "Index": 252}, {"Word": "heart", "Confidence": 0.611, "X1": 0.73518, "Y1": 0.2992, "X2": 0.76548, "Y2": 0.299, "X3": 0.76548, "Y3": 0.3078, "X4": 0.73518, "Y4": 0.3078, "page": 0, "Index": 253}, {"Word": "while", "Confidence": 0.883, "X1": 0.76153, "Y1": 0.2892, "X2": 0.7892, "Y2": 0.289, "X3": 0.7892, "Y3": 0.2988, "X4": 0.76153, "Y4": 0.2988, "page": 0, "Index": 254}, {"Word": "Division.", "Confidence": 0.688, "X1": 0.47431, "Y1": 0.3032, "X2": 0.52042, "Y2": 0.303, "X3": 0.52042, "Y3": 0.3118, "X4": 0.47431, "Y4": 0.3118, "page": 0, "Index": 255}, {"Word": "\"The", "Confidence": 0.962, "X1": 0.52306, "Y1": 0.3032, "X2": 0.55204, "Y2": 0.303, "X3": 0.55204, "Y3": 0.3128, "X4": 0.52306, "Y4": 0.3118, "page": 0, "Index": 256}, {"Word": "law", "Confidence": 0.578, "X1": 0.55336, "Y1": 0.3032, "X2": 0.57312, "Y2": 0.303, "X3": 0.57312, "Y3": 0.3128, "X4": 0.55468, "Y4": 0.3128, "page": 0, "Index": 257}, {"Word": "is", "Confidence": 0.998, "X1": 0.57576, "Y1": 0.3032, "X2": 0.58762, "Y2": 0.303, "X3": 0.58762, "Y3": 0.3128, "X4": 0.57708, "Y4": 0.3128, "page": 0, "Index": 258}, {"Word": "not", "Confidence": 0.994, "X1": 0.59025, "Y1": 0.3032, "X2": 0.61001, "Y2": 0.303, "X3": 0.61001, "Y3": 0.3128, "X4": 0.59025, "Y4": 0.3128, "page": 0, "Index": 259}, {"Word": "in", "Confidence": 0.859, "X1": 0.61265, "Y1": 0.3032, "X2": 0.62451, "Y2": 0.303, "X3": 0.62451, "Y3": 0.3128, "X4": 0.61265, "Y4": 0.3128, "page": 0, "Index": 260}, {"Word": "ease", "Confidence": 0.845, "X1": 0.63636, "Y1": 0.3082, "X2": 0.6614, "Y2": 0.308, "X3": 0.6614, "Y3": 0.3168, "X4": 0.63505, "Y4": 0.3168, "page": 0, "Index": 261}, {"Word": "in", "Confidence": 0.996, "X1": 0.66535, "Y1": 0.3082, "X2": 0.67721, "Y2": 0.308, "X3": 0.67721, "Y3": 0.3168, "X4": 0.66535, "Y4": 0.3168, "page": 0, "Index": 262}, {"Word": "those", "Confidence": 0.991, "X1": 0.68248, "Y1": 0.3082, "X2": 0.7141, "Y2": 0.308, "X3": 0.71278, "Y3": 0.3168, "X4": 0.68248, "Y4": 0.3168, "page": 0, "Index": 263}, {"Word": "countries", "Confidence": 0.936, "X1": 0.71805, "Y1": 0.3082, "X2": 0.7668, "Y2": 0.308, "X3": 0.7668, "Y3": 0.3178, "X4": 0.71805, "Y4": 0.3168, "page": 0, "Index": 264}, {"Word": "dis-", "Confidence": 0.561, "X1": 0.76943, "Y1": 0.2982, "X2": 0.79051, "Y2": 0.298, "X3": 0.7892, "Y3": 0.3088, "X4": 0.76943, "Y4": 0.3078, "page": 0, "Index": 265}, {"Word": "tended", "Confidence": 0.646, "X1": 0.47431, "Y1": 0.3122, "X2": 0.50988, "Y2": 0.312, "X3": 0.50988, "Y3": 0.3218, "X4": 0.47431, "Y4": 0.3218, "page": 0, "Index": 266}, {"Word": "In", "Confidence": 0.071, "X1": 0.51647, "Y1": 0.3122, "X2": 0.52833, "Y2": 0.312, "X3": 0.52833, "Y3": 0.3218, "X4": 0.51647, "Y4": 0.3218, "page": 0, "Index": 267}, {"Word": "prohibit", "Confidence": 0.771, "X1": 0.5336, "Y1": 0.3122, "X2": 0.57708, "Y2": 0.312, "X3": 0.57708, "Y3": 0.3218, "X4": 0.5336, "Y4": 0.3218, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.991, "X1": 0.58103, "Y1": 0.3132, "X2": 0.59947, "Y2": 0.313, "X3": 0.59947, "Y3": 0.3228, "X4": 0.58103, "Y4": 0.3218, "page": 0, "Index": 269}, {"Word": "con-", "Confidence": 0.646, "X1": 0.60474, "Y1": 0.3132, "X2": 0.62846, "Y2": 0.313, "X3": 0.62846, "Y3": 0.3228, "X4": 0.60474, "Y4": 0.3228, "page": 0, "Index": 270}, {"Word": "among", "Confidence": 0.578, "X1": 0.63636, "Y1": 0.3182, "X2": 0.67325, "Y2": 0.318, "X3": 0.67325, "Y3": 0.3268, "X4": 0.63636, "Y4": 0.3268, "page": 0, "Index": 271}, {"Word": "the", "Confidence": 0.993, "X1": 0.67984, "Y1": 0.3182, "X2": 0.6996, "Y2": 0.318, "X3": 0.6996, "Y3": 0.3278, "X4": 0.67984, "Y4": 0.3268, "page": 0, "Index": 272}, {"Word": "highest", "Confidence": 0.327, "X1": 0.70619, "Y1": 0.3172, "X2": 0.74704, "Y2": 0.317, "X3": 0.74704, "Y3": 0.3278, "X4": 0.70619, "Y4": 0.3278, "page": 0, "Index": 273}, {"Word": "in", "Confidence": 0.881, "X1": 0.75231, "Y1": 0.3172, "X2": 0.76416, "Y2": 0.317, "X3": 0.76416, "Y3": 0.3268, "X4": 0.75231, "Y4": 0.3278, "page": 0, "Index": 274}, {"Word": "are", "Confidence": 0.955, "X1": 0.77075, "Y1": 0.3082, "X2": 0.7892, "Y2": 0.308, "X3": 0.78788, "Y3": 0.3188, "X4": 0.76943, "Y4": 0.3188, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.997, "X1": 0.77075, "Y1": 0.3162, "X2": 0.7892, "Y2": 0.316, "X3": 0.78788, "Y3": 0.3268, "X4": 0.77075, "Y4": 0.3268, "page": 0, "Index": 276}, {"Word": "tumption", "Confidence": 0.641, "X1": 0.47563, "Y1": 0.3222, "X2": 0.52174, "Y2": 0.322, "X3": 0.52174, "Y3": 0.3318, "X4": 0.47431, "Y4": 0.3308, "page": 0, "Index": 277}, {"Word": "of", "Confidence": 0.903, "X1": 0.53096, "Y1": 0.3222, "X2": 0.54545, "Y2": 0.322, "X3": 0.54545, "Y3": 0.3328, "X4": 0.53096, "Y4": 0.3318, "page": 0, "Index": 278}, {"Word": "cigarettes", "Confidence": 0.613, "X1": 0.55204, "Y1": 0.3222, "X2": 0.60738, "Y2": 0.322, "X3": 0.60738, "Y3": 0.3318, "X4": 0.55204, "Y4": 0.3328, "page": 0, "Index": 279}, {"Word": "or", "Confidence": 0.941, "X1": 0.61397, "Y1": 0.3222, "X2": 0.62978, "Y2": 0.322, "X3": 0.62978, "Y3": 0.3308, "X4": 0.61397, "Y4": 0.3318, "page": 0, "Index": 280}, {"Word": "world.", "Confidence": 0.636, "X1": 0.63505, "Y1": 0.3262, "X2": 0.67194, "Y2": 0.326, "X3": 0.67194, "Y3": 0.3358, "X4": 0.63505, "Y4": 0.3358, "page": 0, "Index": 281}, {"Word": "make", "Confidence": 0.985, "X1": 0.47563, "Y1": 0.3322, "X2": 0.50329, "Y2": 0.332, "X3": 0.50329, "Y3": 0.3418, "X4": 0.47431, "Y4": 0.3418, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.958, "X1": 0.50988, "Y1": 0.3322, "X2": 0.52833, "Y2": 0.332, "X3": 0.52833, "Y3": 0.3418, "X4": 0.50988, "Y4": 0.3418, "page": 0, "Index": 283}, {"Word": "tobacco", "Confidence": 0.421, "X1": 0.53491, "Y1": 0.3322, "X2": 0.57576, "Y2": 0.332, "X3": 0.57576, "Y3": 0.3418, "X4": 0.53491, "Y4": 0.3418, "page": 0, "Index": 284}, {"Word": "industry", "Confidence": 0.993, "X1": 0.58235, "Y1": 0.3322, "X2": 0.62714, "Y2": 0.332, "X3": 0.62714, "Y3": 0.3418, "X4": 0.58235, "Y4": 0.3418, "page": 0, "Index": 285}, {"Word": "Smokers", "Confidence": 0.941, "X1": 0.64427, "Y1": 0.3372, "X2": 0.69038, "Y2": 0.337, "X3": 0.69038, "Y3": 0.3468, "X4": 0.64427, "Y4": 0.3468, "page": 0, "Index": 286}, {"Word": "are", "Confidence": 0.969, "X1": 0.69302, "Y1": 0.3372, "X2": 0.71146, "Y2": 0.337, "X3": 0.71014, "Y3": 0.3468, "X4": 0.69302, "Y4": 0.3468, "page": 0, "Index": 287}, {"Word": "different", "Confidence": 0.847, "X1": 0.7141, "Y1": 0.3372, "X2": 0.75758, "Y2": 0.337, "X3": 0.75758, "Y3": 0.3468, "X4": 0.71278, "Y4": 0.3468, "page": 0, "Index": 288}, {"Word": "from", "Confidence": 0.517, "X1": 0.76021, "Y1": 0.3372, "X2": 0.78393, "Y2": 0.337, "X3": 0.78393, "Y3": 0.3468, "X4": 0.76021, "Y4": 0.3468, "page": 0, "Index": 289}, {"Word": "disappear,", "Confidence": 0.765, "X1": 0.47563, "Y1": 0.3412, "X2": 0.52964, "Y2": 0.341, "X3": 0.52964, "Y3": 0.3518, "X4": 0.47431, "Y4": 0.3508, "page": 0, "Index": 290}, {"Word": "it's", "Confidence": 0.983, "X1": 0.53228, "Y1": 0.3412, "X2": 0.55204, "Y2": 0.341, "X3": 0.55204, "Y3": 0.3518, "X4": 0.53228, "Y4": 0.3518, "page": 0, "Index": 291}, {"Word": "a", "Confidence": 0.645, "X1": 0.55599, "Y1": 0.3412, "X2": 0.56258, "Y2": 0.341, "X3": 0.56258, "Y3": 0.3518, "X4": 0.55599, "Y4": 0.3518, "page": 0, "Index": 292}, {"Word": "defense", "Confidence": 0.67, "X1": 0.56917, "Y1": 0.3422, "X2": 0.61133, "Y2": 0.342, "X3": 0.61133, "Y3": 0.3518, "X4": 0.56917, "Y4": 0.3518, "page": 0, "Index": 293}, {"Word": "of", "Confidence": 0.945, "X1": 0.61528, "Y1": 0.3422, "X2": 0.62978, "Y2": 0.342, "X3": 0.62978, "Y3": 0.3508, "X4": 0.61528, "Y4": 0.3518, "page": 0, "Index": 294}, {"Word": "non-smokers", "Confidence": 0.617, "X1": 0.63636, "Y1": 0.3482, "X2": 0.70224, "Y2": 0.348, "X3": 0.70224, "Y3": 0.3568, "X4": 0.63636, "Y4": 0.3568, "page": 0, "Index": 295}, {"Word": "in", "Confidence": 0.998, "X1": 0.70751, "Y1": 0.3482, "X2": 0.71937, "Y2": 0.348, "X3": 0.71937, "Y3": 0.3568, "X4": 0.70619, "Y4": 0.3568, "page": 0, "Index": 296}, {"Word": "many", "Confidence": 0.632, "X1": 0.72332, "Y1": 0.3482, "X2": 0.75362, "Y2": 0.348, "X3": 0.75231, "Y3": 0.3568, "X4": 0.72332, "Y4": 0.3568, "page": 0, "Index": 297}, {"Word": "ways.", "Confidence": 0.711, "X1": 0.75758, "Y1": 0.3482, "X2": 0.7892, "Y2": 0.348, "X3": 0.78788, "Y3": 0.3578, "X4": 0.75758, "Y4": 0.3568, "page": 0, "Index": 298}, {"Word": "the", "Confidence": 0.974, "X1": 0.47431, "Y1": 0.3522, "X2": 0.49275, "Y2": 0.352, "X3": 0.49144, "Y3": 0.3608, "X4": 0.47431, "Y4": 0.3608, "page": 0, "Index": 299}, {"Word": "right", "Confidence": 0.903, "X1": 0.49671, "Y1": 0.3522, "X2": 0.52437, "Y2": 0.352, "X3": 0.52437, "Y3": 0.3608, "X4": 0.49539, "Y4": 0.3608, "page": 0, "Index": 300}, {"Word": "of", "Confidence": 0.998, "X1": 0.52701, "Y1": 0.3522, "X2": 0.5415, "Y2": 0.352, "X3": 0.54018, "Y3": 0.3608, "X4": 0.52701, "Y4": 0.3608, "page": 0, "Index": 301}, {"Word": "non-smokers", "Confidence": 0.603, "X1": 0.54414, "Y1": 0.3522, "X2": 0.61133, "Y2": 0.352, "X3": 0.61133, "Y3": 0.3608, "X4": 0.54282, "Y4": 0.3608, "page": 0, "Index": 302}, {"Word": "to", "Confidence": 0.955, "X1": 0.61528, "Y1": 0.3522, "X2": 0.62846, "Y2": 0.352, "X3": 0.62846, "Y3": 0.3608, "X4": 0.61528, "Y4": 0.3608, "page": 0, "Index": 303}, {"Word": "Boyse", "Confidence": 0.994, "X1": 0.63636, "Y1": 0.3572, "X2": 0.66667, "Y2": 0.357, "X3": 0.66667, "Y3": 0.3658, "X4": 0.63636, "Y4": 0.3658, "page": 0, "Index": 304}, {"Word": "said,", "Confidence": 0.882, "X1": 0.6693, "Y1": 0.3572, "X2": 0.69565, "Y2": 0.357, "X3": 0.69565, "Y3": 0.3658, "X4": 0.6693, "Y4": 0.3658, "page": 0, "Index": 305}, {"Word": "noting", "Confidence": 0.991, "X1": 0.69829, "Y1": 0.3572, "X2": 0.73254, "Y2": 0.357, "X3": 0.73254, "Y3": 0.3658, "X4": 0.69829, "Y4": 0.3658, "page": 0, "Index": 306}, {"Word": "that", "Confidence": 0.991, "X1": 0.73518, "Y1": 0.3572, "X2": 0.75758, "Y2": 0.357, "X3": 0.75626, "Y3": 0.3668, "X4": 0.73518, "Y4": 0.3658, "page": 0, "Index": 307}, {"Word": "some", "Confidence": 0.991, "X1": 0.76021, "Y1": 0.3572, "X2": 0.78788, "Y2": 0.357, "X3": 0.78656, "Y3": 0.3668, "X4": 0.75889, "Y4": 0.3668, "page": 0, "Index": 308}, {"Word": "breath", "Confidence": 0.955, "X1": 0.47299, "Y1": 0.3612, "X2": 0.50856, "Y2": 0.361, "X3": 0.50856, "Y3": 0.3708, "X4": 0.47299, "Y4": 0.3698, "page": 0, "Index": 309}, {"Word": "tobacco.\"", "Confidence": 0.514, "X1": 0.47563, "Y1": 0.3702, "X2": 0.52306, "Y2": 0.37, "X3": 0.52306, "Y3": 0.3778, "X4": 0.47563, "Y4": 0.3788, "page": 0, "Index": 310}, {"Word": "air", "Confidence": 0.702, "X1": 0.51515, "Y1": 0.3612, "X2": 0.5336, "Y2": 0.361, "X3": 0.5336, "Y3": 0.3708, "X4": 0.51515, "Y4": 0.3708, "page": 0, "Index": 311}, {"Word": "that", "Confidence": 0.802, "X1": 0.53887, "Y1": 0.3602, "X2": 0.56258, "Y2": 0.36, "X3": 0.56258, "Y3": 0.3708, "X4": 0.53887, "Y4": 0.3708, "page": 0, "Index": 312}, {"Word": "is", "Confidence": 0.961, "X1": 0.56785, "Y1": 0.3602, "X2": 0.57971, "Y2": 0.36, "X3": 0.57971, "Y3": 0.3698, "X4": 0.56785, "Y4": 0.3708, "page": 0, "Index": 313}, {"Word": "free", "Confidence": 0.982, "X1": 0.58498, "Y1": 0.3602, "X2": 0.6087, "Y2": 0.36, "X3": 0.6087, "Y3": 0.3698, "X4": 0.58498, "Y4": 0.3698, "page": 0, "Index": 314}, {"Word": "of", "Confidence": 0.612, "X1": 0.61528, "Y1": 0.3592, "X2": 0.62846, "Y2": 0.359, "X3": 0.62846, "Y3": 0.3688, "X4": 0.61528, "Y4": 0.3688, "page": 0, "Index": 315}, {"Word": "studies", "Confidence": 0.95, "X1": 0.63636, "Y1": 0.3672, "X2": 0.67325, "Y2": 0.367, "X3": 0.67325, "Y3": 0.3758, "X4": 0.63636, "Y4": 0.3768, "page": 0, "Index": 316}, {"Word": "have", "Confidence": 0.982, "X1": 0.67589, "Y1": 0.3662, "X2": 0.70356, "Y2": 0.366, "X3": 0.70356, "Y3": 0.3758, "X4": 0.67589, "Y4": 0.3758, "page": 0, "Index": 317}, {"Word": "shown", "Confidence": 0.933, "X1": 0.70619, "Y1": 0.3662, "X2": 0.74177, "Y2": 0.366, "X3": 0.74045, "Y3": 0.3768, "X4": 0.70619, "Y4": 0.3758, "page": 0, "Index": 318}, {"Word": "that", "Confidence": 0.959, "X1": 0.7444, "Y1": 0.3662, "X2": 0.7668, "Y2": 0.366, "X3": 0.76548, "Y3": 0.3768, "X4": 0.7444, "Y4": 0.3768, "page": 0, "Index": 319}, {"Word": "be-", "Confidence": 0.609, "X1": 0.76943, "Y1": 0.3662, "X2": 0.78788, "Y2": 0.366, "X3": 0.78788, "Y3": 0.3768, "X4": 0.76812, "Y4": 0.3768, "page": 0, "Index": 320}, {"Word": "cause", "Confidence": 0.324, "X1": 0.63636, "Y1": 0.3762, "X2": 0.66271, "Y2": 0.376, "X3": 0.66271, "Y3": 0.3858, "X4": 0.63636, "Y4": 0.3848, "page": 0, "Index": 321}, {"Word": "of", "Confidence": 0.997, "X1": 0.66535, "Y1": 0.3762, "X2": 0.67721, "Y2": 0.376, "X3": 0.67721, "Y3": 0.3858, "X4": 0.66535, "Y4": 0.3858, "page": 0, "Index": 322}, {"Word": "generally", "Confidence": 0.846, "X1": 0.67984, "Y1": 0.3762, "X2": 0.72859, "Y2": 0.376, "X3": 0.72727, "Y3": 0.3858, "X4": 0.67984, "Y4": 0.3858, "page": 0, "Index": 323}, {"Word": "poorer", "Confidence": 0.955, "X1": 0.73123, "Y1": 0.3762, "X2": 0.76285, "Y2": 0.376, "X3": 0.76285, "Y3": 0.3858, "X4": 0.72991, "Y4": 0.3858, "page": 0, "Index": 324}, {"Word": "eat-", "Confidence": 0.61, "X1": 0.76548, "Y1": 0.3762, "X2": 0.78788, "Y2": 0.376, "X3": 0.78656, "Y3": 0.3858, "X4": 0.76548, "Y4": 0.3858, "page": 0, "Index": 325}, {"Word": "Industry", "Confidence": 0.899, "X1": 0.48353, "Y1": 0.3822, "X2": 0.52833, "Y2": 0.382, "X3": 0.52833, "Y3": 0.3918, "X4": 0.48353, "Y4": 0.3908, "page": 0, "Index": 326}, {"Word": "officials", "Confidence": 0.619, "X1": 0.53228, "Y1": 0.3832, "X2": 0.57181, "Y2": 0.383, "X3": 0.57049, "Y3": 0.3928, "X4": 0.53096, "Y4": 0.3918, "page": 0, "Index": 327}, {"Word": "from", "Confidence": 0.955, "X1": 0.57444, "Y1": 0.3832, "X2": 0.59947, "Y2": 0.383, "X3": 0.59816, "Y3": 0.3938, "X4": 0.57312, "Y4": 0.3928, "page": 0, "Index": 328}, {"Word": "both", "Confidence": 0.83, "X1": 0.60343, "Y1": 0.3832, "X2": 0.62846, "Y2": 0.383, "X3": 0.62846, "Y3": 0.3938, "X4": 0.60211, "Y4": 0.3938, "page": 0, "Index": 329}, {"Word": "ing", "Confidence": 0.998, "X1": 0.63373, "Y1": 0.3842, "X2": 0.65086, "Y2": 0.384, "X3": 0.65086, "Y3": 0.3948, "X4": 0.63241, "Y4": 0.3938, "page": 0, "Index": 330}, {"Word": "habits", "Confidence": 0.885, "X1": 0.65349, "Y1": 0.3842, "X2": 0.68643, "Y2": 0.384, "X3": 0.68511, "Y3": 0.3948, "X4": 0.65349, "Y4": 0.3948, "page": 0, "Index": 331}, {"Word": "and", "Confidence": 0.944, "X1": 0.68906, "Y1": 0.3852, "X2": 0.70751, "Y2": 0.385, "X3": 0.70619, "Y3": 0.3948, "X4": 0.68775, "Y4": 0.3948, "page": 0, "Index": 332}, {"Word": "personality", "Confidence": 0.849, "X1": 0.71014, "Y1": 0.3862, "X2": 0.7668, "Y2": 0.386, "X3": 0.76548, "Y3": 0.3958, "X4": 0.70883, "Y4": 0.3948, "page": 0, "Index": 333}, {"Word": "dif-", "Confidence": 0.634, "X1": 0.76943, "Y1": 0.3862, "X2": 0.78788, "Y2": 0.386, "X3": 0.78656, "Y3": 0.3958, "X4": 0.76812, "Y4": 0.3958, "page": 0, "Index": 334}, {"Word": "Tabacalera", "Confidence": 0.851, "X1": 0.47431, "Y1": 0.3922, "X2": 0.53755, "Y2": 0.392, "X3": 0.53755, "Y3": 0.4008, "X4": 0.47431, "Y4": 0.3998, "page": 0, "Index": 335}, {"Word": "Nacional", "Confidence": 0.994, "X1": 0.54545, "Y1": 0.3922, "X2": 0.59947, "Y2": 0.392, "X3": 0.59947, "Y3": 0.4018, "X4": 0.54545, "Y4": 0.4008, "page": 0, "Index": 336}, {"Word": "and", "Confidence": 0.998, "X1": 0.60474, "Y1": 0.3922, "X2": 0.62846, "Y2": 0.392, "X3": 0.62714, "Y3": 0.4028, "X4": 0.60474, "Y4": 0.4018, "page": 0, "Index": 337}, {"Word": "ferences,", "Confidence": 0.673, "X1": 0.63373, "Y1": 0.3952, "X2": 0.68643, "Y2": 0.395, "X3": 0.68643, "Y3": 0.4048, "X4": 0.63373, "Y4": 0.4048, "page": 0, "Index": 338}, {"Word": "smokers", "Confidence": 0.952, "X1": 0.69038, "Y1": 0.3952, "X2": 0.73781, "Y2": 0.395, "X3": 0.7365, "Y3": 0.4048, "X4": 0.69038, "Y4": 0.4048, "page": 0, "Index": 339}, {"Word": "may", "Confidence": 0.994, "X1": 0.74308, "Y1": 0.3952, "X2": 0.7668, "Y2": 0.395, "X3": 0.76548, "Y3": 0.4048, "X4": 0.74308, "Y4": 0.4048, "page": 0, "Index": 340}, {"Word": "be", "Confidence": 0.991, "X1": 0.77339, "Y1": 0.3952, "X2": 0.78788, "Y2": 0.395, "X3": 0.78656, "Y3": 0.4048, "X4": 0.77207, "Y4": 0.4048, "page": 0, "Index": 341}, {"Word": "Bigott,", "Confidence": 0.628, "X1": 0.47299, "Y1": 0.4012, "X2": 0.50988, "Y2": 0.401, "X3": 0.5112, "Y3": 0.4108, "X4": 0.47431, "Y4": 0.4108, "page": 0, "Index": 342}, {"Word": "the", "Confidence": 0.886, "X1": 0.51252, "Y1": 0.4022, "X2": 0.52833, "Y2": 0.402, "X3": 0.52964, "Y3": 0.4108, "X4": 0.51383, "Y4": 0.4108, "page": 0, "Index": 343}, {"Word": "nation's", "Confidence": 0.991, "X1": 0.53096, "Y1": 0.4022, "X2": 0.57312, "Y2": 0.402, "X3": 0.57444, "Y3": 0.4118, "X4": 0.53228, "Y4": 0.4108, "page": 0, "Index": 344}, {"Word": "other", "Confidence": 0.684, "X1": 0.57576, "Y1": 0.4032, "X2": 0.60343, "Y2": 0.403, "X3": 0.60474, "Y3": 0.4118, "X4": 0.57708, "Y4": 0.4118, "page": 0, "Index": 345}, {"Word": "ma.", "Confidence": 0.287, "X1": 0.60606, "Y1": 0.4032, "X2": 0.62978, "Y2": 0.403, "X3": 0.62978, "Y3": 0.4128, "X4": 0.60738, "Y4": 0.4118, "page": 0, "Index": 346}, {"Word": "more", "Confidence": 0.983, "X1": 0.63373, "Y1": 0.4062, "X2": 0.6614, "Y2": 0.406, "X3": 0.6614, "Y3": 0.4148, "X4": 0.63373, "Y4": 0.4158, "page": 0, "Index": 347}, {"Word": "prone", "Confidence": 0.9, "X1": 0.66403, "Y1": 0.4052, "X2": 0.69565, "Y2": 0.405, "X3": 0.69565, "Y3": 0.4148, "X4": 0.66403, "Y4": 0.4148, "page": 0, "Index": 348}, {"Word": "to", "Confidence": 0.726, "X1": 0.69829, "Y1": 0.4052, "X2": 0.70883, "Y2": 0.405, "X3": 0.70883, "Y3": 0.4148, "X4": 0.69697, "Y4": 0.4148, "page": 0, "Index": 349}, {"Word": "lung", "Confidence": 0.955, "X1": 0.71146, "Y1": 0.4052, "X2": 0.73386, "Y2": 0.405, "X3": 0.73386, "Y3": 0.4148, "X4": 0.71146, "Y4": 0.4148, "page": 0, "Index": 350}, {"Word": "and", "Confidence": 0.691, "X1": 0.7365, "Y1": 0.4052, "X2": 0.75626, "Y2": 0.405, "X3": 0.75494, "Y3": 0.4148, "X4": 0.7365, "Y4": 0.4148, "page": 0, "Index": 351}, {"Word": "heart", "Confidence": 0.381, "X1": 0.75889, "Y1": 0.4052, "X2": 0.7892, "Y2": 0.405, "X3": 0.78788, "Y3": 0.4158, "X4": 0.75758, "Y4": 0.4148, "page": 0, "Index": 352}, {"Word": "for", "Confidence": 0.625, "X1": 0.47431, "Y1": 0.4112, "X2": 0.49012, "Y2": 0.411, "X3": 0.49012, "Y3": 0.4198, "X4": 0.47431, "Y4": 0.4198, "page": 0, "Index": 353}, {"Word": "tobacco", "Confidence": 0.704, "X1": 0.49407, "Y1": 0.4102, "X2": 0.53491, "Y2": 0.41, "X3": 0.53491, "Y3": 0.4198, "X4": 0.49407, "Y4": 0.4198, "page": 0, "Index": 354}, {"Word": "company", "Confidence": 0.729, "X1": 0.53887, "Y1": 0.4112, "X2": 0.5863, "Y2": 0.411, "X3": 0.5863, "Y3": 0.4208, "X4": 0.53887, "Y4": 0.4198, "page": 0, "Index": 355}, {"Word": "joined", "Confidence": 0.896, "X1": 0.59025, "Y1": 0.4122, "X2": 0.62319, "Y2": 0.412, "X3": 0.62319, "Y3": 0.4218, "X4": 0.59025, "Y4": 0.4208, "page": 0, "Index": 356}, {"Word": ".", "Confidence": 0.624, "X1": 0.62582, "Y1": 0.4132, "X2": 0.63109, "Y2": 0.413, "X3": 0.63241, "Y3": 0.4218, "X4": 0.62582, "Y4": 0.4218, "page": 0, "Index": 357}, {"Word": "disease.", "Confidence": 0.604, "X1": 0.63373, "Y1": 0.4152, "X2": 0.67721, "Y2": 0.415, "X3": 0.67721, "Y3": 0.4238, "X4": 0.63373, "Y4": 0.4218, "page": 0, "Index": 358}, {"Word": "U.S.", "Confidence": 0.97, "X1": 0.47431, "Y1": 0.4202, "X2": 0.49934, "Y2": 0.42, "X3": 0.49934, "Y3": 0.4298, "X4": 0.47431, "Y4": 0.4298, "page": 0, "Index": 359}, {"Word": "and", "Confidence": 0.998, "X1": 0.50198, "Y1": 0.4202, "X2": 0.52306, "Y2": 0.42, "X3": 0.52306, "Y3": 0.4298, "X4": 0.50198, "Y4": 0.4298, "page": 0, "Index": 360}, {"Word": "British", "Confidence": 0.905, "X1": 0.52569, "Y1": 0.4202, "X2": 0.56258, "Y2": 0.42, "X3": 0.56258, "Y3": 0.4298, "X4": 0.52569, "Y4": 0.4298, "page": 0, "Index": 361}, {"Word": "tobacco", "Confidence": 0.631, "X1": 0.56653, "Y1": 0.4212, "X2": 0.6087, "Y2": 0.421, "X3": 0.6087, "Y3": 0.4308, "X4": 0.56653, "Y4": 0.4298, "page": 0, "Index": 362}, {"Word": "in-", "Confidence": 0.526, "X1": 0.61133, "Y1": 0.4212, "X2": 0.62978, "Y2": 0.421, "X3": 0.62978, "Y3": 0.4308, "X4": 0.61133, "Y4": 0.4308, "page": 0, "Index": 363}, {"Word": "\"The", "Confidence": 0.991, "X1": 0.64163, "Y1": 0.4262, "X2": 0.67194, "Y2": 0.426, "X3": 0.67194, "Y3": 0.4358, "X4": 0.64163, "Y4": 0.4348, "page": 0, "Index": 364}, {"Word": "smoking", "Confidence": 0.658, "X1": 0.67984, "Y1": 0.4262, "X2": 0.72596, "Y2": 0.426, "X3": 0.72596, "Y3": 0.4368, "X4": 0.67984, "Y4": 0.4358, "page": 0, "Index": 365}, {"Word": "argument", "Confidence": 0.633, "X1": 0.73386, "Y1": 0.4262, "X2": 0.78788, "Y2": 0.426, "X3": 0.78656, "Y3": 0.4368, "X4": 0.73386, "Y4": 0.4368, "page": 0, "Index": 366}, {"Word": "dustry", "Confidence": 0.932, "X1": 0.47563, "Y1": 0.4312, "X2": 0.50856, "Y2": 0.431, "X3": 0.50725, "Y3": 0.4398, "X4": 0.47563, "Y4": 0.4408, "page": 0, "Index": 367}, {"Word": "representatives", "Confidence": 0.778, "X1": 0.51383, "Y1": 0.4312, "X2": 0.59684, "Y2": 0.431, "X3": 0.59684, "Y3": 0.4408, "X4": 0.51252, "Y4": 0.4398, "page": 0, "Index": 368}, {"Word": "at", "Confidence": 0.617, "X1": 0.60079, "Y1": 0.4312, "X2": 0.61528, "Y2": 0.431, "X3": 0.61397, "Y3": 0.4408, "X4": 0.59947, "Y4": 0.4408, "page": 0, "Index": 369}, {"Word": "gives", "Confidence": 0.903, "X1": 0.63241, "Y1": 0.4362, "X2": 0.66271, "Y2": 0.436, "X3": 0.6614, "Y3": 0.4458, "X4": 0.63241, "Y4": 0.4458, "page": 0, "Index": 370}, {"Word": "the", "Confidence": 0.992, "X1": 0.66535, "Y1": 0.4362, "X2": 0.68511, "Y2": 0.436, "X3": 0.68379, "Y3": 0.4458, "X4": 0.66535, "Y4": 0.4458, "page": 0, "Index": 371}, {"Word": "medical", "Confidence": 0.811, "X1": 0.68775, "Y1": 0.4362, "X2": 0.72991, "Y2": 0.436, "X3": 0.72859, "Y3": 0.4458, "X4": 0.68775, "Y4": 0.4458, "page": 0, "Index": 372}, {"Word": "profession", "Confidence": 0.653, "X1": 0.73254, "Y1": 0.4362, "X2": 0.78524, "Y2": 0.436, "X3": 0.78524, "Y3": 0.4448, "X4": 0.73123, "Y4": 0.4458, "page": 0, "Index": 373}, {"Word": "conference", "Confidence": 0.256, "X1": 0.47299, "Y1": 0.4402, "X2": 0.53096, "Y2": 0.44, "X3": 0.53228, "Y3": 0.4498, "X4": 0.47431, "Y4": 0.4488, "page": 0, "Index": 374}, {"Word": "in", "Confidence": 0.947, "X1": 0.53755, "Y1": 0.4402, "X2": 0.55072, "Y2": 0.44, "X3": 0.55072, "Y3": 0.4498, "X4": 0.53755, "Y4": 0.4498, "page": 0, "Index": 375}, {"Word": "Macuto", "Confidence": 0.63, "X1": 0.55863, "Y1": 0.4402, "X2": 0.59816, "Y2": 0.44, "X3": 0.59816, "Y3": 0.4498, "X4": 0.55863, "Y4": 0.4498, "page": 0, "Index": 376}, {"Word": "last", "Confidence": 0.941, "X1": 0.60606, "Y1": 0.4412, "X2": 0.62978, "Y2": 0.441, "X3": 0.62978, "Y3": 0.4508, "X4": 0.60606, "Y4": 0.4498, "page": 0, "Index": 377}, {"Word": "the", "Confidence": 0.994, "X1": 0.63241, "Y1": 0.4452, "X2": 0.65086, "Y2": 0.445, "X3": 0.65086, "Y3": 0.4548, "X4": 0.63241, "Y4": 0.4538, "page": 0, "Index": 378}, {"Word": "perfect", "Confidence": 0.847, "X1": 0.65349, "Y1": 0.4452, "X2": 0.69433, "Y2": 0.445, "X3": 0.69302, "Y3": 0.4548, "X4": 0.65349, "Y4": 0.4548, "page": 0, "Index": 379}, {"Word": "answer", "Confidence": 0.632, "X1": 0.69697, "Y1": 0.4452, "X2": 0.7365, "Y2": 0.445, "X3": 0.7365, "Y3": 0.4538, "X4": 0.69565, "Y4": 0.4548, "page": 0, "Index": 380}, {"Word": "to", "Confidence": 0.993, "X1": 0.73913, "Y1": 0.4442, "X2": 0.75099, "Y2": 0.444, "X3": 0.75099, "Y3": 0.4538, "X4": 0.73913, "Y4": 0.4538, "page": 0, "Index": 381}, {"Word": "these", "Confidence": 0.957, "X1": 0.75758, "Y1": 0.4442, "X2": 0.78656, "Y2": 0.444, "X3": 0.78656, "Y3": 0.4538, "X4": 0.75626, "Y4": 0.4538, "page": 0, "Index": 382}, {"Word": "week", "Confidence": 0.71, "X1": 0.47431, "Y1": 0.4492, "X2": 0.50198, "Y2": 0.449, "X3": 0.50066, "Y3": 0.4588, "X4": 0.47431, "Y4": 0.4588, "page": 0, "Index": 383}, {"Word": "what", "Confidence": 0.915, "X1": 0.47431, "Y1": 0.4582, "X2": 0.50461, "Y2": 0.458, "X3": 0.50329, "Y3": 0.4678, "X4": 0.47431, "Y4": 0.4678, "page": 0, "Index": 384}, {"Word": "in", "Confidence": 0.998, "X1": 0.50461, "Y1": 0.4492, "X2": 0.51779, "Y2": 0.449, "X3": 0.51779, "Y3": 0.4588, "X4": 0.50461, "Y4": 0.4588, "page": 0, "Index": 385}, {"Word": "an", "Confidence": 0.778, "X1": 0.52174, "Y1": 0.4492, "X2": 0.53623, "Y2": 0.449, "X3": 0.53623, "Y3": 0.4588, "X4": 0.52174, "Y4": 0.4588, "page": 0, "Index": 386}, {"Word": "effort", "Confidence": 0.634, "X1": 0.54282, "Y1": 0.4492, "X2": 0.57576, "Y2": 0.449, "X3": 0.57576, "Y3": 0.4588, "X4": 0.54282, "Y4": 0.4588, "page": 0, "Index": 387}, {"Word": "to", "Confidence": 0.701, "X1": 0.57839, "Y1": 0.4492, "X2": 0.59157, "Y2": 0.449, "X3": 0.59157, "Y3": 0.4588, "X4": 0.57839, "Y4": 0.4588, "page": 0, "Index": 388}, {"Word": "dispel", "Confidence": 0.848, "X1": 0.59552, "Y1": 0.4502, "X2": 0.62978, "Y2": 0.45, "X3": 0.62978, "Y3": 0.4598, "X4": 0.5942, "Y4": 0.4588, "page": 0, "Index": 389}, {"Word": "health", "Confidence": 0.66, "X1": 0.63241, "Y1": 0.4542, "X2": 0.66667, "Y2": 0.454, "X3": 0.66535, "Y3": 0.4638, "X4": 0.63241, "Y4": 0.4638, "page": 0, "Index": 390}, {"Word": "problems", "Confidence": 0.958, "X1": 0.67194, "Y1": 0.4542, "X2": 0.72332, "Y2": 0.454, "X3": 0.72332, "Y3": 0.4638, "X4": 0.67194, "Y4": 0.4638, "page": 0, "Index": 391}, {"Word": "and", "Confidence": 0.998, "X1": 0.72859, "Y1": 0.4542, "X2": 0.74835, "Y2": 0.454, "X3": 0.74835, "Y3": 0.4638, "X4": 0.72727, "Y4": 0.4638, "page": 0, "Index": 392}, {"Word": "it's", "Confidence": 0.327, "X1": 0.75362, "Y1": 0.4532, "X2": 0.77339, "Y2": 0.453, "X3": 0.77339, "Y3": 0.4638, "X4": 0.75362, "Y4": 0.4638, "page": 0, "Index": 393}, {"Word": ".", "Confidence": 0.01, "X1": 0.77734, "Y1": 0.4532, "X2": 0.78393, "Y2": 0.453, "X3": 0.78393, "Y3": 0.4638, "X4": 0.77602, "Y4": 0.4638, "page": 0, "Index": 394}, {"Word": "medical", "Confidence": 0.208, "X1": 0.47299, "Y1": 0.4692, "X2": 0.51647, "Y2": 0.469, "X3": 0.51647, "Y3": 0.4778, "X4": 0.47299, "Y4": 0.4768, "page": 0, "Index": 395}, {"Word": "they", "Confidence": 0.99, "X1": 0.51252, "Y1": 0.4592, "X2": 0.53887, "Y2": 0.459, "X3": 0.53755, "Y3": 0.4688, "X4": 0.5112, "Y4": 0.4678, "page": 0, "Index": 396}, {"Word": "myths", "Confidence": 0.93, "X1": 0.52437, "Y1": 0.4692, "X2": 0.55863, "Y2": 0.469, "X3": 0.55863, "Y3": 0.4778, "X4": 0.52437, "Y4": 0.4778, "page": 0, "Index": 397}, {"Word": "contend", "Confidence": 0.955, "X1": 0.54809, "Y1": 0.4602, "X2": 0.59552, "Y2": 0.46, "X3": 0.59552, "Y3": 0.4688, "X4": 0.54809, "Y4": 0.4688, "page": 0, "Index": 398}, {"Word": "about", "Confidence": 0.631, "X1": 0.56785, "Y1": 0.4692, "X2": 0.59947, "Y2": 0.469, "X3": 0.59947, "Y3": 0.4778, "X4": 0.56785, "Y4": 0.4778, "page": 0, "Index": 399}, {"Word": "are", "Confidence": 0.669, "X1": 0.60474, "Y1": 0.4602, "X2": 0.62582, "Y2": 0.46, "X3": 0.62582, "Y3": 0.4688, "X4": 0.60474, "Y4": 0.4688, "page": 0, "Index": 400}, {"Word": "the", "Confidence": 0.995, "X1": 0.60738, "Y1": 0.4692, "X2": 0.62582, "Y2": 0.469, "X3": 0.62582, "Y3": 0.4778, "X4": 0.60738, "Y4": 0.4778, "page": 0, "Index": 401}, {"Word": "way", "Confidence": 0.998, "X1": 0.63241, "Y1": 0.4642, "X2": 0.65481, "Y2": 0.464, "X3": 0.65481, "Y3": 0.4738, "X4": 0.63241, "Y4": 0.4738, "page": 0, "Index": 402}, {"Word": "for", "Confidence": 0.799, "X1": 0.6614, "Y1": 0.4642, "X2": 0.68116, "Y2": 0.464, "X3": 0.67984, "Y3": 0.4738, "X4": 0.6614, "Y4": 0.4738, "page": 0, "Index": 403}, {"Word": "non-smokers,", "Confidence": 0.611, "X1": 0.68643, "Y1": 0.4642, "X2": 0.75889, "Y2": 0.464, "X3": 0.75889, "Y3": 0.4728, "X4": 0.68511, "Y4": 0.4738, "page": 0, "Index": 404}, {"Word": "who", "Confidence": 0.089, "X1": 0.76285, "Y1": 0.4642, "X2": 0.78524, "Y2": 0.464, "X3": 0.78393, "Y3": 0.4728, "X4": 0.76285, "Y4": 0.4728, "page": 0, "Index": 405}, {"Word": "health", "Confidence": 0.941, "X1": 0.47431, "Y1": 0.4782, "X2": 0.50461, "Y2": 0.478, "X3": 0.50329, "Y3": 0.4868, "X4": 0.47431, "Y4": 0.4868, "page": 0, "Index": 406}, {"Word": "risks", "Confidence": 0.991, "X1": 0.50725, "Y1": 0.4782, "X2": 0.53228, "Y2": 0.478, "X3": 0.53228, "Y3": 0.4868, "X4": 0.50593, "Y4": 0.4868, "page": 0, "Index": 407}, {"Word": "of", "Confidence": 0.677, "X1": 0.53491, "Y1": 0.4782, "X2": 0.54545, "Y2": 0.478, "X3": 0.54414, "Y3": 0.4868, "X4": 0.5336, "Y4": 0.4868, "page": 0, "Index": 408}, {"Word": "smoking.", "Confidence": 0.857, "X1": 0.54677, "Y1": 0.4792, "X2": 0.59552, "Y2": 0.479, "X3": 0.5942, "Y3": 0.4878, "X4": 0.54677, "Y4": 0.4868, "page": 0, "Index": 409}, {"Word": "are", "Confidence": 0.865, "X1": 0.63241, "Y1": 0.4742, "X2": 0.65086, "Y2": 0.474, "X3": 0.65086, "Y3": 0.4828, "X4": 0.63241, "Y4": 0.4828, "page": 0, "Index": 410}, {"Word": "very", "Confidence": 0.987, "X1": 0.65349, "Y1": 0.4742, "X2": 0.67852, "Y2": 0.474, "X3": 0.67852, "Y3": 0.4838, "X4": 0.65349, "Y4": 0.4828, "page": 0, "Index": 411}, {"Word": "strongly", "Confidence": 0.931, "X1": 0.68116, "Y1": 0.4742, "X2": 0.72596, "Y2": 0.474, "X3": 0.72596, "Y3": 0.4838, "X4": 0.68116, "Y4": 0.4838, "page": 0, "Index": 412}, {"Word": "opposed", "Confidence": 0.941, "X1": 0.72859, "Y1": 0.4732, "X2": 0.77075, "Y2": 0.473, "X3": 0.76943, "Y3": 0.4828, "X4": 0.72859, "Y4": 0.4838, "page": 0, "Index": 413}, {"Word": "to", "Confidence": 0.291, "X1": 0.77339, "Y1": 0.4732, "X2": 0.78656, "Y2": 0.473, "X3": 0.78524, "Y3": 0.4828, "X4": 0.77207, "Y4": 0.4828, "page": 0, "Index": 414}, {"Word": "smoking,", "Confidence": 0.693, "X1": 0.63241, "Y1": 0.4832, "X2": 0.68248, "Y2": 0.483, "X3": 0.68116, "Y3": 0.4928, "X4": 0.63241, "Y4": 0.4918, "page": 0, "Index": 415}, {"Word": "to", "Confidence": 0.911, "X1": 0.68379, "Y1": 0.4832, "X2": 0.69829, "Y2": 0.483, "X3": 0.69697, "Y3": 0.4928, "X4": 0.68379, "Y4": 0.4928, "page": 0, "Index": 416}, {"Word": "justify", "Confidence": 0.604, "X1": 0.70092, "Y1": 0.4832, "X2": 0.7365, "Y2": 0.483, "X3": 0.73518, "Y3": 0.4928, "X4": 0.6996, "Y4": 0.4928, "page": 0, "Index": 417}, {"Word": "persecut.", "Confidence": 0.52, "X1": 0.73913, "Y1": 0.4832, "X2": 0.78788, "Y2": 0.483, "X3": 0.78656, "Y3": 0.4928, "X4": 0.73781, "Y4": 0.4928, "page": 0, "Index": 418}, {"Word": "\"No", "Confidence": 0.794, "X1": 0.48221, "Y1": 0.4902, "X2": 0.50461, "Y2": 0.49, "X3": 0.50461, "Y3": 0.4988, "X4": 0.48221, "Y4": 0.4988, "page": 0, "Index": 419}, {"Word": "one", "Confidence": 0.906, "X1": 0.50725, "Y1": 0.4902, "X2": 0.52701, "Y2": 0.49, "X3": 0.52569, "Y3": 0.4998, "X4": 0.50725, "Y4": 0.4988, "page": 0, "Index": 420}, {"Word": "knows", "Confidence": 0.365, "X1": 0.52964, "Y1": 0.4912, "X2": 0.5639, "Y2": 0.491, "X3": 0.56258, "Y3": 0.4998, "X4": 0.52833, "Y4": 0.4998, "page": 0, "Index": 421}, {"Word": "yet", "Confidence": 0.958, "X1": 0.56653, "Y1": 0.4912, "X2": 0.58366, "Y2": 0.491, "X3": 0.58235, "Y3": 0.4998, "X4": 0.56522, "Y4": 0.4998, "page": 0, "Index": 422}, {"Word": "how", "Confidence": 0.958, "X1": 0.5863, "Y1": 0.4912, "X2": 0.60738, "Y2": 0.491, "X3": 0.60606, "Y3": 0.5008, "X4": 0.58498, "Y4": 0.4998, "page": 0, "Index": 423}, {"Word": "I", "Confidence": 0.004, "X1": 0.61528, "Y1": 0.4912, "X2": 0.62319, "Y2": 0.491, "X3": 0.62187, "Y3": 0.5008, "X4": 0.61528, "Y4": 0.5008, "page": 0, "Index": 424}, {"Word": "ing", "Confidence": 0.955, "X1": 0.63241, "Y1": 0.4912, "X2": 0.65481, "Y2": 0.491, "X3": 0.65349, "Y3": 0.5008, "X4": 0.63109, "Y4": 0.5008, "page": 0, "Index": 425}, {"Word": "a", "Confidence": 0.271, "X1": 0.66403, "Y1": 0.4912, "X2": 0.67194, "Y2": 0.491, "X3": 0.67062, "Y3": 0.5018, "X4": 0.66271, "Y4": 0.5008, "page": 0, "Index": 426}, {"Word": "section", "Confidence": 0.879, "X1": 0.68116, "Y1": 0.4922, "X2": 0.73123, "Y2": 0.492, "X3": 0.72991, "Y3": 0.5018, "X4": 0.67984, "Y4": 0.5018, "page": 0, "Index": 427}, {"Word": "of", "Confidence": 0.955, "X1": 0.74177, "Y1": 0.4922, "X2": 0.75626, "Y2": 0.492, "X3": 0.75494, "Y3": 0.5028, "X4": 0.74045, "Y4": 0.5018, "page": 0, "Index": 428}, {"Word": "the", "Confidence": 0.968, "X1": 0.76285, "Y1": 0.4922, "X2": 0.78524, "Y2": 0.492, "X3": 0.78393, "Y3": 0.5028, "X4": 0.76153, "Y4": 0.5028, "page": 0, "Index": 429}, {"Word": "nesses", "Confidence": 0.665, "X1": 0.47299, "Y1": 0.5012, "X2": 0.50856, "Y2": 0.501, "X3": 0.50725, "Y3": 0.5098, "X4": 0.47167, "Y4": 0.5108, "page": 0, "Index": 430}, {"Word": "like", "Confidence": 0.761, "X1": 0.5112, "Y1": 0.5002, "X2": 0.53228, "Y2": 0.5, "X3": 0.53228, "Y3": 0.5098, "X4": 0.50988, "Y4": 0.5098, "page": 0, "Index": 431}, {"Word": "lung", "Confidence": 0.824, "X1": 0.53623, "Y1": 0.5002, "X2": 0.55995, "Y2": 0.5, "X3": 0.55995, "Y3": 0.5088, "X4": 0.53623, "Y4": 0.5088, "page": 0, "Index": 432}, {"Word": "cancer", "Confidence": 0.611, "X1": 0.56522, "Y1": 0.5002, "X2": 0.60079, "Y2": 0.5, "X3": 0.60079, "Y3": 0.5098, "X4": 0.56522, "Y4": 0.5088, "page": 0, "Index": 433}, {"Word": "and", "Confidence": 0.927, "X1": 0.60606, "Y1": 0.5002, "X2": 0.62582, "Y2": 0.5, "X3": 0.62451, "Y3": 0.5098, "X4": 0.60474, "Y4": 0.5098, "page": 0, "Index": 434}, {"Word": "population,\"", "Confidence": 0.673, "X1": 0.63241, "Y1": 0.5012, "X2": 0.69829, "Y2": 0.501, "X3": 0.69697, "Y3": 0.5108, "X4": 0.63241, "Y4": 0.5118, "page": 0, "Index": 435}, {"Word": "she", "Confidence": 0.716, "X1": 0.70092, "Y1": 0.5012, "X2": 0.71673, "Y2": 0.501, "X3": 0.71673, "Y3": 0.5108, "X4": 0.6996, "Y4": 0.5108, "page": 0, "Index": 436}, {"Word": "said.", "Confidence": 0.611, "X1": 0.71937, "Y1": 0.5012, "X2": 0.74572, "Y2": 0.501, "X3": 0.7444, "Y3": 0.5118, "X4": 0.71937, "Y4": 0.5108, "page": 0, "Index": 437}, {"Word": "cardiac", "Confidence": 0.615, "X1": 0.47299, "Y1": 0.5102, "X2": 0.5112, "Y2": 0.51, "X3": 0.5112, "Y3": 0.5188, "X4": 0.47299, "Y4": 0.5198, "page": 0, "Index": 438}, {"Word": "causes", "Confidence": 0.865, "X1": 0.50725, "Y1": 0.5192, "X2": 0.54414, "Y2": 0.519, "X3": 0.54414, "Y3": 0.5278, "X4": 0.50856, "Y4": 0.5288, "page": 0, "Index": 439}, {"Word": "infections", "Confidence": 0.747, "X1": 0.5191, "Y1": 0.5102, "X2": 0.57181, "Y2": 0.51, "X3": 0.57181, "Y3": 0.5188, "X4": 0.5191, "Y4": 0.5188, "page": 0, "Index": 440}, {"Word": "them", "Confidence": 0.975, "X1": 0.55072, "Y1": 0.5192, "X2": 0.57576, "Y2": 0.519, "X3": 0.57576, "Y3": 0.5278, "X4": 0.55072, "Y4": 0.5278, "page": 0, "Index": 441}, {"Word": "start", "Confidence": 0.601, "X1": 0.57839, "Y1": 0.5102, "X2": 0.60606, "Y2": 0.51, "X3": 0.60606, "Y3": 0.5188, "X4": 0.57839, "Y4": 0.5188, "page": 0, "Index": 442}, {"Word": "to", "Confidence": 0.969, "X1": 0.58762, "Y1": 0.5182, "X2": 0.60079, "Y2": 0.518, "X3": 0.60079, "Y3": 0.5278, "X4": 0.58762, "Y4": 0.5278, "page": 0, "Index": 443}, {"Word": "or", "Confidence": 0.997, "X1": 0.61265, "Y1": 0.5102, "X2": 0.62714, "Y2": 0.51, "X3": 0.62714, "Y3": 0.5188, "X4": 0.61265, "Y4": 0.5188, "page": 0, "Index": 444}, {"Word": "Eraas,", "Confidence": 0.678, "X1": 0.64163, "Y1": 0.5122, "X2": 0.67852, "Y2": 0.512, "X3": 0.67852, "Y3": 0.5208, "X4": 0.64163, "Y4": 0.5218, "page": 0, "Index": 445}, {"Word": "however,", "Confidence": 0.887, "X1": 0.68116, "Y1": 0.5112, "X2": 0.73254, "Y2": 0.511, "X3": 0.73254, "Y3": 0.5218, "X4": 0.68116, "Y4": 0.5208, "page": 0, "Index": 446}, {"Word": "muid", "Confidence": 0.141, "X1": 0.73518, "Y1": 0.5112, "X2": 0.75758, "Y2": 0.511, "X3": 0.75758, "Y3": 0.5218, "X4": 0.73518, "Y4": 0.5218, "page": 0, "Index": 447}, {"Word": "that", "Confidence": 0.639, "X1": 0.76021, "Y1": 0.5112, "X2": 0.78524, "Y2": 0.511, "X3": 0.78393, "Y3": 0.5218, "X4": 0.76021, "Y4": 0.5218, "page": 0, "Index": 448}, {"Word": "velop,\"", "Confidence": 0.621, "X1": 0.47167, "Y1": 0.5282, "X2": 0.5112, "Y2": 0.528, "X3": 0.50988, "Y3": 0.5378, "X4": 0.47167, "Y4": 0.5378, "page": 0, "Index": 449}, {"Word": "what", "Confidence": 0.991, "X1": 0.47299, "Y1": 0.5192, "X2": 0.50066, "Y2": 0.519, "X3": 0.50066, "Y3": 0.5288, "X4": 0.47299, "Y4": 0.5288, "page": 0, "Index": 450}, {"Word": "said", "Confidence": 0.12, "X1": 0.51383, "Y1": 0.5282, "X2": 0.53623, "Y2": 0.528, "X3": 0.53623, "Y3": 0.5378, "X4": 0.51252, "Y4": 0.5378, "page": 0, "Index": 451}, {"Word": "Sharon", "Confidence": 0.676, "X1": 0.53887, "Y1": 0.5282, "X2": 0.57708, "Y2": 0.528, "X3": 0.57708, "Y3": 0.5378, "X4": 0.53887, "Y4": 0.5378, "page": 0, "Index": 452}, {"Word": "de-", "Confidence": 0.846, "X1": 0.6087, "Y1": 0.5182, "X2": 0.62714, "Y2": 0.518, "X3": 0.62582, "Y3": 0.5288, "X4": 0.60738, "Y4": 0.5288, "page": 0, "Index": 453}, {"Word": "between", "Confidence": 0.958, "X1": 0.63109, "Y1": 0.5212, "X2": 0.67589, "Y2": 0.521, "X3": 0.67589, "Y3": 0.5308, "X4": 0.63109, "Y4": 0.5308, "page": 0, "Index": 454}, {"Word": "42", "Confidence": 0.997, "X1": 0.67852, "Y1": 0.5212, "X2": 0.69302, "Y2": 0.521, "X3": 0.69302, "Y3": 0.5308, "X4": 0.67852, "Y4": 0.5308, "page": 0, "Index": 455}, {"Word": "and", "Confidence": 0.993, "X1": 0.69565, "Y1": 0.5212, "X2": 0.71673, "Y2": 0.521, "X3": 0.71673, "Y3": 0.5298, "X4": 0.69565, "Y4": 0.5308, "page": 0, "Index": 456}, {"Word": "45", "Confidence": 0.653, "X1": 0.71937, "Y1": 0.5212, "X2": 0.73386, "Y2": 0.521, "X3": 0.73386, "Y3": 0.5298, "X4": 0.71937, "Y4": 0.5298, "page": 0, "Index": 457}, {"Word": "Vaneque-", "Confidence": 0.283, "X1": 0.7365, "Y1": 0.5212, "X2": 0.78656, "Y2": 0.521, "X3": 0.78656, "Y3": 0.5308, "X4": 0.7365, "Y4": 0.5298, "page": 0, "Index": 458}, {"Word": "--", "Confidence": 0.805, "X1": 0.79447, "Y1": 0.5282, "X2": 0.83267, "Y2": 0.528, "X3": 0.83267, "Y3": 0.5378, "X4": 0.79447, "Y4": 0.5378, "page": 0, "Index": 459}, {"Word": "pharmacologist", "Confidence": 0.603, "X1": 0.47299, "Y1": 0.5392, "X2": 0.58498, "Y2": 0.539, "X3": 0.5863, "Y3": 0.5478, "X4": 0.47299, "Y4": 0.5468, "page": 0, "Index": 460}, {"Word": "Boyse,", "Confidence": 0.702, "X1": 0.57971, "Y1": 0.5292, "X2": 0.61528, "Y2": 0.529, "X3": 0.61528, "Y3": 0.5388, "X4": 0.57971, "Y4": 0.5378, "page": 0, "Index": 461}, {"Word": "&", "Confidence": 0.009, "X1": 0.61792, "Y1": 0.5292, "X2": 0.62582, "Y2": 0.529, "X3": 0.62582, "Y3": 0.5388, "X4": 0.61792, "Y4": 0.5388, "page": 0, "Index": 462}, {"Word": "lans", "Confidence": 0.642, "X1": 0.62978, "Y1": 0.5292, "X2": 0.65481, "Y2": 0.529, "X3": 0.65481, "Y3": 0.5388, "X4": 0.62978, "Y4": 0.5388, "page": 0, "Index": 463}, {"Word": "are", "Confidence": 0.79, "X1": 0.66403, "Y1": 0.5292, "X2": 0.68379, "Y2": 0.529, "X3": 0.68379, "Y3": 0.5388, "X4": 0.66271, "Y4": 0.5388, "page": 0, "Index": 464}, {"Word": "dying", "Confidence": 0.955, "X1": 0.6917, "Y1": 0.5292, "X2": 0.72332, "Y2": 0.529, "X3": 0.72332, "Y3": 0.5398, "X4": 0.6917, "Y4": 0.5388, "page": 0, "Index": 465}, {"Word": "of", "Confidence": 0.803, "X1": 0.73254, "Y1": 0.5302, "X2": 0.74704, "Y2": 0.53, "X3": 0.74704, "Y3": 0.5398, "X4": 0.73254, "Y4": 0.5398, "page": 0, "Index": 466}, {"Word": "heart", "Confidence": 0.66, "X1": 0.75231, "Y1": 0.5302, "X2": 0.78524, "Y2": 0.53, "X3": 0.78524, "Y3": 0.5398, "X4": 0.75231, "Y4": 0.5398, "page": 0, "Index": 467}, {"Word": "British", "Confidence": 0.628, "X1": 0.47299, "Y1": 0.5472, "X2": 0.51252, "Y2": 0.547, "X3": 0.51252, "Y3": 0.5558, "X4": 0.47299, "Y4": 0.5558, "page": 0, "Index": 468}, {"Word": "American", "Confidence": 0.765, "X1": 0.51515, "Y1": 0.5472, "X2": 0.56917, "Y2": 0.547, "X3": 0.56917, "Y3": 0.5558, "X4": 0.51647, "Y4": 0.5558, "page": 0, "Index": 469}, {"Word": "Tobacco", "Confidence": 0.582, "X1": 0.57971, "Y1": 0.5472, "X2": 0.62582, "Y2": 0.547, "X3": 0.62582, "Y3": 0.5578, "X4": 0.57971, "Y4": 0.5568, "page": 0, "Index": 470}, {"Word": "with", "Confidence": 0.982, "X1": 0.5942, "Y1": 0.5392, "X2": 0.62451, "Y2": 0.539, "X3": 0.62582, "Y3": 0.5488, "X4": 0.5942, "Y4": 0.5478, "page": 0, "Index": 471}, {"Word": "disease", "Confidence": 0.76, "X1": 0.63109, "Y1": 0.5392, "X2": 0.67062, "Y2": 0.539, "X3": 0.67062, "Y3": 0.5488, "X4": 0.63109, "Y4": 0.5488, "page": 0, "Index": 472}, {"Word": "of", "Confidence": 0.731, "X1": 0.67589, "Y1": 0.5492, "X2": 0.69038, "Y2": 0.549, "X3": 0.69038, "Y3": 0.5578, "X4": 0.67589, "Y4": 0.5588, "page": 0, "Index": 473}, {"Word": "dally", "Confidence": 0.783, "X1": 0.67721, "Y1": 0.5392, "X2": 0.70487, "Y2": 0.539, "X3": 0.70487, "Y3": 0.5488, "X4": 0.67721, "Y4": 0.5488, "page": 0, "Index": 474}, {"Word": "those", "Confidence": 0.907, "X1": 0.69302, "Y1": 0.5492, "X2": 0.72332, "Y2": 0.549, "X3": 0.72332, "Y3": 0.5578, "X4": 0.69302, "Y4": 0.5578, "page": 0, "Index": 475}, {"Word": "end", "Confidence": 0.804, "X1": 0.71278, "Y1": 0.5392, "X2": 0.73254, "Y2": 0.539, "X3": 0.73386, "Y3": 0.5498, "X4": 0.71278, "Y4": 0.5488, "page": 0, "Index": 476}, {"Word": "that", "Confidence": 0.67, "X1": 0.74045, "Y1": 0.5402, "X2": 0.76416, "Y2": 0.54, "X3": 0.76416, "Y3": 0.5498, "X4": 0.74045, "Y4": 0.5498, "page": 0, "Index": 477}, {"Word": "22", "Confidence": 0.943, "X1": 0.76943, "Y1": 0.5402, "X2": 0.78393, "Y2": 0.54, "X3": 0.78393, "Y3": 0.5498, "X4": 0.76943, "Y4": 0.5498, "page": 0, "Index": 478}, {"Word": "Company,", "Confidence": 0.666, "X1": 0.47431, "Y1": 0.5572, "X2": 0.53491, "Y2": 0.557, "X3": 0.53491, "Y3": 0.5658, "X4": 0.47431, "Y4": 0.5648, "page": 0, "Index": 479}, {"Word": "the", "Confidence": 0.998, "X1": 0.5415, "Y1": 0.5562, "X2": 0.56126, "Y2": 0.556, "X3": 0.56126, "Y3": 0.5658, "X4": 0.5415, "Y4": 0.5658, "page": 0, "Index": 480}, {"Word": "principal", "Confidence": 0.592, "X1": 0.57049, "Y1": 0.5552, "X2": 0.62846, "Y2": 0.555, "X3": 0.62846, "Y3": 0.5648, "X4": 0.57049, "Y4": 0.5658, "page": 0, "Index": 481}, {"Word": "caused", "Confidence": 0.893, "X1": 0.63109, "Y1": 0.5582, "X2": 0.66667, "Y2": 0.558, "X3": 0.66667, "Y3": 0.5678, "X4": 0.63109, "Y4": 0.5678, "page": 0, "Index": 482}, {"Word": "percent", "Confidence": 0.791, "X1": 0.63241, "Y1": 0.5492, "X2": 0.67325, "Y2": 0.549, "X3": 0.67325, "Y3": 0.5588, "X4": 0.63241, "Y4": 0.5598, "page": 0, "Index": 483}, {"Word": "by", "Confidence": 0.998, "X1": 0.6693, "Y1": 0.5582, "X2": 0.68379, "Y2": 0.558, "X3": 0.68379, "Y3": 0.5678, "X4": 0.6693, "Y4": 0.5678, "page": 0, "Index": 484}, {"Word": "cigarette", "Confidence": 0.627, "X1": 0.68643, "Y1": 0.5582, "X2": 0.73386, "Y2": 0.558, "X3": 0.73386, "Y3": 0.5678, "X4": 0.68643, "Y4": 0.5678, "page": 0, "Index": 485}, {"Word": "deaths", "Confidence": 0.8, "X1": 0.72596, "Y1": 0.5492, "X2": 0.76285, "Y2": 0.549, "X3": 0.76285, "Y3": 0.5588, "X4": 0.72596, "Y4": 0.5578, "page": 0, "Index": 486}, {"Word": "are", "Confidence": 0.894, "X1": 0.76548, "Y1": 0.5502, "X2": 0.78393, "Y2": 0.55, "X3": 0.78393, "Y3": 0.5598, "X4": 0.76548, "Y4": 0.5588, "page": 0, "Index": 487}, {"Word": "shareholder", "Confidence": 0.854, "X1": 0.47431, "Y1": 0.5662, "X2": 0.53623, "Y2": 0.566, "X3": 0.53623, "Y3": 0.5748, "X4": 0.47431, "Y4": 0.5748, "page": 0, "Index": 488}, {"Word": "of", "Confidence": 0.962, "X1": 0.54018, "Y1": 0.5662, "X2": 0.55336, "Y2": 0.566, "X3": 0.55336, "Y3": 0.5748, "X4": 0.54018, "Y4": 0.5748, "page": 0, "Index": 489}, {"Word": "Rigott", "Confidence": 0.771, "X1": 0.55599, "Y1": 0.5662, "X2": 0.59289, "Y2": 0.566, "X3": 0.59289, "Y3": 0.5748, "X4": 0.55599, "Y4": 0.5748, "page": 0, "Index": 490}, {"Word": "\"\"We", "Confidence": 0.336, "X1": 0.59947, "Y1": 0.5662, "X2": 0.62582, "Y2": 0.566, "X3": 0.62582, "Y3": 0.5758, "X4": 0.59947, "Y4": 0.5748, "page": 0, "Index": 491}, {"Word": "The", "Confidence": 0.998, "X1": 0.63241, "Y1": 0.5662, "X2": 0.65349, "Y2": 0.566, "X3": 0.65349, "Y3": 0.5758, "X4": 0.63241, "Y4": 0.5758, "page": 0, "Index": 492}, {"Word": "link", "Confidence": 0.602, "X1": 0.66008, "Y1": 0.5672, "X2": 0.67984, "Y2": 0.567, "X3": 0.67984, "Y3": 0.5758, "X4": 0.66008, "Y4": 0.5758, "page": 0, "Index": 493}, {"Word": "between", "Confidence": 0.709, "X1": 0.68775, "Y1": 0.5682, "X2": 0.73254, "Y2": 0.568, "X3": 0.73254, "Y3": 0.5768, "X4": 0.68775, "Y4": 0.5768, "page": 0, "Index": 494}, {"Word": "smoking", "Confidence": 0.33, "X1": 0.7365, "Y1": 0.5602, "X2": 0.77866, "Y2": 0.56, "X3": 0.77997, "Y3": 0.5688, "X4": 0.7365, "Y4": 0.5678, "page": 0, "Index": 495}, {"Word": "don't", "Confidence": 0.926, "X1": 0.47299, "Y1": 0.5752, "X2": 0.50066, "Y2": 0.575, "X3": 0.49934, "Y3": 0.5838, "X4": 0.47299, "Y4": 0.5838, "page": 0, "Index": 496}, {"Word": "really", "Confidence": 0.887, "X1": 0.50329, "Y1": 0.5752, "X2": 0.53228, "Y2": 0.575, "X3": 0.53228, "Y3": 0.5848, "X4": 0.50198, "Y4": 0.5838, "page": 0, "Index": 497}, {"Word": "know", "Confidence": 0.902, "X1": 0.53491, "Y1": 0.5752, "X2": 0.5639, "Y2": 0.575, "X3": 0.5639, "Y3": 0.5848, "X4": 0.53491, "Y4": 0.5848, "page": 0, "Index": 498}, {"Word": "that", "Confidence": 0.98, "X1": 0.56653, "Y1": 0.5762, "X2": 0.59025, "Y2": 0.576, "X3": 0.59025, "Y3": 0.5858, "X4": 0.56653, "Y4": 0.5848, "page": 0, "Index": 499}, {"Word": "smok.", "Confidence": 0.624, "X1": 0.59289, "Y1": 0.5762, "X2": 0.62846, "Y2": 0.576, "X3": 0.62846, "Y3": 0.5858, "X4": 0.59289, "Y4": 0.5858, "page": 0, "Index": 500}, {"Word": "and", "Confidence": 0.882, "X1": 0.63109, "Y1": 0.5762, "X2": 0.65086, "Y2": 0.576, "X3": 0.64954, "Y3": 0.5858, "X4": 0.63109, "Y4": 0.5858, "page": 0, "Index": 501}, {"Word": "heart", "Confidence": 0.962, "X1": 0.65349, "Y1": 0.5762, "X2": 0.68248, "Y2": 0.576, "X3": 0.68248, "Y3": 0.5868, "X4": 0.65217, "Y4": 0.5858, "page": 0, "Index": 502}, {"Word": "and", "Confidence": 0.834, "X1": 0.68511, "Y1": 0.5762, "X2": 0.70487, "Y2": 0.576, "X3": 0.70487, "Y3": 0.5868, "X4": 0.68511, "Y4": 0.5868, "page": 0, "Index": 503}, {"Word": "lung", "Confidence": 0.603, "X1": 0.70751, "Y1": 0.5772, "X2": 0.73123, "Y2": 0.577, "X3": 0.73123, "Y3": 0.5868, "X4": 0.70751, "Y4": 0.5868, "page": 0, "Index": 504}, {"Word": "disease", "Confidence": 0.796, "X1": 0.73386, "Y1": 0.5772, "X2": 0.77075, "Y2": 0.577, "X3": 0.77075, "Y3": 0.5868, "X4": 0.73386, "Y4": 0.5868, "page": 0, "Index": 505}, {"Word": "smoking", "Confidence": 0.667, "X1": 0.74045, "Y1": 0.5692, "X2": 0.78393, "Y2": 0.569, "X3": 0.78393, "Y3": 0.5788, "X4": 0.74045, "Y4": 0.5778, "page": 0, "Index": 506}, {"Word": "is", "Confidence": 0.97, "X1": 0.77339, "Y1": 0.5772, "X2": 0.78524, "Y2": 0.577, "X3": 0.78524, "Y3": 0.5878, "X4": 0.77339, "Y4": 0.5868, "page": 0, "Index": 507}, {"Word": "--", "Confidence": 0.675, "X1": 0.79578, "Y1": 0.5862, "X2": 0.79578, "Y2": 0.586, "X3": 0.78788, "Y3": 0.5858, "X4": 0.7892, "Y4": 0.5728, "page": 0, "Index": 508}, {"Word": "ing", "Confidence": 0.846, "X1": 0.47299, "Y1": 0.5852, "X2": 0.4888, "Y2": 0.585, "X3": 0.4888, "Y3": 0.5948, "X4": 0.47299, "Y4": 0.5948, "page": 0, "Index": 509}, {"Word": "causes", "Confidence": 0.526, "X1": 0.49012, "Y1": 0.5852, "X2": 0.52437, "Y2": 0.585, "X3": 0.52437, "Y3": 0.5938, "X4": 0.49144, "Y4": 0.5948, "page": 0, "Index": 510}, {"Word": "these", "Confidence": 0.991, "X1": 0.52701, "Y1": 0.5852, "X2": 0.55336, "Y2": 0.585, "X3": 0.55336, "Y3": 0.5938, "X4": 0.52701, "Y4": 0.5938, "page": 0, "Index": 511}, {"Word": "disesses", "Confidence": 0.661, "X1": 0.55599, "Y1": 0.5842, "X2": 0.59947, "Y2": 0.584, "X3": 0.59816, "Y3": 0.5938, "X4": 0.55599, "Y4": 0.5938, "page": 0, "Index": 512}, {"Word": "\"\"", "Confidence": 0.035, "X1": 0.60079, "Y1": 0.5842, "X2": 0.61265, "Y2": 0.584, "X3": 0.61265, "Y3": 0.5938, "X4": 0.60079, "Y4": 0.5938, "page": 0, "Index": 513}, {"Word": "\"totally", "Confidence": 0.947, "X1": 0.62978, "Y1": 0.5872, "X2": 0.67325, "Y2": 0.587, "X3": 0.67325, "Y3": 0.5968, "X4": 0.62978, "Y4": 0.5968, "page": 0, "Index": 514}, {"Word": "proven,\"", "Confidence": 0.814, "X1": 0.68116, "Y1": 0.5872, "X2": 0.72859, "Y2": 0.587, "X3": 0.72991, "Y3": 0.5968, "X4": 0.68116, "Y4": 0.5968, "page": 0, "Index": 515}, {"Word": "he", "Confidence": 0.881, "X1": 0.7365, "Y1": 0.5862, "X2": 0.75099, "Y2": 0.586, "X3": 0.75099, "Y3": 0.5968, "X4": 0.7365, "Y4": 0.5968, "page": 0, "Index": 516}, {"Word": "said,", "Confidence": 0.547, "X1": 0.75758, "Y1": 0.5862, "X2": 0.78656, "Y2": 0.586, "X3": 0.78656, "Y3": 0.5958, "X4": 0.75758, "Y4": 0.5968, "page": 0, "Index": 517}, {"Word": "Epidemiology,", "Confidence": 0.614, "X1": 0.48221, "Y1": 0.5942, "X2": 0.55863, "Y2": 0.594, "X3": 0.55995, "Y3": 0.6038, "X4": 0.48221, "Y4": 0.6028, "page": 0, "Index": 518}, {"Word": "she", "Confidence": 0.996, "X1": 0.56126, "Y1": 0.5952, "X2": 0.58235, "Y2": 0.595, "X3": 0.58235, "Y3": 0.6048, "X4": 0.56258, "Y4": 0.6038, "page": 0, "Index": 519}, {"Word": "said,", "Confidence": 0.683, "X1": 0.58498, "Y1": 0.5952, "X2": 0.61265, "Y2": 0.595, "X3": 0.61265, "Y3": 0.6048, "X4": 0.58498, "Y4": 0.6048, "page": 0, "Index": 520}, {"Word": "is", "Confidence": 0.617, "X1": 0.61528, "Y1": 0.5952, "X2": 0.62714, "Y2": 0.595, "X3": 0.62846, "Y3": 0.6048, "X4": 0.61528, "Y4": 0.6048, "page": 0, "Index": 521}, {"Word": "\"\"The", "Confidence": 0.161, "X1": 0.63109, "Y1": 0.5952, "X2": 0.66008, "Y2": 0.595, "X3": 0.66008, "Y3": 0.6048, "X4": 0.63109, "Y4": 0.6048, "page": 0, "Index": 522}, {"Word": "evidence", "Confidence": 0.671, "X1": 0.6693, "Y1": 0.5962, "X2": 0.71673, "Y2": 0.596, "X3": 0.71673, "Y3": 0.6058, "X4": 0.6693, "Y4": 0.6048, "page": 0, "Index": 523}, {"Word": "is", "Confidence": 0.998, "X1": 0.72464, "Y1": 0.5962, "X2": 0.73781, "Y2": 0.596, "X3": 0.73781, "Y3": 0.6058, "X4": 0.72464, "Y4": 0.6058, "page": 0, "Index": 524}, {"Word": "ques-", "Confidence": 0.096, "X1": 0.75758, "Y1": 0.5962, "X2": 0.78656, "Y2": 0.596, "X3": 0.78656, "Y3": 0.6068, "X4": 0.75758, "Y4": 0.6058, "page": 0, "Index": 525}, {"Word": "an", "Confidence": 0.83, "X1": 0.47431, "Y1": 0.6032, "X2": 0.48748, "Y2": 0.603, "X3": 0.48748, "Y3": 0.6128, "X4": 0.47431, "Y4": 0.6138, "page": 0, "Index": 526}, {"Word": "imperfect", "Confidence": 0.832, "X1": 0.49539, "Y1": 0.6042, "X2": 0.54809, "Y2": 0.604, "X3": 0.54809, "Y3": 0.6128, "X4": 0.49539, "Y4": 0.6128, "page": 0, "Index": 527}, {"Word": "science", "Confidence": 0.955, "X1": 0.55599, "Y1": 0.6042, "X2": 0.5942, "Y2": 0.604, "X3": 0.5942, "Y3": 0.6138, "X4": 0.55599, "Y4": 0.6128, "page": 0, "Index": 528}, {"Word": "that", "Confidence": 0.736, "X1": 0.60211, "Y1": 0.6042, "X2": 0.62714, "Y2": 0.604, "X3": 0.62714, "Y3": 0.6138, "X4": 0.60211, "Y4": 0.6138, "page": 0, "Index": 529}, {"Word": "tlorable", "Confidence": 0.651, "X1": 0.63109, "Y1": 0.6052, "X2": 0.67325, "Y2": 0.605, "X3": 0.67325, "Y3": 0.6138, "X4": 0.63241, "Y4": 0.6138, "page": 0, "Index": 530}, {"Word": "\"", "Confidence": 0.9, "X1": 0.67589, "Y1": 0.6052, "X2": 0.68379, "Y2": 0.605, "X3": 0.68379, "Y3": 0.6138, "X4": 0.67589, "Y4": 0.6138, "page": 0, "Index": 531}, {"Word": "\"\"should", "Confidence": 0.6, "X1": 0.47299, "Y1": 0.6132, "X2": 0.51252, "Y2": 0.613, "X3": 0.51252, "Y3": 0.6228, "X4": 0.47431, "Y4": 0.6228, "page": 0, "Index": 532}, {"Word": "be", "Confidence": 0.991, "X1": 0.51515, "Y1": 0.6132, "X2": 0.52701, "Y2": 0.613, "X3": 0.52701, "Y3": 0.6228, "X4": 0.51515, "Y4": 0.6228, "page": 0, "Index": 533}, {"Word": "taken", "Confidence": 0.944, "X1": 0.52964, "Y1": 0.6132, "X2": 0.55863, "Y2": 0.613, "X3": 0.55863, "Y3": 0.6228, "X4": 0.52964, "Y4": 0.6228, "page": 0, "Index": 534}, {"Word": "with", "Confidence": 0.955, "X1": 0.56126, "Y1": 0.6132, "X2": 0.58366, "Y2": 0.613, "X3": 0.58366, "Y3": 0.6238, "X4": 0.56126, "Y4": 0.6228, "page": 0, "Index": 535}, {"Word": "a", "Confidence": 0.165, "X1": 0.5863, "Y1": 0.6132, "X2": 0.59289, "Y2": 0.613, "X3": 0.59289, "Y3": 0.6238, "X4": 0.5863, "Y4": 0.6238, "page": 0, "Index": 536}, {"Word": "grain", "Confidence": 0.771, "X1": 0.59552, "Y1": 0.6142, "X2": 0.62582, "Y2": 0.614, "X3": 0.62582, "Y3": 0.6248, "X4": 0.59552, "Y4": 0.6238, "page": 0, "Index": 537}, {"Word": "According", "Confidence": 0.849, "X1": 0.64032, "Y1": 0.6172, "X2": 0.69433, "Y2": 0.617, "X3": 0.69433, "Y3": 0.6268, "X4": 0.64032, "Y4": 0.6268, "page": 0, "Index": 538}, {"Word": "to", "Confidence": 0.991, "X1": 0.69829, "Y1": 0.6162, "X2": 0.71146, "Y2": 0.616, "X3": 0.71146, "Y3": 0.6268, "X4": 0.69829, "Y4": 0.6268, "page": 0, "Index": 539}, {"Word": "the", "Confidence": 0.849, "X1": 0.71542, "Y1": 0.6162, "X2": 0.73518, "Y2": 0.616, "X3": 0.73518, "Y3": 0.6268, "X4": 0.71542, "Y4": 0.6268, "page": 0, "Index": 540}, {"Word": "1985", "Confidence": 0.685, "X1": 0.73781, "Y1": 0.6162, "X2": 0.76285, "Y2": 0.616, "X3": 0.76285, "Y3": 0.6268, "X4": 0.73781, "Y4": 0.6268, "page": 0, "Index": 541}, {"Word": "re", "Confidence": 0.971, "X1": 0.7668, "Y1": 0.6152, "X2": 0.77997, "Y2": 0.615, "X3": 0.77997, "Y3": 0.6258, "X4": 0.76548, "Y4": 0.6258, "page": 0, "Index": 542}, {"Word": "of", "Confidence": 0.955, "X1": 0.47299, "Y1": 0.6232, "X2": 0.48353, "Y2": 0.623, "X3": 0.48353, "Y3": 0.6318, "X4": 0.47431, "Y4": 0.6328, "page": 0, "Index": 543}, {"Word": "mit.\"", "Confidence": 0.621, "X1": 0.48485, "Y1": 0.6222, "X2": 0.51383, "Y2": 0.622, "X3": 0.51383, "Y3": 0.6308, "X4": 0.48617, "Y4": 0.6318, "page": 0, "Index": 544}, {"Word": "port", "Confidence": 0.983, "X1": 0.62978, "Y1": 0.6282, "X2": 0.65349, "Y2": 0.628, "X3": 0.65349, "Y3": 0.6378, "X4": 0.62978, "Y4": 0.6388, "page": 0, "Index": 545}, {"Word": "from", "Confidence": 0.647, "X1": 0.65613, "Y1": 0.6272, "X2": 0.68116, "Y2": 0.627, "X3": 0.68116, "Y3": 0.6368, "X4": 0.65613, "Y4": 0.6378, "page": 0, "Index": 546}, {"Word": "the", "Confidence": 0.998, "X1": 0.68775, "Y1": 0.6262, "X2": 0.70751, "Y2": 0.626, "X3": 0.70751, "Y3": 0.6368, "X4": 0.68775, "Y4": 0.6368, "page": 0, "Index": 547}, {"Word": "U.S.", "Confidence": 0.918, "X1": 0.71146, "Y1": 0.6262, "X2": 0.7365, "Y2": 0.626, "X3": 0.73518, "Y3": 0.6358, "X4": 0.71014, "Y4": 0.6368, "page": 0, "Index": 548}, {"Word": "Surgeon", "Confidence": 0.981, "X1": 0.73913, "Y1": 0.6262, "X2": 0.78261, "Y2": 0.626, "X3": 0.78261, "Y3": 0.6358, "X4": 0.73781, "Y4": 0.6358, "page": 0, "Index": 549}, {"Word": "Boyse", "Confidence": 0.602, "X1": 0.48221, "Y1": 0.6342, "X2": 0.51647, "Y2": 0.634, "X3": 0.51647, "Y3": 0.6438, "X4": 0.48221, "Y4": 0.6438, "page": 0, "Index": 550}, {"Word": "said", "Confidence": 0.774, "X1": 0.52306, "Y1": 0.6342, "X2": 0.54677, "Y2": 0.634, "X3": 0.54545, "Y3": 0.6448, "X4": 0.52306, "Y4": 0.6438, "page": 0, "Index": 551}, {"Word": "that", "Confidence": 0.674, "X1": 0.55468, "Y1": 0.6342, "X2": 0.57971, "Y2": 0.634, "X3": 0.57839, "Y3": 0.6448, "X4": 0.55468, "Y4": 0.6448, "page": 0, "Index": 552}, {"Word": "reports", "Confidence": 0.788, "X1": 0.58498, "Y1": 0.6342, "X2": 0.62714, "Y2": 0.634, "X3": 0.62714, "Y3": 0.6448, "X4": 0.58498, "Y4": 0.6448, "page": 0, "Index": 553}, {"Word": "General's", "Confidence": 0.658, "X1": 0.63109, "Y1": 0.6352, "X2": 0.68116, "Y2": 0.635, "X3": 0.68116, "Y3": 0.6458, "X4": 0.62978, "Y4": 0.6448, "page": 0, "Index": 554}, {"Word": "Office,", "Confidence": 0.731, "X1": 0.68379, "Y1": 0.6352, "X2": 0.722, "Y2": 0.635, "X3": 0.722, "Y3": 0.6458, "X4": 0.68379, "Y4": 0.6458, "page": 0, "Index": 555}, {"Word": "the", "Confidence": 0.994, "X1": 0.72464, "Y1": 0.6352, "X2": 0.7444, "Y2": 0.635, "X3": 0.7444, "Y3": 0.6448, "X4": 0.72464, "Y4": 0.6458, "page": 0, "Index": 556}, {"Word": "chance", "Confidence": 0.661, "X1": 0.74704, "Y1": 0.6362, "X2": 0.78393, "Y2": 0.636, "X3": 0.78393, "Y3": 0.6448, "X4": 0.74704, "Y4": 0.6448, "page": 0, "Index": 557}, {"Word": "linking", "Confidence": 0.388, "X1": 0.47299, "Y1": 0.6442, "X2": 0.5112, "Y2": 0.644, "X3": 0.5112, "Y3": 0.6538, "X4": 0.47167, "Y4": 0.6528, "page": 0, "Index": 558}, {"Word": "smoking", "Confidence": 0.757, "X1": 0.52042, "Y1": 0.6452, "X2": 0.56785, "Y2": 0.645, "X3": 0.56785, "Y3": 0.6558, "X4": 0.52042, "Y4": 0.6548, "page": 0, "Index": 559}, {"Word": "to", "Confidence": 0.889, "X1": 0.57839, "Y1": 0.6452, "X2": 0.59157, "Y2": 0.645, "X3": 0.59025, "Y3": 0.6558, "X4": 0.57839, "Y4": 0.6558, "page": 0, "Index": 560}, {"Word": "lang", "Confidence": 0.657, "X1": 0.59947, "Y1": 0.6452, "X2": 0.62451, "Y2": 0.645, "X3": 0.62451, "Y3": 0.6558, "X4": 0.59947, "Y4": 0.6558, "page": 0, "Index": 561}, {"Word": "of", "Confidence": 0.956, "X1": 0.62978, "Y1": 0.6462, "X2": 0.64427, "Y2": 0.646, "X3": 0.64427, "Y3": 0.6558, "X4": 0.62978, "Y4": 0.6558, "page": 0, "Index": 562}, {"Word": "dying", "Confidence": 0.933, "X1": 0.64822, "Y1": 0.6462, "X2": 0.67984, "Y2": 0.646, "X3": 0.67984, "Y3": 0.6558, "X4": 0.64822, "Y4": 0.6558, "page": 0, "Index": 563}, {"Word": "of", "Confidence": 0.995, "X1": 0.68511, "Y1": 0.6462, "X2": 0.69829, "Y2": 0.646, "X3": 0.69829, "Y3": 0.6558, "X4": 0.68511, "Y4": 0.6558, "page": 0, "Index": 564}, {"Word": "lung", "Confidence": 0.626, "X1": 0.70224, "Y1": 0.6462, "X2": 0.72727, "Y2": 0.646, "X3": 0.72727, "Y3": 0.6558, "X4": 0.70224, "Y4": 0.6558, "page": 0, "Index": 565}, {"Word": "cancer", "Confidence": 0.896, "X1": 0.73123, "Y1": 0.6452, "X2": 0.76812, "Y2": 0.645, "X3": 0.76812, "Y3": 0.6548, "X4": 0.73123, "Y4": 0.6558, "page": 0, "Index": 566}, {"Word": "is", "Confidence": 0.848, "X1": 0.77207, "Y1": 0.6452, "X2": 0.78524, "Y2": 0.645, "X3": 0.78524, "Y3": 0.6548, "X4": 0.77207, "Y4": 0.6548, "page": 0, "Index": 567}, {"Word": "career", "Confidence": 0.659, "X1": 0.47167, "Y1": 0.6542, "X2": 0.50593, "Y2": 0.654, "X3": 0.50593, "Y3": 0.6638, "X4": 0.47167, "Y4": 0.6628, "page": 0, "Index": 568}, {"Word": "and", "Confidence": 0.991, "X1": 0.50856, "Y1": 0.6542, "X2": 0.52569, "Y2": 0.654, "X3": 0.52569, "Y3": 0.6638, "X4": 0.50856, "Y4": 0.6638, "page": 0, "Index": 569}, {"Word": "heart", "Confidence": 0.767, "X1": 0.52833, "Y1": 0.6552, "X2": 0.55731, "Y2": 0.655, "X3": 0.55731, "Y3": 0.6648, "X4": 0.52833, "Y4": 0.6638, "page": 0, "Index": 570}, {"Word": "disease", "Confidence": 0.466, "X1": 0.55995, "Y1": 0.6552, "X2": 0.59552, "Y2": 0.655, "X3": 0.59552, "Y3": 0.6648, "X4": 0.55995, "Y4": 0.6648, "page": 0, "Index": 571}, {"Word": "have", "Confidence": 0.622, "X1": 0.59816, "Y1": 0.6552, "X2": 0.62582, "Y2": 0.655, "X3": 0.62451, "Y3": 0.6648, "X4": 0.59816, "Y4": 0.6648, "page": 0, "Index": 572}, {"Word": "eight", "Confidence": 0.657, "X1": 0.63109, "Y1": 0.6552, "X2": 0.65876, "Y2": 0.655, "X3": 0.65744, "Y3": 0.6648, "X4": 0.63109, "Y4": 0.6648, "page": 0, "Index": 573}, {"Word": "to", "Confidence": 0.799, "X1": 0.6614, "Y1": 0.6552, "X2": 0.67325, "Y2": 0.655, "X3": 0.67325, "Y3": 0.6648, "X4": 0.66008, "Y4": 0.6648, "page": 0, "Index": 574}, {"Word": "15", "Confidence": 0.941, "X1": 0.67589, "Y1": 0.6552, "X2": 0.68906, "Y2": 0.655, "X3": 0.68906, "Y3": 0.6648, "X4": 0.67589, "Y4": 0.6648, "page": 0, "Index": 575}, {"Word": "times", "Confidence": 0.995, "X1": 0.69302, "Y1": 0.6552, "X2": 0.722, "Y2": 0.655, "X3": 0.722, "Y3": 0.6648, "X4": 0.6917, "Y4": 0.6648, "page": 0, "Index": 576}, {"Word": "greater", "Confidence": 0.771, "X1": 0.72464, "Y1": 0.6552, "X2": 0.76285, "Y2": 0.655, "X3": 0.76153, "Y3": 0.6648, "X4": 0.72464, "Y4": 0.6648, "page": 0, "Index": 577}, {"Word": "for", "Confidence": 0.993, "X1": 0.76548, "Y1": 0.6552, "X2": 0.78393, "Y2": 0.655, "X3": 0.78393, "Y3": 0.6648, "X4": 0.76416, "Y4": 0.6648, "page": 0, "Index": 578}, {"Word": "downplayed", "Confidence": 0.847, "X1": 0.47167, "Y1": 0.6642, "X2": 0.53623, "Y2": 0.664, "X3": 0.53623, "Y3": 0.6728, "X4": 0.47167, "Y4": 0.6718, "page": 0, "Index": 579}, {"Word": "other", "Confidence": 0.993, "X1": 0.54545, "Y1": 0.6642, "X2": 0.57708, "Y2": 0.664, "X3": 0.57708, "Y3": 0.6738, "X4": 0.54545, "Y4": 0.6728, "page": 0, "Index": 580}, {"Word": "factors", "Confidence": 0.615, "X1": 0.58498, "Y1": 0.6642, "X2": 0.62582, "Y2": 0.664, "X3": 0.62582, "Y3": 0.6738, "X4": 0.58498, "Y4": 0.6738, "page": 0, "Index": 581}, {"Word": "smokers", "Confidence": 0.858, "X1": 0.62978, "Y1": 0.6652, "X2": 0.67457, "Y2": 0.665, "X3": 0.67589, "Y3": 0.6738, "X4": 0.63109, "Y4": 0.6738, "page": 0, "Index": 582}, {"Word": "than", "Confidence": 0.813, "X1": 0.68248, "Y1": 0.6652, "X2": 0.70619, "Y2": 0.665, "X3": 0.70751, "Y3": 0.6738, "X4": 0.68248, "Y4": 0.6738, "page": 0, "Index": 583}, {"Word": "non-smokers", "Confidence": 0.221, "X1": 0.7141, "Y1": 0.6652, "X2": 0.77997, "Y2": 0.665, "X3": 0.77997, "Y3": 0.6738, "X4": 0.7141, "Y4": 0.6738, "page": 0, "Index": 584}, {"Word": "that", "Confidence": 0.991, "X1": 0.47167, "Y1": 0.6732, "X2": 0.49407, "Y2": 0.673, "X3": 0.49407, "Y3": 0.6818, "X4": 0.47167, "Y4": 0.6818, "page": 0, "Index": 585}, {"Word": "are", "Confidence": 0.994, "X1": 0.49671, "Y1": 0.6732, "X2": 0.51515, "Y2": 0.673, "X3": 0.51515, "Y3": 0.6828, "X4": 0.49671, "Y4": 0.6818, "page": 0, "Index": 586}, {"Word": "also", "Confidence": 0.69, "X1": 0.51779, "Y1": 0.6732, "X2": 0.53887, "Y2": 0.673, "X3": 0.53887, "Y3": 0.6828, "X4": 0.51779, "Y4": 0.6828, "page": 0, "Index": 587}, {"Word": "known", "Confidence": 0.847, "X1": 0.5415, "Y1": 0.6732, "X2": 0.57708, "Y2": 0.673, "X3": 0.57708, "Y3": 0.6828, "X4": 0.5415, "Y4": 0.6828, "page": 0, "Index": 588}, {"Word": "to", "Confidence": 0.992, "X1": 0.57971, "Y1": 0.6732, "X2": 0.59289, "Y2": 0.673, "X3": 0.59289, "Y3": 0.6828, "X4": 0.57971, "Y4": 0.6828, "page": 0, "Index": 589}, {"Word": "cause", "Confidence": 0.626, "X1": 0.5942, "Y1": 0.6732, "X2": 0.62582, "Y2": 0.673, "X3": 0.62582, "Y3": 0.6818, "X4": 0.5942, "Y4": 0.6828, "page": 0, "Index": 590}, {"Word": "Smoking", "Confidence": 0.847, "X1": 0.63241, "Y1": 0.6742, "X2": 0.67589, "Y2": 0.674, "X3": 0.67589, "Y3": 0.6848, "X4": 0.63241, "Y4": 0.6848, "page": 0, "Index": 591}, {"Word": "is", "Confidence": 0.997, "X1": 0.67852, "Y1": 0.6742, "X2": 0.68775, "Y2": 0.674, "X3": 0.68906, "Y3": 0.6848, "X4": 0.67852, "Y4": 0.6848, "page": 0, "Index": 592}, {"Word": "responsible", "Confidence": 0.887, "X1": 0.69038, "Y1": 0.6742, "X2": 0.74835, "Y2": 0.674, "X3": 0.74835, "Y3": 0.6838, "X4": 0.6917, "Y4": 0.6848, "page": 0, "Index": 593}, {"Word": "for", "Confidence": 0.968, "X1": 0.75099, "Y1": 0.6732, "X2": 0.76548, "Y2": 0.673, "X3": 0.76548, "Y3": 0.6828, "X4": 0.75099, "Y4": 0.6838, "page": 0, "Index": 594}, {"Word": "30", "Confidence": 0.941, "X1": 0.76812, "Y1": 0.6732, "X2": 0.78393, "Y2": 0.673, "X3": 0.78393, "Y3": 0.6828, "X4": 0.76812, "Y4": 0.6828, "page": 0, "Index": 595}, {"Word": "these", "Confidence": 0.994, "X1": 0.47167, "Y1": 0.6832, "X2": 0.50066, "Y2": 0.683, "X3": 0.50066, "Y3": 0.6918, "X4": 0.47167, "Y4": 0.6908, "page": 0, "Index": 596}, {"Word": "diseases:", "Confidence": 0.549, "X1": 0.50593, "Y1": 0.6832, "X2": 0.55599, "Y2": 0.683, "X3": 0.55599, "Y3": 0.6918, "X4": 0.50593, "Y4": 0.6918, "page": 0, "Index": 597}, {"Word": "exposure", "Confidence": 0.492, "X1": 0.55863, "Y1": 0.6832, "X2": 0.60738, "Y2": 0.683, "X3": 0.60738, "Y3": 0.6918, "X4": 0.55995, "Y4": 0.6918, "page": 0, "Index": 598}, {"Word": "to", "Confidence": 0.948, "X1": 0.61265, "Y1": 0.6832, "X2": 0.62582, "Y2": 0.683, "X3": 0.62582, "Y3": 0.6918, "X4": 0.61265, "Y4": 0.6918, "page": 0, "Index": 599}, {"Word": "percent", "Confidence": 0.61, "X1": 0.63109, "Y1": 0.6852, "X2": 0.67325, "Y2": 0.685, "X3": 0.67194, "Y3": 0.6938, "X4": 0.62978, "Y4": 0.6948, "page": 0, "Index": 600}, {"Word": "of", "Confidence": 0.887, "X1": 0.67589, "Y1": 0.6842, "X2": 0.68906, "Y2": 0.684, "X3": 0.68906, "Y3": 0.6938, "X4": 0.67589, "Y4": 0.6938, "page": 0, "Index": 601}, {"Word": "cancer", "Confidence": 0.814, "X1": 0.6917, "Y1": 0.6842, "X2": 0.72859, "Y2": 0.684, "X3": 0.72859, "Y3": 0.6938, "X4": 0.6917, "Y4": 0.6938, "page": 0, "Index": 602}, {"Word": "deaths", "Confidence": 0.969, "X1": 0.73254, "Y1": 0.6842, "X2": 0.76812, "Y2": 0.684, "X3": 0.76812, "Y3": 0.6938, "X4": 0.73254, "Y4": 0.6938, "page": 0, "Index": 603}, {"Word": "in", "Confidence": 0.998, "X1": 0.77075, "Y1": 0.6842, "X2": 0.78261, "Y2": 0.684, "X3": 0.78261, "Y3": 0.6938, "X4": 0.77075, "Y4": 0.6938, "page": 0, "Index": 604}, {"Word": "asbestos", "Confidence": 0.627, "X1": 0.47167, "Y1": 0.6932, "X2": 0.51647, "Y2": 0.693, "X3": 0.51515, "Y3": 0.7018, "X4": 0.47036, "Y4": 0.7018, "page": 0, "Index": 605}, {"Word": "and", "Confidence": 0.998, "X1": 0.51779, "Y1": 0.6932, "X2": 0.53755, "Y2": 0.693, "X3": 0.53755, "Y3": 0.7018, "X4": 0.51779, "Y4": 0.7018, "page": 0, "Index": 606}, {"Word": "sulphuric", "Confidence": 0.628, "X1": 0.53887, "Y1": 0.6932, "X2": 0.5863, "Y2": 0.693, "X3": 0.5863, "Y3": 0.7018, "X4": 0.53887, "Y4": 0.7018, "page": 0, "Index": 607}, {"Word": "acid", "Confidence": 0.601, "X1": 0.58893, "Y1": 0.6922, "X2": 0.61001, "Y2": 0.692, "X3": 0.61001, "Y3": 0.7018, "X4": 0.58893, "Y4": 0.7018, "page": 0, "Index": 608}, {"Word": "in", "Confidence": 0.997, "X1": 0.61265, "Y1": 0.6922, "X2": 0.62451, "Y2": 0.692, "X3": 0.62451, "Y3": 0.7018, "X4": 0.61265, "Y4": 0.7018, "page": 0, "Index": 609}, {"Word": "the", "Confidence": 0.865, "X1": 0.62978, "Y1": 0.6932, "X2": 0.64954, "Y2": 0.693, "X3": 0.64954, "Y3": 0.7038, "X4": 0.62978, "Y4": 0.7038, "page": 0, "Index": 610}, {"Word": "United", "Confidence": 0.995, "X1": 0.65217, "Y1": 0.6932, "X2": 0.68906, "Y2": 0.693, "X3": 0.68906, "Y3": 0.7038, "X4": 0.65217, "Y4": 0.7038, "page": 0, "Index": 611}, {"Word": "States,", "Confidence": 0.517, "X1": 0.69302, "Y1": 0.6932, "X2": 0.73254, "Y2": 0.693, "X3": 0.73254, "Y3": 0.7038, "X4": 0.69302, "Y4": 0.7038, "page": 0, "Index": 612}, {"Word": "including", "Confidence": 0.602, "X1": 0.73518, "Y1": 0.6942, "X2": 0.78261, "Y2": 0.694, "X3": 0.78261, "Y3": 0.7038, "X4": 0.73518, "Y4": 0.7038, "page": 0, "Index": 613}, {"Word": "occupations", "Confidence": 0.285, "X1": 0.47167, "Y1": 0.7022, "X2": 0.5336, "Y2": 0.702, "X3": 0.5336, "Y3": 0.7118, "X4": 0.47167, "Y4": 0.7108, "page": 0, "Index": 614}, {"Word": "like", "Confidence": 0.613, "X1": 0.53623, "Y1": 0.7032, "X2": 0.55863, "Y2": 0.703, "X3": 0.55863, "Y3": 0.7118, "X4": 0.53623, "Y4": 0.7118, "page": 0, "Index": 615}, {"Word": "mining", "Confidence": 0.623, "X1": 0.56126, "Y1": 0.7032, "X2": 0.59816, "Y2": 0.703, "X3": 0.59816, "Y3": 0.7128, "X4": 0.56126, "Y4": 0.7118, "page": 0, "Index": 616}, {"Word": "and", "Confidence": 0.992, "X1": 0.60343, "Y1": 0.7032, "X2": 0.62451, "Y2": 0.703, "X3": 0.62451, "Y3": 0.7128, "X4": 0.60343, "Y4": 0.7128, "page": 0, "Index": 617}, {"Word": "87", "Confidence": 0.659, "X1": 0.63109, "Y1": 0.7032, "X2": 0.64427, "Y2": 0.703, "X3": 0.64295, "Y3": 0.7128, "X4": 0.63109, "Y4": 0.7128, "page": 0, "Index": 618}, {"Word": "percent", "Confidence": 0.934, "X1": 0.64559, "Y1": 0.7032, "X2": 0.68511, "Y2": 0.703, "X3": 0.68511, "Y3": 0.7128, "X4": 0.64559, "Y4": 0.7128, "page": 0, "Index": 619}, {"Word": "of", "Confidence": 0.997, "X1": 0.68775, "Y1": 0.7032, "X2": 0.69697, "Y2": 0.703, "X3": 0.69697, "Y3": 0.7128, "X4": 0.68775, "Y4": 0.7128, "page": 0, "Index": 620}, {"Word": "lung", "Confidence": 0.612, "X1": 0.6996, "Y1": 0.7032, "X2": 0.72464, "Y2": 0.703, "X3": 0.72332, "Y3": 0.7128, "X4": 0.6996, "Y4": 0.7128, "page": 0, "Index": 621}, {"Word": "cancer,", "Confidence": 0.668, "X1": 0.72596, "Y1": 0.7032, "X2": 0.76285, "Y2": 0.703, "X3": 0.76153, "Y3": 0.7128, "X4": 0.72596, "Y4": 0.7128, "page": 0, "Index": 622}, {"Word": "the", "Confidence": 0.993, "X1": 0.76416, "Y1": 0.7032, "X2": 0.78393, "Y2": 0.703, "X3": 0.78261, "Y3": 0.7128, "X4": 0.76416, "Y4": 0.7128, "page": 0, "Index": 623}, {"Word": "flooring,", "Confidence": 0.116, "X1": 0.47167, "Y1": 0.7112, "X2": 0.51779, "Y2": 0.711, "X3": 0.51779, "Y3": 0.7208, "X4": 0.47167, "Y4": 0.7198, "page": 0, "Index": 624}, {"Word": "inhalation", "Confidence": 0.914, "X1": 0.52042, "Y1": 0.7122, "X2": 0.57312, "Y2": 0.712, "X3": 0.57181, "Y3": 0.7208, "X4": 0.52042, "Y4": 0.7208, "page": 0, "Index": 625}, {"Word": "of", "Confidence": 0.995, "X1": 0.57708, "Y1": 0.7122, "X2": 0.59025, "Y2": 0.712, "X3": 0.59025, "Y3": 0.7218, "X4": 0.57708, "Y4": 0.7218, "page": 0, "Index": 626}, {"Word": "diesel", "Confidence": 0.953, "X1": 0.59289, "Y1": 0.7122, "X2": 0.62582, "Y2": 0.712, "X3": 0.62582, "Y3": 0.7218, "X4": 0.59289, "Y4": 0.7218, "page": 0, "Index": 627}, {"Word": "leading", "Confidence": 0.876, "X1": 0.62978, "Y1": 0.7132, "X2": 0.67325, "Y2": 0.713, "X3": 0.67194, "Y3": 0.7218, "X4": 0.62978, "Y4": 0.7218, "page": 0, "Index": 628}, {"Word": "cause", "Confidence": 0.659, "X1": 0.68248, "Y1": 0.7132, "X2": 0.71542, "Y2": 0.713, "X3": 0.7141, "Y3": 0.7228, "X4": 0.68248, "Y4": 0.7218, "page": 0, "Index": 629}, {"Word": "of", "Confidence": 0.991, "X1": 0.72464, "Y1": 0.7132, "X2": 0.73781, "Y2": 0.713, "X3": 0.73781, "Y3": 0.7228, "X4": 0.72332, "Y4": 0.7228, "page": 0, "Index": 630}, {"Word": "cancer", "Confidence": 0.473, "X1": 0.7444, "Y1": 0.7142, "X2": 0.78261, "Y2": 0.714, "X3": 0.78261, "Y3": 0.7228, "X4": 0.7444, "Y4": 0.7228, "page": 0, "Index": 631}, {"Word": "fuel", "Confidence": 0.932, "X1": 0.47167, "Y1": 0.7212, "X2": 0.49144, "Y2": 0.721, "X3": 0.49275, "Y3": 0.7298, "X4": 0.47167, "Y4": 0.7298, "page": 0, "Index": 632}, {"Word": "exhaust,", "Confidence": 0.875, "X1": 0.49407, "Y1": 0.7212, "X2": 0.54018, "Y2": 0.721, "X3": 0.54018, "Y3": 0.7298, "X4": 0.49407, "Y4": 0.7298, "page": 0, "Index": 633}, {"Word": "consumption", "Confidence": 0.324, "X1": 0.54282, "Y1": 0.7222, "X2": 0.6087, "Y2": 0.722, "X3": 0.6087, "Y3": 0.7308, "X4": 0.54282, "Y4": 0.7298, "page": 0, "Index": 634}, {"Word": "of", "Confidence": 0.866, "X1": 0.61265, "Y1": 0.7222, "X2": 0.62582, "Y2": 0.722, "X3": 0.62582, "Y3": 0.7318, "X4": 0.61265, "Y4": 0.7308, "page": 0, "Index": 635}, {"Word": "mortality.", "Confidence": 0.781, "X1": 0.63109, "Y1": 0.7242, "X2": 0.68379, "Y2": 0.724, "X3": 0.68511, "Y3": 0.7328, "X4": 0.63109, "Y4": 0.7318, "page": 0, "Index": 636}, {"Word": "cholesterol", "Confidence": 0.848, "X1": 0.47167, "Y1": 0.7302, "X2": 0.5336, "Y2": 0.73, "X3": 0.5336, "Y3": 0.7398, "X4": 0.47167, "Y4": 0.7388, "page": 0, "Index": 637}, {"Word": "and", "Confidence": 0.634, "X1": 0.54018, "Y1": 0.7302, "X2": 0.56258, "Y2": 0.73, "X3": 0.56126, "Y3": 0.7398, "X4": 0.54018, "Y4": 0.7398, "page": 0, "Index": 638}, {"Word": "saturated", "Confidence": 0.317, "X1": 0.57049, "Y1": 0.7302, "X2": 0.62319, "Y2": 0.73, "X3": 0.62319, "Y3": 0.7398, "X4": 0.57049, "Y4": 0.7398, "page": 0, "Index": 639}, {"Word": "The", "Confidence": 0.998, "X1": 0.64163, "Y1": 0.7342, "X2": 0.66008, "Y2": 0.734, "X3": 0.65876, "Y3": 0.7438, "X4": 0.64163, "Y4": 0.7448, "page": 0, "Index": 640}, {"Word": "report", "Confidence": 0.952, "X1": 0.66271, "Y1": 0.7342, "X2": 0.69565, "Y2": 0.734, "X3": 0.69433, "Y3": 0.7438, "X4": 0.6614, "Y4": 0.7438, "page": 0, "Index": 641}, {"Word": "also", "Confidence": 0.624, "X1": 0.69829, "Y1": 0.7342, "X2": 0.71805, "Y2": 0.734, "X3": 0.71805, "Y3": 0.7438, "X4": 0.69697, "Y4": 0.7438, "page": 0, "Index": 642}, {"Word": "said", "Confidence": 0.97, "X1": 0.72069, "Y1": 0.7342, "X2": 0.74177, "Y2": 0.734, "X3": 0.74177, "Y3": 0.7448, "X4": 0.72069, "Y4": 0.7438, "page": 0, "Index": 643}, {"Word": "that", "Confidence": 0.994, "X1": 0.7444, "Y1": 0.7342, "X2": 0.76548, "Y2": 0.734, "X3": 0.76416, "Y3": 0.7448, "X4": 0.7444, "Y4": 0.7448, "page": 0, "Index": 644}, {"Word": "27", "Confidence": 0.996, "X1": 0.76812, "Y1": 0.7342, "X2": 0.78261, "Y2": 0.734, "X3": 0.78261, "Y3": 0.7448, "X4": 0.7668, "Y4": 0.7448, "page": 0, "Index": 645}, {"Word": "fats,", "Confidence": 0.668, "X1": 0.47167, "Y1": 0.7402, "X2": 0.49802, "Y2": 0.74, "X3": 0.49671, "Y3": 0.7488, "X4": 0.47167, "Y4": 0.7488, "page": 0, "Index": 646}, {"Word": "stress,", "Confidence": 0.615, "X1": 0.50461, "Y1": 0.7402, "X2": 0.54282, "Y2": 0.74, "X3": 0.54282, "Y3": 0.7488, "X4": 0.50329, "Y4": 0.7488, "page": 0, "Index": 647}, {"Word": "pollution", "Confidence": 0.764, "X1": 0.54809, "Y1": 0.7402, "X2": 0.5942, "Y2": 0.74, "X3": 0.5942, "Y3": 0.7498, "X4": 0.54809, "Y4": 0.7488, "page": 0, "Index": 648}, {"Word": "and", "Confidence": 0.991, "X1": 0.60343, "Y1": 0.7412, "X2": 0.62451, "Y2": 0.741, "X3": 0.62319, "Y3": 0.7488, "X4": 0.60343, "Y4": 0.7498, "page": 0, "Index": 649}, {"Word": "percent", "Confidence": 0.621, "X1": 0.62978, "Y1": 0.7442, "X2": 0.67194, "Y2": 0.744, "X3": 0.67194, "Y3": 0.7528, "X4": 0.62978, "Y4": 0.7538, "page": 0, "Index": 650}, {"Word": "of", "Confidence": 0.996, "X1": 0.67984, "Y1": 0.7442, "X2": 0.69433, "Y2": 0.744, "X3": 0.69302, "Y3": 0.7528, "X4": 0.67984, "Y4": 0.7528, "page": 0, "Index": 651}, {"Word": "heart", "Confidence": 0.641, "X1": 0.70092, "Y1": 0.7442, "X2": 0.73254, "Y2": 0.744, "X3": 0.73254, "Y3": 0.7528, "X4": 0.70092, "Y4": 0.7528, "page": 0, "Index": 652}, {"Word": "disease-", "Confidence": 0.601, "X1": 0.74045, "Y1": 0.7452, "X2": 0.78393, "Y2": 0.745, "X3": 0.78393, "Y3": 0.7528, "X4": 0.74045, "Y4": 0.7528, "page": 0, "Index": 653}, {"Word": "genetic", "Confidence": 0.629, "X1": 0.47167, "Y1": 0.7502, "X2": 0.50856, "Y2": 0.75, "X3": 0.50856, "Y3": 0.7588, "X4": 0.47036, "Y4": 0.7588, "page": 0, "Index": 654}, {"Word": "She", "Confidence": 0.998, "X1": 0.4809, "Y1": 0.7592, "X2": 0.50329, "Y2": 0.759, "X3": 0.50329, "Y3": 0.7678, "X4": 0.47958, "Y4": 0.7678, "page": 0, "Index": 655}, {"Word": "predisposition.", "Confidence": 0.184, "X1": 0.5112, "Y1": 0.7502, "X2": 0.58762, "Y2": 0.75, "X3": 0.58762, "Y3": 0.7588, "X4": 0.50988, "Y4": 0.7588, "page": 0, "Index": 656}, {"Word": "several", "Confidence": 0.981, "X1": 0.58103, "Y1": 0.7592, "X2": 0.62582, "Y2": 0.759, "X3": 0.62582, "Y3": 0.7678, "X4": 0.58103, "Y4": 0.7688, "page": 0, "Index": 657}, {"Word": "related", "Confidence": 0.634, "X1": 0.62978, "Y1": 0.7532, "X2": 0.66667, "Y2": 0.753, "X3": 0.66667, "Y3": 0.7618, "X4": 0.62978, "Y4": 0.7628, "page": 0, "Index": 658}, {"Word": "deaths", "Confidence": 0.991, "X1": 0.67062, "Y1": 0.7532, "X2": 0.70619, "Y2": 0.753, "X3": 0.70619, "Y3": 0.7618, "X4": 0.67062, "Y4": 0.7618, "page": 0, "Index": 659}, {"Word": "are", "Confidence": 0.907, "X1": 0.70883, "Y1": 0.7532, "X2": 0.72727, "Y2": 0.753, "X3": 0.72727, "Y3": 0.7618, "X4": 0.70883, "Y4": 0.7618, "page": 0, "Index": 660}, {"Word": "caused", "Confidence": 0.826, "X1": 0.72991, "Y1": 0.7542, "X2": 0.76548, "Y2": 0.754, "X3": 0.76416, "Y3": 0.7628, "X4": 0.72991, "Y4": 0.7618, "page": 0, "Index": 661}, {"Word": "by", "Confidence": 0.156, "X1": 0.76812, "Y1": 0.7542, "X2": 0.78129, "Y2": 0.754, "X3": 0.78129, "Y3": 0.7638, "X4": 0.7668, "Y4": 0.7628, "page": 0, "Index": 662}, {"Word": "studies", "Confidence": 0.96, "X1": 0.47036, "Y1": 0.7692, "X2": 0.50988, "Y2": 0.769, "X3": 0.50856, "Y3": 0.7778, "X4": 0.47036, "Y4": 0.7778, "page": 0, "Index": 663}, {"Word": "said", "Confidence": 0.614, "X1": 0.51252, "Y1": 0.7592, "X2": 0.53755, "Y2": 0.759, "X3": 0.53623, "Y3": 0.7688, "X4": 0.51252, "Y4": 0.7678, "page": 0, "Index": 664}, {"Word": "that", "Confidence": 0.981, "X1": 0.54545, "Y1": 0.7592, "X2": 0.57312, "Y2": 0.759, "X3": 0.57312, "Y3": 0.7688, "X4": 0.54545, "Y4": 0.7688, "page": 0, "Index": 665}, {"Word": "omaking.", "Confidence": 0.617, "X1": 0.62978, "Y1": 0.7622, "X2": 0.68116, "Y2": 0.762, "X3": 0.68116, "Y3": 0.7718, "X4": 0.62978, "Y4": 0.7718, "page": 0, "Index": 666}, {"Word": "Smoking", "Confidence": 0.941, "X1": 0.68379, "Y1": 0.7632, "X2": 0.73123, "Y2": 0.763, "X3": 0.73123, "Y3": 0.7718, "X4": 0.68379, "Y4": 0.7718, "page": 0, "Index": 667}, {"Word": "has", "Confidence": 0.452, "X1": 0.7365, "Y1": 0.7632, "X2": 0.75626, "Y2": 0.763, "X3": 0.75626, "Y3": 0.7718, "X4": 0.73518, "Y4": 0.7718, "page": 0, "Index": 668}, {"Word": "also", "Confidence": 0.165, "X1": 0.76021, "Y1": 0.7632, "X2": 0.78261, "Y2": 0.763, "X3": 0.78261, "Y3": 0.7728, "X4": 0.76021, "Y4": 0.7728, "page": 0, "Index": 669}, {"Word": "tory", "Confidence": 0.96, "X1": 0.47036, "Y1": 0.7782, "X2": 0.49802, "Y2": 0.778, "X3": 0.49671, "Y3": 0.7868, "X4": 0.47036, "Y4": 0.7868, "page": 0, "Index": 670}, {"Word": "that", "Confidence": 0.981, "X1": 0.51252, "Y1": 0.7692, "X2": 0.53755, "Y2": 0.769, "X3": 0.53623, "Y3": 0.7788, "X4": 0.51252, "Y4": 0.7778, "page": 0, "Index": 671}, {"Word": "exposed", "Confidence": 0.938, "X1": 0.54018, "Y1": 0.7702, "X2": 0.58235, "Y2": 0.77, "X3": 0.58103, "Y3": 0.7788, "X4": 0.53887, "Y4": 0.7788, "page": 0, "Index": 672}, {"Word": "labors.", "Confidence": 0.303, "X1": 0.5863, "Y1": 0.7702, "X2": 0.62714, "Y2": 0.77, "X3": 0.62582, "Y3": 0.7798, "X4": 0.58498, "Y4": 0.7788, "page": 0, "Index": 673}, {"Word": "been", "Confidence": 0.955, "X1": 0.62978, "Y1": 0.7712, "X2": 0.65481, "Y2": 0.771, "X3": 0.65481, "Y3": 0.7798, "X4": 0.62978, "Y4": 0.7798, "page": 0, "Index": 674}, {"Word": "linked", "Confidence": 0.868, "X1": 0.65744, "Y1": 0.7712, "X2": 0.6917, "Y2": 0.771, "X3": 0.69038, "Y3": 0.7808, "X4": 0.65744, "Y4": 0.7798, "page": 0, "Index": 675}, {"Word": "to", "Confidence": 0.992, "X1": 0.69565, "Y1": 0.7722, "X2": 0.70751, "Y2": 0.772, "X3": 0.70751, "Y3": 0.7808, "X4": 0.69433, "Y4": 0.7808, "page": 0, "Index": 676}, {"Word": "cancer", "Confidence": 0.991, "X1": 0.71014, "Y1": 0.7722, "X2": 0.74572, "Y2": 0.772, "X3": 0.74572, "Y3": 0.7818, "X4": 0.71014, "Y4": 0.7808, "page": 0, "Index": 677}, {"Word": "of", "Confidence": 0.611, "X1": 0.74835, "Y1": 0.7732, "X2": 0.76021, "Y2": 0.773, "X3": 0.76021, "Y3": 0.7818, "X4": 0.74835, "Y4": 0.7818, "page": 0, "Index": 678}, {"Word": "the", "Confidence": 0.994, "X1": 0.76285, "Y1": 0.7732, "X2": 0.78261, "Y2": 0.773, "X3": 0.78261, "Y3": 0.7818, "X4": 0.76285, "Y4": 0.7818, "page": 0, "Index": 679}, {"Word": "amounts", "Confidence": 0.559, "X1": 0.47167, "Y1": 0.7882, "X2": 0.51779, "Y2": 0.788, "X3": 0.51779, "Y3": 0.7968, "X4": 0.47167, "Y4": 0.7958, "page": 0, "Index": 680}, {"Word": "animals", "Confidence": 0.905, "X1": 0.50725, "Y1": 0.7792, "X2": 0.55863, "Y2": 0.779, "X3": 0.55731, "Y3": 0.7888, "X4": 0.50725, "Y4": 0.7878, "page": 0, "Index": 681}, {"Word": "of", "Confidence": 0.991, "X1": 0.52306, "Y1": 0.7882, "X2": 0.53623, "Y2": 0.788, "X3": 0.53623, "Y3": 0.7968, "X4": 0.52174, "Y4": 0.7968, "page": 0, "Index": 682}, {"Word": "tobacco", "Confidence": 0.547, "X1": 0.5415, "Y1": 0.7882, "X2": 0.58235, "Y2": 0.788, "X3": 0.58103, "Y3": 0.7978, "X4": 0.5415, "Y4": 0.7968, "page": 0, "Index": 683}, {"Word": "to", "Confidence": 0.997, "X1": 0.56653, "Y1": 0.7792, "X2": 0.58103, "Y2": 0.779, "X3": 0.57971, "Y3": 0.7888, "X4": 0.56653, "Y4": 0.7888, "page": 0, "Index": 684}, {"Word": "large", "Confidence": 0.658, "X1": 0.58893, "Y1": 0.7802, "X2": 0.62319, "Y2": 0.78, "X3": 0.62187, "Y3": 0.7898, "X4": 0.58762, "Y4": 0.7888, "page": 0, "Index": 685}, {"Word": "mouth,", "Confidence": 0.729, "X1": 0.62978, "Y1": 0.7802, "X2": 0.67062, "Y2": 0.78, "X3": 0.6693, "Y3": 0.7908, "X4": 0.62846, "Y4": 0.7898, "page": 0, "Index": 686}, {"Word": "larynx,", "Confidence": 0.638, "X1": 0.67457, "Y1": 0.7812, "X2": 0.71805, "Y2": 0.781, "X3": 0.71805, "Y3": 0.7918, "X4": 0.67457, "Y4": 0.7908, "page": 0, "Index": 687}, {"Word": "esophagus,", "Confidence": 0.617, "X1": 0.72464, "Y1": 0.7822, "X2": 0.78261, "Y2": 0.782, "X3": 0.78129, "Y3": 0.7928, "X4": 0.72332, "Y4": 0.7918, "page": 0, "Index": 688}, {"Word": "smoke", "Confidence": 0.872, "X1": 0.58893, "Y1": 0.7892, "X2": 0.62319, "Y2": 0.789, "X3": 0.62319, "Y3": 0.7988, "X4": 0.58762, "Y4": 0.7978, "page": 0, "Index": 689}, {"Word": "kidnew", "Confidence": 0.833, "X1": 0.62846, "Y1": 0.7902, "X2": 0.66403, "Y2": 0.79, "X3": 0.66271, "Y3": 0.7998, "X4": 0.62846, "Y4": 0.7988, "page": 0, "Index": 690}, {"Word": "and", "Confidence": 0.998, "X1": 0.66535, "Y1": 0.7902, "X2": 0.68511, "Y2": 0.79, "X3": 0.68511, "Y3": 0.7998, "X4": 0.66535, "Y4": 0.7998, "page": 0, "Index": 691}, {"Word": "pancreas.", "Confidence": 0.605, "X1": 0.68775, "Y1": 0.7922, "X2": 0.74177, "Y2": 0.792, "X3": 0.74045, "Y3": 0.8018, "X4": 0.68775, "Y4": 0.7998, "page": 0, "Index": 692}, {"Word": "Tuesday,", "Confidence": 0.849, "X1": 0.57839, "Y1": 0.8162, "X2": 0.62714, "Y2": 0.816, "X3": 0.62714, "Y3": 0.8268, "X4": 0.57708, "Y4": 0.8248, "page": 0, "Index": 693}, {"Word": "July", "Confidence": 0.962, "X1": 0.63109, "Y1": 0.8172, "X2": 0.65613, "Y2": 0.817, "X3": 0.65481, "Y3": 0.8278, "X4": 0.62978, "Y4": 0.8268, "page": 0, "Index": 694}, {"Word": "2.", "Confidence": 0.818, "X1": 0.65876, "Y1": 0.8172, "X2": 0.6693, "Y2": 0.817, "X3": 0.66798, "Y3": 0.8288, "X4": 0.65744, "Y4": 0.8278, "page": 0, "Index": 695}, {"Word": "1991", "Confidence": 0.956, "X1": 0.67194, "Y1": 0.8172, "X2": 0.70092, "Y2": 0.817, "X3": 0.6996, "Y3": 0.8298, "X4": 0.67062, "Y4": 0.8288, "page": 0, "Index": 696}, {"Word": "301530904", "Confidence": 0.995, "X1": 0.84058, "Y1": 0.9442, "X2": 0.83926, "Y2": 0.944, "X3": 0.80896, "Y3": 0.9418, "X4": 0.81159, "Y4": 0.8308, "page": 0, "Index": 697}]}
|
"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"
|
ffyv0044
| 1 |
{"lines_data": [{"Word": "2", "Confidence": 0.995, "X1": 0.46086, "Y1": 0.0172, "X2": 0.47727, "Y2": 0.017, "X3": 0.47475, "Y3": 0.0308, "X4": 0.4596, "Y4": 0.0318, "page": 0}, {"Word": "Ms. E. Merlo", "Confidence": 0.85067, "X1": 0.08965, "Y1": 0.0312, "X2": 0.23737, "Y2": 0.031, "X3": 0.23737, "Y3": 0.0468, "X4": 0.08965, "Y4": 0.0488, "page": 0}, {"Word": "March 12, 1984", "Confidence": 0.99533, "X1": 0.67298, "Y1": 0.0302, "X2": 0.84596, "Y2": 0.03, "X3": 0.84596, "Y3": 0.0478, "X4": 0.67298, "Y4": 0.0478, "page": 0}, {"Word": "Belt/Buckle", "Confidence": 0.902, "X1": 0.13636, "Y1": 0.1112, "X2": 0.27525, "Y2": 0.111, "X3": 0.27525, "Y3": 0.1288, "X4": 0.13636, "Y4": 0.1288, "page": 0}, {"Word": ". Agency to submit major revisions on selling brochure;", "Confidence": 0.98567, "X1": 0.16414, "Y1": 0.1432, "X2": 0.82071, "Y2": 0.143, "X3": 0.82071, "Y3": 0.1608, "X4": 0.16414, "Y4": 0.1608, "page": 0}, {"Word": "asked to develop special belt packaging for trade", "Confidence": 0.96, "X1": 0.18687, "Y1": 0.1602, "X2": 0.77399, "Y2": 0.16, "X3": 0.77399, "Y3": 0.1768, "X4": 0.18687, "Y4": 0.1758, "page": 0}, {"Word": "sell-in.", "Confidence": 0.93, "X1": 0.18813, "Y1": 0.1762, "X2": 0.28535, "Y2": 0.176, "X3": 0.28409, "Y3": 0.1908, "X4": 0.18813, "Y4": 0.1898, "page": 0}, {"Word": ". Purchase order due for packaging function assigned to", "Confidence": 0.98889, "X1": 0.16288, "Y1": 0.2062, "X2": 0.82323, "Y2": 0.206, "X3": 0.82323, "Y3": 0.2238, "X4": 0.16288, "Y4": 0.2228, "page": 0}, {"Word": "-*", "Confidence": 0.715, "X1": 0.71843, "Y1": 0.2242, "X2": 0.7702, "Y2": 0.224, "X3": 0.77146, "Y3": 0.2338, "X4": 0.71843, "Y4": 0.2338, "page": 0}, {"Word": "Weinstock-Conestoga.", "Confidence": 0.114, "X1": 0.18813, "Y1": 0.2242, "X2": 0.42803, "Y2": 0.224, "X3": 0.42803, "Y3": 0.2398, "X4": 0.18813, "Y4": 0.2378, "page": 0}, {"Word": "Map Light", "Confidence": 0.994, "X1": 0.14015, "Y1": 0.2542, "X2": 0.25126, "Y2": 0.254, "X3": 0.25126, "Y3": 0.2708, "X4": 0.14015, "Y4": 0.2708, "page": 0}, {"Word": ".. Agency to submit revisions for back of card; use 2-pack", "Confidence": 0.96009, "X1": 0.16288, "Y1": 0.2852, "X2": 0.84848, "Y2": 0.285, "X3": 0.84848, "Y3": 0.3038, "X4": 0.16288, "Y4": 0.3048, "page": 0}, {"Word": "shot.", "Confidence": 0.997, "X1": 0.18813, "Y1": 0.3032, "X2": 0.25126, "Y2": 0.303, "X3": 0.25126, "Y3": 0.3178, "X4": 0.18687, "Y4": 0.3178, "page": 0}, {"Word": ". V. Occhiuto to submit purchase requisition draft for", "Confidence": 0.95122, "X1": 0.16667, "Y1": 0.3332, "X2": 0.81187, "Y2": 0.333, "X3": 0.81313, "Y3": 0.3498, "X4": 0.16667, "Y4": 0.3508, "page": 0}, {"Word": "contract packaging assigned to Techform (N.C.) for Brand", "Confidence": 0.92538, "X1": 0.18813, "Y1": 0.3502, "X2": 0.86237, "Y2": 0.35, "X3": 0.86237, "Y3": 0.3668, "X4": 0.18813, "Y4": 0.3678, "page": 0}, {"Word": "approval.", "Confidence": 0.941, "X1": 0.18687, "Y1": 0.3662, "X2": 0.29672, "Y2": 0.366, "X3": 0.29672, "Y3": 0.3818, "X4": 0.18687, "Y4": 0.3828, "page": 0}, {"Word": "POS CYCLE MATERIAL", "Confidence": 0.93867, "X1": 0.08586, "Y1": 0.4132, "X2": 0.31187, "Y2": 0.413, "X3": 0.31187, "Y3": 0.4298, "X4": 0.08586, "Y4": 0.4318, "page": 0}, {"Word": ". Color revision, art and keyline due on \"S-29\" subject", "Confidence": 0.9839, "X1": 0.16667, "Y1": 0.4442, "X2": 0.82576, "Y2": 0.444, "X3": 0.82576, "Y3": 0.4638, "X4": 0.16667, "Y4": 0.4648, "page": 0}, {"Word": "for July set/sell I.", "Confidence": 0.95375, "X1": 0.19066, "Y1": 0.4612, "X2": 0.42929, "Y2": 0.461, "X3": 0.42929, "Y3": 0.4778, "X4": 0.19066, "Y4": 0.4788, "page": 0}, {"Word": "PERMANENT POS", "Confidence": 0.9965, "X1": 0.0947, "Y1": 0.5082, "X2": 0.25631, "Y2": 0.508, "X3": 0.25631, "Y3": 0.5248, "X4": 0.0947, "Y4": 0.5248, "page": 0}, {"Word": ". Agency will recommend alternative subjects for quartz", "Confidence": 0.989, "X1": 0.1654, "Y1": 0.5402, "X2": 0.82828, "Y2": 0.54, "X3": 0.82828, "Y3": 0.5578, "X4": 0.1654, "Y4": 0.5588, "page": 0}, {"Word": "clock as per Fitzmaurice direction; revisions on clock", "Confidence": 0.96775, "X1": 0.19066, "Y1": 0.5562, "X2": 0.83838, "Y2": 0.556, "X3": 0.83712, "Y3": 0.5728, "X4": 0.19066, "Y4": 0.5728, "page": 0}, {"Word": "face.", "Confidence": 0.996, "X1": 0.19066, "Y1": 0.5742, "X2": 0.25253, "Y2": 0.574, "X3": 0.25253, "Y3": 0.5888, "X4": 0.19066, "Y4": 0.5888, "page": 0}, {"Word": "NEW PROTECTS", "Confidence": 0.9235, "X1": 0.09722, "Y1": 0.6202, "X2": 0.24116, "Y2": 0.62, "X3": 0.24116, "Y3": 0.6368, "X4": 0.09722, "Y4": 0.6378, "page": 0}, {"Word": ". Agency to schedule presentation of 30's pack/pricing", "Confidence": 0.89375, "X1": 0.17045, "Y1": 0.6522, "X2": 0.81313, "Y2": 0.652, "X3": 0.81313, "Y3": 0.6698, "X4": 0.17045, "Y4": 0.6708, "page": 0}, {"Word": "concept for Fitzmaurice. Note: they will push Box.", "Confidence": 0.98388, "X1": 0.19318, "Y1": 0.6682, "X2": 0.81566, "Y2": 0.668, "X3": 0.81566, "Y3": 0.6858, "X4": 0.19318, "Y4": 0.6858, "page": 0}, {"Word": "-", "Confidence": 0.872, "X1": 0.93182, "Y1": 0.8832, "X2": 0.95202, "Y2": 0.883, "X3": 0.95076, "Y3": 0.8898, "X4": 0.93056, "Y4": 0.8908, "page": 0}, {"Word": "2045407380", "Confidence": 0.965, "X1": 0.92172, "Y1": 0.9592, "X2": 0.92045, "Y2": 0.959, "X3": 0.89646, "Y3": 0.9588, "X4": 0.89773, "Y4": 0.8398, "page": 0}], "words_data": [{"Word": "2", "Confidence": 0.995, "X1": 0.46086, "Y1": 0.0172, "X2": 0.47096, "Y2": 0.017, "X3": 0.47222, "Y3": 0.0298, "X4": 0.46212, "Y4": 0.0308, "page": 0, "Index": 0}, {"Word": "Ms.", "Confidence": 0.753, "X1": 0.09091, "Y1": 0.0332, "X2": 0.12753, "Y2": 0.033, "X3": 0.12753, "Y3": 0.0478, "X4": 0.09091, "Y4": 0.0488, "page": 0, "Index": 1}, {"Word": "E.", "Confidence": 0.802, "X1": 0.13636, "Y1": 0.0322, "X2": 0.16288, "Y2": 0.032, "X3": 0.16288, "Y3": 0.0478, "X4": 0.13636, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "Merlo", "Confidence": 0.997, "X1": 0.17298, "Y1": 0.0312, "X2": 0.23359, "Y2": 0.031, "X3": 0.23232, "Y3": 0.0478, "X4": 0.17298, "Y4": 0.0478, "page": 0, "Index": 3}, {"Word": "March", "Confidence": 0.997, "X1": 0.67424, "Y1": 0.0312, "X2": 0.73485, "Y2": 0.031, "X3": 0.73359, "Y3": 0.0478, "X4": 0.67424, "Y4": 0.0478, "page": 0, "Index": 4}, {"Word": "12,", "Confidence": 0.998, "X1": 0.74747, "Y1": 0.0312, "X2": 0.78409, "Y2": 0.031, "X3": 0.78409, "Y3": 0.0478, "X4": 0.74747, "Y4": 0.0478, "page": 0, "Index": 5}, {"Word": "1984", "Confidence": 0.991, "X1": 0.79545, "Y1": 0.0312, "X2": 0.8447, "Y2": 0.031, "X3": 0.84596, "Y3": 0.0488, "X4": 0.79545, "Y4": 0.0488, "page": 0, "Index": 6}, {"Word": "Belt/Buckle", "Confidence": 0.902, "X1": 0.13889, "Y1": 0.1112, "X2": 0.27146, "Y2": 0.111, "X3": 0.27146, "Y3": 0.1288, "X4": 0.13763, "Y4": 0.1278, "page": 0, "Index": 7}, {"Word": ".", "Confidence": 0.959, "X1": 0.1654, "Y1": 0.1452, "X2": 0.17803, "Y2": 0.145, "X3": 0.17677, "Y3": 0.1608, "X4": 0.1654, "Y4": 0.1608, "page": 0, "Index": 8}, {"Word": "Agency", "Confidence": 0.996, "X1": 0.18561, "Y1": 0.1442, "X2": 0.25884, "Y2": 0.144, "X3": 0.25758, "Y3": 0.1608, "X4": 0.18434, "Y4": 0.1608, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.998, "X1": 0.2702, "Y1": 0.1442, "X2": 0.29419, "Y2": 0.144, "X3": 0.29293, "Y3": 0.1608, "X4": 0.26894, "Y4": 0.1608, "page": 0, "Index": 10}, {"Word": "submit", "Confidence": 0.964, "X1": 0.30682, "Y1": 0.1442, "X2": 0.37753, "Y2": 0.144, "X3": 0.37753, "Y3": 0.1608, "X4": 0.30556, "Y4": 0.1608, "page": 0, "Index": 11}, {"Word": "major", "Confidence": 0.997, "X1": 0.38636, "Y1": 0.1442, "X2": 0.44949, "Y2": 0.144, "X3": 0.44823, "Y3": 0.1608, "X4": 0.38636, "Y4": 0.1608, "page": 0, "Index": 12}, {"Word": "revisions", "Confidence": 0.993, "X1": 0.46212, "Y1": 0.1442, "X2": 0.57071, "Y2": 0.144, "X3": 0.56944, "Y3": 0.1608, "X4": 0.46086, "Y4": 0.1608, "page": 0, "Index": 13}, {"Word": "on", "Confidence": 0.998, "X1": 0.57955, "Y1": 0.1442, "X2": 0.6048, "Y2": 0.144, "X3": 0.60354, "Y3": 0.1608, "X4": 0.57828, "Y4": 0.1608, "page": 0, "Index": 14}, {"Word": "selling", "Confidence": 0.973, "X1": 0.6149, "Y1": 0.1442, "X2": 0.70076, "Y2": 0.144, "X3": 0.70076, "Y3": 0.1608, "X4": 0.6149, "Y4": 0.1608, "page": 0, "Index": 15}, {"Word": "brochure;", "Confidence": 0.993, "X1": 0.7096, "Y1": 0.1442, "X2": 0.82071, "Y2": 0.144, "X3": 0.82071, "Y3": 0.1608, "X4": 0.7096, "Y4": 0.1608, "page": 0, "Index": 16}, {"Word": "asked", "Confidence": 0.995, "X1": 0.18813, "Y1": 0.1602, "X2": 0.24621, "Y2": 0.16, "X3": 0.24621, "Y3": 0.1748, "X4": 0.18813, "Y4": 0.1738, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.25884, "Y1": 0.1602, "X2": 0.28157, "Y2": 0.16, "X3": 0.28157, "Y3": 0.1758, "X4": 0.25884, "Y4": 0.1748, "page": 0, "Index": 18}, {"Word": "develop", "Confidence": 0.996, "X1": 0.29293, "Y1": 0.1592, "X2": 0.37626, "Y2": 0.159, "X3": 0.37626, "Y3": 0.1768, "X4": 0.29293, "Y4": 0.1758, "page": 0, "Index": 19}, {"Word": "special", "Confidence": 0.848, "X1": 0.38889, "Y1": 0.1592, "X2": 0.47348, "Y2": 0.159, "X3": 0.47348, "Y3": 0.1768, "X4": 0.38889, "Y4": 0.1768, "page": 0, "Index": 20}, {"Word": "belt", "Confidence": 0.857, "X1": 0.48359, "Y1": 0.1602, "X2": 0.53283, "Y2": 0.16, "X3": 0.53283, "Y3": 0.1778, "X4": 0.48359, "Y4": 0.1768, "page": 0, "Index": 21}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.54293, "Y1": 0.1602, "X2": 0.65278, "Y2": 0.16, "X3": 0.65278, "Y3": 0.1768, "X4": 0.54293, "Y4": 0.1768, "page": 0, "Index": 22}, {"Word": "for", "Confidence": 0.998, "X1": 0.66288, "Y1": 0.1602, "X2": 0.70076, "Y2": 0.16, "X3": 0.70076, "Y3": 0.1768, "X4": 0.66414, "Y4": 0.1768, "page": 0, "Index": 23}, {"Word": "trade", "Confidence": 0.997, "X1": 0.71212, "Y1": 0.1612, "X2": 0.77146, "Y2": 0.161, "X3": 0.77146, "Y3": 0.1758, "X4": 0.71212, "Y4": 0.1768, "page": 0, "Index": 24}, {"Word": "sell-in.", "Confidence": 0.93, "X1": 0.18939, "Y1": 0.1762, "X2": 0.28283, "Y2": 0.176, "X3": 0.28283, "Y3": 0.1918, "X4": 0.18939, "Y4": 0.1898, "page": 0, "Index": 25}, {"Word": ".", "Confidence": 0.998, "X1": 0.1654, "Y1": 0.2072, "X2": 0.17803, "Y2": 0.207, "X3": 0.17803, "Y3": 0.2228, "X4": 0.1654, "Y4": 0.2228, "page": 0, "Index": 26}, {"Word": "Purchase", "Confidence": 0.996, "X1": 0.18561, "Y1": 0.2072, "X2": 0.28409, "Y2": 0.207, "X3": 0.28283, "Y3": 0.2238, "X4": 0.18561, "Y4": 0.2228, "page": 0, "Index": 27}, {"Word": "order", "Confidence": 0.933, "X1": 0.29293, "Y1": 0.2062, "X2": 0.3548, "Y2": 0.206, "X3": 0.35354, "Y3": 0.2238, "X4": 0.29167, "Y4": 0.2238, "page": 0, "Index": 28}, {"Word": "due", "Confidence": 0.998, "X1": 0.3649, "Y1": 0.2062, "X2": 0.40404, "Y2": 0.206, "X3": 0.40278, "Y3": 0.2238, "X4": 0.36364, "Y4": 0.2238, "page": 0, "Index": 29}, {"Word": "for", "Confidence": 0.998, "X1": 0.41414, "Y1": 0.2062, "X2": 0.45076, "Y2": 0.206, "X3": 0.45076, "Y3": 0.2238, "X4": 0.41288, "Y4": 0.2238, "page": 0, "Index": 30}, {"Word": "packaging", "Confidence": 0.994, "X1": 0.4596, "Y1": 0.2062, "X2": 0.57071, "Y2": 0.206, "X3": 0.56944, "Y3": 0.2238, "X4": 0.4596, "Y4": 0.2238, "page": 0, "Index": 31}, {"Word": "function", "Confidence": 0.994, "X1": 0.58081, "Y1": 0.2062, "X2": 0.67551, "Y2": 0.206, "X3": 0.67551, "Y3": 0.2238, "X4": 0.58081, "Y4": 0.2238, "page": 0, "Index": 32}, {"Word": "assigned", "Confidence": 0.991, "X1": 0.68813, "Y1": 0.2062, "X2": 0.78409, "Y2": 0.206, "X3": 0.78283, "Y3": 0.2238, "X4": 0.68687, "Y4": 0.2238, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.998, "X1": 0.79545, "Y1": 0.2072, "X2": 0.81944, "Y2": 0.207, "X3": 0.81944, "Y3": 0.2238, "X4": 0.79545, "Y4": 0.2238, "page": 0, "Index": 34}, {"Word": "-*", "Confidence": 0.715, "X1": 0.72475, "Y1": 0.2242, "X2": 0.76389, "Y2": 0.224, "X3": 0.76389, "Y3": 0.2338, "X4": 0.72475, "Y4": 0.2338, "page": 0, "Index": 35}, {"Word": "Weinstock-Conestoga.", "Confidence": 0.114, "X1": 0.18813, "Y1": 0.2252, "X2": 0.42803, "Y2": 0.225, "X3": 0.42803, "Y3": 0.2398, "X4": 0.18813, "Y4": 0.2388, "page": 0, "Index": 36}, {"Word": "Map", "Confidence": 0.994, "X1": 0.14141, "Y1": 0.2552, "X2": 0.17677, "Y2": 0.255, "X3": 0.17551, "Y3": 0.2718, "X4": 0.14141, "Y4": 0.2708, "page": 0, "Index": 37}, {"Word": "Light", "Confidence": 0.994, "X1": 0.18687, "Y1": 0.2542, "X2": 0.24874, "Y2": 0.254, "X3": 0.24874, "Y3": 0.2718, "X4": 0.18687, "Y4": 0.2718, "page": 0, "Index": 38}, {"Word": "..", "Confidence": 0.675, "X1": 0.16414, "Y1": 0.2882, "X2": 0.18056, "Y2": 0.288, "X3": 0.18056, "Y3": 0.3048, "X4": 0.16414, "Y4": 0.3048, "page": 0, "Index": 39}, {"Word": "Agency", "Confidence": 0.994, "X1": 0.18687, "Y1": 0.2882, "X2": 0.2601, "Y2": 0.288, "X3": 0.26136, "Y3": 0.3048, "X4": 0.18687, "Y4": 0.3048, "page": 0, "Index": 40}, {"Word": "to", "Confidence": 0.998, "X1": 0.27146, "Y1": 0.2872, "X2": 0.29545, "Y2": 0.287, "X3": 0.29545, "Y3": 0.3038, "X4": 0.27146, "Y4": 0.3038, "page": 0, "Index": 41}, {"Word": "submit", "Confidence": 0.991, "X1": 0.30556, "Y1": 0.2872, "X2": 0.38005, "Y2": 0.287, "X3": 0.38005, "Y3": 0.3038, "X4": 0.30682, "Y4": 0.3038, "page": 0, "Index": 42}, {"Word": "revisions", "Confidence": 0.966, "X1": 0.38889, "Y1": 0.2862, "X2": 0.5, "Y2": 0.286, "X3": 0.49874, "Y3": 0.3038, "X4": 0.38889, "Y4": 0.3038, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.51136, "Y1": 0.2862, "X2": 0.54798, "Y2": 0.286, "X3": 0.54672, "Y3": 0.3038, "X4": 0.51136, "Y4": 0.3038, "page": 0, "Index": 44}, {"Word": "back", "Confidence": 0.981, "X1": 0.55682, "Y1": 0.2862, "X2": 0.60606, "Y2": 0.286, "X3": 0.60606, "Y3": 0.3038, "X4": 0.55682, "Y4": 0.3038, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.998, "X1": 0.61616, "Y1": 0.2862, "X2": 0.64268, "Y2": 0.286, "X3": 0.64141, "Y3": 0.3038, "X4": 0.61616, "Y4": 0.3038, "page": 0, "Index": 46}, {"Word": "card;", "Confidence": 0.965, "X1": 0.65278, "Y1": 0.2862, "X2": 0.71465, "Y2": 0.286, "X3": 0.71465, "Y3": 0.3038, "X4": 0.65278, "Y4": 0.3038, "page": 0, "Index": 47}, {"Word": "use", "Confidence": 0.998, "X1": 0.72475, "Y1": 0.2862, "X2": 0.76136, "Y2": 0.286, "X3": 0.76136, "Y3": 0.3038, "X4": 0.72348, "Y4": 0.3038, "page": 0, "Index": 48}, {"Word": "2-pack", "Confidence": 0.997, "X1": 0.77399, "Y1": 0.2862, "X2": 0.84596, "Y2": 0.286, "X3": 0.84596, "Y3": 0.3038, "X4": 0.77273, "Y4": 0.3038, "page": 0, "Index": 49}, {"Word": "shot.", "Confidence": 0.997, "X1": 0.19066, "Y1": 0.3042, "X2": 0.25, "Y2": 0.304, "X3": 0.25, "Y3": 0.3178, "X4": 0.18939, "Y4": 0.3188, "page": 0, "Index": 50}, {"Word": ".", "Confidence": 0.968, "X1": 0.16793, "Y1": 0.3352, "X2": 0.18056, "Y2": 0.335, "X3": 0.17929, "Y3": 0.3518, "X4": 0.16667, "Y4": 0.3518, "page": 0, "Index": 51}, {"Word": "V.", "Confidence": 0.998, "X1": 0.18813, "Y1": 0.3352, "X2": 0.21465, "Y2": 0.335, "X3": 0.21338, "Y3": 0.3518, "X4": 0.18687, "Y4": 0.3518, "page": 0, "Index": 52}, {"Word": "Occhiuto", "Confidence": 0.662, "X1": 0.22348, "Y1": 0.3342, "X2": 0.32071, "Y2": 0.334, "X3": 0.31944, "Y3": 0.3508, "X4": 0.22222, "Y4": 0.3518, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.998, "X1": 0.33081, "Y1": 0.3342, "X2": 0.35606, "Y2": 0.334, "X3": 0.35606, "Y3": 0.3508, "X4": 0.33081, "Y4": 0.3508, "page": 0, "Index": 54}, {"Word": "submit", "Confidence": 0.995, "X1": 0.36742, "Y1": 0.3342, "X2": 0.43939, "Y2": 0.334, "X3": 0.43939, "Y3": 0.3508, "X4": 0.36616, "Y4": 0.3508, "page": 0, "Index": 55}, {"Word": "purchase", "Confidence": 0.995, "X1": 0.45076, "Y1": 0.3332, "X2": 0.54672, "Y2": 0.333, "X3": 0.54672, "Y3": 0.3508, "X4": 0.44949, "Y4": 0.3508, "page": 0, "Index": 56}, {"Word": "requisition", "Confidence": 0.992, "X1": 0.55808, "Y1": 0.3332, "X2": 0.69066, "Y2": 0.333, "X3": 0.69066, "Y3": 0.3508, "X4": 0.55682, "Y4": 0.3508, "page": 0, "Index": 57}, {"Word": "draft", "Confidence": 0.955, "X1": 0.70076, "Y1": 0.3332, "X2": 0.76389, "Y2": 0.333, "X3": 0.76389, "Y3": 0.3508, "X4": 0.70076, "Y4": 0.3508, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.998, "X1": 0.77399, "Y1": 0.3332, "X2": 0.80934, "Y2": 0.333, "X3": 0.80934, "Y3": 0.3508, "X4": 0.77399, "Y4": 0.3508, "page": 0, "Index": 59}, {"Word": "contract", "Confidence": 0.994, "X1": 0.18939, "Y1": 0.3512, "X2": 0.28535, "Y2": 0.351, "X3": 0.28409, "Y3": 0.3668, "X4": 0.18939, "Y4": 0.3668, "page": 0, "Index": 60}, {"Word": "packaging", "Confidence": 0.97, "X1": 0.29419, "Y1": 0.3502, "X2": 0.40404, "Y2": 0.35, "X3": 0.40278, "Y3": 0.3678, "X4": 0.29293, "Y4": 0.3678, "page": 0, "Index": 61}, {"Word": "assigned", "Confidence": 0.995, "X1": 0.4154, "Y1": 0.3502, "X2": 0.51136, "Y2": 0.35, "X3": 0.51136, "Y3": 0.3678, "X4": 0.4154, "Y4": 0.3678, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.998, "X1": 0.52273, "Y1": 0.3502, "X2": 0.54672, "Y2": 0.35, "X3": 0.54545, "Y3": 0.3678, "X4": 0.52273, "Y4": 0.3678, "page": 0, "Index": 63}, {"Word": "Techform", "Confidence": 0.966, "X1": 0.55934, "Y1": 0.3502, "X2": 0.65404, "Y2": 0.35, "X3": 0.65404, "Y3": 0.3678, "X4": 0.55934, "Y4": 0.3678, "page": 0, "Index": 64}, {"Word": "(N.C.)", "Confidence": 0.864, "X1": 0.66919, "Y1": 0.3502, "X2": 0.73737, "Y2": 0.35, "X3": 0.73737, "Y3": 0.3668, "X4": 0.66919, "Y4": 0.3678, "page": 0, "Index": 65}, {"Word": "for", "Confidence": 0.998, "X1": 0.75126, "Y1": 0.3502, "X2": 0.78535, "Y2": 0.35, "X3": 0.78535, "Y3": 0.3668, "X4": 0.75, "Y4": 0.3668, "page": 0, "Index": 66}, {"Word": "Brand", "Confidence": 0.618, "X1": 0.79545, "Y1": 0.3512, "X2": 0.85859, "Y2": 0.351, "X3": 0.85732, "Y3": 0.3658, "X4": 0.79545, "Y4": 0.3668, "page": 0, "Index": 67}, {"Word": "approval.", "Confidence": 0.941, "X1": 0.18939, "Y1": 0.3672, "X2": 0.29798, "Y2": 0.367, "X3": 0.29798, "Y3": 0.3818, "X4": 0.18813, "Y4": 0.3838, "page": 0, "Index": 68}, {"Word": "POS", "Confidence": 0.828, "X1": 0.0947, "Y1": 0.4152, "X2": 0.13131, "Y2": 0.415, "X3": 0.13005, "Y3": 0.4318, "X4": 0.09217, "Y4": 0.4328, "page": 0, "Index": 69}, {"Word": "CYCLE", "Confidence": 0.997, "X1": 0.14268, "Y1": 0.4142, "X2": 0.20328, "Y2": 0.414, "X3": 0.20202, "Y3": 0.4298, "X4": 0.14141, "Y4": 0.4308, "page": 0, "Index": 70}, {"Word": "MATERIAL", "Confidence": 0.991, "X1": 0.21338, "Y1": 0.4142, "X2": 0.31061, "Y2": 0.414, "X3": 0.31061, "Y3": 0.4298, "X4": 0.21212, "Y4": 0.4298, "page": 0, "Index": 71}, {"Word": ".", "Confidence": 0.929, "X1": 0.16667, "Y1": 0.4462, "X2": 0.18056, "Y2": 0.446, "X3": 0.18056, "Y3": 0.4648, "X4": 0.16667, "Y4": 0.4648, "page": 0, "Index": 72}, {"Word": "Color", "Confidence": 0.997, "X1": 0.18687, "Y1": 0.4462, "X2": 0.25, "Y2": 0.446, "X3": 0.25, "Y3": 0.4638, "X4": 0.18687, "Y4": 0.4648, "page": 0, "Index": 73}, {"Word": "revision,", "Confidence": 0.994, "X1": 0.2601, "Y1": 0.4452, "X2": 0.37121, "Y2": 0.445, "X3": 0.37121, "Y3": 0.4628, "X4": 0.2601, "Y4": 0.4638, "page": 0, "Index": 74}, {"Word": "art", "Confidence": 0.998, "X1": 0.38005, "Y1": 0.4452, "X2": 0.41793, "Y2": 0.445, "X3": 0.41793, "Y3": 0.4628, "X4": 0.38005, "Y4": 0.4628, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.998, "X1": 0.42677, "Y1": 0.4442, "X2": 0.46465, "Y2": 0.444, "X3": 0.46465, "Y3": 0.4628, "X4": 0.42677, "Y4": 0.4628, "page": 0, "Index": 76}, {"Word": "keyline", "Confidence": 0.994, "X1": 0.47475, "Y1": 0.4442, "X2": 0.56187, "Y2": 0.444, "X3": 0.56187, "Y3": 0.4628, "X4": 0.47475, "Y4": 0.4628, "page": 0, "Index": 77}, {"Word": "due", "Confidence": 0.981, "X1": 0.56944, "Y1": 0.4442, "X2": 0.60985, "Y2": 0.444, "X3": 0.60985, "Y3": 0.4628, "X4": 0.56944, "Y4": 0.4628, "page": 0, "Index": 78}, {"Word": "on", "Confidence": 0.998, "X1": 0.61869, "Y1": 0.4442, "X2": 0.64394, "Y2": 0.444, "X3": 0.64394, "Y3": 0.4628, "X4": 0.61742, "Y4": 0.4628, "page": 0, "Index": 79}, {"Word": "\"S-29\"", "Confidence": 0.955, "X1": 0.6553, "Y1": 0.4442, "X2": 0.72854, "Y2": 0.444, "X3": 0.72727, "Y3": 0.4628, "X4": 0.6553, "Y4": 0.4628, "page": 0, "Index": 80}, {"Word": "subject", "Confidence": 0.995, "X1": 0.73864, "Y1": 0.4442, "X2": 0.82323, "Y2": 0.444, "X3": 0.82323, "Y3": 0.4638, "X4": 0.73737, "Y4": 0.4638, "page": 0, "Index": 81}, {"Word": "I.", "Confidence": 0.904, "X1": 0.40404, "Y1": 0.4622, "X2": 0.42929, "Y2": 0.462, "X3": 0.42929, "Y3": 0.4778, "X4": 0.40404, "Y4": 0.4788, "page": 0, "Index": 82}, {"Word": "for", "Confidence": 0.998, "X1": 0.19192, "Y1": 0.4622, "X2": 0.22601, "Y2": 0.462, "X3": 0.22601, "Y3": 0.4788, "X4": 0.19192, "Y4": 0.4788, "page": 0, "Index": 83}, {"Word": "July", "Confidence": 0.986, "X1": 0.23737, "Y1": 0.4622, "X2": 0.28535, "Y2": 0.462, "X3": 0.28535, "Y3": 0.4788, "X4": 0.23737, "Y4": 0.4788, "page": 0, "Index": 84}, {"Word": "set/sell", "Confidence": 0.927, "X1": 0.29672, "Y1": 0.4622, "X2": 0.39394, "Y2": 0.462, "X3": 0.39394, "Y3": 0.4788, "X4": 0.29672, "Y4": 0.4788, "page": 0, "Index": 85}, {"Word": "PERMANENT", "Confidence": 0.995, "X1": 0.09596, "Y1": 0.5092, "X2": 0.20328, "Y2": 0.509, "X3": 0.20328, "Y3": 0.5248, "X4": 0.09596, "Y4": 0.5248, "page": 0, "Index": 86}, {"Word": "POS", "Confidence": 0.998, "X1": 0.21465, "Y1": 0.5092, "X2": 0.25126, "Y2": 0.509, "X3": 0.25, "Y3": 0.5258, "X4": 0.21338, "Y4": 0.5248, "page": 0, "Index": 87}, {"Word": "Agency", "Confidence": 0.997, "X1": 0.18939, "Y1": 0.5412, "X2": 0.26136, "Y2": 0.541, "X3": 0.26136, "Y3": 0.5578, "X4": 0.18939, "Y4": 0.5588, "page": 0, "Index": 88}, {"Word": "will", "Confidence": 0.988, "X1": 0.27146, "Y1": 0.5412, "X2": 0.32197, "Y2": 0.541, "X3": 0.32197, "Y3": 0.5568, "X4": 0.27146, "Y4": 0.5578, "page": 0, "Index": 89}, {"Word": "recommend", "Confidence": 0.97, "X1": 0.33207, "Y1": 0.5402, "X2": 0.44066, "Y2": 0.54, "X3": 0.44066, "Y3": 0.5568, "X4": 0.33207, "Y4": 0.5568, "page": 0, "Index": 90}, {"Word": "alternative", "Confidence": 0.992, "X1": 0.45328, "Y1": 0.5402, "X2": 0.5846, "Y2": 0.54, "X3": 0.5846, "Y3": 0.5568, "X4": 0.45328, "Y4": 0.5568, "page": 0, "Index": 91}, {"Word": "subjects", "Confidence": 0.991, "X1": 0.59596, "Y1": 0.5402, "X2": 0.69192, "Y2": 0.54, "X3": 0.69192, "Y3": 0.5578, "X4": 0.59596, "Y4": 0.5568, "page": 0, "Index": 92}, {"Word": "for", "Confidence": 0.998, "X1": 0.70328, "Y1": 0.5412, "X2": 0.7399, "Y2": 0.541, "X3": 0.73864, "Y3": 0.5578, "X4": 0.70328, "Y4": 0.5578, "page": 0, "Index": 93}, {"Word": ".", "Confidence": 0.981, "X1": 0.16919, "Y1": 0.5422, "X2": 0.18056, "Y2": 0.542, "X3": 0.18056, "Y3": 0.5588, "X4": 0.16919, "Y4": 0.5588, "page": 0, "Index": 94}, {"Word": "quartz", "Confidence": 0.995, "X1": 0.75126, "Y1": 0.5412, "X2": 0.82323, "Y2": 0.541, "X3": 0.82323, "Y3": 0.5588, "X4": 0.75126, "Y4": 0.5578, "page": 0, "Index": 95}, {"Word": "clock", "Confidence": 0.997, "X1": 0.19066, "Y1": 0.5572, "X2": 0.25, "Y2": 0.557, "X3": 0.25, "Y3": 0.5728, "X4": 0.19192, "Y4": 0.5728, "page": 0, "Index": 96}, {"Word": "as", "Confidence": 0.998, "X1": 0.26263, "Y1": 0.5572, "X2": 0.28662, "Y2": 0.557, "X3": 0.28788, "Y3": 0.5728, "X4": 0.26263, "Y4": 0.5728, "page": 0, "Index": 97}, {"Word": "per", "Confidence": 0.998, "X1": 0.29672, "Y1": 0.5572, "X2": 0.33333, "Y2": 0.557, "X3": 0.3346, "Y3": 0.5728, "X4": 0.29798, "Y4": 0.5728, "page": 0, "Index": 98}, {"Word": "Fitzmaurice", "Confidence": 0.791, "X1": 0.34343, "Y1": 0.5572, "X2": 0.47727, "Y2": 0.557, "X3": 0.47727, "Y3": 0.5738, "X4": 0.3447, "Y4": 0.5728, "page": 0, "Index": 99}, {"Word": "direction;", "Confidence": 0.971, "X1": 0.48864, "Y1": 0.5572, "X2": 0.61111, "Y2": 0.557, "X3": 0.61111, "Y3": 0.5738, "X4": 0.48864, "Y4": 0.5738, "page": 0, "Index": 100}, {"Word": "revisions", "Confidence": 0.995, "X1": 0.61869, "Y1": 0.5572, "X2": 0.72854, "Y2": 0.557, "X3": 0.72854, "Y3": 0.5738, "X4": 0.61869, "Y4": 0.5738, "page": 0, "Index": 101}, {"Word": "on", "Confidence": 0.998, "X1": 0.73864, "Y1": 0.5572, "X2": 0.76389, "Y2": 0.557, "X3": 0.76263, "Y3": 0.5738, "X4": 0.73864, "Y4": 0.5738, "page": 0, "Index": 102}, {"Word": "clock", "Confidence": 0.994, "X1": 0.77525, "Y1": 0.5582, "X2": 0.8346, "Y2": 0.558, "X3": 0.8346, "Y3": 0.5738, "X4": 0.77399, "Y4": 0.5738, "page": 0, "Index": 103}, {"Word": "face.", "Confidence": 0.996, "X1": 0.19192, "Y1": 0.5752, "X2": 0.25253, "Y2": 0.575, "X3": 0.25253, "Y3": 0.5888, "X4": 0.19192, "Y4": 0.5888, "page": 0, "Index": 104}, {"Word": "NEW", "Confidence": 0.995, "X1": 0.09722, "Y1": 0.6212, "X2": 0.13258, "Y2": 0.621, "X3": 0.13258, "Y3": 0.6378, "X4": 0.09722, "Y4": 0.6378, "page": 0, "Index": 105}, {"Word": "PROTECTS", "Confidence": 0.852, "X1": 0.14394, "Y1": 0.6202, "X2": 0.24116, "Y2": 0.62, "X3": 0.24116, "Y3": 0.6378, "X4": 0.14394, "Y4": 0.6378, "page": 0, "Index": 106}, {"Word": ".", "Confidence": 0.994, "X1": 0.17172, "Y1": 0.6542, "X2": 0.18308, "Y2": 0.654, "X3": 0.18182, "Y3": 0.6698, "X4": 0.17045, "Y4": 0.6708, "page": 0, "Index": 107}, {"Word": "Agency", "Confidence": 0.991, "X1": 0.19192, "Y1": 0.6542, "X2": 0.26389, "Y2": 0.654, "X3": 0.26389, "Y3": 0.6698, "X4": 0.19066, "Y4": 0.6698, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.998, "X1": 0.27525, "Y1": 0.6532, "X2": 0.29924, "Y2": 0.653, "X3": 0.29798, "Y3": 0.6698, "X4": 0.27525, "Y4": 0.6698, "page": 0, "Index": 109}, {"Word": "schedule", "Confidence": 0.995, "X1": 0.31187, "Y1": 0.6532, "X2": 0.40783, "Y2": 0.653, "X3": 0.40657, "Y3": 0.6688, "X4": 0.31061, "Y4": 0.6688, "page": 0, "Index": 110}, {"Word": "presentation", "Confidence": 0.197, "X1": 0.41793, "Y1": 0.6522, "X2": 0.56187, "Y2": 0.652, "X3": 0.56187, "Y3": 0.6688, "X4": 0.41667, "Y4": 0.6688, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.998, "X1": 0.57323, "Y1": 0.6522, "X2": 0.59722, "Y2": 0.652, "X3": 0.59848, "Y3": 0.6688, "X4": 0.57323, "Y4": 0.6688, "page": 0, "Index": 112}, {"Word": "30's", "Confidence": 0.986, "X1": 0.60732, "Y1": 0.6522, "X2": 0.65783, "Y2": 0.652, "X3": 0.65783, "Y3": 0.6688, "X4": 0.60859, "Y4": 0.6688, "page": 0, "Index": 113}, {"Word": "pack/pricing", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.6532, "X2": 0.81187, "Y2": 0.653, "X3": 0.81313, "Y3": 0.6708, "X4": 0.66667, "Y4": 0.6698, "page": 0, "Index": 114}, {"Word": "concept", "Confidence": 0.994, "X1": 0.19444, "Y1": 0.6692, "X2": 0.27652, "Y2": 0.669, "X3": 0.27652, "Y3": 0.6858, "X4": 0.19444, "Y4": 0.6858, "page": 0, "Index": 115}, {"Word": "for", "Confidence": 0.998, "X1": 0.28788, "Y1": 0.6692, "X2": 0.32197, "Y2": 0.669, "X3": 0.32323, "Y3": 0.6848, "X4": 0.28788, "Y4": 0.6848, "page": 0, "Index": 116}, {"Word": "Fitzmaurice.", "Confidence": 0.958, "X1": 0.33333, "Y1": 0.6682, "X2": 0.4798, "Y2": 0.668, "X3": 0.4798, "Y3": 0.6848, "X4": 0.33333, "Y4": 0.6848, "page": 0, "Index": 117}, {"Word": "Note:", "Confidence": 0.963, "X1": 0.50126, "Y1": 0.6682, "X2": 0.56187, "Y2": 0.668, "X3": 0.56313, "Y3": 0.6848, "X4": 0.50126, "Y4": 0.6848, "page": 0, "Index": 118}, {"Word": "they", "Confidence": 0.989, "X1": 0.5846, "Y1": 0.6682, "X2": 0.63258, "Y2": 0.668, "X3": 0.63258, "Y3": 0.6848, "X4": 0.58586, "Y4": 0.6848, "page": 0, "Index": 119}, {"Word": "will", "Confidence": 0.988, "X1": 0.64268, "Y1": 0.6692, "X2": 0.69192, "Y2": 0.669, "X3": 0.69318, "Y3": 0.6858, "X4": 0.64268, "Y4": 0.6848, "page": 0, "Index": 120}, {"Word": "push", "Confidence": 0.983, "X1": 0.70202, "Y1": 0.6692, "X2": 0.75126, "Y2": 0.669, "X3": 0.75253, "Y3": 0.6858, "X4": 0.70328, "Y4": 0.6858, "page": 0, "Index": 121}, {"Word": "Box.", "Confidence": 0.998, "X1": 0.76136, "Y1": 0.6692, "X2": 0.81313, "Y2": 0.669, "X3": 0.81439, "Y3": 0.6868, "X4": 0.76263, "Y4": 0.6858, "page": 0, "Index": 122}, {"Word": "-", "Confidence": 0.872, "X1": 0.93182, "Y1": 0.8832, "X2": 0.93813, "Y2": 0.883, "X3": 0.93813, "Y3": 0.8908, "X4": 0.93182, "Y4": 0.8908, "page": 0, "Index": 123}, {"Word": "2045407380", "Confidence": 0.965, "X1": 0.92172, "Y1": 0.9562, "X2": 0.92045, "Y2": 0.956, "X3": 0.89646, "Y3": 0.9568, "X4": 0.89773, "Y4": 0.8408, "page": 0, "Index": 124}]}
|
"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"
|
ffyv0044
| 0 |
{"lines_data": [{"Word": "PHILIP MORRIS, U.S.A.", "Confidence": 0.99233, "X1": 0.09217, "Y1": 0.0192, "X2": 0.3447, "Y2": 0.019, "X3": 0.3447, "Y3": 0.0368, "X4": 0.09217, "Y4": 0.0358, "page": 0}, {"Word": "INTEROFFICE CORRESPONDENCE", "Confidence": 0.971, "X1": 0.57955, "Y1": 0.0212, "X2": 0.90025, "Y2": 0.021, "X3": 0.90025, "Y3": 0.0368, "X4": 0.57955, "Y4": 0.0358, "page": 0}, {"Word": "120 PARK AVENUE, NEW YORK, N.Y. 10017", "Confidence": 0.98986, "X1": 0.45328, "Y1": 0.0352, "X2": 0.89773, "Y2": 0.035, "X3": 0.89773, "Y3": 0.0528, "X4": 0.45328, "Y4": 0.0528, "page": 0}, {"Word": "TO:", "Confidence": 0.998, "X1": 0.0947, "Y1": 0.0842, "X2": 0.13384, "Y2": 0.084, "X3": 0.13384, "Y3": 0.0968, "X4": 0.0947, "Y4": 0.0968, "page": 0}, {"Word": "Ms. E. Merlo", "Confidence": 0.96767, "X1": 0.19949, "Y1": 0.0832, "X2": 0.34848, "Y2": 0.083, "X3": 0.34848, "Y3": 0.0988, "X4": 0.19949, "Y4": 0.0978, "page": 0}, {"Word": "DATE: March 12, 1984", "Confidence": 0.90075, "X1": 0.62753, "Y1": 0.0842, "X2": 0.87247, "Y2": 0.084, "X3": 0.87247, "Y3": 0.1008, "X4": 0.62753, "Y4": 0.0998, "page": 0}, {"Word": "FROM:", "Confidence": 0.995, "X1": 0.0947, "Y1": 0.1162, "X2": 0.15783, "Y2": 0.116, "X3": 0.15657, "Y3": 0.1298, "X4": 0.0947, "Y4": 0.1278, "page": 0}, {"Word": "S. Alter", "Confidence": 0.9765, "X1": 0.20076, "Y1": 0.1152, "X2": 0.30051, "Y2": 0.115, "X3": 0.29924, "Y3": 0.1298, "X4": 0.20076, "Y4": 0.1288, "page": 0}, {"Word": "SUBJECT: STATUS REPORT FOR WEEK OF MARCH 12", "Confidence": 0.962, "X1": 0.0947, "Y1": 0.1462, "X2": 0.6149, "Y2": 0.146, "X3": 0.6149, "Y3": 0.1628, "X4": 0.0947, "Y4": 0.1618, "page": 0}, {"Word": "ADVERTISING", "Confidence": 0.991, "X1": 0.0947, "Y1": 0.2102, "X2": 0.23106, "Y2": 0.21, "X3": 0.2298, "Y3": 0.2258, "X4": 0.0947, "Y4": 0.2248, "page": 0}, {"Word": "--", "Confidence": 0.244, "X1": 0.71843, "Y1": 0.2232, "X2": 0.77146, "Y2": 0.223, "X3": 0.77273, "Y3": 0.2318, "X4": 0.7197, "Y4": 0.2348, "page": 0}, {"Word": "MUL Campaign", "Confidence": 0.9815, "X1": 0.14141, "Y1": 0.2412, "X2": 0.2904, "Y2": 0.241, "X3": 0.28914, "Y3": 0.2608, "X4": 0.14141, "Y4": 0.2588, "page": 0}, {"Word": ". \"Spike Africa\" page layout revisions due (bigger packs) .", "Confidence": 0.9833, "X1": 0.16793, "Y1": 0.2742, "X2": 0.8649, "Y2": 0.274, "X3": 0.8649, "Y3": 0.2918, "X4": 0.16793, "Y4": 0.2898, "page": 0}, {"Word": ". Review recent Virgin Islands pool for new subjects, due", "Confidence": 0.994, "X1": 0.16793, "Y1": 0.3052, "X2": 0.84975, "Y2": 0.305, "X3": 0.84848, "Y3": 0.3238, "X4": 0.16793, "Y4": 0.3208, "page": 0}, {"Word": "end of week 3/12.", "Confidence": 0.994, "X1": 0.19318, "Y1": 0.3192, "X2": 0.39394, "Y2": 0.319, "X3": 0.39394, "Y3": 0.3348, "X4": 0.19318, "Y4": 0.3348, "page": 0}, {"Word": "Parent", "Confidence": 0.997, "X1": 0.14394, "Y1": 0.3522, "X2": 0.2197, "Y2": 0.352, "X3": 0.2197, "Y3": 0.3678, "X4": 0.14394, "Y4": 0.3668, "page": 0}, {"Word": ". Agency will comp selections from stock pool.", "Confidence": 0.99238, "X1": 0.1654, "Y1": 0.3832, "X2": 0.71843, "Y2": 0.383, "X3": 0.71717, "Y3": 0.4008, "X4": 0.1654, "Y4": 0.4008, "page": 0}, {"Word": "New England Shoot", "Confidence": 0.995, "X1": 0.14268, "Y1": 0.4152, "X2": 0.34975, "Y2": 0.415, "X3": 0.34975, "Y3": 0.4308, "X4": 0.14268, "Y4": 0.4308, "page": 0}, {"Word": ". Review Polaroids of recommended talent.", "Confidence": 0.98933, "X1": 0.1654, "Y1": 0.4472, "X2": 0.66035, "Y2": 0.447, "X3": 0.66035, "Y3": 0.4648, "X4": 0.1654, "Y4": 0.4638, "page": 0}, {"Word": ". Scouting review due.", "Confidence": 0.96, "X1": 0.16793, "Y1": 0.4782, "X2": 0.43308, "Y2": 0.478, "X3": 0.43308, "Y3": 0.4948, "X4": 0.16793, "Y4": 0.4948, "page": 0}, {"Word": "Extra-Spending Test", "Confidence": 0.9915, "X1": 0.14268, "Y1": 0.5102, "X2": 0.37374, "Y2": 0.51, "X3": 0.37374, "Y3": 0.5258, "X4": 0.14268, "Y4": 0.5258, "page": 0}, {"Word": ". Need Fitzmaurice approval of recommended extra-spending", "Confidence": 0.97, "X1": 0.16667, "Y1": 0.5432, "X2": 0.85101, "Y2": 0.543, "X3": 0.85101, "Y3": 0.5598, "X4": 0.16667, "Y4": 0.5578, "page": 0}, {"Word": "test markets of Dallas-Ft. Worth and Portland, OR.", "Confidence": 0.99588, "X1": 0.19318, "Y1": 0.5592, "X2": 0.79419, "Y2": 0.559, "X3": 0.79419, "Y3": 0.5758, "X4": 0.19318, "Y4": 0.5728, "page": 0}, {"Word": "Outdoor", "Confidence": 0.941, "X1": 0.14141, "Y1": 0.5902, "X2": 0.23232, "Y2": 0.59, "X3": 0.23359, "Y3": 0.6058, "X4": 0.14141, "Y4": 0.6068, "page": 0}, {"Word": ". MUL-Menthol packings to be added to \"Spike\" commuter", "Confidence": 0.98811, "X1": 0.16919, "Y1": 0.6202, "X2": 0.81818, "Y2": 0.62, "X3": 0.81818, "Y3": 0.6378, "X4": 0.16919, "Y4": 0.6378, "page": 0}, {"Word": "clock, taxi top; layout revision, art/keyline due on", "Confidence": 0.99138, "X1": 0.19066, "Y1": 0.6382, "X2": 0.81692, "Y2": 0.638, "X3": 0.81692, "Y3": 0.6548, "X4": 0.19066, "Y4": 0.6528, "page": 0}, {"Word": "2-sheet.", "Confidence": 0.995, "X1": 0.19192, "Y1": 0.6532, "X2": 0.2904, "Y2": 0.653, "X3": 0.2904, "Y3": 0.6688, "X4": 0.19192, "Y4": 0.6688, "page": 0}, {"Word": "PROMOTIONS", "Confidence": 0.632, "X1": 0.09596, "Y1": 0.7002, "X2": 0.21843, "Y2": 0.7, "X3": 0.21843, "Y3": 0.7158, "X4": 0.09596, "Y4": 0.7168, "page": 0}, {"Word": "Merchandising Program", "Confidence": 0.991, "X1": 0.14394, "Y1": 0.7322, "X2": 0.4053, "Y2": 0.732, "X3": 0.4053, "Y3": 0.7498, "X4": 0.14394, "Y4": 0.7498, "page": 0}, {"Word": ".", "Confidence": 0.619, "X1": 0.17045, "Y1": 0.7672, "X2": 0.19318, "Y2": 0.767, "X3": 0.19192, "Y3": 0.7818, "X4": 0.17045, "Y4": 0.7818, "page": 0}, {"Word": "Layout revisions due on brochure, new emphasis as per", "Confidence": 0.98622, "X1": 0.19318, "Y1": 0.7652, "X2": 0.82955, "Y2": 0.765, "X3": 0.82955, "Y3": 0.7838, "X4": 0.19318, "Y4": 0.7808, "page": 0}, {"Word": "Fitzmaurice suggestions.", "Confidence": 0.9615, "X1": 0.19571, "Y1": 0.7812, "X2": 0.48359, "Y2": 0.781, "X3": 0.48359, "Y3": 0.7978, "X4": 0.19571, "Y4": 0.7958, "page": 0}, {"Word": ". Brand developing trade sweepstakes overlay.", "Confidence": 0.974, "X1": 0.16919, "Y1": 0.8122, "X2": 0.70707, "Y2": 0.812, "X3": 0.70707, "Y3": 0.8308, "X4": 0.16919, "Y4": 0.8298, "page": 0}, {"Word": "2045407379", "Confidence": 0.995, "X1": 0.92677, "Y1": 0.9462, "X2": 0.93434, "Y2": 0.946, "X3": 0.90909, "Y3": 0.9468, "X4": 0.90152, "Y4": 0.8248, "page": 0}], "words_data": [{"Word": "PHILIP", "Confidence": 0.995, "X1": 0.09343, "Y1": 0.0202, "X2": 0.16414, "Y2": 0.02, "X3": 0.16414, "Y3": 0.0348, "X4": 0.09343, "Y4": 0.0358, "page": 0, "Index": 0}, {"Word": "MORRIS,", "Confidence": 0.991, "X1": 0.17551, "Y1": 0.0202, "X2": 0.26389, "Y2": 0.02, "X3": 0.26389, "Y3": 0.0358, "X4": 0.17551, "Y4": 0.0348, "page": 0, "Index": 1}, {"Word": "U.S.A.", "Confidence": 0.991, "X1": 0.27146, "Y1": 0.0202, "X2": 0.3447, "Y2": 0.02, "X3": 0.3447, "Y3": 0.0368, "X4": 0.27146, "Y4": 0.0358, "page": 0, "Index": 2}, {"Word": "INTEROFFICE", "Confidence": 0.95, "X1": 0.58333, "Y1": 0.0212, "X2": 0.71465, "Y2": 0.021, "X3": 0.71338, "Y3": 0.0358, "X4": 0.58333, "Y4": 0.0358, "page": 0, "Index": 3}, {"Word": "CORRESPONDENCE", "Confidence": 0.992, "X1": 0.72601, "Y1": 0.0222, "X2": 0.89268, "Y2": 0.022, "X3": 0.89268, "Y3": 0.0378, "X4": 0.72601, "Y4": 0.0358, "page": 0, "Index": 4}, {"Word": "120", "Confidence": 0.994, "X1": 0.45581, "Y1": 0.0362, "X2": 0.48864, "Y2": 0.036, "X3": 0.48737, "Y3": 0.0518, "X4": 0.45455, "Y4": 0.0518, "page": 0, "Index": 5}, {"Word": "PARK", "Confidence": 0.989, "X1": 0.49874, "Y1": 0.0362, "X2": 0.54798, "Y2": 0.036, "X3": 0.54672, "Y3": 0.0528, "X4": 0.49747, "Y4": 0.0518, "page": 0, "Index": 6}, {"Word": "AVENUE,", "Confidence": 0.991, "X1": 0.55934, "Y1": 0.0362, "X2": 0.6452, "Y2": 0.036, "X3": 0.6452, "Y3": 0.0528, "X4": 0.55808, "Y4": 0.0528, "page": 0, "Index": 7}, {"Word": "NEW", "Confidence": 0.998, "X1": 0.65278, "Y1": 0.0362, "X2": 0.69066, "Y2": 0.036, "X3": 0.68939, "Y3": 0.0528, "X4": 0.65152, "Y4": 0.0528, "page": 0, "Index": 8}, {"Word": "YORK,", "Confidence": 0.997, "X1": 0.70202, "Y1": 0.0362, "X2": 0.76641, "Y2": 0.036, "X3": 0.76515, "Y3": 0.0528, "X4": 0.70202, "Y4": 0.0528, "page": 0, "Index": 9}, {"Word": "N.Y.", "Confidence": 0.962, "X1": 0.77273, "Y1": 0.0362, "X2": 0.82323, "Y2": 0.036, "X3": 0.82323, "Y3": 0.0538, "X4": 0.77273, "Y4": 0.0528, "page": 0, "Index": 10}, {"Word": "10017", "Confidence": 0.998, "X1": 0.8346, "Y1": 0.0362, "X2": 0.89646, "Y2": 0.036, "X3": 0.8952, "Y3": 0.0538, "X4": 0.83333, "Y4": 0.0538, "page": 0, "Index": 11}, {"Word": "TO:", "Confidence": 0.998, "X1": 0.09722, "Y1": 0.0842, "X2": 0.13005, "Y2": 0.084, "X3": 0.13005, "Y3": 0.0968, "X4": 0.09722, "Y4": 0.0968, "page": 0, "Index": 12}, {"Word": "Ms.", "Confidence": 0.949, "X1": 0.20202, "Y1": 0.0832, "X2": 0.23864, "Y2": 0.083, "X3": 0.23864, "Y3": 0.0988, "X4": 0.20076, "Y4": 0.0988, "page": 0, "Index": 13}, {"Word": "E.", "Confidence": 0.984, "X1": 0.24874, "Y1": 0.0832, "X2": 0.27525, "Y2": 0.083, "X3": 0.27525, "Y3": 0.0988, "X4": 0.24747, "Y4": 0.0988, "page": 0, "Index": 14}, {"Word": "Merlo", "Confidence": 0.97, "X1": 0.28283, "Y1": 0.0832, "X2": 0.34343, "Y2": 0.083, "X3": 0.34343, "Y3": 0.0998, "X4": 0.28283, "Y4": 0.0988, "page": 0, "Index": 15}, {"Word": "DATE:", "Confidence": 0.997, "X1": 0.62879, "Y1": 0.0852, "X2": 0.69192, "Y2": 0.085, "X3": 0.69192, "Y3": 0.1008, "X4": 0.62879, "Y4": 0.1008, "page": 0, "Index": 16}, {"Word": "March", "Confidence": 0.62, "X1": 0.70076, "Y1": 0.0852, "X2": 0.76263, "Y2": 0.085, "X3": 0.76263, "Y3": 0.1008, "X4": 0.70076, "Y4": 0.1008, "page": 0, "Index": 17}, {"Word": "12,", "Confidence": 0.998, "X1": 0.77525, "Y1": 0.0852, "X2": 0.81439, "Y2": 0.085, "X3": 0.81313, "Y3": 0.1018, "X4": 0.77399, "Y4": 0.1008, "page": 0, "Index": 18}, {"Word": "1984", "Confidence": 0.988, "X1": 0.82197, "Y1": 0.0852, "X2": 0.87121, "Y2": 0.085, "X3": 0.86995, "Y3": 0.1018, "X4": 0.82197, "Y4": 0.1018, "page": 0, "Index": 19}, {"Word": "FROM:", "Confidence": 0.995, "X1": 0.09596, "Y1": 0.1162, "X2": 0.1553, "Y2": 0.116, "X3": 0.1553, "Y3": 0.1298, "X4": 0.0947, "Y4": 0.1288, "page": 0, "Index": 20}, {"Word": "S.", "Confidence": 0.998, "X1": 0.20202, "Y1": 0.1152, "X2": 0.22727, "Y2": 0.115, "X3": 0.22601, "Y3": 0.1298, "X4": 0.20202, "Y4": 0.1298, "page": 0, "Index": 21}, {"Word": "Alter", "Confidence": 0.955, "X1": 0.23737, "Y1": 0.1152, "X2": 0.29798, "Y2": 0.115, "X3": 0.29545, "Y3": 0.1308, "X4": 0.23611, "Y4": 0.1298, "page": 0, "Index": 22}, {"Word": "SUBJECT:", "Confidence": 0.995, "X1": 0.09596, "Y1": 0.1462, "X2": 0.19192, "Y2": 0.146, "X3": 0.19192, "Y3": 0.1628, "X4": 0.09596, "Y4": 0.1618, "page": 0, "Index": 23}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.20202, "Y1": 0.1462, "X2": 0.27273, "Y2": 0.146, "X3": 0.27273, "Y3": 0.1628, "X4": 0.20076, "Y4": 0.1628, "page": 0, "Index": 24}, {"Word": "REPORT", "Confidence": 0.949, "X1": 0.28409, "Y1": 0.1462, "X2": 0.35732, "Y2": 0.146, "X3": 0.35606, "Y3": 0.1628, "X4": 0.28409, "Y4": 0.1628, "page": 0, "Index": 25}, {"Word": "FOR", "Confidence": 0.779, "X1": 0.36742, "Y1": 0.1462, "X2": 0.4053, "Y2": 0.146, "X3": 0.40404, "Y3": 0.1628, "X4": 0.36616, "Y4": 0.1628, "page": 0, "Index": 26}, {"Word": "WEEK", "Confidence": 0.988, "X1": 0.4154, "Y1": 0.1472, "X2": 0.46465, "Y2": 0.147, "X3": 0.46338, "Y3": 0.1628, "X4": 0.4154, "Y4": 0.1628, "page": 0, "Index": 27}, {"Word": "OF", "Confidence": 0.998, "X1": 0.47601, "Y1": 0.1472, "X2": 0.50126, "Y2": 0.147, "X3": 0.5, "Y3": 0.1628, "X4": 0.47475, "Y4": 0.1628, "page": 0, "Index": 28}, {"Word": "MARCH", "Confidence": 0.992, "X1": 0.51136, "Y1": 0.1472, "X2": 0.57197, "Y2": 0.147, "X3": 0.57071, "Y3": 0.1628, "X4": 0.5101, "Y4": 0.1628, "page": 0, "Index": 29}, {"Word": "12", "Confidence": 0.998, "X1": 0.5846, "Y1": 0.1472, "X2": 0.60859, "Y2": 0.147, "X3": 0.60732, "Y3": 0.1628, "X4": 0.58333, "Y4": 0.1628, "page": 0, "Index": 30}, {"Word": "ADVERTISING", "Confidence": 0.991, "X1": 0.09722, "Y1": 0.2112, "X2": 0.22601, "Y2": 0.211, "X3": 0.22601, "Y3": 0.2258, "X4": 0.09596, "Y4": 0.2258, "page": 0, "Index": 31}, {"Word": "--", "Confidence": 0.244, "X1": 0.72096, "Y1": 0.2262, "X2": 0.74242, "Y2": 0.226, "X3": 0.74369, "Y3": 0.2348, "X4": 0.72096, "Y4": 0.2348, "page": 0, "Index": 32}, {"Word": "MUL", "Confidence": 0.969, "X1": 0.14268, "Y1": 0.2422, "X2": 0.17929, "Y2": 0.242, "X3": 0.17929, "Y3": 0.2578, "X4": 0.14268, "Y4": 0.2568, "page": 0, "Index": 33}, {"Word": "Campaign", "Confidence": 0.994, "X1": 0.19066, "Y1": 0.2422, "X2": 0.28662, "Y2": 0.242, "X3": 0.28662, "Y3": 0.2608, "X4": 0.18939, "Y4": 0.2578, "page": 0, "Index": 34}, {"Word": ".", "Confidence": 0.967, "X1": 0.16919, "Y1": 0.2732, "X2": 0.18182, "Y2": 0.273, "X3": 0.18182, "Y3": 0.2898, "X4": 0.16919, "Y4": 0.2898, "page": 0, "Index": 35}, {"Word": "\"Spike", "Confidence": 0.966, "X1": 0.19066, "Y1": 0.2732, "X2": 0.26263, "Y2": 0.273, "X3": 0.26263, "Y3": 0.2898, "X4": 0.19192, "Y4": 0.2898, "page": 0, "Index": 36}, {"Word": "Africa\"", "Confidence": 0.991, "X1": 0.27273, "Y1": 0.2732, "X2": 0.35859, "Y2": 0.273, "X3": 0.35985, "Y3": 0.2908, "X4": 0.27273, "Y4": 0.2898, "page": 0, "Index": 37}, {"Word": "page", "Confidence": 0.991, "X1": 0.36869, "Y1": 0.2732, "X2": 0.41793, "Y2": 0.273, "X3": 0.41793, "Y3": 0.2908, "X4": 0.36869, "Y4": 0.2908, "page": 0, "Index": 38}, {"Word": "layout", "Confidence": 0.997, "X1": 0.42803, "Y1": 0.2732, "X2": 0.50253, "Y2": 0.273, "X3": 0.50253, "Y3": 0.2908, "X4": 0.42929, "Y4": 0.2908, "page": 0, "Index": 39}, {"Word": "revisions", "Confidence": 0.995, "X1": 0.51136, "Y1": 0.2732, "X2": 0.62247, "Y2": 0.273, "X3": 0.62247, "Y3": 0.2918, "X4": 0.51136, "Y4": 0.2908, "page": 0, "Index": 40}, {"Word": "due", "Confidence": 0.997, "X1": 0.63005, "Y1": 0.2732, "X2": 0.67045, "Y2": 0.273, "X3": 0.67045, "Y3": 0.2918, "X4": 0.63005, "Y4": 0.2918, "page": 0, "Index": 41}, {"Word": "(bigger", "Confidence": 0.981, "X1": 0.68434, "Y1": 0.2742, "X2": 0.76515, "Y2": 0.274, "X3": 0.76515, "Y3": 0.2928, "X4": 0.68434, "Y4": 0.2918, "page": 0, "Index": 42}, {"Word": "packs)", "Confidence": 0.993, "X1": 0.77273, "Y1": 0.2742, "X2": 0.8447, "Y2": 0.274, "X3": 0.8447, "Y3": 0.2928, "X4": 0.77273, "Y4": 0.2928, "page": 0, "Index": 43}, {"Word": ".", "Confidence": 0.955, "X1": 0.84975, "Y1": 0.2752, "X2": 0.86237, "Y2": 0.275, "X3": 0.86237, "Y3": 0.2928, "X4": 0.84975, "Y4": 0.2928, "page": 0, "Index": 44}, {"Word": ".", "Confidence": 0.981, "X1": 0.16919, "Y1": 0.3042, "X2": 0.18308, "Y2": 0.304, "X3": 0.18182, "Y3": 0.3198, "X4": 0.16919, "Y4": 0.3198, "page": 0, "Index": 45}, {"Word": "Review", "Confidence": 0.997, "X1": 0.18939, "Y1": 0.3042, "X2": 0.26263, "Y2": 0.304, "X3": 0.26136, "Y3": 0.3208, "X4": 0.18813, "Y4": 0.3208, "page": 0, "Index": 46}, {"Word": "recent", "Confidence": 0.997, "X1": 0.27399, "Y1": 0.3042, "X2": 0.34722, "Y2": 0.304, "X3": 0.34596, "Y3": 0.3218, "X4": 0.27273, "Y4": 0.3208, "page": 0, "Index": 47}, {"Word": "Virgin", "Confidence": 0.997, "X1": 0.35606, "Y1": 0.3042, "X2": 0.43056, "Y2": 0.304, "X3": 0.42929, "Y3": 0.3228, "X4": 0.35606, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "Islands", "Confidence": 0.992, "X1": 0.44066, "Y1": 0.3042, "X2": 0.52652, "Y2": 0.304, "X3": 0.52525, "Y3": 0.3228, "X4": 0.44066, "Y4": 0.3228, "page": 0, "Index": 49}, {"Word": "pool", "Confidence": 0.988, "X1": 0.53662, "Y1": 0.3042, "X2": 0.58586, "Y2": 0.304, "X3": 0.5846, "Y3": 0.3238, "X4": 0.53535, "Y4": 0.3228, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.998, "X1": 0.59722, "Y1": 0.3052, "X2": 0.63384, "Y2": 0.305, "X3": 0.63258, "Y3": 0.3238, "X4": 0.59596, "Y4": 0.3238, "page": 0, "Index": 51}, {"Word": "new", "Confidence": 0.998, "X1": 0.64141, "Y1": 0.3052, "X2": 0.68056, "Y2": 0.305, "X3": 0.67929, "Y3": 0.3238, "X4": 0.64141, "Y4": 0.3238, "page": 0, "Index": 52}, {"Word": "subjects,", "Confidence": 0.994, "X1": 0.69192, "Y1": 0.3062, "X2": 0.80303, "Y2": 0.306, "X3": 0.80177, "Y3": 0.3238, "X4": 0.69066, "Y4": 0.3238, "page": 0, "Index": 53}, {"Word": "due", "Confidence": 0.998, "X1": 0.81061, "Y1": 0.3062, "X2": 0.84848, "Y2": 0.306, "X3": 0.84722, "Y3": 0.3248, "X4": 0.80934, "Y4": 0.3238, "page": 0, "Index": 54}, {"Word": "end", "Confidence": 0.996, "X1": 0.19318, "Y1": 0.3202, "X2": 0.22601, "Y2": 0.32, "X3": 0.22601, "Y3": 0.3358, "X4": 0.19318, "Y4": 0.3358, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.23737, "Y1": 0.3202, "X2": 0.26263, "Y2": 0.32, "X3": 0.26263, "Y3": 0.3358, "X4": 0.23737, "Y4": 0.3358, "page": 0, "Index": 56}, {"Word": "week", "Confidence": 0.984, "X1": 0.27399, "Y1": 0.3202, "X2": 0.32071, "Y2": 0.32, "X3": 0.32071, "Y3": 0.3348, "X4": 0.27399, "Y4": 0.3358, "page": 0, "Index": 57}, {"Word": "3/12.", "Confidence": 0.998, "X1": 0.33586, "Y1": 0.3212, "X2": 0.39394, "Y2": 0.321, "X3": 0.39394, "Y3": 0.3358, "X4": 0.3346, "Y4": 0.3348, "page": 0, "Index": 58}, {"Word": "Parent", "Confidence": 0.997, "X1": 0.1452, "Y1": 0.3522, "X2": 0.21591, "Y2": 0.352, "X3": 0.21465, "Y3": 0.3678, "X4": 0.14394, "Y4": 0.3668, "page": 0, "Index": 59}, {"Word": ".", "Confidence": 0.993, "X1": 0.16919, "Y1": 0.3842, "X2": 0.18182, "Y2": 0.384, "X3": 0.18056, "Y3": 0.4008, "X4": 0.16793, "Y4": 0.4008, "page": 0, "Index": 60}, {"Word": "Agency", "Confidence": 0.995, "X1": 0.19066, "Y1": 0.3832, "X2": 0.26263, "Y2": 0.383, "X3": 0.26136, "Y3": 0.4008, "X4": 0.18813, "Y4": 0.4008, "page": 0, "Index": 61}, {"Word": "will", "Confidence": 0.987, "X1": 0.27399, "Y1": 0.3832, "X2": 0.32323, "Y2": 0.383, "X3": 0.32197, "Y3": 0.4018, "X4": 0.27273, "Y4": 0.4008, "page": 0, "Index": 62}, {"Word": "comp", "Confidence": 0.989, "X1": 0.3346, "Y1": 0.3832, "X2": 0.3851, "Y2": 0.383, "X3": 0.38384, "Y3": 0.4018, "X4": 0.33333, "Y4": 0.4018, "page": 0, "Index": 63}, {"Word": "selections", "Confidence": 0.994, "X1": 0.39394, "Y1": 0.3832, "X2": 0.51515, "Y2": 0.383, "X3": 0.51389, "Y3": 0.4018, "X4": 0.39268, "Y4": 0.4018, "page": 0, "Index": 64}, {"Word": "from", "Confidence": 0.989, "X1": 0.52652, "Y1": 0.3832, "X2": 0.57323, "Y2": 0.383, "X3": 0.57323, "Y3": 0.4018, "X4": 0.52525, "Y4": 0.4018, "page": 0, "Index": 65}, {"Word": "stock", "Confidence": 0.997, "X1": 0.5846, "Y1": 0.3842, "X2": 0.6452, "Y2": 0.384, "X3": 0.6452, "Y3": 0.4018, "X4": 0.5846, "Y4": 0.4018, "page": 0, "Index": 66}, {"Word": "pool.", "Confidence": 0.995, "X1": 0.65657, "Y1": 0.3852, "X2": 0.71843, "Y2": 0.385, "X3": 0.71843, "Y3": 0.4018, "X4": 0.65657, "Y4": 0.4018, "page": 0, "Index": 67}, {"Word": "New", "Confidence": 0.993, "X1": 0.14394, "Y1": 0.4162, "X2": 0.17803, "Y2": 0.416, "X3": 0.17803, "Y3": 0.4308, "X4": 0.14394, "Y4": 0.4308, "page": 0, "Index": 68}, {"Word": "England", "Confidence": 0.995, "X1": 0.19066, "Y1": 0.4162, "X2": 0.27525, "Y2": 0.416, "X3": 0.27525, "Y3": 0.4298, "X4": 0.19066, "Y4": 0.4298, "page": 0, "Index": 69}, {"Word": "Shoot", "Confidence": 0.997, "X1": 0.28662, "Y1": 0.4162, "X2": 0.34722, "Y2": 0.416, "X3": 0.34722, "Y3": 0.4318, "X4": 0.28662, "Y4": 0.4298, "page": 0, "Index": 70}, {"Word": ".", "Confidence": 0.997, "X1": 0.16919, "Y1": 0.4482, "X2": 0.18182, "Y2": 0.448, "X3": 0.18182, "Y3": 0.4628, "X4": 0.17045, "Y4": 0.4628, "page": 0, "Index": 71}, {"Word": "Review", "Confidence": 0.962, "X1": 0.19066, "Y1": 0.4472, "X2": 0.26136, "Y2": 0.447, "X3": 0.26263, "Y3": 0.4628, "X4": 0.19066, "Y4": 0.4628, "page": 0, "Index": 72}, {"Word": "Polaroids", "Confidence": 0.992, "X1": 0.27273, "Y1": 0.4472, "X2": 0.38384, "Y2": 0.447, "X3": 0.38384, "Y3": 0.4628, "X4": 0.27399, "Y4": 0.4628, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.998, "X1": 0.39394, "Y1": 0.4472, "X2": 0.41919, "Y2": 0.447, "X3": 0.41919, "Y3": 0.4638, "X4": 0.39394, "Y4": 0.4628, "page": 0, "Index": 74}, {"Word": "recommended", "Confidence": 0.992, "X1": 0.42929, "Y1": 0.4472, "X2": 0.56187, "Y2": 0.447, "X3": 0.56061, "Y3": 0.4648, "X4": 0.42929, "Y4": 0.4638, "page": 0, "Index": 75}, {"Word": "talent.", "Confidence": 0.995, "X1": 0.57323, "Y1": 0.4472, "X2": 0.65909, "Y2": 0.447, "X3": 0.65783, "Y3": 0.4658, "X4": 0.57197, "Y4": 0.4648, "page": 0, "Index": 76}, {"Word": ".", "Confidence": 0.963, "X1": 0.17045, "Y1": 0.4792, "X2": 0.18182, "Y2": 0.479, "X3": 0.18182, "Y3": 0.4948, "X4": 0.17045, "Y4": 0.4948, "page": 0, "Index": 77}, {"Word": "Scouting", "Confidence": 0.996, "X1": 0.19066, "Y1": 0.4792, "X2": 0.28788, "Y2": 0.479, "X3": 0.28788, "Y3": 0.4948, "X4": 0.19066, "Y4": 0.4948, "page": 0, "Index": 78}, {"Word": "review", "Confidence": 0.997, "X1": 0.29924, "Y1": 0.4792, "X2": 0.36995, "Y2": 0.479, "X3": 0.36995, "Y3": 0.4948, "X4": 0.29924, "Y4": 0.4948, "page": 0, "Index": 79}, {"Word": "due.", "Confidence": 0.884, "X1": 0.38258, "Y1": 0.4792, "X2": 0.43308, "Y2": 0.479, "X3": 0.43308, "Y3": 0.4958, "X4": 0.38258, "Y4": 0.4948, "page": 0, "Index": 80}, {"Word": "Extra-Spending", "Confidence": 0.993, "X1": 0.1452, "Y1": 0.5112, "X2": 0.31061, "Y2": 0.511, "X3": 0.30934, "Y3": 0.5258, "X4": 0.1452, "Y4": 0.5268, "page": 0, "Index": 81}, {"Word": "Test", "Confidence": 0.99, "X1": 0.32323, "Y1": 0.5112, "X2": 0.37121, "Y2": 0.511, "X3": 0.36995, "Y3": 0.5258, "X4": 0.32323, "Y4": 0.5258, "page": 0, "Index": 82}, {"Word": ".", "Confidence": 0.998, "X1": 0.17045, "Y1": 0.5422, "X2": 0.18182, "Y2": 0.542, "X3": 0.18308, "Y3": 0.5578, "X4": 0.17045, "Y4": 0.5578, "page": 0, "Index": 83}, {"Word": "Need", "Confidence": 0.982, "X1": 0.18939, "Y1": 0.5422, "X2": 0.2399, "Y2": 0.542, "X3": 0.2399, "Y3": 0.5578, "X4": 0.18939, "Y4": 0.5578, "page": 0, "Index": 84}, {"Word": "Fitzmaurice", "Confidence": 0.991, "X1": 0.25, "Y1": 0.5422, "X2": 0.38258, "Y2": 0.542, "X3": 0.38258, "Y3": 0.5578, "X4": 0.25, "Y4": 0.5578, "page": 0, "Index": 85}, {"Word": "approval", "Confidence": 0.994, "X1": 0.3952, "Y1": 0.5422, "X2": 0.49116, "Y2": 0.542, "X3": 0.49116, "Y3": 0.5588, "X4": 0.3952, "Y4": 0.5588, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.942, "X1": 0.50126, "Y1": 0.5422, "X2": 0.52652, "Y2": 0.542, "X3": 0.52652, "Y3": 0.5588, "X4": 0.50126, "Y4": 0.5588, "page": 0, "Index": 87}, {"Word": "recommended", "Confidence": 0.955, "X1": 0.53662, "Y1": 0.5432, "X2": 0.66919, "Y2": 0.543, "X3": 0.66919, "Y3": 0.5598, "X4": 0.53662, "Y4": 0.5588, "page": 0, "Index": 88}, {"Word": "extra-spending", "Confidence": 0.928, "X1": 0.67929, "Y1": 0.5442, "X2": 0.84848, "Y2": 0.544, "X3": 0.84848, "Y3": 0.5608, "X4": 0.67929, "Y4": 0.5598, "page": 0, "Index": 89}, {"Word": "test", "Confidence": 0.994, "X1": 0.19444, "Y1": 0.5582, "X2": 0.2399, "Y2": 0.558, "X3": 0.2399, "Y3": 0.5728, "X4": 0.19444, "Y4": 0.5728, "page": 0, "Index": 90}, {"Word": "markets", "Confidence": 0.996, "X1": 0.25, "Y1": 0.5582, "X2": 0.3346, "Y2": 0.558, "X3": 0.3346, "Y3": 0.5738, "X4": 0.25, "Y4": 0.5738, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.34596, "Y1": 0.5582, "X2": 0.37121, "Y2": 0.558, "X3": 0.37121, "Y3": 0.5738, "X4": 0.34596, "Y4": 0.5738, "page": 0, "Index": 92}, {"Word": "Dallas-Ft.", "Confidence": 0.993, "X1": 0.38131, "Y1": 0.5582, "X2": 0.50379, "Y2": 0.558, "X3": 0.50379, "Y3": 0.5748, "X4": 0.38131, "Y4": 0.5738, "page": 0, "Index": 93}, {"Word": "Worth", "Confidence": 0.997, "X1": 0.51263, "Y1": 0.5592, "X2": 0.57323, "Y2": 0.559, "X3": 0.57323, "Y3": 0.5748, "X4": 0.51263, "Y4": 0.5748, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.998, "X1": 0.58586, "Y1": 0.5592, "X2": 0.62121, "Y2": 0.559, "X3": 0.62121, "Y3": 0.5758, "X4": 0.58586, "Y4": 0.5758, "page": 0, "Index": 95}, {"Word": "Portland,", "Confidence": 0.993, "X1": 0.63258, "Y1": 0.5592, "X2": 0.74369, "Y2": 0.559, "X3": 0.74369, "Y3": 0.5758, "X4": 0.63258, "Y4": 0.5758, "page": 0, "Index": 96}, {"Word": "OR.", "Confidence": 0.998, "X1": 0.75126, "Y1": 0.5592, "X2": 0.7904, "Y2": 0.559, "X3": 0.7904, "Y3": 0.5758, "X4": 0.75126, "Y4": 0.5758, "page": 0, "Index": 97}, {"Word": "Outdoor", "Confidence": 0.941, "X1": 0.1452, "Y1": 0.5902, "X2": 0.2298, "Y2": 0.59, "X3": 0.22854, "Y3": 0.6068, "X4": 0.14394, "Y4": 0.6068, "page": 0, "Index": 98}, {"Word": ".", "Confidence": 0.998, "X1": 0.17172, "Y1": 0.6232, "X2": 0.18308, "Y2": 0.623, "X3": 0.18308, "Y3": 0.6378, "X4": 0.17172, "Y4": 0.6378, "page": 0, "Index": 99}, {"Word": "MUL-Menthol", "Confidence": 0.958, "X1": 0.19066, "Y1": 0.6212, "X2": 0.32323, "Y2": 0.621, "X3": 0.32323, "Y3": 0.6378, "X4": 0.19066, "Y4": 0.6378, "page": 0, "Index": 100}, {"Word": "packings", "Confidence": 0.996, "X1": 0.33333, "Y1": 0.6212, "X2": 0.43182, "Y2": 0.621, "X3": 0.43182, "Y3": 0.6378, "X4": 0.33333, "Y4": 0.6378, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.44318, "Y1": 0.6212, "X2": 0.46717, "Y2": 0.621, "X3": 0.46717, "Y3": 0.6378, "X4": 0.44318, "Y4": 0.6378, "page": 0, "Index": 102}, {"Word": "be", "Confidence": 0.998, "X1": 0.47854, "Y1": 0.6212, "X2": 0.50379, "Y2": 0.621, "X3": 0.50379, "Y3": 0.6378, "X4": 0.47854, "Y4": 0.6378, "page": 0, "Index": 103}, {"Word": "added", "Confidence": 0.997, "X1": 0.51515, "Y1": 0.6212, "X2": 0.57449, "Y2": 0.621, "X3": 0.57449, "Y3": 0.6378, "X4": 0.51515, "Y4": 0.6378, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.998, "X1": 0.58712, "Y1": 0.6212, "X2": 0.60985, "Y2": 0.621, "X3": 0.60985, "Y3": 0.6378, "X4": 0.58712, "Y4": 0.6378, "page": 0, "Index": 105}, {"Word": "\"Spike\"", "Confidence": 0.955, "X1": 0.62247, "Y1": 0.6222, "X2": 0.70707, "Y2": 0.622, "X3": 0.70707, "Y3": 0.6378, "X4": 0.62247, "Y4": 0.6378, "page": 0, "Index": 106}, {"Word": "commuter", "Confidence": 0.995, "X1": 0.71717, "Y1": 0.6242, "X2": 0.81313, "Y2": 0.624, "X3": 0.81313, "Y3": 0.6378, "X4": 0.71717, "Y4": 0.6378, "page": 0, "Index": 107}, {"Word": "clock,", "Confidence": 0.994, "X1": 0.19318, "Y1": 0.6372, "X2": 0.26641, "Y2": 0.637, "X3": 0.26641, "Y3": 0.6538, "X4": 0.19192, "Y4": 0.6528, "page": 0, "Index": 108}, {"Word": "taxi", "Confidence": 0.988, "X1": 0.27525, "Y1": 0.6372, "X2": 0.32449, "Y2": 0.637, "X3": 0.32449, "Y3": 0.6538, "X4": 0.27525, "Y4": 0.6538, "page": 0, "Index": 109}, {"Word": "top;", "Confidence": 0.971, "X1": 0.3346, "Y1": 0.6372, "X2": 0.3851, "Y2": 0.637, "X3": 0.3851, "Y3": 0.6548, "X4": 0.3346, "Y4": 0.6538, "page": 0, "Index": 110}, {"Word": "layout", "Confidence": 0.996, "X1": 0.39394, "Y1": 0.6372, "X2": 0.46843, "Y2": 0.637, "X3": 0.46843, "Y3": 0.6548, "X4": 0.39394, "Y4": 0.6548, "page": 0, "Index": 111}, {"Word": "revision,", "Confidence": 0.995, "X1": 0.47854, "Y1": 0.6382, "X2": 0.58965, "Y2": 0.638, "X3": 0.58838, "Y3": 0.6548, "X4": 0.47854, "Y4": 0.6548, "page": 0, "Index": 112}, {"Word": "art/keyline", "Confidence": 0.991, "X1": 0.59848, "Y1": 0.6382, "X2": 0.7298, "Y2": 0.638, "X3": 0.7298, "Y3": 0.6548, "X4": 0.59722, "Y4": 0.6548, "page": 0, "Index": 113}, {"Word": "due", "Confidence": 0.998, "X1": 0.7399, "Y1": 0.6382, "X2": 0.77778, "Y2": 0.638, "X3": 0.77778, "Y3": 0.6548, "X4": 0.7399, "Y4": 0.6548, "page": 0, "Index": 114}, {"Word": "on", "Confidence": 0.998, "X1": 0.78914, "Y1": 0.6382, "X2": 0.81439, "Y2": 0.638, "X3": 0.81313, "Y3": 0.6548, "X4": 0.78788, "Y4": 0.6548, "page": 0, "Index": 115}, {"Word": "2-sheet.", "Confidence": 0.995, "X1": 0.19318, "Y1": 0.6542, "X2": 0.2904, "Y2": 0.654, "X3": 0.28914, "Y3": 0.6698, "X4": 0.19444, "Y4": 0.6698, "page": 0, "Index": 116}, {"Word": "PROMOTIONS", "Confidence": 0.632, "X1": 0.09722, "Y1": 0.7012, "X2": 0.21843, "Y2": 0.701, "X3": 0.21843, "Y3": 0.7168, "X4": 0.09848, "Y4": 0.7168, "page": 0, "Index": 117}, {"Word": "Merchandising", "Confidence": 0.991, "X1": 0.1452, "Y1": 0.7322, "X2": 0.30177, "Y2": 0.732, "X3": 0.30177, "Y3": 0.7498, "X4": 0.1452, "Y4": 0.7498, "page": 0, "Index": 118}, {"Word": "Program", "Confidence": 0.991, "X1": 0.31187, "Y1": 0.7342, "X2": 0.39646, "Y2": 0.734, "X3": 0.3952, "Y3": 0.7508, "X4": 0.31187, "Y4": 0.7498, "page": 0, "Index": 119}, {"Word": ".", "Confidence": 0.619, "X1": 0.17298, "Y1": 0.7672, "X2": 0.18561, "Y2": 0.767, "X3": 0.18561, "Y3": 0.7818, "X4": 0.17298, "Y4": 0.7818, "page": 0, "Index": 120}, {"Word": "Layout", "Confidence": 0.991, "X1": 0.19444, "Y1": 0.7642, "X2": 0.26515, "Y2": 0.764, "X3": 0.26515, "Y3": 0.7808, "X4": 0.19444, "Y4": 0.7798, "page": 0, "Index": 121}, {"Word": "revisions", "Confidence": 0.994, "X1": 0.27652, "Y1": 0.7642, "X2": 0.38636, "Y2": 0.764, "X3": 0.3851, "Y3": 0.7818, "X4": 0.27525, "Y4": 0.7808, "page": 0, "Index": 122}, {"Word": "due", "Confidence": 0.973, "X1": 0.3952, "Y1": 0.7642, "X2": 0.43308, "Y2": 0.764, "X3": 0.43308, "Y3": 0.7818, "X4": 0.3952, "Y4": 0.7818, "page": 0, "Index": 123}, {"Word": "on", "Confidence": 0.998, "X1": 0.44318, "Y1": 0.7642, "X2": 0.4697, "Y2": 0.764, "X3": 0.46843, "Y3": 0.7818, "X4": 0.44192, "Y4": 0.7818, "page": 0, "Index": 124}, {"Word": "brochure,", "Confidence": 0.995, "X1": 0.47727, "Y1": 0.7642, "X2": 0.58965, "Y2": 0.764, "X3": 0.58965, "Y3": 0.7828, "X4": 0.47601, "Y4": 0.7828, "page": 0, "Index": 125}, {"Word": "new", "Confidence": 0.998, "X1": 0.59722, "Y1": 0.7652, "X2": 0.63384, "Y2": 0.765, "X3": 0.63384, "Y3": 0.7838, "X4": 0.59722, "Y4": 0.7828, "page": 0, "Index": 126}, {"Word": "emphasis", "Confidence": 0.937, "X1": 0.6452, "Y1": 0.7652, "X2": 0.74242, "Y2": 0.765, "X3": 0.74242, "Y3": 0.7838, "X4": 0.6452, "Y4": 0.7838, "page": 0, "Index": 127}, {"Word": "as", "Confidence": 0.998, "X1": 0.75379, "Y1": 0.7652, "X2": 0.77904, "Y2": 0.765, "X3": 0.77904, "Y3": 0.7838, "X4": 0.75379, "Y4": 0.7838, "page": 0, "Index": 128}, {"Word": "per", "Confidence": 0.992, "X1": 0.78788, "Y1": 0.7662, "X2": 0.82576, "Y2": 0.766, "X3": 0.82576, "Y3": 0.7848, "X4": 0.78788, "Y4": 0.7838, "page": 0, "Index": 129}, {"Word": "Fitzmaurice", "Confidence": 0.991, "X1": 0.19571, "Y1": 0.7812, "X2": 0.32449, "Y2": 0.781, "X3": 0.32449, "Y3": 0.7978, "X4": 0.19571, "Y4": 0.7958, "page": 0, "Index": 130}, {"Word": "suggestions.", "Confidence": 0.932, "X1": 0.33586, "Y1": 0.7822, "X2": 0.48232, "Y2": 0.782, "X3": 0.48232, "Y3": 0.7978, "X4": 0.33586, "Y4": 0.7978, "page": 0, "Index": 131}, {"Word": ".", "Confidence": 0.891, "X1": 0.17172, "Y1": 0.8142, "X2": 0.18434, "Y2": 0.814, "X3": 0.18434, "Y3": 0.8278, "X4": 0.17172, "Y4": 0.8278, "page": 0, "Index": 132}, {"Word": "Brand", "Confidence": 0.998, "X1": 0.19318, "Y1": 0.8132, "X2": 0.25379, "Y2": 0.813, "X3": 0.25253, "Y3": 0.8288, "X4": 0.19192, "Y4": 0.8278, "page": 0, "Index": 133}, {"Word": "developing", "Confidence": 0.971, "X1": 0.26389, "Y1": 0.8122, "X2": 0.3851, "Y2": 0.812, "X3": 0.3851, "Y3": 0.8308, "X4": 0.26389, "Y4": 0.8288, "page": 0, "Index": 134}, {"Word": "trade", "Confidence": 0.998, "X1": 0.3952, "Y1": 0.8122, "X2": 0.45833, "Y2": 0.812, "X3": 0.45833, "Y3": 0.8308, "X4": 0.3952, "Y4": 0.8308, "page": 0, "Index": 135}, {"Word": "sweepstakes", "Confidence": 0.993, "X1": 0.46717, "Y1": 0.8122, "X2": 0.59975, "Y2": 0.812, "X3": 0.59975, "Y3": 0.8308, "X4": 0.46717, "Y4": 0.8308, "page": 0, "Index": 136}, {"Word": "overlay.", "Confidence": 0.993, "X1": 0.60985, "Y1": 0.8142, "X2": 0.70707, "Y2": 0.814, "X3": 0.70707, "Y3": 0.8308, "X4": 0.61111, "Y4": 0.8308, "page": 0, "Index": 137}, {"Word": "2045407379", "Confidence": 0.995, "X1": 0.92677, "Y1": 0.9442, "X2": 0.93434, "Y2": 0.944, "X3": 0.90909, "Y3": 0.9438, "X4": 0.90152, "Y4": 0.8258, "page": 0, "Index": 138}]}
|
"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"
|
ffgx0121
| 0 |
{"lines_data": [{"Word": "From the desk of", "Confidence": 0.879, "X1": 0.44164, "Y1": 0.5512, "X2": 0.54775, "Y2": 0.551, "X3": 0.54775, "Y3": 0.5658, "X4": 0.44164, "Y4": 0.5668, "page": 0}, {"Word": "HORACL R: KORNEGAY", "Confidence": 0.89067, "X1": 0.5252, "Y1": 0.5652, "X2": 0.70822, "Y2": 0.565, "X3": 0.70822, "Y3": 0.5818, "X4": 0.5252, "Y4": 0.5828, "page": 0}, {"Word": "To:", "Confidence": 0.499, "X1": 0.44164, "Y1": 0.6122, "X2": 0.47613, "Y2": 0.612, "X3": 0.47745, "Y3": 0.6328, "X4": 0.44297, "Y4": 0.6338, "page": 0}, {"Word": "M. Stevena", "Confidence": 0.364, "X1": 0.48541, "Y1": 0.6012, "X2": 0.69231, "Y2": 0.601, "X3": 0.69363, "Y3": 0.6298, "X4": 0.48541, "Y4": 0.6338, "page": 0}, {"Word": "FOR YOUR INFORMATION", "Confidence": 0.92633, "X1": 0.49337, "Y1": 0.6592, "X2": 0.68833, "Y2": 0.659, "X3": 0.68833, "Y3": 0.6748, "X4": 0.49337, "Y4": 0.6748, "page": 0}, {"Word": "03742138", "Confidence": 0.934, "X1": 0.90451, "Y1": 0.9422, "X2": 0.89788, "Y2": 0.942, "X3": 0.87003, "Y3": 0.9408, "X4": 0.87401, "Y4": 0.8428, "page": 0}], "words_data": [{"Word": "From", "Confidence": 0.885, "X1": 0.44297, "Y1": 0.5512, "X2": 0.47347, "Y2": 0.551, "X3": 0.47347, "Y3": 0.5658, "X4": 0.44297, "Y4": 0.5678, "page": 0, "Index": 0}, {"Word": "the", "Confidence": 0.997, "X1": 0.47745, "Y1": 0.5512, "X2": 0.49735, "Y2": 0.551, "X3": 0.49602, "Y3": 0.5658, "X4": 0.47745, "Y4": 0.5658, "page": 0, "Index": 1}, {"Word": "desk", "Confidence": 0.955, "X1": 0.50133, "Y1": 0.5512, "X2": 0.52785, "Y2": 0.551, "X3": 0.52785, "Y3": 0.5648, "X4": 0.5, "Y4": 0.5648, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.679, "X1": 0.53183, "Y1": 0.5522, "X2": 0.54907, "Y2": 0.552, "X3": 0.54775, "Y3": 0.5658, "X4": 0.53183, "Y4": 0.5648, "page": 0, "Index": 3}, {"Word": "HORACL", "Confidence": 0.907, "X1": 0.53183, "Y1": 0.5662, "X2": 0.59416, "Y2": 0.566, "X3": 0.59416, "Y3": 0.5818, "X4": 0.53183, "Y4": 0.5838, "page": 0, "Index": 4}, {"Word": "R:", "Confidence": 0.77, "X1": 0.59814, "Y1": 0.5662, "X2": 0.61671, "Y2": 0.566, "X3": 0.61671, "Y3": 0.5818, "X4": 0.59814, "Y4": 0.5818, "page": 0, "Index": 5}, {"Word": "KORNEGAY", "Confidence": 0.995, "X1": 0.62069, "Y1": 0.5662, "X2": 0.7069, "Y2": 0.566, "X3": 0.70557, "Y3": 0.5818, "X4": 0.62069, "Y4": 0.5818, "page": 0, "Index": 6}, {"Word": "To:", "Confidence": 0.499, "X1": 0.44164, "Y1": 0.6122, "X2": 0.47347, "Y2": 0.612, "X3": 0.4748, "Y3": 0.6328, "X4": 0.44164, "Y4": 0.6338, "page": 0, "Index": 7}, {"Word": "M.", "Confidence": 0.622, "X1": 0.49602, "Y1": 0.6032, "X2": 0.5557, "Y2": 0.603, "X3": 0.55703, "Y3": 0.6328, "X4": 0.49867, "Y4": 0.6338, "page": 0, "Index": 8}, {"Word": "Stevena", "Confidence": 0.106, "X1": 0.56631, "Y1": 0.6032, "X2": 0.67639, "Y2": 0.603, "X3": 0.67507, "Y3": 0.6308, "X4": 0.56764, "Y4": 0.6328, "page": 0, "Index": 9}, {"Word": "FOR", "Confidence": 0.997, "X1": 0.49469, "Y1": 0.6602, "X2": 0.52653, "Y2": 0.66, "X3": 0.5252, "Y3": 0.6738, "X4": 0.49469, "Y4": 0.6748, "page": 0, "Index": 10}, {"Word": "YOUR", "Confidence": 0.986, "X1": 0.53183, "Y1": 0.6612, "X2": 0.57427, "Y2": 0.661, "X3": 0.57294, "Y3": 0.6738, "X4": 0.5305, "Y4": 0.6738, "page": 0, "Index": 11}, {"Word": "INFORMATION", "Confidence": 0.796, "X1": 0.57825, "Y1": 0.6602, "X2": 0.68568, "Y2": 0.66, "X3": 0.68435, "Y3": 0.6758, "X4": 0.57692, "Y4": 0.6738, "page": 0, "Index": 12}, {"Word": "03742138", "Confidence": 0.934, "X1": 0.90584, "Y1": 0.9382, "X2": 0.89788, "Y2": 0.938, "X3": 0.87003, "Y3": 0.9368, "X4": 0.87533, "Y4": 0.8428, "page": 0, "Index": 13}]}
|
"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"
|
ffwj0215
| 0 |
{"lines_data": [{"Word": "3-17", "Confidence": 0.978, "X1": 0.29211, "Y1": 0.1762, "X2": 0.33553, "Y2": 0.176, "X3": 0.33684, "Y3": 0.1918, "X4": 0.29079, "Y4": 0.1898, "page": 0}, {"Word": "FOL In No. A 11042(S)", "Confidence": 0.7026, "X1": 0.51184, "Y1": 0.1622, "X2": 0.76184, "Y2": 0.162, "X3": 0.76184, "Y3": 0.1968, "X4": 0.51184, "Y4": 0.1968, "page": 0}, {"Word": "3-12", "Confidence": 0.968, "X1": 0.075, "Y1": 0.2042, "X2": 0.11974, "Y2": 0.204, "X3": 0.11842, "Y3": 0.2178, "X4": 0.075, "Y4": 0.2188, "page": 0}, {"Word": "3-17", "Confidence": 0.958, "X1": 0.18947, "Y1": 0.2052, "X2": 0.23421, "Y2": 0.205, "X3": 0.23289, "Y3": 0.2178, "X4": 0.18947, "Y4": 0.2178, "page": 0}, {"Word": "46.00", "Confidence": 0.726, "X1": 0.36579, "Y1": 0.2032, "X2": 0.41053, "Y2": 0.203, "X3": 0.41184, "Y3": 0.2178, "X4": 0.36447, "Y4": 0.2158, "page": 0}, {"Word": "Sheraton-", "Confidence": 0.936, "X1": 0.63553, "Y1": 0.1972, "X2": 0.76316, "Y2": 0.197, "X3": 0.76316, "Y3": 0.2168, "X4": 0.63553, "Y4": 0.2158, "page": 0}, {"Word": "Scottsdale", "Confidence": 0.638, "X1": 0.63289, "Y1": 0.2172, "X2": 0.76447, "Y2": 0.217, "X3": 0.76447, "Y3": 0.2328, "X4": 0.63289, "Y4": 0.2328, "page": 0}, {"Word": "13 LIN:CCI: 30", "Confidence": 0.41167, "X1": 0.08684, "Y1": 0.2312, "X2": 0.20395, "Y2": 0.231, "X3": 0.20395, "Y3": 0.2458, "X4": 0.08684, "Y4": 0.2468, "page": 0}, {"Word": "Inn & Villas", "Confidence": 0.951, "X1": 0.625, "Y1": 0.2332, "X2": 0.76711, "Y2": 0.233, "X3": 0.76711, "Y3": 0.2488, "X4": 0.625, "Y4": 0.2498, "page": 0}, {"Word": "A WORLD V DE SERVICE CP 1ET", "Confidence": 0.608, "X1": 0.6, "Y1": 0.2562, "X2": 0.76579, "Y2": 0.256, "X3": 0.76579, "Y3": 0.2658, "X4": 0.6, "Y4": 0.2678, "page": 0}, {"Word": "ATON HOTELS & M'IN, - MAS", "Confidence": 0.45467, "X1": 0.61316, "Y1": 0.2502, "X2": 0.76711, "Y2": 0.25, "X3": 0.76711, "Y3": 0.2588, "X4": 0.61316, "Y4": 0.2588, "page": 0}, {"Word": "11201", "Confidence": 0.758, "X1": 0.22763, "Y1": 0.2592, "X2": 0.27632, "Y2": 0.259, "X3": 0.275, "Y3": 0.2738, "X4": 0.22763, "Y4": 0.2738, "page": 0}, {"Word": "1200 NORTH SCOTTSDALE ROAD", "Confidence": 0.44775, "X1": 0.6, "Y1": 0.2662, "X2": 0.76447, "Y2": 0.266, "X3": 0.76447, "Y3": 0.2738, "X4": 0.6, "Y4": 0.2748, "page": 0}, {"Word": "SCOTTSDALE ARIZONA CC. 955-5000", "Confidence": 0.42025, "X1": 0.56974, "Y1": 0.2742, "X2": 0.76579, "Y2": 0.274, "X3": 0.76579, "Y3": 0.2838, "X4": 0.56974, "Y4": 0.2848, "page": 0}, {"Word": "REMARKS", "Confidence": 0.76, "X1": 0.05132, "Y1": 0.2932, "X2": 0.11579, "Y2": 0.293, "X3": 0.11579, "Y3": 0.3008, "X4": 0.05132, "Y4": 0.3008, "page": 0}, {"Word": "DATE", "Confidence": 0.843, "X1": 0.12105, "Y1": 0.2902, "X2": 0.17105, "Y2": 0.29, "X3": 0.17237, "Y3": 0.3018, "X4": 0.12105, "Y4": 0.3028, "page": 0}, {"Word": "REFERENCE", "Confidence": 0.948, "X1": 0.21711, "Y1": 0.2902, "X2": 0.30526, "Y2": 0.29, "X3": 0.30526, "Y3": 0.3008, "X4": 0.21711, "Y4": 0.3008, "page": 0}, {"Word": "CHARGES", "Confidence": 0.658, "X1": 0.33421, "Y1": 0.2902, "X2": 0.39605, "Y2": 0.29, "X3": 0.39737, "Y3": 0.3008, "X4": 0.33421, "Y4": 0.3018, "page": 0}, {"Word": "CREDIT", "Confidence": 0.619, "X1": 0.43947, "Y1": 0.2902, "X2": 0.48816, "Y2": 0.29, "X3": 0.48816, "Y3": 0.2998, "X4": 0.43947, "Y4": 0.2998, "page": 0}, {"Word": "BALANCE", "Confidence": 0.956, "X1": 0.55789, "Y1": 0.2882, "X2": 0.62763, "Y2": 0.288, "X3": 0.62895, "Y3": 0.2998, "X4": 0.55789, "Y4": 0.3008, "page": 0}, {"Word": "PREVIOUS BAL.", "Confidence": 0.8815, "X1": 0.66053, "Y1": 0.2882, "X2": 0.76316, "Y2": 0.288, "X3": 0.76316, "Y3": 0.2998, "X4": 0.66053, "Y4": 0.3008, "page": 0}, {"Word": "33", "Confidence": 0.856, "X1": 0.27895, "Y1": 0.3132, "X2": 0.30132, "Y2": 0.313, "X3": 0.30132, "Y3": 0.3308, "X4": 0.27895, "Y4": 0.3308, "page": 0}, {"Word": "46.03", "Confidence": 0.535, "X1": 0.35526, "Y1": 0.3132, "X2": 0.40132, "Y2": 0.313, "X3": 0.4, "Y3": 0.3288, "X4": 0.35395, "Y4": 0.3298, "page": 0}, {"Word": "TAX", "Confidence": 0.968, "X1": 0.23026, "Y1": 0.3252, "X2": 0.25658, "Y2": 0.325, "X3": 0.25658, "Y3": 0.3438, "X4": 0.23158, "Y4": 0.3438, "page": 0}, {"Word": "331", "Confidence": 0.998, "X1": 0.27368, "Y1": 0.3262, "X2": 0.30789, "Y2": 0.326, "X3": 0.30921, "Y3": 0.3458, "X4": 0.275, "Y4": 0.3478, "page": 0}, {"Word": "1.04", "Confidence": 0.509, "X1": 0.35921, "Y1": 0.3282, "X2": 0.40132, "Y2": 0.328, "X3": 0.4, "Y3": 0.3448, "X4": 0.35921, "Y4": 0.3468, "page": 0}, {"Word": "47.84 #", "Confidence": 0.565, "X1": 0.57632, "Y1": 0.3282, "X2": 0.65, "Y2": 0.328, "X3": 0.65, "Y3": 0.3458, "X4": 0.57632, "Y4": 0.3458, "page": 0}, {"Word": "A+", "Confidence": 0.167, "X1": 0.66842, "Y1": 0.3272, "X2": 0.69342, "Y2": 0.327, "X3": 0.69342, "Y3": 0.3428, "X4": 0.66842, "Y4": 0.3428, "page": 0}, {"Word": "447.84", "Confidence": 0.516, "X1": 0.70921, "Y1": 0.3282, "X2": 0.75789, "Y2": 0.328, "X3": 0.75658, "Y3": 0.3428, "X4": 0.70789, "Y4": 0.3428, "page": 0}, {"Word": "HAR 13PRESTR", "Confidence": 0.6245, "X1": 0.11842, "Y1": 0.3462, "X2": 0.21974, "Y2": 0.346, "X3": 0.21974, "Y3": 0.3618, "X4": 0.11842, "Y4": 0.3638, "page": 0}, {"Word": "331", "Confidence": 0.685, "X1": 0.275, "Y1": 0.3452, "X2": 0.30263, "Y2": 0.345, "X3": 0.30263, "Y3": 0.3638, "X4": 0.275, "Y4": 0.3628, "page": 0}, {"Word": "3.67", "Confidence": 0.97, "X1": 0.35789, "Y1": 0.3442, "X2": 0.4, "Y2": 0.344, "X3": 0.39868, "Y3": 0.3628, "X4": 0.35789, "Y4": 0.3638, "page": 0}, {"Word": "51.51", "Confidence": 0.995, "X1": 0.57632, "Y1": 0.3462, "X2": 0.62105, "Y2": 0.346, "X3": 0.61974, "Y3": 0.3608, "X4": 0.57632, "Y4": 0.3608, "page": 0}, {"Word": "8*", "Confidence": 0.682, "X1": 0.66711, "Y1": 0.3582, "X2": 0.69342, "Y2": 0.358, "X3": 0.69342, "Y3": 0.3718, "X4": 0.66842, "Y4": 0.3718, "page": 0}, {"Word": "51.51", "Confidence": 0.994, "X1": 0.70789, "Y1": 0.3552, "X2": 0.75395, "Y2": 0.355, "X3": 0.75263, "Y3": 0.3698, "X4": 0.70789, "Y4": 0.3708, "page": 0}, {"Word": "53.58", "Confidence": 0.982, "X1": 0.57237, "Y1": 0.3722, "X2": 0.62368, "Y2": 0.372, "X3": 0.62237, "Y3": 0.3878, "X4": 0.57237, "Y4": 0.3898, "page": 0}, {"Word": "LOIST 331", "Confidence": 0.783, "X1": 0.225, "Y1": 0.3732, "X2": 0.31184, "Y2": 0.373, "X3": 0.31184, "Y3": 0.3908, "X4": 0.225, "Y4": 0.3918, "page": 0}, {"Word": "2.07", "Confidence": 0.979, "X1": 0.35921, "Y1": 0.3722, "X2": 0.40395, "Y2": 0.372, "X3": 0.40263, "Y3": 0.3898, "X4": 0.35921, "Y4": 0.3908, "page": 0}, {"Word": "53.59", "Confidence": 0.655, "X1": 0.71053, "Y1": 0.3742, "X2": 0.75526, "Y2": 0.374, "X3": 0.75395, "Y3": 0.3888, "X4": 0.71053, "Y4": 0.3888, "page": 0}, {"Word": "MAR 135", "Confidence": 0.148, "X1": 0.11711, "Y1": 0.3952, "X2": 0.18289, "Y2": 0.395, "X3": 0.18289, "Y3": 0.4128, "X4": 0.11711, "Y4": 0.4138, "page": 0}, {"Word": "46.00", "Confidence": 0.885, "X1": 0.35395, "Y1": 0.3942, "X2": 0.40263, "Y2": 0.394, "X3": 0.4, "Y3": 0.4118, "X4": 0.35395, "Y4": 0.4138, "page": 0}, {"Word": "101.42 *", "Confidence": 0.916, "X1": 0.56711, "Y1": 0.4092, "X2": 0.64868, "Y2": 0.409, "X3": 0.64868, "Y3": 0.4258, "X4": 0.56711, "Y4": 0.4258, "page": 0}, {"Word": "101.12", "Confidence": 0.754, "X1": 0.69868, "Y1": 0.4142, "X2": 0.75789, "Y2": 0.414, "X3": 0.75789, "Y3": 0.4298, "X4": 0.69868, "Y4": 0.4278, "page": 0}, {"Word": "PARTUR", "Confidence": 0.252, "X1": 0.11053, "Y1": 0.4362, "X2": 0.18158, "Y2": 0.436, "X3": 0.18158, "Y3": 0.4528, "X4": 0.11053, "Y4": 0.4538, "page": 0}, {"Word": "TAX", "Confidence": 0.958, "X1": 0.23158, "Y1": 0.4342, "X2": 0.26316, "Y2": 0.434, "X3": 0.26053, "Y3": 0.4528, "X4": 0.23026, "Y4": 0.4528, "page": 0}, {"Word": "331", "Confidence": 0.997, "X1": 0.27763, "Y1": 0.4372, "X2": 0.30395, "Y2": 0.437, "X3": 0.30395, "Y3": 0.4548, "X4": 0.27763, "Y4": 0.4548, "page": 0}, {"Word": "1.8", "Confidence": 0.696, "X1": 0.35921, "Y1": 0.4362, "X2": 0.39868, "Y2": 0.436, "X3": 0.39868, "Y3": 0.4528, "X4": 0.35921, "Y4": 0.4558, "page": 0}, {"Word": "14:9.26 *", "Confidence": 0.6465, "X1": 0.56579, "Y1": 0.4372, "X2": 0.65, "Y2": 0.437, "X3": 0.65, "Y3": 0.4538, "X4": 0.56579, "Y4": 0.4528, "page": 0}, {"Word": "A+", "Confidence": 0.591, "X1": 0.66447, "Y1": 0.4402, "X2": 0.69342, "Y2": 0.44, "X3": 0.69474, "Y3": 0.4528, "X4": 0.66579, "Y4": 0.4528, "page": 0}, {"Word": "14:9.26", "Confidence": 0.631, "X1": 0.70132, "Y1": 0.4372, "X2": 0.75526, "Y2": 0.437, "X3": 0.75526, "Y3": 0.4528, "X4": 0.70132, "Y4": 0.4528, "page": 0}, {"Word": "A* 150.75", "Confidence": 0.6025, "X1": 0.66316, "Y1": 0.4532, "X2": 0.75395, "Y2": 0.453, "X3": 0.75526, "Y3": 0.4678, "X4": 0.66447, "Y4": 0.4718, "page": 0}, {"Word": "2:3 15ADESTR", "Confidence": 0.3295, "X1": 0.11447, "Y1": 0.4552, "X2": 0.21974, "Y2": 0.455, "X3": 0.21974, "Y3": 0.4718, "X4": 0.11447, "Y4": 0.4688, "page": 0}, {"Word": "331", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.4542, "X2": 0.30263, "Y2": 0.454, "X3": 0.30263, "Y3": 0.4708, "X4": 0.27763, "Y4": 0.4728, "page": 0}, {"Word": "11.49", "Confidence": 0.815, "X1": 0.35789, "Y1": 0.4532, "X2": 0.40395, "Y2": 0.453, "X3": 0.40132, "Y3": 0.4698, "X4": 0.35789, "Y4": 0.4708, "page": 0}, {"Word": "CO'S", "Confidence": 0.605, "X1": 0.39868, "Y1": 0.4842, "X2": 0.36316, "Y2": 0.484, "X3": 0.36184, "Y3": 0.4708, "X4": 0.40263, "Y4": 0.4698, "page": 0}, {"Word": "160.75", "Confidence": 0.996, "X1": 0.56711, "Y1": 0.4552, "X2": 0.62368, "Y2": 0.455, "X3": 0.62368, "Y3": 0.4718, "X4": 0.56579, "Y4": 0.4708, "page": 0}, {"Word": "POR 152", "Confidence": 0.2675, "X1": 0.12368, "Y1": 0.4682, "X2": 0.18289, "Y2": 0.468, "X3": 0.18158, "Y3": 0.4838, "X4": 0.12237, "Y4": 0.4878, "page": 0}, {"Word": "BEVDE", "Confidence": 0.594, "X1": 0.22632, "Y1": 0.4672, "X2": 0.27105, "Y2": 0.467, "X3": 0.26711, "Y3": 0.4868, "X4": 0.22632, "Y4": 0.4888, "page": 0}, {"Word": "A+ 163.75", "Confidence": 0.53, "X1": 0.66974, "Y1": 0.4652, "X2": 0.75789, "Y2": 0.465, "X3": 0.75789, "Y3": 0.4788, "X4": 0.66974, "Y4": 0.4788, "page": 0}, {"Word": "5.", "Confidence": 0.115, "X1": 0.36974, "Y1": 0.4822, "X2": 0.39605, "Y2": 0.482, "X3": 0.39474, "Y3": 0.4968, "X4": 0.36842, "Y4": 0.4958, "page": 0}, {"Word": "169.13", "Confidence": 0.66, "X1": 0.56842, "Y1": 0.4792, "X2": 0.62632, "Y2": 0.479, "X3": 0.62632, "Y3": 0.4968, "X4": 0.56842, "Y4": 0.4988, "page": 0}, {"Word": "169.13", "Confidence": 0.997, "X1": 0.69737, "Y1": 0.4802, "X2": 0.75658, "Y2": 0.48, "X3": 0.75789, "Y3": 0.4948, "X4": 0.69868, "Y4": 0.4968, "page": 0}, {"Word": "TAR ISFFESTR", "Confidence": 0.1015, "X1": 0.11974, "Y1": 0.4832, "X2": 0.21974, "Y2": 0.483, "X3": 0.21974, "Y3": 0.4998, "X4": 0.11842, "Y4": 0.4978, "page": 0}, {"Word": "LDIST 331", "Confidence": 0.98, "X1": 0.22763, "Y1": 0.4962, "X2": 0.30263, "Y2": 0.496, "X3": 0.30263, "Y3": 0.5148, "X4": 0.22763, "Y4": 0.5158, "page": 0}, {"Word": "LOIST", "Confidence": 0.636, "X1": 0.22763, "Y1": 0.5122, "X2": 0.28421, "Y2": 0.512, "X3": 0.28553, "Y3": 0.5328, "X4": 0.22763, "Y4": 0.5318, "page": 0}, {"Word": "2.79", "Confidence": 0.657, "X1": 0.36842, "Y1": 0.5152, "X2": 0.39737, "Y2": 0.515, "X3": 0.39605, "Y3": 0.5308, "X4": 0.36711, "Y4": 0.5298, "page": 0}, {"Word": "174.21", "Confidence": 0.994, "X1": 0.56579, "Y1": 0.5152, "X2": 0.62105, "Y2": 0.515, "X3": 0.62105, "Y3": 0.5298, "X4": 0.56447, "Y4": 0.5308, "page": 0}, {"Word": "C* 174.21", "Confidence": 0.8865, "X1": 0.66447, "Y1": 0.5162, "X2": 0.76316, "Y2": 0.516, "X3": 0.76316, "Y3": 0.5338, "X4": 0.66447, "Y4": 0.5358, "page": 0}, {"Word": "16.00", "Confidence": 0.47, "X1": 0.36447, "Y1": 0.5302, "X2": 0.40132, "Y2": 0.53, "X3": 0.4, "Y3": 0.5468, "X4": 0.36316, "Y4": 0.5468, "page": 0}, {"Word": "ROCKY", "Confidence": 0.263, "X1": 0.23026, "Y1": 0.5302, "X2": 0.26053, "Y2": 0.53, "X3": 0.26053, "Y3": 0.5488, "X4": 0.23158, "Y4": 0.5488, "page": 0}, {"Word": "35", "Confidence": 0.608, "X1": 0.26579, "Y1": 0.5272, "X2": 0.29605, "Y2": 0.527, "X3": 0.29868, "Y3": 0.5518, "X4": 0.26842, "Y4": 0.5518, "page": 0}, {"Word": "TAX", "Confidence": 0.967, "X1": 0.23026, "Y1": 0.5442, "X2": 0.25921, "Y2": 0.544, "X3": 0.25789, "Y3": 0.5638, "X4": 0.23026, "Y4": 0.5638, "page": 0}, {"Word": "331", "Confidence": 0.881, "X1": 0.26711, "Y1": 0.5462, "X2": 0.30526, "Y2": 0.546, "X3": 0.30263, "Y3": 0.5648, "X4": 0.26974, "Y4": 0.5658, "page": 0}, {"Word": "1.8", "Confidence": 0.77, "X1": 0.36842, "Y1": 0.5482, "X2": 0.39737, "Y2": 0.548, "X3": 0.39605, "Y3": 0.5638, "X4": 0.36711, "Y4": 0.5628, "page": 0}, {"Word": "222.05 *", "Confidence": 0.8335, "X1": 0.56447, "Y1": 0.5472, "X2": 0.64868, "Y2": 0.547, "X3": 0.64868, "Y3": 0.5638, "X4": 0.56316, "Y4": 0.5628, "page": 0}, {"Word": "222.05", "Confidence": 0.991, "X1": 0.69737, "Y1": 0.5502, "X2": 0.75526, "Y2": 0.55, "X3": 0.75526, "Y3": 0.5668, "X4": 0.69605, "Y4": 0.5658, "page": 0}, {"Word": "PAR 16FFESTR", "Confidence": 0.509, "X1": 0.12105, "Y1": 0.5672, "X2": 0.22105, "Y2": 0.567, "X3": 0.22237, "Y3": 0.5838, "X4": 0.12105, "Y4": 0.5868, "page": 0}, {"Word": "331", "Confidence": 0.994, "X1": 0.27237, "Y1": 0.5672, "X2": 0.30921, "Y2": 0.567, "X3": 0.30789, "Y3": 0.5858, "X4": 0.27237, "Y4": 0.5858, "page": 0}, {"Word": "4.55", "Confidence": 0.77, "X1": 0.37105, "Y1": 0.5642, "X2": 0.40132, "Y2": 0.564, "X3": 0.39737, "Y3": 0.5848, "X4": 0.36711, "Y4": 0.5848, "page": 0}, {"Word": "226.60", "Confidence": 0.995, "X1": 0.56447, "Y1": 0.5692, "X2": 0.62237, "Y2": 0.569, "X3": 0.61974, "Y3": 0.5838, "X4": 0.56447, "Y4": 0.5828, "page": 0}, {"Word": "226.50", "Confidence": 0.748, "X1": 0.69605, "Y1": 0.5702, "X2": 0.75263, "Y2": 0.57, "X3": 0.75263, "Y3": 0.5858, "X4": 0.69605, "Y4": 0.5848, "page": 0}, {"Word": "228.39", "Confidence": 0.993, "X1": 0.56447, "Y1": 0.5882, "X2": 0.62368, "Y2": 0.588, "X3": 0.62237, "Y3": 0.6038, "X4": 0.56447, "Y4": 0.6028, "page": 0}, {"Word": "c* 223.39", "Confidence": 0.8195, "X1": 0.66711, "Y1": 0.5872, "X2": 0.75526, "Y2": 0.587, "X3": 0.75526, "Y3": 0.6048, "X4": 0.66711, "Y4": 0.6038, "page": 0}, {"Word": "1:33", "Confidence": 0.32, "X1": 0.36711, "Y1": 0.5872, "X2": 0.4, "Y2": 0.587, "X3": 0.39868, "Y3": 0.6148, "X4": 0.36579, "Y4": 0.6158, "page": 0}, {"Word": "TAX", "Confidence": 0.675, "X1": 0.22763, "Y1": 0.6082, "X2": 0.25132, "Y2": 0.608, "X3": 0.25132, "Y3": 0.6318, "X4": 0.22763, "Y4": 0.6318, "page": 0}, {"Word": "1.64", "Confidence": 0.68, "X1": 0.36974, "Y1": 0.6122, "X2": 0.4, "Y2": 0.612, "X3": 0.39605, "Y3": 0.6318, "X4": 0.36579, "Y4": 0.6328, "page": 0}, {"Word": "276.23 *", "Confidence": 0.531, "X1": 0.56184, "Y1": 0.6152, "X2": 0.65, "Y2": 0.615, "X3": 0.65, "Y3": 0.6328, "X4": 0.56184, "Y4": 0.6308, "page": 0}, {"Word": "GUEST STATEMENT", "Confidence": 0.9205, "X1": 0.33684, "Y1": 0.6972, "X2": 0.46447, "Y2": 0.697, "X3": 0.46447, "Y3": 0.7088, "X4": 0.33684, "Y4": 0.7098, "page": 0}, {"Word": "CHARGE TO.", "Confidence": 0.8205, "X1": 0.44737, "Y1": 0.7102, "X2": 0.51842, "Y2": 0.71, "X3": 0.51842, "Y3": 0.7218, "X4": 0.44737, "Y4": 0.7218, "page": 0}, {"Word": "STREET_", "Confidence": 0.616, "X1": 0.44605, "Y1": 0.7312, "X2": 0.50395, "Y2": 0.731, "X3": 0.50395, "Y3": 0.7428, "X4": 0.44605, "Y4": 0.7418, "page": 0}, {"Word": "*CITY & STATE.", "Confidence": 0.441, "X1": 0.43421, "Y1": 0.7502, "X2": 0.53158, "Y2": 0.75, "X3": 0.53158, "Y3": 0.7638, "X4": 0.43421, "Y4": 0.7628, "page": 0}, {"Word": "TUTBY TITULOY REUTHERET", "Confidence": 0.121, "X1": 0.55132, "Y1": 0.7542, "X2": 0.71053, "Y2": 0.754, "X3": 0.71053, "Y3": 0.7658, "X4": 0.55132, "Y4": 0.7678, "page": 0}, {"Word": "DCAN D CHECK", "Confidence": 0.535, "X1": 0.47763, "Y1": 0.7662, "X2": 0.63684, "Y2": 0.766, "X3": 0.63684, "Y3": 0.7818, "X4": 0.47763, "Y4": 0.7818, "page": 0}, {"Word": "OCREDIT CARD", "Confidence": 0.826, "X1": 0.65921, "Y1": 0.7672, "X2": 0.76974, "Y2": 0.767, "X3": 0.76974, "Y3": 0.7808, "X4": 0.65921, "Y4": 0.7808, "page": 0}, {"Word": "..", "Confidence": 0.935, "X1": 0.60132, "Y1": 0.7962, "X2": 0.60132, "Y2": 0.796, "X3": 0.59211, "Y3": 0.7988, "X4": 0.59079, "Y4": 0.7848, "page": 0}], "words_data": [{"Word": "3-17", "Confidence": 0.978, "X1": 0.29342, "Y1": 0.1762, "X2": 0.33553, "Y2": 0.176, "X3": 0.33553, "Y3": 0.1918, "X4": 0.29342, "Y4": 0.1908, "page": 0, "Index": 0}, {"Word": "FOL", "Confidence": 0.617, "X1": 0.51316, "Y1": 0.1692, "X2": 0.51842, "Y2": 0.169, "X3": 0.51842, "Y3": 0.1908, "X4": 0.51316, "Y4": 0.1908, "page": 0, "Index": 1}, {"Word": "In", "Confidence": 0.095, "X1": 0.52368, "Y1": 0.1682, "X2": 0.54079, "Y2": 0.168, "X3": 0.54079, "Y3": 0.1918, "X4": 0.52368, "Y4": 0.1908, "page": 0, "Index": 2}, {"Word": "No.", "Confidence": 0.984, "X1": 0.54868, "Y1": 0.1662, "X2": 0.57632, "Y2": 0.166, "X3": 0.575, "Y3": 0.1918, "X4": 0.54868, "Y4": 0.1918, "page": 0, "Index": 3}, {"Word": "A", "Confidence": 0.985, "X1": 0.58421, "Y1": 0.1652, "X2": 0.60789, "Y2": 0.165, "X3": 0.60789, "Y3": 0.1928, "X4": 0.58289, "Y4": 0.1928, "page": 0, "Index": 4}, {"Word": "11042(S)", "Confidence": 0.832, "X1": 0.61842, "Y1": 0.1632, "X2": 0.75921, "Y2": 0.163, "X3": 0.75658, "Y3": 0.1968, "X4": 0.61842, "Y4": 0.1928, "page": 0, "Index": 5}, {"Word": "3-12", "Confidence": 0.968, "X1": 0.07763, "Y1": 0.2042, "X2": 0.11842, "Y2": 0.204, "X3": 0.11974, "Y3": 0.2178, "X4": 0.07763, "Y4": 0.2188, "page": 0, "Index": 6}, {"Word": "3-17", "Confidence": 0.958, "X1": 0.19211, "Y1": 0.2042, "X2": 0.23026, "Y2": 0.204, "X3": 0.23026, "Y3": 0.2178, "X4": 0.19079, "Y4": 0.2178, "page": 0, "Index": 7}, {"Word": "46.00", "Confidence": 0.726, "X1": 0.36447, "Y1": 0.2032, "X2": 0.41184, "Y2": 0.203, "X3": 0.41184, "Y3": 0.2178, "X4": 0.36447, "Y4": 0.2168, "page": 0, "Index": 8}, {"Word": "Sheraton-", "Confidence": 0.936, "X1": 0.63684, "Y1": 0.1982, "X2": 0.76184, "Y2": 0.198, "X3": 0.76316, "Y3": 0.2158, "X4": 0.63553, "Y4": 0.2158, "page": 0, "Index": 9}, {"Word": "Scottsdale", "Confidence": 0.638, "X1": 0.63289, "Y1": 0.2182, "X2": 0.76053, "Y2": 0.218, "X3": 0.76184, "Y3": 0.2338, "X4": 0.63289, "Y4": 0.2338, "page": 0, "Index": 10}, {"Word": "13", "Confidence": 0.991, "X1": 0.08816, "Y1": 0.2322, "X2": 0.10395, "Y2": 0.232, "X3": 0.10395, "Y3": 0.2468, "X4": 0.08816, "Y4": 0.2468, "page": 0, "Index": 11}, {"Word": "LIN:CCI:", "Confidence": 0.141, "X1": 0.10921, "Y1": 0.2312, "X2": 0.17632, "Y2": 0.231, "X3": 0.17368, "Y3": 0.2458, "X4": 0.10789, "Y4": 0.2468, "page": 0, "Index": 12}, {"Word": "30", "Confidence": 0.103, "X1": 0.18158, "Y1": 0.2312, "X2": 0.20395, "Y2": 0.231, "X3": 0.20132, "Y3": 0.2468, "X4": 0.18026, "Y4": 0.2458, "page": 0, "Index": 13}, {"Word": "Inn", "Confidence": 0.981, "X1": 0.62632, "Y1": 0.2342, "X2": 0.66316, "Y2": 0.234, "X3": 0.66447, "Y3": 0.2488, "X4": 0.62632, "Y4": 0.2498, "page": 0, "Index": 14}, {"Word": "&", "Confidence": 0.991, "X1": 0.67237, "Y1": 0.2332, "X2": 0.68553, "Y2": 0.233, "X3": 0.68553, "Y3": 0.2488, "X4": 0.67237, "Y4": 0.2488, "page": 0, "Index": 15}, {"Word": "Villas", "Confidence": 0.881, "X1": 0.69474, "Y1": 0.2342, "X2": 0.76053, "Y2": 0.234, "X3": 0.76184, "Y3": 0.2498, "X4": 0.69474, "Y4": 0.2488, "page": 0, "Index": 16}, {"Word": "A", "Confidence": 0.991, "X1": 0.60132, "Y1": 0.2602, "X2": 0.60789, "Y2": 0.26, "X3": 0.60789, "Y3": 0.2668, "X4": 0.60132, "Y4": 0.2668, "page": 0, "Index": 17}, {"Word": "WORLD", "Confidence": 0.92, "X1": 0.61053, "Y1": 0.2602, "X2": 0.64868, "Y2": 0.26, "X3": 0.64868, "Y3": 0.2668, "X4": 0.61184, "Y4": 0.2668, "page": 0, "Index": 18}, {"Word": "ATON", "Confidence": 0.984, "X1": 0.61447, "Y1": 0.2512, "X2": 0.64079, "Y2": 0.251, "X3": 0.64079, "Y3": 0.2588, "X4": 0.61316, "Y4": 0.2588, "page": 0, "Index": 19}, {"Word": "HOTELS", "Confidence": 0.574, "X1": 0.64474, "Y1": 0.2512, "X2": 0.68553, "Y2": 0.251, "X3": 0.68553, "Y3": 0.2588, "X4": 0.64474, "Y4": 0.2588, "page": 0, "Index": 20}, {"Word": "V", "Confidence": 0.002, "X1": 0.65526, "Y1": 0.2602, "X2": 0.66053, "Y2": 0.26, "X3": 0.66053, "Y3": 0.2668, "X4": 0.65658, "Y4": 0.2668, "page": 0, "Index": 21}, {"Word": "DE", "Confidence": 0.791, "X1": 0.66316, "Y1": 0.2602, "X2": 0.67632, "Y2": 0.26, "X3": 0.67763, "Y3": 0.2668, "X4": 0.66316, "Y4": 0.2668, "page": 0, "Index": 22}, {"Word": "SERVICE", "Confidence": 0.756, "X1": 0.67895, "Y1": 0.2592, "X2": 0.72237, "Y2": 0.259, "X3": 0.72237, "Y3": 0.2668, "X4": 0.67895, "Y4": 0.2668, "page": 0, "Index": 23}, {"Word": "&", "Confidence": 0.061, "X1": 0.68947, "Y1": 0.2512, "X2": 0.69474, "Y2": 0.251, "X3": 0.69474, "Y3": 0.2588, "X4": 0.68947, "Y4": 0.2588, "page": 0, "Index": 24}, {"Word": "M'IN,", "Confidence": 0.028, "X1": 0.69737, "Y1": 0.2512, "X2": 0.72763, "Y2": 0.251, "X3": 0.72763, "Y3": 0.2588, "X4": 0.69868, "Y4": 0.2588, "page": 0, "Index": 25}, {"Word": "CP", "Confidence": 0.664, "X1": 0.725, "Y1": 0.2582, "X2": 0.73947, "Y2": 0.258, "X3": 0.74079, "Y3": 0.2668, "X4": 0.725, "Y4": 0.2668, "page": 0, "Index": 26}, {"Word": "-", "Confidence": 0.774, "X1": 0.73026, "Y1": 0.2512, "X2": 0.73553, "Y2": 0.251, "X3": 0.73553, "Y3": 0.2588, "X4": 0.73026, "Y4": 0.2588, "page": 0, "Index": 27}, {"Word": "MAS", "Confidence": 0.307, "X1": 0.73684, "Y1": 0.2512, "X2": 0.76184, "Y2": 0.251, "X3": 0.76316, "Y3": 0.2588, "X4": 0.73816, "Y4": 0.2588, "page": 0, "Index": 28}, {"Word": "1ET", "Confidence": 0.132, "X1": 0.74342, "Y1": 0.2572, "X2": 0.76184, "Y2": 0.257, "X3": 0.76316, "Y3": 0.2668, "X4": 0.74474, "Y4": 0.2668, "page": 0, "Index": 29}, {"Word": "11201", "Confidence": 0.758, "X1": 0.22763, "Y1": 0.2592, "X2": 0.27632, "Y2": 0.259, "X3": 0.27632, "Y3": 0.2738, "X4": 0.22763, "Y4": 0.2738, "page": 0, "Index": 30}, {"Word": "1200", "Confidence": 0.666, "X1": 0.60132, "Y1": 0.2682, "X2": 0.62237, "Y2": 0.268, "X3": 0.62105, "Y3": 0.2748, "X4": 0.60132, "Y4": 0.2748, "page": 0, "Index": 31}, {"Word": "NORTH", "Confidence": 0.622, "X1": 0.625, "Y1": 0.2682, "X2": 0.65921, "Y2": 0.268, "X3": 0.65921, "Y3": 0.2748, "X4": 0.625, "Y4": 0.2748, "page": 0, "Index": 32}, {"Word": "SCOTTSDALE", "Confidence": 0.206, "X1": 0.66447, "Y1": 0.2672, "X2": 0.73158, "Y2": 0.267, "X3": 0.73158, "Y3": 0.2748, "X4": 0.66447, "Y4": 0.2748, "page": 0, "Index": 33}, {"Word": "ROAD", "Confidence": 0.297, "X1": 0.73421, "Y1": 0.2672, "X2": 0.76184, "Y2": 0.267, "X3": 0.76184, "Y3": 0.2738, "X4": 0.73289, "Y4": 0.2748, "page": 0, "Index": 34}, {"Word": "SCOTTSDALE", "Confidence": 0.765, "X1": 0.57105, "Y1": 0.2752, "X2": 0.64079, "Y2": 0.275, "X3": 0.64079, "Y3": 0.2858, "X4": 0.56974, "Y4": 0.2858, "page": 0, "Index": 35}, {"Word": "ARIZONA", "Confidence": 0.521, "X1": 0.64342, "Y1": 0.2752, "X2": 0.69211, "Y2": 0.275, "X3": 0.69211, "Y3": 0.2848, "X4": 0.64342, "Y4": 0.2848, "page": 0, "Index": 36}, {"Word": "CC.", "Confidence": 0.084, "X1": 0.70263, "Y1": 0.2742, "X2": 0.72105, "Y2": 0.274, "X3": 0.72105, "Y3": 0.2848, "X4": 0.70263, "Y4": 0.2848, "page": 0, "Index": 37}, {"Word": "955-5000", "Confidence": 0.311, "X1": 0.72368, "Y1": 0.2742, "X2": 0.76579, "Y2": 0.274, "X3": 0.76579, "Y3": 0.2848, "X4": 0.72368, "Y4": 0.2848, "page": 0, "Index": 38}, {"Word": "REMARKS", "Confidence": 0.76, "X1": 0.05395, "Y1": 0.2942, "X2": 0.11447, "Y2": 0.294, "X3": 0.11447, "Y3": 0.3018, "X4": 0.05395, "Y4": 0.3018, "page": 0, "Index": 39}, {"Word": "DATE", "Confidence": 0.843, "X1": 0.13289, "Y1": 0.2912, "X2": 0.16842, "Y2": 0.291, "X3": 0.16711, "Y3": 0.3028, "X4": 0.13158, "Y4": 0.3028, "page": 0, "Index": 40}, {"Word": "REFERENCE", "Confidence": 0.948, "X1": 0.21974, "Y1": 0.2922, "X2": 0.30263, "Y2": 0.292, "X3": 0.3, "Y3": 0.3018, "X4": 0.21842, "Y4": 0.3008, "page": 0, "Index": 41}, {"Word": "CHARGES", "Confidence": 0.658, "X1": 0.33684, "Y1": 0.2912, "X2": 0.39605, "Y2": 0.291, "X3": 0.39605, "Y3": 0.3018, "X4": 0.33553, "Y4": 0.3018, "page": 0, "Index": 42}, {"Word": "CREDIT", "Confidence": 0.619, "X1": 0.44079, "Y1": 0.2902, "X2": 0.48816, "Y2": 0.29, "X3": 0.48684, "Y3": 0.3008, "X4": 0.43947, "Y4": 0.3008, "page": 0, "Index": 43}, {"Word": "BALANCE", "Confidence": 0.956, "X1": 0.55789, "Y1": 0.2892, "X2": 0.62237, "Y2": 0.289, "X3": 0.62237, "Y3": 0.2998, "X4": 0.55789, "Y4": 0.3018, "page": 0, "Index": 44}, {"Word": "PREVIOUS", "Confidence": 0.991, "X1": 0.66711, "Y1": 0.2882, "X2": 0.72763, "Y2": 0.288, "X3": 0.72763, "Y3": 0.3008, "X4": 0.66711, "Y4": 0.3008, "page": 0, "Index": 45}, {"Word": "BAL.", "Confidence": 0.772, "X1": 0.73158, "Y1": 0.2892, "X2": 0.76316, "Y2": 0.289, "X3": 0.76184, "Y3": 0.2998, "X4": 0.73026, "Y4": 0.3008, "page": 0, "Index": 46}, {"Word": "46.03", "Confidence": 0.535, "X1": 0.35658, "Y1": 0.3132, "X2": 0.39868, "Y2": 0.313, "X3": 0.4, "Y3": 0.3278, "X4": 0.35789, "Y4": 0.3298, "page": 0, "Index": 47}, {"Word": "33", "Confidence": 0.856, "X1": 0.27895, "Y1": 0.3132, "X2": 0.3, "Y2": 0.313, "X3": 0.3, "Y3": 0.3308, "X4": 0.27895, "Y4": 0.3308, "page": 0, "Index": 48}, {"Word": "TAX", "Confidence": 0.968, "X1": 0.23026, "Y1": 0.3252, "X2": 0.25526, "Y2": 0.325, "X3": 0.25526, "Y3": 0.3438, "X4": 0.23026, "Y4": 0.3438, "page": 0, "Index": 49}, {"Word": "331", "Confidence": 0.998, "X1": 0.27368, "Y1": 0.3262, "X2": 0.30395, "Y2": 0.326, "X3": 0.30658, "Y3": 0.3458, "X4": 0.275, "Y4": 0.3478, "page": 0, "Index": 50}, {"Word": "1.04", "Confidence": 0.509, "X1": 0.36711, "Y1": 0.3282, "X2": 0.4, "Y2": 0.328, "X3": 0.40132, "Y3": 0.3438, "X4": 0.36842, "Y4": 0.3458, "page": 0, "Index": 51}, {"Word": "47.84", "Confidence": 0.604, "X1": 0.57763, "Y1": 0.3292, "X2": 0.62237, "Y2": 0.329, "X3": 0.62237, "Y3": 0.3458, "X4": 0.57632, "Y4": 0.3458, "page": 0, "Index": 52}, {"Word": "#", "Confidence": 0.526, "X1": 0.63026, "Y1": 0.3302, "X2": 0.64211, "Y2": 0.33, "X3": 0.64211, "Y3": 0.3458, "X4": 0.63026, "Y4": 0.3458, "page": 0, "Index": 53}, {"Word": "A+", "Confidence": 0.167, "X1": 0.66842, "Y1": 0.3272, "X2": 0.69079, "Y2": 0.327, "X3": 0.69079, "Y3": 0.3428, "X4": 0.66842, "Y4": 0.3428, "page": 0, "Index": 54}, {"Word": "447.84", "Confidence": 0.516, "X1": 0.71053, "Y1": 0.3282, "X2": 0.75526, "Y2": 0.328, "X3": 0.75526, "Y3": 0.3428, "X4": 0.71053, "Y4": 0.3428, "page": 0, "Index": 55}, {"Word": "HAR", "Confidence": 0.602, "X1": 0.12763, "Y1": 0.3472, "X2": 0.14605, "Y2": 0.347, "X3": 0.14605, "Y3": 0.3628, "X4": 0.12763, "Y4": 0.3638, "page": 0, "Index": 56}, {"Word": "13PRESTR", "Confidence": 0.647, "X1": 0.15, "Y1": 0.3472, "X2": 0.21842, "Y2": 0.347, "X3": 0.21842, "Y3": 0.3628, "X4": 0.15, "Y4": 0.3628, "page": 0, "Index": 57}, {"Word": "331", "Confidence": 0.685, "X1": 0.27632, "Y1": 0.3452, "X2": 0.30132, "Y2": 0.345, "X3": 0.30132, "Y3": 0.3638, "X4": 0.275, "Y4": 0.3628, "page": 0, "Index": 58}, {"Word": "3.67", "Confidence": 0.97, "X1": 0.36447, "Y1": 0.3442, "X2": 0.39868, "Y2": 0.344, "X3": 0.4, "Y3": 0.3628, "X4": 0.36579, "Y4": 0.3638, "page": 0, "Index": 59}, {"Word": "51.51", "Confidence": 0.995, "X1": 0.57632, "Y1": 0.3462, "X2": 0.62105, "Y2": 0.346, "X3": 0.62105, "Y3": 0.3608, "X4": 0.57632, "Y4": 0.3608, "page": 0, "Index": 60}, {"Word": "8*", "Confidence": 0.682, "X1": 0.66974, "Y1": 0.3582, "X2": 0.68947, "Y2": 0.358, "X3": 0.68947, "Y3": 0.3718, "X4": 0.66974, "Y4": 0.3718, "page": 0, "Index": 61}, {"Word": "51.51", "Confidence": 0.994, "X1": 0.70921, "Y1": 0.3552, "X2": 0.75263, "Y2": 0.355, "X3": 0.75263, "Y3": 0.3698, "X4": 0.70921, "Y4": 0.3708, "page": 0, "Index": 62}, {"Word": "53.58", "Confidence": 0.982, "X1": 0.57368, "Y1": 0.3722, "X2": 0.62237, "Y2": 0.372, "X3": 0.62237, "Y3": 0.3878, "X4": 0.575, "Y4": 0.3898, "page": 0, "Index": 63}, {"Word": "LOIST", "Confidence": 0.568, "X1": 0.225, "Y1": 0.3742, "X2": 0.27105, "Y2": 0.374, "X3": 0.26974, "Y3": 0.3918, "X4": 0.225, "Y4": 0.3918, "page": 0, "Index": 64}, {"Word": "331", "Confidence": 0.998, "X1": 0.27632, "Y1": 0.3742, "X2": 0.30921, "Y2": 0.374, "X3": 0.30789, "Y3": 0.3918, "X4": 0.275, "Y4": 0.3918, "page": 0, "Index": 65}, {"Word": "2.07", "Confidence": 0.979, "X1": 0.36579, "Y1": 0.3722, "X2": 0.40263, "Y2": 0.372, "X3": 0.40395, "Y3": 0.3898, "X4": 0.36711, "Y4": 0.3908, "page": 0, "Index": 66}, {"Word": "53.59", "Confidence": 0.655, "X1": 0.71053, "Y1": 0.3742, "X2": 0.75526, "Y2": 0.374, "X3": 0.75526, "Y3": 0.3888, "X4": 0.71053, "Y4": 0.3888, "page": 0, "Index": 67}, {"Word": "MAR", "Confidence": 0.026, "X1": 0.12763, "Y1": 0.3972, "X2": 0.14605, "Y2": 0.397, "X3": 0.14474, "Y3": 0.4138, "X4": 0.12632, "Y4": 0.4138, "page": 0, "Index": 68}, {"Word": "135", "Confidence": 0.27, "X1": 0.15132, "Y1": 0.3962, "X2": 0.18158, "Y2": 0.396, "X3": 0.18026, "Y3": 0.4138, "X4": 0.15, "Y4": 0.4138, "page": 0, "Index": 69}, {"Word": "46.00", "Confidence": 0.885, "X1": 0.35395, "Y1": 0.3942, "X2": 0.4, "Y2": 0.394, "X3": 0.40132, "Y3": 0.4118, "X4": 0.35395, "Y4": 0.4138, "page": 0, "Index": 70}, {"Word": "101.42", "Confidence": 0.991, "X1": 0.56842, "Y1": 0.4102, "X2": 0.62237, "Y2": 0.41, "X3": 0.62105, "Y3": 0.4258, "X4": 0.56842, "Y4": 0.4258, "page": 0, "Index": 71}, {"Word": "*", "Confidence": 0.841, "X1": 0.62895, "Y1": 0.4102, "X2": 0.64211, "Y2": 0.41, "X3": 0.64079, "Y3": 0.4258, "X4": 0.62895, "Y4": 0.4258, "page": 0, "Index": 72}, {"Word": "101.12", "Confidence": 0.754, "X1": 0.70132, "Y1": 0.4142, "X2": 0.75658, "Y2": 0.414, "X3": 0.75658, "Y3": 0.4298, "X4": 0.7, "Y4": 0.4288, "page": 0, "Index": 73}, {"Word": "PARTUR", "Confidence": 0.252, "X1": 0.12895, "Y1": 0.4372, "X2": 0.18026, "Y2": 0.437, "X3": 0.17895, "Y3": 0.4528, "X4": 0.12763, "Y4": 0.4538, "page": 0, "Index": 74}, {"Word": "TAX", "Confidence": 0.958, "X1": 0.23026, "Y1": 0.4342, "X2": 0.25789, "Y2": 0.434, "X3": 0.25789, "Y3": 0.4528, "X4": 0.23026, "Y4": 0.4528, "page": 0, "Index": 75}, {"Word": "331", "Confidence": 0.997, "X1": 0.27763, "Y1": 0.4372, "X2": 0.30263, "Y2": 0.437, "X3": 0.30263, "Y3": 0.4548, "X4": 0.27763, "Y4": 0.4548, "page": 0, "Index": 76}, {"Word": "1.8", "Confidence": 0.696, "X1": 0.36579, "Y1": 0.4362, "X2": 0.39342, "Y2": 0.436, "X3": 0.39474, "Y3": 0.4528, "X4": 0.36711, "Y4": 0.4548, "page": 0, "Index": 77}, {"Word": "14:9.26", "Confidence": 0.648, "X1": 0.56711, "Y1": 0.4372, "X2": 0.62368, "Y2": 0.437, "X3": 0.62237, "Y3": 0.4538, "X4": 0.56711, "Y4": 0.4538, "page": 0, "Index": 78}, {"Word": "*", "Confidence": 0.645, "X1": 0.62895, "Y1": 0.4382, "X2": 0.64211, "Y2": 0.438, "X3": 0.64079, "Y3": 0.4538, "X4": 0.62895, "Y4": 0.4538, "page": 0, "Index": 79}, {"Word": "A+", "Confidence": 0.591, "X1": 0.66974, "Y1": 0.4392, "X2": 0.69211, "Y2": 0.439, "X3": 0.69079, "Y3": 0.4528, "X4": 0.66974, "Y4": 0.4528, "page": 0, "Index": 80}, {"Word": "14:9.26", "Confidence": 0.631, "X1": 0.70263, "Y1": 0.4372, "X2": 0.75395, "Y2": 0.437, "X3": 0.75526, "Y3": 0.4528, "X4": 0.70263, "Y4": 0.4528, "page": 0, "Index": 81}, {"Word": "150.75", "Confidence": 0.62, "X1": 0.70132, "Y1": 0.4542, "X2": 0.75395, "Y2": 0.454, "X3": 0.75526, "Y3": 0.4678, "X4": 0.70263, "Y4": 0.4688, "page": 0, "Index": 82}, {"Word": "2:3", "Confidence": 0.053, "X1": 0.12763, "Y1": 0.4542, "X2": 0.14737, "Y2": 0.454, "X3": 0.14605, "Y3": 0.4698, "X4": 0.12632, "Y4": 0.4698, "page": 0, "Index": 83}, {"Word": "15ADESTR", "Confidence": 0.606, "X1": 0.15132, "Y1": 0.4562, "X2": 0.21974, "Y2": 0.456, "X3": 0.21711, "Y3": 0.4718, "X4": 0.15, "Y4": 0.4698, "page": 0, "Index": 84}, {"Word": "331", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.4542, "X2": 0.30132, "Y2": 0.454, "X3": 0.30395, "Y3": 0.4698, "X4": 0.27895, "Y4": 0.4718, "page": 0, "Index": 85}, {"Word": "11.49", "Confidence": 0.815, "X1": 0.35789, "Y1": 0.4532, "X2": 0.40132, "Y2": 0.453, "X3": 0.40132, "Y3": 0.4698, "X4": 0.35921, "Y4": 0.4708, "page": 0, "Index": 86}, {"Word": "CO'S", "Confidence": 0.605, "X1": 0.40263, "Y1": 0.4842, "X2": 0.36974, "Y2": 0.484, "X3": 0.36974, "Y3": 0.4698, "X4": 0.40132, "Y4": 0.4698, "page": 0, "Index": 87}, {"Word": "160.75", "Confidence": 0.996, "X1": 0.56711, "Y1": 0.4552, "X2": 0.62237, "Y2": 0.455, "X3": 0.62237, "Y3": 0.4718, "X4": 0.56711, "Y4": 0.4708, "page": 0, "Index": 88}, {"Word": "A*", "Confidence": 0.585, "X1": 0.66842, "Y1": 0.4562, "X2": 0.68947, "Y2": 0.456, "X3": 0.69079, "Y3": 0.4698, "X4": 0.66974, "Y4": 0.4718, "page": 0, "Index": 89}, {"Word": "POR", "Confidence": 0.061, "X1": 0.12237, "Y1": 0.4692, "X2": 0.14079, "Y2": 0.469, "X3": 0.14211, "Y3": 0.4858, "X4": 0.12237, "Y4": 0.4868, "page": 0, "Index": 90}, {"Word": "152", "Confidence": 0.474, "X1": 0.14474, "Y1": 0.4682, "X2": 0.18026, "Y2": 0.468, "X3": 0.18158, "Y3": 0.4838, "X4": 0.14605, "Y4": 0.4858, "page": 0, "Index": 91}, {"Word": "BEVDE", "Confidence": 0.594, "X1": 0.22632, "Y1": 0.4672, "X2": 0.26842, "Y2": 0.467, "X3": 0.26974, "Y3": 0.4858, "X4": 0.22632, "Y4": 0.4878, "page": 0, "Index": 92}, {"Word": "A+", "Confidence": 0.077, "X1": 0.67105, "Y1": 0.4662, "X2": 0.68816, "Y2": 0.466, "X3": 0.68947, "Y3": 0.4798, "X4": 0.67237, "Y4": 0.4798, "page": 0, "Index": 93}, {"Word": "163.75", "Confidence": 0.983, "X1": 0.7, "Y1": 0.4652, "X2": 0.75526, "Y2": 0.465, "X3": 0.75526, "Y3": 0.4798, "X4": 0.70132, "Y4": 0.4798, "page": 0, "Index": 94}, {"Word": "TAR", "Confidence": 0.01, "X1": 0.13158, "Y1": 0.4822, "X2": 0.14474, "Y2": 0.482, "X3": 0.14474, "Y3": 0.4978, "X4": 0.13026, "Y4": 0.4988, "page": 0, "Index": 95}, {"Word": "5.", "Confidence": 0.115, "X1": 0.36842, "Y1": 0.4812, "X2": 0.38421, "Y2": 0.481, "X3": 0.38289, "Y3": 0.4958, "X4": 0.36842, "Y4": 0.4958, "page": 0, "Index": 96}, {"Word": "169.13", "Confidence": 0.66, "X1": 0.56842, "Y1": 0.4792, "X2": 0.62368, "Y2": 0.479, "X3": 0.62368, "Y3": 0.4978, "X4": 0.56842, "Y4": 0.4988, "page": 0, "Index": 97}, {"Word": "169.13", "Confidence": 0.997, "X1": 0.7, "Y1": 0.4812, "X2": 0.75526, "Y2": 0.481, "X3": 0.75395, "Y3": 0.4958, "X4": 0.70132, "Y4": 0.4958, "page": 0, "Index": 98}, {"Word": "ISFFESTR", "Confidence": 0.193, "X1": 0.15, "Y1": 0.4842, "X2": 0.21974, "Y2": 0.484, "X3": 0.21842, "Y3": 0.5008, "X4": 0.14868, "Y4": 0.4978, "page": 0, "Index": 99}, {"Word": "LDIST", "Confidence": 0.963, "X1": 0.22895, "Y1": 0.4962, "X2": 0.26974, "Y2": 0.496, "X3": 0.26974, "Y3": 0.5158, "X4": 0.22763, "Y4": 0.5158, "page": 0, "Index": 100}, {"Word": "331", "Confidence": 0.997, "X1": 0.27368, "Y1": 0.4962, "X2": 0.30263, "Y2": 0.496, "X3": 0.30395, "Y3": 0.5158, "X4": 0.275, "Y4": 0.5158, "page": 0, "Index": 101}, {"Word": "LOIST", "Confidence": 0.636, "X1": 0.22763, "Y1": 0.5122, "X2": 0.27368, "Y2": 0.512, "X3": 0.275, "Y3": 0.5328, "X4": 0.22763, "Y4": 0.5328, "page": 0, "Index": 102}, {"Word": "2.79", "Confidence": 0.657, "X1": 0.36711, "Y1": 0.5152, "X2": 0.39605, "Y2": 0.515, "X3": 0.39605, "Y3": 0.5308, "X4": 0.36711, "Y4": 0.5298, "page": 0, "Index": 103}, {"Word": "174.21", "Confidence": 0.994, "X1": 0.56711, "Y1": 0.5152, "X2": 0.61974, "Y2": 0.515, "X3": 0.62105, "Y3": 0.5298, "X4": 0.56711, "Y4": 0.5308, "page": 0, "Index": 104}, {"Word": "C*", "Confidence": 0.782, "X1": 0.66711, "Y1": 0.5182, "X2": 0.69079, "Y2": 0.518, "X3": 0.68947, "Y3": 0.5358, "X4": 0.66711, "Y4": 0.5358, "page": 0, "Index": 105}, {"Word": "174.21", "Confidence": 0.991, "X1": 0.7, "Y1": 0.5162, "X2": 0.75789, "Y2": 0.516, "X3": 0.75658, "Y3": 0.5348, "X4": 0.7, "Y4": 0.5358, "page": 0, "Index": 106}, {"Word": "16.00", "Confidence": 0.47, "X1": 0.36316, "Y1": 0.5302, "X2": 0.4, "Y2": 0.53, "X3": 0.4, "Y3": 0.5458, "X4": 0.36316, "Y4": 0.5468, "page": 0, "Index": 107}, {"Word": "ROCKY", "Confidence": 0.263, "X1": 0.23026, "Y1": 0.5302, "X2": 0.26053, "Y2": 0.53, "X3": 0.26053, "Y3": 0.5488, "X4": 0.23026, "Y4": 0.5488, "page": 0, "Index": 108}, {"Word": "35", "Confidence": 0.608, "X1": 0.27368, "Y1": 0.5272, "X2": 0.29737, "Y2": 0.527, "X3": 0.29868, "Y3": 0.5508, "X4": 0.27368, "Y4": 0.5518, "page": 0, "Index": 109}, {"Word": "TAX", "Confidence": 0.967, "X1": 0.23026, "Y1": 0.5442, "X2": 0.25789, "Y2": 0.544, "X3": 0.25789, "Y3": 0.5638, "X4": 0.23026, "Y4": 0.5638, "page": 0, "Index": 110}, {"Word": "331", "Confidence": 0.881, "X1": 0.27368, "Y1": 0.5442, "X2": 0.30395, "Y2": 0.544, "X3": 0.30395, "Y3": 0.5658, "X4": 0.27368, "Y4": 0.5658, "page": 0, "Index": 111}, {"Word": "1.8", "Confidence": 0.77, "X1": 0.36711, "Y1": 0.5482, "X2": 0.39342, "Y2": 0.548, "X3": 0.39211, "Y3": 0.5638, "X4": 0.36711, "Y4": 0.5628, "page": 0, "Index": 112}, {"Word": "222.05", "Confidence": 0.995, "X1": 0.56579, "Y1": 0.5472, "X2": 0.62237, "Y2": 0.547, "X3": 0.62237, "Y3": 0.5648, "X4": 0.56579, "Y4": 0.5638, "page": 0, "Index": 113}, {"Word": "*", "Confidence": 0.672, "X1": 0.62895, "Y1": 0.5482, "X2": 0.64211, "Y2": 0.548, "X3": 0.64079, "Y3": 0.5648, "X4": 0.62763, "Y4": 0.5648, "page": 0, "Index": 114}, {"Word": "222.05", "Confidence": 0.991, "X1": 0.7, "Y1": 0.5502, "X2": 0.75395, "Y2": 0.55, "X3": 0.75395, "Y3": 0.5668, "X4": 0.7, "Y4": 0.5658, "page": 0, "Index": 115}, {"Word": "PAR", "Confidence": 0.507, "X1": 0.12237, "Y1": 0.5692, "X2": 0.14474, "Y2": 0.569, "X3": 0.14474, "Y3": 0.5858, "X4": 0.12237, "Y4": 0.5868, "page": 0, "Index": 116}, {"Word": "16FFESTR", "Confidence": 0.511, "X1": 0.14868, "Y1": 0.5682, "X2": 0.21842, "Y2": 0.568, "X3": 0.21711, "Y3": 0.5848, "X4": 0.14868, "Y4": 0.5858, "page": 0, "Index": 117}, {"Word": "331", "Confidence": 0.994, "X1": 0.27368, "Y1": 0.5662, "X2": 0.30921, "Y2": 0.566, "X3": 0.30921, "Y3": 0.5858, "X4": 0.27368, "Y4": 0.5848, "page": 0, "Index": 118}, {"Word": "4.55", "Confidence": 0.77, "X1": 0.36711, "Y1": 0.5642, "X2": 0.4, "Y2": 0.564, "X3": 0.4, "Y3": 0.5838, "X4": 0.36711, "Y4": 0.5848, "page": 0, "Index": 119}, {"Word": "226.60", "Confidence": 0.995, "X1": 0.56579, "Y1": 0.5692, "X2": 0.62105, "Y2": 0.569, "X3": 0.62105, "Y3": 0.5838, "X4": 0.56579, "Y4": 0.5828, "page": 0, "Index": 120}, {"Word": "226.50", "Confidence": 0.748, "X1": 0.7, "Y1": 0.5702, "X2": 0.75263, "Y2": 0.57, "X3": 0.75132, "Y3": 0.5858, "X4": 0.7, "Y4": 0.5858, "page": 0, "Index": 121}, {"Word": "228.39", "Confidence": 0.993, "X1": 0.56579, "Y1": 0.5882, "X2": 0.62237, "Y2": 0.588, "X3": 0.62237, "Y3": 0.6038, "X4": 0.56447, "Y4": 0.6028, "page": 0, "Index": 122}, {"Word": "c*", "Confidence": 0.844, "X1": 0.66842, "Y1": 0.5872, "X2": 0.69079, "Y2": 0.587, "X3": 0.69079, "Y3": 0.6048, "X4": 0.66842, "Y4": 0.6048, "page": 0, "Index": 123}, {"Word": "223.39", "Confidence": 0.795, "X1": 0.69868, "Y1": 0.5882, "X2": 0.75526, "Y2": 0.588, "X3": 0.75526, "Y3": 0.6058, "X4": 0.69868, "Y4": 0.6048, "page": 0, "Index": 124}, {"Word": "1:33", "Confidence": 0.32, "X1": 0.36579, "Y1": 0.5872, "X2": 0.39737, "Y2": 0.587, "X3": 0.4, "Y3": 0.6138, "X4": 0.36579, "Y4": 0.6158, "page": 0, "Index": 125}, {"Word": "TAX", "Confidence": 0.675, "X1": 0.22763, "Y1": 0.6082, "X2": 0.25, "Y2": 0.608, "X3": 0.25132, "Y3": 0.6318, "X4": 0.22763, "Y4": 0.6318, "page": 0, "Index": 126}, {"Word": "1.64", "Confidence": 0.68, "X1": 0.36579, "Y1": 0.6122, "X2": 0.39868, "Y2": 0.612, "X3": 0.40132, "Y3": 0.6308, "X4": 0.36579, "Y4": 0.6328, "page": 0, "Index": 127}, {"Word": "276.23", "Confidence": 0.944, "X1": 0.56447, "Y1": 0.6152, "X2": 0.62237, "Y2": 0.615, "X3": 0.62105, "Y3": 0.6318, "X4": 0.56316, "Y4": 0.6308, "page": 0, "Index": 128}, {"Word": "*", "Confidence": 0.118, "X1": 0.62632, "Y1": 0.6152, "X2": 0.63947, "Y2": 0.615, "X3": 0.63947, "Y3": 0.6328, "X4": 0.62632, "Y4": 0.6318, "page": 0, "Index": 129}, {"Word": "GUEST", "Confidence": 0.847, "X1": 0.33684, "Y1": 0.6982, "X2": 0.37895, "Y2": 0.698, "X3": 0.37895, "Y3": 0.7098, "X4": 0.33684, "Y4": 0.7098, "page": 0, "Index": 130}, {"Word": "STATEMENT", "Confidence": 0.994, "X1": 0.38289, "Y1": 0.6982, "X2": 0.46447, "Y2": 0.698, "X3": 0.46447, "Y3": 0.7088, "X4": 0.38289, "Y4": 0.7098, "page": 0, "Index": 131}, {"Word": "CHARGE", "Confidence": 0.816, "X1": 0.44737, "Y1": 0.7112, "X2": 0.49474, "Y2": 0.711, "X3": 0.49474, "Y3": 0.7228, "X4": 0.44737, "Y4": 0.7228, "page": 0, "Index": 132}, {"Word": "TO.", "Confidence": 0.825, "X1": 0.49737, "Y1": 0.7102, "X2": 0.51842, "Y2": 0.71, "X3": 0.51842, "Y3": 0.7218, "X4": 0.49737, "Y4": 0.7218, "page": 0, "Index": 133}, {"Word": "STREET_", "Confidence": 0.616, "X1": 0.44605, "Y1": 0.7312, "X2": 0.50132, "Y2": 0.731, "X3": 0.50263, "Y3": 0.7428, "X4": 0.44605, "Y4": 0.7428, "page": 0, "Index": 134}, {"Word": "*CITY", "Confidence": 0.665, "X1": 0.43684, "Y1": 0.7492, "X2": 0.47237, "Y2": 0.749, "X3": 0.47237, "Y3": 0.7638, "X4": 0.43816, "Y4": 0.7638, "page": 0, "Index": 135}, {"Word": "&", "Confidence": 0.002, "X1": 0.47632, "Y1": 0.7502, "X2": 0.48421, "Y2": 0.75, "X3": 0.48553, "Y3": 0.7638, "X4": 0.47632, "Y4": 0.7638, "page": 0, "Index": 136}, {"Word": "STATE.", "Confidence": 0.656, "X1": 0.48816, "Y1": 0.7502, "X2": 0.53158, "Y2": 0.75, "X3": 0.53158, "Y3": 0.7638, "X4": 0.48947, "Y4": 0.7638, "page": 0, "Index": 137}, {"Word": "TUTBY", "Confidence": 0.073, "X1": 0.55526, "Y1": 0.7562, "X2": 0.58947, "Y2": 0.756, "X3": 0.58947, "Y3": 0.7678, "X4": 0.55526, "Y4": 0.7678, "page": 0, "Index": 138}, {"Word": "TITULOY", "Confidence": 0.065, "X1": 0.59211, "Y1": 0.7562, "X2": 0.64474, "Y2": 0.756, "X3": 0.64605, "Y3": 0.7678, "X4": 0.59211, "Y4": 0.7678, "page": 0, "Index": 139}, {"Word": "REUTHERET", "Confidence": 0.225, "X1": 0.64868, "Y1": 0.7542, "X2": 0.70921, "Y2": 0.754, "X3": 0.70921, "Y3": 0.7658, "X4": 0.64868, "Y4": 0.7678, "page": 0, "Index": 140}, {"Word": "DCAN", "Confidence": 0.315, "X1": 0.48684, "Y1": 0.7662, "X2": 0.52763, "Y2": 0.766, "X3": 0.52763, "Y3": 0.7818, "X4": 0.48553, "Y4": 0.7818, "page": 0, "Index": 141}, {"Word": "D", "Confidence": 0.547, "X1": 0.56447, "Y1": 0.7672, "X2": 0.57632, "Y2": 0.767, "X3": 0.57632, "Y3": 0.7818, "X4": 0.56316, "Y4": 0.7818, "page": 0, "Index": 142}, {"Word": "CHECK", "Confidence": 0.743, "X1": 0.58158, "Y1": 0.7682, "X2": 0.63026, "Y2": 0.768, "X3": 0.63026, "Y3": 0.7808, "X4": 0.58158, "Y4": 0.7818, "page": 0, "Index": 143}, {"Word": "OCREDIT", "Confidence": 0.799, "X1": 0.66316, "Y1": 0.7672, "X2": 0.725, "Y2": 0.767, "X3": 0.725, "Y3": 0.7808, "X4": 0.66316, "Y4": 0.7818, "page": 0, "Index": 144}, {"Word": "CARD", "Confidence": 0.853, "X1": 0.72895, "Y1": 0.7682, "X2": 0.76447, "Y2": 0.768, "X3": 0.76316, "Y3": 0.7818, "X4": 0.72763, "Y4": 0.7808, "page": 0, "Index": 145}, {"Word": "..", "Confidence": 0.935, "X1": 0.60132, "Y1": 0.7972, "X2": 0.60263, "Y2": 0.797, "X3": 0.59211, "Y3": 0.7978, "X4": 0.59079, "Y4": 0.7858, "page": 0, "Index": 146}]}
|
"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"
|
ffkh0125
| 1 |
{"lines_data": [{"Word": "Mr. Gary Weinstrup .", "Confidence": 0.9965, "X1": 0.16766, "Y1": 0.0582, "X2": 0.40599, "Y2": 0.058, "X3": 0.40599, "Y3": 0.0738, "X4": 0.16766, "Y4": 0.0728, "page": 0}, {"Word": "People Magazine", "Confidence": 0.995, "X1": 0.16886, "Y1": 0.0732, "X2": 0.34731, "Y2": 0.073, "X3": 0.34731, "Y3": 0.0878, "X4": 0.16886, "Y4": 0.0868, "page": 0}, {"Word": "July 2, 1991", "Confidence": 0.98267, "X1": 0.17006, "Y1": 0.0882, "X2": 0.31617, "Y2": 0.088, "X3": 0.31617, "Y3": 0.1018, "X4": 0.17006, "Y4": 0.1028, "page": 0}, {"Word": "(Page 2)", "Confidence": 0.986, "X1": 0.17246, "Y1": 0.1162, "X2": 0.26707, "Y2": 0.116, "X3": 0.26707, "Y3": 0.1328, "X4": 0.17246, "Y4": 0.1338, "page": 0}, {"Word": "Please call with any questions.", "Confidence": 0.9928, "X1": 0.16766, "Y1": 0.1752, "X2": 0.53772, "Y2": 0.175, "X3": 0.53772, "Y3": 0.1928, "X4": 0.16766, "Y4": 0.1928, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.992, "X1": 0.51377, "Y1": 0.2062, "X2": 0.63114, "Y2": 0.206, "X3": 0.63114, "Y3": 0.2228, "X4": 0.51377, "Y4": 0.2218, "page": 0}, {"Word": "LEO BURNETT U.S.A.", "Confidence": 0.99467, "X1": 0.51257, "Y1": 0.2352, "X2": 0.72814, "Y2": 0.235, "X3": 0.72814, "Y3": 0.2518, "X4": 0.51257, "Y4": 0.2528, "page": 0}, {"Word": "Kathlen J. mcarthur", "Confidence": 0.27467, "X1": 0.5485, "Y1": 0.2592, "X2": 0.79042, "Y2": 0.259, "X3": 0.79162, "Y3": 0.2868, "X4": 0.5485, "Y4": 0.2908, "page": 0}, {"Word": "Kathleen McArthur", "Confidence": 0.992, "X1": 0.51497, "Y1": 0.2942, "X2": 0.71976, "Y2": 0.294, "X3": 0.71976, "Y3": 0.3098, "X4": 0.51497, "Y4": 0.3098, "page": 0}, {"Word": "Senior Media Buyer/Planner", "Confidence": 0.99567, "X1": 0.51617, "Y1": 0.3092, "X2": 0.82395, "Y2": 0.309, "X3": 0.82395, "Y3": 0.3258, "X4": 0.51617, "Y4": 0.3258, "page": 0}, {"Word": "Pal A. Kaph", "Confidence": 0.53967, "X1": 0.52695, "Y1": 0.3312, "X2": 0.7521, "Y2": 0.331, "X3": 0.7521, "Y3": 0.3618, "X4": 0.52695, "Y4": 0.3628, "page": 0}, {"Word": "Paul Kaplan", "Confidence": 0.989, "X1": 0.51617, "Y1": 0.3682, "X2": 0.65269, "Y2": 0.368, "X3": 0.65269, "Y3": 0.3848, "X4": 0.51617, "Y4": 0.3848, "page": 0}, {"Word": "Media Buyer/Planner", "Confidence": 0.9945, "X1": 0.51497, "Y1": 0.3842, "X2": 0.74491, "Y2": 0.384, "X3": 0.74491, "Y3": 0.3998, "X4": 0.51497, "Y4": 0.3988, "page": 0}, {"Word": "KM/PK/sle", "Confidence": 0.958, "X1": 0.17246, "Y1": 0.4142, "X2": 0.28623, "Y2": 0.414, "X3": 0.28623, "Y3": 0.4288, "X4": 0.17246, "Y4": 0.4278, "page": 0}, {"Word": "MPMLPK. 104", "Confidence": 0.9965, "X1": 0.17126, "Y1": 0.4292, "X2": 0.29341, "Y2": 0.429, "X3": 0.29341, "Y3": 0.4438, "X4": 0.17126, "Y4": 0.4438, "page": 0}, {"Word": "cc: Phyllis LaRusso - PMCO.", "Confidence": 0.9478, "X1": 0.17365, "Y1": 0.4582, "X2": 0.50539, "Y2": 0.458, "X3": 0.50539, "Y3": 0.4738, "X4": 0.17365, "Y4": 0.4738, "page": 0}, {"Word": "Jack Hanrahan - LBCO.", "Confidence": 0.968, "X1": 0.22874, "Y1": 0.4752, "X2": 0.48862, "Y2": 0.475, "X3": 0.48862, "Y3": 0.4888, "X4": 0.22874, "Y4": 0.4888, "page": 0}, {"Word": "Stephanie Massler - LBCO.", "Confidence": 0.9675, "X1": 0.23234, "Y1": 0.4892, "X2": 0.52934, "Y2": 0.489, "X3": 0.52934, "Y3": 0.5038, "X4": 0.23234, "Y4": 0.5038, "page": 0}, {"Word": "Bill Harmon - LBCO.", "Confidence": 0.9625, "X1": 0.23114, "Y1": 0.5042, "X2": 0.46347, "Y2": 0.504, "X3": 0.46347, "Y3": 0.5188, "X4": 0.23114, "Y4": 0.5178, "page": 0}, {"Word": "Michelle Makuch - LBCo.", "Confidence": 0.98575, "X1": 0.23234, "Y1": 0.5192, "X2": 0.50539, "Y2": 0.519, "X3": 0.50539, "Y3": 0.5338, "X4": 0.23234, "Y4": 0.5338, "page": 0}, {"Word": "Joe Hoffer - LBCO.", "Confidence": 0.9855, "X1": 0.23234, "Y1": 0.5342, "X2": 0.4479, "Y2": 0.534, "X3": 0.4479, "Y3": 0.5498, "X4": 0.23234, "Y4": 0.5488, "page": 0}, {"Word": "2041795341", "Confidence": 0.993, "X1": 0.95808, "Y1": 0.9192, "X2": 0.95569, "Y2": 0.919, "X3": 0.93533, "Y3": 0.9178, "X4": 0.93653, "Y4": 0.8218, "page": 0}], "words_data": [{"Word": "Mr.", "Confidence": 0.998, "X1": 0.17006, "Y1": 0.0582, "X2": 0.20719, "Y2": 0.058, "X3": 0.20599, "Y3": 0.0718, "X4": 0.16886, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "Gary", "Confidence": 0.998, "X1": 0.21677, "Y1": 0.0582, "X2": 0.26467, "Y2": 0.058, "X3": 0.26347, "Y3": 0.0718, "X4": 0.21437, "Y4": 0.0718, "page": 0, "Index": 1}, {"Word": "Weinstrup", "Confidence": 0.995, "X1": 0.27665, "Y1": 0.0592, "X2": 0.38323, "Y2": 0.059, "X3": 0.38204, "Y3": 0.0738, "X4": 0.27545, "Y4": 0.0718, "page": 0, "Index": 2}, {"Word": ".", "Confidence": 0.995, "X1": 0.39521, "Y1": 0.0602, "X2": 0.40479, "Y2": 0.06, "X3": 0.40359, "Y3": 0.0738, "X4": 0.39401, "Y4": 0.0738, "page": 0, "Index": 3}, {"Word": "People", "Confidence": 0.996, "X1": 0.17126, "Y1": 0.0732, "X2": 0.23952, "Y2": 0.073, "X3": 0.23832, "Y3": 0.0868, "X4": 0.17006, "Y4": 0.0878, "page": 0, "Index": 4}, {"Word": "Magazine", "Confidence": 0.994, "X1": 0.2515, "Y1": 0.0742, "X2": 0.34731, "Y2": 0.074, "X3": 0.34731, "Y3": 0.0878, "X4": 0.2515, "Y4": 0.0868, "page": 0, "Index": 5}, {"Word": "July", "Confidence": 0.988, "X1": 0.17126, "Y1": 0.0882, "X2": 0.21677, "Y2": 0.088, "X3": 0.21557, "Y3": 0.1028, "X4": 0.17006, "Y4": 0.1028, "page": 0, "Index": 6}, {"Word": "2,", "Confidence": 0.971, "X1": 0.22994, "Y1": 0.0882, "X2": 0.25389, "Y2": 0.088, "X3": 0.25269, "Y3": 0.1028, "X4": 0.22874, "Y4": 0.1028, "page": 0, "Index": 7}, {"Word": "1991", "Confidence": 0.989, "X1": 0.26707, "Y1": 0.0882, "X2": 0.31138, "Y2": 0.088, "X3": 0.31018, "Y3": 0.1018, "X4": 0.26587, "Y4": 0.1028, "page": 0, "Index": 8}, {"Word": "(Page", "Confidence": 0.993, "X1": 0.17365, "Y1": 0.1162, "X2": 0.22994, "Y2": 0.116, "X3": 0.22874, "Y3": 0.1338, "X4": 0.17365, "Y4": 0.1338, "page": 0, "Index": 9}, {"Word": "2)", "Confidence": 0.979, "X1": 0.24311, "Y1": 0.1172, "X2": 0.26707, "Y2": 0.117, "X3": 0.26467, "Y3": 0.1338, "X4": 0.24072, "Y4": 0.1338, "page": 0, "Index": 10}, {"Word": "Please", "Confidence": 0.997, "X1": 0.17126, "Y1": 0.1762, "X2": 0.24072, "Y2": 0.176, "X3": 0.24072, "Y3": 0.1928, "X4": 0.17006, "Y4": 0.1938, "page": 0, "Index": 11}, {"Word": "call", "Confidence": 0.983, "X1": 0.25269, "Y1": 0.1762, "X2": 0.3006, "Y2": 0.176, "X3": 0.3006, "Y3": 0.1928, "X4": 0.2515, "Y4": 0.1928, "page": 0, "Index": 12}, {"Word": "with", "Confidence": 0.991, "X1": 0.31138, "Y1": 0.1762, "X2": 0.36048, "Y2": 0.176, "X3": 0.36048, "Y3": 0.1928, "X4": 0.31018, "Y4": 0.1928, "page": 0, "Index": 13}, {"Word": "any", "Confidence": 0.998, "X1": 0.37246, "Y1": 0.1762, "X2": 0.40838, "Y2": 0.176, "X3": 0.40719, "Y3": 0.1928, "X4": 0.37126, "Y4": 0.1928, "page": 0, "Index": 14}, {"Word": "questions.", "Confidence": 0.995, "X1": 0.41916, "Y1": 0.1762, "X2": 0.53772, "Y2": 0.176, "X3": 0.53772, "Y3": 0.1938, "X4": 0.41916, "Y4": 0.1928, "page": 0, "Index": 15}, {"Word": "Sincerely,", "Confidence": 0.992, "X1": 0.51497, "Y1": 0.2062, "X2": 0.63114, "Y2": 0.206, "X3": 0.63114, "Y3": 0.2238, "X4": 0.51497, "Y4": 0.2218, "page": 0, "Index": 16}, {"Word": "LEO", "Confidence": 0.998, "X1": 0.51497, "Y1": 0.2362, "X2": 0.5497, "Y2": 0.236, "X3": 0.5497, "Y3": 0.2528, "X4": 0.51497, "Y4": 0.2528, "page": 0, "Index": 17}, {"Word": "BURNETT", "Confidence": 0.991, "X1": 0.56048, "Y1": 0.2352, "X2": 0.64551, "Y2": 0.235, "X3": 0.64551, "Y3": 0.2528, "X4": 0.56048, "Y4": 0.2528, "page": 0, "Index": 18}, {"Word": "U.S.A.", "Confidence": 0.995, "X1": 0.65389, "Y1": 0.2362, "X2": 0.72814, "Y2": 0.236, "X3": 0.72814, "Y3": 0.2528, "X4": 0.65389, "Y4": 0.2528, "page": 0, "Index": 19}, {"Word": "mcarthur", "Confidence": 0.507, "X1": 0.68024, "Y1": 0.2602, "X2": 0.78204, "Y2": 0.26, "X3": 0.78323, "Y3": 0.2868, "X4": 0.68024, "Y4": 0.2898, "page": 0, "Index": 20}, {"Word": "Kathlen", "Confidence": 0.244, "X1": 0.5497, "Y1": 0.2622, "X2": 0.62994, "Y2": 0.262, "X3": 0.62994, "Y3": 0.2898, "X4": 0.5497, "Y4": 0.2918, "page": 0, "Index": 21}, {"Word": "J.", "Confidence": 0.073, "X1": 0.64431, "Y1": 0.2612, "X2": 0.67305, "Y2": 0.261, "X3": 0.67425, "Y3": 0.2898, "X4": 0.64431, "Y4": 0.2898, "page": 0, "Index": 22}, {"Word": "Kathleen", "Confidence": 0.991, "X1": 0.51497, "Y1": 0.2952, "X2": 0.60838, "Y2": 0.295, "X3": 0.60838, "Y3": 0.3098, "X4": 0.51497, "Y4": 0.3108, "page": 0, "Index": 23}, {"Word": "McArthur", "Confidence": 0.993, "X1": 0.61916, "Y1": 0.2952, "X2": 0.71497, "Y2": 0.295, "X3": 0.71497, "Y3": 0.3098, "X4": 0.61916, "Y4": 0.3098, "page": 0, "Index": 24}, {"Word": "Senior", "Confidence": 0.997, "X1": 0.51737, "Y1": 0.3112, "X2": 0.58443, "Y2": 0.311, "X3": 0.58443, "Y3": 0.3258, "X4": 0.51737, "Y4": 0.3258, "page": 0, "Index": 25}, {"Word": "Media", "Confidence": 0.997, "X1": 0.59521, "Y1": 0.3102, "X2": 0.65509, "Y2": 0.31, "X3": 0.65509, "Y3": 0.3268, "X4": 0.59521, "Y4": 0.3268, "page": 0, "Index": 26}, {"Word": "Buyer/Planner", "Confidence": 0.993, "X1": 0.66707, "Y1": 0.3092, "X2": 0.82156, "Y2": 0.309, "X3": 0.82036, "Y3": 0.3258, "X4": 0.66707, "Y4": 0.3268, "page": 0, "Index": 27}, {"Word": "Pal", "Confidence": 0.127, "X1": 0.52814, "Y1": 0.3322, "X2": 0.59521, "Y2": 0.332, "X3": 0.59521, "Y3": 0.3628, "X4": 0.52934, "Y4": 0.3628, "page": 0, "Index": 28}, {"Word": "A.", "Confidence": 0.887, "X1": 0.6024, "Y1": 0.3312, "X2": 0.62395, "Y2": 0.331, "X3": 0.62515, "Y3": 0.3628, "X4": 0.6024, "Y4": 0.3628, "page": 0, "Index": 29}, {"Word": "Kaph", "Confidence": 0.605, "X1": 0.63114, "Y1": 0.3322, "X2": 0.70898, "Y2": 0.332, "X3": 0.70898, "Y3": 0.3628, "X4": 0.63234, "Y4": 0.3628, "page": 0, "Index": 30}, {"Word": "Paul", "Confidence": 0.984, "X1": 0.51737, "Y1": 0.3692, "X2": 0.56287, "Y2": 0.369, "X3": 0.56168, "Y3": 0.3858, "X4": 0.51617, "Y4": 0.3848, "page": 0, "Index": 31}, {"Word": "Kaplan", "Confidence": 0.994, "X1": 0.57365, "Y1": 0.3702, "X2": 0.64431, "Y2": 0.37, "X3": 0.64431, "Y3": 0.3858, "X4": 0.57246, "Y4": 0.3858, "page": 0, "Index": 32}, {"Word": "Media", "Confidence": 0.997, "X1": 0.51617, "Y1": 0.3842, "X2": 0.57246, "Y2": 0.384, "X3": 0.57365, "Y3": 0.3998, "X4": 0.51617, "Y4": 0.3998, "page": 0, "Index": 33}, {"Word": "Buyer/Planner", "Confidence": 0.992, "X1": 0.58563, "Y1": 0.3852, "X2": 0.73772, "Y2": 0.385, "X3": 0.73772, "Y3": 0.3998, "X4": 0.58563, "Y4": 0.3998, "page": 0, "Index": 34}, {"Word": "KM/PK/sle", "Confidence": 0.958, "X1": 0.17246, "Y1": 0.4152, "X2": 0.27784, "Y2": 0.415, "X3": 0.27784, "Y3": 0.4298, "X4": 0.17246, "Y4": 0.4288, "page": 0, "Index": 35}, {"Word": "MPMLPK.", "Confidence": 0.995, "X1": 0.17246, "Y1": 0.4302, "X2": 0.25509, "Y2": 0.43, "X3": 0.25389, "Y3": 0.4438, "X4": 0.17246, "Y4": 0.4438, "page": 0, "Index": 36}, {"Word": "104", "Confidence": 0.998, "X1": 0.25749, "Y1": 0.4302, "X2": 0.29102, "Y2": 0.43, "X3": 0.29102, "Y3": 0.4448, "X4": 0.25749, "Y4": 0.4438, "page": 0, "Index": 37}, {"Word": "cc:", "Confidence": 0.806, "X1": 0.17365, "Y1": 0.4592, "X2": 0.20838, "Y2": 0.459, "X3": 0.20838, "Y3": 0.4738, "X4": 0.17365, "Y4": 0.4738, "page": 0, "Index": 38}, {"Word": "Phyllis", "Confidence": 0.958, "X1": 0.23234, "Y1": 0.4592, "X2": 0.31497, "Y2": 0.459, "X3": 0.31377, "Y3": 0.4738, "X4": 0.23114, "Y4": 0.4738, "page": 0, "Index": 39}, {"Word": "LaRusso", "Confidence": 0.991, "X1": 0.32814, "Y1": 0.4592, "X2": 0.40958, "Y2": 0.459, "X3": 0.40838, "Y3": 0.4738, "X4": 0.32695, "Y4": 0.4738, "page": 0, "Index": 40}, {"Word": "-", "Confidence": 0.993, "X1": 0.42395, "Y1": 0.4592, "X2": 0.43473, "Y2": 0.459, "X3": 0.43353, "Y3": 0.4738, "X4": 0.42275, "Y4": 0.4738, "page": 0, "Index": 41}, {"Word": "PMCO.", "Confidence": 0.991, "X1": 0.44671, "Y1": 0.4602, "X2": 0.50539, "Y2": 0.46, "X3": 0.50539, "Y3": 0.4748, "X4": 0.44551, "Y4": 0.4738, "page": 0, "Index": 42}, {"Word": "Jack", "Confidence": 0.987, "X1": 0.23234, "Y1": 0.4752, "X2": 0.27784, "Y2": 0.475, "X3": 0.27784, "Y3": 0.4888, "X4": 0.23114, "Y4": 0.4888, "page": 0, "Index": 43}, {"Word": "Hanrahan", "Confidence": 0.993, "X1": 0.29102, "Y1": 0.4752, "X2": 0.38443, "Y2": 0.475, "X3": 0.38323, "Y3": 0.4888, "X4": 0.28982, "Y4": 0.4888, "page": 0, "Index": 44}, {"Word": "-", "Confidence": 0.997, "X1": 0.4, "Y1": 0.4752, "X2": 0.40958, "Y2": 0.475, "X3": 0.40958, "Y3": 0.4888, "X4": 0.3988, "Y4": 0.4888, "page": 0, "Index": 45}, {"Word": "LBCO.", "Confidence": 0.895, "X1": 0.42275, "Y1": 0.4762, "X2": 0.48263, "Y2": 0.476, "X3": 0.48024, "Y3": 0.4898, "X4": 0.42156, "Y4": 0.4888, "page": 0, "Index": 46}, {"Word": "Stephanie", "Confidence": 0.995, "X1": 0.23353, "Y1": 0.4902, "X2": 0.33772, "Y2": 0.49, "X3": 0.33772, "Y3": 0.5038, "X4": 0.23353, "Y4": 0.5038, "page": 0, "Index": 47}, {"Word": "Massler", "Confidence": 0.955, "X1": 0.3497, "Y1": 0.4902, "X2": 0.43353, "Y2": 0.49, "X3": 0.43353, "Y3": 0.5038, "X4": 0.3497, "Y4": 0.5038, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.968, "X1": 0.44671, "Y1": 0.4902, "X2": 0.45749, "Y2": 0.49, "X3": 0.45749, "Y3": 0.5038, "X4": 0.4479, "Y4": 0.5038, "page": 0, "Index": 49}, {"Word": "LBCO.", "Confidence": 0.952, "X1": 0.46946, "Y1": 0.4902, "X2": 0.52934, "Y2": 0.49, "X3": 0.53054, "Y3": 0.5048, "X4": 0.47066, "Y4": 0.5038, "page": 0, "Index": 50}, {"Word": "Bill", "Confidence": 0.991, "X1": 0.23353, "Y1": 0.5052, "X2": 0.27904, "Y2": 0.505, "X3": 0.27904, "Y3": 0.5188, "X4": 0.23353, "Y4": 0.5178, "page": 0, "Index": 51}, {"Word": "Harmon", "Confidence": 0.997, "X1": 0.29102, "Y1": 0.5052, "X2": 0.36048, "Y2": 0.505, "X3": 0.36048, "Y3": 0.5188, "X4": 0.29102, "Y4": 0.5188, "page": 0, "Index": 52}, {"Word": "-", "Confidence": 0.928, "X1": 0.37605, "Y1": 0.5052, "X2": 0.38563, "Y2": 0.505, "X3": 0.38563, "Y3": 0.5188, "X4": 0.37605, "Y4": 0.5188, "page": 0, "Index": 53}, {"Word": "LBCO.", "Confidence": 0.934, "X1": 0.3988, "Y1": 0.5052, "X2": 0.45868, "Y2": 0.505, "X3": 0.45868, "Y3": 0.5188, "X4": 0.3988, "Y4": 0.5188, "page": 0, "Index": 54}, {"Word": "Michelle", "Confidence": 0.994, "X1": 0.23353, "Y1": 0.5192, "X2": 0.32695, "Y2": 0.519, "X3": 0.32575, "Y3": 0.5328, "X4": 0.23353, "Y4": 0.5328, "page": 0, "Index": 55}, {"Word": "Makuch", "Confidence": 0.997, "X1": 0.33772, "Y1": 0.5192, "X2": 0.40838, "Y2": 0.519, "X3": 0.40838, "Y3": 0.5338, "X4": 0.33772, "Y4": 0.5328, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.997, "X1": 0.42395, "Y1": 0.5192, "X2": 0.43353, "Y2": 0.519, "X3": 0.43353, "Y3": 0.5338, "X4": 0.42275, "Y4": 0.5338, "page": 0, "Index": 57}, {"Word": "LBCo.", "Confidence": 0.955, "X1": 0.44671, "Y1": 0.5192, "X2": 0.50419, "Y2": 0.519, "X3": 0.50419, "Y3": 0.5348, "X4": 0.44551, "Y4": 0.5338, "page": 0, "Index": 58}, {"Word": "Joe", "Confidence": 0.998, "X1": 0.23353, "Y1": 0.5352, "X2": 0.26707, "Y2": 0.535, "X3": 0.26707, "Y3": 0.5498, "X4": 0.23353, "Y4": 0.5498, "page": 0, "Index": 59}, {"Word": "Hoffer", "Confidence": 0.997, "X1": 0.27904, "Y1": 0.5352, "X2": 0.3509, "Y2": 0.535, "X3": 0.3497, "Y3": 0.5498, "X4": 0.27904, "Y4": 0.5498, "page": 0, "Index": 60}, {"Word": "-", "Confidence": 0.994, "X1": 0.36527, "Y1": 0.5352, "X2": 0.37605, "Y2": 0.535, "X3": 0.37485, "Y3": 0.5498, "X4": 0.36527, "Y4": 0.5498, "page": 0, "Index": 61}, {"Word": "LBCO.", "Confidence": 0.953, "X1": 0.38802, "Y1": 0.5372, "X2": 0.44671, "Y2": 0.537, "X3": 0.44671, "Y3": 0.5488, "X4": 0.38802, "Y4": 0.5498, "page": 0, "Index": 62}, {"Word": "2041795341", "Confidence": 0.993, "X1": 0.95689, "Y1": 0.9172, "X2": 0.95569, "Y2": 0.917, "X3": 0.93533, "Y3": 0.9168, "X4": 0.93772, "Y4": 0.8238, "page": 0, "Index": 63}]}
|
"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"
|
ffkh0125
| 0 |
{"lines_data": [{"Word": "LEO BURNETT U.S.A.", "Confidence": 0.99467, "X1": 0.43608, "Y1": 0.0432, "X2": 0.62605, "Y2": 0.043, "X3": 0.62605, "Y3": 0.0608, "X4": 0.43608, "Y4": 0.0608, "page": 0}, {"Word": "July 2, 1991", "Confidence": 0.99067, "X1": 0.49821, "Y1": 0.1122, "X2": 0.64516, "Y2": 0.112, "X3": 0.64516, "Y3": 0.1308, "X4": 0.49821, "Y4": 0.1318, "page": 0}, {"Word": "Mr. Gary Weinstrup", "Confidence": 0.99267, "X1": 0.15771, "Y1": 0.1602, "X2": 0.37515, "Y2": 0.16, "X3": 0.37515, "Y3": 0.1758, "X4": 0.15771, "Y4": 0.1758, "page": 0}, {"Word": "People Magazine", "Confidence": 0.9955, "X1": 0.1589, "Y1": 0.1762, "X2": 0.33692, "Y2": 0.176, "X3": 0.33692, "Y3": 0.1898, "X4": 0.1589, "Y4": 0.1898, "page": 0}, {"Word": "303 East Ohio Street", "Confidence": 0.96725, "X1": 0.1589, "Y1": 0.1902, "X2": 0.40024, "Y2": 0.19, "X3": 0.40024, "Y3": 0.2048, "X4": 0.1589, "Y4": 0.2048, "page": 0}, {"Word": "Suite 2700", "Confidence": 0.9935, "X1": 0.1589, "Y1": 0.2052, "X2": 0.28674, "Y2": 0.205, "X3": 0.28674, "Y3": 0.2188, "X4": 0.1589, "Y4": 0.2198, "page": 0}, {"Word": "Chicago, IL 60611", "Confidence": 0.99467, "X1": 0.1589, "Y1": 0.2202, "X2": 0.37515, "Y2": 0.22, "X3": 0.37515, "Y3": 0.2358, "X4": 0.1589, "Y4": 0.2358, "page": 0}, {"Word": "RE:", "Confidence": 0.963, "X1": 0.33811, "Y1": 0.2652, "X2": 0.38351, "Y2": 0.265, "X3": 0.38232, "Y3": 0.2798, "X4": 0.33692, "Y4": 0.2788, "page": 0}, {"Word": "OCTOBER BENSON & HEDGES INSERT", "Confidence": 0.9888, "X1": 0.38949, "Y1": 0.2642, "X2": 0.75508, "Y2": 0.264, "X3": 0.75508, "Y3": 0.2808, "X4": 0.38949, "Y4": 0.2818, "page": 0}, {"Word": "Dear Gary:", "Confidence": 0.9955, "X1": 0.1589, "Y1": 0.3112, "X2": 0.27957, "Y2": 0.311, "X3": 0.27838, "Y3": 0.3258, "X4": 0.15771, "Y4": 0.3248, "page": 0}, {"Word": "Attached please find a blueprint of the supplied business reply", "Confidence": 0.9958, "X1": 0.15771, "Y1": 0.3392, "X2": 0.90681, "Y2": 0.339, "X3": 0.90681, "Y3": 0.3558, "X4": 0.15771, "Y4": 0.3558, "page": 0}, {"Word": "card Benson & Hedges is planning to run along with a page in the", "Confidence": 0.99436, "X1": 0.1589, "Y1": 0.3552, "X2": 0.91756, "Y2": 0.355, "X3": 0.91756, "Y3": 0.3698, "X4": 0.1589, "Y4": 0.3688, "page": 0}, {"Word": "October issue of People Magazine.", "Confidence": 0.9952, "X1": 0.1589, "Y1": 0.3692, "X2": 0.55197, "Y2": 0.369, "X3": 0.55197, "Y3": 0.3838, "X4": 0.1589, "Y4": 0.3848, "page": 0}, {"Word": "The supplied business reply card will be printed on 70 1b Gloss", "Confidence": 0.98, "X1": 0.1589, "Y1": 0.3992, "X2": 0.908, "Y2": 0.399, "X3": 0.908, "Y3": 0.4138, "X4": 0.1589, "Y4": 0.4148, "page": 0}, {"Word": "Text. The card must jog to the foot. Please inform Leo Burnett", "Confidence": 0.99558, "X1": 0.1589, "Y1": 0.4142, "X2": 0.91876, "Y2": 0.414, "X3": 0.91876, "Y3": 0.4288, "X4": 0.1589, "Y4": 0.4288, "page": 0}, {"Word": "Company's Media and Production departments immediately if there is", "Confidence": 0.99367, "X1": 0.1601, "Y1": 0.4302, "X2": 0.94146, "Y2": 0.43, "X3": 0.94146, "Y3": 0.4448, "X4": 0.1601, "Y4": 0.4448, "page": 0}, {"Word": "a problem.", "Confidence": 0.991, "X1": 0.1601, "Y1": 0.4462, "X2": 0.27599, "Y2": 0.446, "X3": 0.27599, "Y3": 0.4588, "X4": 0.1601, "Y4": 0.4588, "page": 0}, {"Word": "We need the following information in writing by Wednesday,", "Confidence": 0.993, "X1": 0.15771, "Y1": 0.4732, "X2": 0.85185, "Y2": 0.473, "X3": 0.85185, "Y3": 0.4898, "X4": 0.15771, "Y4": 0.4888, "page": 0}, {"Word": "July 3rd. Leo Burnett Company's fax number is (312) 220-6511.", "Confidence": 0.9901, "X1": 0.15651, "Y1": 0.4892, "X2": 0.88889, "Y2": 0.489, "X3": 0.88889, "Y3": 0.5038, "X4": 0.15651, "Y4": 0.5048, "page": 0}, {"Word": "1.", "Confidence": 0.998, "X1": 0.22103, "Y1": 0.5192, "X2": 0.24134, "Y2": 0.519, "X3": 0.24134, "Y3": 0.5328, "X4": 0.22103, "Y4": 0.5328, "page": 0}, {"Word": "Provide us with your magazine's U.S. (only) circulation", "Confidence": 0.99237, "X1": 0.27718, "Y1": 0.5182, "X2": 0.92951, "Y2": 0.518, "X3": 0.92951, "Y3": 0.5338, "X4": 0.27718, "Y4": 0.5338, "page": 0}, {"Word": "and print order for october only.", "Confidence": 0.987, "X1": 0.27599, "Y1": 0.5332, "X2": 0.66786, "Y2": 0.533, "X3": 0.66786, "Y3": 0.5488, "X4": 0.27599, "Y4": 0.5488, "page": 0}, {"Word": "2.", "Confidence": 0.941, "X1": 0.21983, "Y1": 0.5632, "X2": 0.24014, "Y2": 0.563, "X3": 0.24014, "Y3": 0.5768, "X4": 0.21864, "Y4": 0.5778, "page": 0}, {"Word": "Please confirm that your magazine will jog to the foot", "Confidence": 0.9911, "X1": 0.27838, "Y1": 0.5632, "X2": 0.91756, "Y2": 0.563, "X3": 0.91756, "Y3": 0.5778, "X4": 0.27838, "Y4": 0.5768, "page": 0}, {"Word": "and the card will run flush to the foot.", "Confidence": 0.99578, "X1": 0.27838, "Y1": 0.5782, "X2": 0.75986, "Y2": 0.578, "X3": 0.75986, "Y3": 0.5938, "X4": 0.27838, "Y4": 0.5928, "page": 0}, {"Word": "3.", "Confidence": 0.916, "X1": 0.22103, "Y1": 0.6092, "X2": 0.24014, "Y2": 0.609, "X3": 0.23895, "Y3": 0.6238, "X4": 0.22103, "Y4": 0.6238, "page": 0}, {"Word": "Please detail the commissionable cost using the 1991", "Confidence": 0.9945, "X1": 0.27718, "Y1": 0.6082, "X2": 0.89247, "Y2": 0.608, "X3": 0.89247, "Y3": 0.6238, "X4": 0.27718, "Y4": 0.6218, "page": 0}, {"Word": "level listed on the contract.", "Confidence": 0.9808, "X1": 0.27957, "Y1": 0.6232, "X2": 0.61649, "Y2": 0.623, "X3": 0.61649, "Y3": 0.6378, "X4": 0.27957, "Y4": 0.6368, "page": 0}, {"Word": "4.", "Confidence": 0.852, "X1": 0.21983, "Y1": 0.6542, "X2": 0.24014, "Y2": 0.654, "X3": 0.24014, "Y3": 0.6658, "X4": 0.22103, "Y4": 0.6658, "page": 0}, {"Word": "Identify any production costs, postal premiums as", "Confidence": 0.99557, "X1": 0.27838, "Y1": 0.6522, "X2": 0.85783, "Y2": 0.652, "X3": 0.85783, "Y3": 0.6688, "X4": 0.27838, "Y4": 0.6668, "page": 0}, {"Word": "commmissionable or non-commissionable.", "Confidence": 0.97033, "X1": 0.27838, "Y1": 0.6682, "X2": 0.72282, "Y2": 0.668, "X3": 0.72282, "Y3": 0.6828, "X4": 0.27838, "Y4": 0.6818, "page": 0}, {"Word": "5.", "Confidence": 0.922, "X1": 0.22222, "Y1": 0.6982, "X2": 0.23895, "Y2": 0.698, "X3": 0.23775, "Y3": 0.7108, "X4": 0.21983, "Y4": 0.7108, "page": 0}, {"Word": "Provide, in writing, your agreement to position the page", "Confidence": 0.99433, "X1": 0.27718, "Y1": 0.6982, "X2": 0.94146, "Y2": 0.698, "X3": 0.94146, "Y3": 0.7138, "X4": 0.27718, "Y4": 0.7118, "page": 0}, {"Word": "plus card in a right-hand page position in the first", "Confidence": 0.9942, "X1": 0.27599, "Y1": 0.7132, "X2": 0.90084, "Y2": 0.713, "X3": 0.90084, "Y3": 0.7288, "X4": 0.27599, "Y4": 0.7278, "page": 0}, {"Word": "quarter of magazine.", "Confidence": 0.99567, "X1": 0.27838, "Y1": 0.7282, "X2": 0.51374, "Y2": 0.728, "X3": 0.51374, "Y3": 0.7428, "X4": 0.27838, "Y4": 0.7438, "page": 0}, {"Word": "6.", "Confidence": 0.994, "X1": 0.21864, "Y1": 0.7602, "X2": 0.24612, "Y2": 0.76, "X3": 0.24492, "Y3": 0.7708, "X4": 0.21864, "Y4": 0.7708, "page": 0}, {"Word": "Provide us with the national page egivalency of the card", "Confidence": 0.9602, "X1": 0.27838, "Y1": 0.7582, "X2": 0.94146, "Y2": 0.758, "X3": 0.94146, "Y3": 0.7738, "X4": 0.27838, "Y4": 0.7728, "page": 0}, {"Word": "to be applied to our contract.", "Confidence": 0.994, "X1": 0.27957, "Y1": 0.7722, "X2": 0.62963, "Y2": 0.772, "X3": 0.62963, "Y3": 0.7888, "X4": 0.27957, "Y4": 0.7878, "page": 0}, {"Word": "7.", "Confidence": 0.997, "X1": 0.21983, "Y1": 0.8022, "X2": 0.24253, "Y2": 0.802, "X3": 0.24253, "Y3": 0.8158, "X4": 0.21983, "Y4": 0.8158, "page": 0}, {"Word": "Supply us with space close and material close.", "Confidence": 0.99588, "X1": 0.27599, "Y1": 0.8012, "X2": 0.82079, "Y2": 0.801, "X3": 0.82079, "Y3": 0.8188, "X4": 0.27599, "Y4": 0.8188, "page": 0}, {"Word": "2041795340", "Confidence": 0.994, "X1": 0.98088, "Y1": 0.9202, "X2": 0.98805, "Y2": 0.92, "X3": 0.97013, "Y3": 0.9208, "X4": 0.96177, "Y4": 0.8218, "page": 0}, {"Word": "35 WEST WACKER DRIVE. CHICAGO, ILLINOIS 60601 (312) 220-5959 TELEX-254098", "Confidence": 0.8975, "X1": 0.22939, "Y1": 0.9162, "X2": 0.83274, "Y2": 0.916, "X3": 0.83393, "Y3": 0.9298, "X4": 0.22939, "Y4": 0.9338, "page": 0}], "words_data": [{"Word": "LEO", "Confidence": 0.995, "X1": 0.43728, "Y1": 0.0442, "X2": 0.47192, "Y2": 0.044, "X3": 0.47192, "Y3": 0.0608, "X4": 0.43728, "Y4": 0.0618, "page": 0, "Index": 0}, {"Word": "BURNETT", "Confidence": 0.996, "X1": 0.4767, "Y1": 0.0442, "X2": 0.56631, "Y2": 0.044, "X3": 0.56631, "Y3": 0.0598, "X4": 0.4767, "Y4": 0.0608, "page": 0, "Index": 1}, {"Word": "U.S.A.", "Confidence": 0.993, "X1": 0.57109, "Y1": 0.0452, "X2": 0.62605, "Y2": 0.045, "X3": 0.62605, "Y3": 0.0608, "X4": 0.57109, "Y4": 0.0598, "page": 0, "Index": 2}, {"Word": "July", "Confidence": 0.988, "X1": 0.50179, "Y1": 0.1132, "X2": 0.54958, "Y2": 0.113, "X3": 0.54839, "Y3": 0.1328, "X4": 0.5006, "Y4": 0.1318, "page": 0, "Index": 3}, {"Word": "2,", "Confidence": 0.996, "X1": 0.56033, "Y1": 0.1132, "X2": 0.58662, "Y2": 0.113, "X3": 0.58542, "Y3": 0.1318, "X4": 0.55914, "Y4": 0.1328, "page": 0, "Index": 4}, {"Word": "1991", "Confidence": 0.988, "X1": 0.59618, "Y1": 0.1132, "X2": 0.64397, "Y2": 0.113, "X3": 0.64397, "Y3": 0.1308, "X4": 0.59498, "Y4": 0.1318, "page": 0, "Index": 5}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.1589, "Y1": 0.1612, "X2": 0.19594, "Y2": 0.161, "X3": 0.19594, "Y3": 0.1758, "X4": 0.15771, "Y4": 0.1768, "page": 0, "Index": 6}, {"Word": "Gary", "Confidence": 0.989, "X1": 0.2055, "Y1": 0.1612, "X2": 0.25209, "Y2": 0.161, "X3": 0.25209, "Y3": 0.1748, "X4": 0.2043, "Y4": 0.1758, "page": 0, "Index": 7}, {"Word": "Weinstrup", "Confidence": 0.991, "X1": 0.26523, "Y1": 0.1612, "X2": 0.37157, "Y2": 0.161, "X3": 0.37157, "Y3": 0.1758, "X4": 0.26404, "Y4": 0.1748, "page": 0, "Index": 8}, {"Word": "People", "Confidence": 0.996, "X1": 0.1601, "Y1": 0.1762, "X2": 0.22939, "Y2": 0.176, "X3": 0.2282, "Y3": 0.1898, "X4": 0.1601, "Y4": 0.1908, "page": 0, "Index": 9}, {"Word": "Magazine", "Confidence": 0.995, "X1": 0.24134, "Y1": 0.1762, "X2": 0.33692, "Y2": 0.176, "X3": 0.33572, "Y3": 0.1908, "X4": 0.24134, "Y4": 0.1898, "page": 0, "Index": 10}, {"Word": "303", "Confidence": 0.998, "X1": 0.16129, "Y1": 0.1912, "X2": 0.19355, "Y2": 0.191, "X3": 0.19355, "Y3": 0.2048, "X4": 0.1601, "Y4": 0.2048, "page": 0, "Index": 11}, {"Word": "East", "Confidence": 0.991, "X1": 0.20669, "Y1": 0.1912, "X2": 0.25209, "Y2": 0.191, "X3": 0.25209, "Y3": 0.2048, "X4": 0.2055, "Y4": 0.2048, "page": 0, "Index": 12}, {"Word": "Ohio", "Confidence": 0.883, "X1": 0.26523, "Y1": 0.1902, "X2": 0.31183, "Y2": 0.19, "X3": 0.31063, "Y3": 0.2048, "X4": 0.26523, "Y4": 0.2048, "page": 0, "Index": 13}, {"Word": "Street", "Confidence": 0.997, "X1": 0.32497, "Y1": 0.1912, "X2": 0.39546, "Y2": 0.191, "X3": 0.39427, "Y3": 0.2048, "X4": 0.32497, "Y4": 0.2048, "page": 0, "Index": 14}, {"Word": "Suite", "Confidence": 0.997, "X1": 0.1601, "Y1": 0.2062, "X2": 0.21625, "Y2": 0.206, "X3": 0.21625, "Y3": 0.2198, "X4": 0.1601, "Y4": 0.2198, "page": 0, "Index": 15}, {"Word": "2700", "Confidence": 0.99, "X1": 0.23178, "Y1": 0.2062, "X2": 0.27599, "Y2": 0.206, "X3": 0.27599, "Y3": 0.2198, "X4": 0.23059, "Y4": 0.2198, "page": 0, "Index": 16}, {"Word": "Chicago,", "Confidence": 0.991, "X1": 0.1601, "Y1": 0.2212, "X2": 0.25687, "Y2": 0.221, "X3": 0.25568, "Y3": 0.2368, "X4": 0.1601, "Y4": 0.2358, "page": 0, "Index": 17}, {"Word": "IL", "Confidence": 0.996, "X1": 0.26643, "Y1": 0.2212, "X2": 0.28913, "Y2": 0.221, "X3": 0.28913, "Y3": 0.2368, "X4": 0.26643, "Y4": 0.2368, "page": 0, "Index": 18}, {"Word": "60611", "Confidence": 0.997, "X1": 0.31422, "Y1": 0.2212, "X2": 0.37276, "Y2": 0.221, "X3": 0.37157, "Y3": 0.2368, "X4": 0.31302, "Y4": 0.2368, "page": 0, "Index": 19}, {"Word": "RE:", "Confidence": 0.963, "X1": 0.33811, "Y1": 0.2652, "X2": 0.37515, "Y2": 0.265, "X3": 0.37515, "Y3": 0.2798, "X4": 0.33692, "Y4": 0.2788, "page": 0, "Index": 20}, {"Word": "OCTOBER", "Confidence": 0.958, "X1": 0.39427, "Y1": 0.2652, "X2": 0.4779, "Y2": 0.265, "X3": 0.4779, "Y3": 0.2808, "X4": 0.39427, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "BENSON", "Confidence": 0.996, "X1": 0.48984, "Y1": 0.2642, "X2": 0.56033, "Y2": 0.264, "X3": 0.56033, "Y3": 0.2808, "X4": 0.48984, "Y4": 0.2808, "page": 0, "Index": 22}, {"Word": "&", "Confidence": 0.996, "X1": 0.57467, "Y1": 0.2642, "X2": 0.58542, "Y2": 0.264, "X3": 0.58542, "Y3": 0.2808, "X4": 0.57348, "Y4": 0.2808, "page": 0, "Index": 23}, {"Word": "HEDGES", "Confidence": 0.997, "X1": 0.59498, "Y1": 0.2642, "X2": 0.66667, "Y2": 0.264, "X3": 0.66667, "Y3": 0.2808, "X4": 0.59498, "Y4": 0.2808, "page": 0, "Index": 24}, {"Word": "INSERT", "Confidence": 0.997, "X1": 0.67861, "Y1": 0.2642, "X2": 0.7491, "Y2": 0.264, "X3": 0.7491, "Y3": 0.2818, "X4": 0.67861, "Y4": 0.2808, "page": 0, "Index": 25}, {"Word": "Dear", "Confidence": 0.994, "X1": 0.1601, "Y1": 0.3112, "X2": 0.2055, "Y2": 0.311, "X3": 0.2055, "Y3": 0.3258, "X4": 0.1589, "Y4": 0.3248, "page": 0, "Index": 26}, {"Word": "Gary:", "Confidence": 0.997, "X1": 0.21864, "Y1": 0.3112, "X2": 0.27838, "Y2": 0.311, "X3": 0.27838, "Y3": 0.3258, "X4": 0.21744, "Y4": 0.3258, "page": 0, "Index": 27}, {"Word": "Attached", "Confidence": 0.996, "X1": 0.1589, "Y1": 0.3402, "X2": 0.25329, "Y2": 0.34, "X3": 0.25209, "Y3": 0.3548, "X4": 0.1589, "Y4": 0.3558, "page": 0, "Index": 28}, {"Word": "please", "Confidence": 0.997, "X1": 0.26523, "Y1": 0.3402, "X2": 0.33572, "Y2": 0.34, "X3": 0.33572, "Y3": 0.3548, "X4": 0.26404, "Y4": 0.3548, "page": 0, "Index": 29}, {"Word": "find", "Confidence": 0.989, "X1": 0.34886, "Y1": 0.3402, "X2": 0.39546, "Y2": 0.34, "X3": 0.39546, "Y3": 0.3548, "X4": 0.34886, "Y4": 0.3548, "page": 0, "Index": 30}, {"Word": "a", "Confidence": 0.998, "X1": 0.4086, "Y1": 0.3402, "X2": 0.41935, "Y2": 0.34, "X3": 0.41935, "Y3": 0.3548, "X4": 0.40741, "Y4": 0.3548, "page": 0, "Index": 31}, {"Word": "blueprint", "Confidence": 0.995, "X1": 0.4313, "Y1": 0.3402, "X2": 0.53763, "Y2": 0.34, "X3": 0.53763, "Y3": 0.3558, "X4": 0.43011, "Y4": 0.3548, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.54719, "Y1": 0.3402, "X2": 0.57228, "Y2": 0.34, "X3": 0.57228, "Y3": 0.3558, "X4": 0.54719, "Y4": 0.3558, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.58423, "Y1": 0.3402, "X2": 0.61888, "Y2": 0.34, "X3": 0.61888, "Y3": 0.3558, "X4": 0.58423, "Y4": 0.3558, "page": 0, "Index": 34}, {"Word": "supplied", "Confidence": 0.994, "X1": 0.63082, "Y1": 0.3402, "X2": 0.72521, "Y2": 0.34, "X3": 0.72521, "Y3": 0.3558, "X4": 0.63082, "Y4": 0.3558, "page": 0, "Index": 35}, {"Word": "business", "Confidence": 0.996, "X1": 0.73477, "Y1": 0.3402, "X2": 0.83035, "Y2": 0.34, "X3": 0.83035, "Y3": 0.3568, "X4": 0.73477, "Y4": 0.3558, "page": 0, "Index": 36}, {"Word": "reply", "Confidence": 0.997, "X1": 0.84349, "Y1": 0.3402, "X2": 0.90084, "Y2": 0.34, "X3": 0.90084, "Y3": 0.3568, "X4": 0.84349, "Y4": 0.3568, "page": 0, "Index": 37}, {"Word": "card", "Confidence": 0.989, "X1": 0.1601, "Y1": 0.3552, "X2": 0.2055, "Y2": 0.355, "X3": 0.2055, "Y3": 0.3688, "X4": 0.1601, "Y4": 0.3688, "page": 0, "Index": 38}, {"Word": "Benson", "Confidence": 0.997, "X1": 0.21744, "Y1": 0.3552, "X2": 0.28793, "Y2": 0.355, "X3": 0.28793, "Y3": 0.3688, "X4": 0.21744, "Y4": 0.3688, "page": 0, "Index": 39}, {"Word": "&", "Confidence": 0.981, "X1": 0.30108, "Y1": 0.3552, "X2": 0.31302, "Y2": 0.355, "X3": 0.31302, "Y3": 0.3698, "X4": 0.30108, "Y4": 0.3698, "page": 0, "Index": 40}, {"Word": "Hedges", "Confidence": 0.996, "X1": 0.32378, "Y1": 0.3552, "X2": 0.39427, "Y2": 0.355, "X3": 0.39427, "Y3": 0.3698, "X4": 0.32378, "Y4": 0.3698, "page": 0, "Index": 41}, {"Word": "is", "Confidence": 0.998, "X1": 0.4086, "Y1": 0.3552, "X2": 0.43011, "Y2": 0.355, "X3": 0.43011, "Y3": 0.3698, "X4": 0.4086, "Y4": 0.3698, "page": 0, "Index": 42}, {"Word": "planning", "Confidence": 0.994, "X1": 0.44205, "Y1": 0.3552, "X2": 0.53644, "Y2": 0.355, "X3": 0.53644, "Y3": 0.3698, "X4": 0.44205, "Y4": 0.3698, "page": 0, "Index": 43}, {"Word": "to", "Confidence": 0.998, "X1": 0.54958, "Y1": 0.3552, "X2": 0.57109, "Y2": 0.355, "X3": 0.57109, "Y3": 0.3698, "X4": 0.54958, "Y4": 0.3698, "page": 0, "Index": 44}, {"Word": "run", "Confidence": 0.998, "X1": 0.58542, "Y1": 0.3552, "X2": 0.61888, "Y2": 0.355, "X3": 0.61888, "Y3": 0.3698, "X4": 0.58423, "Y4": 0.3698, "page": 0, "Index": 45}, {"Word": "along", "Confidence": 0.997, "X1": 0.63202, "Y1": 0.3552, "X2": 0.68937, "Y2": 0.355, "X3": 0.68937, "Y3": 0.3708, "X4": 0.63202, "Y4": 0.3708, "page": 0, "Index": 46}, {"Word": "with", "Confidence": 0.991, "X1": 0.70131, "Y1": 0.3552, "X2": 0.74791, "Y2": 0.355, "X3": 0.74671, "Y3": 0.3708, "X4": 0.70131, "Y4": 0.3708, "page": 0, "Index": 47}, {"Word": "a", "Confidence": 0.995, "X1": 0.76225, "Y1": 0.3552, "X2": 0.7718, "Y2": 0.355, "X3": 0.7718, "Y3": 0.3708, "X4": 0.76225, "Y4": 0.3708, "page": 0, "Index": 48}, {"Word": "page", "Confidence": 0.991, "X1": 0.78375, "Y1": 0.3552, "X2": 0.83154, "Y2": 0.355, "X3": 0.83154, "Y3": 0.3708, "X4": 0.78375, "Y4": 0.3708, "page": 0, "Index": 49}, {"Word": "in", "Confidence": 0.998, "X1": 0.84588, "Y1": 0.3552, "X2": 0.86619, "Y2": 0.355, "X3": 0.86619, "Y3": 0.3708, "X4": 0.84588, "Y4": 0.3708, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.87933, "Y1": 0.3552, "X2": 0.91398, "Y2": 0.355, "X3": 0.91398, "Y3": 0.3708, "X4": 0.87933, "Y4": 0.3708, "page": 0, "Index": 51}, {"Word": "October", "Confidence": 0.996, "X1": 0.1601, "Y1": 0.3702, "X2": 0.24134, "Y2": 0.37, "X3": 0.24134, "Y3": 0.3848, "X4": 0.1601, "Y4": 0.3848, "page": 0, "Index": 52}, {"Word": "issue", "Confidence": 0.997, "X1": 0.25568, "Y1": 0.3702, "X2": 0.31302, "Y2": 0.37, "X3": 0.31183, "Y3": 0.3848, "X4": 0.25448, "Y4": 0.3848, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.32497, "Y1": 0.3702, "X2": 0.34886, "Y2": 0.37, "X3": 0.34767, "Y3": 0.3848, "X4": 0.32497, "Y4": 0.3848, "page": 0, "Index": 54}, {"Word": "People", "Confidence": 0.991, "X1": 0.36081, "Y1": 0.3702, "X2": 0.43011, "Y2": 0.37, "X3": 0.43011, "Y3": 0.3848, "X4": 0.35962, "Y4": 0.3848, "page": 0, "Index": 55}, {"Word": "Magazine.", "Confidence": 0.994, "X1": 0.44205, "Y1": 0.3712, "X2": 0.55078, "Y2": 0.371, "X3": 0.55078, "Y3": 0.3848, "X4": 0.44205, "Y4": 0.3848, "page": 0, "Index": 56}, {"Word": "The", "Confidence": 0.991, "X1": 0.16129, "Y1": 0.4002, "X2": 0.19355, "Y2": 0.4, "X3": 0.19355, "Y3": 0.4158, "X4": 0.1601, "Y4": 0.4158, "page": 0, "Index": 57}, {"Word": "supplied", "Confidence": 0.995, "X1": 0.2055, "Y1": 0.4002, "X2": 0.29988, "Y2": 0.4, "X3": 0.29988, "Y3": 0.4148, "X4": 0.2055, "Y4": 0.4158, "page": 0, "Index": 58}, {"Word": "business", "Confidence": 0.994, "X1": 0.31183, "Y1": 0.3992, "X2": 0.40621, "Y2": 0.399, "X3": 0.40621, "Y3": 0.4148, "X4": 0.31063, "Y4": 0.4148, "page": 0, "Index": 59}, {"Word": "reply", "Confidence": 0.997, "X1": 0.41935, "Y1": 0.3992, "X2": 0.4767, "Y2": 0.399, "X3": 0.47551, "Y3": 0.4148, "X4": 0.41935, "Y4": 0.4148, "page": 0, "Index": 60}, {"Word": "card", "Confidence": 0.991, "X1": 0.48984, "Y1": 0.3992, "X2": 0.53644, "Y2": 0.399, "X3": 0.53644, "Y3": 0.4148, "X4": 0.48984, "Y4": 0.4148, "page": 0, "Index": 61}, {"Word": "will", "Confidence": 0.991, "X1": 0.54719, "Y1": 0.3992, "X2": 0.59498, "Y2": 0.399, "X3": 0.59498, "Y3": 0.4148, "X4": 0.54719, "Y4": 0.4148, "page": 0, "Index": 62}, {"Word": "be", "Confidence": 0.997, "X1": 0.60693, "Y1": 0.3992, "X2": 0.63082, "Y2": 0.399, "X3": 0.63082, "Y3": 0.4148, "X4": 0.60573, "Y4": 0.4148, "page": 0, "Index": 63}, {"Word": "printed", "Confidence": 0.997, "X1": 0.64158, "Y1": 0.3992, "X2": 0.72521, "Y2": 0.399, "X3": 0.72521, "Y3": 0.4148, "X4": 0.64158, "Y4": 0.4148, "page": 0, "Index": 64}, {"Word": "on", "Confidence": 0.998, "X1": 0.73716, "Y1": 0.3992, "X2": 0.75986, "Y2": 0.399, "X3": 0.75986, "Y3": 0.4148, "X4": 0.73716, "Y4": 0.4148, "page": 0, "Index": 65}, {"Word": "70", "Confidence": 0.998, "X1": 0.77419, "Y1": 0.3992, "X2": 0.7957, "Y2": 0.399, "X3": 0.7957, "Y3": 0.4148, "X4": 0.77419, "Y4": 0.4148, "page": 0, "Index": 66}, {"Word": "1b", "Confidence": 0.815, "X1": 0.80884, "Y1": 0.3992, "X2": 0.83035, "Y2": 0.399, "X3": 0.83035, "Y3": 0.4148, "X4": 0.80884, "Y4": 0.4148, "page": 0, "Index": 67}, {"Word": "Gloss", "Confidence": 0.996, "X1": 0.84229, "Y1": 0.4002, "X2": 0.90203, "Y2": 0.4, "X3": 0.90203, "Y3": 0.4148, "X4": 0.84229, "Y4": 0.4148, "page": 0, "Index": 68}, {"Word": "Text.", "Confidence": 0.995, "X1": 0.1601, "Y1": 0.4152, "X2": 0.21864, "Y2": 0.415, "X3": 0.21744, "Y3": 0.4298, "X4": 0.1601, "Y4": 0.4298, "page": 0, "Index": 69}, {"Word": "The", "Confidence": 0.998, "X1": 0.24253, "Y1": 0.4152, "X2": 0.27599, "Y2": 0.415, "X3": 0.27599, "Y3": 0.4298, "X4": 0.24253, "Y4": 0.4298, "page": 0, "Index": 70}, {"Word": "card", "Confidence": 0.991, "X1": 0.28793, "Y1": 0.4152, "X2": 0.33453, "Y2": 0.415, "X3": 0.33453, "Y3": 0.4298, "X4": 0.28793, "Y4": 0.4298, "page": 0, "Index": 71}, {"Word": "must", "Confidence": 0.991, "X1": 0.34767, "Y1": 0.4142, "X2": 0.39427, "Y2": 0.414, "X3": 0.39427, "Y3": 0.4298, "X4": 0.34767, "Y4": 0.4298, "page": 0, "Index": 72}, {"Word": "jog", "Confidence": 0.998, "X1": 0.40741, "Y1": 0.4142, "X2": 0.44086, "Y2": 0.414, "X3": 0.44086, "Y3": 0.4298, "X4": 0.40741, "Y4": 0.4298, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.4552, "Y1": 0.4142, "X2": 0.4779, "Y2": 0.414, "X3": 0.4767, "Y3": 0.4298, "X4": 0.4552, "Y4": 0.4298, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.49104, "Y1": 0.4142, "X2": 0.52449, "Y2": 0.414, "X3": 0.52449, "Y3": 0.4298, "X4": 0.48984, "Y4": 0.4298, "page": 0, "Index": 75}, {"Word": "foot.", "Confidence": 0.996, "X1": 0.53883, "Y1": 0.4142, "X2": 0.59618, "Y2": 0.414, "X3": 0.59618, "Y3": 0.4298, "X4": 0.53883, "Y4": 0.4298, "page": 0, "Index": 76}, {"Word": "Please", "Confidence": 0.997, "X1": 0.61888, "Y1": 0.4152, "X2": 0.68937, "Y2": 0.415, "X3": 0.68817, "Y3": 0.4298, "X4": 0.61888, "Y4": 0.4298, "page": 0, "Index": 77}, {"Word": "inform", "Confidence": 0.991, "X1": 0.7037, "Y1": 0.4152, "X2": 0.7718, "Y2": 0.415, "X3": 0.7718, "Y3": 0.4298, "X4": 0.70251, "Y4": 0.4298, "page": 0, "Index": 78}, {"Word": "Leo", "Confidence": 0.998, "X1": 0.78495, "Y1": 0.4152, "X2": 0.81959, "Y2": 0.415, "X3": 0.81959, "Y3": 0.4298, "X4": 0.78495, "Y4": 0.4298, "page": 0, "Index": 79}, {"Word": "Burnett", "Confidence": 0.996, "X1": 0.83154, "Y1": 0.4162, "X2": 0.91398, "Y2": 0.416, "X3": 0.91398, "Y3": 0.4298, "X4": 0.83154, "Y4": 0.4298, "page": 0, "Index": 80}, {"Word": "Company's", "Confidence": 0.991, "X1": 0.1601, "Y1": 0.4302, "X2": 0.26523, "Y2": 0.43, "X3": 0.26523, "Y3": 0.4448, "X4": 0.1601, "Y4": 0.4448, "page": 0, "Index": 81}, {"Word": "Media", "Confidence": 0.997, "X1": 0.27599, "Y1": 0.4302, "X2": 0.33453, "Y2": 0.43, "X3": 0.33453, "Y3": 0.4448, "X4": 0.27599, "Y4": 0.4448, "page": 0, "Index": 82}, {"Word": "and", "Confidence": 0.998, "X1": 0.34886, "Y1": 0.4302, "X2": 0.38351, "Y2": 0.43, "X3": 0.38351, "Y3": 0.4448, "X4": 0.34886, "Y4": 0.4448, "page": 0, "Index": 83}, {"Word": "Production", "Confidence": 0.995, "X1": 0.39427, "Y1": 0.4302, "X2": 0.51254, "Y2": 0.43, "X3": 0.51254, "Y3": 0.4458, "X4": 0.39427, "Y4": 0.4448, "page": 0, "Index": 84}, {"Word": "departments", "Confidence": 0.978, "X1": 0.52569, "Y1": 0.4302, "X2": 0.65352, "Y2": 0.43, "X3": 0.65233, "Y3": 0.4458, "X4": 0.52449, "Y4": 0.4458, "page": 0, "Index": 85}, {"Word": "immediately", "Confidence": 0.991, "X1": 0.66786, "Y1": 0.4302, "X2": 0.7945, "Y2": 0.43, "X3": 0.7945, "Y3": 0.4458, "X4": 0.66786, "Y4": 0.4458, "page": 0, "Index": 86}, {"Word": "if", "Confidence": 0.998, "X1": 0.81004, "Y1": 0.4302, "X2": 0.83154, "Y2": 0.43, "X3": 0.83035, "Y3": 0.4458, "X4": 0.80884, "Y4": 0.4458, "page": 0, "Index": 87}, {"Word": "there", "Confidence": 0.997, "X1": 0.84468, "Y1": 0.4302, "X2": 0.90203, "Y2": 0.43, "X3": 0.90203, "Y3": 0.4458, "X4": 0.84468, "Y4": 0.4458, "page": 0, "Index": 88}, {"Word": "is", "Confidence": 0.998, "X1": 0.91637, "Y1": 0.4302, "X2": 0.93787, "Y2": 0.43, "X3": 0.93668, "Y3": 0.4458, "X4": 0.91517, "Y4": 0.4458, "page": 0, "Index": 89}, {"Word": "a", "Confidence": 0.991, "X1": 0.16129, "Y1": 0.4462, "X2": 0.17085, "Y2": 0.446, "X3": 0.17085, "Y3": 0.4598, "X4": 0.16129, "Y4": 0.4598, "page": 0, "Index": 90}, {"Word": "problem.", "Confidence": 0.991, "X1": 0.1828, "Y1": 0.4462, "X2": 0.27599, "Y2": 0.446, "X3": 0.27479, "Y3": 0.4598, "X4": 0.1828, "Y4": 0.4598, "page": 0, "Index": 91}, {"Word": "We", "Confidence": 0.981, "X1": 0.1589, "Y1": 0.4752, "X2": 0.1816, "Y2": 0.475, "X3": 0.18041, "Y3": 0.4898, "X4": 0.15771, "Y4": 0.4898, "page": 0, "Index": 92}, {"Word": "need", "Confidence": 0.985, "X1": 0.19474, "Y1": 0.4742, "X2": 0.24134, "Y2": 0.474, "X3": 0.24014, "Y3": 0.4898, "X4": 0.19355, "Y4": 0.4898, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.25448, "Y1": 0.4742, "X2": 0.28913, "Y2": 0.474, "X3": 0.28793, "Y3": 0.4898, "X4": 0.25329, "Y4": 0.4898, "page": 0, "Index": 94}, {"Word": "following", "Confidence": 0.995, "X1": 0.30227, "Y1": 0.4742, "X2": 0.40741, "Y2": 0.474, "X3": 0.40621, "Y3": 0.4898, "X4": 0.30227, "Y4": 0.4898, "page": 0, "Index": 95}, {"Word": "information", "Confidence": 0.994, "X1": 0.42055, "Y1": 0.4742, "X2": 0.54839, "Y2": 0.474, "X3": 0.54719, "Y3": 0.4898, "X4": 0.41935, "Y4": 0.4898, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.998, "X1": 0.56272, "Y1": 0.4742, "X2": 0.58303, "Y2": 0.474, "X3": 0.58184, "Y3": 0.4898, "X4": 0.56153, "Y4": 0.4898, "page": 0, "Index": 97}, {"Word": "writing", "Confidence": 0.997, "X1": 0.59498, "Y1": 0.4742, "X2": 0.67742, "Y2": 0.474, "X3": 0.67622, "Y3": 0.4898, "X4": 0.59498, "Y4": 0.4898, "page": 0, "Index": 98}, {"Word": "by", "Confidence": 0.998, "X1": 0.68937, "Y1": 0.4752, "X2": 0.71326, "Y2": 0.475, "X3": 0.71207, "Y3": 0.4898, "X4": 0.68817, "Y4": 0.4898, "page": 0, "Index": 99}, {"Word": "Wednesday,", "Confidence": 0.991, "X1": 0.72401, "Y1": 0.4762, "X2": 0.84468, "Y2": 0.476, "X3": 0.84349, "Y3": 0.4898, "X4": 0.72401, "Y4": 0.4898, "page": 0, "Index": 100}, {"Word": "July", "Confidence": 0.995, "X1": 0.1589, "Y1": 0.4902, "X2": 0.2055, "Y2": 0.49, "X3": 0.2043, "Y3": 0.5048, "X4": 0.15771, "Y4": 0.5048, "page": 0, "Index": 101}, {"Word": "3rd.", "Confidence": 0.983, "X1": 0.21864, "Y1": 0.4902, "X2": 0.26762, "Y2": 0.49, "X3": 0.26643, "Y3": 0.5048, "X4": 0.21744, "Y4": 0.5048, "page": 0, "Index": 102}, {"Word": "Leo", "Confidence": 0.958, "X1": 0.28913, "Y1": 0.4902, "X2": 0.32497, "Y2": 0.49, "X3": 0.32378, "Y3": 0.5048, "X4": 0.28793, "Y4": 0.5048, "page": 0, "Index": 103}, {"Word": "Burnett", "Confidence": 0.995, "X1": 0.33692, "Y1": 0.4902, "X2": 0.41935, "Y2": 0.49, "X3": 0.41816, "Y3": 0.5048, "X4": 0.33572, "Y4": 0.5048, "page": 0, "Index": 104}, {"Word": "Company's", "Confidence": 0.991, "X1": 0.4313, "Y1": 0.4902, "X2": 0.53644, "Y2": 0.49, "X3": 0.53524, "Y3": 0.5048, "X4": 0.43011, "Y4": 0.5048, "page": 0, "Index": 105}, {"Word": "fax", "Confidence": 0.998, "X1": 0.54958, "Y1": 0.4902, "X2": 0.58303, "Y2": 0.49, "X3": 0.58184, "Y3": 0.5048, "X4": 0.54958, "Y4": 0.5048, "page": 0, "Index": 106}, {"Word": "number", "Confidence": 0.995, "X1": 0.59618, "Y1": 0.4902, "X2": 0.66547, "Y2": 0.49, "X3": 0.66547, "Y3": 0.5048, "X4": 0.59618, "Y4": 0.5048, "page": 0, "Index": 107}, {"Word": "is", "Confidence": 0.998, "X1": 0.67981, "Y1": 0.4902, "X2": 0.70131, "Y2": 0.49, "X3": 0.70131, "Y3": 0.5048, "X4": 0.67981, "Y4": 0.5048, "page": 0, "Index": 108}, {"Word": "(312)", "Confidence": 0.997, "X1": 0.71685, "Y1": 0.4902, "X2": 0.773, "Y2": 0.49, "X3": 0.773, "Y3": 0.5048, "X4": 0.71685, "Y4": 0.5048, "page": 0, "Index": 109}, {"Word": "220-6511.", "Confidence": 0.991, "X1": 0.78495, "Y1": 0.4902, "X2": 0.89008, "Y2": 0.49, "X3": 0.89008, "Y3": 0.5038, "X4": 0.78495, "Y4": 0.5048, "page": 0, "Index": 110}, {"Word": "1.", "Confidence": 0.998, "X1": 0.22103, "Y1": 0.5192, "X2": 0.24134, "Y2": 0.519, "X3": 0.24134, "Y3": 0.5328, "X4": 0.22103, "Y4": 0.5328, "page": 0, "Index": 111}, {"Word": "Provide", "Confidence": 0.996, "X1": 0.27838, "Y1": 0.5182, "X2": 0.36081, "Y2": 0.518, "X3": 0.35962, "Y3": 0.5338, "X4": 0.27718, "Y4": 0.5338, "page": 0, "Index": 112}, {"Word": "us", "Confidence": 0.998, "X1": 0.37157, "Y1": 0.5182, "X2": 0.39546, "Y2": 0.518, "X3": 0.39427, "Y3": 0.5338, "X4": 0.37037, "Y4": 0.5338, "page": 0, "Index": 113}, {"Word": "with", "Confidence": 0.989, "X1": 0.40741, "Y1": 0.5182, "X2": 0.454, "Y2": 0.518, "X3": 0.454, "Y3": 0.5338, "X4": 0.40621, "Y4": 0.5338, "page": 0, "Index": 114}, {"Word": "your", "Confidence": 0.989, "X1": 0.46595, "Y1": 0.5182, "X2": 0.51374, "Y2": 0.518, "X3": 0.51254, "Y3": 0.5338, "X4": 0.46595, "Y4": 0.5338, "page": 0, "Index": 115}, {"Word": "magazine's", "Confidence": 0.991, "X1": 0.5233, "Y1": 0.5182, "X2": 0.64277, "Y2": 0.518, "X3": 0.64158, "Y3": 0.5348, "X4": 0.5233, "Y4": 0.5338, "page": 0, "Index": 116}, {"Word": "U.S.", "Confidence": 0.991, "X1": 0.65352, "Y1": 0.5182, "X2": 0.70251, "Y2": 0.518, "X3": 0.70251, "Y3": 0.5348, "X4": 0.65233, "Y4": 0.5348, "page": 0, "Index": 117}, {"Word": "(only)", "Confidence": 0.994, "X1": 0.71565, "Y1": 0.5182, "X2": 0.78495, "Y2": 0.518, "X3": 0.78375, "Y3": 0.5348, "X4": 0.71565, "Y4": 0.5348, "page": 0, "Index": 118}, {"Word": "circulation", "Confidence": 0.991, "X1": 0.7957, "Y1": 0.5182, "X2": 0.92473, "Y2": 0.518, "X3": 0.92354, "Y3": 0.5348, "X4": 0.7945, "Y4": 0.5348, "page": 0, "Index": 119}, {"Word": "and", "Confidence": 0.998, "X1": 0.27718, "Y1": 0.5342, "X2": 0.31183, "Y2": 0.534, "X3": 0.31063, "Y3": 0.5498, "X4": 0.27718, "Y4": 0.5498, "page": 0, "Index": 120}, {"Word": "print", "Confidence": 0.994, "X1": 0.32497, "Y1": 0.5342, "X2": 0.38351, "Y2": 0.534, "X3": 0.38232, "Y3": 0.5488, "X4": 0.32378, "Y4": 0.5488, "page": 0, "Index": 121}, {"Word": "order", "Confidence": 0.997, "X1": 0.39546, "Y1": 0.5342, "X2": 0.454, "Y2": 0.534, "X3": 0.45281, "Y3": 0.5488, "X4": 0.39427, "Y4": 0.5488, "page": 0, "Index": 122}, {"Word": "for", "Confidence": 0.998, "X1": 0.46714, "Y1": 0.5342, "X2": 0.5006, "Y2": 0.534, "X3": 0.5006, "Y3": 0.5488, "X4": 0.46714, "Y4": 0.5488, "page": 0, "Index": 123}, {"Word": "october", "Confidence": 0.94, "X1": 0.51254, "Y1": 0.5342, "X2": 0.59618, "Y2": 0.534, "X3": 0.59618, "Y3": 0.5488, "X4": 0.51254, "Y4": 0.5488, "page": 0, "Index": 124}, {"Word": "only.", "Confidence": 0.995, "X1": 0.60812, "Y1": 0.5352, "X2": 0.66786, "Y2": 0.535, "X3": 0.66786, "Y3": 0.5498, "X4": 0.60812, "Y4": 0.5488, "page": 0, "Index": 125}, {"Word": "2.", "Confidence": 0.941, "X1": 0.21983, "Y1": 0.5632, "X2": 0.23895, "Y2": 0.563, "X3": 0.24014, "Y3": 0.5768, "X4": 0.22103, "Y4": 0.5778, "page": 0, "Index": 126}, {"Word": "Please", "Confidence": 0.995, "X1": 0.27957, "Y1": 0.5622, "X2": 0.34767, "Y2": 0.562, "X3": 0.34767, "Y3": 0.5778, "X4": 0.27957, "Y4": 0.5778, "page": 0, "Index": 127}, {"Word": "confirm", "Confidence": 0.967, "X1": 0.35962, "Y1": 0.5632, "X2": 0.44205, "Y2": 0.563, "X3": 0.44086, "Y3": 0.5778, "X4": 0.35842, "Y4": 0.5778, "page": 0, "Index": 128}, {"Word": "that", "Confidence": 0.991, "X1": 0.454, "Y1": 0.5632, "X2": 0.5006, "Y2": 0.563, "X3": 0.5006, "Y3": 0.5778, "X4": 0.454, "Y4": 0.5778, "page": 0, "Index": 129}, {"Word": "your", "Confidence": 0.991, "X1": 0.51374, "Y1": 0.5632, "X2": 0.56033, "Y2": 0.563, "X3": 0.55914, "Y3": 0.5778, "X4": 0.51254, "Y4": 0.5778, "page": 0, "Index": 130}, {"Word": "magazine", "Confidence": 0.994, "X1": 0.57109, "Y1": 0.5632, "X2": 0.66547, "Y2": 0.563, "X3": 0.66547, "Y3": 0.5788, "X4": 0.57109, "Y4": 0.5778, "page": 0, "Index": 131}, {"Word": "will", "Confidence": 0.988, "X1": 0.67742, "Y1": 0.5632, "X2": 0.72401, "Y2": 0.563, "X3": 0.72282, "Y3": 0.5788, "X4": 0.67622, "Y4": 0.5788, "page": 0, "Index": 132}, {"Word": "jog", "Confidence": 0.998, "X1": 0.73716, "Y1": 0.5632, "X2": 0.7718, "Y2": 0.563, "X3": 0.77061, "Y3": 0.5788, "X4": 0.73716, "Y4": 0.5788, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.78495, "Y1": 0.5632, "X2": 0.80765, "Y2": 0.563, "X3": 0.80645, "Y3": 0.5788, "X4": 0.78375, "Y4": 0.5788, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.81959, "Y1": 0.5632, "X2": 0.85424, "Y2": 0.563, "X3": 0.85305, "Y3": 0.5788, "X4": 0.81959, "Y4": 0.5788, "page": 0, "Index": 135}, {"Word": "foot", "Confidence": 0.991, "X1": 0.86738, "Y1": 0.5632, "X2": 0.91398, "Y2": 0.563, "X3": 0.91278, "Y3": 0.5788, "X4": 0.86619, "Y4": 0.5788, "page": 0, "Index": 136}, {"Word": "and", "Confidence": 0.998, "X1": 0.27838, "Y1": 0.5782, "X2": 0.31063, "Y2": 0.578, "X3": 0.31183, "Y3": 0.5928, "X4": 0.27838, "Y4": 0.5928, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.998, "X1": 0.32497, "Y1": 0.5782, "X2": 0.35842, "Y2": 0.578, "X3": 0.35842, "Y3": 0.5928, "X4": 0.32616, "Y4": 0.5928, "page": 0, "Index": 138}, {"Word": "card", "Confidence": 0.989, "X1": 0.37037, "Y1": 0.5782, "X2": 0.41816, "Y2": 0.578, "X3": 0.41816, "Y3": 0.5938, "X4": 0.37157, "Y4": 0.5938, "page": 0, "Index": 139}, {"Word": "will", "Confidence": 0.989, "X1": 0.43011, "Y1": 0.5782, "X2": 0.4767, "Y2": 0.578, "X3": 0.4779, "Y3": 0.5938, "X4": 0.43011, "Y4": 0.5938, "page": 0, "Index": 140}, {"Word": "run", "Confidence": 0.998, "X1": 0.48984, "Y1": 0.5782, "X2": 0.52449, "Y2": 0.578, "X3": 0.52449, "Y3": 0.5938, "X4": 0.49104, "Y4": 0.5938, "page": 0, "Index": 141}, {"Word": "flush", "Confidence": 0.998, "X1": 0.53763, "Y1": 0.5792, "X2": 0.59379, "Y2": 0.579, "X3": 0.59498, "Y3": 0.5938, "X4": 0.53763, "Y4": 0.5938, "page": 0, "Index": 142}, {"Word": "to", "Confidence": 0.998, "X1": 0.60693, "Y1": 0.5792, "X2": 0.62963, "Y2": 0.579, "X3": 0.63082, "Y3": 0.5938, "X4": 0.60812, "Y4": 0.5938, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.64277, "Y1": 0.5792, "X2": 0.67742, "Y2": 0.579, "X3": 0.67742, "Y3": 0.5938, "X4": 0.64397, "Y4": 0.5938, "page": 0, "Index": 144}, {"Word": "foot.", "Confidence": 0.996, "X1": 0.69056, "Y1": 0.5792, "X2": 0.7491, "Y2": 0.579, "X3": 0.7503, "Y3": 0.5928, "X4": 0.69056, "Y4": 0.5938, "page": 0, "Index": 145}, {"Word": "3.", "Confidence": 0.916, "X1": 0.22342, "Y1": 0.6092, "X2": 0.24014, "Y2": 0.609, "X3": 0.24014, "Y3": 0.6238, "X4": 0.22342, "Y4": 0.6238, "page": 0, "Index": 146}, {"Word": "Please", "Confidence": 0.997, "X1": 0.27838, "Y1": 0.6072, "X2": 0.34886, "Y2": 0.607, "X3": 0.34886, "Y3": 0.6228, "X4": 0.27838, "Y4": 0.6228, "page": 0, "Index": 147}, {"Word": "detail", "Confidence": 0.995, "X1": 0.35962, "Y1": 0.6072, "X2": 0.4313, "Y2": 0.607, "X3": 0.43011, "Y3": 0.6228, "X4": 0.35842, "Y4": 0.6228, "page": 0, "Index": 148}, {"Word": "the", "Confidence": 0.998, "X1": 0.44205, "Y1": 0.6072, "X2": 0.47909, "Y2": 0.607, "X3": 0.4779, "Y3": 0.6238, "X4": 0.44205, "Y4": 0.6228, "page": 0, "Index": 149}, {"Word": "commissionable", "Confidence": 0.991, "X1": 0.48865, "Y1": 0.6082, "X2": 0.65472, "Y2": 0.608, "X3": 0.65472, "Y3": 0.6238, "X4": 0.48865, "Y4": 0.6238, "page": 0, "Index": 150}, {"Word": "cost", "Confidence": 0.989, "X1": 0.66547, "Y1": 0.6082, "X2": 0.71326, "Y2": 0.608, "X3": 0.71326, "Y3": 0.6238, "X4": 0.66547, "Y4": 0.6238, "page": 0, "Index": 151}, {"Word": "using", "Confidence": 0.998, "X1": 0.72401, "Y1": 0.6082, "X2": 0.78495, "Y2": 0.608, "X3": 0.78375, "Y3": 0.6238, "X4": 0.72401, "Y4": 0.6238, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.7957, "Y1": 0.6082, "X2": 0.83154, "Y2": 0.608, "X3": 0.83154, "Y3": 0.6238, "X4": 0.7957, "Y4": 0.6238, "page": 0, "Index": 153}, {"Word": "1991", "Confidence": 0.99, "X1": 0.84349, "Y1": 0.6082, "X2": 0.89008, "Y2": 0.608, "X3": 0.89008, "Y3": 0.6238, "X4": 0.84349, "Y4": 0.6238, "page": 0, "Index": 154}, {"Word": "level", "Confidence": 0.958, "X1": 0.28076, "Y1": 0.6232, "X2": 0.33453, "Y2": 0.623, "X3": 0.33453, "Y3": 0.6378, "X4": 0.28076, "Y4": 0.6378, "page": 0, "Index": 155}, {"Word": "listed", "Confidence": 0.994, "X1": 0.34886, "Y1": 0.6242, "X2": 0.41697, "Y2": 0.624, "X3": 0.41816, "Y3": 0.6378, "X4": 0.34886, "Y4": 0.6378, "page": 0, "Index": 156}, {"Word": "on", "Confidence": 0.998, "X1": 0.43011, "Y1": 0.6242, "X2": 0.45281, "Y2": 0.624, "X3": 0.45281, "Y3": 0.6378, "X4": 0.43011, "Y4": 0.6378, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.96, "X1": 0.46595, "Y1": 0.6242, "X2": 0.5006, "Y2": 0.624, "X3": 0.5006, "Y3": 0.6378, "X4": 0.46714, "Y4": 0.6378, "page": 0, "Index": 158}, {"Word": "contract.", "Confidence": 0.994, "X1": 0.51254, "Y1": 0.6242, "X2": 0.61649, "Y2": 0.624, "X3": 0.61649, "Y3": 0.6378, "X4": 0.51254, "Y4": 0.6378, "page": 0, "Index": 159}, {"Word": "4.", "Confidence": 0.852, "X1": 0.22103, "Y1": 0.6542, "X2": 0.24014, "Y2": 0.654, "X3": 0.24014, "Y3": 0.6658, "X4": 0.22103, "Y4": 0.6658, "page": 0, "Index": 160}, {"Word": "Identify", "Confidence": 0.993, "X1": 0.27957, "Y1": 0.6512, "X2": 0.37276, "Y2": 0.651, "X3": 0.37157, "Y3": 0.6678, "X4": 0.27957, "Y4": 0.6678, "page": 0, "Index": 161}, {"Word": "any", "Confidence": 0.998, "X1": 0.38351, "Y1": 0.6522, "X2": 0.41935, "Y2": 0.652, "X3": 0.41935, "Y3": 0.6678, "X4": 0.38232, "Y4": 0.6678, "page": 0, "Index": 162}, {"Word": "premiums", "Confidence": 0.994, "X1": 0.72521, "Y1": 0.6542, "X2": 0.82079, "Y2": 0.654, "X3": 0.81959, "Y3": 0.6678, "X4": 0.72401, "Y4": 0.6678, "page": 0, "Index": 163}, {"Word": "as", "Confidence": 0.998, "X1": 0.83154, "Y1": 0.6542, "X2": 0.85544, "Y2": 0.654, "X3": 0.85424, "Y3": 0.6678, "X4": 0.83154, "Y4": 0.6678, "page": 0, "Index": 164}, {"Word": "production", "Confidence": 0.993, "X1": 0.43011, "Y1": 0.6522, "X2": 0.54958, "Y2": 0.652, "X3": 0.54839, "Y3": 0.6688, "X4": 0.42891, "Y4": 0.6678, "page": 0, "Index": 165}, {"Word": "costs,", "Confidence": 0.997, "X1": 0.56033, "Y1": 0.6532, "X2": 0.63321, "Y2": 0.653, "X3": 0.63202, "Y3": 0.6688, "X4": 0.56033, "Y4": 0.6688, "page": 0, "Index": 166}, {"Word": "postal", "Confidence": 0.996, "X1": 0.64277, "Y1": 0.6532, "X2": 0.71326, "Y2": 0.653, "X3": 0.71326, "Y3": 0.6688, "X4": 0.64158, "Y4": 0.6688, "page": 0, "Index": 167}, {"Word": "commmissionable", "Confidence": 0.991, "X1": 0.27957, "Y1": 0.6672, "X2": 0.454, "Y2": 0.667, "X3": 0.454, "Y3": 0.6828, "X4": 0.27957, "Y4": 0.6818, "page": 0, "Index": 168}, {"Word": "or", "Confidence": 0.998, "X1": 0.46714, "Y1": 0.6672, "X2": 0.48865, "Y2": 0.667, "X3": 0.48865, "Y3": 0.6828, "X4": 0.46714, "Y4": 0.6828, "page": 0, "Index": 169}, {"Word": "non-commissionable.", "Confidence": 0.922, "X1": 0.50179, "Y1": 0.6702, "X2": 0.72282, "Y2": 0.67, "X3": 0.72282, "Y3": 0.6828, "X4": 0.50179, "Y4": 0.6828, "page": 0, "Index": 170}, {"Word": "5.", "Confidence": 0.922, "X1": 0.21983, "Y1": 0.6982, "X2": 0.23775, "Y2": 0.698, "X3": 0.23895, "Y3": 0.7098, "X4": 0.22103, "Y4": 0.7108, "page": 0, "Index": 171}, {"Word": "Provide,", "Confidence": 0.993, "X1": 0.27838, "Y1": 0.6972, "X2": 0.37395, "Y2": 0.697, "X3": 0.37395, "Y3": 0.7128, "X4": 0.27838, "Y4": 0.7128, "page": 0, "Index": 172}, {"Word": "in", "Confidence": 0.998, "X1": 0.3859, "Y1": 0.6972, "X2": 0.40621, "Y2": 0.697, "X3": 0.40621, "Y3": 0.7128, "X4": 0.38471, "Y4": 0.7128, "page": 0, "Index": 173}, {"Word": "writing,", "Confidence": 0.993, "X1": 0.41816, "Y1": 0.6972, "X2": 0.51493, "Y2": 0.697, "X3": 0.51493, "Y3": 0.7138, "X4": 0.41697, "Y4": 0.7128, "page": 0, "Index": 174}, {"Word": "your", "Confidence": 0.991, "X1": 0.52569, "Y1": 0.6982, "X2": 0.57228, "Y2": 0.698, "X3": 0.57228, "Y3": 0.7138, "X4": 0.52449, "Y4": 0.7138, "page": 0, "Index": 175}, {"Word": "agreement", "Confidence": 0.993, "X1": 0.58542, "Y1": 0.6982, "X2": 0.68937, "Y2": 0.698, "X3": 0.68937, "Y3": 0.7138, "X4": 0.58423, "Y4": 0.7138, "page": 0, "Index": 176}, {"Word": "to", "Confidence": 0.998, "X1": 0.70251, "Y1": 0.6982, "X2": 0.72401, "Y2": 0.698, "X3": 0.72401, "Y3": 0.7138, "X4": 0.70131, "Y4": 0.7138, "page": 0, "Index": 177}, {"Word": "position", "Confidence": 0.996, "X1": 0.73596, "Y1": 0.6982, "X2": 0.83154, "Y2": 0.698, "X3": 0.83154, "Y3": 0.7138, "X4": 0.73596, "Y4": 0.7138, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.998, "X1": 0.84468, "Y1": 0.6982, "X2": 0.87933, "Y2": 0.698, "X3": 0.87814, "Y3": 0.7138, "X4": 0.84349, "Y4": 0.7138, "page": 0, "Index": 179}, {"Word": "page", "Confidence": 0.989, "X1": 0.89008, "Y1": 0.6992, "X2": 0.93787, "Y2": 0.699, "X3": 0.93668, "Y3": 0.7138, "X4": 0.89008, "Y4": 0.7138, "page": 0, "Index": 180}, {"Word": "plus", "Confidence": 0.988, "X1": 0.27718, "Y1": 0.7132, "X2": 0.32497, "Y2": 0.713, "X3": 0.32497, "Y3": 0.7268, "X4": 0.27718, "Y4": 0.7268, "page": 0, "Index": 181}, {"Word": "card", "Confidence": 0.988, "X1": 0.33692, "Y1": 0.7132, "X2": 0.38351, "Y2": 0.713, "X3": 0.38232, "Y3": 0.7278, "X4": 0.33692, "Y4": 0.7278, "page": 0, "Index": 182}, {"Word": "in", "Confidence": 0.998, "X1": 0.39665, "Y1": 0.7132, "X2": 0.41816, "Y2": 0.713, "X3": 0.41816, "Y3": 0.7278, "X4": 0.39665, "Y4": 0.7278, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.78614, "Y1": 0.7132, "X2": 0.81959, "Y2": 0.713, "X3": 0.81959, "Y3": 0.7278, "X4": 0.78495, "Y4": 0.7278, "page": 0, "Index": 184}, {"Word": "first", "Confidence": 0.997, "X1": 0.83393, "Y1": 0.7132, "X2": 0.89128, "Y2": 0.713, "X3": 0.89008, "Y3": 0.7278, "X4": 0.83274, "Y4": 0.7278, "page": 0, "Index": 185}, {"Word": "a", "Confidence": 0.996, "X1": 0.4325, "Y1": 0.7132, "X2": 0.44205, "Y2": 0.713, "X3": 0.44205, "Y3": 0.7288, "X4": 0.4313, "Y4": 0.7278, "page": 0, "Index": 186}, {"Word": "right-hand", "Confidence": 0.994, "X1": 0.4552, "Y1": 0.7132, "X2": 0.57228, "Y2": 0.713, "X3": 0.57228, "Y3": 0.7288, "X4": 0.454, "Y4": 0.7288, "page": 0, "Index": 187}, {"Word": "page", "Confidence": 0.991, "X1": 0.58423, "Y1": 0.7132, "X2": 0.63082, "Y2": 0.713, "X3": 0.62963, "Y3": 0.7288, "X4": 0.58423, "Y4": 0.7288, "page": 0, "Index": 188}, {"Word": "position", "Confidence": 0.994, "X1": 0.64277, "Y1": 0.7132, "X2": 0.73716, "Y2": 0.713, "X3": 0.73596, "Y3": 0.7288, "X4": 0.64277, "Y4": 0.7288, "page": 0, "Index": 189}, {"Word": "in", "Confidence": 0.998, "X1": 0.75149, "Y1": 0.7132, "X2": 0.7718, "Y2": 0.713, "X3": 0.7718, "Y3": 0.7288, "X4": 0.7503, "Y4": 0.7288, "page": 0, "Index": 190}, {"Word": "quarter", "Confidence": 0.996, "X1": 0.27838, "Y1": 0.7282, "X2": 0.35842, "Y2": 0.728, "X3": 0.35842, "Y3": 0.7438, "X4": 0.27838, "Y4": 0.7448, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.998, "X1": 0.37276, "Y1": 0.7282, "X2": 0.39546, "Y2": 0.728, "X3": 0.39546, "Y3": 0.7428, "X4": 0.37276, "Y4": 0.7428, "page": 0, "Index": 192}, {"Word": "magazine.", "Confidence": 0.993, "X1": 0.40621, "Y1": 0.7282, "X2": 0.51374, "Y2": 0.728, "X3": 0.51374, "Y3": 0.7438, "X4": 0.40621, "Y4": 0.7428, "page": 0, "Index": 193}, {"Word": "6.", "Confidence": 0.994, "X1": 0.21983, "Y1": 0.7592, "X2": 0.24253, "Y2": 0.759, "X3": 0.24253, "Y3": 0.7708, "X4": 0.21983, "Y4": 0.7698, "page": 0, "Index": 194}, {"Word": "Provide", "Confidence": 0.994, "X1": 0.27957, "Y1": 0.7572, "X2": 0.36081, "Y2": 0.757, "X3": 0.36081, "Y3": 0.7728, "X4": 0.27838, "Y4": 0.7718, "page": 0, "Index": 195}, {"Word": "us", "Confidence": 0.998, "X1": 0.37157, "Y1": 0.7572, "X2": 0.39546, "Y2": 0.757, "X3": 0.39546, "Y3": 0.7728, "X4": 0.37157, "Y4": 0.7728, "page": 0, "Index": 196}, {"Word": "with", "Confidence": 0.985, "X1": 0.40621, "Y1": 0.7572, "X2": 0.4552, "Y2": 0.757, "X3": 0.454, "Y3": 0.7738, "X4": 0.40621, "Y4": 0.7728, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.998, "X1": 0.46714, "Y1": 0.7572, "X2": 0.50299, "Y2": 0.757, "X3": 0.50179, "Y3": 0.7738, "X4": 0.46595, "Y4": 0.7738, "page": 0, "Index": 198}, {"Word": "national", "Confidence": 0.965, "X1": 0.51254, "Y1": 0.7582, "X2": 0.60812, "Y2": 0.758, "X3": 0.60812, "Y3": 0.7738, "X4": 0.51254, "Y4": 0.7738, "page": 0, "Index": 199}, {"Word": "page", "Confidence": 0.989, "X1": 0.61888, "Y1": 0.7582, "X2": 0.66667, "Y2": 0.758, "X3": 0.66667, "Y3": 0.7748, "X4": 0.61888, "Y4": 0.7738, "page": 0, "Index": 200}, {"Word": "egivalency", "Confidence": 0.688, "X1": 0.67742, "Y1": 0.7582, "X2": 0.7957, "Y2": 0.758, "X3": 0.7957, "Y3": 0.7748, "X4": 0.67742, "Y4": 0.7748, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.80765, "Y1": 0.7582, "X2": 0.83154, "Y2": 0.758, "X3": 0.83154, "Y3": 0.7748, "X4": 0.80765, "Y4": 0.7748, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.84349, "Y1": 0.7582, "X2": 0.87933, "Y2": 0.758, "X3": 0.87933, "Y3": 0.7738, "X4": 0.84349, "Y4": 0.7738, "page": 0, "Index": 203}, {"Word": "card", "Confidence": 0.989, "X1": 0.89008, "Y1": 0.7582, "X2": 0.93668, "Y2": 0.758, "X3": 0.93668, "Y3": 0.7738, "X4": 0.89008, "Y4": 0.7738, "page": 0, "Index": 204}, {"Word": "contract.", "Confidence": 0.982, "X1": 0.53166, "Y1": 0.7742, "X2": 0.62963, "Y2": 0.774, "X3": 0.62843, "Y3": 0.7878, "X4": 0.53047, "Y4": 0.7888, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.998, "X1": 0.28076, "Y1": 0.7732, "X2": 0.30585, "Y2": 0.773, "X3": 0.30585, "Y3": 0.7888, "X4": 0.28076, "Y4": 0.7888, "page": 0, "Index": 206}, {"Word": "be", "Confidence": 0.992, "X1": 0.31661, "Y1": 0.7722, "X2": 0.3417, "Y2": 0.772, "X3": 0.3417, "Y3": 0.7888, "X4": 0.31661, "Y4": 0.7888, "page": 0, "Index": 207}, {"Word": "applied", "Confidence": 0.996, "X1": 0.35245, "Y1": 0.7722, "X2": 0.43489, "Y2": 0.772, "X3": 0.43489, "Y3": 0.7888, "X4": 0.35125, "Y4": 0.7888, "page": 0, "Index": 208}, {"Word": "to", "Confidence": 0.998, "X1": 0.44803, "Y1": 0.7722, "X2": 0.47312, "Y2": 0.772, "X3": 0.47192, "Y3": 0.7888, "X4": 0.44683, "Y4": 0.7888, "page": 0, "Index": 209}, {"Word": "our", "Confidence": 0.998, "X1": 0.48387, "Y1": 0.7732, "X2": 0.51852, "Y2": 0.773, "X3": 0.51732, "Y3": 0.7888, "X4": 0.48268, "Y4": 0.7888, "page": 0, "Index": 210}, {"Word": "7.", "Confidence": 0.997, "X1": 0.22103, "Y1": 0.8022, "X2": 0.24134, "Y2": 0.802, "X3": 0.24253, "Y3": 0.8158, "X4": 0.22222, "Y4": 0.8158, "page": 0, "Index": 211}, {"Word": "Supply", "Confidence": 0.997, "X1": 0.27838, "Y1": 0.8022, "X2": 0.34886, "Y2": 0.802, "X3": 0.34767, "Y3": 0.8198, "X4": 0.27718, "Y4": 0.8188, "page": 0, "Index": 212}, {"Word": "us", "Confidence": 0.998, "X1": 0.35962, "Y1": 0.8022, "X2": 0.38471, "Y2": 0.802, "X3": 0.38351, "Y3": 0.8198, "X4": 0.35962, "Y4": 0.8198, "page": 0, "Index": 213}, {"Word": "with", "Confidence": 0.991, "X1": 0.39427, "Y1": 0.8022, "X2": 0.44325, "Y2": 0.802, "X3": 0.44325, "Y3": 0.8198, "X4": 0.39427, "Y4": 0.8198, "page": 0, "Index": 214}, {"Word": "space", "Confidence": 0.997, "X1": 0.4552, "Y1": 0.8022, "X2": 0.51374, "Y2": 0.802, "X3": 0.51374, "Y3": 0.8198, "X4": 0.454, "Y4": 0.8198, "page": 0, "Index": 215}, {"Word": "close", "Confidence": 0.997, "X1": 0.52449, "Y1": 0.8022, "X2": 0.58423, "Y2": 0.802, "X3": 0.58423, "Y3": 0.8198, "X4": 0.5233, "Y4": 0.8198, "page": 0, "Index": 216}, {"Word": "and", "Confidence": 0.998, "X1": 0.59618, "Y1": 0.8022, "X2": 0.63202, "Y2": 0.802, "X3": 0.63082, "Y3": 0.8198, "X4": 0.59618, "Y4": 0.8198, "page": 0, "Index": 217}, {"Word": "material", "Confidence": 0.993, "X1": 0.64158, "Y1": 0.8022, "X2": 0.73835, "Y2": 0.802, "X3": 0.73835, "Y3": 0.8188, "X4": 0.64158, "Y4": 0.8198, "page": 0, "Index": 218}, {"Word": "close.", "Confidence": 0.996, "X1": 0.74791, "Y1": 0.8022, "X2": 0.82079, "Y2": 0.802, "X3": 0.82079, "Y3": 0.8188, "X4": 0.74791, "Y4": 0.8188, "page": 0, "Index": 219}, {"Word": "2041795340", "Confidence": 0.994, "X1": 0.98208, "Y1": 0.9172, "X2": 0.98805, "Y2": 0.917, "X3": 0.97013, "Y3": 0.9178, "X4": 0.96296, "Y4": 0.8268, "page": 0, "Index": 220}, {"Word": "35", "Confidence": 0.997, "X1": 0.23178, "Y1": 0.9202, "X2": 0.24851, "Y2": 0.92, "X3": 0.24731, "Y3": 0.9338, "X4": 0.23178, "Y4": 0.9338, "page": 0, "Index": 221}, {"Word": "WEST", "Confidence": 0.991, "X1": 0.25209, "Y1": 0.9192, "X2": 0.29271, "Y2": 0.919, "X3": 0.29152, "Y3": 0.9338, "X4": 0.2509, "Y4": 0.9338, "page": 0, "Index": 222}, {"Word": "WACKER", "Confidence": 0.992, "X1": 0.2963, "Y1": 0.9192, "X2": 0.35603, "Y2": 0.919, "X3": 0.35484, "Y3": 0.9338, "X4": 0.2951, "Y4": 0.9338, "page": 0, "Index": 223}, {"Word": "DRIVE.", "Confidence": 0.782, "X1": 0.35842, "Y1": 0.9182, "X2": 0.40621, "Y2": 0.918, "X3": 0.40502, "Y3": 0.9328, "X4": 0.35842, "Y4": 0.9338, "page": 0, "Index": 224}, {"Word": "CHICAGO,", "Confidence": 0.674, "X1": 0.4086, "Y1": 0.9182, "X2": 0.47312, "Y2": 0.918, "X3": 0.47312, "Y3": 0.9328, "X4": 0.4086, "Y4": 0.9328, "page": 0, "Index": 225}, {"Word": "ILLINOIS", "Confidence": 0.661, "X1": 0.4767, "Y1": 0.9172, "X2": 0.54002, "Y2": 0.917, "X3": 0.53883, "Y3": 0.9328, "X4": 0.4767, "Y4": 0.9328, "page": 0, "Index": 226}, {"Word": "60601", "Confidence": 0.96, "X1": 0.54361, "Y1": 0.9172, "X2": 0.5914, "Y2": 0.917, "X3": 0.5902, "Y3": 0.9318, "X4": 0.54241, "Y4": 0.9328, "page": 0, "Index": 227}, {"Word": "(312)", "Confidence": 0.992, "X1": 0.60335, "Y1": 0.9172, "X2": 0.63799, "Y2": 0.917, "X3": 0.6368, "Y3": 0.9318, "X4": 0.60215, "Y4": 0.9318, "page": 0, "Index": 228}, {"Word": "220-5959", "Confidence": 0.985, "X1": 0.64158, "Y1": 0.9172, "X2": 0.71207, "Y2": 0.917, "X3": 0.71207, "Y3": 0.9318, "X4": 0.64038, "Y4": 0.9318, "page": 0, "Index": 229}, {"Word": "TELEX-254098", "Confidence": 0.941, "X1": 0.7264, "Y1": 0.9172, "X2": 0.83154, "Y2": 0.917, "X3": 0.83035, "Y3": 0.9308, "X4": 0.7264, "Y4": 0.9308, "page": 0, "Index": 230}]}
|
"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"
|
ffgp0050
| 2 |
{"lines_data": [{"Word": "APPENDIX", "Confidence": 0.667, "X1": 0.5831, "Y1": 0.1632, "X2": 0.65634, "Y2": 0.163, "X3": 0.65634, "Y3": 0.1748, "X4": 0.5831, "Y4": 0.1778, "page": 0}, {"Word": "MANUFACTURING COST OF BRUSSELS", "Confidence": 0.885, "X1": 0.23662, "Y1": 0.3122, "X2": 0.57324, "Y2": 0.312, "X3": 0.57324, "Y3": 0.3288, "X4": 0.23662, "Y4": 0.3308, "page": 0}, {"Word": "PRODUCT CODES", "Confidence": 0.994, "X1": 0.32817, "Y1": 0.3282, "X2": 0.4831, "Y2": 0.328, "X3": 0.4831, "Y3": 0.3448, "X4": 0.32817, "Y4": 0.3458, "page": 0}, {"Word": "600", "Confidence": 0.848, "X1": 0.18169, "Y1": 0.3582, "X2": 0.21972, "Y2": 0.358, "X3": 0.21972, "Y3": 0.3678, "X4": 0.18169, "Y4": 0.3688, "page": 0}, {"Word": "0", "Confidence": 0.67, "X1": 0.29296, "Y1": 0.3712, "X2": 0.3169, "Y2": 0.371, "X3": 0.3169, "Y3": 0.3828, "X4": 0.29437, "Y4": 0.3818, "page": 0}, {"Word": "0", "Confidence": 0.237, "X1": 0.23239, "Y1": 0.3842, "X2": 0.2507, "Y2": 0.384, "X3": 0.2507, "Y3": 0.3948, "X4": 0.23239, "Y4": 0.3948, "page": 0}, {"Word": "300", "Confidence": 0.631, "X1": 0.1831, "Y1": 0.4142, "X2": 0.21127, "Y2": 0.414, "X3": 0.21127, "Y3": 0.4278, "X4": 0.18169, "Y4": 0.4268, "page": 0}, {"Word": "OO", "Confidence": 0.685, "X1": 0.30704, "Y1": 0.4422, "X2": 0.30845, "Y2": 0.442, "X3": 0.29577, "Y3": 0.4418, "X4": 0.29437, "Y4": 0.4168, "page": 0}, {"Word": "100", "Confidence": 0.652, "X1": 0.27606, "Y1": 0.4782, "X2": 0.27746, "Y2": 0.478, "X3": 0.25915, "Y3": 0.4758, "X4": 0.25915, "Y4": 0.4468, "page": 0}, {"Word": "400", "Confidence": 0.991, "X1": 0.18592, "Y1": 0.4732, "X2": 0.21972, "Y2": 0.473, "X3": 0.21831, "Y3": 0.4838, "X4": 0.18592, "Y4": 0.4838, "page": 0}, {"Word": "0", "Confidence": 0.141, "X1": 0.4831, "Y1": 0.4892, "X2": 0.51408, "Y2": 0.489, "X3": 0.5169, "Y3": 0.5068, "X4": 0.48592, "Y4": 0.5078, "page": 0}, {"Word": "OC", "Confidence": 0.834, "X1": 0.48451, "Y1": 0.5032, "X2": 0.48169, "Y2": 0.503, "X3": 0.4662, "Y3": 0.5018, "X4": 0.46761, "Y4": 0.4828, "page": 0}, {"Word": "A2 = 0.68", "Confidence": 0.62167, "X1": 0.51831, "Y1": 0.4862, "X2": 0.6, "Y2": 0.486, "X3": 0.6, "Y3": 0.5038, "X4": 0.51831, "Y4": 0.5038, "page": 0}, {"Word": "300", "Confidence": 0.59, "X1": 0.18451, "Y1": 0.5302, "X2": 0.22535, "Y2": 0.53, "X3": 0.22254, "Y3": 0.5398, "X4": 0.1831, "Y4": 0.5398, "page": 0}, {"Word": "200", "Confidence": 0.997, "X1": 0.18451, "Y1": 0.5862, "X2": 0.21831, "Y2": 0.586, "X3": 0.21831, "Y3": 0.5968, "X4": 0.1831, "Y4": 0.5968, "page": 0}, {"Word": "100", "Confidence": 0.979, "X1": 0.1831, "Y1": 0.6432, "X2": 0.21972, "Y2": 0.643, "X3": 0.21972, "Y3": 0.6538, "X4": 0.1831, "Y4": 0.6548, "page": 0}, {"Word": "0", "Confidence": 0.632, "X1": 0.66197, "Y1": 0.6622, "X2": 0.68169, "Y2": 0.662, "X3": 0.67042, "Y3": 0.6758, "X4": 0.65211, "Y4": 0.6708, "page": 0}, {"Word": "100", "Confidence": 0.692, "X1": 0.20141, "Y1": 0.7102, "X2": 0.22676, "Y2": 0.71, "X3": 0.22817, "Y3": 0.7218, "X4": 0.20282, "Y4": 0.7218, "page": 0}, {"Word": "1000", "Confidence": 0.993, "X1": 0.31268, "Y1": 0.7092, "X2": 0.34648, "Y2": 0.709, "X3": 0.34648, "Y3": 0.7198, "X4": 0.31268, "Y4": 0.7208, "page": 0}, {"Word": "10000", "Confidence": 0.993, "X1": 0.40986, "Y1": 0.7092, "X2": 0.4493, "Y2": 0.709, "X3": 0.4493, "Y3": 0.7208, "X4": 0.40986, "Y4": 0.7218, "page": 0}, {"Word": "100000", "Confidence": 0.991, "X1": 0.51408, "Y1": 0.7102, "X2": 0.55915, "Y2": 0.71, "X3": 0.55915, "Y3": 0.7208, "X4": 0.51408, "Y4": 0.7208, "page": 0}, {"Word": "1000000", "Confidence": 0.911, "X1": 0.61831, "Y1": 0.7092, "X2": 0.67465, "Y2": 0.709, "X3": 0.67465, "Y3": 0.7208, "X4": 0.61831, "Y4": 0.7198, "page": 0}, {"Word": "Sales Volume (millions)[log scale]", "Confidence": 0.65575, "X1": 0.32817, "Y1": 0.7312, "X2": 0.55775, "Y2": 0.731, "X3": 0.55775, "Y3": 0.7478, "X4": 0.32817, "Y4": 0.7468, "page": 0}, {"Word": "500020597", "Confidence": 0.946, "X1": 0.87324, "Y1": 0.9242, "X2": 0.87887, "Y2": 0.924, "X3": 0.8493, "Y3": 0.9248, "X4": 0.84507, "Y4": 0.8178, "page": 0}, {"Word": "BATCO CONFIDENTIAL - CATEGORY I: MINNESOTA TOBACCO LITIGATION.", "Confidence": 0.96387, "X1": 0.16056, "Y1": 0.9192, "X2": 0.75775, "Y2": 0.919, "X3": 0.75915, "Y3": 0.9348, "X4": 0.16056, "Y4": 0.9458, "page": 0}, {"Word": "BATCo document for Mayo Clinic 28 March 2002", "Confidence": 0.99625, "X1": 0.0493, "Y1": 0.9742, "X2": 0.58592, "Y2": 0.974, "X3": 0.58732, "Y3": 0.9928, "X4": 0.0493, "Y4": 0.9988, "page": 0}], "words_data": [{"Word": "APPENDIX", "Confidence": 0.667, "X1": 0.58732, "Y1": 0.1632, "X2": 0.65634, "Y2": 0.163, "X3": 0.65634, "Y3": 0.1758, "X4": 0.58592, "Y4": 0.1778, "page": 0, "Index": 0}, {"Word": "MANUFACTURING", "Confidence": 0.928, "X1": 0.23662, "Y1": 0.3132, "X2": 0.38873, "Y2": 0.313, "X3": 0.38873, "Y3": 0.3298, "X4": 0.23803, "Y4": 0.3318, "page": 0, "Index": 1}, {"Word": "COST", "Confidence": 0.988, "X1": 0.39296, "Y1": 0.3132, "X2": 0.43944, "Y2": 0.313, "X3": 0.44085, "Y3": 0.3298, "X4": 0.39437, "Y4": 0.3298, "page": 0, "Index": 2}, {"Word": "OF", "Confidence": 0.998, "X1": 0.44507, "Y1": 0.3132, "X2": 0.46761, "Y2": 0.313, "X3": 0.46761, "Y3": 0.3298, "X4": 0.44507, "Y4": 0.3298, "page": 0, "Index": 3}, {"Word": "BRUSSELS", "Confidence": 0.626, "X1": 0.47183, "Y1": 0.3122, "X2": 0.56901, "Y2": 0.312, "X3": 0.57042, "Y3": 0.3298, "X4": 0.47324, "Y4": 0.3288, "page": 0, "Index": 4}, {"Word": "PRODUCT", "Confidence": 0.991, "X1": 0.32958, "Y1": 0.3302, "X2": 0.41127, "Y2": 0.33, "X3": 0.41127, "Y3": 0.3448, "X4": 0.32958, "Y4": 0.3458, "page": 0, "Index": 5}, {"Word": "CODES", "Confidence": 0.997, "X1": 0.41549, "Y1": 0.3292, "X2": 0.47746, "Y2": 0.329, "X3": 0.47746, "Y3": 0.3458, "X4": 0.41549, "Y4": 0.3448, "page": 0, "Index": 6}, {"Word": "600", "Confidence": 0.848, "X1": 0.1831, "Y1": 0.3582, "X2": 0.20845, "Y2": 0.358, "X3": 0.20845, "Y3": 0.3688, "X4": 0.1831, "Y4": 0.3688, "page": 0, "Index": 7}, {"Word": "0", "Confidence": 0.67, "X1": 0.30282, "Y1": 0.3712, "X2": 0.31268, "Y2": 0.371, "X3": 0.31268, "Y3": 0.3828, "X4": 0.30141, "Y4": 0.3828, "page": 0, "Index": 8}, {"Word": "0", "Confidence": 0.237, "X1": 0.23944, "Y1": 0.3842, "X2": 0.2493, "Y2": 0.384, "X3": 0.2493, "Y3": 0.3948, "X4": 0.23944, "Y4": 0.3948, "page": 0, "Index": 9}, {"Word": "300", "Confidence": 0.631, "X1": 0.18451, "Y1": 0.4142, "X2": 0.21127, "Y2": 0.414, "X3": 0.20986, "Y3": 0.4278, "X4": 0.18451, "Y4": 0.4278, "page": 0, "Index": 10}, {"Word": "OO", "Confidence": 0.685, "X1": 0.30704, "Y1": 0.4352, "X2": 0.30845, "Y2": 0.435, "X3": 0.29577, "Y3": 0.4348, "X4": 0.29437, "Y4": 0.4158, "page": 0, "Index": 11}, {"Word": "100", "Confidence": 0.652, "X1": 0.27746, "Y1": 0.4762, "X2": 0.27887, "Y2": 0.476, "X3": 0.26056, "Y3": 0.4758, "X4": 0.25915, "Y4": 0.4468, "page": 0, "Index": 12}, {"Word": "400", "Confidence": 0.991, "X1": 0.18592, "Y1": 0.4722, "X2": 0.20986, "Y2": 0.472, "X3": 0.20986, "Y3": 0.4838, "X4": 0.18592, "Y4": 0.4828, "page": 0, "Index": 13}, {"Word": "OC", "Confidence": 0.834, "X1": 0.48451, "Y1": 0.5012, "X2": 0.4831, "Y2": 0.501, "X3": 0.4662, "Y3": 0.5008, "X4": 0.46761, "Y4": 0.4878, "page": 0, "Index": 14}, {"Word": "0", "Confidence": 0.141, "X1": 0.49014, "Y1": 0.4892, "X2": 0.50704, "Y2": 0.489, "X3": 0.50845, "Y3": 0.5078, "X4": 0.49014, "Y4": 0.5078, "page": 0, "Index": 15}, {"Word": "A2", "Confidence": 0.627, "X1": 0.52535, "Y1": 0.4872, "X2": 0.54507, "Y2": 0.487, "X3": 0.54507, "Y3": 0.5048, "X4": 0.52535, "Y4": 0.5038, "page": 0, "Index": 16}, {"Word": "=", "Confidence": 0.288, "X1": 0.5507, "Y1": 0.4872, "X2": 0.55775, "Y2": 0.487, "X3": 0.55775, "Y3": 0.5048, "X4": 0.5507, "Y4": 0.5048, "page": 0, "Index": 17}, {"Word": "0.68", "Confidence": 0.95, "X1": 0.56338, "Y1": 0.4872, "X2": 0.6, "Y2": 0.487, "X3": 0.6, "Y3": 0.5038, "X4": 0.56338, "Y4": 0.5048, "page": 0, "Index": 18}, {"Word": "300", "Confidence": 0.59, "X1": 0.1831, "Y1": 0.5292, "X2": 0.21268, "Y2": 0.529, "X3": 0.21127, "Y3": 0.5408, "X4": 0.1831, "Y4": 0.5398, "page": 0, "Index": 19}, {"Word": "200", "Confidence": 0.997, "X1": 0.18592, "Y1": 0.5862, "X2": 0.21268, "Y2": 0.586, "X3": 0.21268, "Y3": 0.5968, "X4": 0.18592, "Y4": 0.5968, "page": 0, "Index": 20}, {"Word": "100", "Confidence": 0.979, "X1": 0.1831, "Y1": 0.6432, "X2": 0.20986, "Y2": 0.643, "X3": 0.20986, "Y3": 0.6548, "X4": 0.18451, "Y4": 0.6548, "page": 0, "Index": 21}, {"Word": "0", "Confidence": 0.632, "X1": 0.66901, "Y1": 0.6612, "X2": 0.68028, "Y2": 0.661, "X3": 0.67183, "Y3": 0.6758, "X4": 0.66056, "Y4": 0.6728, "page": 0, "Index": 22}, {"Word": "100", "Confidence": 0.692, "X1": 0.20141, "Y1": 0.7102, "X2": 0.22676, "Y2": 0.71, "X3": 0.22676, "Y3": 0.7208, "X4": 0.20141, "Y4": 0.7218, "page": 0, "Index": 23}, {"Word": "1000", "Confidence": 0.993, "X1": 0.31268, "Y1": 0.7092, "X2": 0.34225, "Y2": 0.709, "X3": 0.34366, "Y3": 0.7198, "X4": 0.31268, "Y4": 0.7208, "page": 0, "Index": 24}, {"Word": "10000", "Confidence": 0.993, "X1": 0.40986, "Y1": 0.7092, "X2": 0.44789, "Y2": 0.709, "X3": 0.4493, "Y3": 0.7208, "X4": 0.40986, "Y4": 0.7218, "page": 0, "Index": 25}, {"Word": "100000", "Confidence": 0.991, "X1": 0.51408, "Y1": 0.7102, "X2": 0.55915, "Y2": 0.71, "X3": 0.55915, "Y3": 0.7208, "X4": 0.51408, "Y4": 0.7208, "page": 0, "Index": 26}, {"Word": "1000000", "Confidence": 0.911, "X1": 0.61972, "Y1": 0.7092, "X2": 0.67465, "Y2": 0.709, "X3": 0.67465, "Y3": 0.7218, "X4": 0.61831, "Y4": 0.7198, "page": 0, "Index": 27}, {"Word": "Sales", "Confidence": 0.617, "X1": 0.32817, "Y1": 0.7312, "X2": 0.36479, "Y2": 0.731, "X3": 0.36479, "Y3": 0.7468, "X4": 0.32817, "Y4": 0.7468, "page": 0, "Index": 28}, {"Word": "Volume", "Confidence": 0.77, "X1": 0.36901, "Y1": 0.7312, "X2": 0.41972, "Y2": 0.731, "X3": 0.41972, "Y3": 0.7468, "X4": 0.36901, "Y4": 0.7468, "page": 0, "Index": 29}, {"Word": "(millions)[log", "Confidence": 0.582, "X1": 0.42394, "Y1": 0.7322, "X2": 0.50986, "Y2": 0.732, "X3": 0.50986, "Y3": 0.7478, "X4": 0.42394, "Y4": 0.7468, "page": 0, "Index": 30}, {"Word": "scale]", "Confidence": 0.654, "X1": 0.51408, "Y1": 0.7322, "X2": 0.55915, "Y2": 0.732, "X3": 0.55775, "Y3": 0.7478, "X4": 0.51408, "Y4": 0.7478, "page": 0, "Index": 31}, {"Word": "500020597", "Confidence": 0.946, "X1": 0.87324, "Y1": 0.9232, "X2": 0.87887, "Y2": 0.923, "X3": 0.8493, "Y3": 0.9228, "X4": 0.84507, "Y4": 0.8178, "page": 0, "Index": 32}, {"Word": "TOBACCO", "Confidence": 0.994, "X1": 0.56761, "Y1": 0.9212, "X2": 0.64648, "Y2": 0.921, "X3": 0.64648, "Y3": 0.9378, "X4": 0.56761, "Y4": 0.9388, "page": 0, "Index": 33}, {"Word": "LITIGATION.", "Confidence": 0.943, "X1": 0.6507, "Y1": 0.9202, "X2": 0.75915, "Y2": 0.92, "X3": 0.75915, "Y3": 0.9358, "X4": 0.6507, "Y4": 0.9378, "page": 0, "Index": 34}, {"Word": "BATCO", "Confidence": 0.993, "X1": 0.16056, "Y1": 0.9292, "X2": 0.2169, "Y2": 0.929, "X3": 0.2169, "Y3": 0.9448, "X4": 0.16056, "Y4": 0.9458, "page": 0, "Index": 35}, {"Word": "CONFIDENTIAL", "Confidence": 0.97, "X1": 0.22113, "Y1": 0.9272, "X2": 0.34225, "Y2": 0.927, "X3": 0.34225, "Y3": 0.9428, "X4": 0.22113, "Y4": 0.9448, "page": 0, "Index": 36}, {"Word": "-", "Confidence": 0.912, "X1": 0.34648, "Y1": 0.9272, "X2": 0.35211, "Y2": 0.927, "X3": 0.35211, "Y3": 0.9428, "X4": 0.34648, "Y4": 0.9428, "page": 0, "Index": 37}, {"Word": "CATEGORY", "Confidence": 0.97, "X1": 0.35634, "Y1": 0.9252, "X2": 0.44789, "Y2": 0.925, "X3": 0.44789, "Y3": 0.9418, "X4": 0.35634, "Y4": 0.9428, "page": 0, "Index": 38}, {"Word": "I:", "Confidence": 0.938, "X1": 0.45211, "Y1": 0.9242, "X2": 0.46197, "Y2": 0.924, "X3": 0.46197, "Y3": 0.9408, "X4": 0.45211, "Y4": 0.9418, "page": 0, "Index": 39}, {"Word": "MINNESOTA", "Confidence": 0.991, "X1": 0.46761, "Y1": 0.9232, "X2": 0.56338, "Y2": 0.923, "X3": 0.56338, "Y3": 0.9398, "X4": 0.46761, "Y4": 0.9408, "page": 0, "Index": 40}, {"Word": "document", "Confidence": 0.995, "X1": 0.12958, "Y1": 0.9822, "X2": 0.24366, "Y2": 0.982, "X3": 0.24366, "Y3": 0.9978, "X4": 0.13099, "Y4": 0.9988, "page": 0, "Index": 41}, {"Word": "for", "Confidence": 0.998, "X1": 0.24789, "Y1": 0.9822, "X2": 0.28028, "Y2": 0.982, "X3": 0.28028, "Y3": 0.9978, "X4": 0.24789, "Y4": 0.9978, "page": 0, "Index": 42}, {"Word": "Mayo", "Confidence": 0.991, "X1": 0.28592, "Y1": 0.9802, "X2": 0.34648, "Y2": 0.98, "X3": 0.34648, "Y3": 0.9968, "X4": 0.28592, "Y4": 0.9978, "page": 0, "Index": 43}, {"Word": "Clinic", "Confidence": 0.997, "X1": 0.35352, "Y1": 0.9792, "X2": 0.4169, "Y2": 0.979, "X3": 0.41831, "Y3": 0.9958, "X4": 0.35352, "Y4": 0.9968, "page": 0, "Index": 44}, {"Word": "28", "Confidence": 0.998, "X1": 0.42394, "Y1": 0.9782, "X2": 0.4493, "Y2": 0.978, "X3": 0.4493, "Y3": 0.9958, "X4": 0.42394, "Y4": 0.9958, "page": 0, "Index": 45}, {"Word": "March", "Confidence": 0.998, "X1": 0.45352, "Y1": 0.9762, "X2": 0.52113, "Y2": 0.976, "X3": 0.52113, "Y3": 0.9938, "X4": 0.45352, "Y4": 0.9958, "page": 0, "Index": 46}, {"Word": "2002", "Confidence": 0.998, "X1": 0.53099, "Y1": 0.9752, "X2": 0.5831, "Y2": 0.975, "X3": 0.5831, "Y3": 0.9928, "X4": 0.53099, "Y4": 0.9938, "page": 0, "Index": 47}, {"Word": "BATCo", "Confidence": 0.995, "X1": 0.0493, "Y1": 0.9852, "X2": 0.12535, "Y2": 0.985, "X3": 0.12535, "Y3": 0.9988, "X4": 0.0493, "Y4": 0.9988, "page": 0, "Index": 48}]}
|
"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"
|
ffgp0050
| 0 |
{"lines_data": [{"Word": "Nobleza-Piccardo - Safety Points", "Confidence": 0.84025, "X1": 0.30825, "Y1": 0.1552, "X2": 0.54703, "Y2": 0.155, "X3": 0.54703, "Y3": 0.1708, "X4": 0.30825, "Y4": 0.1708, "page": 0}, {"Word": "San Martin", "Confidence": 0.9145, "X1": 0.13748, "Y1": 0.1832, "X2": 0.22576, "Y2": 0.183, "X3": 0.22576, "Y3": 0.1968, "X4": 0.13748, "Y4": 0.1988, "page": 0}, {"Word": "1. The laboratory should have walkways to exits marked. (Imagine trying to get", "Confidence": 0.91715, "X1": 0.15195, "Y1": 0.2112, "X2": 0.70622, "Y2": 0.211, "X3": 0.70622, "Y3": 0.2278, "X4": 0.15195, "Y4": 0.2268, "page": 0}, {"Word": "out in a hurry following a fire or chemical spillage.)", "Confidence": 0.9789, "X1": 0.178, "Y1": 0.2252, "X2": 0.52967, "Y2": 0.225, "X3": 0.52967, "Y3": 0.2398, "X4": 0.178, "Y4": 0.2408, "page": 0}, {"Word": "2. Hoists should have safety catches on their hooks.", "Confidence": 0.94556, "X1": 0.14906, "Y1": 0.2522, "X2": 0.50796, "Y2": 0.252, "X3": 0.50796, "Y3": 0.2668, "X4": 0.14906, "Y4": 0.2668, "page": 0}, {"Word": "3. All fans must have finger proof mesh.", "Confidence": 0.98637, "X1": 0.14906, "Y1": 0.2802, "X2": 0.4356, "Y2": 0.28, "X3": 0.4356, "Y3": 0.2948, "X4": 0.14906, "Y4": 0.2948, "page": 0}, {"Word": "4. Unsafe stacking of metal in workshop.", "Confidence": 0.98929, "X1": 0.14906, "Y1": 0.3082, "X2": 0.43849, "Y2": 0.308, "X3": 0.43849, "Y3": 0.3228, "X4": 0.14906, "Y4": 0.3218, "page": 0}, {"Word": "5. Bare wires in printing cylinder prep area.", "Confidence": 0.88175, "X1": 0.14906, "Y1": 0.3362, "X2": 0.45876, "Y2": 0.336, "X3": 0.45876, "Y3": 0.3508, "X4": 0.14906, "Y4": 0.3488, "page": 0}, {"Word": "6. Uncovered junction box on Cerutti printing machine.", "Confidence": 0.95212, "X1": 0.14906, "Y1": 0.3632, "X2": 0.5369, "Y2": 0.363, "X3": 0.5369, "Y3": 0.3778, "X4": 0.14906, "Y4": 0.3778, "page": 0}, {"Word": "7. Insulating tape join on cable in reel rewind area.", "Confidence": 0.9538, "X1": 0.14906, "Y1": 0.3902, "X2": 0.50362, "Y2": 0.39, "X3": 0.50362, "Y3": 0.4058, "X4": 0.14906, "Y4": 0.4048, "page": 0}, {"Word": "8. Slitting machine needs better guarding.", "Confidence": 0.97633, "X1": 0.14906, "Y1": 0.4192, "X2": 0.44139, "Y2": 0.419, "X3": 0.44139, "Y3": 0.4338, "X4": 0.14906, "Y4": 0.4328, "page": 0}, {"Word": "9. Poor motor wiring (no gland) on Chambon machine.", "Confidence": 0.99022, "X1": 0.14761, "Y1": 0.4452, "X2": 0.53256, "Y2": 0.445, "X3": 0.53256, "Y3": 0.4608, "X4": 0.14761, "Y4": 0.4608, "page": 0}, {"Word": "10. Need better guarding on bale slicer.", "Confidence": 0.98357, "X1": 0.14038, "Y1": 0.4742, "X2": 0.41823, "Y2": 0.474, "X3": 0.41823, "Y3": 0.4888, "X4": 0.14038, "Y4": 0.4878, "page": 0}, {"Word": "11. Tools etc. on catwalk.", "Confidence": 0.8898, "X1": 0.14038, "Y1": 0.5012, "X2": 0.32706, "Y2": 0.501, "X3": 0.32706, "Y3": 0.5158, "X4": 0.14038, "Y4": 0.5148, "page": 0}, {"Word": "12. Gully in alcohol area of flavour room should be force ventilated. (Alcohol", "Confidence": 0.91123, "X1": 0.14038, "Y1": 0.5272, "X2": 0.68162, "Y2": 0.527, "X3": 0.68162, "Y3": 0.5438, "X4": 0.14038, "Y4": 0.5438, "page": 0}, {"Word": "vapour is heavier than air.)", "Confidence": 0.976, "X1": 0.17656, "Y1": 0.5432, "X2": 0.35745, "Y2": 0.543, "X3": 0.35745, "Y3": 0.5558, "X4": 0.17656, "Y4": 0.5568, "page": 0}, {"Word": "13. Several incorrectly guarded belt drives.", "Confidence": 0.9325, "X1": 0.13893, "Y1": 0.5682, "X2": 0.44139, "Y2": 0.568, "X3": 0.44139, "Y3": 0.5848, "X4": 0.13893, "Y4": 0.5848, "page": 0}, {"Word": "14. Oscar chain drive without cover.", "Confidence": 0.9505, "X1": 0.13893, "Y1": 0.5982, "X2": 0.39653, "Y2": 0.598, "X3": 0.39653, "Y3": 0.6108, "X4": 0.13893, "Y4": 0.6108, "page": 0}, {"Word": "15. Mark walkways in SMD.", "Confidence": 0.9884, "X1": 0.13748, "Y1": 0.6242, "X2": 0.34732, "Y2": 0.624, "X3": 0.34732, "Y3": 0.6388, "X4": 0.13748, "Y4": 0.6378, "page": 0}, {"Word": "16. Strap fluorescent tube lighting in feeder area.", "Confidence": 0.87812, "X1": 0.13893, "Y1": 0.6522, "X2": 0.47902, "Y2": 0.652, "X3": 0.47902, "Y3": 0.6668, "X4": 0.13893, "Y4": 0.6668, "page": 0}, {"Word": "17. Unsafe trailer manoeuvring (wood blocks under legs). Better supervision", "Confidence": 0.9651, "X1": 0.13603, "Y1": 0.6802, "X2": 0.67149, "Y2": 0.68, "X3": 0.67149, "Y3": 0.6968, "X4": 0.13603, "Y4": 0.6948, "page": 0}, {"Word": "please.", "Confidence": 0.854, "X1": 0.17366, "Y1": 0.6962, "X2": 0.22576, "Y2": 0.696, "X3": 0.22431, "Y3": 0.7088, "X4": 0.17366, "Y4": 0.7088, "page": 0}, {"Word": "Zuviria GLI", "Confidence": 0.6395, "X1": 0.13169, "Y1": 0.7212, "X2": 0.23155, "Y2": 0.721, "X3": 0.23155, "Y3": 0.7368, "X4": 0.13169, "Y4": 0.7368, "page": 0}, {"Word": "1. Several access points to threshers with no interlocks.", "Confidence": 0.96167, "X1": 0.14472, "Y1": 0.7492, "X2": 0.52967, "Y2": 0.749, "X3": 0.52967, "Y3": 0.7648, "X4": 0.14472, "Y4": 0.7638, "page": 0}, {"Word": "2. Two rotary airlocks with guards removed and inactive interlocks.", "Confidence": 0.9742, "X1": 0.14038, "Y1": 0.7762, "X2": 0.6136, "Y2": 0.776, "X3": 0.6136, "Y3": 0.7928, "X4": 0.14038, "Y4": 0.7918, "page": 0}, {"Word": "3. Rotary lock on dust cyclone with no rotation indicator and no guard. Mesh '", "Confidence": 0.92427, "X1": 0.14327, "Y1": 0.8042, "X2": 0.68886, "Y2": 0.804, "X3": 0.68886, "Y3": 0.8198, "X4": 0.14327, "Y4": 0.8198, "page": 0}, {"Word": "guards should be on the outside of chutes so that they are visible.", "Confidence": 0.94631, "X1": 0.17077, "Y1": 0.8192, "X2": 0.61216, "Y2": 0.819, "X3": 0.61216, "Y3": 0.8338, "X4": 0.17077, "Y4": 0.8338, "page": 0}, {"Word": ". BATCO CONFIDENTIAL - CATEGORY I: MINNESOTA TOBACCO LITIGATION.", "Confidence": 0.90967, "X1": 0.09696, "Y1": 0.9302, "X2": 0.75109, "Y2": 0.93, "X3": 0.75109, "Y3": 0.9458, "X4": 0.09696, "Y4": 0.9448, "page": 0}, {"Word": "500020595", "Confidence": 0.991, "X1": 0.87988, "Y1": 0.9452, "X2": 0.88278, "Y2": 0.945, "X3": 0.85094, "Y3": 0.9458, "X4": 0.84949, "Y4": 0.8328, "page": 0}, {"Word": "--", "Confidence": 0.678, "X1": 0.75253, "Y1": 0.9612, "X2": 0.78726, "Y2": 0.961, "X3": 0.78726, "Y3": 0.9668, "X4": 0.75253, "Y4": 0.9668, "page": 0}], "words_data": [{"Word": "Nobleza-Piccardo", "Confidence": 0.674, "X1": 0.3097, "Y1": 0.1552, "X2": 0.43271, "Y2": 0.155, "X3": 0.43271, "Y3": 0.1708, "X4": 0.30825, "Y4": 0.1718, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.903, "X1": 0.43705, "Y1": 0.1552, "X2": 0.44284, "Y2": 0.155, "X3": 0.44284, "Y3": 0.1708, "X4": 0.43705, "Y4": 0.1708, "page": 0, "Index": 1}, {"Word": "Safety", "Confidence": 0.883, "X1": 0.44718, "Y1": 0.1552, "X2": 0.49349, "Y2": 0.155, "X3": 0.49204, "Y3": 0.1708, "X4": 0.44718, "Y4": 0.1708, "page": 0, "Index": 2}, {"Word": "Points", "Confidence": 0.901, "X1": 0.49783, "Y1": 0.1552, "X2": 0.54703, "Y2": 0.155, "X3": 0.54703, "Y3": 0.1708, "X4": 0.49783, "Y4": 0.1708, "page": 0, "Index": 3}, {"Word": "Martin", "Confidence": 0.831, "X1": 0.16932, "Y1": 0.1842, "X2": 0.22576, "Y2": 0.184, "X3": 0.22576, "Y3": 0.1978, "X4": 0.16932, "Y4": 0.1988, "page": 0, "Index": 4}, {"Word": "San", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.1842, "X2": 0.16498, "Y2": 0.184, "X3": 0.16498, "Y3": 0.1988, "X4": 0.13893, "Y4": 0.1988, "page": 0, "Index": 5}, {"Word": "1.", "Confidence": 0.95, "X1": 0.15195, "Y1": 0.2112, "X2": 0.17077, "Y2": 0.211, "X3": 0.17221, "Y3": 0.2258, "X4": 0.1534, "Y4": 0.2268, "page": 0, "Index": 6}, {"Word": "The", "Confidence": 0.995, "X1": 0.17945, "Y1": 0.2112, "X2": 0.2055, "Y2": 0.211, "X3": 0.2055, "Y3": 0.2258, "X4": 0.1809, "Y4": 0.2258, "page": 0, "Index": 7}, {"Word": "laboratory", "Confidence": 0.799, "X1": 0.20984, "Y1": 0.2122, "X2": 0.28075, "Y2": 0.212, "X3": 0.28075, "Y3": 0.2248, "X4": 0.20984, "Y4": 0.2258, "page": 0, "Index": 8}, {"Word": "should", "Confidence": 0.993, "X1": 0.28509, "Y1": 0.2122, "X2": 0.32706, "Y2": 0.212, "X3": 0.32706, "Y3": 0.2248, "X4": 0.28509, "Y4": 0.2248, "page": 0, "Index": 9}, {"Word": "have", "Confidence": 0.986, "X1": 0.3314, "Y1": 0.2122, "X2": 0.36179, "Y2": 0.212, "X3": 0.36179, "Y3": 0.2248, "X4": 0.3314, "Y4": 0.2248, "page": 0, "Index": 10}, {"Word": "walkways", "Confidence": 0.991, "X1": 0.36614, "Y1": 0.2122, "X2": 0.43271, "Y2": 0.212, "X3": 0.43271, "Y3": 0.2248, "X4": 0.36614, "Y4": 0.2248, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.43705, "Y1": 0.2122, "X2": 0.45007, "Y2": 0.212, "X3": 0.45007, "Y3": 0.2248, "X4": 0.43705, "Y4": 0.2248, "page": 0, "Index": 12}, {"Word": "exits", "Confidence": 0.991, "X1": 0.45297, "Y1": 0.2122, "X2": 0.48625, "Y2": 0.212, "X3": 0.48625, "Y3": 0.2258, "X4": 0.45441, "Y4": 0.2248, "page": 0, "Index": 13}, {"Word": "marked.", "Confidence": 0.665, "X1": 0.49059, "Y1": 0.2122, "X2": 0.54848, "Y2": 0.212, "X3": 0.54848, "Y3": 0.2258, "X4": 0.49059, "Y4": 0.2258, "page": 0, "Index": 14}, {"Word": "(Imagine", "Confidence": 0.948, "X1": 0.55282, "Y1": 0.2122, "X2": 0.6136, "Y2": 0.212, "X3": 0.61505, "Y3": 0.2268, "X4": 0.55282, "Y4": 0.2258, "page": 0, "Index": 15}, {"Word": "trying", "Confidence": 0.997, "X1": 0.61795, "Y1": 0.2122, "X2": 0.65991, "Y2": 0.212, "X3": 0.65991, "Y3": 0.2278, "X4": 0.61795, "Y4": 0.2268, "page": 0, "Index": 16}, {"Word": "to", "Confidence": 0.997, "X1": 0.66425, "Y1": 0.2122, "X2": 0.67583, "Y2": 0.212, "X3": 0.67583, "Y3": 0.2278, "X4": 0.66425, "Y4": 0.2278, "page": 0, "Index": 17}, {"Word": "get", "Confidence": 0.613, "X1": 0.68017, "Y1": 0.2112, "X2": 0.70622, "Y2": 0.211, "X3": 0.70622, "Y3": 0.2288, "X4": 0.68017, "Y4": 0.2278, "page": 0, "Index": 18}, {"Word": "out", "Confidence": 0.994, "X1": 0.1809, "Y1": 0.2272, "X2": 0.20116, "Y2": 0.227, "X3": 0.2026, "Y3": 0.2398, "X4": 0.1809, "Y4": 0.2398, "page": 0, "Index": 19}, {"Word": "in", "Confidence": 0.998, "X1": 0.2055, "Y1": 0.2272, "X2": 0.21852, "Y2": 0.227, "X3": 0.21852, "Y3": 0.2398, "X4": 0.2055, "Y4": 0.2398, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.995, "X1": 0.22287, "Y1": 0.2262, "X2": 0.2301, "Y2": 0.226, "X3": 0.2301, "Y3": 0.2398, "X4": 0.22287, "Y4": 0.2398, "page": 0, "Index": 21}, {"Word": "hurry", "Confidence": 0.925, "X1": 0.233, "Y1": 0.2262, "X2": 0.27207, "Y2": 0.226, "X3": 0.27207, "Y3": 0.2388, "X4": 0.233, "Y4": 0.2398, "page": 0, "Index": 22}, {"Word": "following", "Confidence": 0.993, "X1": 0.27641, "Y1": 0.2262, "X2": 0.34009, "Y2": 0.226, "X3": 0.34009, "Y3": 0.2388, "X4": 0.27641, "Y4": 0.2388, "page": 0, "Index": 23}, {"Word": "a", "Confidence": 0.995, "X1": 0.34443, "Y1": 0.2262, "X2": 0.35166, "Y2": 0.226, "X3": 0.35166, "Y3": 0.2388, "X4": 0.34443, "Y4": 0.2388, "page": 0, "Index": 24}, {"Word": "fire", "Confidence": 0.988, "X1": 0.35601, "Y1": 0.2252, "X2": 0.37771, "Y2": 0.225, "X3": 0.37771, "Y3": 0.2388, "X4": 0.35456, "Y4": 0.2388, "page": 0, "Index": 25}, {"Word": "or", "Confidence": 0.997, "X1": 0.38205, "Y1": 0.2252, "X2": 0.39653, "Y2": 0.225, "X3": 0.39653, "Y3": 0.2388, "X4": 0.38205, "Y4": 0.2388, "page": 0, "Index": 26}, {"Word": "chemical", "Confidence": 0.958, "X1": 0.40087, "Y1": 0.2252, "X2": 0.46165, "Y2": 0.225, "X3": 0.4602, "Y3": 0.2398, "X4": 0.39942, "Y4": 0.2388, "page": 0, "Index": 27}, {"Word": "spillage.)", "Confidence": 0.946, "X1": 0.46599, "Y1": 0.2262, "X2": 0.52967, "Y2": 0.226, "X3": 0.52822, "Y3": 0.2408, "X4": 0.46454, "Y4": 0.2398, "page": 0, "Index": 28}, {"Word": "2.", "Confidence": 0.997, "X1": 0.15051, "Y1": 0.2522, "X2": 0.16932, "Y2": 0.252, "X3": 0.17077, "Y3": 0.2668, "X4": 0.15051, "Y4": 0.2668, "page": 0, "Index": 29}, {"Word": "Hoists", "Confidence": 0.996, "X1": 0.17945, "Y1": 0.2532, "X2": 0.22142, "Y2": 0.253, "X3": 0.22142, "Y3": 0.2668, "X4": 0.1809, "Y4": 0.2668, "page": 0, "Index": 30}, {"Word": "should", "Confidence": 0.993, "X1": 0.22576, "Y1": 0.2532, "X2": 0.27062, "Y2": 0.253, "X3": 0.27207, "Y3": 0.2668, "X4": 0.22576, "Y4": 0.2668, "page": 0, "Index": 31}, {"Word": "have", "Confidence": 0.988, "X1": 0.27496, "Y1": 0.2532, "X2": 0.3068, "Y2": 0.253, "X3": 0.30825, "Y3": 0.2668, "X4": 0.27496, "Y4": 0.2668, "page": 0, "Index": 32}, {"Word": "safety", "Confidence": 0.638, "X1": 0.31114, "Y1": 0.2532, "X2": 0.35022, "Y2": 0.253, "X3": 0.35022, "Y3": 0.2668, "X4": 0.31114, "Y4": 0.2668, "page": 0, "Index": 33}, {"Word": "catches", "Confidence": 0.963, "X1": 0.35456, "Y1": 0.2532, "X2": 0.40087, "Y2": 0.253, "X3": 0.40087, "Y3": 0.2668, "X4": 0.35456, "Y4": 0.2668, "page": 0, "Index": 34}, {"Word": "on", "Confidence": 0.997, "X1": 0.40521, "Y1": 0.2532, "X2": 0.42258, "Y2": 0.253, "X3": 0.42258, "Y3": 0.2668, "X4": 0.40521, "Y4": 0.2668, "page": 0, "Index": 35}, {"Word": "their", "Confidence": 0.997, "X1": 0.42692, "Y1": 0.2532, "X2": 0.45731, "Y2": 0.253, "X3": 0.45731, "Y3": 0.2668, "X4": 0.42692, "Y4": 0.2668, "page": 0, "Index": 36}, {"Word": "hooks.", "Confidence": 0.941, "X1": 0.46165, "Y1": 0.2532, "X2": 0.50796, "Y2": 0.253, "X3": 0.50796, "Y3": 0.2678, "X4": 0.46165, "Y4": 0.2668, "page": 0, "Index": 37}, {"Word": "3.", "Confidence": 0.993, "X1": 0.15051, "Y1": 0.2802, "X2": 0.17077, "Y2": 0.28, "X3": 0.17077, "Y3": 0.2958, "X4": 0.15051, "Y4": 0.2958, "page": 0, "Index": 38}, {"Word": "All", "Confidence": 0.955, "X1": 0.1809, "Y1": 0.2812, "X2": 0.20116, "Y2": 0.281, "X3": 0.19971, "Y3": 0.2948, "X4": 0.1809, "Y4": 0.2958, "page": 0, "Index": 39}, {"Word": "fans", "Confidence": 0.987, "X1": 0.2055, "Y1": 0.2812, "X2": 0.233, "Y2": 0.281, "X3": 0.233, "Y3": 0.2948, "X4": 0.20405, "Y4": 0.2948, "page": 0, "Index": 40}, {"Word": "must", "Confidence": 0.988, "X1": 0.23734, "Y1": 0.2812, "X2": 0.27062, "Y2": 0.281, "X3": 0.26918, "Y3": 0.2948, "X4": 0.23589, "Y4": 0.2948, "page": 0, "Index": 41}, {"Word": "have", "Confidence": 0.986, "X1": 0.27352, "Y1": 0.2812, "X2": 0.3068, "Y2": 0.281, "X3": 0.30535, "Y3": 0.2948, "X4": 0.27352, "Y4": 0.2948, "page": 0, "Index": 42}, {"Word": "finger", "Confidence": 0.997, "X1": 0.3097, "Y1": 0.2812, "X2": 0.34877, "Y2": 0.281, "X3": 0.34877, "Y3": 0.2948, "X4": 0.3097, "Y4": 0.2948, "page": 0, "Index": 43}, {"Word": "proof", "Confidence": 0.994, "X1": 0.35311, "Y1": 0.2812, "X2": 0.38929, "Y2": 0.281, "X3": 0.38784, "Y3": 0.2948, "X4": 0.35166, "Y4": 0.2948, "page": 0, "Index": 44}, {"Word": "mesh.", "Confidence": 0.991, "X1": 0.39219, "Y1": 0.2812, "X2": 0.4356, "Y2": 0.281, "X3": 0.4356, "Y3": 0.2948, "X4": 0.39219, "Y4": 0.2948, "page": 0, "Index": 45}, {"Word": "4.", "Confidence": 0.997, "X1": 0.15051, "Y1": 0.3072, "X2": 0.17077, "Y2": 0.307, "X3": 0.17077, "Y3": 0.3218, "X4": 0.15051, "Y4": 0.3218, "page": 0, "Index": 46}, {"Word": "Unsafe", "Confidence": 0.995, "X1": 0.17945, "Y1": 0.3082, "X2": 0.22721, "Y2": 0.308, "X3": 0.22721, "Y3": 0.3218, "X4": 0.17945, "Y4": 0.3218, "page": 0, "Index": 47}, {"Word": "stacking", "Confidence": 0.995, "X1": 0.23155, "Y1": 0.3082, "X2": 0.28799, "Y2": 0.308, "X3": 0.28654, "Y3": 0.3218, "X4": 0.23155, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.29233, "Y1": 0.3082, "X2": 0.30535, "Y2": 0.308, "X3": 0.30535, "Y3": 0.3218, "X4": 0.29088, "Y4": 0.3218, "page": 0, "Index": 49}, {"Word": "metal", "Confidence": 0.991, "X1": 0.3097, "Y1": 0.3092, "X2": 0.34732, "Y2": 0.309, "X3": 0.34588, "Y3": 0.3218, "X4": 0.3097, "Y4": 0.3218, "page": 0, "Index": 50}, {"Word": "in", "Confidence": 0.998, "X1": 0.35022, "Y1": 0.3092, "X2": 0.36179, "Y2": 0.309, "X3": 0.36179, "Y3": 0.3218, "X4": 0.35022, "Y4": 0.3218, "page": 0, "Index": 51}, {"Word": "workshop.", "Confidence": 0.951, "X1": 0.36614, "Y1": 0.3092, "X2": 0.43849, "Y2": 0.309, "X3": 0.43705, "Y3": 0.3228, "X4": 0.36469, "Y4": 0.3218, "page": 0, "Index": 52}, {"Word": "5.", "Confidence": 0.981, "X1": 0.15051, "Y1": 0.3352, "X2": 0.16932, "Y2": 0.335, "X3": 0.16932, "Y3": 0.3498, "X4": 0.15051, "Y4": 0.3498, "page": 0, "Index": 53}, {"Word": "Bare", "Confidence": 0.986, "X1": 0.17945, "Y1": 0.3352, "X2": 0.21274, "Y2": 0.335, "X3": 0.21274, "Y3": 0.3498, "X4": 0.17945, "Y4": 0.3498, "page": 0, "Index": 54}, {"Word": "wires", "Confidence": 0.996, "X1": 0.21563, "Y1": 0.3362, "X2": 0.25036, "Y2": 0.336, "X3": 0.25036, "Y3": 0.3498, "X4": 0.21563, "Y4": 0.3498, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.998, "X1": 0.2547, "Y1": 0.3362, "X2": 0.26918, "Y2": 0.336, "X3": 0.26918, "Y3": 0.3498, "X4": 0.2547, "Y4": 0.3498, "page": 0, "Index": 56}, {"Word": "printing", "Confidence": 0.619, "X1": 0.27352, "Y1": 0.3362, "X2": 0.32562, "Y2": 0.336, "X3": 0.32562, "Y3": 0.3498, "X4": 0.27207, "Y4": 0.3498, "page": 0, "Index": 57}, {"Word": "cylinder", "Confidence": 0.884, "X1": 0.32996, "Y1": 0.3372, "X2": 0.38495, "Y2": 0.337, "X3": 0.3835, "Y3": 0.3498, "X4": 0.32996, "Y4": 0.3498, "page": 0, "Index": 58}, {"Word": "prep", "Confidence": 0.989, "X1": 0.38784, "Y1": 0.3372, "X2": 0.41679, "Y2": 0.337, "X3": 0.41679, "Y3": 0.3498, "X4": 0.38784, "Y4": 0.3498, "page": 0, "Index": 59}, {"Word": "area.", "Confidence": 0.601, "X1": 0.42113, "Y1": 0.3382, "X2": 0.4602, "Y2": 0.338, "X3": 0.45876, "Y3": 0.3508, "X4": 0.41968, "Y4": 0.3498, "page": 0, "Index": 60}, {"Word": "6.", "Confidence": 0.991, "X1": 0.14906, "Y1": 0.3632, "X2": 0.16932, "Y2": 0.363, "X3": 0.17077, "Y3": 0.3778, "X4": 0.15051, "Y4": 0.3778, "page": 0, "Index": 61}, {"Word": "Uncovered", "Confidence": 0.993, "X1": 0.178, "Y1": 0.3632, "X2": 0.25181, "Y2": 0.363, "X3": 0.25181, "Y3": 0.3778, "X4": 0.17945, "Y4": 0.3778, "page": 0, "Index": 62}, {"Word": "junction", "Confidence": 0.955, "X1": 0.25615, "Y1": 0.3632, "X2": 0.3097, "Y2": 0.363, "X3": 0.31114, "Y3": 0.3778, "X4": 0.25615, "Y4": 0.3778, "page": 0, "Index": 63}, {"Word": "box", "Confidence": 0.991, "X1": 0.31404, "Y1": 0.3632, "X2": 0.34009, "Y2": 0.363, "X3": 0.34009, "Y3": 0.3778, "X4": 0.31548, "Y4": 0.3778, "page": 0, "Index": 64}, {"Word": "on", "Confidence": 0.802, "X1": 0.34443, "Y1": 0.3632, "X2": 0.3589, "Y2": 0.363, "X3": 0.36035, "Y3": 0.3778, "X4": 0.34443, "Y4": 0.3778, "page": 0, "Index": 65}, {"Word": "Cerutti", "Confidence": 0.952, "X1": 0.36324, "Y1": 0.3632, "X2": 0.4081, "Y2": 0.363, "X3": 0.4081, "Y3": 0.3778, "X4": 0.36324, "Y4": 0.3778, "page": 0, "Index": 66}, {"Word": "printing", "Confidence": 0.941, "X1": 0.41245, "Y1": 0.3632, "X2": 0.46744, "Y2": 0.363, "X3": 0.46744, "Y3": 0.3778, "X4": 0.41245, "Y4": 0.3778, "page": 0, "Index": 67}, {"Word": "machine.", "Confidence": 0.992, "X1": 0.47178, "Y1": 0.3632, "X2": 0.5369, "Y2": 0.363, "X3": 0.5369, "Y3": 0.3788, "X4": 0.47178, "Y4": 0.3778, "page": 0, "Index": 68}, {"Word": "7.", "Confidence": 0.997, "X1": 0.15051, "Y1": 0.3912, "X2": 0.16932, "Y2": 0.391, "X3": 0.16932, "Y3": 0.4058, "X4": 0.14906, "Y4": 0.4058, "page": 0, "Index": 69}, {"Word": "Insulating", "Confidence": 0.991, "X1": 0.178, "Y1": 0.3912, "X2": 0.24602, "Y2": 0.391, "X3": 0.24457, "Y3": 0.4058, "X4": 0.178, "Y4": 0.4058, "page": 0, "Index": 70}, {"Word": "tape", "Confidence": 0.988, "X1": 0.25036, "Y1": 0.3912, "X2": 0.27786, "Y2": 0.391, "X3": 0.27786, "Y3": 0.4058, "X4": 0.24891, "Y4": 0.4058, "page": 0, "Index": 71}, {"Word": "join", "Confidence": 0.986, "X1": 0.2822, "Y1": 0.3912, "X2": 0.30825, "Y2": 0.391, "X3": 0.30825, "Y3": 0.4058, "X4": 0.2822, "Y4": 0.4058, "page": 0, "Index": 72}, {"Word": "on", "Confidence": 0.998, "X1": 0.31259, "Y1": 0.3912, "X2": 0.32851, "Y2": 0.391, "X3": 0.32851, "Y3": 0.4058, "X4": 0.31259, "Y4": 0.4058, "page": 0, "Index": 73}, {"Word": "cable", "Confidence": 0.809, "X1": 0.33285, "Y1": 0.3912, "X2": 0.36614, "Y2": 0.391, "X3": 0.36614, "Y3": 0.4058, "X4": 0.3314, "Y4": 0.4058, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.997, "X1": 0.37048, "Y1": 0.3912, "X2": 0.3835, "Y2": 0.391, "X3": 0.38205, "Y3": 0.4058, "X4": 0.37048, "Y4": 0.4058, "page": 0, "Index": 75}, {"Word": "reel", "Confidence": 0.988, "X1": 0.38784, "Y1": 0.3912, "X2": 0.41245, "Y2": 0.391, "X3": 0.41245, "Y3": 0.4058, "X4": 0.3864, "Y4": 0.4058, "page": 0, "Index": 76}, {"Word": "rewind", "Confidence": 0.994, "X1": 0.41679, "Y1": 0.3912, "X2": 0.46454, "Y2": 0.391, "X3": 0.46454, "Y3": 0.4058, "X4": 0.41679, "Y4": 0.4058, "page": 0, "Index": 77}, {"Word": "area.", "Confidence": 0.79, "X1": 0.46889, "Y1": 0.3922, "X2": 0.50507, "Y2": 0.392, "X3": 0.50362, "Y3": 0.4058, "X4": 0.46889, "Y4": 0.4058, "page": 0, "Index": 78}, {"Word": "8.", "Confidence": 0.996, "X1": 0.15051, "Y1": 0.4192, "X2": 0.16932, "Y2": 0.419, "X3": 0.16787, "Y3": 0.4338, "X4": 0.14906, "Y4": 0.4338, "page": 0, "Index": 79}, {"Word": "Slitting", "Confidence": 0.93, "X1": 0.178, "Y1": 0.4192, "X2": 0.22865, "Y2": 0.419, "X3": 0.22721, "Y3": 0.4328, "X4": 0.17656, "Y4": 0.4338, "page": 0, "Index": 80}, {"Word": "machine", "Confidence": 0.991, "X1": 0.233, "Y1": 0.4192, "X2": 0.28944, "Y2": 0.419, "X3": 0.28799, "Y3": 0.4328, "X4": 0.23155, "Y4": 0.4328, "page": 0, "Index": 81}, {"Word": "needs", "Confidence": 0.955, "X1": 0.29378, "Y1": 0.4192, "X2": 0.32996, "Y2": 0.419, "X3": 0.32996, "Y3": 0.4328, "X4": 0.29233, "Y4": 0.4328, "page": 0, "Index": 82}, {"Word": "better", "Confidence": 0.993, "X1": 0.3343, "Y1": 0.4192, "X2": 0.37192, "Y2": 0.419, "X3": 0.37048, "Y3": 0.4338, "X4": 0.33285, "Y4": 0.4328, "page": 0, "Index": 83}, {"Word": "guarding.", "Confidence": 0.993, "X1": 0.37627, "Y1": 0.4202, "X2": 0.44284, "Y2": 0.42, "X3": 0.44139, "Y3": 0.4348, "X4": 0.37482, "Y4": 0.4338, "page": 0, "Index": 84}, {"Word": "9.", "Confidence": 0.998, "X1": 0.14906, "Y1": 0.4472, "X2": 0.16932, "Y2": 0.447, "X3": 0.16787, "Y3": 0.4608, "X4": 0.14906, "Y4": 0.4598, "page": 0, "Index": 85}, {"Word": "Poor", "Confidence": 0.962, "X1": 0.178, "Y1": 0.4472, "X2": 0.20984, "Y2": 0.447, "X3": 0.20984, "Y3": 0.4608, "X4": 0.17656, "Y4": 0.4608, "page": 0, "Index": 86}, {"Word": "motor", "Confidence": 0.994, "X1": 0.21418, "Y1": 0.4472, "X2": 0.2547, "Y2": 0.447, "X3": 0.25326, "Y3": 0.4608, "X4": 0.21274, "Y4": 0.4608, "page": 0, "Index": 87}, {"Word": "wiring", "Confidence": 0.991, "X1": 0.25904, "Y1": 0.4472, "X2": 0.30101, "Y2": 0.447, "X3": 0.30101, "Y3": 0.4608, "X4": 0.2576, "Y4": 0.4608, "page": 0, "Index": 88}, {"Word": "(no", "Confidence": 0.996, "X1": 0.30535, "Y1": 0.4472, "X2": 0.32706, "Y2": 0.447, "X3": 0.32706, "Y3": 0.4608, "X4": 0.30535, "Y4": 0.4608, "page": 0, "Index": 89}, {"Word": "gland)", "Confidence": 0.996, "X1": 0.3314, "Y1": 0.4472, "X2": 0.37337, "Y2": 0.447, "X3": 0.37337, "Y3": 0.4608, "X4": 0.3314, "Y4": 0.4608, "page": 0, "Index": 90}, {"Word": "on", "Confidence": 0.998, "X1": 0.37771, "Y1": 0.4462, "X2": 0.39219, "Y2": 0.446, "X3": 0.39219, "Y3": 0.4608, "X4": 0.37771, "Y4": 0.4608, "page": 0, "Index": 91}, {"Word": "Chambon", "Confidence": 0.996, "X1": 0.39653, "Y1": 0.4462, "X2": 0.4631, "Y2": 0.446, "X3": 0.4631, "Y3": 0.4608, "X4": 0.39653, "Y4": 0.4608, "page": 0, "Index": 92}, {"Word": "machine.", "Confidence": 0.981, "X1": 0.46744, "Y1": 0.4462, "X2": 0.53111, "Y2": 0.446, "X3": 0.53256, "Y3": 0.4608, "X4": 0.46744, "Y4": 0.4608, "page": 0, "Index": 93}, {"Word": "10.", "Confidence": 0.996, "X1": 0.14182, "Y1": 0.4742, "X2": 0.16787, "Y2": 0.474, "X3": 0.16787, "Y3": 0.4888, "X4": 0.14182, "Y4": 0.4888, "page": 0, "Index": 94}, {"Word": "Need", "Confidence": 0.981, "X1": 0.178, "Y1": 0.4742, "X2": 0.21418, "Y2": 0.474, "X3": 0.21418, "Y3": 0.4888, "X4": 0.178, "Y4": 0.4888, "page": 0, "Index": 95}, {"Word": "better", "Confidence": 0.991, "X1": 0.21708, "Y1": 0.4742, "X2": 0.25615, "Y2": 0.474, "X3": 0.25615, "Y3": 0.4888, "X4": 0.21708, "Y4": 0.4888, "page": 0, "Index": 96}, {"Word": "guarding", "Confidence": 0.985, "X1": 0.26049, "Y1": 0.4752, "X2": 0.31983, "Y2": 0.475, "X3": 0.31983, "Y3": 0.4888, "X4": 0.26049, "Y4": 0.4888, "page": 0, "Index": 97}, {"Word": "on", "Confidence": 0.996, "X1": 0.32272, "Y1": 0.4752, "X2": 0.34009, "Y2": 0.475, "X3": 0.34009, "Y3": 0.4888, "X4": 0.32272, "Y4": 0.4888, "page": 0, "Index": 98}, {"Word": "bale", "Confidence": 0.975, "X1": 0.34443, "Y1": 0.4752, "X2": 0.37048, "Y2": 0.475, "X3": 0.37048, "Y3": 0.4888, "X4": 0.34443, "Y4": 0.4888, "page": 0, "Index": 99}, {"Word": "slicer.", "Confidence": 0.961, "X1": 0.37337, "Y1": 0.4752, "X2": 0.41823, "Y2": 0.475, "X3": 0.41823, "Y3": 0.4888, "X4": 0.37337, "Y4": 0.4888, "page": 0, "Index": 100}, {"Word": "11.", "Confidence": 0.993, "X1": 0.14182, "Y1": 0.5022, "X2": 0.16787, "Y2": 0.502, "X3": 0.16787, "Y3": 0.5158, "X4": 0.14182, "Y4": 0.5158, "page": 0, "Index": 101}, {"Word": "Tools", "Confidence": 0.995, "X1": 0.178, "Y1": 0.5022, "X2": 0.21708, "Y2": 0.502, "X3": 0.21708, "Y3": 0.5158, "X4": 0.178, "Y4": 0.5158, "page": 0, "Index": 102}, {"Word": "etc.", "Confidence": 0.612, "X1": 0.22142, "Y1": 0.5022, "X2": 0.24313, "Y2": 0.502, "X3": 0.24457, "Y3": 0.5158, "X4": 0.22142, "Y4": 0.5158, "page": 0, "Index": 103}, {"Word": "on", "Confidence": 0.998, "X1": 0.24747, "Y1": 0.5022, "X2": 0.26483, "Y2": 0.502, "X3": 0.26483, "Y3": 0.5158, "X4": 0.24747, "Y4": 0.5158, "page": 0, "Index": 104}, {"Word": "catwalk.", "Confidence": 0.851, "X1": 0.26918, "Y1": 0.5022, "X2": 0.32706, "Y2": 0.502, "X3": 0.32851, "Y3": 0.5158, "X4": 0.26918, "Y4": 0.5158, "page": 0, "Index": 105}, {"Word": "12.", "Confidence": 0.998, "X1": 0.14038, "Y1": 0.5292, "X2": 0.16787, "Y2": 0.529, "X3": 0.16932, "Y3": 0.5428, "X4": 0.14182, "Y4": 0.5428, "page": 0, "Index": 106}, {"Word": "Gully", "Confidence": 0.668, "X1": 0.17656, "Y1": 0.5292, "X2": 0.21563, "Y2": 0.529, "X3": 0.21708, "Y3": 0.5428, "X4": 0.178, "Y4": 0.5428, "page": 0, "Index": 107}, {"Word": "in", "Confidence": 0.998, "X1": 0.21997, "Y1": 0.5292, "X2": 0.23155, "Y2": 0.529, "X3": 0.23155, "Y3": 0.5428, "X4": 0.21997, "Y4": 0.5428, "page": 0, "Index": 108}, {"Word": "alcohol", "Confidence": 0.846, "X1": 0.23589, "Y1": 0.5292, "X2": 0.28654, "Y2": 0.529, "X3": 0.28654, "Y3": 0.5428, "X4": 0.23589, "Y4": 0.5428, "page": 0, "Index": 109}, {"Word": "area", "Confidence": 0.652, "X1": 0.29088, "Y1": 0.5292, "X2": 0.31693, "Y2": 0.529, "X3": 0.31693, "Y3": 0.5428, "X4": 0.29088, "Y4": 0.5428, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.998, "X1": 0.32127, "Y1": 0.5292, "X2": 0.3343, "Y2": 0.529, "X3": 0.3343, "Y3": 0.5428, "X4": 0.32127, "Y4": 0.5428, "page": 0, "Index": 111}, {"Word": "flavour", "Confidence": 0.986, "X1": 0.33864, "Y1": 0.5292, "X2": 0.38495, "Y2": 0.529, "X3": 0.38495, "Y3": 0.5428, "X4": 0.33864, "Y4": 0.5428, "page": 0, "Index": 112}, {"Word": "room", "Confidence": 0.981, "X1": 0.38929, "Y1": 0.5292, "X2": 0.42547, "Y2": 0.529, "X3": 0.42547, "Y3": 0.5428, "X4": 0.38929, "Y4": 0.5428, "page": 0, "Index": 113}, {"Word": "should", "Confidence": 0.997, "X1": 0.42981, "Y1": 0.5292, "X2": 0.47467, "Y2": 0.529, "X3": 0.47467, "Y3": 0.5428, "X4": 0.42981, "Y4": 0.5428, "page": 0, "Index": 114}, {"Word": "be", "Confidence": 0.997, "X1": 0.47902, "Y1": 0.5292, "X2": 0.49638, "Y2": 0.529, "X3": 0.49493, "Y3": 0.5428, "X4": 0.47902, "Y4": 0.5428, "page": 0, "Index": 115}, {"Word": "force", "Confidence": 0.991, "X1": 0.49928, "Y1": 0.5292, "X2": 0.53546, "Y2": 0.529, "X3": 0.53401, "Y3": 0.5438, "X4": 0.49928, "Y4": 0.5428, "page": 0, "Index": 116}, {"Word": "ventilated.", "Confidence": 0.964, "X1": 0.53835, "Y1": 0.5282, "X2": 0.6136, "Y2": 0.528, "X3": 0.61216, "Y3": 0.5438, "X4": 0.53835, "Y4": 0.5438, "page": 0, "Index": 117}, {"Word": "(Alcohol", "Confidence": 0.77, "X1": 0.61795, "Y1": 0.5282, "X2": 0.68162, "Y2": 0.528, "X3": 0.68162, "Y3": 0.5448, "X4": 0.6165, "Y4": 0.5438, "page": 0, "Index": 118}, {"Word": "vapour", "Confidence": 0.995, "X1": 0.178, "Y1": 0.5442, "X2": 0.22576, "Y2": 0.544, "X3": 0.22576, "Y3": 0.5568, "X4": 0.178, "Y4": 0.5568, "page": 0, "Index": 119}, {"Word": "is", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.5442, "X2": 0.24023, "Y2": 0.544, "X3": 0.24023, "Y3": 0.5568, "X4": 0.22865, "Y4": 0.5568, "page": 0, "Index": 120}, {"Word": "heavier", "Confidence": 0.941, "X1": 0.24313, "Y1": 0.5442, "X2": 0.29378, "Y2": 0.544, "X3": 0.29378, "Y3": 0.5568, "X4": 0.24313, "Y4": 0.5568, "page": 0, "Index": 121}, {"Word": "than", "Confidence": 0.991, "X1": 0.29667, "Y1": 0.5442, "X2": 0.32562, "Y2": 0.544, "X3": 0.32562, "Y3": 0.5568, "X4": 0.29667, "Y4": 0.5568, "page": 0, "Index": 122}, {"Word": "air.)", "Confidence": 0.955, "X1": 0.32996, "Y1": 0.5442, "X2": 0.3589, "Y2": 0.544, "X3": 0.3589, "Y3": 0.5568, "X4": 0.32996, "Y4": 0.5568, "page": 0, "Index": 123}, {"Word": "13.", "Confidence": 0.995, "X1": 0.13893, "Y1": 0.5692, "X2": 0.16787, "Y2": 0.569, "X3": 0.16787, "Y3": 0.5848, "X4": 0.13893, "Y4": 0.5848, "page": 0, "Index": 124}, {"Word": "Several", "Confidence": 0.995, "X1": 0.17656, "Y1": 0.5702, "X2": 0.22721, "Y2": 0.57, "X3": 0.22721, "Y3": 0.5848, "X4": 0.17656, "Y4": 0.5848, "page": 0, "Index": 125}, {"Word": "incorrectly", "Confidence": 0.901, "X1": 0.23155, "Y1": 0.5712, "X2": 0.30391, "Y2": 0.571, "X3": 0.30246, "Y3": 0.5848, "X4": 0.23155, "Y4": 0.5848, "page": 0, "Index": 126}, {"Word": "guarded", "Confidence": 0.994, "X1": 0.30825, "Y1": 0.5702, "X2": 0.3589, "Y2": 0.57, "X3": 0.3589, "Y3": 0.5848, "X4": 0.3068, "Y4": 0.5848, "page": 0, "Index": 127}, {"Word": "belt", "Confidence": 0.739, "X1": 0.36324, "Y1": 0.5702, "X2": 0.38784, "Y2": 0.57, "X3": 0.38784, "Y3": 0.5848, "X4": 0.36324, "Y4": 0.5848, "page": 0, "Index": 128}, {"Word": "drives.", "Confidence": 0.971, "X1": 0.39219, "Y1": 0.5692, "X2": 0.44139, "Y2": 0.569, "X3": 0.44139, "Y3": 0.5848, "X4": 0.39219, "Y4": 0.5848, "page": 0, "Index": 129}, {"Word": "14.", "Confidence": 0.993, "X1": 0.14038, "Y1": 0.5972, "X2": 0.16643, "Y2": 0.597, "X3": 0.16643, "Y3": 0.6108, "X4": 0.14038, "Y4": 0.6108, "page": 0, "Index": 130}, {"Word": "Oscar", "Confidence": 0.834, "X1": 0.17656, "Y1": 0.5972, "X2": 0.21563, "Y2": 0.597, "X3": 0.21563, "Y3": 0.6108, "X4": 0.17656, "Y4": 0.6108, "page": 0, "Index": 131}, {"Word": "chain", "Confidence": 0.908, "X1": 0.21997, "Y1": 0.5982, "X2": 0.25615, "Y2": 0.598, "X3": 0.25615, "Y3": 0.6108, "X4": 0.21997, "Y4": 0.6108, "page": 0, "Index": 132}, {"Word": "drive", "Confidence": 0.996, "X1": 0.25904, "Y1": 0.5982, "X2": 0.29378, "Y2": 0.598, "X3": 0.29378, "Y3": 0.6108, "X4": 0.25904, "Y4": 0.6108, "page": 0, "Index": 133}, {"Word": "without", "Confidence": 0.991, "X1": 0.29812, "Y1": 0.5982, "X2": 0.34877, "Y2": 0.598, "X3": 0.34877, "Y3": 0.6108, "X4": 0.29812, "Y4": 0.6108, "page": 0, "Index": 134}, {"Word": "cover.", "Confidence": 0.981, "X1": 0.35166, "Y1": 0.5982, "X2": 0.39653, "Y2": 0.598, "X3": 0.39653, "Y3": 0.6118, "X4": 0.35166, "Y4": 0.6108, "page": 0, "Index": 135}, {"Word": "Mark", "Confidence": 0.988, "X1": 0.17511, "Y1": 0.6252, "X2": 0.21274, "Y2": 0.625, "X3": 0.21274, "Y3": 0.6378, "X4": 0.17511, "Y4": 0.6388, "page": 0, "Index": 136}, {"Word": "15.", "Confidence": 0.983, "X1": 0.13893, "Y1": 0.6252, "X2": 0.16498, "Y2": 0.625, "X3": 0.16498, "Y3": 0.6388, "X4": 0.13893, "Y4": 0.6388, "page": 0, "Index": 137}, {"Word": "walkways", "Confidence": 0.991, "X1": 0.21708, "Y1": 0.6252, "X2": 0.28365, "Y2": 0.625, "X3": 0.2822, "Y3": 0.6388, "X4": 0.21708, "Y4": 0.6378, "page": 0, "Index": 138}, {"Word": "in", "Confidence": 0.998, "X1": 0.28799, "Y1": 0.6252, "X2": 0.30101, "Y2": 0.625, "X3": 0.29957, "Y3": 0.6388, "X4": 0.28654, "Y4": 0.6388, "page": 0, "Index": 139}, {"Word": "SMD.", "Confidence": 0.982, "X1": 0.30391, "Y1": 0.6252, "X2": 0.34732, "Y2": 0.625, "X3": 0.34732, "Y3": 0.6388, "X4": 0.30391, "Y4": 0.6388, "page": 0, "Index": 140}, {"Word": "16.", "Confidence": 0.993, "X1": 0.13893, "Y1": 0.6522, "X2": 0.16643, "Y2": 0.652, "X3": 0.16643, "Y3": 0.6668, "X4": 0.13893, "Y4": 0.6668, "page": 0, "Index": 141}, {"Word": "Strap", "Confidence": 0.932, "X1": 0.17511, "Y1": 0.6522, "X2": 0.21129, "Y2": 0.652, "X3": 0.21129, "Y3": 0.6668, "X4": 0.17366, "Y4": 0.6668, "page": 0, "Index": 142}, {"Word": "fluorescent", "Confidence": 0.657, "X1": 0.21563, "Y1": 0.6532, "X2": 0.28944, "Y2": 0.653, "X3": 0.28944, "Y3": 0.6668, "X4": 0.21563, "Y4": 0.6668, "page": 0, "Index": 143}, {"Word": "tube", "Confidence": 0.987, "X1": 0.29378, "Y1": 0.6532, "X2": 0.32127, "Y2": 0.653, "X3": 0.31983, "Y3": 0.6668, "X4": 0.29378, "Y4": 0.6668, "page": 0, "Index": 144}, {"Word": "lighting", "Confidence": 0.951, "X1": 0.32562, "Y1": 0.6532, "X2": 0.37627, "Y2": 0.653, "X3": 0.37482, "Y3": 0.6668, "X4": 0.32417, "Y4": 0.6668, "page": 0, "Index": 145}, {"Word": "in", "Confidence": 0.988, "X1": 0.38061, "Y1": 0.6532, "X2": 0.39363, "Y2": 0.653, "X3": 0.39219, "Y3": 0.6678, "X4": 0.37916, "Y4": 0.6668, "page": 0, "Index": 146}, {"Word": "feeder", "Confidence": 0.847, "X1": 0.39797, "Y1": 0.6532, "X2": 0.43849, "Y2": 0.653, "X3": 0.43705, "Y3": 0.6678, "X4": 0.39653, "Y4": 0.6678, "page": 0, "Index": 147}, {"Word": "area.", "Confidence": 0.67, "X1": 0.44284, "Y1": 0.6532, "X2": 0.47902, "Y2": 0.653, "X3": 0.47757, "Y3": 0.6678, "X4": 0.44139, "Y4": 0.6678, "page": 0, "Index": 148}, {"Word": "17.", "Confidence": 0.998, "X1": 0.13748, "Y1": 0.6802, "X2": 0.16498, "Y2": 0.68, "X3": 0.16787, "Y3": 0.6948, "X4": 0.13893, "Y4": 0.6948, "page": 0, "Index": 149}, {"Word": "Unsafe", "Confidence": 0.996, "X1": 0.17366, "Y1": 0.6802, "X2": 0.22142, "Y2": 0.68, "X3": 0.22287, "Y3": 0.6948, "X4": 0.17511, "Y4": 0.6948, "page": 0, "Index": 150}, {"Word": "trailer", "Confidence": 0.936, "X1": 0.22576, "Y1": 0.6802, "X2": 0.26483, "Y2": 0.68, "X3": 0.26628, "Y3": 0.6958, "X4": 0.22721, "Y4": 0.6948, "page": 0, "Index": 151}, {"Word": "manoeuvring", "Confidence": 0.918, "X1": 0.26918, "Y1": 0.6802, "X2": 0.35601, "Y2": 0.68, "X3": 0.35601, "Y3": 0.6958, "X4": 0.27062, "Y4": 0.6958, "page": 0, "Index": 152}, {"Word": "(wood", "Confidence": 0.995, "X1": 0.36035, "Y1": 0.6802, "X2": 0.40087, "Y2": 0.68, "X3": 0.40232, "Y3": 0.6958, "X4": 0.36035, "Y4": 0.6958, "page": 0, "Index": 153}, {"Word": "blocks", "Confidence": 0.844, "X1": 0.40521, "Y1": 0.6802, "X2": 0.44863, "Y2": 0.68, "X3": 0.45007, "Y3": 0.6958, "X4": 0.40666, "Y4": 0.6958, "page": 0, "Index": 154}, {"Word": "under", "Confidence": 0.993, "X1": 0.45297, "Y1": 0.6802, "X2": 0.49349, "Y2": 0.68, "X3": 0.49349, "Y3": 0.6968, "X4": 0.45441, "Y4": 0.6958, "page": 0, "Index": 155}, {"Word": "legs).", "Confidence": 0.981, "X1": 0.49783, "Y1": 0.6802, "X2": 0.5369, "Y2": 0.68, "X3": 0.53835, "Y3": 0.6968, "X4": 0.49783, "Y4": 0.6968, "page": 0, "Index": 156}, {"Word": "Better", "Confidence": 0.996, "X1": 0.54124, "Y1": 0.6802, "X2": 0.58321, "Y2": 0.68, "X3": 0.58321, "Y3": 0.6968, "X4": 0.54269, "Y4": 0.6968, "page": 0, "Index": 157}, {"Word": "supervision", "Confidence": 0.994, "X1": 0.58755, "Y1": 0.6812, "X2": 0.67004, "Y2": 0.681, "X3": 0.67004, "Y3": 0.6978, "X4": 0.58755, "Y4": 0.6968, "page": 0, "Index": 158}, {"Word": "please.", "Confidence": 0.854, "X1": 0.17511, "Y1": 0.6952, "X2": 0.22431, "Y2": 0.695, "X3": 0.22431, "Y3": 0.7088, "X4": 0.17511, "Y4": 0.7078, "page": 0, "Index": 159}, {"Word": "Zuviria", "Confidence": 0.855, "X1": 0.13314, "Y1": 0.7222, "X2": 0.18379, "Y2": 0.722, "X3": 0.18379, "Y3": 0.7368, "X4": 0.13314, "Y4": 0.7378, "page": 0, "Index": 160}, {"Word": "GLI", "Confidence": 0.424, "X1": 0.18813, "Y1": 0.7222, "X2": 0.22721, "Y2": 0.722, "X3": 0.22721, "Y3": 0.7378, "X4": 0.18813, "Y4": 0.7368, "page": 0, "Index": 161}, {"Word": "1.", "Confidence": 0.94, "X1": 0.14616, "Y1": 0.7492, "X2": 0.16498, "Y2": 0.749, "X3": 0.16353, "Y3": 0.7648, "X4": 0.14472, "Y4": 0.7648, "page": 0, "Index": 162}, {"Word": "Several", "Confidence": 0.993, "X1": 0.17511, "Y1": 0.7502, "X2": 0.22576, "Y2": 0.75, "X3": 0.22431, "Y3": 0.7648, "X4": 0.17366, "Y4": 0.7648, "page": 0, "Index": 163}, {"Word": "access", "Confidence": 0.958, "X1": 0.2301, "Y1": 0.7502, "X2": 0.27062, "Y2": 0.75, "X3": 0.27062, "Y3": 0.7648, "X4": 0.22865, "Y4": 0.7648, "page": 0, "Index": 164}, {"Word": "points", "Confidence": 0.996, "X1": 0.27496, "Y1": 0.7502, "X2": 0.31548, "Y2": 0.75, "X3": 0.31404, "Y3": 0.7648, "X4": 0.27496, "Y4": 0.7648, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.997, "X1": 0.31983, "Y1": 0.7512, "X2": 0.33285, "Y2": 0.751, "X3": 0.33285, "Y3": 0.7648, "X4": 0.31838, "Y4": 0.7648, "page": 0, "Index": 166}, {"Word": "threshers", "Confidence": 0.994, "X1": 0.33719, "Y1": 0.7512, "X2": 0.39653, "Y2": 0.751, "X3": 0.39653, "Y3": 0.7648, "X4": 0.33719, "Y4": 0.7648, "page": 0, "Index": 167}, {"Word": "with", "Confidence": 0.989, "X1": 0.40087, "Y1": 0.7512, "X2": 0.42836, "Y2": 0.751, "X3": 0.42692, "Y3": 0.7648, "X4": 0.39942, "Y4": 0.7648, "page": 0, "Index": 168}, {"Word": "no", "Confidence": 0.813, "X1": 0.43271, "Y1": 0.7512, "X2": 0.44863, "Y2": 0.751, "X3": 0.44863, "Y3": 0.7648, "X4": 0.43126, "Y4": 0.7648, "page": 0, "Index": 169}, {"Word": "interlocks.", "Confidence": 0.975, "X1": 0.45297, "Y1": 0.7512, "X2": 0.53111, "Y2": 0.751, "X3": 0.52967, "Y3": 0.7648, "X4": 0.45297, "Y4": 0.7648, "page": 0, "Index": 170}, {"Word": "2.", "Confidence": 0.958, "X1": 0.14327, "Y1": 0.7772, "X2": 0.16498, "Y2": 0.777, "X3": 0.16643, "Y3": 0.7928, "X4": 0.14327, "Y4": 0.7928, "page": 0, "Index": 171}, {"Word": "Two", "Confidence": 0.997, "X1": 0.17366, "Y1": 0.7772, "X2": 0.2026, "Y2": 0.777, "X3": 0.20405, "Y3": 0.7928, "X4": 0.17366, "Y4": 0.7928, "page": 0, "Index": 172}, {"Word": "rotary", "Confidence": 0.994, "X1": 0.20695, "Y1": 0.7772, "X2": 0.24891, "Y2": 0.777, "X3": 0.24891, "Y3": 0.7928, "X4": 0.20839, "Y4": 0.7928, "page": 0, "Index": 173}, {"Word": "airlocks", "Confidence": 0.981, "X1": 0.25326, "Y1": 0.7772, "X2": 0.30535, "Y2": 0.777, "X3": 0.3068, "Y3": 0.7928, "X4": 0.25326, "Y4": 0.7928, "page": 0, "Index": 174}, {"Word": "with", "Confidence": 0.991, "X1": 0.3097, "Y1": 0.7772, "X2": 0.33719, "Y2": 0.777, "X3": 0.33719, "Y3": 0.7928, "X4": 0.31114, "Y4": 0.7928, "page": 0, "Index": 175}, {"Word": "guards", "Confidence": 0.956, "X1": 0.34153, "Y1": 0.7772, "X2": 0.38495, "Y2": 0.777, "X3": 0.3864, "Y3": 0.7928, "X4": 0.34298, "Y4": 0.7928, "page": 0, "Index": 176}, {"Word": "removed", "Confidence": 0.995, "X1": 0.38929, "Y1": 0.7782, "X2": 0.44718, "Y2": 0.778, "X3": 0.44718, "Y3": 0.7928, "X4": 0.39074, "Y4": 0.7928, "page": 0, "Index": 177}, {"Word": "and", "Confidence": 0.998, "X1": 0.45152, "Y1": 0.7772, "X2": 0.47612, "Y2": 0.777, "X3": 0.47612, "Y3": 0.7928, "X4": 0.45152, "Y4": 0.7928, "page": 0, "Index": 178}, {"Word": "inactive", "Confidence": 0.991, "X1": 0.48046, "Y1": 0.7772, "X2": 0.53401, "Y2": 0.777, "X3": 0.53546, "Y3": 0.7928, "X4": 0.48046, "Y4": 0.7928, "page": 0, "Index": 179}, {"Word": "interlocks.", "Confidence": 0.881, "X1": 0.5398, "Y1": 0.7772, "X2": 0.61505, "Y2": 0.777, "X3": 0.61505, "Y3": 0.7928, "X4": 0.5398, "Y4": 0.7928, "page": 0, "Index": 180}, {"Word": "3.", "Confidence": 0.994, "X1": 0.14472, "Y1": 0.8052, "X2": 0.16498, "Y2": 0.805, "X3": 0.16498, "Y3": 0.8198, "X4": 0.14327, "Y4": 0.8198, "page": 0, "Index": 181}, {"Word": "Rotary", "Confidence": 0.992, "X1": 0.17366, "Y1": 0.8052, "X2": 0.21852, "Y2": 0.805, "X3": 0.21852, "Y3": 0.8198, "X4": 0.17221, "Y4": 0.8198, "page": 0, "Index": 182}, {"Word": "lock", "Confidence": 0.963, "X1": 0.22287, "Y1": 0.8052, "X2": 0.25181, "Y2": 0.805, "X3": 0.25181, "Y3": 0.8198, "X4": 0.22287, "Y4": 0.8198, "page": 0, "Index": 183}, {"Word": "on", "Confidence": 0.995, "X1": 0.25615, "Y1": 0.8052, "X2": 0.27352, "Y2": 0.805, "X3": 0.27352, "Y3": 0.8198, "X4": 0.25615, "Y4": 0.8198, "page": 0, "Index": 184}, {"Word": "dust", "Confidence": 0.991, "X1": 0.27786, "Y1": 0.8062, "X2": 0.30391, "Y2": 0.806, "X3": 0.30391, "Y3": 0.8198, "X4": 0.27786, "Y4": 0.8198, "page": 0, "Index": 185}, {"Word": "cyclone", "Confidence": 0.784, "X1": 0.30825, "Y1": 0.8062, "X2": 0.3589, "Y2": 0.806, "X3": 0.3589, "Y3": 0.8198, "X4": 0.30825, "Y4": 0.8198, "page": 0, "Index": 186}, {"Word": "with", "Confidence": 0.981, "X1": 0.36324, "Y1": 0.8062, "X2": 0.39219, "Y2": 0.806, "X3": 0.39074, "Y3": 0.8198, "X4": 0.36179, "Y4": 0.8198, "page": 0, "Index": 187}, {"Word": "no", "Confidence": 0.996, "X1": 0.39653, "Y1": 0.8062, "X2": 0.41245, "Y2": 0.806, "X3": 0.411, "Y3": 0.8198, "X4": 0.39508, "Y4": 0.8198, "page": 0, "Index": 188}, {"Word": "rotation", "Confidence": 0.612, "X1": 0.41679, "Y1": 0.8062, "X2": 0.46889, "Y2": 0.806, "X3": 0.46889, "Y3": 0.8198, "X4": 0.41534, "Y4": 0.8198, "page": 0, "Index": 189}, {"Word": "indicator", "Confidence": 0.939, "X1": 0.47323, "Y1": 0.8062, "X2": 0.53401, "Y2": 0.806, "X3": 0.53401, "Y3": 0.8208, "X4": 0.47323, "Y4": 0.8198, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.53835, "Y1": 0.8062, "X2": 0.56295, "Y2": 0.806, "X3": 0.56295, "Y3": 0.8208, "X4": 0.53835, "Y4": 0.8208, "page": 0, "Index": 191}, {"Word": "no", "Confidence": 0.994, "X1": 0.56729, "Y1": 0.8052, "X2": 0.58321, "Y2": 0.805, "X3": 0.58321, "Y3": 0.8208, "X4": 0.56729, "Y4": 0.8208, "page": 0, "Index": 192}, {"Word": "guard.", "Confidence": 0.965, "X1": 0.58755, "Y1": 0.8052, "X2": 0.63386, "Y2": 0.805, "X3": 0.63386, "Y3": 0.8208, "X4": 0.58755, "Y4": 0.8208, "page": 0, "Index": 193}, {"Word": "Mesh", "Confidence": 0.987, "X1": 0.63821, "Y1": 0.8052, "X2": 0.67583, "Y2": 0.805, "X3": 0.67583, "Y3": 0.8208, "X4": 0.63821, "Y4": 0.8208, "page": 0, "Index": 194}, {"Word": "'", "Confidence": 0.673, "X1": 0.67873, "Y1": 0.8052, "X2": 0.6903, "Y2": 0.805, "X3": 0.6903, "Y3": 0.8208, "X4": 0.68017, "Y4": 0.8208, "page": 0, "Index": 195}, {"Word": "guards", "Confidence": 0.951, "X1": 0.17511, "Y1": 0.8202, "X2": 0.21852, "Y2": 0.82, "X3": 0.21708, "Y3": 0.8338, "X4": 0.17366, "Y4": 0.8338, "page": 0, "Index": 196}, {"Word": "should", "Confidence": 0.664, "X1": 0.22287, "Y1": 0.8202, "X2": 0.26628, "Y2": 0.82, "X3": 0.26483, "Y3": 0.8338, "X4": 0.22142, "Y4": 0.8338, "page": 0, "Index": 197}, {"Word": "be", "Confidence": 0.997, "X1": 0.27062, "Y1": 0.8202, "X2": 0.28654, "Y2": 0.82, "X3": 0.28654, "Y3": 0.8338, "X4": 0.26918, "Y4": 0.8338, "page": 0, "Index": 198}, {"Word": "on", "Confidence": 0.997, "X1": 0.29088, "Y1": 0.8202, "X2": 0.3068, "Y2": 0.82, "X3": 0.3068, "Y3": 0.8338, "X4": 0.28944, "Y4": 0.8338, "page": 0, "Index": 199}, {"Word": "the", "Confidence": 0.992, "X1": 0.31114, "Y1": 0.8202, "X2": 0.32996, "Y2": 0.82, "X3": 0.32996, "Y3": 0.8338, "X4": 0.31114, "Y4": 0.8338, "page": 0, "Index": 200}, {"Word": "outside", "Confidence": 0.783, "X1": 0.3343, "Y1": 0.8202, "X2": 0.38205, "Y2": 0.82, "X3": 0.38205, "Y3": 0.8338, "X4": 0.3343, "Y4": 0.8338, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.3864, "Y1": 0.8202, "X2": 0.39942, "Y2": 0.82, "X3": 0.39942, "Y3": 0.8338, "X4": 0.38495, "Y4": 0.8338, "page": 0, "Index": 202}, {"Word": "chutes", "Confidence": 0.992, "X1": 0.40376, "Y1": 0.8202, "X2": 0.44573, "Y2": 0.82, "X3": 0.44573, "Y3": 0.8338, "X4": 0.40376, "Y4": 0.8338, "page": 0, "Index": 203}, {"Word": "so", "Confidence": 0.997, "X1": 0.45007, "Y1": 0.8202, "X2": 0.46454, "Y2": 0.82, "X3": 0.46454, "Y3": 0.8338, "X4": 0.45007, "Y4": 0.8338, "page": 0, "Index": 204}, {"Word": "that", "Confidence": 0.983, "X1": 0.46889, "Y1": 0.8202, "X2": 0.49493, "Y2": 0.82, "X3": 0.49493, "Y3": 0.8338, "X4": 0.46889, "Y4": 0.8338, "page": 0, "Index": 205}, {"Word": "they", "Confidence": 0.984, "X1": 0.49928, "Y1": 0.8202, "X2": 0.52967, "Y2": 0.82, "X3": 0.52822, "Y3": 0.8338, "X4": 0.49928, "Y4": 0.8338, "page": 0, "Index": 206}, {"Word": "are", "Confidence": 0.998, "X1": 0.53401, "Y1": 0.8202, "X2": 0.55427, "Y2": 0.82, "X3": 0.55282, "Y3": 0.8338, "X4": 0.53256, "Y4": 0.8338, "page": 0, "Index": 207}, {"Word": "visible.", "Confidence": 0.966, "X1": 0.55716, "Y1": 0.8202, "X2": 0.61216, "Y2": 0.82, "X3": 0.61216, "Y3": 0.8348, "X4": 0.55716, "Y4": 0.8338, "page": 0, "Index": 208}, {"Word": ".", "Confidence": 0.761, "X1": 0.09986, "Y1": 0.9302, "X2": 0.11288, "Y2": 0.93, "X3": 0.11143, "Y3": 0.9458, "X4": 0.09841, "Y4": 0.9458, "page": 0, "Index": 209}, {"Word": "BATCO", "Confidence": 0.994, "X1": 0.12735, "Y1": 0.9302, "X2": 0.18524, "Y2": 0.93, "X3": 0.18524, "Y3": 0.9458, "X4": 0.12735, "Y4": 0.9458, "page": 0, "Index": 210}, {"Word": "CONFIDENTIAL", "Confidence": 0.958, "X1": 0.18958, "Y1": 0.9302, "X2": 0.31693, "Y2": 0.93, "X3": 0.31548, "Y3": 0.9458, "X4": 0.18958, "Y4": 0.9458, "page": 0, "Index": 211}, {"Word": "-", "Confidence": 0.924, "X1": 0.32127, "Y1": 0.9302, "X2": 0.32562, "Y2": 0.93, "X3": 0.32562, "Y3": 0.9458, "X4": 0.32127, "Y4": 0.9458, "page": 0, "Index": 212}, {"Word": "CATEGORY", "Confidence": 0.926, "X1": 0.32996, "Y1": 0.9302, "X2": 0.42547, "Y2": 0.93, "X3": 0.42547, "Y3": 0.9458, "X4": 0.32996, "Y4": 0.9458, "page": 0, "Index": 213}, {"Word": "I:", "Confidence": 0.712, "X1": 0.42981, "Y1": 0.9302, "X2": 0.43994, "Y2": 0.93, "X3": 0.43994, "Y3": 0.9458, "X4": 0.42981, "Y4": 0.9458, "page": 0, "Index": 214}, {"Word": "MINNESOTA", "Confidence": 0.962, "X1": 0.44428, "Y1": 0.9312, "X2": 0.54848, "Y2": 0.931, "X3": 0.54848, "Y3": 0.9458, "X4": 0.44428, "Y4": 0.9458, "page": 0, "Index": 215}, {"Word": "TOBACCO", "Confidence": 0.995, "X1": 0.55427, "Y1": 0.9312, "X2": 0.63676, "Y2": 0.931, "X3": 0.63676, "Y3": 0.9458, "X4": 0.55282, "Y4": 0.9458, "page": 0, "Index": 216}, {"Word": "LITIGATION.", "Confidence": 0.955, "X1": 0.6411, "Y1": 0.9322, "X2": 0.75253, "Y2": 0.932, "X3": 0.75253, "Y3": 0.9468, "X4": 0.6411, "Y4": 0.9458, "page": 0, "Index": 217}, {"Word": "500020595", "Confidence": 0.991, "X1": 0.87988, "Y1": 0.9422, "X2": 0.88278, "Y2": 0.942, "X3": 0.85239, "Y3": 0.9428, "X4": 0.84949, "Y4": 0.8338, "page": 0, "Index": 218}, {"Word": "--", "Confidence": 0.678, "X1": 0.75398, "Y1": 0.9622, "X2": 0.78003, "Y2": 0.962, "X3": 0.77858, "Y3": 0.9668, "X4": 0.75398, "Y4": 0.9668, "page": 0, "Index": 219}]}
|
"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"
|
ffgp0050
| 1 |
{"lines_data": [{"Word": "4. Interlocking on DRF airlocks is too easily defeated.", "Confidence": 0.92467, "X1": 0.14697, "Y1": 0.1642, "X2": 0.5245, "Y2": 0.164, "X3": 0.5245, "Y3": 0.1788, "X4": 0.14697, "Y4": 0.1788, "page": 0}, {"Word": "5. Fishburne press electrical cabinet open.", "Confidence": 0.84133, "X1": 0.14553, "Y1": 0.1932, "X2": 0.44236, "Y2": 0.193, "X3": 0.44236, "Y3": 0.2068, "X4": 0.14553, "Y4": 0.2058, "page": 0}, {"Word": "6. No backguard on airlock belt drive.", "Confidence": 0.97043, "X1": 0.14697, "Y1": 0.2192, "X2": 0.41931, "Y2": 0.219, "X3": 0.41931, "Y3": 0.2348, "X4": 0.14697, "Y4": 0.2348, "page": 0}, {"Word": "7. One or two ladders without spring gates.", "Confidence": 0.95475, "X1": 0.14697, "Y1": 0.2482, "X2": 0.45101, "Y2": 0.248, "X3": 0.45101, "Y3": 0.2618, "X4": 0.14697, "Y4": 0.2608, "page": 0}, {"Word": "8 Acids must not be stored with flammables.", "Confidence": 0.968, "X1": 0.14841, "Y1": 0.2742, "X2": 0.46398, "Y2": 0.274, "X3": 0.46398, "Y3": 0.2888, "X4": 0.14841, "Y4": 0.2888, "page": 0}, {"Word": "9. Insulating tape joins on cable to sewing machine.", "Confidence": 0.99189, "X1": 0.14553, "Y1": 0.3032, "X2": 0.50865, "Y2": 0.303, "X3": 0.50865, "Y3": 0.3168, "X4": 0.14553, "Y4": 0.3178, "page": 0}, {"Word": "10. Circular saw with no guarding and improper wiring.", "Confidence": 0.97, "X1": 0.13977, "Y1": 0.3302, "X2": 0.52594, "Y2": 0.33, "X3": 0.52594, "Y3": 0.3458, "X4": 0.13977, "Y4": 0.3448, "page": 0}, {"Word": "11. Pump motor (outside) with poor wiring.", "Confidence": 0.97771, "X1": 0.13977, "Y1": 0.3582, "X2": 0.4438, "Y2": 0.358, "X3": 0.4438, "Y3": 0.3738, "X4": 0.13977, "Y4": 0.3728, "page": 0}, {"Word": "12. Pillar drill with poorly wired plug.", "Confidence": 0.91843, "X1": 0.13977, "Y1": 0.3862, "X2": 0.40922, "Y2": 0.386, "X3": 0.40922, "Y3": 0.4018, "X4": 0.13977, "Y4": 0.3998, "page": 0}, {"Word": "13. Workshop - grinding machine with incorrect wiring.", "Confidence": 0.89875, "X1": 0.13833, "Y1": 0.4122, "X2": 0.52594, "Y2": 0.412, "X3": 0.52594, "Y3": 0.4278, "X4": 0.13833, "Y4": 0.4278, "page": 0}, {"Word": "14. Band conveyor return rollers must be protected.", "Confidence": 0.96125, "X1": 0.13689, "Y1": 0.4402, "X2": 0.49424, "Y2": 0.44, "X3": 0.49424, "Y3": 0.4558, "X4": 0.13689, "Y4": 0.4548, "page": 0}, {"Word": "15. File with no handle.", "Confidence": 0.986, "X1": 0.13689, "Y1": 0.4692, "X2": 0.31124, "Y2": 0.469, "X3": 0.31124, "Y3": 0.4818, "X4": 0.13689, "Y4": 0.4808, "page": 0}, {"Word": "16. Ladder with damaged foot.", "Confidence": 0.9682, "X1": 0.13689, "Y1": 0.4962, "X2": 0.35879, "Y2": 0.496, "X3": 0.35879, "Y3": 0.5098, "X4": 0.13689, "Y4": 0.5098, "page": 0}, {"Word": "17. Platform with no barrier.", "Confidence": 0.9842, "X1": 0.13689, "Y1": 0.5232, "X2": 0.34726, "Y2": 0.523, "X3": 0.34726, "Y3": 0.5378, "X4": 0.13689, "Y4": 0.5368, "page": 0}, {"Word": "18. Untidy cable trays (difficulty of tracing and danger of overheating).", "Confidence": 0.98064, "X1": 0.13545, "Y1": 0.5502, "X2": 0.62392, "Y2": 0.55, "X3": 0.62392, "Y3": 0.5658, "X4": 0.13545, "Y4": 0.5658, "page": 0}, {"Word": "ND/SJB", "Confidence": 0.995, "X1": 0.12824, "Y1": 0.6202, "X2": 0.1902, "Y2": 0.62, "X3": 0.1902, "Y3": 0.6328, "X4": 0.12824, "Y4": 0.6328, "page": 0}, {"Word": "25 March 1993", "Confidence": 0.994, "X1": 0.12968, "Y1": 0.6332, "X2": 0.23775, "Y2": 0.633, "X3": 0.23775, "Y3": 0.6468, "X4": 0.12968, "Y4": 0.6468, "page": 0}, {"Word": "BATCO CONFIDENTIAL - CATEGORY T: MINNESOTA TOBACCO LITIGATION.", "Confidence": 0.9065, "X1": 0.1268, "Y1": 0.9322, "X2": 0.7536, "Y2": 0.932, "X3": 0.7536, "Y3": 0.9488, "X4": 0.1268, "Y4": 0.9478, "page": 0}, {"Word": "500020596", "Confidence": 0.991, "X1": 0.8804, "Y1": 0.9512, "X2": 0.87896, "Y2": 0.951, "X3": 0.84582, "Y3": 0.9508, "X4": 0.84582, "Y4": 0.8328, "page": 0}], "words_data": [{"Word": "4.", "Confidence": 0.998, "X1": 0.14697, "Y1": 0.1642, "X2": 0.16859, "Y2": 0.164, "X3": 0.16859, "Y3": 0.1788, "X4": 0.14697, "Y4": 0.1788, "page": 0, "Index": 0}, {"Word": "Interlocking", "Confidence": 0.885, "X1": 0.17579, "Y1": 0.1652, "X2": 0.25937, "Y2": 0.165, "X3": 0.25937, "Y3": 0.1788, "X4": 0.17579, "Y4": 0.1788, "page": 0, "Index": 1}, {"Word": "on", "Confidence": 0.997, "X1": 0.26369, "Y1": 0.1652, "X2": 0.27954, "Y2": 0.165, "X3": 0.28098, "Y3": 0.1788, "X4": 0.26369, "Y4": 0.1788, "page": 0, "Index": 2}, {"Word": "DRF", "Confidence": 0.998, "X1": 0.28386, "Y1": 0.1652, "X2": 0.317, "Y2": 0.165, "X3": 0.317, "Y3": 0.1788, "X4": 0.28386, "Y4": 0.1788, "page": 0, "Index": 3}, {"Word": "airlocks", "Confidence": 0.899, "X1": 0.32133, "Y1": 0.1652, "X2": 0.37176, "Y2": 0.165, "X3": 0.37176, "Y3": 0.1798, "X4": 0.32133, "Y4": 0.1788, "page": 0, "Index": 4}, {"Word": "is", "Confidence": 0.998, "X1": 0.37608, "Y1": 0.1652, "X2": 0.38761, "Y2": 0.165, "X3": 0.38761, "Y3": 0.1798, "X4": 0.37608, "Y4": 0.1798, "page": 0, "Index": 5}, {"Word": "too", "Confidence": 0.966, "X1": 0.39193, "Y1": 0.1652, "X2": 0.41354, "Y2": 0.165, "X3": 0.41354, "Y3": 0.1798, "X4": 0.39193, "Y4": 0.1798, "page": 0, "Index": 6}, {"Word": "easily", "Confidence": 0.772, "X1": 0.41787, "Y1": 0.1652, "X2": 0.45533, "Y2": 0.165, "X3": 0.45533, "Y3": 0.1798, "X4": 0.41787, "Y4": 0.1798, "page": 0, "Index": 7}, {"Word": "defeated.", "Confidence": 0.809, "X1": 0.45965, "Y1": 0.1642, "X2": 0.5245, "Y2": 0.164, "X3": 0.52594, "Y3": 0.1798, "X4": 0.45965, "Y4": 0.1798, "page": 0, "Index": 8}, {"Word": "5.", "Confidence": 0.679, "X1": 0.14697, "Y1": 0.1932, "X2": 0.16571, "Y2": 0.193, "X3": 0.16571, "Y3": 0.2068, "X4": 0.14697, "Y4": 0.2068, "page": 0, "Index": 9}, {"Word": "Fishburne", "Confidence": 0.798, "X1": 0.17579, "Y1": 0.1932, "X2": 0.24352, "Y2": 0.193, "X3": 0.24352, "Y3": 0.2068, "X4": 0.17579, "Y4": 0.2068, "page": 0, "Index": 10}, {"Word": "press", "Confidence": 0.997, "X1": 0.24784, "Y1": 0.1932, "X2": 0.28386, "Y2": 0.193, "X3": 0.28242, "Y3": 0.2068, "X4": 0.24784, "Y4": 0.2068, "page": 0, "Index": 11}, {"Word": "electrical", "Confidence": 0.659, "X1": 0.28818, "Y1": 0.1942, "X2": 0.3487, "Y2": 0.194, "X3": 0.34726, "Y3": 0.2068, "X4": 0.28674, "Y4": 0.2068, "page": 0, "Index": 12}, {"Word": "cabinet", "Confidence": 0.958, "X1": 0.35303, "Y1": 0.1942, "X2": 0.40058, "Y2": 0.194, "X3": 0.39769, "Y3": 0.2068, "X4": 0.35159, "Y4": 0.2068, "page": 0, "Index": 13}, {"Word": "open.", "Confidence": 0.957, "X1": 0.40346, "Y1": 0.1942, "X2": 0.44236, "Y2": 0.194, "X3": 0.44092, "Y3": 0.2068, "X4": 0.40202, "Y4": 0.2068, "page": 0, "Index": 14}, {"Word": "6.", "Confidence": 0.998, "X1": 0.14697, "Y1": 0.2202, "X2": 0.16715, "Y2": 0.22, "X3": 0.16715, "Y3": 0.2348, "X4": 0.14841, "Y4": 0.2358, "page": 0, "Index": 15}, {"Word": "No", "Confidence": 0.996, "X1": 0.17579, "Y1": 0.2202, "X2": 0.19597, "Y2": 0.22, "X3": 0.19741, "Y3": 0.2348, "X4": 0.17579, "Y4": 0.2348, "page": 0, "Index": 16}, {"Word": "backguard", "Confidence": 0.993, "X1": 0.20029, "Y1": 0.2202, "X2": 0.27233, "Y2": 0.22, "X3": 0.27233, "Y3": 0.2338, "X4": 0.20029, "Y4": 0.2348, "page": 0, "Index": 17}, {"Word": "on", "Confidence": 0.998, "X1": 0.27522, "Y1": 0.2202, "X2": 0.29251, "Y2": 0.22, "X3": 0.29251, "Y3": 0.2338, "X4": 0.27522, "Y4": 0.2338, "page": 0, "Index": 18}, {"Word": "airlock", "Confidence": 0.852, "X1": 0.29683, "Y1": 0.2202, "X2": 0.3415, "Y2": 0.22, "X3": 0.3415, "Y3": 0.2338, "X4": 0.29683, "Y4": 0.2338, "page": 0, "Index": 19}, {"Word": "belt", "Confidence": 0.991, "X1": 0.34582, "Y1": 0.2202, "X2": 0.37176, "Y2": 0.22, "X3": 0.37176, "Y3": 0.2338, "X4": 0.34582, "Y4": 0.2338, "page": 0, "Index": 20}, {"Word": "drive.", "Confidence": 0.965, "X1": 0.37608, "Y1": 0.2212, "X2": 0.41931, "Y2": 0.221, "X3": 0.41787, "Y3": 0.2348, "X4": 0.37608, "Y4": 0.2338, "page": 0, "Index": 21}, {"Word": "7.", "Confidence": 0.997, "X1": 0.14841, "Y1": 0.2472, "X2": 0.16571, "Y2": 0.247, "X3": 0.16715, "Y3": 0.2618, "X4": 0.14841, "Y4": 0.2618, "page": 0, "Index": 22}, {"Word": "One", "Confidence": 0.901, "X1": 0.17579, "Y1": 0.2472, "X2": 0.20461, "Y2": 0.247, "X3": 0.20461, "Y3": 0.2618, "X4": 0.17579, "Y4": 0.2618, "page": 0, "Index": 23}, {"Word": "or", "Confidence": 0.993, "X1": 0.20893, "Y1": 0.2482, "X2": 0.22334, "Y2": 0.248, "X3": 0.22334, "Y3": 0.2618, "X4": 0.20893, "Y4": 0.2618, "page": 0, "Index": 24}, {"Word": "two", "Confidence": 0.883, "X1": 0.22767, "Y1": 0.2482, "X2": 0.25216, "Y2": 0.248, "X3": 0.25216, "Y3": 0.2618, "X4": 0.22767, "Y4": 0.2618, "page": 0, "Index": 25}, {"Word": "ladders", "Confidence": 0.995, "X1": 0.25504, "Y1": 0.2482, "X2": 0.30548, "Y2": 0.248, "X3": 0.30548, "Y3": 0.2618, "X4": 0.25648, "Y4": 0.2618, "page": 0, "Index": 26}, {"Word": "without", "Confidence": 0.994, "X1": 0.3098, "Y1": 0.2482, "X2": 0.36023, "Y2": 0.248, "X3": 0.35879, "Y3": 0.2618, "X4": 0.3098, "Y4": 0.2618, "page": 0, "Index": 27}, {"Word": "spring", "Confidence": 0.962, "X1": 0.36311, "Y1": 0.2482, "X2": 0.4049, "Y2": 0.248, "X3": 0.4049, "Y3": 0.2628, "X4": 0.36311, "Y4": 0.2618, "page": 0, "Index": 28}, {"Word": "gates.", "Confidence": 0.913, "X1": 0.40922, "Y1": 0.2492, "X2": 0.45245, "Y2": 0.249, "X3": 0.45101, "Y3": 0.2628, "X4": 0.40922, "Y4": 0.2628, "page": 0, "Index": 29}, {"Word": "8", "Confidence": 0.97, "X1": 0.1513, "Y1": 0.2762, "X2": 0.16282, "Y2": 0.276, "X3": 0.16138, "Y3": 0.2898, "X4": 0.14986, "Y4": 0.2898, "page": 0, "Index": 30}, {"Word": "Acids", "Confidence": 0.991, "X1": 0.17867, "Y1": 0.2762, "X2": 0.21614, "Y2": 0.276, "X3": 0.2147, "Y3": 0.2888, "X4": 0.17723, "Y4": 0.2898, "page": 0, "Index": 31}, {"Word": "must", "Confidence": 0.987, "X1": 0.22046, "Y1": 0.2762, "X2": 0.2536, "Y2": 0.276, "X3": 0.25216, "Y3": 0.2888, "X4": 0.21902, "Y4": 0.2888, "page": 0, "Index": 32}, {"Word": "not", "Confidence": 0.998, "X1": 0.25648, "Y1": 0.2762, "X2": 0.2781, "Y2": 0.276, "X3": 0.2781, "Y3": 0.2888, "X4": 0.25648, "Y4": 0.2888, "page": 0, "Index": 33}, {"Word": "be", "Confidence": 0.994, "X1": 0.28242, "Y1": 0.2762, "X2": 0.29827, "Y2": 0.276, "X3": 0.29827, "Y3": 0.2888, "X4": 0.28098, "Y4": 0.2888, "page": 0, "Index": 34}, {"Word": "stored", "Confidence": 0.997, "X1": 0.30259, "Y1": 0.2762, "X2": 0.34294, "Y2": 0.276, "X3": 0.34294, "Y3": 0.2888, "X4": 0.30259, "Y4": 0.2888, "page": 0, "Index": 35}, {"Word": "with", "Confidence": 0.989, "X1": 0.34726, "Y1": 0.2762, "X2": 0.37608, "Y2": 0.276, "X3": 0.37608, "Y3": 0.2888, "X4": 0.34726, "Y4": 0.2888, "page": 0, "Index": 36}, {"Word": "flammables.", "Confidence": 0.818, "X1": 0.3804, "Y1": 0.2752, "X2": 0.46398, "Y2": 0.275, "X3": 0.46398, "Y3": 0.2898, "X4": 0.3804, "Y4": 0.2888, "page": 0, "Index": 37}, {"Word": "9.", "Confidence": 0.997, "X1": 0.14553, "Y1": 0.3042, "X2": 0.16715, "Y2": 0.304, "X3": 0.16715, "Y3": 0.3178, "X4": 0.14553, "Y4": 0.3178, "page": 0, "Index": 38}, {"Word": "Insulating", "Confidence": 0.991, "X1": 0.17579, "Y1": 0.3042, "X2": 0.24352, "Y2": 0.304, "X3": 0.24352, "Y3": 0.3168, "X4": 0.17579, "Y4": 0.3178, "page": 0, "Index": 39}, {"Word": "tape", "Confidence": 0.991, "X1": 0.24784, "Y1": 0.3042, "X2": 0.27522, "Y2": 0.304, "X3": 0.27522, "Y3": 0.3168, "X4": 0.24784, "Y4": 0.3168, "page": 0, "Index": 40}, {"Word": "joins", "Confidence": 0.997, "X1": 0.27954, "Y1": 0.3032, "X2": 0.31268, "Y2": 0.303, "X3": 0.31268, "Y3": 0.3168, "X4": 0.27954, "Y4": 0.3168, "page": 0, "Index": 41}, {"Word": "on", "Confidence": 0.997, "X1": 0.317, "Y1": 0.3032, "X2": 0.33285, "Y2": 0.303, "X3": 0.33285, "Y3": 0.3168, "X4": 0.317, "Y4": 0.3168, "page": 0, "Index": 42}, {"Word": "cable", "Confidence": 0.991, "X1": 0.33718, "Y1": 0.3032, "X2": 0.37032, "Y2": 0.303, "X3": 0.37032, "Y3": 0.3168, "X4": 0.33718, "Y4": 0.3168, "page": 0, "Index": 43}, {"Word": "to", "Confidence": 0.998, "X1": 0.37464, "Y1": 0.3032, "X2": 0.38761, "Y2": 0.303, "X3": 0.38761, "Y3": 0.3168, "X4": 0.37464, "Y4": 0.3168, "page": 0, "Index": 44}, {"Word": "sewing", "Confidence": 0.996, "X1": 0.39193, "Y1": 0.3032, "X2": 0.43804, "Y2": 0.303, "X3": 0.4366, "Y3": 0.3178, "X4": 0.39193, "Y4": 0.3168, "page": 0, "Index": 45}, {"Word": "machine.", "Confidence": 0.969, "X1": 0.44092, "Y1": 0.3032, "X2": 0.50865, "Y2": 0.303, "X3": 0.50865, "Y3": 0.3178, "X4": 0.44092, "Y4": 0.3178, "page": 0, "Index": 46}, {"Word": "10.", "Confidence": 0.969, "X1": 0.13977, "Y1": 0.3302, "X2": 0.16715, "Y2": 0.33, "X3": 0.16715, "Y3": 0.3458, "X4": 0.13977, "Y4": 0.3458, "page": 0, "Index": 47}, {"Word": "Circular", "Confidence": 0.87, "X1": 0.17579, "Y1": 0.3312, "X2": 0.23055, "Y2": 0.331, "X3": 0.23055, "Y3": 0.3448, "X4": 0.17579, "Y4": 0.3458, "page": 0, "Index": 48}, {"Word": "saw", "Confidence": 0.998, "X1": 0.23487, "Y1": 0.3312, "X2": 0.26081, "Y2": 0.331, "X3": 0.26081, "Y3": 0.3448, "X4": 0.23487, "Y4": 0.3448, "page": 0, "Index": 49}, {"Word": "with", "Confidence": 0.982, "X1": 0.26513, "Y1": 0.3312, "X2": 0.29539, "Y2": 0.331, "X3": 0.29539, "Y3": 0.3448, "X4": 0.26513, "Y4": 0.3448, "page": 0, "Index": 50}, {"Word": "no", "Confidence": 0.997, "X1": 0.29971, "Y1": 0.3312, "X2": 0.317, "Y2": 0.331, "X3": 0.31556, "Y3": 0.3448, "X4": 0.29971, "Y4": 0.3448, "page": 0, "Index": 51}, {"Word": "guarding", "Confidence": 0.992, "X1": 0.32133, "Y1": 0.3312, "X2": 0.37896, "Y2": 0.331, "X3": 0.37896, "Y3": 0.3448, "X4": 0.31988, "Y4": 0.3448, "page": 0, "Index": 52}, {"Word": "and", "Confidence": 0.998, "X1": 0.38329, "Y1": 0.3312, "X2": 0.40634, "Y2": 0.331, "X3": 0.40634, "Y3": 0.3458, "X4": 0.38329, "Y4": 0.3448, "page": 0, "Index": 53}, {"Word": "improper", "Confidence": 0.995, "X1": 0.41066, "Y1": 0.3312, "X2": 0.47118, "Y2": 0.331, "X3": 0.46974, "Y3": 0.3458, "X4": 0.41066, "Y4": 0.3458, "page": 0, "Index": 54}, {"Word": "wiring.", "Confidence": 0.929, "X1": 0.4755, "Y1": 0.3312, "X2": 0.52594, "Y2": 0.331, "X3": 0.52594, "Y3": 0.3468, "X4": 0.47406, "Y4": 0.3458, "page": 0, "Index": 55}, {"Word": "11.", "Confidence": 0.994, "X1": 0.14121, "Y1": 0.3592, "X2": 0.16571, "Y2": 0.359, "X3": 0.16571, "Y3": 0.3728, "X4": 0.14121, "Y4": 0.3728, "page": 0, "Index": 56}, {"Word": "Pump", "Confidence": 0.988, "X1": 0.17435, "Y1": 0.3592, "X2": 0.2147, "Y2": 0.359, "X3": 0.2147, "Y3": 0.3728, "X4": 0.17435, "Y4": 0.3728, "page": 0, "Index": 57}, {"Word": "motor", "Confidence": 0.996, "X1": 0.21902, "Y1": 0.3592, "X2": 0.25937, "Y2": 0.359, "X3": 0.25793, "Y3": 0.3728, "X4": 0.21902, "Y4": 0.3728, "page": 0, "Index": 58}, {"Word": "(outside)", "Confidence": 0.991, "X1": 0.26369, "Y1": 0.3592, "X2": 0.32277, "Y2": 0.359, "X3": 0.32277, "Y3": 0.3728, "X4": 0.26225, "Y4": 0.3728, "page": 0, "Index": 59}, {"Word": "with", "Confidence": 0.99, "X1": 0.32709, "Y1": 0.3592, "X2": 0.35591, "Y2": 0.359, "X3": 0.35591, "Y3": 0.3738, "X4": 0.32709, "Y4": 0.3728, "page": 0, "Index": 60}, {"Word": "poor", "Confidence": 0.985, "X1": 0.36023, "Y1": 0.3592, "X2": 0.39193, "Y2": 0.359, "X3": 0.39049, "Y3": 0.3738, "X4": 0.36023, "Y4": 0.3738, "page": 0, "Index": 61}, {"Word": "wiring.", "Confidence": 0.9, "X1": 0.39625, "Y1": 0.3582, "X2": 0.4438, "Y2": 0.358, "X3": 0.4438, "Y3": 0.3748, "X4": 0.39481, "Y4": 0.3738, "page": 0, "Index": 62}, {"Word": "12.", "Confidence": 0.991, "X1": 0.13977, "Y1": 0.3852, "X2": 0.16571, "Y2": 0.385, "X3": 0.16715, "Y3": 0.3998, "X4": 0.14121, "Y4": 0.3998, "page": 0, "Index": 63}, {"Word": "Pillar", "Confidence": 0.995, "X1": 0.17435, "Y1": 0.3862, "X2": 0.21326, "Y2": 0.386, "X3": 0.21326, "Y3": 0.3998, "X4": 0.17579, "Y4": 0.3998, "page": 0, "Index": 64}, {"Word": "drill", "Confidence": 0.996, "X1": 0.21758, "Y1": 0.3862, "X2": 0.2464, "Y2": 0.386, "X3": 0.2464, "Y3": 0.3998, "X4": 0.21758, "Y4": 0.3998, "page": 0, "Index": 65}, {"Word": "with", "Confidence": 0.98, "X1": 0.24928, "Y1": 0.3862, "X2": 0.27954, "Y2": 0.386, "X3": 0.27954, "Y3": 0.4008, "X4": 0.25072, "Y4": 0.3998, "page": 0, "Index": 66}, {"Word": "poorly", "Confidence": 0.663, "X1": 0.28386, "Y1": 0.3862, "X2": 0.32853, "Y2": 0.386, "X3": 0.32853, "Y3": 0.4008, "X4": 0.28386, "Y4": 0.4008, "page": 0, "Index": 67}, {"Word": "wired", "Confidence": 0.997, "X1": 0.33285, "Y1": 0.3862, "X2": 0.36744, "Y2": 0.386, "X3": 0.36744, "Y3": 0.4018, "X4": 0.33141, "Y4": 0.4008, "page": 0, "Index": 68}, {"Word": "plug.", "Confidence": 0.807, "X1": 0.37176, "Y1": 0.3862, "X2": 0.41066, "Y2": 0.386, "X3": 0.41066, "Y3": 0.4028, "X4": 0.37176, "Y4": 0.4018, "page": 0, "Index": 69}, {"Word": "machine", "Confidence": 0.991, "X1": 0.31988, "Y1": 0.4142, "X2": 0.37608, "Y2": 0.414, "X3": 0.37608, "Y3": 0.4278, "X4": 0.31988, "Y4": 0.4288, "page": 0, "Index": 70}, {"Word": "with", "Confidence": 0.984, "X1": 0.3804, "Y1": 0.4142, "X2": 0.40778, "Y2": 0.414, "X3": 0.40778, "Y3": 0.4278, "X4": 0.3804, "Y4": 0.4278, "page": 0, "Index": 71}, {"Word": "incorrect", "Confidence": 0.603, "X1": 0.4121, "Y1": 0.4132, "X2": 0.47118, "Y2": 0.413, "X3": 0.47118, "Y3": 0.4278, "X4": 0.4121, "Y4": 0.4278, "page": 0, "Index": 72}, {"Word": "wiring.", "Confidence": 0.955, "X1": 0.4755, "Y1": 0.4132, "X2": 0.52738, "Y2": 0.413, "X3": 0.52738, "Y3": 0.4278, "X4": 0.4755, "Y4": 0.4278, "page": 0, "Index": 73}, {"Word": "13.", "Confidence": 0.993, "X1": 0.13833, "Y1": 0.4132, "X2": 0.16427, "Y2": 0.413, "X3": 0.16427, "Y3": 0.4288, "X4": 0.13833, "Y4": 0.4288, "page": 0, "Index": 74}, {"Word": "Workshop", "Confidence": 0.994, "X1": 0.17579, "Y1": 0.4142, "X2": 0.2464, "Y2": 0.414, "X3": 0.2464, "Y3": 0.4288, "X4": 0.17579, "Y4": 0.4288, "page": 0, "Index": 75}, {"Word": "-", "Confidence": 0.674, "X1": 0.25072, "Y1": 0.4142, "X2": 0.25504, "Y2": 0.414, "X3": 0.25504, "Y3": 0.4288, "X4": 0.25072, "Y4": 0.4288, "page": 0, "Index": 76}, {"Word": "grinding", "Confidence": 0.996, "X1": 0.25937, "Y1": 0.4142, "X2": 0.31556, "Y2": 0.414, "X3": 0.31556, "Y3": 0.4288, "X4": 0.25937, "Y4": 0.4288, "page": 0, "Index": 77}, {"Word": "14.", "Confidence": 0.998, "X1": 0.13689, "Y1": 0.4412, "X2": 0.16571, "Y2": 0.441, "X3": 0.16427, "Y3": 0.4558, "X4": 0.13689, "Y4": 0.4558, "page": 0, "Index": 78}, {"Word": "Band", "Confidence": 0.986, "X1": 0.17579, "Y1": 0.4422, "X2": 0.21037, "Y2": 0.442, "X3": 0.21037, "Y3": 0.4558, "X4": 0.17435, "Y4": 0.4558, "page": 0, "Index": 79}, {"Word": "conveyor", "Confidence": 0.995, "X1": 0.2147, "Y1": 0.4422, "X2": 0.2781, "Y2": 0.442, "X3": 0.27666, "Y3": 0.4558, "X4": 0.2147, "Y4": 0.4558, "page": 0, "Index": 80}, {"Word": "return", "Confidence": 0.847, "X1": 0.28242, "Y1": 0.4422, "X2": 0.32133, "Y2": 0.442, "X3": 0.32133, "Y3": 0.4558, "X4": 0.28098, "Y4": 0.4558, "page": 0, "Index": 81}, {"Word": "rollers", "Confidence": 0.919, "X1": 0.32565, "Y1": 0.4422, "X2": 0.36599, "Y2": 0.442, "X3": 0.36599, "Y3": 0.4558, "X4": 0.32421, "Y4": 0.4558, "page": 0, "Index": 82}, {"Word": "must", "Confidence": 0.998, "X1": 0.37032, "Y1": 0.4422, "X2": 0.40346, "Y2": 0.442, "X3": 0.40202, "Y3": 0.4558, "X4": 0.37032, "Y4": 0.4558, "page": 0, "Index": 83}, {"Word": "be", "Confidence": 0.998, "X1": 0.40778, "Y1": 0.4422, "X2": 0.42219, "Y2": 0.442, "X3": 0.42219, "Y3": 0.4558, "X4": 0.40634, "Y4": 0.4558, "page": 0, "Index": 84}, {"Word": "protected.", "Confidence": 0.949, "X1": 0.42651, "Y1": 0.4412, "X2": 0.49568, "Y2": 0.441, "X3": 0.49424, "Y3": 0.4558, "X4": 0.42651, "Y4": 0.4558, "page": 0, "Index": 85}, {"Word": "15.", "Confidence": 0.97, "X1": 0.13689, "Y1": 0.4682, "X2": 0.16427, "Y2": 0.468, "X3": 0.16427, "Y3": 0.4818, "X4": 0.13833, "Y4": 0.4818, "page": 0, "Index": 86}, {"Word": "File", "Confidence": 0.991, "X1": 0.17435, "Y1": 0.4692, "X2": 0.20317, "Y2": 0.469, "X3": 0.20317, "Y3": 0.4818, "X4": 0.17435, "Y4": 0.4818, "page": 0, "Index": 87}, {"Word": "with", "Confidence": 0.991, "X1": 0.20749, "Y1": 0.4692, "X2": 0.23775, "Y2": 0.469, "X3": 0.23631, "Y3": 0.4818, "X4": 0.20749, "Y4": 0.4818, "page": 0, "Index": 88}, {"Word": "no", "Confidence": 0.997, "X1": 0.24063, "Y1": 0.4692, "X2": 0.25648, "Y2": 0.469, "X3": 0.25648, "Y3": 0.4818, "X4": 0.24063, "Y4": 0.4818, "page": 0, "Index": 89}, {"Word": "handle.", "Confidence": 0.981, "X1": 0.26081, "Y1": 0.4692, "X2": 0.31268, "Y2": 0.469, "X3": 0.31124, "Y3": 0.4828, "X4": 0.25937, "Y4": 0.4818, "page": 0, "Index": 90}, {"Word": "16.", "Confidence": 0.993, "X1": 0.13833, "Y1": 0.4962, "X2": 0.16427, "Y2": 0.496, "X3": 0.16427, "Y3": 0.5098, "X4": 0.13833, "Y4": 0.5098, "page": 0, "Index": 91}, {"Word": "Ladder", "Confidence": 0.997, "X1": 0.17435, "Y1": 0.4972, "X2": 0.22334, "Y2": 0.497, "X3": 0.22334, "Y3": 0.5098, "X4": 0.17435, "Y4": 0.5098, "page": 0, "Index": 92}, {"Word": "with", "Confidence": 0.989, "X1": 0.22767, "Y1": 0.4972, "X2": 0.25793, "Y2": 0.497, "X3": 0.25648, "Y3": 0.5098, "X4": 0.22767, "Y4": 0.5098, "page": 0, "Index": 93}, {"Word": "damaged", "Confidence": 0.993, "X1": 0.26225, "Y1": 0.4972, "X2": 0.32277, "Y2": 0.497, "X3": 0.32133, "Y3": 0.5108, "X4": 0.26081, "Y4": 0.5098, "page": 0, "Index": 94}, {"Word": "foot.", "Confidence": 0.869, "X1": 0.32565, "Y1": 0.4972, "X2": 0.35879, "Y2": 0.497, "X3": 0.35879, "Y3": 0.5108, "X4": 0.32565, "Y4": 0.5108, "page": 0, "Index": 95}, {"Word": "17.", "Confidence": 0.998, "X1": 0.13833, "Y1": 0.5242, "X2": 0.16427, "Y2": 0.524, "X3": 0.16427, "Y3": 0.5378, "X4": 0.13833, "Y4": 0.5378, "page": 0, "Index": 96}, {"Word": "Platform", "Confidence": 0.991, "X1": 0.17435, "Y1": 0.5242, "X2": 0.23487, "Y2": 0.524, "X3": 0.23343, "Y3": 0.5378, "X4": 0.17435, "Y4": 0.5378, "page": 0, "Index": 97}, {"Word": "with", "Confidence": 0.994, "X1": 0.23919, "Y1": 0.5242, "X2": 0.26801, "Y2": 0.524, "X3": 0.26801, "Y3": 0.5378, "X4": 0.23775, "Y4": 0.5378, "page": 0, "Index": 98}, {"Word": "no", "Confidence": 0.997, "X1": 0.27233, "Y1": 0.5242, "X2": 0.28963, "Y2": 0.524, "X3": 0.28818, "Y3": 0.5378, "X4": 0.27089, "Y4": 0.5378, "page": 0, "Index": 99}, {"Word": "barrier.", "Confidence": 0.941, "X1": 0.29395, "Y1": 0.5242, "X2": 0.3487, "Y2": 0.524, "X3": 0.34726, "Y3": 0.5378, "X4": 0.29251, "Y4": 0.5378, "page": 0, "Index": 100}, {"Word": "18.", "Confidence": 0.996, "X1": 0.13689, "Y1": 0.5502, "X2": 0.16571, "Y2": 0.55, "X3": 0.16571, "Y3": 0.5668, "X4": 0.13689, "Y4": 0.5658, "page": 0, "Index": 101}, {"Word": "Untidy", "Confidence": 0.994, "X1": 0.17435, "Y1": 0.5512, "X2": 0.2219, "Y2": 0.551, "X3": 0.22046, "Y3": 0.5668, "X4": 0.17291, "Y4": 0.5668, "page": 0, "Index": 102}, {"Word": "cable", "Confidence": 0.997, "X1": 0.22622, "Y1": 0.5512, "X2": 0.26081, "Y2": 0.551, "X3": 0.25937, "Y3": 0.5668, "X4": 0.22622, "Y4": 0.5668, "page": 0, "Index": 103}, {"Word": "trays", "Confidence": 0.997, "X1": 0.26513, "Y1": 0.5512, "X2": 0.29683, "Y2": 0.551, "X3": 0.29683, "Y3": 0.5668, "X4": 0.26369, "Y4": 0.5668, "page": 0, "Index": 104}, {"Word": "(difficulty", "Confidence": 0.894, "X1": 0.30115, "Y1": 0.5512, "X2": 0.36744, "Y2": 0.551, "X3": 0.36744, "Y3": 0.5668, "X4": 0.30115, "Y4": 0.5668, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.37176, "Y1": 0.5512, "X2": 0.38473, "Y2": 0.551, "X3": 0.38473, "Y3": 0.5668, "X4": 0.37176, "Y4": 0.5668, "page": 0, "Index": 106}, {"Word": "tracing", "Confidence": 0.994, "X1": 0.38905, "Y1": 0.5512, "X2": 0.43372, "Y2": 0.551, "X3": 0.43372, "Y3": 0.5668, "X4": 0.38905, "Y4": 0.5668, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.998, "X1": 0.43804, "Y1": 0.5512, "X2": 0.46254, "Y2": 0.551, "X3": 0.46254, "Y3": 0.5668, "X4": 0.43804, "Y4": 0.5668, "page": 0, "Index": 108}, {"Word": "danger", "Confidence": 0.997, "X1": 0.46686, "Y1": 0.5512, "X2": 0.51297, "Y2": 0.551, "X3": 0.51297, "Y3": 0.5668, "X4": 0.46686, "Y4": 0.5668, "page": 0, "Index": 109}, {"Word": "of", "Confidence": 0.998, "X1": 0.51729, "Y1": 0.5512, "X2": 0.53026, "Y2": 0.551, "X3": 0.53026, "Y3": 0.5668, "X4": 0.51729, "Y4": 0.5668, "page": 0, "Index": 110}, {"Word": "overheating).", "Confidence": 0.924, "X1": 0.53458, "Y1": 0.5512, "X2": 0.62392, "Y2": 0.551, "X3": 0.62392, "Y3": 0.5658, "X4": 0.53458, "Y4": 0.5668, "page": 0, "Index": 111}, {"Word": "ND/SJB", "Confidence": 0.995, "X1": 0.12968, "Y1": 0.6212, "X2": 0.18732, "Y2": 0.621, "X3": 0.18732, "Y3": 0.6328, "X4": 0.12968, "Y4": 0.6338, "page": 0, "Index": 112}, {"Word": "25", "Confidence": 0.994, "X1": 0.13112, "Y1": 0.6342, "X2": 0.14697, "Y2": 0.634, "X3": 0.14697, "Y3": 0.6468, "X4": 0.13112, "Y4": 0.6468, "page": 0, "Index": 113}, {"Word": "March", "Confidence": 0.997, "X1": 0.14986, "Y1": 0.6342, "X2": 0.19597, "Y2": 0.634, "X3": 0.19597, "Y3": 0.6478, "X4": 0.1513, "Y4": 0.6468, "page": 0, "Index": 114}, {"Word": "1993", "Confidence": 0.991, "X1": 0.20029, "Y1": 0.6342, "X2": 0.23631, "Y2": 0.634, "X3": 0.23631, "Y3": 0.6478, "X4": 0.20029, "Y4": 0.6478, "page": 0, "Index": 115}, {"Word": "BATCO", "Confidence": 0.996, "X1": 0.12968, "Y1": 0.9332, "X2": 0.18732, "Y2": 0.933, "X3": 0.18732, "Y3": 0.9478, "X4": 0.12968, "Y4": 0.9478, "page": 0, "Index": 116}, {"Word": "500020596", "Confidence": 0.991, "X1": 0.87752, "Y1": 0.9402, "X2": 0.87752, "Y2": 0.94, "X3": 0.84582, "Y3": 0.9398, "X4": 0.84582, "Y4": 0.8328, "page": 0, "Index": 117}, {"Word": "CONFIDENTIAL", "Confidence": 0.963, "X1": 0.19164, "Y1": 0.9332, "X2": 0.31844, "Y2": 0.933, "X3": 0.31844, "Y3": 0.9488, "X4": 0.19164, "Y4": 0.9478, "page": 0, "Index": 118}, {"Word": "-", "Confidence": 0.662, "X1": 0.32421, "Y1": 0.9332, "X2": 0.32997, "Y2": 0.933, "X3": 0.32997, "Y3": 0.9488, "X4": 0.32421, "Y4": 0.9488, "page": 0, "Index": 119}, {"Word": "CATEGORY", "Confidence": 0.941, "X1": 0.33429, "Y1": 0.9332, "X2": 0.42651, "Y2": 0.933, "X3": 0.42651, "Y3": 0.9488, "X4": 0.33429, "Y4": 0.9488, "page": 0, "Index": 120}, {"Word": "T:", "Confidence": 0.799, "X1": 0.43084, "Y1": 0.9332, "X2": 0.4438, "Y2": 0.933, "X3": 0.4438, "Y3": 0.9488, "X4": 0.43084, "Y4": 0.9488, "page": 0, "Index": 121}, {"Word": "MINNESOTA", "Confidence": 0.931, "X1": 0.44813, "Y1": 0.9332, "X2": 0.55043, "Y2": 0.933, "X3": 0.55043, "Y3": 0.9488, "X4": 0.44813, "Y4": 0.9488, "page": 0, "Index": 122}, {"Word": "TOBACCO", "Confidence": 0.995, "X1": 0.55476, "Y1": 0.9332, "X2": 0.63689, "Y2": 0.933, "X3": 0.63689, "Y3": 0.9498, "X4": 0.55476, "Y4": 0.9488, "page": 0, "Index": 123}, {"Word": "LITIGATION.", "Confidence": 0.965, "X1": 0.64121, "Y1": 0.9332, "X2": 0.7536, "Y2": 0.933, "X3": 0.7536, "Y3": 0.9498, "X4": 0.64121, "Y4": 0.9498, "page": 0, "Index": 124}]}
|
"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"
|
fffl0070
| 0 |
{"lines_data": [{"Word": "-OO! * C TODAMI", "Confidence": 0.368, "X1": 0.13747, "Y1": 0.0492, "X2": 0.24394, "Y2": 0.049, "X3": 0.24394, "Y3": 0.0618, "X4": 0.13747, "Y4": 0.0628, "page": 0}, {"Word": "15152842124", "Confidence": 0.487, "X1": 0.66981, "Y1": 0.0532, "X2": 0.77224, "Y2": 0.053, "X3": 0.77224, "Y3": 0.0638, "X4": 0.66981, "Y4": 0.0638, "page": 0}, {"Word": "P. U.", "Confidence": 0.3535, "X1": 0.80863, "Y1": 0.0592, "X2": 0.86253, "Y2": 0.059, "X3": 0.86253, "Y3": 0.0738, "X4": 0.80863, "Y4": 0.0758, "page": 0}, {"Word": "PHILIP MORRIS USA PRINT CERTIFICATION FORM - 2000", "Confidence": 0.95788, "X1": 0.15094, "Y1": 0.1002, "X2": 0.75472, "Y2": 0.1, "X3": 0.75472, "Y3": 0.1178, "X4": 0.15094, "Y4": 0.1178, "page": 0}, {"Word": "Please complete both Section A and B below. Section A certifies that your publfuntion is \"not directed prima ly", "Confidence": 0.82826, "X1": 0.07682, "Y1": 0.1222, "X2": 0.84367, "Y2": 0.122, "X3": 0.84367, "Y3": 0.1388, "X4": 0.07682, "Y4": 0.1388, "page": 0}, {"Word": "to those under 21 years of age.\" Section B details circulation, demographic and rosestch data. Both sections", "Confidence": 0.86088, "X1": 0.07682, "Y1": 0.1392, "X2": 0.81536, "Y2": 0.139, "X3": 0.81536, "Y3": 0.1538, "X4": 0.07682, "Y4": 0.1548, "page": 0}, {"Word": "must be completed to allow Philip Morris USA to assess the placement of tobacco advertising in your", "Confidence": 0.90071, "X1": 0.07682, "Y1": 0.1532, "X2": 0.76685, "Y2": 0.153, "X3": 0.76685, "Y3": 0.1688, "X4": 0.07682, "Y4": 0.1698, "page": 0}, {"Word": "publication.", "Confidence": 0.874, "X1": 0.07547, "Y1": 0.1712, "X2": 0.15903, "Y2": 0.171, "X3": 0.16038, "Y3": 0.1848, "X4": 0.07547, "Y4": 0.1858, "page": 0}, {"Word": "SECTION A", "Confidence": 0.9765, "X1": 0.39218, "Y1": 0.1962, "X2": 0.51348, "Y2": 0.196, "X3": 0.51348, "Y3": 0.2138, "X4": 0.39084, "Y4": 0.2128, "page": 0}, {"Word": "I am the", "Confidence": 0.919, "X1": 0.07817, "Y1": 0.2312, "X2": 0.14151, "Y2": 0.231, "X3": 0.14151, "Y3": 0.2488, "X4": 0.07817, "Y4": 0.2488, "page": 0}, {"Word": "Associate Corestation Director of Ludic' Home Journal", "Confidence": 0.56357, "X1": 0.13477, "Y1": 0.2212, "X2": 0.80323, "Y2": 0.221, "X3": 0.80323, "Y3": 0.2498, "X4": 0.13477, "Y4": 0.2498, "page": 0}, {"Word": "I emily that Ledies' Home Journal", "Confidence": 0.3985, "X1": 0.07682, "Y1": 0.2532, "X2": 0.52291, "Y2": 0.253, "X3": 0.52291, "Y3": 0.2778, "X4": 0.07682, "Y4": 0.2808, "page": 0}, {"Word": "(title of public tion)", "Confidence": 0.6625, "X1": 0.71429, "Y1": 0.2632, "X2": 0.8531, "Y2": 0.263, "X3": 0.8531, "Y3": 0.2788, "X4": 0.71429, "Y4": 0.2778, "page": 0}, {"Word": "is not directed primarily jo those under 21 years of age.", "Confidence": 0.81245, "X1": 0.07682, "Y1": 0.2782, "X2": 0.45687, "Y2": 0.278, "X3": 0.45687, "Y3": 0.2948, "X4": 0.07682, "Y4": 0.2948, "page": 0}, {"Word": "Signature:", "Confidence": 0.827, "X1": 0.07682, "Y1": 0.3092, "X2": 0.15499, "Y2": 0.309, "X3": 0.15499, "Y3": 0.3248, "X4": 0.07682, "Y4": 0.3238, "page": 0}, {"Word": "Date:", "Confidence": 0.762, "X1": 0.50539, "Y1": 0.3082, "X2": 0.55121, "Y2": 0.308, "X3": 0.55121, "Y3": 0.3228, "X4": 0.50539, "Y4": 0.3228, "page": 0}, {"Word": "5/22/00", "Confidence": 0.781, "X1": 0.58086, "Y1": 0.3022, "X2": 0.68194, "Y2": 0.302, "X3": 0.68329, "Y3": 0.3238, "X4": 0.58086, "Y4": 0.3258, "page": 0}, {"Word": "Name (please print):", "Confidence": 0.652, "X1": 0.07682, "Y1": 0.3382, "X2": 0.22372, "Y2": 0.338, "X3": 0.22372, "Y3": 0.3538, "X4": 0.07682, "Y4": 0.3538, "page": 0}, {"Word": "Julie Raw", "Confidence": 0.4905, "X1": 0.24259, "Y1": 0.3252, "X2": 0.39892, "Y2": 0.325, "X3": 0.40027, "Y3": 0.3538, "X4": 0.24259, "Y4": 0.3548, "page": 0}, {"Word": "Your Title:", "Confidence": 0.987, "X1": 0.50404, "Y1": 0.3342, "X2": 0.59704, "Y2": 0.334, "X3": 0.59704, "Y3": 0.3538, "X4": 0.50404, "Y4": 0.3548, "page": 0}, {"Word": "taxx Cine Director", "Confidence": 0.12867, "X1": 0.60108, "Y1": 0.3252, "X2": 0.80997, "Y2": 0.325, "X3": 0.80997, "Y3": 0.3578, "X4": 0.60108, "Y4": 0.3578, "page": 0}, {"Word": "SECTION B", "Confidence": 0.989, "X1": 0.39084, "Y1": 0.3732, "X2": 0.51348, "Y2": 0.373, "X3": 0.51348, "Y3": 0.3908, "X4": 0.39084, "Y4": 0.3918, "page": 0}, {"Word": "NAME OF PUBLICATION:", "Confidence": 0.893, "X1": 0.07412, "Y1": 0.4072, "X2": 0.28976, "Y2": 0.407, "X3": 0.28976, "Y3": 0.4238, "X4": 0.07412, "Y4": 0.4248, "page": 0}, {"Word": "Ladies' Home Journal", "Confidence": 0.799, "X1": 0.34367, "Y1": 0.3972, "X2": 0.66442, "Y2": 0.397, "X3": 0.66442, "Y3": 0.4268, "X4": 0.34367, "Y4": 0.4268, "page": 0}, {"Word": "CIRCULATION: % Newsstand;", "Confidence": 0.86033, "X1": 0.07547, "Y1": 0.4382, "X2": 0.34232, "Y2": 0.438, "X3": 0.34232, "Y3": 0.4528, "X4": 0.07547, "Y4": 0.4528, "page": 0}, {"Word": "10 % % Subscription: 90%", "Confidence": 0.8804, "X1": 0.36388, "Y1": 0.4342, "X2": 0.69407, "Y2": 0.434, "X3": 0.69407, "Y3": 0.4548, "X4": 0.36388, "Y4": 0.4548, "page": 0}, {"Word": "DEMOGRAPHICS: % Circulation aged 21+: 99.7% OR % Readership aged 21+. 99.7%", "Confidence": 0.84375, "X1": 0.07412, "Y1": 0.4632, "X2": 0.8531, "Y2": 0.463, "X3": 0.8531, "Y3": 0.4848, "X4": 0.07412, "Y4": 0.4858, "page": 0}, {"Word": "RESEARCH (PLEASE ATTACH ALL NECESSARY DATA TO SUPPORT THIS SUMMARY):", "Confidence": 0.9563, "X1": 0.07278, "Y1": 0.4952, "X2": 0.71024, "Y2": 0.495, "X3": 0.71024, "Y3": 0.5118, "X4": 0.07278, "Y4": 0.5118, "page": 0}, {"Word": "Date of Study:", "Confidence": 0.875, "X1": 0.10243, "Y1": 0.5282, "X2": 0.21294, "Y2": 0.528, "X3": 0.21294, "Y3": 0.5428, "X4": 0.10243, "Y4": 0.5428, "page": 0}, {"Word": "Type of Study (please check one) :", "Confidence": 0.88386, "X1": 0.10243, "Y1": 0.5562, "X2": 0.34501, "Y2": 0.556, "X3": 0.34501, "Y3": 0.5718, "X4": 0.10243, "Y4": 0.5728, "page": 0}, {"Word": "Mediamark Research Inc. Media Audit Scarborough", "Confidence": 0.838, "X1": 0.13477, "Y1": 0.5852, "X2": 0.57682, "Y2": 0.585, "X3": 0.57682, "Y3": 0.6018, "X4": 0.13477, "Y4": 0.6018, "page": 0}, {"Word": "Simmons", "Confidence": 0.66, "X1": 0.61321, "Y1": 0.5872, "X2": 0.68733, "Y2": 0.587, "X3": 0.68598, "Y3": 0.6018, "X4": 0.61321, "Y4": 0.5998, "page": 0}, {"Word": "Other", "Confidence": 0.903, "X1": 0.71294, "Y1": 0.5862, "X2": 0.77493, "Y2": 0.586, "X3": 0.77493, "Y3": 0.6018, "X4": 0.71294, "Y4": 0.6008, "page": 0}, {"Word": "If Other, please describe the TYPE (e.g ., phone surwy, blow-in cards, etc.), METHODOLOGY (ag.", "Confidence": 0.6996, "X1": 0.07278, "Y1": 0.6122, "X2": 0.78167, "Y2": 0.612, "X3": 0.78167, "Y3": 0.6278, "X4": 0.07278, "Y4": 0.6278, "page": 0}, {"Word": "questionnaire within every \"ath\" issue) and provide the TOTAL & OF RESPONDENTS in the space bolav :", "Confidence": 0.77424, "X1": 0.07547, "Y1": 0.6272, "X2": 0.81941, "Y2": 0.627, "X3": 0.81941, "Y3": 0.6428, "X4": 0.07547, "Y4": 0.6438, "page": 0}, {"Word": "Selection of every 'nt )", "Confidence": 0.5598, "X1": 0.0903, "Y1": 0.6552, "X2": 0.43935, "Y2": 0.655, "X3": 0.43935, "Y3": 0.6878, "X4": 0.0903, "Y4": 0.6898, "page": 0}, {"Word": "database active file", "Confidence": 0.76667, "X1": 0.48787, "Y1": 0.6572, "X2": 0.81671, "Y2": 0.657, "X3": 0.81671, "Y3": 0.6878, "X4": 0.48922, "Y4": 0.6898, "page": 0}, {"Word": "to confirm age.", "Confidence": 0.72033, "X1": 0.12264, "Y1": 0.6882, "X2": 0.36523, "Y2": 0.688, "X3": 0.36658, "Y3": 0.7218, "X4": 0.12264, "Y4": 0.7228, "page": 0}, {"Word": "PLEASE FAX TO RITA SCHNEIDER @ 917-663-5313 NO LATER THAN 6/34/00", "Confidence": 0.85936, "X1": 0.1496, "Y1": 0.9082, "X2": 0.74394, "Y2": 0.908, "X3": 0.74394, "Y3": 0.9238, "X4": 0.1496, "Y4": 0.9228, "page": 0}, {"Word": "2086080614", "Confidence": 0.991, "X1": 0.90566, "Y1": 0.9422, "X2": 0.90027, "Y2": 0.942, "X3": 0.87601, "Y3": 0.9418, "X4": 0.8814, "Y4": 0.8438, "page": 0}], "words_data": [{"Word": "-OO!", "Confidence": 0.44, "X1": 0.13881, "Y1": 0.0502, "X2": 0.17116, "Y2": 0.05, "X3": 0.17251, "Y3": 0.0628, "X4": 0.14016, "Y4": 0.0638, "page": 0, "Index": 0}, {"Word": "*", "Confidence": 0.405, "X1": 0.17385, "Y1": 0.0502, "X2": 0.17925, "Y2": 0.05, "X3": 0.18059, "Y3": 0.0628, "X4": 0.1752, "Y4": 0.0628, "page": 0, "Index": 1}, {"Word": "C", "Confidence": 0.343, "X1": 0.18194, "Y1": 0.0502, "X2": 0.18868, "Y2": 0.05, "X3": 0.19003, "Y3": 0.0618, "X4": 0.18329, "Y4": 0.0628, "page": 0, "Index": 2}, {"Word": "TODAMI", "Confidence": 0.284, "X1": 0.19272, "Y1": 0.0502, "X2": 0.24394, "Y2": 0.05, "X3": 0.24394, "Y3": 0.0608, "X4": 0.19272, "Y4": 0.0618, "page": 0, "Index": 3}, {"Word": "15152842124", "Confidence": 0.487, "X1": 0.67116, "Y1": 0.0542, "X2": 0.76685, "Y2": 0.054, "X3": 0.7655, "Y3": 0.0638, "X4": 0.67116, "Y4": 0.0648, "page": 0, "Index": 4}, {"Word": "P.", "Confidence": 0.692, "X1": 0.80863, "Y1": 0.0602, "X2": 0.8221, "Y2": 0.06, "X3": 0.82345, "Y3": 0.0748, "X4": 0.80997, "Y4": 0.0758, "page": 0, "Index": 5}, {"Word": "U.", "Confidence": 0.015, "X1": 0.82615, "Y1": 0.0592, "X2": 0.84771, "Y2": 0.059, "X3": 0.84906, "Y3": 0.0738, "X4": 0.82749, "Y4": 0.0748, "page": 0, "Index": 6}, {"Word": "MORRIS", "Confidence": 0.966, "X1": 0.23181, "Y1": 0.1012, "X2": 0.32075, "Y2": 0.101, "X3": 0.32075, "Y3": 0.1178, "X4": 0.23181, "Y4": 0.1188, "page": 0, "Index": 7}, {"Word": "USA", "Confidence": 0.937, "X1": 0.32615, "Y1": 0.1002, "X2": 0.36792, "Y2": 0.1, "X3": 0.36658, "Y3": 0.1178, "X4": 0.32615, "Y4": 0.1178, "page": 0, "Index": 8}, {"Word": "PRINT", "Confidence": 0.995, "X1": 0.37197, "Y1": 0.1002, "X2": 0.4407, "Y2": 0.1, "X3": 0.4407, "Y3": 0.1178, "X4": 0.37197, "Y4": 0.1178, "page": 0, "Index": 9}, {"Word": "CERTIFICATION", "Confidence": 0.855, "X1": 0.44609, "Y1": 0.1012, "X2": 0.6159, "Y2": 0.101, "X3": 0.6159, "Y3": 0.1178, "X4": 0.44609, "Y4": 0.1178, "page": 0, "Index": 10}, {"Word": "FORM", "Confidence": 0.985, "X1": 0.62264, "Y1": 0.1012, "X2": 0.68194, "Y2": 0.101, "X3": 0.68194, "Y3": 0.1178, "X4": 0.62129, "Y4": 0.1178, "page": 0, "Index": 11}, {"Word": "-", "Confidence": 0.994, "X1": 0.69407, "Y1": 0.1012, "X2": 0.70081, "Y2": 0.101, "X3": 0.70081, "Y3": 0.1178, "X4": 0.69407, "Y4": 0.1178, "page": 0, "Index": 12}, {"Word": "2000", "Confidence": 0.976, "X1": 0.70485, "Y1": 0.1022, "X2": 0.75337, "Y2": 0.102, "X3": 0.75337, "Y3": 0.1178, "X4": 0.70485, "Y4": 0.1178, "page": 0, "Index": 13}, {"Word": "PHILIP", "Confidence": 0.955, "X1": 0.15229, "Y1": 0.1012, "X2": 0.22776, "Y2": 0.101, "X3": 0.22776, "Y3": 0.1188, "X4": 0.15229, "Y4": 0.1188, "page": 0, "Index": 14}, {"Word": "Please", "Confidence": 0.631, "X1": 0.07817, "Y1": 0.1242, "X2": 0.11995, "Y2": 0.124, "X3": 0.11995, "Y3": 0.1398, "X4": 0.07682, "Y4": 0.1398, "page": 0, "Index": 15}, {"Word": "complete", "Confidence": 0.935, "X1": 0.12399, "Y1": 0.1242, "X2": 0.18598, "Y2": 0.124, "X3": 0.18598, "Y3": 0.1388, "X4": 0.12399, "Y4": 0.1398, "page": 0, "Index": 16}, {"Word": "both", "Confidence": 0.991, "X1": 0.19003, "Y1": 0.1242, "X2": 0.22237, "Y2": 0.124, "X3": 0.22102, "Y3": 0.1388, "X4": 0.19003, "Y4": 0.1388, "page": 0, "Index": 17}, {"Word": "Section", "Confidence": 0.779, "X1": 0.22642, "Y1": 0.1232, "X2": 0.27763, "Y2": 0.123, "X3": 0.27763, "Y3": 0.1388, "X4": 0.22507, "Y4": 0.1388, "page": 0, "Index": 18}, {"Word": "A", "Confidence": 0.993, "X1": 0.28167, "Y1": 0.1232, "X2": 0.29245, "Y2": 0.123, "X3": 0.29111, "Y3": 0.1388, "X4": 0.28167, "Y4": 0.1388, "page": 0, "Index": 19}, {"Word": "and", "Confidence": 0.848, "X1": 0.2965, "Y1": 0.1232, "X2": 0.32075, "Y2": 0.123, "X3": 0.32075, "Y3": 0.1388, "X4": 0.29515, "Y4": 0.1388, "page": 0, "Index": 20}, {"Word": "B", "Confidence": 0.994, "X1": 0.3248, "Y1": 0.1232, "X2": 0.33558, "Y2": 0.123, "X3": 0.33558, "Y3": 0.1388, "X4": 0.3248, "Y4": 0.1388, "page": 0, "Index": 21}, {"Word": "below.", "Confidence": 0.848, "X1": 0.33962, "Y1": 0.1232, "X2": 0.38949, "Y2": 0.123, "X3": 0.38949, "Y3": 0.1388, "X4": 0.33962, "Y4": 0.1388, "page": 0, "Index": 22}, {"Word": "Section", "Confidence": 0.949, "X1": 0.39353, "Y1": 0.1232, "X2": 0.44744, "Y2": 0.123, "X3": 0.44609, "Y3": 0.1388, "X4": 0.39353, "Y4": 0.1388, "page": 0, "Index": 23}, {"Word": "A", "Confidence": 0.951, "X1": 0.45148, "Y1": 0.1232, "X2": 0.46092, "Y2": 0.123, "X3": 0.46092, "Y3": 0.1388, "X4": 0.45148, "Y4": 0.1388, "page": 0, "Index": 24}, {"Word": "certifies", "Confidence": 0.605, "X1": 0.46496, "Y1": 0.1232, "X2": 0.51887, "Y2": 0.123, "X3": 0.51752, "Y3": 0.1388, "X4": 0.46496, "Y4": 0.1388, "page": 0, "Index": 25}, {"Word": "that", "Confidence": 0.603, "X1": 0.52291, "Y1": 0.1232, "X2": 0.54717, "Y2": 0.123, "X3": 0.54717, "Y3": 0.1388, "X4": 0.52291, "Y4": 0.1388, "page": 0, "Index": 26}, {"Word": "your", "Confidence": 0.958, "X1": 0.55121, "Y1": 0.1232, "X2": 0.58221, "Y2": 0.123, "X3": 0.58086, "Y3": 0.1388, "X4": 0.55121, "Y4": 0.1388, "page": 0, "Index": 27}, {"Word": "publfuntion", "Confidence": 0.171, "X1": 0.58625, "Y1": 0.1232, "X2": 0.66173, "Y2": 0.123, "X3": 0.66173, "Y3": 0.1388, "X4": 0.58491, "Y4": 0.1388, "page": 0, "Index": 28}, {"Word": "is", "Confidence": 0.998, "X1": 0.66577, "Y1": 0.1232, "X2": 0.6779, "Y2": 0.123, "X3": 0.6779, "Y3": 0.1388, "X4": 0.66577, "Y4": 0.1388, "page": 0, "Index": 29}, {"Word": "\"not", "Confidence": 0.919, "X1": 0.68194, "Y1": 0.1232, "X2": 0.71159, "Y2": 0.123, "X3": 0.71024, "Y3": 0.1388, "X4": 0.68194, "Y4": 0.1388, "page": 0, "Index": 30}, {"Word": "directed", "Confidence": 0.854, "X1": 0.71563, "Y1": 0.1242, "X2": 0.77089, "Y2": 0.124, "X3": 0.77089, "Y3": 0.1388, "X4": 0.71429, "Y4": 0.1388, "page": 0, "Index": 31}, {"Word": "prima", "Confidence": 0.769, "X1": 0.77493, "Y1": 0.1242, "X2": 0.81941, "Y2": 0.124, "X3": 0.81941, "Y3": 0.1388, "X4": 0.77493, "Y4": 0.1388, "page": 0, "Index": 32}, {"Word": "ly", "Confidence": 0.941, "X1": 0.82345, "Y1": 0.1252, "X2": 0.84232, "Y2": 0.125, "X3": 0.84232, "Y3": 0.1398, "X4": 0.82345, "Y4": 0.1388, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.866, "X1": 0.07682, "Y1": 0.1412, "X2": 0.09164, "Y2": 0.141, "X3": 0.09164, "Y3": 0.1548, "X4": 0.07682, "Y4": 0.1548, "page": 0, "Index": 34}, {"Word": "those", "Confidence": 0.642, "X1": 0.09569, "Y1": 0.1402, "X2": 0.12938, "Y2": 0.14, "X3": 0.13073, "Y3": 0.1548, "X4": 0.09569, "Y4": 0.1548, "page": 0, "Index": 35}, {"Word": "under", "Confidence": 0.896, "X1": 0.13342, "Y1": 0.1402, "X2": 0.17251, "Y2": 0.14, "X3": 0.17251, "Y3": 0.1548, "X4": 0.13477, "Y4": 0.1548, "page": 0, "Index": 36}, {"Word": "21", "Confidence": 0.996, "X1": 0.17655, "Y1": 0.1402, "X2": 0.19542, "Y2": 0.14, "X3": 0.19542, "Y3": 0.1548, "X4": 0.17655, "Y4": 0.1548, "page": 0, "Index": 37}, {"Word": "years", "Confidence": 0.996, "X1": 0.19946, "Y1": 0.1402, "X2": 0.2345, "Y2": 0.14, "X3": 0.23585, "Y3": 0.1548, "X4": 0.19946, "Y4": 0.1548, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.991, "X1": 0.23854, "Y1": 0.1402, "X2": 0.25337, "Y2": 0.14, "X3": 0.25472, "Y3": 0.1548, "X4": 0.23989, "Y4": 0.1548, "page": 0, "Index": 39}, {"Word": "age.\"", "Confidence": 0.945, "X1": 0.25741, "Y1": 0.1392, "X2": 0.2965, "Y2": 0.139, "X3": 0.2965, "Y3": 0.1548, "X4": 0.25876, "Y4": 0.1548, "page": 0, "Index": 40}, {"Word": "Section", "Confidence": 0.991, "X1": 0.30054, "Y1": 0.1392, "X2": 0.3504, "Y2": 0.139, "X3": 0.35175, "Y3": 0.1548, "X4": 0.30054, "Y4": 0.1548, "page": 0, "Index": 41}, {"Word": "B", "Confidence": 0.96, "X1": 0.35445, "Y1": 0.1392, "X2": 0.36523, "Y2": 0.139, "X3": 0.36523, "Y3": 0.1548, "X4": 0.3558, "Y4": 0.1548, "page": 0, "Index": 42}, {"Word": "details", "Confidence": 0.846, "X1": 0.36927, "Y1": 0.1392, "X2": 0.41509, "Y2": 0.139, "X3": 0.41509, "Y3": 0.1548, "X4": 0.36927, "Y4": 0.1548, "page": 0, "Index": 43}, {"Word": "circulation,", "Confidence": 0.839, "X1": 0.41914, "Y1": 0.1392, "X2": 0.49461, "Y2": 0.139, "X3": 0.49461, "Y3": 0.1548, "X4": 0.41914, "Y4": 0.1548, "page": 0, "Index": 44}, {"Word": "demographic", "Confidence": 0.493, "X1": 0.49865, "Y1": 0.1392, "X2": 0.58491, "Y2": 0.139, "X3": 0.58491, "Y3": 0.1548, "X4": 0.49865, "Y4": 0.1548, "page": 0, "Index": 45}, {"Word": "and", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.1392, "X2": 0.61321, "Y2": 0.139, "X3": 0.61321, "Y3": 0.1548, "X4": 0.58895, "Y4": 0.1548, "page": 0, "Index": 46}, {"Word": "rosestch", "Confidence": 0.604, "X1": 0.61725, "Y1": 0.1392, "X2": 0.6752, "Y2": 0.139, "X3": 0.6752, "Y3": 0.1538, "X4": 0.61725, "Y4": 0.1548, "page": 0, "Index": 47}, {"Word": "data.", "Confidence": 0.955, "X1": 0.6779, "Y1": 0.1402, "X2": 0.71429, "Y2": 0.14, "X3": 0.71429, "Y3": 0.1538, "X4": 0.67925, "Y4": 0.1538, "page": 0, "Index": 48}, {"Word": "Both", "Confidence": 0.981, "X1": 0.71833, "Y1": 0.1402, "X2": 0.75337, "Y2": 0.14, "X3": 0.75337, "Y3": 0.1538, "X4": 0.71833, "Y4": 0.1538, "page": 0, "Index": 49}, {"Word": "sections", "Confidence": 0.636, "X1": 0.75741, "Y1": 0.1402, "X2": 0.81536, "Y2": 0.14, "X3": 0.81536, "Y3": 0.1538, "X4": 0.75741, "Y4": 0.1538, "page": 0, "Index": 50}, {"Word": "must", "Confidence": 0.881, "X1": 0.07682, "Y1": 0.1562, "X2": 0.10916, "Y2": 0.156, "X3": 0.11051, "Y3": 0.1698, "X4": 0.07817, "Y4": 0.1698, "page": 0, "Index": 51}, {"Word": "be", "Confidence": 0.617, "X1": 0.11321, "Y1": 0.1562, "X2": 0.12938, "Y2": 0.156, "X3": 0.13073, "Y3": 0.1698, "X4": 0.11456, "Y4": 0.1698, "page": 0, "Index": 52}, {"Word": "completed", "Confidence": 0.664, "X1": 0.13342, "Y1": 0.1552, "X2": 0.20485, "Y2": 0.155, "X3": 0.20485, "Y3": 0.1698, "X4": 0.13477, "Y4": 0.1698, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.941, "X1": 0.20889, "Y1": 0.1552, "X2": 0.22237, "Y2": 0.155, "X3": 0.22237, "Y3": 0.1698, "X4": 0.20889, "Y4": 0.1698, "page": 0, "Index": 54}, {"Word": "allow", "Confidence": 0.993, "X1": 0.22642, "Y1": 0.1552, "X2": 0.2655, "Y2": 0.155, "X3": 0.2655, "Y3": 0.1698, "X4": 0.22642, "Y4": 0.1698, "page": 0, "Index": 55}, {"Word": "Philip", "Confidence": 0.941, "X1": 0.26954, "Y1": 0.1542, "X2": 0.30863, "Y2": 0.154, "X3": 0.30997, "Y3": 0.1698, "X4": 0.26954, "Y4": 0.1698, "page": 0, "Index": 56}, {"Word": "Morris", "Confidence": 0.877, "X1": 0.31267, "Y1": 0.1542, "X2": 0.35984, "Y2": 0.154, "X3": 0.35984, "Y3": 0.1698, "X4": 0.31402, "Y4": 0.1698, "page": 0, "Index": 57}, {"Word": "USA", "Confidence": 0.998, "X1": 0.36388, "Y1": 0.1542, "X2": 0.39623, "Y2": 0.154, "X3": 0.39623, "Y3": 0.1698, "X4": 0.36388, "Y4": 0.1698, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.1542, "X2": 0.41509, "Y2": 0.154, "X3": 0.41509, "Y3": 0.1698, "X4": 0.40027, "Y4": 0.1698, "page": 0, "Index": 59}, {"Word": "assess", "Confidence": 0.994, "X1": 0.41914, "Y1": 0.1542, "X2": 0.45957, "Y2": 0.154, "X3": 0.45957, "Y3": 0.1698, "X4": 0.41914, "Y4": 0.1698, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.995, "X1": 0.46361, "Y1": 0.1542, "X2": 0.48383, "Y2": 0.154, "X3": 0.48383, "Y3": 0.1698, "X4": 0.46361, "Y4": 0.1698, "page": 0, "Index": 61}, {"Word": "placement", "Confidence": 0.681, "X1": 0.48787, "Y1": 0.1542, "X2": 0.5566, "Y2": 0.154, "X3": 0.5566, "Y3": 0.1698, "X4": 0.48787, "Y4": 0.1698, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.56065, "Y1": 0.1542, "X2": 0.57412, "Y2": 0.154, "X3": 0.57412, "Y3": 0.1698, "X4": 0.56065, "Y4": 0.1698, "page": 0, "Index": 63}, {"Word": "tobacco", "Confidence": 0.756, "X1": 0.57817, "Y1": 0.1542, "X2": 0.63073, "Y2": 0.154, "X3": 0.63073, "Y3": 0.1688, "X4": 0.57817, "Y4": 0.1698, "page": 0, "Index": 64}, {"Word": "advertising", "Confidence": 0.991, "X1": 0.63477, "Y1": 0.1552, "X2": 0.71024, "Y2": 0.155, "X3": 0.71024, "Y3": 0.1688, "X4": 0.63477, "Y4": 0.1688, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.1552, "X2": 0.72911, "Y2": 0.155, "X3": 0.72911, "Y3": 0.1688, "X4": 0.71429, "Y4": 0.1688, "page": 0, "Index": 66}, {"Word": "your", "Confidence": 0.989, "X1": 0.73315, "Y1": 0.1552, "X2": 0.76819, "Y2": 0.155, "X3": 0.76685, "Y3": 0.1688, "X4": 0.73315, "Y4": 0.1688, "page": 0, "Index": 67}, {"Word": "publication.", "Confidence": 0.874, "X1": 0.07682, "Y1": 0.1722, "X2": 0.16038, "Y2": 0.172, "X3": 0.16038, "Y3": 0.1848, "X4": 0.07682, "Y4": 0.1858, "page": 0, "Index": 68}, {"Word": "SECTION", "Confidence": 0.958, "X1": 0.39488, "Y1": 0.1962, "X2": 0.48652, "Y2": 0.196, "X3": 0.48787, "Y3": 0.2138, "X4": 0.39353, "Y4": 0.2138, "page": 0, "Index": 69}, {"Word": "A", "Confidence": 0.995, "X1": 0.4973, "Y1": 0.1962, "X2": 0.51078, "Y2": 0.196, "X3": 0.51078, "Y3": 0.2138, "X4": 0.4973, "Y4": 0.2138, "page": 0, "Index": 70}, {"Word": "I", "Confidence": 0.825, "X1": 0.07951, "Y1": 0.2332, "X2": 0.08221, "Y2": 0.233, "X3": 0.08086, "Y3": 0.2478, "X4": 0.07817, "Y4": 0.2478, "page": 0, "Index": 71}, {"Word": "am", "Confidence": 0.934, "X1": 0.08625, "Y1": 0.2322, "X2": 0.10647, "Y2": 0.232, "X3": 0.10647, "Y3": 0.2488, "X4": 0.08625, "Y4": 0.2478, "page": 0, "Index": 72}, {"Word": "the", "Confidence": 0.998, "X1": 0.11186, "Y1": 0.2322, "X2": 0.13747, "Y2": 0.232, "X3": 0.13747, "Y3": 0.2488, "X4": 0.11186, "Y4": 0.2488, "page": 0, "Index": 73}, {"Word": "Associate", "Confidence": 0.192, "X1": 0.15229, "Y1": 0.2222, "X2": 0.24798, "Y2": 0.222, "X3": 0.24528, "Y3": 0.2508, "X4": 0.1496, "Y4": 0.2508, "page": 0, "Index": 74}, {"Word": "Corestation", "Confidence": 0.302, "X1": 0.25472, "Y1": 0.2232, "X2": 0.36523, "Y2": 0.223, "X3": 0.36388, "Y3": 0.2508, "X4": 0.25337, "Y4": 0.2508, "page": 0, "Index": 75}, {"Word": "Director", "Confidence": 0.399, "X1": 0.37332, "Y1": 0.2232, "X2": 0.46092, "Y2": 0.223, "X3": 0.45957, "Y3": 0.2508, "X4": 0.37062, "Y4": 0.2508, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.979, "X1": 0.47035, "Y1": 0.2242, "X2": 0.50404, "Y2": 0.224, "X3": 0.5027, "Y3": 0.2508, "X4": 0.469, "Y4": 0.2508, "page": 0, "Index": 77}, {"Word": "Ludic'", "Confidence": 0.208, "X1": 0.53504, "Y1": 0.2242, "X2": 0.60512, "Y2": 0.224, "X3": 0.60377, "Y3": 0.2498, "X4": 0.53369, "Y4": 0.2508, "page": 0, "Index": 78}, {"Word": "Home", "Confidence": 0.906, "X1": 0.61321, "Y1": 0.2242, "X2": 0.69407, "Y2": 0.224, "X3": 0.69272, "Y3": 0.2498, "X4": 0.61186, "Y4": 0.2498, "page": 0, "Index": 79}, {"Word": "Journal", "Confidence": 0.959, "X1": 0.70081, "Y1": 0.2232, "X2": 0.80323, "Y2": 0.223, "X3": 0.80323, "Y3": 0.2488, "X4": 0.70081, "Y4": 0.2498, "page": 0, "Index": 80}, {"Word": "Journal", "Confidence": 0.752, "X1": 0.41509, "Y1": 0.2562, "X2": 0.52022, "Y2": 0.256, "X3": 0.52156, "Y3": 0.2778, "X4": 0.41509, "Y4": 0.2798, "page": 0, "Index": 81}, {"Word": "I", "Confidence": 0.082, "X1": 0.07951, "Y1": 0.2622, "X2": 0.08356, "Y2": 0.262, "X3": 0.08221, "Y3": 0.2798, "X4": 0.07817, "Y4": 0.2798, "page": 0, "Index": 82}, {"Word": "emily", "Confidence": 0.086, "X1": 0.08356, "Y1": 0.2602, "X2": 0.1159, "Y2": 0.26, "X3": 0.11456, "Y3": 0.2808, "X4": 0.08221, "Y4": 0.2798, "page": 0, "Index": 83}, {"Word": "that", "Confidence": 0.059, "X1": 0.12264, "Y1": 0.2582, "X2": 0.16846, "Y2": 0.258, "X3": 0.16712, "Y3": 0.2808, "X4": 0.12129, "Y4": 0.2808, "page": 0, "Index": 84}, {"Word": "Ledies'", "Confidence": 0.657, "X1": 0.20216, "Y1": 0.2542, "X2": 0.30054, "Y2": 0.254, "X3": 0.29919, "Y3": 0.2808, "X4": 0.20216, "Y4": 0.2808, "page": 0, "Index": 85}, {"Word": "Home", "Confidence": 0.755, "X1": 0.30863, "Y1": 0.2542, "X2": 0.38949, "Y2": 0.254, "X3": 0.38949, "Y3": 0.2798, "X4": 0.30863, "Y4": 0.2808, "page": 0, "Index": 86}, {"Word": "(title", "Confidence": 0.902, "X1": 0.71563, "Y1": 0.2622, "X2": 0.74394, "Y2": 0.262, "X3": 0.74259, "Y3": 0.2788, "X4": 0.71429, "Y4": 0.2788, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.703, "X1": 0.74798, "Y1": 0.2632, "X2": 0.7628, "Y2": 0.263, "X3": 0.76146, "Y3": 0.2788, "X4": 0.74798, "Y4": 0.2788, "page": 0, "Index": 88}, {"Word": "public", "Confidence": 0.25, "X1": 0.76685, "Y1": 0.2632, "X2": 0.81402, "Y2": 0.263, "X3": 0.81402, "Y3": 0.2788, "X4": 0.7655, "Y4": 0.2788, "page": 0, "Index": 89}, {"Word": "tion)", "Confidence": 0.795, "X1": 0.81941, "Y1": 0.2642, "X2": 0.8531, "Y2": 0.264, "X3": 0.8531, "Y3": 0.2798, "X4": 0.81806, "Y4": 0.2788, "page": 0, "Index": 90}, {"Word": "is", "Confidence": 0.997, "X1": 0.07817, "Y1": 0.2802, "X2": 0.08625, "Y2": 0.28, "X3": 0.08491, "Y3": 0.2948, "X4": 0.07682, "Y4": 0.2948, "page": 0, "Index": 91}, {"Word": "not", "Confidence": 0.998, "X1": 0.0903, "Y1": 0.2792, "X2": 0.11321, "Y2": 0.279, "X3": 0.11321, "Y3": 0.2948, "X4": 0.0903, "Y4": 0.2948, "page": 0, "Index": 92}, {"Word": "directed", "Confidence": 0.526, "X1": 0.11725, "Y1": 0.2792, "X2": 0.17116, "Y2": 0.279, "X3": 0.17116, "Y3": 0.2948, "X4": 0.11725, "Y4": 0.2948, "page": 0, "Index": 93}, {"Word": "primarily", "Confidence": 0.85, "X1": 0.17655, "Y1": 0.2782, "X2": 0.23854, "Y2": 0.278, "X3": 0.23854, "Y3": 0.2948, "X4": 0.1752, "Y4": 0.2948, "page": 0, "Index": 94}, {"Word": "jo", "Confidence": 0.048, "X1": 0.24394, "Y1": 0.2782, "X2": 0.25741, "Y2": 0.278, "X3": 0.25741, "Y3": 0.2948, "X4": 0.24259, "Y4": 0.2948, "page": 0, "Index": 95}, {"Word": "those", "Confidence": 0.627, "X1": 0.26146, "Y1": 0.2782, "X2": 0.2965, "Y2": 0.278, "X3": 0.2965, "Y3": 0.2948, "X4": 0.26146, "Y4": 0.2948, "page": 0, "Index": 96}, {"Word": "under", "Confidence": 0.997, "X1": 0.30054, "Y1": 0.2782, "X2": 0.33962, "Y2": 0.278, "X3": 0.33962, "Y3": 0.2948, "X4": 0.30054, "Y4": 0.2948, "page": 0, "Index": 97}, {"Word": "21", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.2792, "X2": 0.35984, "Y2": 0.279, "X3": 0.35984, "Y3": 0.2948, "X4": 0.34367, "Y4": 0.2948, "page": 0, "Index": 98}, {"Word": "years", "Confidence": 0.996, "X1": 0.36388, "Y1": 0.2792, "X2": 0.39892, "Y2": 0.279, "X3": 0.39892, "Y3": 0.2948, "X4": 0.36388, "Y4": 0.2948, "page": 0, "Index": 99}, {"Word": "of", "Confidence": 0.998, "X1": 0.40431, "Y1": 0.2792, "X2": 0.41914, "Y2": 0.279, "X3": 0.41914, "Y3": 0.2948, "X4": 0.40431, "Y4": 0.2948, "page": 0, "Index": 100}, {"Word": "age.", "Confidence": 0.902, "X1": 0.42453, "Y1": 0.2792, "X2": 0.45687, "Y2": 0.279, "X3": 0.45687, "Y3": 0.2958, "X4": 0.42453, "Y4": 0.2948, "page": 0, "Index": 101}, {"Word": "Signature:", "Confidence": 0.827, "X1": 0.07682, "Y1": 0.3102, "X2": 0.15364, "Y2": 0.31, "X3": 0.15094, "Y3": 0.3258, "X4": 0.07682, "Y4": 0.3228, "page": 0, "Index": 102}, {"Word": "Date:", "Confidence": 0.762, "X1": 0.50539, "Y1": 0.3082, "X2": 0.54987, "Y2": 0.308, "X3": 0.54987, "Y3": 0.3228, "X4": 0.50539, "Y4": 0.3228, "page": 0, "Index": 103}, {"Word": "5/22/00", "Confidence": 0.781, "X1": 0.58491, "Y1": 0.3032, "X2": 0.68194, "Y2": 0.303, "X3": 0.68059, "Y3": 0.3248, "X4": 0.58625, "Y4": 0.3258, "page": 0, "Index": 104}, {"Word": "Name", "Confidence": 0.957, "X1": 0.07817, "Y1": 0.3392, "X2": 0.1159, "Y2": 0.339, "X3": 0.11456, "Y3": 0.3538, "X4": 0.07817, "Y4": 0.3528, "page": 0, "Index": 105}, {"Word": "(please", "Confidence": 0.33, "X1": 0.11995, "Y1": 0.3382, "X2": 0.16846, "Y2": 0.338, "X3": 0.16846, "Y3": 0.3548, "X4": 0.11995, "Y4": 0.3538, "page": 0, "Index": 106}, {"Word": "print):", "Confidence": 0.669, "X1": 0.17251, "Y1": 0.3392, "X2": 0.22507, "Y2": 0.339, "X3": 0.22507, "Y3": 0.3538, "X4": 0.17251, "Y4": 0.3548, "page": 0, "Index": 107}, {"Word": "Julie", "Confidence": 0.615, "X1": 0.2628, "Y1": 0.3272, "X2": 0.32075, "Y2": 0.327, "X3": 0.32075, "Y3": 0.3548, "X4": 0.26415, "Y4": 0.3548, "page": 0, "Index": 108}, {"Word": "Raw", "Confidence": 0.366, "X1": 0.32884, "Y1": 0.3262, "X2": 0.37871, "Y2": 0.326, "X3": 0.37871, "Y3": 0.3548, "X4": 0.32884, "Y4": 0.3548, "page": 0, "Index": 109}, {"Word": "Your", "Confidence": 0.986, "X1": 0.50539, "Y1": 0.3362, "X2": 0.53369, "Y2": 0.336, "X3": 0.53369, "Y3": 0.3528, "X4": 0.50539, "Y4": 0.3538, "page": 0, "Index": 110}, {"Word": "Title:", "Confidence": 0.988, "X1": 0.53774, "Y1": 0.3342, "X2": 0.5876, "Y2": 0.334, "X3": 0.5876, "Y3": 0.3548, "X4": 0.53908, "Y4": 0.3538, "page": 0, "Index": 111}, {"Word": "Director", "Confidence": 0.26, "X1": 0.71159, "Y1": 0.3262, "X2": 0.80728, "Y2": 0.326, "X3": 0.80863, "Y3": 0.3578, "X4": 0.71159, "Y4": 0.3588, "page": 0, "Index": 112}, {"Word": "taxx", "Confidence": 0.059, "X1": 0.60377, "Y1": 0.3262, "X2": 0.65229, "Y2": 0.326, "X3": 0.65094, "Y3": 0.3588, "X4": 0.60108, "Y4": 0.3578, "page": 0, "Index": 113}, {"Word": "Cine", "Confidence": 0.067, "X1": 0.66038, "Y1": 0.3272, "X2": 0.7035, "Y2": 0.327, "X3": 0.70216, "Y3": 0.3588, "X4": 0.65903, "Y4": 0.3588, "page": 0, "Index": 114}, {"Word": "SECTION", "Confidence": 0.987, "X1": 0.39353, "Y1": 0.3742, "X2": 0.48787, "Y2": 0.374, "X3": 0.48652, "Y3": 0.3918, "X4": 0.39218, "Y4": 0.3928, "page": 0, "Index": 115}, {"Word": "B", "Confidence": 0.991, "X1": 0.49326, "Y1": 0.3752, "X2": 0.50674, "Y2": 0.375, "X3": 0.50674, "Y3": 0.3918, "X4": 0.49191, "Y4": 0.3918, "page": 0, "Index": 116}, {"Word": "NAME", "Confidence": 0.71, "X1": 0.07547, "Y1": 0.4092, "X2": 0.12534, "Y2": 0.409, "X3": 0.12534, "Y3": 0.4248, "X4": 0.07547, "Y4": 0.4238, "page": 0, "Index": 117}, {"Word": "OF", "Confidence": 0.998, "X1": 0.12938, "Y1": 0.4092, "X2": 0.15229, "Y2": 0.409, "X3": 0.15229, "Y3": 0.4248, "X4": 0.12938, "Y4": 0.4248, "page": 0, "Index": 118}, {"Word": "PUBLICATION:", "Confidence": 0.971, "X1": 0.15768, "Y1": 0.4072, "X2": 0.28841, "Y2": 0.407, "X3": 0.28976, "Y3": 0.4248, "X4": 0.15633, "Y4": 0.4248, "page": 0, "Index": 119}, {"Word": "Ladies'", "Confidence": 0.658, "X1": 0.36119, "Y1": 0.3982, "X2": 0.45148, "Y2": 0.398, "X3": 0.45013, "Y3": 0.4278, "X4": 0.35984, "Y4": 0.4268, "page": 0, "Index": 120}, {"Word": "Home", "Confidence": 0.97, "X1": 0.45822, "Y1": 0.3992, "X2": 0.54043, "Y2": 0.399, "X3": 0.53908, "Y3": 0.4278, "X4": 0.45687, "Y4": 0.4278, "page": 0, "Index": 121}, {"Word": "Journal", "Confidence": 0.769, "X1": 0.5566, "Y1": 0.3992, "X2": 0.66307, "Y2": 0.399, "X3": 0.66173, "Y3": 0.4258, "X4": 0.55526, "Y4": 0.4278, "page": 0, "Index": 122}, {"Word": "CIRCULATION:", "Confidence": 0.991, "X1": 0.07682, "Y1": 0.4382, "X2": 0.21024, "Y2": 0.438, "X3": 0.20889, "Y3": 0.4538, "X4": 0.07547, "Y4": 0.4528, "page": 0, "Index": 123}, {"Word": "%", "Confidence": 0.981, "X1": 0.23854, "Y1": 0.4382, "X2": 0.25067, "Y2": 0.438, "X3": 0.25067, "Y3": 0.4538, "X4": 0.2372, "Y4": 0.4538, "page": 0, "Index": 124}, {"Word": "Newsstand;", "Confidence": 0.609, "X1": 0.25472, "Y1": 0.4392, "X2": 0.34232, "Y2": 0.439, "X3": 0.34232, "Y3": 0.4538, "X4": 0.25472, "Y4": 0.4538, "page": 0, "Index": 125}, {"Word": "10", "Confidence": 0.979, "X1": 0.3841, "Y1": 0.4352, "X2": 0.41375, "Y2": 0.435, "X3": 0.41375, "Y3": 0.4558, "X4": 0.3841, "Y4": 0.4558, "page": 0, "Index": 126}, {"Word": "%", "Confidence": 0.884, "X1": 0.41914, "Y1": 0.4362, "X2": 0.44474, "Y2": 0.436, "X3": 0.44474, "Y3": 0.4558, "X4": 0.41914, "Y4": 0.4558, "page": 0, "Index": 127}, {"Word": "%", "Confidence": 0.752, "X1": 0.47035, "Y1": 0.4362, "X2": 0.48652, "Y2": 0.436, "X3": 0.48652, "Y3": 0.4558, "X4": 0.47035, "Y4": 0.4558, "page": 0, "Index": 128}, {"Word": "Subscription:", "Confidence": 0.788, "X1": 0.49191, "Y1": 0.4362, "X2": 0.59299, "Y2": 0.436, "X3": 0.59299, "Y3": 0.4558, "X4": 0.49191, "Y4": 0.4558, "page": 0, "Index": 129}, {"Word": "90%", "Confidence": 0.999, "X1": 0.62534, "Y1": 0.4342, "X2": 0.68733, "Y2": 0.434, "X3": 0.68733, "Y3": 0.4558, "X4": 0.62668, "Y4": 0.4558, "page": 0, "Index": 130}, {"Word": "DEMOGRAPHICS:", "Confidence": 0.992, "X1": 0.07547, "Y1": 0.4672, "X2": 0.22642, "Y2": 0.467, "X3": 0.22642, "Y3": 0.4838, "X4": 0.07412, "Y4": 0.4838, "page": 0, "Index": 131}, {"Word": "%", "Confidence": 0.82, "X1": 0.23181, "Y1": 0.4662, "X2": 0.25067, "Y2": 0.466, "X3": 0.25067, "Y3": 0.4838, "X4": 0.23181, "Y4": 0.4838, "page": 0, "Index": 132}, {"Word": "Circulation", "Confidence": 0.944, "X1": 0.25606, "Y1": 0.4662, "X2": 0.32615, "Y2": 0.466, "X3": 0.32615, "Y3": 0.4838, "X4": 0.25606, "Y4": 0.4838, "page": 0, "Index": 133}, {"Word": "aged", "Confidence": 0.672, "X1": 0.33019, "Y1": 0.4652, "X2": 0.36253, "Y2": 0.465, "X3": 0.36253, "Y3": 0.4838, "X4": 0.33019, "Y4": 0.4838, "page": 0, "Index": 134}, {"Word": "21+:", "Confidence": 0.962, "X1": 0.36792, "Y1": 0.4652, "X2": 0.40836, "Y2": 0.465, "X3": 0.40836, "Y3": 0.4838, "X4": 0.36792, "Y4": 0.4838, "page": 0, "Index": 135}, {"Word": "99.7%", "Confidence": 0.98, "X1": 0.42318, "Y1": 0.4642, "X2": 0.4973, "Y2": 0.464, "X3": 0.4973, "Y3": 0.4838, "X4": 0.42318, "Y4": 0.4838, "page": 0, "Index": 136}, {"Word": "OR", "Confidence": 0.468, "X1": 0.53235, "Y1": 0.4642, "X2": 0.55795, "Y2": 0.464, "X3": 0.5593, "Y3": 0.4848, "X4": 0.53235, "Y4": 0.4838, "page": 0, "Index": 137}, {"Word": "%", "Confidence": 0.886, "X1": 0.57951, "Y1": 0.4642, "X2": 0.59434, "Y2": 0.464, "X3": 0.59569, "Y3": 0.4848, "X4": 0.57951, "Y4": 0.4848, "page": 0, "Index": 138}, {"Word": "Readership", "Confidence": 0.982, "X1": 0.59973, "Y1": 0.4642, "X2": 0.66981, "Y2": 0.464, "X3": 0.66981, "Y3": 0.4848, "X4": 0.59973, "Y4": 0.4848, "page": 0, "Index": 139}, {"Word": "aged", "Confidence": 0.987, "X1": 0.6752, "Y1": 0.4642, "X2": 0.71024, "Y2": 0.464, "X3": 0.71159, "Y3": 0.4848, "X4": 0.6752, "Y4": 0.4848, "page": 0, "Index": 140}, {"Word": "21+.", "Confidence": 0.637, "X1": 0.71563, "Y1": 0.4632, "X2": 0.76011, "Y2": 0.463, "X3": 0.76011, "Y3": 0.4848, "X4": 0.71698, "Y4": 0.4848, "page": 0, "Index": 141}, {"Word": "99.7%", "Confidence": 0.795, "X1": 0.77358, "Y1": 0.4642, "X2": 0.84501, "Y2": 0.464, "X3": 0.84501, "Y3": 0.4848, "X4": 0.77493, "Y4": 0.4848, "page": 0, "Index": 142}, {"Word": "RESEARCH", "Confidence": 0.991, "X1": 0.07412, "Y1": 0.4962, "X2": 0.16712, "Y2": 0.496, "X3": 0.16712, "Y3": 0.5128, "X4": 0.07412, "Y4": 0.5128, "page": 0, "Index": 143}, {"Word": "(PLEASE", "Confidence": 0.848, "X1": 0.1752, "Y1": 0.4962, "X2": 0.24124, "Y2": 0.496, "X3": 0.24124, "Y3": 0.5118, "X4": 0.17655, "Y4": 0.5128, "page": 0, "Index": 144}, {"Word": "ATTACH", "Confidence": 0.994, "X1": 0.24528, "Y1": 0.4952, "X2": 0.30593, "Y2": 0.495, "X3": 0.30593, "Y3": 0.5118, "X4": 0.24528, "Y4": 0.5118, "page": 0, "Index": 145}, {"Word": "ALL", "Confidence": 0.867, "X1": 0.30997, "Y1": 0.4952, "X2": 0.33827, "Y2": 0.495, "X3": 0.33827, "Y3": 0.5118, "X4": 0.31132, "Y4": 0.5118, "page": 0, "Index": 146}, {"Word": "NECESSARY", "Confidence": 0.992, "X1": 0.34232, "Y1": 0.4952, "X2": 0.42857, "Y2": 0.495, "X3": 0.42992, "Y3": 0.5118, "X4": 0.34232, "Y4": 0.5118, "page": 0, "Index": 147}, {"Word": "DATA", "Confidence": 0.982, "X1": 0.43261, "Y1": 0.4952, "X2": 0.47439, "Y2": 0.495, "X3": 0.47439, "Y3": 0.5118, "X4": 0.43396, "Y4": 0.5118, "page": 0, "Index": 148}, {"Word": "TO", "Confidence": 0.995, "X1": 0.47844, "Y1": 0.4952, "X2": 0.4973, "Y2": 0.495, "X3": 0.4973, "Y3": 0.5118, "X4": 0.47844, "Y4": 0.5118, "page": 0, "Index": 149}, {"Word": "SUPPORT", "Confidence": 0.958, "X1": 0.50135, "Y1": 0.4962, "X2": 0.56873, "Y2": 0.496, "X3": 0.57008, "Y3": 0.5118, "X4": 0.5027, "Y4": 0.5118, "page": 0, "Index": 150}, {"Word": "THIS", "Confidence": 0.981, "X1": 0.57412, "Y1": 0.4962, "X2": 0.60916, "Y2": 0.496, "X3": 0.61051, "Y3": 0.5118, "X4": 0.57412, "Y4": 0.5118, "page": 0, "Index": 151}, {"Word": "SUMMARY):", "Confidence": 0.955, "X1": 0.61456, "Y1": 0.4972, "X2": 0.70889, "Y2": 0.497, "X3": 0.71024, "Y3": 0.5118, "X4": 0.61456, "Y4": 0.5118, "page": 0, "Index": 152}, {"Word": "Date", "Confidence": 0.639, "X1": 0.10377, "Y1": 0.5292, "X2": 0.13612, "Y2": 0.529, "X3": 0.13612, "Y3": 0.5428, "X4": 0.10377, "Y4": 0.5428, "page": 0, "Index": 153}, {"Word": "of", "Confidence": 0.998, "X1": 0.14016, "Y1": 0.5292, "X2": 0.15499, "Y2": 0.529, "X3": 0.15364, "Y3": 0.5428, "X4": 0.13881, "Y4": 0.5428, "page": 0, "Index": 154}, {"Word": "Study:", "Confidence": 0.988, "X1": 0.15768, "Y1": 0.5292, "X2": 0.21294, "Y2": 0.529, "X3": 0.21159, "Y3": 0.5438, "X4": 0.15768, "Y4": 0.5438, "page": 0, "Index": 155}, {"Word": "Type", "Confidence": 0.993, "X1": 0.10377, "Y1": 0.5572, "X2": 0.13747, "Y2": 0.557, "X3": 0.13747, "Y3": 0.5728, "X4": 0.10377, "Y4": 0.5738, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.886, "X1": 0.14151, "Y1": 0.5572, "X2": 0.15633, "Y2": 0.557, "X3": 0.15633, "Y3": 0.5728, "X4": 0.14151, "Y4": 0.5728, "page": 0, "Index": 157}, {"Word": "Study", "Confidence": 0.996, "X1": 0.16038, "Y1": 0.5572, "X2": 0.2035, "Y2": 0.557, "X3": 0.2035, "Y3": 0.5718, "X4": 0.16038, "Y4": 0.5728, "page": 0, "Index": 158}, {"Word": "(please", "Confidence": 0.659, "X1": 0.20755, "Y1": 0.5572, "X2": 0.25741, "Y2": 0.557, "X3": 0.25741, "Y3": 0.5718, "X4": 0.20755, "Y4": 0.5718, "page": 0, "Index": 159}, {"Word": "check", "Confidence": 0.798, "X1": 0.26146, "Y1": 0.5572, "X2": 0.29919, "Y2": 0.557, "X3": 0.29919, "Y3": 0.5718, "X4": 0.26146, "Y4": 0.5718, "page": 0, "Index": 160}, {"Word": "one)", "Confidence": 0.982, "X1": 0.30323, "Y1": 0.5572, "X2": 0.33288, "Y2": 0.557, "X3": 0.33288, "Y3": 0.5728, "X4": 0.30323, "Y4": 0.5718, "page": 0, "Index": 161}, {"Word": ":", "Confidence": 0.873, "X1": 0.33693, "Y1": 0.5572, "X2": 0.34636, "Y2": 0.557, "X3": 0.34636, "Y3": 0.5728, "X4": 0.33693, "Y4": 0.5728, "page": 0, "Index": 162}, {"Word": "Mediamark", "Confidence": 0.637, "X1": 0.13612, "Y1": 0.5862, "X2": 0.21429, "Y2": 0.586, "X3": 0.21429, "Y3": 0.6018, "X4": 0.13612, "Y4": 0.6018, "page": 0, "Index": 163}, {"Word": "Research", "Confidence": 0.832, "X1": 0.21833, "Y1": 0.5862, "X2": 0.28032, "Y2": 0.586, "X3": 0.28032, "Y3": 0.6018, "X4": 0.21833, "Y4": 0.6018, "page": 0, "Index": 164}, {"Word": "Inc.", "Confidence": 0.849, "X1": 0.28437, "Y1": 0.5862, "X2": 0.31941, "Y2": 0.586, "X3": 0.31941, "Y3": 0.6018, "X4": 0.28437, "Y4": 0.6018, "page": 0, "Index": 165}, {"Word": "Media", "Confidence": 0.887, "X1": 0.35175, "Y1": 0.5862, "X2": 0.39488, "Y2": 0.586, "X3": 0.39488, "Y3": 0.6018, "X4": 0.3504, "Y4": 0.6018, "page": 0, "Index": 166}, {"Word": "Audit", "Confidence": 0.846, "X1": 0.39892, "Y1": 0.5862, "X2": 0.44609, "Y2": 0.586, "X3": 0.44474, "Y3": 0.6018, "X4": 0.39892, "Y4": 0.6018, "page": 0, "Index": 167}, {"Word": "Scarborough", "Confidence": 0.977, "X1": 0.48383, "Y1": 0.5862, "X2": 0.57412, "Y2": 0.586, "X3": 0.57412, "Y3": 0.6018, "X4": 0.48383, "Y4": 0.6018, "page": 0, "Index": 168}, {"Word": "Simmons", "Confidence": 0.66, "X1": 0.6186, "Y1": 0.5882, "X2": 0.68733, "Y2": 0.588, "X3": 0.68733, "Y3": 0.6018, "X4": 0.6186, "Y4": 0.6008, "page": 0, "Index": 169}, {"Word": "Other", "Confidence": 0.903, "X1": 0.72642, "Y1": 0.5862, "X2": 0.77493, "Y2": 0.586, "X3": 0.77358, "Y3": 0.6018, "X4": 0.72642, "Y4": 0.6008, "page": 0, "Index": 170}, {"Word": "If", "Confidence": 0.597, "X1": 0.07412, "Y1": 0.6132, "X2": 0.08625, "Y2": 0.613, "X3": 0.08625, "Y3": 0.6278, "X4": 0.07278, "Y4": 0.6278, "page": 0, "Index": 171}, {"Word": "Other,", "Confidence": 0.991, "X1": 0.0903, "Y1": 0.6132, "X2": 0.13477, "Y2": 0.613, "X3": 0.13342, "Y3": 0.6278, "X4": 0.0903, "Y4": 0.6278, "page": 0, "Index": 172}, {"Word": "please", "Confidence": 0.846, "X1": 0.13881, "Y1": 0.6122, "X2": 0.18194, "Y2": 0.612, "X3": 0.18194, "Y3": 0.6278, "X4": 0.13881, "Y4": 0.6278, "page": 0, "Index": 173}, {"Word": "describe", "Confidence": 0.915, "X1": 0.18733, "Y1": 0.6122, "X2": 0.24124, "Y2": 0.612, "X3": 0.24124, "Y3": 0.6278, "X4": 0.18598, "Y4": 0.6278, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.98, "X1": 0.24528, "Y1": 0.6122, "X2": 0.26954, "Y2": 0.612, "X3": 0.26954, "Y3": 0.6278, "X4": 0.24528, "Y4": 0.6278, "page": 0, "Index": 175}, {"Word": "TYPE", "Confidence": 0.839, "X1": 0.27358, "Y1": 0.6122, "X2": 0.31267, "Y2": 0.612, "X3": 0.31132, "Y3": 0.6278, "X4": 0.27358, "Y4": 0.6278, "page": 0, "Index": 176}, {"Word": "(e.g", "Confidence": 0.653, "X1": 0.31671, "Y1": 0.6122, "X2": 0.33693, "Y2": 0.612, "X3": 0.33693, "Y3": 0.6278, "X4": 0.31536, "Y4": 0.6278, "page": 0, "Index": 177}, {"Word": ".,", "Confidence": 0.122, "X1": 0.34232, "Y1": 0.6122, "X2": 0.35445, "Y2": 0.612, "X3": 0.3531, "Y3": 0.6278, "X4": 0.34097, "Y4": 0.6278, "page": 0, "Index": 178}, {"Word": "phone", "Confidence": 0.858, "X1": 0.35849, "Y1": 0.6122, "X2": 0.39892, "Y2": 0.612, "X3": 0.39892, "Y3": 0.6278, "X4": 0.35714, "Y4": 0.6278, "page": 0, "Index": 179}, {"Word": "surwy,", "Confidence": 0.23, "X1": 0.40431, "Y1": 0.6122, "X2": 0.45283, "Y2": 0.612, "X3": 0.45148, "Y3": 0.6278, "X4": 0.40296, "Y4": 0.6278, "page": 0, "Index": 180}, {"Word": "blow-in", "Confidence": 0.944, "X1": 0.45687, "Y1": 0.6122, "X2": 0.50674, "Y2": 0.612, "X3": 0.50539, "Y3": 0.6288, "X4": 0.45687, "Y4": 0.6278, "page": 0, "Index": 181}, {"Word": "cards,", "Confidence": 0.942, "X1": 0.51078, "Y1": 0.6122, "X2": 0.55121, "Y2": 0.612, "X3": 0.55121, "Y3": 0.6288, "X4": 0.50943, "Y4": 0.6288, "page": 0, "Index": 182}, {"Word": "etc.),", "Confidence": 0.447, "X1": 0.5566, "Y1": 0.6122, "X2": 0.59704, "Y2": 0.612, "X3": 0.59569, "Y3": 0.6288, "X4": 0.55526, "Y4": 0.6288, "page": 0, "Index": 183}, {"Word": "METHODOLOGY", "Confidence": 0.904, "X1": 0.60108, "Y1": 0.6132, "X2": 0.7345, "Y2": 0.613, "X3": 0.73315, "Y3": 0.6288, "X4": 0.59973, "Y4": 0.6288, "page": 0, "Index": 184}, {"Word": "(ag.", "Confidence": 0.226, "X1": 0.73854, "Y1": 0.6132, "X2": 0.78167, "Y2": 0.613, "X3": 0.78032, "Y3": 0.6288, "X4": 0.7372, "Y4": 0.6288, "page": 0, "Index": 185}, {"Word": "questionnaire", "Confidence": 0.538, "X1": 0.07817, "Y1": 0.6302, "X2": 0.16712, "Y2": 0.63, "X3": 0.16577, "Y3": 0.6438, "X4": 0.07682, "Y4": 0.6428, "page": 0, "Index": 186}, {"Word": "within", "Confidence": 0.886, "X1": 0.17116, "Y1": 0.6292, "X2": 0.21429, "Y2": 0.629, "X3": 0.21294, "Y3": 0.6438, "X4": 0.16981, "Y4": 0.6438, "page": 0, "Index": 187}, {"Word": "every", "Confidence": 0.688, "X1": 0.21833, "Y1": 0.6282, "X2": 0.25606, "Y2": 0.628, "X3": 0.25606, "Y3": 0.6438, "X4": 0.21698, "Y4": 0.6438, "page": 0, "Index": 188}, {"Word": "\"ath\"", "Confidence": 0.737, "X1": 0.26011, "Y1": 0.6282, "X2": 0.2965, "Y2": 0.628, "X3": 0.2965, "Y3": 0.6438, "X4": 0.26011, "Y4": 0.6438, "page": 0, "Index": 189}, {"Word": "issue)", "Confidence": 0.629, "X1": 0.30054, "Y1": 0.6282, "X2": 0.34232, "Y2": 0.628, "X3": 0.34097, "Y3": 0.6438, "X4": 0.30054, "Y4": 0.6438, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.34636, "Y1": 0.6272, "X2": 0.36927, "Y2": 0.627, "X3": 0.36927, "Y3": 0.6438, "X4": 0.34501, "Y4": 0.6438, "page": 0, "Index": 191}, {"Word": "provide", "Confidence": 0.991, "X1": 0.37332, "Y1": 0.6272, "X2": 0.42453, "Y2": 0.627, "X3": 0.42453, "Y3": 0.6438, "X4": 0.37332, "Y4": 0.6438, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.854, "X1": 0.42857, "Y1": 0.6272, "X2": 0.45013, "Y2": 0.627, "X3": 0.45013, "Y3": 0.6438, "X4": 0.42857, "Y4": 0.6438, "page": 0, "Index": 193}, {"Word": "TOTAL", "Confidence": 0.856, "X1": 0.45418, "Y1": 0.6272, "X2": 0.51213, "Y2": 0.627, "X3": 0.51213, "Y3": 0.6438, "X4": 0.45418, "Y4": 0.6438, "page": 0, "Index": 194}, {"Word": "&", "Confidence": 0.038, "X1": 0.51617, "Y1": 0.6272, "X2": 0.52561, "Y2": 0.627, "X3": 0.52561, "Y3": 0.6438, "X4": 0.51617, "Y4": 0.6438, "page": 0, "Index": 195}, {"Word": "OF", "Confidence": 0.845, "X1": 0.52965, "Y1": 0.6272, "X2": 0.55121, "Y2": 0.627, "X3": 0.55121, "Y3": 0.6438, "X4": 0.52965, "Y4": 0.6438, "page": 0, "Index": 196}, {"Word": "RESPONDENTS", "Confidence": 0.91, "X1": 0.55526, "Y1": 0.6282, "X2": 0.68059, "Y2": 0.628, "X3": 0.68059, "Y3": 0.6438, "X4": 0.55526, "Y4": 0.6438, "page": 0, "Index": 197}, {"Word": "in", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.6282, "X2": 0.69811, "Y2": 0.628, "X3": 0.69811, "Y3": 0.6438, "X4": 0.68464, "Y4": 0.6438, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.996, "X1": 0.70216, "Y1": 0.6282, "X2": 0.72372, "Y2": 0.628, "X3": 0.72507, "Y3": 0.6438, "X4": 0.70216, "Y4": 0.6438, "page": 0, "Index": 199}, {"Word": "space", "Confidence": 0.674, "X1": 0.72776, "Y1": 0.6292, "X2": 0.76415, "Y2": 0.629, "X3": 0.7655, "Y3": 0.6438, "X4": 0.72911, "Y4": 0.6438, "page": 0, "Index": 200}, {"Word": "bolav", "Confidence": 0.733, "X1": 0.76819, "Y1": 0.6302, "X2": 0.80728, "Y2": 0.63, "X3": 0.80728, "Y3": 0.6438, "X4": 0.76954, "Y4": 0.6438, "page": 0, "Index": 201}, {"Word": ":", "Confidence": 0.795, "X1": 0.81132, "Y1": 0.6302, "X2": 0.81941, "Y2": 0.63, "X3": 0.82075, "Y3": 0.6438, "X4": 0.81132, "Y4": 0.6438, "page": 0, "Index": 202}, {"Word": "every", "Confidence": 0.273, "X1": 0.27224, "Y1": 0.6592, "X2": 0.34367, "Y2": 0.659, "X3": 0.34501, "Y3": 0.6868, "X4": 0.27358, "Y4": 0.6888, "page": 0, "Index": 203}, {"Word": "'nt", "Confidence": 0.427, "X1": 0.35175, "Y1": 0.6592, "X2": 0.40701, "Y2": 0.659, "X3": 0.4097, "Y3": 0.6838, "X4": 0.3531, "Y4": 0.6858, "page": 0, "Index": 204}, {"Word": ")", "Confidence": 0.262, "X1": 0.41509, "Y1": 0.6592, "X2": 0.43531, "Y2": 0.659, "X3": 0.43801, "Y3": 0.6818, "X4": 0.41644, "Y4": 0.6828, "page": 0, "Index": 205}, {"Word": "active", "Confidence": 0.885, "X1": 0.64555, "Y1": 0.6582, "X2": 0.73585, "Y2": 0.658, "X3": 0.73585, "Y3": 0.6878, "X4": 0.64555, "Y4": 0.6888, "page": 0, "Index": 206}, {"Word": "file", "Confidence": 0.712, "X1": 0.74798, "Y1": 0.6602, "X2": 0.81671, "Y2": 0.66, "X3": 0.81671, "Y3": 0.6858, "X4": 0.74798, "Y4": 0.6878, "page": 0, "Index": 207}, {"Word": "Selection", "Confidence": 0.994, "X1": 0.09838, "Y1": 0.6582, "X2": 0.22776, "Y2": 0.658, "X3": 0.22776, "Y3": 0.6898, "X4": 0.09704, "Y4": 0.6898, "page": 0, "Index": 208}, {"Word": "of", "Confidence": 0.843, "X1": 0.23585, "Y1": 0.6582, "X2": 0.26415, "Y2": 0.658, "X3": 0.2655, "Y3": 0.6888, "X4": 0.23585, "Y4": 0.6898, "page": 0, "Index": 209}, {"Word": "database", "Confidence": 0.703, "X1": 0.50539, "Y1": 0.6582, "X2": 0.63747, "Y2": 0.658, "X3": 0.63747, "Y3": 0.6888, "X4": 0.50674, "Y4": 0.6908, "page": 0, "Index": 210}, {"Word": "to", "Confidence": 0.996, "X1": 0.12534, "Y1": 0.6902, "X2": 0.15229, "Y2": 0.69, "X3": 0.15094, "Y3": 0.7238, "X4": 0.12264, "Y4": 0.7238, "page": 0, "Index": 211}, {"Word": "confirm", "Confidence": 0.599, "X1": 0.16173, "Y1": 0.6892, "X2": 0.28167, "Y2": 0.689, "X3": 0.28167, "Y3": 0.7228, "X4": 0.16038, "Y4": 0.7238, "page": 0, "Index": 212}, {"Word": "age.", "Confidence": 0.566, "X1": 0.2938, "Y1": 0.6902, "X2": 0.36658, "Y2": 0.69, "X3": 0.36658, "Y3": 0.7228, "X4": 0.2938, "Y4": 0.7228, "page": 0, "Index": 213}, {"Word": "PLEASE", "Confidence": 0.996, "X1": 0.15094, "Y1": 0.9082, "X2": 0.21563, "Y2": 0.908, "X3": 0.21429, "Y3": 0.9228, "X4": 0.1496, "Y4": 0.9228, "page": 0, "Index": 214}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.9082, "X2": 0.25337, "Y2": 0.908, "X3": 0.25337, "Y3": 0.9228, "X4": 0.21833, "Y4": 0.9228, "page": 0, "Index": 215}, {"Word": "TO", "Confidence": 0.808, "X1": 0.25876, "Y1": 0.9082, "X2": 0.28032, "Y2": 0.908, "X3": 0.27898, "Y3": 0.9238, "X4": 0.25741, "Y4": 0.9228, "page": 0, "Index": 216}, {"Word": "RITA", "Confidence": 0.987, "X1": 0.28437, "Y1": 0.9082, "X2": 0.32345, "Y2": 0.908, "X3": 0.3221, "Y3": 0.9238, "X4": 0.28302, "Y4": 0.9238, "page": 0, "Index": 217}, {"Word": "SCHNEIDER", "Confidence": 0.857, "X1": 0.32749, "Y1": 0.9082, "X2": 0.42588, "Y2": 0.908, "X3": 0.42588, "Y3": 0.9238, "X4": 0.32615, "Y4": 0.9238, "page": 0, "Index": 218}, {"Word": "@", "Confidence": 0.661, "X1": 0.42992, "Y1": 0.9082, "X2": 0.4434, "Y2": 0.908, "X3": 0.44205, "Y3": 0.9238, "X4": 0.42992, "Y4": 0.9238, "page": 0, "Index": 219}, {"Word": "917-663-5313", "Confidence": 0.719, "X1": 0.44744, "Y1": 0.9082, "X2": 0.54313, "Y2": 0.908, "X3": 0.54313, "Y3": 0.9248, "X4": 0.44744, "Y4": 0.9238, "page": 0, "Index": 220}, {"Word": "NO", "Confidence": 0.847, "X1": 0.54717, "Y1": 0.9082, "X2": 0.57143, "Y2": 0.908, "X3": 0.57143, "Y3": 0.9248, "X4": 0.54717, "Y4": 0.9248, "page": 0, "Index": 221}, {"Word": "LATER", "Confidence": 0.933, "X1": 0.57682, "Y1": 0.9082, "X2": 0.63208, "Y2": 0.908, "X3": 0.63208, "Y3": 0.9248, "X4": 0.57682, "Y4": 0.9248, "page": 0, "Index": 222}, {"Word": "THAN", "Confidence": 0.989, "X1": 0.63612, "Y1": 0.9082, "X2": 0.68194, "Y2": 0.908, "X3": 0.68194, "Y3": 0.9248, "X4": 0.63612, "Y4": 0.9248, "page": 0, "Index": 223}, {"Word": "6/34/00", "Confidence": 0.658, "X1": 0.68598, "Y1": 0.9082, "X2": 0.74394, "Y2": 0.908, "X3": 0.74528, "Y3": 0.9248, "X4": 0.68733, "Y4": 0.9248, "page": 0, "Index": 224}, {"Word": "2086080614", "Confidence": 0.991, "X1": 0.90566, "Y1": 0.9392, "X2": 0.90162, "Y2": 0.939, "X3": 0.87601, "Y3": 0.9388, "X4": 0.8814, "Y4": 0.8438, "page": 0, "Index": 225}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqOSGOVkLqCUbcvsaAJKKKa6LJGyOMqwwR60AOyPWiqZ020MUsfkgLLjftJBOOnPtUH9g2n/PW+/8DZf/AIqgDToqlBpkFuwKSXJwMfPcO3fPc1N9mTz/ADd0m7OceY2OmOmcUAT0UUUAFFRTwLcQNE5cK3Uo5U/gRyKciBEVBkhRgZOT+ZoAfRRRQAUUUUAFFFFABRRRQAUVBc25uYDGJpYSTnfGcGkt7c28aqZ5ZdoxukOSfrQBYooooAKKKKACiiigAoqOVHeJlSQxsRw4AJH58VCbe4ITF7IMZz8i/Nkcdu3WgC1RVJbW5AIN/KxJPOxOPTt2/rS29rdRTtJLqEs6EcRsiAD8QAaALlFFNcMykKxU+ooAdRTHDMjKrFSRgMOx9ahghmitjHLdPNJz+9ZVBH4AYoAs0VV+z3H2VovtknmEACXYuQfXGMfpUC2N6HjJ1adgv3h5UfzfX5f5UAaNFFFABRRVWSO8P+ruIl+YnmInjsOv60AWqKoLDqQnYteQGI/dUQHI/HdVm4Wd4CtvIkcvZnTcB+GR/OgCaisr7Nrf/QRtP/AU/wDxdH2bW/8AoI2n/gKf/i6ANWis6CDVVmQz31s8YPzKtuVJH13GtGgAooqOXzPL/dbd+R97pjPP6UASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSE4BIGfagBaKapJUEjaSOR6U6gAooooAKKbu+fbtPTOe1OoAKKKKACiiigAooooAKKKKACiiqd3qdtYzQxTs4ebds2xsw+UZOSAccetAFyiqkWoW819LZoz+fEiuwMbAYPTkjB+manaVFlSM53Pnbwe3vQBJRRRQAUVWuL+ztZES4u4IXcgKskgUsT0xnrTItV06efyIb+1kmBx5aTKWz9Ac0AXKKKKACiiigAorDufEFjp3iBdMuXmWa5QSRFlJQnptX34yfrVqx1Q3epX9lJbvC9s4CFukqkfeHtnI/CgDSooooAKKK5fxZ4xi8LSWKPaTTm6mERZEJWPPClj2y2B+dAHUUVwI8f3iahJZTaZGkimcIwlyG8vA7dMnNaUviu8W40SGPTQ/wDaiZVw/wAqMOWB+g5FAHWVna7qq6HoV7qjwtMtrEZTGpwWx2FC6p5sjRJaXSPzh5YiqZHqfSsf/hJ1vbiZbWC3n0y2UC9vHkxGjcblXP3sAk0AN0vxvb6ho9xfvp95GYJBG0CRl35AIOOOOat6n4pt9P062vBCzC4JCRyHy3JHYKeS3tUWk67ZyWbXFjpl0LKRyYZIoCfNXAy2OoGc4+lVpNc0/WtRe3l0zzY7eyN7G1wm1gdzKRg8j7vWgCzqfjOy0zVNL06SCZpr90UHbhYw3TJ6Z9q1n1a2juXtyJfMQEn922OBnrjFY11qyLpv2lNMSb7NcRKqn+ANj5h9M1ra7qiaLod5qMieYtvEX2f3vagDIsvGkF3ZLdtZTRRy2/2mAFlJkTIHP905YVbtPEsUlvqLXls9tPp+PPiDB8AjIIPAPB6VyNp4ja38TJoN34YtrWW9dEDCUENG28k+w/dkge4puteLIdNe50saGGtSZ/tDK+GKxkKrH1z8o+lAHosl5HEsDMH2zEAEDgZHU+lUW11P7Vmso7aaQQMizSjhULdOvX8Kfol2NY8PWN5LAiCeJX8sHcF9BmqryW0vjEWrWiGVLXz/AD93OQ2AMd+tAFufW7W3a/EqTKLGLzZXKfKVwTwe/Ss+LxZHJZtObC5U+THPGnBLo5wCMfrVsTLdWmqSxWSSTIzw7GPEu1RgE9gc4rJt3trW50jTZ9Iigl1WCRp0V9wiKBTtB7jJoAvX3i/S9K0uW+1OUWwhlELxEhnDnBC4HfBzj0pJPGOkxz3MbSt+5gWdSMfvVIz8nqaxYZvDs+gvqJ0ONkMrCKGQhnmlDFMAHv8AL1roIPDGirEjLpcMZK5AxymRggenHFAF231SC4nghRZMzQCdW2/Lt9CfXmr1UYNLt7a5hmi3L5MHkIgPyhcg9PXir1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVkXtvey+ItNkilmSziSVpgjYRyQAoYd+pP4VjWOl69B40lvJHibT5WdmBGSg4CgH3xn2oA7CiuXk0nVEsNeCTvLLeXO+3V3+4mFGB+R496oS2WuW/hSG1S0NxctP8AvERtgKe//wBagDt6K4PVtE1y50ewtree68+GAhZAwUiUngt9K0NSsfEc/iTQLmAxCwtmJulExBbKEHI6NgnIoA6yiuI8MtqX/CS3j3tpqqCWSYq8/MRTcNg9iACB7GtmazvRod9FeyzXkrSM6eR8jYzlVXHpx9aAN6iuNgXX4tCCWNjJG84ZpHnm/fRsehAP8q6qy84WUAuQRMEAfJzzjk5oAsUUUUAFFFFABRRRQAUUVjeI77VLDTfN0iyS8uC20RE4PPf8KANmisrw/c6nd6Wsur2y292WOY16Adq1aACkIB7Vyz63ex+MFtXuI0sMiIxtAwLMRwVfuc49q34JbmW6l3weXbp8qMx+Zz647CgC1gZzilorE8Sa1caNY+Za2E1zIw+8qZRPdsUAbdFRwsXhRm+8VBPHfFSUAeHfEm5tB8Z/C9u6IWDxySyNn5QCcD0xxmuP8ASTQ/GWPEqGK5u5cKxOcBm6Vq/FjUJ5PjHowgUKbfy4ldcE7ick49g1VPhNINU+JRmjSMR27yFmcfM25mII9DzQB9L0UUUAFFFFAEbQxvIkjxozpnaxXJX6HtT8DOe9LRQAUUUUAFZuraWdUFqpn8uOCdZmTyw3mbeg56VpUUAcnY+CEsfEs+spqU7ebJM5gKDaBJgkA/UZqzY+FmsrPSrZdSlcafM0oZ4wTIDn5Se3XrXR0UARTwrcW8kLZCyKVOPeucfwnO+l22nDUkjt7d43VUtVAbYRwwzhgcc+tdRRQBUsbe5t0KXFykw4CBIRGFHpgE1mav4cOo3xvba9ezuHh+zyuqB98ec7eenU8+9b1FAHNt4VY3zuNUuBZSFGktNowxQY+91GccitLXdJTXNDvNMkkMa3MRjLgZK571pUUAcRc+Bbm91SDUrjVAbqCzhiSQRdJ42JEnXodzAj3qGT4dPeXUFxf6kZ5Db3MVz8mBI0xzkDPAXjA9q72igDN8P6ZJo2gWWmy3BuHtohGZSMbsd8VROk6j/wnK6ws0AsPsZt2i53lt2c+naugooAyLOwvGTUoNQS1W3uJG8sW5YMVIwSxP8AF06VRu/DDw6fpY0q423ulKVtpLklg6ldpVz1wRjn1ArpaKAOAs/B+s6PPbS2J0y7dItrvdlxscuzsUABHVuvXiu9XdsXfjdjnHTNOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgn+07ofs4i27x5u8n7vfGO9T0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn3jaXWp/GOj6XpNxJEbm0nBIfaqHGA59cV6DWfPo9pcaxa6q4k+1WyNHGVcgbW6gjvQAadE1no8Nq919ont4QkkpOSzAck1wy+J76y8P+HNTu7mZo2uLo3hC7iyIJcZAHYqtdvpuh2WlXeoXNqjCW/l86csxILYxx6cVFZ+HNPsdSlvollMj52o0hMcefvbF6LnvQByPw+1PU77xFrcd7qkl/CIoJo8kbYmdSxQAc8dMn0r0Wsyz0SzsdXvdThEguL0IJct8vyjAwO1adABRRRQAmAaWiigAprKrKQwBB6ginUUAFFFFAHzp8ULP7T8btHiUwCOUxBvUH+ItjnOOlZ/wTiSP4j3y29wWgRmVQR98ZODWn47Zbj4+WchbCWtuZSA244jRmIx2zj9c1n/BSS0vPHYnii8uSOHaeB8xJOT/KgD6YooooAKKKKACiiigAooooAKKKhhiaLzN0zybnLDd/CD2HtQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfNPjK8ttN+OUt/dW0bWqwSsdo3CX92y/Nj/a4PpirvwU0mMeMDcwzFI1gDtHgEMzKpzntjNUfGywH4p+Iwo3sNLmLIQP3TYHfvkc/8CrQ/Z4bN1c5jA5f95nk/KvFAH0PRRRQAUUUUAFFFQQ3UE8s8UUgZ4GCSAfwnGcfkaAJ6KKKACiiigAooooAKKKKACiiigAooooAKK4L4uI0PgS81GG6ube4tChjeCUp951BzjrxXI6DpniU6t4j1EXOq2vhz+zmNsl47b5G2ZBUnkYIJz70Ae1AgkgEZHWmmRBnLqNvXnpXy3Z6zeR/C251Nn1w6gb0B79ZX8sqDjaW+ldlrWiWUfifwSLS51A2Wsspu0e6cibgEZ5oA9xE0ROBIhPswpWkRDhnVT6E4rxnSrO0tf2grnTEhf7NHarNChnfbG4GcgZwfxqH47obixstQ0ydg1rd/Zb54ZWVkJAKqcHHc/mKAPa/Pi/56p/30KfXzx4q8O2GlfELTdJtIdXmt7nS2kEFtPI7tN821uvbFepfDfTNftfBK2Xid5GuGZwod8yCM9Ax9aAO0V1cZVg30OaCwGMkDPAzXgmlarN8N/G5a4N3/AGPqjSQKlxMWEEitwefXj8DUfh3VdVfx34oudWvbi4u9NsWu7e3LMUjkKgghRx8obH50Ae/l1DBSygnoCeTSNIiHDOqn3OK8Z8IaXb698Kb7xDf6heT6pLFNIbjz2UwshYqF5wMf1rm7vWb3VPAfgrXdV+0SiHUWtrllZg9wmcLwMbuhoA+iw6FdwZSvqDxSLLGxwsik+gIrxv4cTrqfibxXHp01xFoflbEtLp2MkchByQpOQK4LTdSMfhy2sY1v11aTWmhttSaZkjVQwypYnB4HT3oA+oTNEpwZEB9CwoMiKQrOoJ6AmvIvGGmWsvxi8K2knmCC7jlkuFWZlWVlUYJwfYVzOoXEmma4p8Vw3pS4vhLYaxaXDNGB5gOxlzjaBgY9zQB9AyTxQsollRGc4UMwG76etJ9pgyB50eTnA3jnHWuF+MFrBP8ADPULwg+faostvKpwyMWAyCPY1zg0yzHgDwQUmY77mN3uDJliCCzZbPTjkUAewGWNThnUH0JFOJA6kV816nJe6Mb4eIobi4tNQuVmstctJ3ZIhu+VcA4xjgjrXafFfxTfJb29roV15U1hDHqkku7AkUMAqj1PU49BQB7DUfnRZwJEz/vCsrwxrlv4n8M2WqwHKXMQLDphujD8814JZ+F9Vv8AxZ4x0S3M738LRvZOl0wW3JcnJOfTtQB9IGaIHDSID6FhQ00SqGaVApOASwwTXh2u6SuleO4l1KG+1UrorXE8cEjL5sq8F8Bqz/DkFyfgh4m1KTVvtUciPJBb+YXezZeg3HkHpQB7+bu3XO6eIYxnLjv0pk19aW7hJ7qCJiMhXkCnHrzXhup+E01nwp4L03TpXttRvbd7k3LTNmRlQNtbJ5yxGPSp9Bkl8f8AiN9A8UWJt9YsdMlguZCgzuLrtdf+Ak/nQB7Smp6fK4WO+tnY9Asqkn9atAhhkEEHuK8LXwXo8nxnuNBjtfKso9IATy2KlG2gbwQfvV2nxD1O98C/DBjpMjmeBUgSZl3EA8Fj70Ad758Wceamf94UefF/z1T/AL6Fed+HfAehal4Nsbq5+0fa7uFJnuTdPuDkAkjnHXtXE+Jba0Xxf4oikW5jt7ZbKNdkrgRq8i734PGRnn3oA96M0QAzIgz0+YU4SIylgykDqQa8X8c6bpWmyeDrKza4vFa8+yyMlwxZ0TJKHB65b68U/wCGmmxa5d+JRBfXdvpEkwhXTZZy0ibTyWydy5xQB7H58P8Az1T/AL6FQNqenoWDX1sCpwwMq8fXmvEPDfh2x174o+LtEma6hsrQL9nSO5f92Qw5HNN8NaTp0/xm8XW9xZpLFaWxMKMu5AwC/MR0J/rQB7ol7ayDKXMLD1EgNOW5gd9iTRs+M7QwJxXz18LbC1161gt7iyuFmubueVr9ZCAjJtZVVQcYyQeR7Vq2cQ0zxB8R9TSVRqWmgPaIjErEpViGAz7nI6ZoA9yM0SnBkQH0LCnFlC7iwA9c15H4H8EaV4k+HcGo6jd3M2oahGZJbwXL5jbPbnAI6VD8X9ak0Xw7p+h6bqEMXkxLcPvlPmSqhG1VxzkmgD2JnVBlmCj3OKb58X/PVP8AvoVwtkNN+KfgrTdRneRQoLvDBOU2yhSNpI575rifhr4LsfEehS3t699HfWGpujYu3ZJFQg7cE9OcZ9qAPcVkR/uurY9DmgSxsdokQt6BhXzzpup3+lfCzxTqmnTTR6g2qNbzSs5cQx5/gyeAM9fetzx7Y2vhX4d6JrGi3Eq3sM0LJcpIzGbcOc5POaAPahIhbaHXd6Z5oWRHJCurEdQDmvCfGFnrVx4lPibR3uPO020trq4s1kZfNDDLcetdt8KtUt/Ellq+vxWzwG5vCixu2diqq8enUmgDvzPCOsqf99CnCRCu4Mu31zxXgGuXZsPib4uQ6Pc3UEVijRwLI+0MSn704PA5PSrdvo91bfETS/A11qN62iCF74AyFTMWJIUtnOBnHXtQB7mJEYEh1IHUg9KFkRzhXVj7HNeP6jEPDHxYsdC0uCX+y9YsmF3A8rsoxn5lJOV6CvMYrt4PDghtZ9SttXutUeGC/e4ZIEjBxtLE4oA+rVljaRkWRS6/eUHkfUU9mCjLEADua8U8a6fqMOhWT2V1cR6xYaSLye4tpeLrYyAhiPvcEkVjeN/EN/4x0vQL+11Ce2066ubazkit3K/vXBMnI64+QfXNAH0EjrIu5GDD1BzT6ynn0vwvosfnSrbWcICBm9T6+5qSz1Gz17TXm027DxPlBLH2PfFAF8MpYqGBI6jPSgOrEgMCR1weleI32m3PhvxXrWuaFqd9LaWtjIJI5Zi/m3G3oob72Opx0rkvDWu6nbTaFqEV7MLm7tdQuLhjIxEjqrFcgnGAaAPpsOpYqGBI6jPNJ5sZlMQdTIBkrnkD1xXzf4C1XUG8SeFtRa+uGudTF612WlJEm0HaMHgAYFQaPe6lp3iPwfrcV/cTX2szyrdlpCQ6eYQFweAAKAPpqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPl3xZC83xY8ZH54v9AlZSV6gKnT2PNbv7PDRmWdRGwkDyFn7EbVwKxfF2oyyfEzxMmpMUdLWaGJkx/qyMqOOvHr7V2n7OdrD/wAIzqN0M+abor17bR2oA9rooooAKKKKACkwPSlooAKKKKACiiigAooqCW8toJUimuIo5JM7FdwC2OuAetAE9FQtcwI8aNNGry/cUsMv9B3qagAooooAKKKKAPPvifo3inxNpLaJo1tbGynCmeaSYKxw2doGPYHNUbrTviYuhy6fZLoptPKNtFFOWM3l42gsw+XOK9PqCS8t4rmK2knjWeUExxlhuYDqQKAPDX+GHjqL4enw1BJpH2eSQTSRmRzJvzk4bG3HtVifwh8UL+fQp5/7Ijl0QbrdvMOJGHA3AcdPpXuBIHWloA8RXwN8S5fG7+KBdaNa38sLRMw3MijGBxg8mjUPhZ4w1HT3tr/UrS5WS7+2T+XcOrTPhRjlMAfKMelew2Gq2GqGf7Ddw3HkOY5fLcHYw7GrhIUEkgAdzQB5VJ4U8c3uv6fr1y+mpe6ePLhjSYhWQjBDHbk56/jXSXT/ABDeNktoNAifPEjSyuAPptFdVbXlreBzbXMM+xtr+VIG2n0OOhqK91fTdNeNL6/trVpPuCaVU3fTJoA8m1DwL471eytTqn9jXb2t4b0Qs7Lvf+6CBgL061m2Pgz4m2Hi/UfEkdnoj3OoIY5opHzHtwBgDqOg717pFLHNEssUiyRsMqyHII9jTyQBk8UAeBN4C+JcWj3mi2SWFrpF5IZJbVbgHG4gsFbGVU46Vav/AIb/ABA1Hw5pOmrPotnbabIskFrEXzuB4ZmIOfWvarTULO/M4tLiOY28phl2HOxx1U+9WqAPGZfhv42bxM3iK3v9HttQmiMVxsaTy5QVxnbjg/j1qlF8IPFI8Mt4fmudGlsjcG5Vy0gmRz1Ktt4/KvcJZEhieWRgqICzMTwAOpptvcRXVvHPBIskUihkdTkMPUUAeSv8N/Fa6npt/BqVm02lQmOxa5maUqSRnf8AINwxkDv09Kqn4a+O0tFsotZ0s2RuhePBKXYeaG3HB25C55xXtNRzTRW8Ek8zrHFGpZ3Y4CgdSaAPONY0D4ia7pFxpeoT+GZLS4TY6hJgcfWsLR/hv480o6ekmq6PeW+nqy2sE/mFIye+AOSO2eleo3/ifRdMsbe+vNSghtLj/VTM3yNxnqOKn07XNL1e2e40++guYo872ibO360AeR2fwu8a22nzaZJqWk3GmTzefNaSNIVaTO7rtyBnHA9K1bHwj8Q7J9Sb7X4bmF+V8xZYpCFCrtVVHZQO1em2Go2eq2ourG4juICSoeM5GR1FQXmuabYalZ6fdXkcV3eErBE3VyBnigDy/wAHeAviF4Js7i107VdElhmk8zZcCVgh/wBkADFRaN8PviJofiS/1221rRWur9t1wskblW5JA4Ax1r2aigDyC78E/Eu78Tprza5oiXSQmBUWN9nlk5KkFeawH+DPjYNqa2mt6ZZWupZFxawGTy2B7AEHFe+kgAk8AVkWvijRL67itbbUoJZpWZY1U/fK/eA9cd6APMIfh78RYJNDkGuaMTooK2mY34BXaQ3HPFaqeFfiCnik+IVufDaXrW32Zyscu1l3ZyR3PvXqVVLzUbPT4Wlu7hIkUqCWPTJwPzNAHmFl8PPGtj4mufFX9v6bcazNmPy5oX8kR9gCORjFdPqWn+LNX0t7C/sfD9zBMpWWN5ZcH6fLXZAggEdDS0AePaZ8JvEVjcwFvEWdPhfzYtPMkjRxN254LAehxTZ/hn46i1nUdXs/Fdk93qA8udZbbajJjjjB5Hb+detPfWsd9HZPcRi6kUukRb5mUdSB6VZoA8NuvhZ4+udP02yXW9JhTT5jcRPGH3tKTkuzFSSTn6VZtfhv4/sfF03iW11bRYb6dNsyoJBHIcYJZcde/wBa9pqG4uIraCSaZwiRoXYnsAMk/lQB47ovw6+IeieKb7xDb61oz3l9n7QJEfY/4AcU3T/hr8QLHxLqWtx67pCXWpqY7lvLdhtOOgx2wK9PuvFugWUMEt1qkECTxiWMyEjKnoa14ZY54UmiYNG6hlYdwe9AHlngjwH438GWs1hba3pLWbytIBJA7lSe45GM46Zpbf4d+J9JvNavbG+0a7uNacm7+1QSKu05+VQCeOTXqpIAyTgVVg1KyurlreC6ilmWNZSqNn5G6N9Dg0AeMW/wo8c2aJbWuv2sOmjO6wW4l8og9R93IU+mfxrah8C+L7e8u5420KRbqEQtHcl5VjUDACfICAPTmvVZJY4YmkldURRlmY4AHuaVWV1DIwZSMgg5BFAHkPhr4f8AjrwlaXllpGq6ZHZ3BDLFI7OY2yNzA7O4GKTw74E+I3hix1CzsNb0dobx3kPnCRjGzdWUgDn9OK9hooA8X0L4beOtC0S90cX3h+8sbxmeWO6idvmYYJBAHNV4PhZ45ENpbXmr6Ve2Nkwa1s5jJ5URHTgKC2Pc17hRQB5TY+E/iTYa/f6vHqmgPJeqqyQvHIUAUYAUYyPzqXQvC/xB8OxXUWnXHhqOK5uGuHQpMQHbrj0HFejJqVnJfy2CXCG6hQSSRfxKp6H6VTXxNo0kaPFfxSiS4+yr5eWzL/d470AeZ2/w/wDiBb+LZ/Eq6rozX9wrJMr+YY3QgAJtx0GPWtHxN4N8Y+JJbG8ZtDtNTsZA9veQPLuX1UgryD6V6lVa7vrWwhea6nSJEQuxY87R1OOtAHlFp4G+I9tqV3qba3o1xqFwpQXE4kYwqeojGMKPwrCPwa8ayaFcaLNrWlS2M0xuNjeZ8kh7rxx9K97R1kRXU5VgCD6inUAeSWXg74k2drBa/wBr6FNbwWjWapJHJ/qzjqQAc8Csyb4X+OZvDukaJ/aWhpb6VcC4t3VZN5cEkbuMEc17JBqNpc3k9pDOj3FvjzYx1TPTNSXF1BaIr3EyRKzBQXOMk9B9aAOPtIviPG3+lv4cuI8YCr5qHPrnBp19D8QLm0lgtv8AhH7YyIV375WK57j5RXXWt1Be20dzbSrLDKoZHU5DA9xUpIAyaAPDPD3wh8XaNrcepXep6fqQjSRBBcTSlMOCD/CfWr2i/C3xJpN+s8p0W7giSaK3t3kkVYklPzDITJ9O1eyB1K7gwK+oPFZVp4m0a/k2W1/FKfPNsCucGUDJUHuQBzQB5XpPwv8AGGialbXVlcaCUtBMttFMJWEQkbLc4BJ7Z9KdoPwu8XaNrdhem60KSCzldooGSQiIO2W25HXrjJr2migBBnHPWlpFIYZBBB7iqsuo2cF/BYy3CJdTgmKI9XA64oAt0UVUvdSstOMAvLmODz5BFF5jY3ueij3oAt0UUUAFFQ3NzBZ20lxcSpFDGNzu5wAPrS29xHdW0dxC26KVQ6NjqCMg0AS0UUUAFFFFABRRRQAUUUUAFFFFAHy5rjSS/EfxoZra0/eW0yIW2kgA4DD0PHJrvf2dNi+EL8EDebwgHHYKO9cPrhSf4oeOWUAeXp84w7c5+XO3Fd98BXE+g6lNa7IrU3rZiC/7K4we3egD2CiiigAooooAKKK80+Inxf07wTdf2bb2/wBt1LbuePdhYgem4/0oA9Lor5al/aE8WvfCaOGyjg/54eXkfn1r1b4efGLTfGc66bewix1Q/cj3ZSX12n19qAPT6KKKACvMfjFFaT2OkReXay6g19GsSTHBZCfmGeoB74r06q1zZWd00bXNvDKyMChkUEqfbNAHj+pWc3hLWfDSGSG51SN7q5Nskg43RkIi7jnaMAD1ql/wnuvN4ZuLptaaS4ku1jiFrD8yuY3YxElePmUdAfTvXtM+lafc3sd5PZQSXMeNkroCy49DVO/m0LSfs0d4trB9ougIQUHzTHkY/wBo880AeZ6b4x1nUL61ZdaLTGyEv2aOI7XcRMWDKVyPmAOc4PSun8Ga9e6lZ6r5WqHVkhTdBM0OwrJtOUPA6Gu2WztUnE620SyquwOEAIX0z6UtvaW9ojJbQxxKzFyEXAJPU0AeTQeIdafwzA0uuagLl7yP7bOtkc2qEkMqjbyOnY1A2u+IBbsX8RajCywXEsSmxy0wU5jJO3AyM8e1ezbVxjAx9KCqnqB+VAHik/ijxKklla/8JGP9IltJpZzbhXjSUMGQLjBAO0+vNJf6j4jjv9JleR7q+t7K/wDs9z5BHmnP7tiMcEheB7V6X4q0nR7ixhv9Ula1g02VbvzY224K9M+o9q2bSeC/s4LqEbopEDoWXBwRxwelAHgVrqXjjUP7P1C+1e7a0jvEVRHD/wAtNhO3G0HhuD25rrvh3r/i7VvE7/21dloGhbzbT7OV8iQHjJIGPwzXqM729rbvNO0cUMeXZ3wAvvWVa+KvD93pU+rW2p2r2cJImmVhhcetAHlumLrWi6vqn9jXVw1/calcPLpghG3yyPlkLEceo55qtq+reIdU8L6iEv8AUbi2W0t4rkeWVeO6LgSJgDoFznr2r3GAwTIt1CEYSoGEgHLKRkc09Y403bUVdxy2BjJ9TQB4toF8bLxap07UL9bW81NEki+ysqyxiEZcnbx84xWn8Qlsv+Ep+2RxNJqltbeV9nurd5Le5jfspUHaw9eOter7F6hR+VKVUnJAJ+lAHjmmaj4qstftLRJTp+nRqiw6Ytqz5Qr/AHzxwfX2qG7vdY1jwzbSSaxrSRPf2/nu1qEaE7jvUADJA4PTHSvacDOcVka74k0nw3BHLqdwIhI2FUKWY++BzgdzQB5ppeu3wtYm+3amlub66W5uI7Xa+MAQs429DjqB161VS88WWWo/bb7V71b5bW1U2wiBR5DIdydOTs+Y46Zr2iCSK4gjmi2tHKodSB1BGRTmjRiCyKSDkEjofWgDivG2rzXf2bwvpZhk1PUATJFLkKsIGWyR0z0FL4PuNUHg66026geC908PBE0IOHUfdZCw59PwrrLuSzsYZdQuhHGsKFnmZeVUdeetQaRruma7HLJpl2lwkRCuydASMj9KAPI7DX/GItTFqt9f2M+6ARTG33rJuY7wflOCFPPbIqKXxFruoeErm3v7zUvlF3EZVteJiDiNX+Xoy9CB3r1TWvF2kaHdx2t88plcbsRxFwvOBnHTJ6VuhVK8KMH2oA8k8ZT2Efwu0Gxitpk3G3kSCO2eQoq9flI7ehrW8CafdRa9rN7Kkt0JoYxFqEkAg3jH+rEfoPWu7utQsrOe2guJUSW5YpAh6uQMkD8KXT76LUbRbiFJEQkjEibW4OOlAHhWnyeNrHS510S4vVkilunvLVrcARZY7CmR8xPXgmtK/TxDe6Tpj266jql9bX7S29xeW3llGMTY6dlcr1r23AznHWue1fxlpei6qNNuFu5LryfP2QQM+EzjPHvQByEkvifUrS6ntb28WOxt7a5KyR7XedcmWNTjkFf1NWfD8+uW1pJd66dQEGmu0+VkZ3uPM5VSvcKpHHrmu70nVbLW9Mg1HT5hNazjcjjvzg/qKZperWmsQzS2hcrDM8EgddpDqcEY+tAFiWdf7Pe4EbOvlF9mPmIxnH1rx0WGtxSwy+HLWeWLyJ7i2W7t9j6dKyngHo24kjBzXs6yI5ZUdWKnDAHOD71n6trdtotncXd5HOLe3j8ySRIywx7Y60AeTWOt+Krjw79p1G/1xrRpfLZ7S0VLhJCANuD1XOeR3IojvdU0/wATau+ptrNrHczWckZNsJEdAo3hsA4P3iceleyWl1DeWsNxCfkmjEigjB2kZBxT55BHFI4QyMqlgi8lsDoKAPHG1PxVczLJHPqiXUa3IuCseFSA5aBgMYJPT155re8Aahr82ssuoXl9d6dJpkVxG9zEFIlJ+ZeB29DXodtOJ7eOUxtEzqD5cgwy+xFSgKmFGB6CgDx7XZNT1LWk8ZxW5Sx0y7VIm2us5iU4dfLA+YMf5V2Hiu41adNGv9Nvriz0t9xvGijzKAy/uyFIP8WAR71sW/iO0ufFN14eEEy3NvAJyzJhGUnHB78mrd3rFnZ38FjK5NzPG8kcarkkIAT/ADoA8nl1nxzDfNFdXN7AkcSTxkW27zYQuGLY4D7sEjt2puuJqFzBp2rw3msXc0mlTpG6o2BOeMFMDGee1ex21xHd20U6hlWVAyh1w2D6ipgV6AjjsKAPn2ATTeIJrkXN7FJBosUarNbsUMmRvTBXtyRjvWjr+teLIPEV60N5q9rp8ESyWSWtt5olh2jLHPfPrzXtV1NFa2stzKhKRqXbauTgegqpo2s2OvaXDqFkW+zykqhkTaTg4PB+lAHI+GjqOq+ENanuxdyXV3CSvzsBny/upnBHOc+5rm5nuNIvPtmiLqtjZwW1nEls8ZPmuZG3R85Pypk4HFexgrjgjHtSMqOVDKrFTuGex9f50AePQ6t4k1zR9Ss72C+aExIYDLAVaQCbJ3ADrt4xXYeMLzUbDw9ZapossiLC6q9qAF81G+XHPIxnPFdg00SnDSID6FhVS8sNPvbmCS6VJJIvnjVm4GD97H9aAPObybxfpM32CXUbue8S3iNl5Me5LqTJ3q5I4xkc5HAqvf8AifxHbyQQzT3qNHa3i3JityQs6ktFzjn5QOlej614g0/QrNLu8MjQmRY90Kb9pbgZx0qS61i1ttQtLJ45mkuifLZIyyAj1PagDiNa1+8t/g5Lq9lqV0b6OOMvcSIVcOWUMMED1PauW06XW7Mm8a91VrCeS6htJGRmJVkDIcEZ+/kAmvYNX0fT/EGlS6dfJ5trIRvRWxkg57e9XIViihSKNgVQBF5z0oA8ht7zXY9QtJluNTW/ktrVEje34nIP7wOcYUD14q3ZaTq32yKW4guBv8QXM/7sFdqiIiMnHbIWvRdc16w8PaRLql+7C2iwGMa7zzx0FWrO+hvNPt71CUinjWRPM+U4IyKAPJLrU/F8+mWskNzrFtcbEhnjlgGDKS+7BUZAwAc9MY9ayYW1e98zUtXu9Vi1WHRzGNkLfPJ5rgjGP7oXp617wJEPR1OBnr29aYtxbuFZZomDHCkMDk+goA8tgn8WOJLmLU7sRtcq1pEYsI9rsydxxkEHPXmn+DvEurnxHpsGpX99cW9/auxWa2KiOUPgKCF449a9R8yIFlLoCoywyOB70xpoVj3qVfjKhMEn6etAHjuva/qo1HVbW21e6liN8I1227LiPY+V3KucBgMHnpivSNPspda8K6YmqfaEuEEcr+aFEhde7Acc/wBa0NL1Cy1W3NxaoQA7Iyum1gVODkfWmarrtno89nDdebvvJRFF5cZYbjjGfTrQB5brV/eeGdSvLfTdf1CKz0+a0gS1MIMeGb5wDjoB6dKSfW/E92zWUUmoXFzuuo762KbUSHaTG6sB+WDXrtwbIRu1x5G1T8xkxgH3zUymLI2lcsM8YyRQB55ZHULH4Z6BFo32xBuiW6kCFpYo8/OQG/GuWk1bVtDmmmMlzF5+oXbrizY5TySInwF4O7H1zXtzMI42bBIUZwBXH2PxL8N6hdQ24a6iaWYwK89syoJAcFdx4znigDjLbUfGN3pemXNvqN+Y7qwYz3Dw/wCpuhj5dmAfUDtVzXG8Q3a3Vgt1rLX8kRVbeOJVikQx/e3fw/N15zmvVtyLkZUYGSM9BWPD4lsZ/EJ0eMSNKIfOE4GYmGQMBuhOT09qAPJjLr9jNpGn2R1uOKK0jNoY1LBpVHzqwPGCe7duldB4blvLvxTotxq1xdvf7JzdQSRtshm6KAcYA2n6GvUiVUbjgAdzQNu7jGSM++KAPJdeOqv4ruFsvEeq/bLS+iEdmqAxtE4y3QdhuPPoKg0d9WuZtFvb3U9TuZb27mWW2uYQFCxK5R1GMr/B9c16BbafpXhvV7q+lv5ftOrTom2eXdl+dqqO3BrT0rU7TWLZrm1DFI5Xhy6YOVbBx7cUAeNaXqnjKSKNm1jVyi6Wbsq8AyZRJt2ZK5xgfWtNfEusx+NYrO91PUU0+V2ST9wwZDgFcbVxtz3617AAvYD0pdqk52j8qAMTxbcx2nhDU55ArKlux+ddwJxxkVw8esaub6y0y01C5MOtQwvYyQRqBZrGQJhhhnGOhNepOiyIVdQynqCMg1nR6Fp8ernVRbhr3ZsWRjnYvdV9BQBfiRkiRGcuVUAs3Vj6mpKKKACiiigAooooAKKKKACiiigD5a1S4A8d+O5pTvaKzmiX92AzFnUDPuM9fau1/Z4lkXSr+BSwt2kMig45PTP6VyF3pk83xD+IMdvNFsFrPLIr/MHUkNgHsQcH8K7X4E26W41EJsCknCIchcHHXvQB7VRRRQAUUUUAMlYpE7DqFJFfDHiPVbvW/EN/qN7JvuJpmLHt16D2r7odd8bJ03Aiviz4geEbvwd4qurC4JkiZvMhm24DqefzoA5WrFldT2d7Dc20rwzRuGSRDgqfUGq9dX8PPCsvi3xjY6f5LvaiQPcuo4WMdcnt6UAfYuiyvPoWnzSuXkkto2Zj1JKgk1fqKCGO2t4oIl2xRqERfQAYAqWgArjPHy3UK6Vf2jXDSW90CsMcgRGODjf7Zrs6jkiSVdsiK65BwwyM0Aea6B4i1y+17w+g1SO6+0RynVbMRgG2YA4PqoBwOetYnjCCC08ZXgvtXurUXOoWMkCmQYVeQzpkcYI/U17HHbQRTSSxwRJLJ991UBm+p702eytLmRJJ7WCV0+60kYYr9CelAHhcWr3V3fvaT69qZ0qza4FjPCxLXFwsjFEdgOflxxxnNP1PXfE9w2sLBdazHeklrJLdgwj5HyyR7dygDv0Ne1b9Ns4rkotugt8zTLGoypxncQOc4/GjS7vT9VtItWsAjx3UYZZgm1nXtnIzQBwPht/EU/wo1Nr7UL6fV9kpSUxFJFOOAoIGfriuTtU8Ramk6Pd63C6QWDIY9y5bcFl6jqM5P0r3migDwHX9Q1K/0XUbDUL3UpNNthdGC4HJuJEkUIj4HTb9M5pLrUNf1HxE2p6freoxw580WkdtINsPl5UA4KjIHfvXvuF6YH0pflA7CgDzXwVJpsPw4n1nWb65vYp4998l628Iw6oARxzjiuesptC1rwf4xvDCtlJNAC9qkWwQxD/V54xuPfFemL4jsLrxbc+FntnaeK3W4LMgMbKe31+tXZ57ZNUS0ltYttyn+tcphyP4ME5Y9+mKAM7SXtPEPgS3jtrphFJZrCZYmKsjBQDg9iDXmc1tr954Ymn/ALQvrE2ky6fdXsbPMWSJWDSoo6hm2gnrwa9e1aysrvRbq1uldbRkJkEBZWx1ONvOfpVHwrqekaj4e8zSomh02F3gUSqV4U4JIbnrnrzQB5OLjVDrPh+2/tTWriW3kjD3EiNCtxEzt1j68dCx9qgv9K11fCVzdWmq68l61/IjRyStsaNSSOSMqSOle+KUdQyFWBHBHcU4kDqaAPNNYu9YufDnhGSzk1Wwt5plW/ZRmaOPaR8xIPfvisHRVvbvxz4duNYm1AvGlxD50ybRIhfEauMdXGfqBXeXnxA03T9RezurW8jZL5bLf5eV3MuVbr0NdW7xopZ2VQOpJxigDyXxTeXieN5jbDVYLe3kt1JhSR1cDBPlqBtUAZ3E5zxWPpsniqaC81FNXcs9k5gTzCz3eZSfNEf8PyZwBjtXtxuLZ1KmaMhuMbxzmuLk1Xwb4D1caWLSS1maD7TuSKSZUTOOvJUcewoAg8ILOumT22sXl5f2upymOFJbN49g2/MOckL7muw0XQtO8P2P2PTLcQQbtxGScn1JNUNE8YaZ4g1HUbSwLyLY7d02PkfcM/L61gRfFSxk1BLI6LqscsnnmPzIdocRjJ25POe2KAMTxbPKPE+pz6Xp97Bq8EaRxkQNJBfr97a2OAQQADnvWKT4puNa1W6u5NaS9j8/bZQRsIyhXI2yfdOBwMDOSK9n0rU49W022vERojPGsnlSYDpkZww7GqOs+K9K0DVNPsNSlaBr8lYJGX5Cwx8pPYnIoA8sfR4X1Dw7qNrBr7Wa3UpaO6MjOmY1G0DGVG4nk8cVU0mDW7TTXN/Lqm42Uv2MDzAFuA5IVvU4xXr8nia0XxKNBhhnnuxGsspjXKQq2cFj26VrCeEgMJUKk4zuHX0oA8c0OVE1nTr258S6iL77cqT28khMRJUFl246Z49qt/EG+sP+FhWUUtxq6Sx2MigaWpL7yykK2AcggGvR/EGsxaDpL6g9pNchHVfLgUFzuIGf1rREiE8bTJjO3jOKAPMLuHWtJ+CttH9ieymgaM3ENvkSLAJMsRjkMV5P1Ncfd3mojTYGsYdXttIk1C5YukUnnMHIKHqDyDjJ716hB48W80HV9Rj0K+cabcPbT2/ybyV+8QM4IFO/4T6yl1JLFNMvZY/MSCSZUUxxSn+BjnqPUcZFAHmeo6RqWlPfxWGn+IlZrmOVrpGeUBDH82/B+c59OlSWk2vW1nqNrexazLv0IRASROd85c84wcEqRXsza5bJ4kXQ2DLcPbm4Rj91gDgge/epr7VrLTp7SC6nEct3L5UC4JLt6cUAeU+DItTk8e20v2bUlt0iZZjcB0EeEUY5+VkJ+6ByDVzxMt7DrupvFpOsXN5H5kyTRzMsPkNFtAUDqQ38I5zzXqqyI5IR1YqcEA5xTTPCGZTKgZRlhuGQPegDwvTrXV9V+2z20errfWWlW/2bzWeFXdRiRcN1bGefUitbzn26XrSaRrYslZ0uEZ5HlDGPGNnUDd3r10XVu3SeM/RhTmljQMWkUBRlsnoPegDxeSz8Q3Cxy2Gk60khsRADMpVo/wB7vYls/NwB8vfpVZfDmsxXFpq9/p+rzBbe8hypcTruYGLOOVHJr277ba5j/wBIi/ejMfzj5/p61g+JvGmmeGbaV5XW4uItrPaxSJ5qqTjdtJHFAHDX9nqeo3UEjjVxeNY2zaaYt6ojBT5gl7DJ655xisfw3f3uh6tZaxcw60IES5/tLzo5CoO7KKM8Yx0r29bu3aISedGFPGSw6+lOnaDyiJzH5bcEPjB/OgDhPHF3e3mn6FfWdnqM+nyO0l1DbAh9jJ8u4DnGSOK4zw/oGtXyaA95Z69a2llGY4I4G2bZd7Es4P8ADgjkjsa9ZXX4h4lXRVtnwbb7QtwGXyyoOMAZz+laq3MDDcs0ZGcZDDr6UAeL6f4ZvY7KaN7HxKLyC3u2DNK/lySbsxBeeeOfrWrFYeJJ4hJeR6iuptNFPb3AysSRbF3JJjjI2vwe5HrXqbXECMVeaNWAyQWAxQssMy4SRHU8cEHNAHzxDpJvrF7m7GqXNzcqI7Ip5pa5Hm5aQgHC/IcV1l14cms9clnXSdTlsFt9kUzTPmNSh3bgSCOcfSvTbTSdI06Uz2lnbQOildyKBtB7ewqSXU9ONzDYyXMLS3QYRxbgd4A5oA8E0vQr+z8KxX8sepm0u7WBZEQu7ySiYOWUDJHyDr0q7CdUub/TLW0GrJFBc36QmeORQkbRkQliep3McE17lbRWWnRJZ2yxQIv3IlwMfQVzWl/ECz1XxVdaJb2N4Utnkja9KjyS6AFlznOefSgCp4EtpUt7q4Gl39oskEasbqU5klUFWKoeV5HXvXB2OleIlt3tJ9J1hY2uoZMojhuGO8l93PBHpmvabPVbO9sobuOZVimXcm8hT+VZ3hvxTb+I21JI7eS3lsLpraSOUjOR347GgDyptF1xtKOn3GjaxPaJDdRwI24lZS2UZvUY6V0uvaPc3vw98M2tzp+oM9vJB9qhttwkRFGHzjmvSvPh5/epx1+YcUpmiUKWkUBvukkc0AeK61oevJFPENP1KK6jeUzahaO3lG2IwiKucsQMcDnINU7ax8RmxsZrmylNlceZDBBb2rgxSFwQ+3OUyoHzE8EGvdUnikYqkqMw6gMCRTvMTzCm9d4GSueaAPBb6x8R2GteJlXRtXuo7uN4onAdiwwMHeOMdeAK6DS/DIuIrFpdP1pLZ44RYtBMVaDby/mAnIJYd+1eg23iWCfxFeaQ0DxG3jWQXDuvlyBuy4Ocj3rX8+L/AJ6p1x94daAPN9F0PUbDxRpl1JaXscbXl6Z2TO0hj+7Lj+76U3xBZatPrc5k0zUZpU1OC4triAEp9nUL8megO7cTmu/1LWdO0mxkvb67jigi+8xOce2PWls9Tju/tTGNoo4JfLEjkbZBtB3Kc9OcfhQB5PYx6rK+qLrWg3cUcsIdI2ic8pLuPzZIYgHOeM9BSxm+s/iLp+oJbapHYrJNuRreWTMZX5SD0wewxxXrNvf+ff3Vt5DqsAXEpxtk3DPH0q08scYBd1UE4BJxQBFb3SXNml0iyBHXcFdCrY9wea8Gg0ie8v7gNBr/ANsl10XFtbeU624iEgbewIwON3f0r3W9vfsZt/3DyiaZYiUI+TPc57VOlxDI+xJo2b0VgTQB5laWOst4gt7O8trpr4Xt1NcTjd5LWzK4Rd2cYyV+XqMVjQaRfLo08T6JfWzQaQIYAoYD7QkhLFcHvkEHvXs32mAFgZo8r94bhx9ad5sfzfvF+X73PT60Aeb+O31O80fR1tLS6b915j5V9rHABjcLyGPY+tc/eaR4muZbyWxtNejv2kzbkzeXCkJVQQc9TwePWvZDeWoODcRA/wC+KlVldQyMGU9CDkGgDyPUtIgmXTdTGiazCtvewmdLhXeVgFOSgB45A3Gq1pZarcyxC/t9Yi0mSO58hLVZI5VnaUld4yT90jBPFez0UAeGXX9r2WnwFYtZ+3xX0aXjx+YRtEXzlexBbP4103wsi1KG91Vb6W/uomCtDcXO9eD/AAlG6N644r02igAooooAKKKKACiiigAooooAKKKKACiiigD5jvEmsfiD8RIZ5VUyWM5VcZ3KSpUA9sCun/Z3LNY3pMm4nsSTjmuF1KSZvGvjyOe4eGZ7aY/MwPG9Tt3AnHHGPwrs/wBnnzQ92rBRGbYMuDyT5jAk+/8ASgD3yiiigAooooAKytd8OaT4lsDZavZRXMJ6Bxyp9QeoNatFAHkP/DO/hPzN32vU9uc7fNXGPT7tei+HvC+j+FbAWekWUdvH/ERyzn1JPJrZooAKKKKACuH+IFvNPLpSR3us2cTSsJZtNZvlGONwAOcniu4qN5ooziSRFPozAUAeOSW3idrOZ1vvEbzSaezIHJBSZJRtA2gD5lB6+tSa+vie/k1iayOsLbi5RreL51Z8RdEIIKjd6gjIHWvX/OizjzEz/vCs208Q2N8NR+z+Y72ErQzR7QG3KATgZ5GCKAOa8M6HLZ32vs9pcR3d3HG63EhByWiUFd3dgwOTjvXGad4c8SWWkzWun3utiWKw8u5gaYhYpSw4hzgE7cnjivVNG8T2Gu2Vte2QlNrcKWWV1CgYJBB5znIrV+0Qcfvo+enzDmgDhvDNhqlp4L1S1gbVJOX+xG+kxcnI5BP8PPSuesrLxDLfWrRWetWWhhybxZLxnm3+WwJXB3bQ2O/JxxXol54nsreRooA95LHOkEqQYJjLdCfatYXEByRNGcdfmHFAHh8mleJ4ry9ubg668p0pVhmt5XDGQS4UEcfMUAzn3q14gElxJo9pdpq7Wp1C43B5ZFlMewlFXkEgnp9K9oSRJBlHVh6g5qGews7qZJZ7aKSRPus6glfpQB4ppuieKbW51GWa1vZLqXSII4ZApDsFbLIX3cPt6nPNLpPh3W2voL9dK1KFGecWv2pgxtpGXCttJJQZ75Ne50UAeI2mn+JE043kmj6u8PnwNe2ZkCmRUzu8sbiTk4JzjIrp7TS9Q1P4Tajpb6VdWdwwm+zwzON7guXQ8HjqBgntXo9FAHlukaVqqTCe3ttajSS4t2hV59iQxAfvFZSxJ+bd65yKb8VNH8SajewTaDYXczxQhlljuQqqwbO3ZkDJ9ea9UooA8m8QQapc6dC76JeG7k1G2uJlEYcEKoyQQeMc+lR23hXU9b1D7JqNrfJE1vdwX8k75SR2bdE45+bAxj0xXrtFAHj3hn4eX8PiazvrjT4LewZEea3ZQwRogyLjPdid+RjGK3PEPhy/1f4nW0v+mQaW2mmCW4ttgDEuSUYkE4I9K9FooA8gfwfqEGsa1cafojxWy3lutsEkCboUGH2rnGD74rnP+EX8T+VEyeG79I4WvXRTMjbRKpCKvzZ4r6CooA8I0bw9qcOqtZWdvc2+rSWFoHminVfscikqxcBvmBAGRz1Fdx490vUNW1LSra0sJJyIpV+1YUpBI20o7A88Fc8V3ojQOWCKGPUgcmnUAeNt4W8TDUr6KVLk6hqFoscmqREeXFMWLMByG2bcJUk/g3UL1LZodAextvt1uZrUTJyE+9JgcAH8zXsFFAHlOo+GL290vUFGgSveQ6kr26mRVV4NwPHOCMA9eea1PB3h3VtL8Z6vfX1kq21z5hjuZJt8nLKQgxgBOCQMcV6FRQB51/ZOvaUuqaHaaMLrT9Qunm+2C7ClFkYbgVI6jJ6Vm3Wh6z/b0t3ZaDcW2oJdE/bLeVEguoVPy+apYknA9Byc16vRQB5SmleJpZ08UXVnqr6lFfmRdKE0XliLGMK3UDHv+Fb/AIt0nUNci0HUINKSSa1uC8ttO6howylcgjIypIP4V29FAHmPhDw3rVvr1hPPYHSxZQul9OkgYak5OASAe2A2Tzk1ga34S8QHxpqt5BoM91aXaTxv5c8caujqMEN94tx34B6cV7bRQB4pp/hDW7W00VG8O7mhlcYfysIm8EGUDGWwM7lOcjvUlx4L8QR3utTT2mo3hlZlDw3US+fGzcABlPQddx+lez0UAeJ23gzxL/aOjqdIjWG1kRyJTGYlTcSenzK+Mfd+U1f+InhfVL/WNWbTfDn28ajaW6faRIg8p0kJJ5Ofu46V67RQB4pr/g7U7y2mjt/C8n2Bb52FhDcLGXBjVRMGzgEFTxj+Kr/i9oNG8IeFrXU9OjuLprqNHs7icTSYIOVDOeecDJr1yqtzp9nePG91awzPGco0iAlfpmgDyW98Ia5a2r29nZ3RJ0x4ofLdcKWk3CI5bsOh6VR0zwt4htbiKE+FGuNPa7kkaG4njjA3IArkJwNpBxj1r3KigDxWb4fa5N4n1Sa6tHuUe2l8q481fLcNFtWLbjcSGxgscYHrV228P31hp4hsvCE8E0aWqpIkqA7xzK3DZz2PrXrtFAHhujeEfEenR3I1PQ72/bfscC6jKTjdkMFOCeOMsSaseEfDHiHSvEemXTeG/Kto7y5LeZIg8mKT7pGCenpXtVFAHmfiPwrqV74tmktbF5HujC8OrNIu6x2NllUdcY6D1JzVjwb4d1Cz0bxTZ3Wmi0kvLudrZ3CfvEdcLnbnvnr616JRQB4ZF8P9aTQVE/h5bm6mtVsViadB9jdMjz1P+11wOafJ8OfE1vqF1bWttC7zXP2w6mbgrvQLjyW24bk++K9wooA8P0fwh4iSa/vb7w2JI42jdbF7hUW4KgjAC5HfILE1u3HgrU5ZrVTpFi8NxAiqJJHZdNdSWyBu+brjgjkelep0UAea+DvCmtaPrtit1awxw6dBNDLerLlr7zG3Alccbe+e9Z914f8AE5+Id/JZ6YU06UT7bszKATJGoyc5Y/MOnT0xXrVFAHkFv4V1jVbLUbafwpaaQZbVGimSVX/fRnj5cdTj16Gota+HWu6ja6deOzz3TQkXcMUqwlZmI+flWGFHHr6GvZKKAPEIfAd8nhzVbWbwp9ou4rqCa3kmmRzcAFPMAz93O1s565pLjwvrl3DLb2vhW6s4GvzcxW7TxC3AMaLiROdwyrdMYzkV7hRQB4xceHfEFpq12w8O3NwktzazF7eZAhVEAdVBYEAnsfSsHULXU7cWNnq1pP5kUlxctazSxvsgZ8pgMwG7g4wSR6V9C1C9tBJIJJIY2ccBioJFAHE6ubnVfDnhy+0jRZpFS5jnNu+1Xij5znJ64rmPCHhLVtL8T6Pdf2FNYxxXN41xOZUJeN/9WHwcnr0r2IAAYHApaAPOdT8M6fqXxCf7FPb7bi3C6paCPP3WDo5PTJOBznIrNufhvrd1osulJdxQSkSGbUlkPm3u77quMcAZ55PQYr1YIiuWCqGPUgcmnUAeI33gvVDeFZ/CEV2WNsglSZGXanyuSTggt14Fey2FjbabYw2dpCsNvCu2ONeij0qzRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIeBQB8p3Mgg8VfEVZIzGrW8o3BNoX96uMg5PP9a7r9nqSBrK4QGMzrDzgneF8xuD2xXDNPbXHif4jSebJPBJbSkSgbTnzVxx6ZrqP2cowmoaowgkQtbJudujne3T6dKAPoSiiigAooooAKKKKACiiigAooooAK8t+Jdva3nizw/aXdnJcQzRzF1hYrI5A+VQcjjNepVkX+m6HqmoW899DbT3dkd8RdvmiPrjNAHj3iXwp4ijnH2DSL+YyaZbojRyZ8uVZQxBOeoUYzWtJoF9beILrV10e+tmju2v5ZouTLF5CjyQM/MS5P5GvWvttqGZftMOVGSN44HrTf7TsP+f23/7+CgDwSDSde1OxtLaTQL2O4tdNidRGpjVys5Yp6ZZD+YqXX9B13VLGObSvCN5ZiX5rcxSfPDh8/OCeM9eK93TULKRwiXcDMTgASAk0r3trHL5b3MKyD+EuAfyoA8en8M6206INCuuNWExnik2lkaMAk+oBz+NVH8HeIG8JXFmdHuoryygNuXSXcb4tKGDDnoor1ubxZ4et5mhm1uwSRThladQQfzpIvF3hyaRY49c093Y4Ci4XJ/WgDj/Dg1vRb6az0zw/PDY3Opo7G4yFigMShivPUMp4969KqgutaW0ImXUbUxEZD+auCPzqT+1NPAz9tt8f9dVoAt0VTXVdPdQy31sVPIIlWq7+ItFjYK+q2aliAAZl5J/GgDUorGk8WeHoSwk1uwUq205nXg+nWmDxl4ZJwNe07/wIX/GgDcorMbxFoqOyNqtmGUZYGZeB+dTjVNPK7hfW2MZz5q0AXKKoLrWlvEsq6jalGOAwlXBP50yfX9HtrcTz6paRxE43tMoH86ANKisP/hM/DH/Qe07/AMCF/wAaP+Ez8Mf9B7Tv/Ahf8aANyisP/hM/DP8A0HtO/wDAhf8AGj/hM/DP/Qe07/wIX/GgDcorD/4TPwz/ANB7Tv8AwIX/ABo/4TPwz/0HtO/8CF/xoA3KKw/+Ez8M/wDQe07/AMCF/wAacvi3w87IF1uwJkOFAnXn6c0AbVFZsHiDR7pZGg1SzkWM4crMp2n35qr/AMJn4Z/6D2nf+BC/40AblFYh8YeG+c65p/Ayf369PzpP+Ez8M/8AQe07/wACF/xoA3KKw/8AhM/DP/Qe07/wIX/Gj/hM/DP/AEHtO/8AAhf8aANyisP/AITPwz/0HtO/8CF/xo/4TPwz/wBB7Tv/AAIX/GgDcorm28TeHZbxLpfEtqFiQq0S3KbGz3I9asf8Jn4Y/wCg9p3/AIEL/jQBuUVh/wDCZ+GP+g9p3/gQv+NH/CZ+Gf8AoPad/wCBC/40AblFYf8Awmfhn/oPad/4EL/jR/wmfhn/AKD2nf8AgQv+NAG5RWVa+JdDvnZLXVrKZlGSEnU4H51LPrelWyB59RtY1JCgtKoyfTrQBoUVh/8ACZeGR/zHtO/8CF/xo/4TPwz/ANB7Tv8AwIX/ABoA3KKw/wDhM/DP/Qe07/wIX/Gj/hM/DP8A0HtO/wDAhf8AGgDcorD/AOEz8M/9B7Tv/Ahf8aP+Ez8Mf9B7Tv8AwIX/ABoA3KKw/wDhM/DP/Qe07/wIX/Gj/hM/DP8A0HtO/wDAhf8AGgDcorD/AOEz8M/9B7Tv/Ahf8aP+Ez8M/wDQe07/AMCF/wAaANyisP8A4TPwx/0HtO/8CF/xo/4TPwx/0HtO/wDAhf8AGgDcorD/AOEz8Mf9B7Tv/Ahf8afF4t8OzyCOLW7B3PQCdSf50AbNFYr+LvDkf3tc09eSObheo696bN4w8N28avLrlgquNykzryM4z1oA3KKwY/GnhmYKY9e087un+kLz+tI/jfwvGzK2v6eCq7j/AKQvT86AN+iuZt/iD4RujiLxDp5JXdzMBxVhfG3hhiwGv6dlTg/6Qv8AjQBvUVh/8Jn4Y/6D2nf+BC/40f8ACZ+GP+g9p3/gQv8AjQBuUVh/8Jn4Z/6D2nf+BC/400+NfDAZVOv6dlun+kL/AI0Ab1FYf/CZ+Gf+g9p3/gQv+NH/AAmfhn/oPad/4EL/AI0AblFYf/CZ+GP+g9p3/gQv+NPh8WeHriZIYdasJJXO1UWdSSfQDNAGzRVLUNV0/SY0l1C9gtUc7VaaQKCfQZqh/wAJn4Y/6D2nf+BC/wCNAG5RWH/wmfhn/oPad/4EL/jWjZalZalF5lldwXKHndE4YfpQBbooooAKKKKAKV3ezW99ZwR2U08c7MskyY2w4GQW9jV2iigApD0NLSHoaAPkiNVh1rx2vl+WqLgrnOALhK9N+BsYN9q9xHzFKCVPbiRu1ecG3+z6542GQQ0atlTkc3Cd69J+CW/+1tX3lNu07APvY81s5/GgD2miiigAooooAKKKKACiiigAooooAK8s1f4T3d9r19qNtqttALtiX/cSByD1UssgyK9TooA8aPwRuGmllOq2xklTy5H8ubLrjGD+85GOKqP8AeB5WoWMZBBz9nkb+cle4UUAeMQfBG8tbxLu31XTopY23KUsnG09sfvOKfc/BnVry+a9ufEFlLdN1leyYsfx317JRQB4mnwGlMoMuqacVJ+bFgcn/wAfrRi+B9kLMwPf2xJOSVsF9eOd2f1r1uigDyO2+BtnCY2bULcuF+bFiCM+wLdOtW7b4N29kT9n1C1wxy/mabG/5bicV6jRQB5pP8I4LiFoZNQtNjDB26XEp/Mcis9PgXp8c6SLfw/LyM2Snn8WxXrdFAHkEvwNia4e5j1a3E8jHeG06MptPBwueDj9aZd/Ai2eMmDU7fzdxYebYLtGTk/dI/D0r2KigDxqD4DwZH2nUrQjad3l2ODn8Xq3ZfAzT7BI1j1NXMbFg0tkjnn1yea9aooA8jvfglFLb7LbUbRXz/y009cYznswrNf4F6kzceIbGNCc7E0tCP1Jr26igDxSP4ETw3Pm/wBs2EuTyZdNUnHsAQOntU8nwTulnZoNV0sRlcbJNKU4PUnrXslFAHkEHwe1KE4Gp6JtLZbOjIT+GTxVpPg6TdtJLf6aYw+5Aukxg9MHPODXqtFAHm5+EtpsUi7sxJk5b+yoNpHbjHWk/wCFS2zcPeWW08HbpMAOPY44Nek0UAeVXHwQ06W4Lx6s8aEfc+wwHn1ztqeP4OWdtn7NqMRyoH+kadBJ83qOBj6V6dRQB57bfCyyjjYTz2cjkg5XTIVA9eMHrVsfC3w35gZ7SJsPuI+zRAEYI28J05z9RXb0UAcVe/DLQLmwe2hgSFnKEy+SjNhei8jpj+QrM/4Ut4e/5+Ln/vzB/wDG69IooA83k+DXhzG5ridQBgnyYAPr/q6y7n4WeEZP9Gt9dWK5c4XMds/IGSMbB2rt/H1m+o+CtRsIruO1muo/KikkYqu4ngZHrXmnhW8MPiXS9C8ZeH0stbhidLS7iCiO5TaQQ+OD2oAsN8H9GSJpW8WQiNc5Y2dtgY98VPJ8EbCIAyeIwgPTdYW4z+lcf4R0231dP7MudPC2Nzrt0s18AnyhY2KqCQSMHnPSuo0K5XxN8cNYs9VCXmn2lr/oMU+10UfJ8ydjnk59DQBdtPhB4fFsWm1mG6JdSkht4VVcdRhQM59zWx/wqzwiZfN/ckhcECOLGPXG2t9/A3hqW7llfTLZvMdZHh2DZuA4bb61598MvD2maw/icXMCGWDVCsMg+9Gq9APb2oA1Yfh14Curq2toJ7aSZg0sSIIyWC8E4xyBjvUl18NfDd9dNb2V9YR3C/6yL7JA7AH2ABHSuD0SO40fwL8RZrQFr23vHRZ0wropJyQfTHatjXdD0u1+AlnqlpFHBfxwQzrdIxEnmMV3HcOecnigCdPgr4fvZryO38SJ5zSlJkit4jsYDlQDkqfpSQ/ATSGnDReI3eRWL4FtEeenT09ulVNY0PUPEFtZ6npUBtvEVlpdrfiUcNIT5m5T2LHGcmur+Eeq2/iGDW9YSxW1kkuwrJtGUIjUEZHbOaAM6L4E6bDMJ21qcysQGItYQGX+6F24B961U+DWhLMWa5uJIyuNjQw5Bz1zsrn/AI1+Kjaz2mnWWpLZ3dgVv3DEjzsH5UXA5PevTPCfiGDxT4YsdXgyBPHllPVWHBH50AYEHwm8KRQqj2YlYdXeOPJ/JQKhu/g/4YuCpije2x1EUcRz/wB9Ia9AooA84T4MeHFbJmuG9jFB/wDG6d/wprw35m7zJ8f3fKgx/wCi69FooA86k+EWjiFY7SSKMYAczWUMhb3ztGPwoPwi0iaXdPNHsX7iQ2MCY9cnac16LRQB5nH8DfCkcHl/6S53M25/LJJP/AegPNTTfBjwvIipCs1ugXBCJEcn1yyE/rXo1FAHmh+Cfhwqqm4usKQR+7g7f9s6cfgr4cOQ09yQf+mUA/lHXpNFAHlx+B+gQqTYzvFI3BaaCOYAY7AgY+tOg+D1vAqqNQtWCjaN+lQmvT6KAPNW+EcDY/06yGDnjSIeaif4PQPOJRqdspC7dq6VAF+uMda9PooA8ll+B1vLK0h1wruJO1dOgAH04pv/AAou3/6D7/8Agvg/wr1yigDyL/hTFxaf8eWsWDg8t9r0mJyPpjGKswfCS5GftGoaQeBjZosQ579a9UooA4CP4WaYNnmNaPjG7GnQjPr/AA8Zqvq3we0XUfJ8pobcxknizj5/75C16PRQB5jD8HrSDfsvbP52LHdpUTc+2en0qO5+DNvcyI/9qwRbc8RaXAAfrxXqVFAHk0nwOtG4TWyq5yP+JfAT+e2o/wDhRVt/0Hm/8F0H+Feu0UAeRf8ACirb/oPN/wCC6D/CrEXwbW0jVINTs5Mtl2uNJhdiMdvSvVaKAPLb34NWt5CI3vrMYIPyaZGn6qQafpPwY0zS9Utb0XaP5EqyhVtVUkjoM5OK9PqtcwSzyQNHcyQiOTc6oB+8H9057UAYfjDwjB4vsIbSeZI1jctl4BL1GOM9PrXF2/wN022ZzHfxHeQTvsUbGMdMnjpXrNFAHmcXwhtokCJe2WBnrpMJP5mtzwj4Ml8L6jezm6tJYZ0VUWCyWBlxnqV4PWuwooAKKKKACiiigAooooAKa/3D9PXFOpkmPKbPTBoA+WruRhrPjKFkgV1iG/yX3gn7Up+91zzg5rvvgYWk1LxAS24RybB8mNuWJxu79c155rVk+naprMrzLIb22ikxGRhB54ABIzu4XP4+1eu/BtQLbXSrHBvF+QR7FHyDnnqfU0AeoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRyyxwRPLK6pGgLMzHAAHesHwv4jm8SG+uFsmgsIpvLtZ2P8Ax8AdWHtmgDoqKKKACiiigAooooAKKKQkKCSQAOpNAC0VDBcwXSF4Jo5UBwTGwYZ/CpqACiiigAooooAKKKKACiiigDA8YaLeeIfD02mWVxDA0xAaSVScAHPGCCD71w8fw48WvfQ3uoeIrHUbi2Qravc27t5GepHzcn3Ner0UAeNWXwf12x0J9Hj163FrIzPIqiVd5bgkgP6AVLqnwo8QajHpTxazp1jeaZGsUN3aW7pIVA4B+bFewUUAeYab4K8e6WkzQeLLOS5n/wBdcz2rSO/oOTxjtiqPh74a+NvDFxfT6d4tsw98/mT+ZZ7gW9Rk8GvXaKAPK/DHwx1/Qm1AzeJ4549QkMlzAbQMkuc53bs+vaobn4RahtjtbbW45NJSczjS7iNjAG4IAAIOMjoeK9aooA89i8K+MoPEC6tDrWlx7bZbb7Mls4iKL93jd1GT+dP0bwr4q0KXUHsb3RI0vZ/PeMWjhVbABxhvau/ooA8rX4c+JBLqcr6rpc76hjc1xbPKYzjGULMccVsfD7wRqfgt7m3k1KKbTZFylrGrYSTPLAsSeR2rvKKACiiigAooooAKKKKACiiigAooooAKKKKACqd5qEVjLaxyRzMbmURKY03BSf73oPerlFABRRRQAUUUUAFFRyTxQjdLKkYxnLMBxWDf+NNHtEcW8r39woOLe0QyO2DjtxQB0VFZVlfaleyQyNp32W2ZSX89/wB4PQbR0/GtWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmSMqRs7HCqCSfan1HKQIXLY2hTnPSgD5I+1RalqPiueJlMEYQQCRcEL568qOx5Jx7mvXfghcTSTeJI3laWNbpSrEnAO0cfhXidpLFNeeJ1jEUiyzIYSoIBbzhjaPoTXsfwFguQfEd0/wDqJboBCPuk45IoA9nooooAKKKKACiiigAooooAKKKKACiiua8S+JrrQdT0e0h0s3aajcCAyCUJ5ZPsetAHS0VQu9a0uwn8i71G1t5cBtksyq2DwDgmoW8S6GkjRvq9kkiOUZWnUEN6EE9aANWisfUPE+j6ZpcWp3N/ELKWRY0mQ71LE4HIz3rH8N+OrDV5Li2vL2whvI7mWKOOOcHeinhh+HNAHYUVQ0/WNN1TeLC9guCn3hG4JA9celX6ACmswVSzEADkk9q5vxLJ4ijuoW02+0+x0xYnNzc3SF2RuNu0ZA9a851lHMOpeJ9T1fWF0e3BCWdzN5f9oHpgIACik8dCSKAJ/EHjGXx54s/4RHRp/s2kRMRqd4xAEiA/dX2OMZr1rT1sorKO2sGi8iBQirEQQoA4HFfP+nanpFjpkWn2Ph+3ma+3MdVvbQmCJ3yViTI+YDgDkc1f8BLqGl2L2OpajLobX1zidYdOkV2Y8LiUjYmfYUAe+UVwEXjjS/DF1eaPqN1eXEVk0aG+lZZSzODhW2gYPGMY71Uv73x54ptJJ9HhXRLFnjEBmQG4kXf8zkE/INvOCCaAPSqK45fEEfiPVr/w5bQ3T2KWxS41a3faqSEcqreuD1FXdL8T6ILe9toL55YdJURz3MhypIHI39GPrigDoyQCASMnpS14/p3jjw/qWvHxJqmpTeaCYtM0u2dpGK/3yidWb0PSvU9P1GPUNLhv/Kmt45E37LhNjqP9oHpQBYuLiG0tpLieRY4YlLu7HAUDqa4fUbi78U2d3NdynTfC8JDidHIku0HP/AUP5mpbSd/HmsPMA/8AwjNodsfZb6XPOQeqLjj1NWtU0vVtX8QPa3yRr4ZgRZUSFiJZpFAO1gOqZ7cdBQAngTRRYW17qP2V7L+0JvMS0OAIowMLwDjJHJPvXX1z+h+LdM1pryGET2stiwWaG6jMTJnp17Gtt7iGOSON5UV5TiNSwBc4zx68UAS0VVg1C0ubu4tYLiOSe3x5yK2ShPQH0Nc54z1uWJINA0uYDWNSby4wOsUX8cnthc4z3xQB1gIIyCCPalqhpWnwaNpFvYwuxht4wu+R9zHHUknqa4/xJ8SrSzuoLLQlbVLjz0F09rE06QR5+Ykrnn0FAHf0VyqaxNrV9o2oaNdStpjSyx3UZgK5wDy27BXB9q6Fb+ze5Fst1C05BIjEg3YHU4oAs1j6kfEI1CL+zE082YXMn2hnDk56DAPbFbFYXifxDHoGltIu2W/mBSzth96aQ9AB6dz7UAZjeLtT0q98rxBoMlpZnH+nwSCWFAePnPBX8q61HWWNXRgyMAVI6EGuHlSTwz4EvpddvHv9QvUZnikYlTIw4jjXnAHt6VW8F+MXudMWS5ENvodjapEb+WQgSz8ZVc9QOmecmgD0Ss3TdcstWur+3tXZpbGbyZgVIw2O3rQNd0waUuqSXkUVkw3CaU7FIz15q5FJA4DRPGRIN4KkfMPX3oAmormfEvjGx0JPssJF3q0qn7PZRnLMfU/3VB6k1d8MT6rc6Fbza35C6g4LSxwfdj/2c5OcetAGzRWRfeJtI0/UILCe7U3kzBUgjBd+e5C5IHueK16ACiobq6gsrWW6uZVigiUu7scBQOprkNX8f2Q8PyXukSGSYTxwkSwODHvPDFMBmGORjrQB2tFZmgtqjaVGdYMDXhJy0ClVK9jg8g47Vp0AFFFISACScAdTQAEhVJJAA5JNYWg+JovEN7qKWlvL9ktJPKW6P3JmH3tvrisnWp7jxhM+h6TO8Wmlf9Nv0XIZf+ecbdCT3YZxWxLd6J4N0aC3Z4rW2jURwwqPmcjsqjlifagDcpCQBknArmIPG1jF4dOs61HJpEW9gkV2CsjKOhC9SSOwrO1/U5/FKQ6N4fvEjtZ0EmoXyMM28JGQoB6MwyOeg5oA1fD/AIp/4SLVNSjtLN/7MtGEcV6ThZ3H3go9B610lcNb6/beFbl7We4so/D0VpD/AGeYGDzSseGwq8t2PA70uufEeDSbvSrSLSb6e4v1WQRlNhRCcc5/i/2aAOxu7u3sbZ7m6mSGGMZZ3OABUkbrLGsiMGRgGUjoQe9YWueHE8Sz6ebyd/7NhbzZbIrxM3Vd/sPStvMVrByUihjXHPAUCgCQkAZJwK5qXxzoyWd7eRyvJbWindOEIjZ84CKx4LE8YrkfEepa54s1PydMt54vDNpl5byOcQrdsB9zcTxH1BIBrhr3xT4rurixY6Ppx0yynd7exjBKNEvWRskcAD5WIwSeKAPfdF1GbVdKhvJ7GexkkGTBPjcv1xWhXMaz4ystG8KwazMpV7lF+z2zkBndui/4+lXYfFOitHEJtVsY5mQFl+0LwccjOeaANqiqdtqlheWX222vIJbUkjzkkBTg4PPSs/SfFui65qt1p2mXguZ7UZlMakoOnR8bT17GgDQ1PUrXSNPmv7yTy7eFdztjP6Vzdnq/ijxFG72Wlpo9ochJr7mVh/eVB/U1pWeqzXvivVNKliRLa1iiZA6/NIWySw/2e31Bre6UAefHwZo2iXMuv+KdZudQkLqN93IViQtxgIDjk13VvaWtsoFtBFEMAfu0C8fhXG+KbuPV/Fui+G0SOaFZDeXu45VUTkKw6cmnr4+MviSGxtdPS50qS5Fp/aENyrBZSPu7Bz170AdtRWVP4h0u31u30d7pTfzqWSFQWIUdS2Puj61Ja65pd610LW/t5vsv+vMcgYR8Z5I6UAaNFcFc/Ei31SB4fB0J1m/R8Ou0pFGoPJZzgD29aZefFzw7ZXLWQeW5vU2IUtozIjSnrGrDILDmgD0Ciue1TxroejXtlY3t3svrwqIrUKWky3TIHT8au69rln4f0mW/vJdiLhUUDczueFUAckk0AalFc74NstRt9EFzq00z3965uZo5GysJb+BR2A9K6KgAooooAKKKKACiiigAooooAKKKKACorjP2aXGM7D1+lS1HNgwyA/3T29qAPjTSIY3ur+eSOMzJqduquCRty7ZAHpx+le//AAPtoLfwlcm3bPm3HmP82cMVGa8LSy067XxD9nd4rgalELQYZABuYHnoDyOO1e2fAORJPB12FhSNkutrlWzuYKMsfc0AesUUUUAFFFFABRRRQAUUUUAFFFFABXP+ItMudRvtGeGNmS0vFuHIcDgdsHrXQUUAeVfEfwXr/iDW3uNLtLSS3ltVhdmm8uTcrhhng5XjpxVn/hGfEh1MXkVhYxmbUWupVmk3YX7OI1GQOfmyfyr0yigDzu28Na6vwnXQpLO0XU4CnlxiUmN9kitksRxnBrFj8GeIbua0a60extpP7QmuppY5t21ZEK4XgHgnoe1evUUAcJ8PfB134Z+1y3sVrFI4ESCB2kLKvRmZufwHAruicClooA4q30u+8W6rNd+ILZ4NLtLkiysGAHm7eksmDzk5wp471V8VaFaaj4w07U7rSJ7tNPjwiqo2SO2cBtxwFUDOfU112r6LZa5bJb3yO8aNvARyhzjHUfWufuvAfhOKFhdoyREHd5t24GPxagDA1mHUYZNP1bxFpkN5b28rPBY21xHHDa9ArOXxvPv0HpWb4q1rVtZ8PTSvqej291HOn2SytLyOXJzw7seuOuOldDJ4I+Hd7Eoc2s8ajC5vSwHt96qdx4A+F1qivNa2aqzbQRMx59ODQBztj4bmttP0XUZL7S7q+067aeWxe/QRSM2cyM/J35wcdBjFdbHeeJPFGmtANS0a3EzLFNFp9wJnWMn5juPQ7QcYHf2qrb+A/hfcrmG3tCOvM7D+ZqeH4c/DxpDHZx28U/YwXhVx+TZoAk8Z+GddufDMPh7wa9lYWZRlnYttbbj7owD97PJrNg8N6rqWl6N4c13TbC2sISJriW3fhmT7oBOMsepwK21+GnhWx33bfakiWP5994+zA7nmo7L4f+C9b0y2uraGW5tmG6KT7TIfy5oAoaH4B1jQpriKwvtIjikuWl+0my33Kg8g5J2g9sYxV7xcdR0LwrLLcX1xf/aWS2upHVUSGJ2w0gVRgYBq8nw08NRnKW9yDnJIupPm+vNOl+G/hmeJoprOWSNhhle4cgj3GaAC58X+FfCulfZlvoDHZW4byLch2VOxwPXj86891jx9Lqn2PVb+ZLO2DifSdMhYtPdschGkKn5V9RXbf8Kg8Dkk/wBiJyMH943P60L8IvBCsrDRUDLjafMbI+nNAHD6fb65ZNZy6w0C+INQllmgtZiPKUH700rDrtHRegqHWZrTR9Yhvj4oTXPEsny22w7o7cnguFUkcDOFHevRJfhZ4QnZWl0wuwXaC0zkgenWoV+EPghHDpoqKw5BEjZH60AZPhPxBpvhvQbrdZX7XBuG+0TTSRvJdXDY2qMNyxyOP4e9c/quo31rq+oeXBLLrd+oN/PbwGVrSFuI4Iscb9uck13Q+FHg1QoGk42tvH71+G9evWpIvhh4UgZmi090ZjuYrO4JPqeaAMfV9Q0vS/AlloMcZa7uoQI7S9usMvQs0zhuAM884J4rnNEtLDSG/wCEb0nUbOy02UmTU9UkuY1ediPuRDPC9siu1f4S+C5GZn0gMzfeLSuSf1pv/Cn/AAOeuiR/99t/jQBxC6l4a13X4IpNSgtPDmirIklv55jLsOjEhsvnrxms+S7s5vEWma1oumafbaRp8peCBLmGG6nbHDOWOdh468n0r0b/AIU94F/6Acf/AH23+NL/AMKf8Df9ASP/AL7b/GgDft/FGlXGntcrfWZkSEzSQpco7IAMkHBriNE1i01LUJvEbvFqmstEUgigYeRZJ2Uu2AW7kjJrYHwh8DrnGioM8HEjf405fhH4KVdq6OoUdhKwH86AOE1C01fxTFca3cOlxEsf7oLciMTc/wCqjU/dT1c/Ma27Pw3HoehXWsard2M+swxtJZWnmj7NbED5VRMgE5xye9dAPhH4KAwNHAHp5r/40H4R+CmHOjqfrK/+NAHA3qWut+DP7cv7n7d4p+RYra6dFETBgDshDYO35uSMmoLi901LFI9IuZrjVtVDWlzf6herGYY+CzBFfCgYGAMeleh/8Kh8Ebt39ipn18xv8aqXnww+HOnJ5l7p9pbr2Ms5XP0yeaAOVufDHgPw9oFvEsUPiPXLgmNXFyWMrnklirfKo9+1VvAmhaims3CWN/8AYdLmjzdXaSYVyT9yAMTgDpuxmtaPQfhNJIUtdOedlYrmCKZgT3wQMVetPAfhS41FbUeCr6K2Y4W5eTCY9cbsigDrtCs/CuhB10yexE0pLSSG4V5JD3JYkk1tQalY3UQktr22mjJwGjlVhn0yDXJD4ReCRyNGUH/ro3+NWofhn4QgWJYtGhUR9ACevPJ55PJoA29XsrbXdIvNLa4AFxEUYowLLnviuMn8FeIbmxuZ5b6w/tWW5gdCsbCFUi4XIzkkjrz1rrtP8MaLpV+19YafFb3DIY2eMYyCQefyrYoAij3pAvnOpcL87AYGe59qzj4m0FWKtrenAg4IN0nB/OtGeGO5t5IJV3RyKVZT3B61xZ+D/gYnJ0SP/vtv8aAOibxRoIUldb00nHA+1p/jXlV5q3jHV5LhLnxB4eTT2zutPt0aGQEnCq6/MBjHJ5rsv+FPeBv+gHH/AN9t/jR/wp7wN/0A4/8Avtv8aAMyx8a6tBp0NpDZeGrZ48IG/thPLCjuFAz+tUr20lvvGVj4ibxZ4eEiReW8TzK62/HJiyeT9a6D/hT3gb/oBx/99t/jR/wp7wN/0A4/++2/xoA4/WtK1fxFrMlxZ3sV0zXYt0vJJYZIYLYAEsqg/eLdeM4rorzw/FBFB4etZ7a30a7Jl1S/NwqTXDn+FfqevoOBWpJ8KvBkmz/iSxIFUKBGzLn64PJ96YfhJ4KPXRwf+2r/AONAGHpWnaJ4U8Z3N/8A2vojWN2fkae4DTxBVwqJzhVGG/lVu8uk166eG98XaF/ZCurxNGYxO+OcElsLz3AzV4/B/wADMedEjP1dv8aP+FPeBv8AoBx/99t/jQB0a+JvD6qF/tzTjgYybtM/zrnvEdzpfiG6trG617TY9E2+bOqXaBp2DDah54XqTj0xTf8AhT3gb/oBx/8Afbf40f8ACn/A3/QEj/77b/GgBZre18XXrQ3Wo2Y0OymHl2ltcIwucDgyEdFzn5e+Oao6d8PLC21W6ubvXmubeecTtAGVNxByoZgc7V7KMCr6/CLwSn3dGVfpIw/rTv8AhUvgv/oED/v6/wDjQBAPCkOoeLLjX9dvbW8NuxXS7USYiiTHBYd2PrzWVfeFE1OOXWPE+p6Yl0InjsrUyKLW2c9G5+82PWtz/hUvgv8A6BA/7+v/AI0jfCXwW6bG0gMuc4MrkZ/OgDkNc0HT28O+G9I03WtDurPTcm6tLi/EaXDHuSpyQCScV1Xh28s7CQNd+IPD9rbIMR2OnSxpGOMZLE5Y9fbpTv8AhT3gb/oBx/8Afbf40f8ACnvA3/QDj/77b/GgCzrb+GNYmiu08SWtlqEIxFdW96gYDOdpGcMuexFZlyFv4TbXvxKgNs/Ei27QQuw9A68j8Ktf8Ke8Df8AQDj/AO+2/wAaP+FPeBv+gHH/AN9t/jQBDd6d4RHhK90HSvEFjYLdj57hbxHkJPUklsk1b8MaBo1gkN0ms2+oz28fkwSq0axwjGPlVOMnuTzUY+D/AIGBB/sOLj/bb/Gnn4T+Cz00WNR6I7D+RoAyNG8PSadDejVdW02yN9cTG4njlUzXKtnA3t9wY7DpjrU1ppHh7TPA0vhqHxTp8KSoVNykkSyMh6555PXmr7fCPwS33tHU/WV/8ab/AMKf8Dd9Ej/77b/GgCrPZeEJfBv9gaL4i0/TLdwqSTW9wgd1H3gSTnJ9aS18P+ALG10i3stXsrdNLuftUZjvI8ySYxlyTk1b/wCFPeBv+gHH/wB9t/jR/wAKe8Df9AOP/vtv8aAKGo+Gfh/rGpXWoahrFrNeXEyTCYagFaMoMKFIbgDmtC00HRjqthctqdvdaZp8JazSW780+azHc7Ek7uMAenNJ/wAKe8Df9AOP/vtv8acPhH4JAwNGUD081/8AGgDshdW56Txf99ihbqBnWNZ4i7Z2qHGTjrgVx4+FHg8PuGmsMADHnvjj8avaV8PvDeianFqGn2LQ3MQYK3mseD14JoA6iisPVvCek61di6vYpWlChcrMyjA9gao/8K88O/8APvcf+BMn+NAHQvfWcaOz3UCqhCuTIAFJ6A+nUfnUsc0UoJikR/XawNcf/wAKq8HlXX+yztkOXHnP8315ra8P+FdH8MRzJpNp9nWYguN5bJH1oA2qKKKACiiigAooooAKhuSBayk9Ah/lU1Q3f/HpNk4+RufwoA+OtLinlnvltbR2Eupw+Sy5IDKXbb8wyePUg8V7/wDBPRLjSfB7zXEZj+3S+eo3ZBBHXHavnE3UUVhcXMN+6XUepBkjb5sqVPzk98Y/WvqL4WD/AIomxY3Xnu1vEWGMbPkGBQB3FFFFABRRRQAUUUUAFFFFABRRRQAUUVxniDV9Ws/HOhabZX0Udvfh/Mikg3YCDJIbPU9KAOzorkvEfxA03w3qRsbi2vZ5EiWaVoIiyxqzbVJPuay7j4uaNBfXVsmn6nN9nDs8kcGUKqcMwPcZoA9BorzK/wDiYbpZ7eHTNW04xTW6faZLfIUuw4YdgRxn3p//AAmWpyfEH7KWuLfS47oWfz22YpDtyT5mflOelAHo000cELyyuEjQZZj0AqOzu4763E8IfyySFLLjI9R7V5t4x8fG78P63FoltK0mnsrSTOB5boG+YjnJHbiqGmfEPXdO8SXFrqlnLeWzwWr5iCpHavIOhJPQnpQB6RqmkXWqXIU6pcW1mEH7u2Oxy+eu/rjHaj/hGNHaRZZrNZ5VBXzJiXJz1zmuBl+K+rXFpcXGneGg6CGKSIyXSZ/ePsXcB0+YEY612tvq+vG2WW58OsjnGUjuY2IyOe/agDUg0nTrWPy4LG2jTOdqxACpfsVqRg2sOOuPLFYEfjaxjvRaanaXmluzbY3u4iqOfZuldGk0cqb45FZcZypzQBH9htP+fWD/AL9iqV14c0a8cyXGm2zPjBbZg4+o+lXpry2t4HmmnjSKNSzOzAAAdTXINdaj46SI6XO9joJYrPK8ZWW6XP8AyzPZSP4qAMLUvDcXiq8ktfDd9cW+nwsDPL5pktZXHHl7D17ZPSuqhv8AVPDem20OpactzDGoR7jTk4B/659cfStq3ttO8PaUsUSw2dlbpz0VVHck/wBaw9B8Zf8ACUalINJ0+V9JhJWS/l+RXYdPLB+8PegDf0/U7PVYDNZXCTIrbW2nlW7g+hrG1TX54/GGk6DYBXlkDXF4GHCQAEA57EtjFYmt6romlT6pq2i38Calpyebe2sbfLKvoyj+L/aHNWPAsSapFc+LpUA1HVARGjybvJiXhY/bkZPuaAO4orlx4nk0LQzd+LzaWU/m7FS3kMnmZIxgYznnpSeIPHukeHruKzkE91eyIJPs1tGXdU/vEdhQB1NZtjrmnalqF7Y2dyss9mQs4XohPbPrVmVTe2DLHK8Jmj4dfvLkdfrVfRtFs9CsFtLKPC5LO7cvIx6sx7mgDRoorgfHXxFtPDz/ANk2DrNrEyEgKCwgB43ttBP0HegDs5NTsY5p4nuohJBH5sqbhlF55Pp0Ncv4ee48S6+3icvcw6YkRgsraQFd/PzSke/b2rzW0hv9e0OG80y2b7AzGfWNR1CX7P8Abn67fURg88cdq3PBPxA8S+IfGa6bb21lNokSYkkhidBGAOCGbr7cUAew0VxN38RIF1jUNM0zTbnUZrJN0jxECMHGSC54GMetWPB/j7TvFmy3jBh1H7OLiW3B3BFJwPmHB69KAOuork/EvxD0DwvOlrdTvPfOQEtbZDJIScYBA6de9bmj6mdV0q2vXtZbR50D/Z58B09iKANCsPXfFNnoM0EE9veTz3AJijtoDIWx7jgVuVi61fyaPLBqEhZrHIiuAP8AlmCeH+g7+xoAwb7/AITTxIyxWQTw9ZEfPLKRJO4P90D7hx61oWHgHQrOcXM8EmoXYbeJ72QysD7Z4HWulR0lRXRgyMMhgcgisrxD4isvDmn/AGm6YtI7COCBOXmc8BVHuaAMy51yWLxzp/h7S7aPylha4viEAEanhBx0JOa6uvH5NZ1rSLnUw32eHXJlW5v7+Rd0NpCR+7iA/ifGAAO9W9M1zW/DmjWtnfXkmpeItbkMlt9o+RIExwX4+UAdqAPVaK5Dw94sn1nUzp1tFHdR2SKt9fBtqmQr0Re/IqrH46uNe1fVNF8Oac8lzYv5Ul3OdsKHoSO5IPbvQB3NFeRan4pPg/xBHa6hqGsa/erB59wLUKsMIxxlR6n3716La6yyeGV1jV4VsgITNLHu3bF6/nigDYprMq8swHbmsDR/GGm6z4dk1yMSQWiB2/fjYxC98ehrm9DtL/x5cpr+qma30gssum2sc21htb70gHXOPXpQB6LRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXGeIdavZPGOm+GrT93DNA91dS5wzRr/Ap7EnvXLW3jnVr6Kx1aVJohbtfubSHbsuEiGAGJORj+lAHrlFeRWHxFu11mDVNTE0VtLokdx9iVlKl3lCqwPbOe/QCur0j4g2mpaPq+oS2Fzbf2UxWeNtrFsf3SDg0AdlRXnmt/EOaHw9qMkGl3drfQmJVWTbwJcbXHOD16Vfh1648O2enR6p9uvp9TuCkO9FV4zjhWGfYn8aAO0orz5viaktnf3VnprSxwWz3EW5wpbY4R1b0IJqta+OL+x8S3+n6jBeTQzXfkQzpF+6tm8sNtLd8lqAPSqK8t8L+PJ30jT73WZrhmFhNdSskahJMSbQPXI4rq9K8Yxahq0emTafdWt1IGYCQAqQBnIYHB4NAHT0VwnjTXtWsnntLe3uoIN9uIr+ELgO74KkHqPX61aj+IFpK8aRadfsJzKtrI0YVJ2jBJCk9Punr6UAdjRXnh8aXXiXwxe3Gmw3Wkaha2g1CMXChlki+bHTqGCt+ldvpV5/aOk2l5gDz4lkwDkDIzQBcooooAKKKKACiiigAqvfZ+wXGMZ8tsZOO1WKp6rcraaVd3DjKRxMzDIHAHqeKAPiN7ZTpl2VlhZhdhVGBuIw3IPpX1H8GYvI8CW8RvPtR2o5P/PPcoOz8M4r5qt9Mlv9Du7pJYIrd78RkMPmB2Ow59McV9D/AAHt7SDwI72js6yzZk3DBDhQGH0z09qAPU6KKKACiiigAooooAKKKKACiiigArE1Dw5DqHiTS9aed0l08SBIwBhtwwc1t1iax4ht9HvooZ2wpgkuHAjJJVBzg560AZ+r+DJNT8RHVotau7MPEkU0EUaESKpJHLA4PNUJvhxGy3cMOqyRW0xYxxeQh8os24kMME/N0zke1a+neMbHVNCu9Wgs9QWC2XcySW+2RxjOVXPIxWanxR8NyWT3Std7QqGJPs53z78hRGvVuVYfhQBV8SfDmfW9SkvYdckgaQwNJA0IaNmixtbqDnj171DqnhTxA2m6npzPa6nb6rPuwi/ZzaE8792SW5A6DNW9N+Jlhq+v6XplnYXZF8kpaSRdphaM4KsP89RUHjX4ixaBdraWfmmeG5iiuGNsXjAc8Lu3DDY570Aat14IsZPCA0aBRDPHaNbx3A+8Cw5J9cnnmvK7Dw94nImtrvU7e3NwYYHnuoyUdoGyBuB+VsAdRgjvXcWPxY0mMJFdy3V7LPNIsRtLIgBVODuG4njuay7nx9okHiia4t/tl3p95Bm9t2i3pgEqroM9SeCCORzQBqaT8LIbH7RIutSSpdJ8wEK4Zg5dHJzyQTnsOK77T7aWz0+C2muXupY0CtM4AZyO5ArytPGqeHLp20uC/wD7JIM7W97GFWMBkTELbuE+YY4I9OK37v4p6NLbXNvprXD6sgkVLYQb2DKpOSAcFeOoNAHdTxxSwss0ayR4+ZWXcCPpXk3iXWfC+pxXthod3eWV/Kdtw9tb3A+QdcBVI/HFdnP41tdJ8GWHiDVoLlUuFjDJFDlgzdPlzxzWbP8AFbw5Dcw2q2+oveTMYxAlpmRX/usM9cc0AeQW+mWUObjWk1XVoXiSKK30uG5j9t7CRcNn6/hXW2fjLTra+ltbfxd4hslQLGsF3pgkwfRQFyPyrs7H4i2iWFq91b3tzPcyzLGsFnsI2HlSpYnIFVLzxfoWv2zXkVnqtrdWiRT21wlqPMIkYgFRk5Ulec8YoA4DXNet9QvrUv4yuNTsozuls72xmiR2HTPlpyPUGtW58fJc+E20/wD4SKGG9kmU/wCjafPFFHCOqLhCefWui074oQmRbPULRw0kbGLUI7ciLIYoS6k/KAw5wxHvRonj27urzTprh4LiwuraeUCG02OzRHnGXIxQByelaz4StvEEV9cX0cdmIk8y2gsZ23uueCzLkpznnJzVvR/F/hWx+IWqa1dalP5Ey7rOCOCUqpOA7FdvDHA7Y5r03TPFem6xMsdnbXLg2wufM8obApzhSwP3uOlcTZeO7K88YDVZtLvIlj0yb9ysYkcoJR8/HAHyNkHn60AUF8Q+Ebjx3Lrt47X8UpRrYzwzbrcqpHyIU2nJH1zWT4i1XSNb1OSa51W1ETzFor77FcC6jhY58tdqgHHTknFeoax4ytrTwvp+t6XatfxX00UcO0AAB2AJOTxjkfWqGh+Ntr3sGuQzK0d3cIlwLcCIIhPykgnkAUAJH8WvB8FsqC+un8tAB/ocuWwP92mJ8ZfCTRljJfK2M7TZyZPt0rRn8faRb211JJaXKywLG3kuiqzh/ukZOOaWLx5pkt3YW66bqW67C/MLQlYic4DkdOlAHKaz8WLDULmbS7a4vNKg2gSXktnIZMEZ/dqAcH3bH41jxa54MN4dP0T7daxMoe/1IWksk9yoByoJUkZ/iPHXivT9Y8VWOiz3Ud3aTFreD7R8iqd0YIDMOexIrPHxE0ZL6e2eyv4xFLLD55tx5bNGpdgGzzwpoA5jxKfDXiXw9YaPbXOtWGnW2CsUGmTMsigfKDleQKdFPo+j+G5tM8Pz6va3NxIpnvJNNmaRl6HHyYBxwOOKs6f4/lTxJqk9+bgaaLWGS0hNt5bHezberEHIHJyBxWxpvxQ0LVtRtLC0ttRe5uclV+zfdAOCTzwAe9AHMahD4euNKstGs7jXLPSlZmvY4tOnEl3kfxPsz161s6bqPhPSNXOoWFtq8BNqtr5K6dP5YVTkHGzr75q/4s1XxJo+qWs+nSWM9u8iRrppQ+dcZOGYNnjA56Y9a29Iur+TV9Utb6WGRYWjaERJt2o27g8nJ46/pQB5JeWPhvS9YvdWtvEmu6Ut7P5rA6U7Yb0DOhPrXR6X458CabOt0+qaleXwUqbm5gmZiD2wFCj8BXSXXjm2ttTvdPk0y5ae1nii2gqS4cEhwM/dAByarr8RtJa1kuf7L1IRJt+d7bYmGzglmIA6evpQAz/hb3g7/n+uf/AOX/4mmTfFfwVcQvDNdzyRuCrI1lKQwPYjbR/ws/RWmRY9M1KSIwi4adbbKJGTjdwTkZ44rasPFNjeaDd6vJbmC2tsk5KsWUDIIwcc+lAHCRa3pPk3z6F4l1m002UYWGLSpJEtccnYSvy/Q8DNX9CvvDdhMmo3k+t6xqO3CXl3p0xKr6IoTav1HPvV7X/iNb2mmXkVnY3cOoJbxziO4hC7Y3YLvwDzgnpwc1ZTX5vB/hm2bWnutQZkZoXEIRwiqDiUs2N3vnntQAit4P1nWf7Xmsrr7VGVP7+1mRWYdG2lQGI9ai1PRvDmq+Jf7auL6/3NEsMluqOI5FU5APy5x6gHmtA/EDS1aMfZrtlcQHfGisAZhlB1qzp3jbSNT13+x4RcC5Kl1JiyjAdfmBIH44oARZfDcUlxLBE0MtxEIZHihkUlQMAcDjFYz654W8EeHF0y0nmgMqOIpHtpZC8hH3nIXJOcZrvsD0pCqnqoP4UAeOaRceB7DwudJa61N7rcs9xfJYzeaZFIO7JQ4HTg5HStSfxL4P1DQDpF/qWt3tvNINzyW0weQg/dyqDjjpXqG1f7o/Kk2r/dH5UAeXW8Xw7tblzFo2pBnXmJrO6ZcdM7SMUzTn8MabfFrXUfFf2dV2/YjBcGJVPQAbMgfjmvVcD0FGB6CgDjLTxX4dspC8EGtbmGDvs7pxj6MDWvaeLNLvIy6G7jAOMS2kiH8itbmB6UYHpQBl/8JFpv/PWT/vw/+FZcnj7R43lUQ6lJsJAaPT5mV/oQuDXUYHpRgegoA4c/FjwvFhbqS/tZsZMM1jKGX6/LSf8AC3vB3/P9c/8AgHL/APE13BRTyVB/Cjy0/uL+VAHD/wDC3vB3/P8AXP8A4By//E05fi34PYMft842jPNpLz/47XbeWn9xfyo8tP7i/lQBw/8Awt7wd/z/AFz/AOAcv/xNOPxb8HgKft8/zDPFpLx9flrtvLT+4v5UeWn9xfyoA4qX4s+EIpCh1CZiMcpaSkfmFpn/AAt7wd/z/XP/AIBy/wDxNdx5af3F/Kjy0/uL+VAHD/8AC3vB3/P9c/8AgHL/APE0f8Le8Hf8/wBc/wDgHL/8TXceWn9xfyo8tP7i/lQBw/8Awt7wd/z/AFz/AOAcv/xNH/C3vB3/AD/XP/gHL/8AE13Hlp/cX8qPLT+4v5UAZ2i65Za/ZNd2BmMIbbmWF4yT7BgCa06TAHSloA5zU9BlfxNaa/aMWmiia2lhJwGiY5JH+0KoxfDvS7cwrDcXSwxPMfK3AhlmGHU8dCea7GigDz22+EGhQweVJe6lP/ov2UGWYHagbcu3jjaeldDZeD9NtNMv7KV7i7F+CLmW4ky8gxgdAAMDpgV0NFAHB6j8Mre+0WXTV1rUFEjxt5sux2UR8qo4HA981D438M6xqX/CLxWRubn7BdB7i6jkSOULtxuG7jP4V6FRQBw1x8MNMe1ht7S/v7NEgkhkMbKTMHbcxfcDk7gDxirEPgJY9R8+TWr6e280TtbSbcPKECBiQB6Zx612NFAHCWvwxsYrOOzuNQubi2SxezCMqjAZ9+4e4OPyq7o3gVNL1W11O41nUL+7t0aNTO4ClSMAbRxxXXUUAct4g8ISa/LdCTVp4LadYsQogOx0bduBPr0rNb4bqVSEa3eLa2yyCygCKBbM4ILg9WI3NjPrXd0UAedr4Av9MiWOw1aW4EtgulyLNGqosIz85xySAWxjuRXcaXp0GkaVa6fartgto1jQewFXKKACiiigAooooAKKKKACs/XIRcaDfxFEkV4HBRxkMNp4NaFY/iqCe68KarBbLunktZFQZxlipxQB8o6DJBb+Hrq3kKCZNTBY9tvlSDr061718C1kX4cxLL977RIcH0J4/Svniz85fAV6kUhWcalGdoYAgeW3Przz+VfQ3wLsTZfDqLzFUSSzPIxHcHpn8KAPTaKKKACiiigAooooAKKKKACiiigArm9c8MS6xrEF+t/5KxW0luYjCrq2/qTn+VdJRQByug+EZ9C8O32mQ6mzS3Ls6TeUoEWQBhV6YGOlYMfwsbbAZ9bkeW1ghjtJEhVTE0TFlb3+8wPrmvSKKAOKsvh5BYazY6tFqVwbyCSWSZ2VSJjIctxjjkDpT9U8Bm/1S+uodXubaG9Mck0CorL5iYw43A44FdlRQBxGjfDex0fVU1FdRu7iUeYGEqoQ4k+9njNRy/CzR5ofJN3fLFGc2qrLj7Od27K+vPrmu7ooA8l1zwJHoeqxai13fTaPNA9reKrD9wGbcJMY4UHHA6YFbWpfDPTNfhjum1e+a4J3LdRSKCVK7SowMYI/Wu+dFkQq6hlIwQRkGufOhT6M0lxoMm1GO5rGRv3R9dn90n8qAOQ8WaTrOjeCTo0ckuoWCPEsdx5QeaFFYE7uxxgHOM1d0fwDZNrtl4kttba5uxK1xM4RdspZdvQfd4rrNN8QWeo3L2Mga3v0H7y1mGG98f3h7ii40GL7T9rsJDZXXG5ox8sgHZl6EUAYUXw8gMkclzqNw7xtcspQBOZ+GPHoOlFz8ObKa0S0hv7qCFbWC1+QgkpEWIBz1yW5+lQ6/wCMtb8H2yTapoMmoW2757uwb5VBOBlTzmut0nU4NX02G9gOFkUMUJBZCRna2Oh9qAOd0z4fWGl6mb2O6mkJt5LcQuieWFdtx+UDHU1yV/4bu/AFzbahabtRsIkkiihkCqIpJTyDgcJn8q9dqhq97p9jp7vqcsaWz/IRJ/ET/CB3JoA53wpo1r4I8HTNfyww7i9zcujlkTd2UnnA7VieEPh7bJbnWxdX1te3Zl2lnDFYHY4TBGMc7vxpNEt7+91OLTr2Kay8NeY0llDP9+4wf9W+f4e4HWvTAAoAAwB0AoAwbjwnp0nhVPD1tvtLSPZ5ZixuQqwYHnvkVhXfw6e6kSN9aneyNy91LA8KZd3BDfMBwPmNd5RQByM/gWG6tpUuNQmlmaJIFleNDiNTkKRjDfjVi28EabarGqTXY2IikLMVVtjbhkDjr+nFdNRQBzHiXwZb+JZWllvrq1Z7c2z+SR8yFlbHI9VFVj4FFwsa32sXdwFlllZdiKGLqUPQf3SRXYUUAcPJ8N7ea1NvJrWpELDFDE4dQ0YjJKkEDryaXQ/h1BoHiK21a31O6lMMDQsk+GMm45LFuuc129FAHI6l4Ll1PWLu9fXb+GOcIEihIHlheoViMgHvitPTtEnsNf1HUjfvLHehQYGQYTaMLg9f7351t0UAcbH4bvNY8XNresW8FvFbwy2kEMTbjNGx+9Ifp296ij+G1mll9kfV9UliQBYFklBEK88AYwRyeue1dvRQBwVp8MLexUm313U1kFp9jifeoMcec8YHWtTTvAml2Gj6npzPPcJqX/Hy8jcscYyAOB+FdTRQB5/ffDMXOmvbxa1crcvClq11Iiu/kIcqg445wSepxWtr/gqLxLp2n2+o39x59oGBliwvmbl2tlenTp6V1VFAHj9n4J1/w54pePRrQXNo6RRxXl9KJdioMHIPT2ArqLf4d/Z7m/lTXdRUXC4gRXwLUk5Yp9a7iigCOGPyoY4y7PsULuY5JwOp96koooAKKKKACiiigAooooAKhl8/fH5Xl7d37zeDnHt71NRQAUUUUAFFFFABRRWfqur2WjW6T303lo7iNcAkkn0AoA0KKQHIzS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXAMbBumDmnVQ1rUo9H0S91KXGy2geUgnGcDOKAPMvEzaPpPws1C90kJcu0hi89o1MqK0hznPOQpYDvXW/DizNl4RgQMDGx3IQ2eP6fSvFdT8d22s/BrUoP7KMUzXyo0kZAUOxL7vp1H417V8N9QW/8IQgRlPIkaE85yVPWgDr6KKKACiiigAooooAKKKKACiiigApjSImN7KuemTin15z8RxcfaYri3hgu0gtZBc2zylJPLbjdH2LCgD0ITRmXyxIpfG7aDzj1xUleMzeKxoJNxptnFNJa6FA8V5cE+ZsZwCsgHXHJ/CrN14p8YzNBBb6jp9vBI0zx3DxYmkjRM8xk4GSeOe3OM0Aeu0Zry+DxfrUusabbvexKr2sQk8uENGZHiLFmYkEcgYA96yNL8U+IvD/AIOfUby/t7mCSze5jlZM7ZjJyh+bJ4Ptj3oA9norybWvGfifT47jVLaexmsPNghgj8vPzOoLMzA8KCfSuj0HXtWvJbAXup6UDPcyp5MYYtKirkbDnGQep6YoA7aiis2817TbGSKKW5VppSVjjjBdnI6gAUARa14estcETzb4rqA5guYW2yRH2Pp7Vlf2rrfh66ZdbjF7phGVv7aPDRezoMn/AIEOKmn1jX7mxaXT9EW3Yk7W1CcRgL/eKrk/hXNXOo3s7/YdT12TUbuQESafocYQAe8pOQPU5FAHeWuo6bq9n51tdW91btxuVgy59K57UrXT9AvXv9P1i10uSYZktnx5U7cnJUchuvIrybVPBdrPqraZpbtZzSbnW2sriWefcQDmVs7AM9epxXbeAtGsvCd6ul+IreAa3cSl7S4k/eh12j5Y3b5sjBJHHWgC8/xB1dkhUeH5LeNpTHJqNwSLVF7ODjJBGO1b+naFBfzxarqOojVpQAYsACCMj+JFGefcmujeNJUZJFDowwVYZBrnbvwqbdprrw9dHS7tgPkVd1u5H96PoM+owaALXim2mm0dp7S3We8tHW4t0Y4G9TmtW1nW6tIbhRhZUDgHtkZrF0rW5ZZk0nWokttW8neyx5McgzjKN3+nWtPStPXStOjsklklWMsQ8hy3LE4/DOKALtFFFABRVDUtZ07R7aS4v7yKBIxltzc/gOprAn1fxBr9vD/wj1mLK3lIJvr9cfJ6pGDkn/exQB11FZGk6ZqFmFbUNYmvpAoBBjRFz3OAM/rWvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVU6jZCRozdwh1OGUuMg1arzO61DQx458TvqQt1it7GOIiSIMzMcklfU9OOvSgD0sEEZByDQCD0Oa8I0TxR4l0a503RZJ5ltoxbKPOUbtkjt94nLE7SvTp3pmnax4stbVLDStYkWTypr6Zr5FJX98V25xknAJx15GOKAPe6Kx9FnluZbyV9TgvE3qEjhx+4+UZVsc5zzzWxQAUUUUAJ05pvmJtzvXHrmuS8f6sIdAu9Ls9St7PU7iL92Z5NgCZG45PfGR6815dZW1jf6pbWNpour6hacCVbbVpGjjOcb2yAB3/i6dqAPeJ762t7OW7kmQQRKWdw2QAOtcToLT+JNVXxhrBay0+3DJptrK20bTkGZs9yDgD0rOs9B0+XUB4X0eeRdEsJ/tWpeZISXc8qiseCuRyKh8beJ/D2p6nBpVmYL2+tcgec3+hwk8ZkA4cgdF5oA9Os7211C2S5s7iOeB/uyRMGU/iKsV4nreqaDoXh1fCema/MurPcB7p9NG3aQcsOoWMcgdvfvXReD9Wk8LfDt7/WdUk1KRrhlhUSGVyxOFiDfxHP4UAbvjjX7rTrKPStIjebW9QzHbIn8A/idvQAd63tHsW03R7SzeaWZ4owryStuZj3JPfmuHtpH8JaVfeLfERaXWdQIWG3Uk+UGPyQpn35P41U8LeJfFa3er2Or3Wn3t0lk13AsPSFgeI3IGOh/SgD1KivF/CXj3xtqcumXd//AGVLBfTALZQgicxZwzgZ4A68+9e0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVi+LoRceD9YiIU77SQfOMj7p5rarE8XXIs/COq3BiEojtXYoTgHigD5LtPOX4VaoscgVDqsQkGQNw2Nj6819KfCgKPCcu3OPtcudw75r530zTWufhtIwlVWn1UvGMZ/1cJJz9dwr6O+GSSr4duvO2eYb2YsEIIB3e1AHa0UUUAFFFFABRRRQAUUUUAFFFFABWPq/hfRNeuLe41TTYLuW3z5RlGcfh0P41sUUActq3w/8PasZ5GslhuJoRA00XB8sfw46YxxjFUPDnws8O+HnM4tkubrzFlWWRAPLZemzHQHuK7iigDOm0LSbho2m020cxMGQtCp2kdCOKqt4Q8OSW32Z9DsGg3mTyzbrt3HqcY61t0UAUbTSNOsIpYrSxt4I5f9YscYAbjHPrxVHU30HQo7S7uoII2g/dWoSLdIM8bYwBn8BTtT1t4ZxY6bbfbb8sA8athYQf4nPYe3U0WGgxx3KahqJW71QA/viDtjz2RT90UAVhDretvcLdsdL091CxpC4Nwxzkkt0UEcYGT71qaXpFho1otrp9rHBCDnCjknuSepPvV+igDy34pDU7WUXstve6jpXlbEsrRmCGTuZgvLJ9PSuBvJvGut6JaW9vqvhnStMMfy2kNyLcOuejK3zfyr6PIBGCM1maj4c0XVgBqGl2lzjgebEDQB4Hd6b4t8N+C2SGa0gs1kWU3FjqbZjUt8xAUcqc8nkgV0XhHT78xQXf8AZul61fROJba5l1tpXjJHGQVODj2FekS/D7wpKFH9iWibc48tdvbHasWf4NeDpbsXMVncW0oOc29y6c5zng9aAL8OreOQE8/w1ppPO/ZqBGfplKnt9Q8aSDM2h6ZEQ2CPtrHIz1+52Fa+jaSdHtHt/t93doXLIbqTeyD+6D1I+tadAHOanZ6tq1lLbXVhYhW5jdLpg0ZHRgdnBBrI0nVfGGo2X+hx6U5tne3lluDKPNZTwy8DIxwT3Oa7qq91N9ksppkhaUxoXEcY5YgZwPc0AcTI/wAR7S2mmu77wxHGq58x1kVU56kk1z+i+LviTr0OoQ2mkaZNEjPFFqIZokY44ZAclh3B6V1lpo+p+KFF34mHk2Em14dIHRf+upH3znnHQV10MMdvCkUKLHGgwqKMAD0oA8k03w34w06+XUX8N6Rf6qeXvr29Z5C3t8uFHoAK6y2vfiFM+2XSNDtlC9WuZHyfwFbF14gFv4rsdCS2MslzC87yBseUq8ZI75NbdAHP6fceKWgb7fp+mCUOQPKuXwV7HlTTr6TxQ8KCxt9MilDqWMszuCueRgKOcd61bq+tbERm6uIoRI4jTzGC7mPQDPU1ZoA888Va14/stV0+z0ey0hvtu5VEjO2wqMsWPAxyMcUl1ZfFW6tHhXU/D9u7rjzIopNyfTOR+lehkAkEgZHSgkAZNAHjy+Dvi4oI/wCE1tTnHVP/ALGt54fivb2ZK3fh25lReAYpFZz+eBXd3GoWdpbfabi6gig/56PIAv51gXXjS1eBf7EtLjV5pMCP7OhEYJP8TngD86AOY8K+JPiFrdr5xtNCciV4p0dpI3tnUkFWXnOev4103meOv+ffQf8Av5L/AIVN4W8PS6Q+oaheyrJqOpyia5EYwiEDAVR7Dv3ro6AOW8zx1/z7aD/38l/wpXfxu1lOqw6IlyQPKfzJCqnvkY5/MV1FFAHBeR8Uv+fzw3/35l/xo8j4pf8AP54b/wC/Mv8AjXe0UAec3f8AwtqEA258N3B7gLIuPzNNRvi40G9h4bWT/nniQ/rmvSKKAPOyvxYEakSeGyxAyuyTjnnv2rQsX+IqK6XkXh+Rg3yurSqCPpzXaUUAZWjnXGEx1pbFTx5QtCx+ud1atFFABTPKTcW2LuPU45NPooAbtUnJUZ+lNWKNGZljUFjliB1NSUUARRW8Nvu8mJI953NsUDJ9TUtFFABRRRQBwOt6R43v9WM0I8My28ErNaG6t3eSMHpznrjHSop7T4ovbSxpd+GwXUrlIpQRnjI5r0OigDyWx8OfEbSNGOkWsPhmSzZW3hkk/eE9S3PU1a03Q/iJo0aWOm2/hS2tAM5jgkAz7jOT9a9QooA8xt/CPiOK4kvLrRvBst2z7xOLZ1IPcn1NW59D8b3muWepXLaG62aMIbZTIE3NjLHjk8DHpWn4nuLrV9b0/wAOabMyESpdajIh/wBXApyFPuzAD6ZrrwMDFAHF6np/izWbF7LUdN8O3Ns/3o5HlIP6VBa6P4t0y2aDSbDwzYxtGVKRpJgt2J4GeK7yigDzS08PeO9NuZbjToPCNpJL/rGitZFZvqQfWr3kfFL/AJ/PDf8A35l/xrva57xF4l/sqSPT7CA3us3KkwWqnAAzje5/hUetAGGbz4nWzKh0zQLvA5kWeSPJz6EGg6l8TG+UaDoaZONxu3OPwxT/AA8+vxeLFstR12O8kFkJr62CALE7MQgTHTgHOetd1QByRn8eiVUFnoJQgkv5svB+mK07abxIIB9qs9NaXuYrhwv6qa2q5vWPCbavqEt0dc1W13RhEjtrkoqEfxADgn60AaHn65/z42X/AIFN/wDEVHNN4hMTCGy08SY+UvcuR/6BWLNYeL9EZp7DVE1i1jUE2l5GFlc55xIuO3QEV0Gi63Z67Y/abNzwxSSNxteNh1Vh2NAGMjeO1tVVo9Ce4ydz75QuO2Bj+tNuP+E9YyfZxoSAxgJvMh2v3Y+o9q62igDjtQX4gymH+z30GACMCXzRI+5+5GMYHtVH7X8T1Zl/s3QGEYHzedIPNOe393iu/ooAx/D0+u3FrM2vWdraz+YfKS2lLjZjuSBznNbFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc944dU8D60zDI+ySdz1x7A/yroaxfFlwbTwnqs6mQFLZyDGMsDjqBQB8taZn/AIV9afvAB9svfl55/cJz/n1r6K+F8LxeD1LR7PMnkcHj5gT1rwXQ44n+FCyydRqlwM99pt+f5V9DfD9oG8KQi2kZ4VkdVLjBA3dKAOpooooAKKKKACiiigAooooAKKKKACsrVPEOl6LcWsF/dCGS6cJECD8zHtWrXCfECS2uL3QtNntbmVZ76NpDHExXYD3YdDmgDq49a0+XWJ9KS4H22CMSyR4I2qeAc1d82PZv3rtwDnPGD0rwzVtJ8R6Sdesbya7nidraK3vI9zuIDLnJxySOmKLnTb9NCmtbi11MzW+lTwKH8z55RP8AucAHrtzj2oA9zMiAHLqMdcnpXP8AjLxRB4W0Q3TMn2iV1igRujMxxnjsOteZeKNKn8u8F4mq22nSS2izfYy7SBjF2yeRuPIp+t2UlpceGTqy3H9nW8ECub0ndnec7v8Aa+5mgD1Xw/YrYaf890bq5nJlmmYAM5Pt6DoKvWF9FqNoLmHIQsy89cqxB/lXlklnPrGv376RbXS3MGtKWuFlfYIlALc5xyO1Zmt+GvE99q0d3HBrMVo7OscNhL5ZDeYSGkBIwCD19qAPb8ikV1YAqwIPQg9a8OttC8WR61rkM0GurZXMTwJMsm5lzKuHHPzELnoOnFK+i6to9vY6ZcW+pX0C2UkdtKLr7O6Tea5DMCcjKleT0oA9vMsYYqXUEDJBPNVdR1S10yynup3JSBSzrGNzY9hXiPiy+0zWvEuj2kZ1Oa5Fi8d2LB3Z/MAwm4rwwDdxWJaeFtfnh1Rjomq3upLAqpLNdtGC4+8wXqx6cdKAPo2G+tp4I5VmQLIoYBmAOCM8is+HxTo1zc28EF9HI9xK8MRTkM6feXPTIxXjDfD7xAbxr0Wt2J2ksyF+Yqo480jLdRjkVJZeEtR0yextkur61uJtbdodMcBI3hU5aTIyQNnHX2oA96VlcZVgR04NOrmvBFmlnoDIltdW265lYx3LlmB3nkE9j1FdLQAVg+IL690qez1GJZZbCIst3FGASFI4f6Ketb1NdFdCjqGVhggjgigBI3SWNZEYMjAFSDkEUrMEUsxwoGSfauNbSvEHhYH/AIR8R6np7Sl2sbh9rxKeojc8EDsDVTUbrxZ4rVtLttHk0bTpjtnvLmUebs7hEHc+poApWfiBTqWu+MEtxcW7bLHTAp+a4IPIHsWrrtD1gSsmlX93C+tRQCe5hjP+rDHj8ulchr9imjeKPDNlYWv+h2cMjW9qqnbLOeF9sjqSagisde8G6f4n1PUYrKY3vzx3EZLStI2AEPH3Rk4oA0J7vT/FPiR9VvJVTQvD0pRWf7st103e4UHA9zWtpUt94bvp7bW9WguLK6uANPkkb98zOSdhHoOAMVlXHhx7BfCfhayikk0xZWuL2QgHeEG4Bvq5H5VFqWgeJ734iT6lbRWT2tssYtXv1JSMbfm8sDkNu6n2FAHpFeU+L9V11tf1O0ttXudPwYbezt44wVmaQffz1wOc16Vp0d/Ha41GeKa4LE5iTaoHYc9ceted+JbHWv8AhMZPFkNqfJ0YpEkTHi4iPMjj3GeKAOl0HwFo+jadFDNEbyYIPMkuGLhm7kA8DkmtXRtX0jUxcw6TNFIlpIYpFiXCqw6j0rF8Zaje3ngwTeH/ADZ/tbIhktuZEjY/MVHrj8q5jwF4W1XQvD2rXSW95HrSRywwW9w4EWOqkY4J4GW70AerAhhkEEe1LXi1pB48XS9Gbw1byvp9pMXuVurgJLdydXzu+6m7cAK7jTbnx7fNG95p+k6dH/GpmaV+vbAx0oA7GikGcDPXHNAIIyDmgBaKKKACiiigAooooAKKKKACuTl8cwwX2q2k2lX8cmnwmdtyjEq9inrmusrz/wAZ+HNR1Lxr4e1Oys3ntbYst7tlVd8ZIIUgnnkZoA6zTdaivbGK4uYmsJJAWEF0wWQKO+M1bS/s5FDpdQlSpYESDBXpn6V5x4o8Hatqvia6nhsg8c9xaSRXJlHyIhPmoQTkAj061SuPBGrrZTWEWmB400+5tlkWVVDM03mJgZzjFAHp97qlrZQJIzNIJG2RiJd5ZvQYrn7bx1Hc2hn/ALG1CI7wqrKgXcpONwJPbHIrQ0eyXRfCqpYadJBKIjILUtuYSEdMk+vvXH61ouuaz8PbDT30kjWY7pWOWXZGQ2WbOcYwcUAdTF420m51XT7Ozk+1JevJGlxEQUV0BJU++BW4t/aOgdbqBlLbARIMFvT6+1ePXPhfVLDRtP06x0KWC5gur0m4t167o2CNkdM7gP8AgNJ4M8L3diRc6h4Pv33TW6iOa4H7uQA7pQuQABxz1NAHtdFFFAGH4nutbtNOSTQrWG4uDKquJc/KhPLADrivMPH/AIj8Q6TFPPaeK0a7iTLWtlADHGOcFmPOSeMV2+o3eo+JfEt34es5lttMtUUX06kiZiwyFT0GOprPtrC3W6nvLPSJH0rSiYIbOKFS15Lja0hz97b059zQB5v4R1HUrOOe48P6zdahrF0FN4ZIUMZY8jBbnCgnp6Gu98J/EmSeKytdXuoNRvrubyk/s6FtsY6Eueg5rH1jSdb1TU9M1HV/Cn2KytbhZYYtKVXuTjorkdF9R7itKHw5r1/rLawuiW+gpZq01ultJulunwcK4HygHvxmgD1EzRDdmRBt+98w4+tUbXXtKvtQlsLTULee6iXc8Ubhio9eK8E0vRtY0vVjrPjeXVLTTtQBaeGEtKbh92drqo+Qe1er6Hd+HoZGu9C8PXiS4WAlLFoyFPPVgOO5NAHQ+Idbg8PaLPqNwGYRgBUUZZ2JwoA9yRXP6LpVz4a07VPEmrqb7WroebKsC5KLgbYU9gf1p3je2vE1HQNXhtZry00+5Z7q3iG47GUjft6sVOCAK07/AFnUJ/Ct7f6Nptw16Iz9lhuI9jO2Bg7Tzjnv6UAc94eFv4Wa61vxReRW2r65OGaInPlAD5Yx7Ad6u6L8Q9OvWhg1IpZ3d1KwtYQS3mR5wrcdM9a5fWvCcv8AZMemNJPeeJ9b2me6lbiCMY37D0QAcADk1zek2liiX2gXmr/2TpmnTtEWjU/bLvjAZiRlV+lAHvUFzBchzBKkgRijFGzgjqKfJIkMbSSMFRQSxPQCue8EWGj6d4XtotEd5bU5YzSZ3yN3Zs85rkfEPijSfEWsXWnSX9yumaWy+fFaqS17KSQIgRzgEc+tAG1oWpX3i3xQNbs5zH4btEaG3HI+1yH7z4/ujGBVK31rSdA8b+ItQlmFtpsggSWdjlJLjkEL742g4p+qfa5NEeXVt+g6JbttSxtcebcKMFeV5XJ6qBnivM7m01Pxb4vsI7RFggs2D3cBx9mtFDcDceHbPJ568UAfQMuq2ME1tDJdRpLcnEKFvmfjPAq2zqqliwAHUk9K8beyurjXW0Dw1dx3l4V33+uXTAywhj92IfT06Va0Lwbd65JfaTd65e/2Jpl4YfKWU+bdOACzSN1A5wAKAPWHljjhaV3URqu4uTwB65rkLPxbe+ItcSHw9DbvpEeDLfzMdspzgpGB1I9a5TxN4as9S8W/YrbUtQt9OsbZZNTC3LeVFCq8R7e5YdT6A1x2oa/bDVLHU/Bkdtpuk6PHJIJZS7BgRty6Z4BYgDuSc0AfRrOqKWdgoHUk4FVbLVLPUmnWznWbyH8uQr0Dema4zwvY6l4wsote8RXEb2V7bo1vp0BYIg67mPBLfpXdQW8NtGI4IkjQfwouBQBLRRRQAUUUUAFFFFABRRRQAUUUUAFY/ip2j8K6my232ki3f91u27uOme1bFYvixI5PCupJM+yJoWDtnHy9+e3FAHzdpTRz+FbWwKeX9o1W75Y8oPJUHIPXr+lfQPw7kWfwTp9wjxsJlMmIxgKSeV/CvBdU+zWOZ9OaOS1j1K+aBt/mbl8lCCW78dq90+F80c/w40V41RV8gDCevfPvQB2FFFFABRRRQAVDLcRQNGJG2mR9i8dT6VNRQAUUU0uqkAsAW4AJ60AOooooAKKKKACiiigAqlqWk6frNobXUbSG6gJzslXIB9R6GrtFAHH23w80/Tru5n0rU9U05LhxJJDbzKULAYz8yk/rWmdAu/tDy/8ACQ6nhgAU/d4BHp8nFbtFAHL/APCGbzifxDrk8ZPzRtcqoP4qoP5Gro8JaD9r+1yabFPcYCiS4JlIA9N5OK26KAM3+wtN/tVNUFsFvEQRrIrMMKO2AcY/CtKiigAqPyY/PE3lr5oXbvxzj0z6VJRQAUUUUAcZqXhzxfNqVxPpvjEWttK5ZIJLJZPL9gc9KXT/AA54ujuQ2o+M2ng/uQ2McZP4nP8AKuyooA5NvBLtuz4n1/5iCcXCDn/vinjwa6wpGniXXV25+bz0JbnvlK6migDl/wDhDZv+ho17/v8AR/8AxFNPgyRhhvE+ukehmj/+IrqqKAOIufAurSTFrfxxrUMfZCI2I/HaKlg8Eaggj8/xlrcpGd5BjXd6fwnGK7KigDkp/A7XMLRSeKNf2Nwdtyin8wmaqS/DWCaFIn8TeJCiDAH27H5kLz+NdxRQB57a/CPTLGDybTX/ABFBFktsjvtoyepwBU3/AAq61/6GbxN/4MT/AIV3lFAHDwfDyWzc/ZPFviBImB3JJcLISexyy8fSrSeCrxfv+Ltdb5ifvxjjsPuV11FAHJzeCHniaOTxRr5RuDi4QH8wmazx8LrMKFXxJ4kVR0C3+B1z2HvXeUUAcH/wq61/6GbxN/4MT/hR/wAKutf+hm8Tf+DE/wCFd5RQBwf/AAq61/6GbxN/4MT/AIU3/hVtvvJ/4SjxNtxwP7QPB/Ku+ooA4BPhZAD83inxKwxj/j/I59elSyfDOGSFY/8AhJ/EoCA7f9P6Z9eOa7qigDn/AAt4Y/4RmzeFtV1DUZZdpeS8mL4IH8I7D2roKKKACiiigAooooAKKKKACiiigAoqujRC8kjE+6YqGMRfJUdAcdgcGrFAGHr3hm3123EP2y9sMyeY8lhL5TyHGPmOOa5//hV1r/0M3ib/AMGJ/wAK7yigDjbXwC1kCkPinxAIjzte5Vzn1yyk1LN4Ga4QLJ4o8QbQwYbblF5H0SutooA4l/hxFJC8TeJ/Eex33nF6Ac/Xbn8OlQ/8Kutf+hm8Tf8AgxP+Fd5RQBwg+F9qpBHibxNkf9RA/wCFaX/CGy/9DRr3/f6P/wCIrqaKAOHuPAmrvMzQeOdaijPRCsbEfjtFJZ/D+8huZJ7nxfrE0jqFLIIkbA9TtJNdzRQByi+C5FQIPE+vbQMczxn/ANkrKHwm0tLhp4ta1yCRhhjBcrFkZJ52qO5P516BRQB59N8JdNuHjabxB4jkaMkoXvydpIxkcccEj8agT4M6JHY/YU1jXVtM58gXmEznOcbcdea9IooA8wk+Dy/2hJdweK9YiZgFB3BpFUfwhz8wFLbfCB7TzzD4x12N5WL7lkA+Y9S394445r06igDzq0+FEVq1yx8Ua45uY9km6ZTv4wS2Qd30PSgfB3QhpEmlDUNTWxl2+ZCrxqHI6E4TJr0WigDibL4b2+nWkdrZ+ItfhgjUKka3S4UDGAPl46CtzQvDq6G9y41PUb1rhgzG8m37cf3QAAK2qKAOK1D4dx6lqV1ey+I9eheeQusdvdlI4xjoFxVAfDfVwFA8e65hSCPu9un1616JRQB59J8OtalkjkPj7Wt8eSuFQDn1A4P4103hfRr3QtHFpqGqzapc+YzvcyjBOTnGOwFbdFABRRRQAUUUUAFISFBJ6DmlooAZFKk0ayRtuRhkH1rm/iDqb6P4F1W+j8zfFFwYxkjJA/L1rpWdUGWYKOnJxXGfFjH/AArTWdyhk8tdwOem4Zx70AfOl14ztZ/BcNsbGGO6+1ysBGAPlaIJk+nPtg4r6K+EzI3wz0XZM0qiLbuKbeh6Y9q+OmlYwiLgIGLfia+yfhXai0+GehoOjW4k655bmgDsqKKKACiiigAooooAKrz2sc7xSMiGWFt0bsudhxgkfgasUUAFFFFADJAxjYLwxBx9a8Fu9E+JeWVZ/ELNHMxQR3cYUqSeckZP0Ne+0UAfOo0D4nDdh/E3zDB/0+P/AApv/COfE3+/4n/8GEdfRlFAHzn/AMI58Tf7/if/AMGEdWLTwl8S7pmVr3X7faM5m1FAD9MA19CUUAeFw+B/iG1wqSavrCoPvMdUGD7j5aLvwV4/treAJqmuTTEkSNDqYKn3wRwOvrXulFAHz8/hP4kFQyXfiBfmxg6mhPJ69OmKY3gL4h3LvLLfazvi3RqX1Jcsp64+Xoa+hKKAPnN/BPjvTJdump4hjV1Bfy9SQgn8hTx4Z+JhTd5/iQcE7f7RTP8AKvommhg2cEHBwcHpQB8+2Phj4kTXkaTzeJEiJ+YvqSKMfUA4rVfwV46td8j6jrl0gViI4tWCtnPHVeeK9vooA8UtfCHjSSBXln18MwB2trQBHsfkpreDfHgjnCXerliP3JbWfun3wvNe20gIIyDQB4fd6B4ygMUYtfE0rLGN8lvrSlWbueRxVR9C8aSEq+n+LTGR0/thM5/KvfKKAPD4fC/jW4xt/wCEjgBH/LbWVyD+C+36isy48K/EmGOPbdeIpGYnOzUkO0e/FfQdFAHg8fh7xuhCSweKpGIzvXWEA/lV6z8IeNrq0E/2jV7eTJBhu9XJyP8AgA4/OvaqKAPnxfCfxGtZpP8AkMmBnVkjttV6DjcDu/zxVs+DvG+6X+0LfVblGdZI1t9ZORtHOdw6nj8q94ooA8Hbwv4/mnl8k6/DD5fyCTWAW35+nIpkng/4kX10RaX2sWEfl5/0jUw43enAzXvdFAHiNp4K+IMVkGu7/UZ7nI+VNXZVGOuflzzU9x4S8eJLG1ukoVmDuq63N+IOf6elez0UAeA3vhT4kwTFvO1l03HC2mq7uP8AgYrNm8GfEkz58zXmQqS//EwTJPTHT3r6QooA+ZLj4X+PCFa3GogA5kEl+pJH+zgdasW3g34h6eHjtE8RxKTzsv48H3r3LxvquoaJ4Rv9R0uDz7qBAypjPGeTjvxXE6J8QbzxVeeZompxLaraubq3uY1WW2cKSGGfvjNAHH2/hj4lz3EcTXHiOFWYAyPqCbV9zgVv6Z8P/HDmCe+8RauE3fPAdRwcfULTPCPj/wAWeLdCjS0uYG1j7TJlVgXYYUCdc9CS3BreXWPEPir4ga54bt9QXTdN02OISPCgM0hYA8Mfu96AJV8HaxbIB5+rXZZgCW1p02jHXgc0+Pwrqz/eTU06dddkP9KJtK8b6Q1/LF4gWW0hhLrNcRK7FVTIAX1yDk96wPB174u+IGgWus3GvG3ihunjlgtohGWQDBO7+lAGm3g/xXuO24bbnjOr3GcfnWLqHg/4gC8zaT3TR45C6zIF/UE/rXP+H/Hms+H/AAp4j1y4vrvUbi3vBY20dxJuRMk4YjuRiuu1/wAT+MPDng3RvFLX0Fwk4ia9tJLcLgMM/KR04oAw/wDhDfid/wA/V5/4OW/woPg74nGXd9puwmANo1l+vc5xWnr/AI48SeHNXOrW92mo+G3ljaeLyx5tusqBl5/ujPB9sV3Xgu61LULa9uL3V47+LzTHbvFGFAUdDx1PNAHnEXhn4k3dx9iuLzV7aCP5lePUVK59N5G4/jWta/DzxabuSS58R6t9nIHlwrqR3Ke+W281R8Q+PPEOj+IfEenjXbeCHS7ZZoPOtVZpmY/dr03wXqOoat4P0y/1VQt9PDvlCrgA5OOO3GKAORg8C63FcK8mrarNHzujbVnA9uQM+lUtR8N+LFlkXT7S+ICsEaTXpMFs8EjHTrxXrNFAHhD+EPii0YYTyK2TwurycenWoF8HfFgWE0LXkjTs4Mc/9qyZQZ5GOhr36igD57m0f4pxyPt0/UGGwouzVXIDDHz8t9fzqGPQ/ivcpawSxarC6MA8o1IhWG7JzyccccV9FUUAeIw+E/GUhkaR7iLzohF5txqspYOd3Hy4yAfWq3/CF/EiO8jMl9qLWqKRIkOrEM57Fcjgexr3fAooA+d7nwP8Xtym31i7ClsENqJJxnjt6dabN4J+Lu5Fh1m8VjkEy6jwT7YH+cGvoqkIBxkDjpQB89w6V8YtNP2Oe61GeIqcPBcxsSx9GYZ6VJBcfFOeV1gk1SZVT+G5gJDZ6nA6da+gCASDgcVFDbQW4IhhSMH+6oFAHjcVn8TZwHMurW6jhhLdQ56dfu9Kpnw18S3nD/2jq7C4kG5vtsYCYPXG3gfSvdSMjBoxjgUAeOzfD7x7OskjeLdRDszPsW7AGfQYXgVSb4e/EESRqPEmqFWPzN/aA+X/AMd5r3CigD591jwR8UrTaNP1jVLnsW/tAHt6YHvUC+C/i2hieXVdRaMqC6R6j8wPfqMV9E0UAeEWng74hLLuur3XJIh8pQasqsT6/d6VWkt/jBDPNHbDVfsygLBvuImYYP8AEcc8Zr6AooA+fbW0+Nsqv5stypUhuZkXcvdR79MVon4ffEiSd2XxFdRxMcoH1ByyD0OBzXuNFAHgg+G3xWMzqfGLqgxtb7U/P4Vbj+GnxI+znzPGl152Tyt02327Zr3CigD5/l8A/FhFnS38VSTqpypW9bJI7H061AIfjdE/7s3xRQNokkjJJGOvqOtfQqoqZ2qBk5OB1NOoA8Fsh8YY/MW7GpvvOA0bQjC+uCDzXo/gCTxQ0WojxLHchvODW7T7MlMdMLwOa7OigDyTV774mvdXsNraXoh81hC0KwD5M8EEjPSuf1a0+KWpyBimuRBUCDyLiGIHHchR1r3uqy2UCgfJnD7wST1yT/U0AfPJ8OfFHyTiTxJ5u3j/AE9Nuf8ACvVfhba+KbTw3NH4skuGvfPOzz3DEJgY5Fd1SEZBFAEc5lEEhgVWlCnYGOAT2zSW5mNtGblUWYqN4Q5UHvipFUIoUE4HrTqACiqcFgkBlImnbzZGf55CduRjA9B7VFZ6RHZ2ltbLcXMkcCsv72UsXB/vHv7UAaNFRTQiaLy97oPVDg0QReTEE3u+O7nJoAc8aSLtdQwznBHeuG+MUkcfwx1Uy79h8sHYM/xjg89D0/Gu8rM1/SLTXdDutOv4fOt5k+ZM4zjkc9uRQB8JnrX2n8M5Vl+HGg7c/LaIpyMcgV4z8Qfh34c0Lwnp2oWEDm6urny5GEpKjgkgD2wRXv3hvTI9G8Oadp0TFo7eBUVj1IAoA1KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKYVBcNk8AjHan0UAMkTzI2Tcy5GMr1FVbXTbeznmmg3q05zICxIZvX61dooAai7FCgk49adRRQA1lDKVPQjBqOK2jhijjjBAjXavJ4FTUUARxIY4whdnI/ibqakoooAKKKKACiiigAooooAKKKKACiiigAooooA5fxxY69qGjxR+HXjW8jnWTMkm1WVeqkdwemK85s/CXic69c69ceELO0v/s8kca2VwgSV3GNz5OBjPpXsqX1rJfSWSXEbXMSh3iDfMoPQkVZoA+efDHgv4i+GbEW1ro0CszvvuFu0DhX27gBnrheMnjNdG2keOdJ8aaj4j0HQ0c6lGizwXlxGAhUAAgqee9ex0UAecrrni5dBvrXW/Dt3Pf3Eboq2KK0UasCAN2eTg1z/wAPj4l8GeEbrSH8J6jNdGR5YGG0I27oGOeK9mooA+edF8MazJ4O17RNd8KaktxqFz9qiuLdAwV+SMj2P6GrtzZeMvE2haVoHiDQL2LSrHb9paBMy3O0YTb2HbOa95ooA8l0ubU4dQ1q31DwTfnSr6COGJYlDEIibArA98c5HepvBL3/AII8OzaVD4a1m7CzSSwkQhcqxyFOTwR0r1SigD51uNO8aXV14kvpvBt1Je6wBDG8oV1gi+ndvevXPhtpc+jeCLKwuormOeLIf7R94nPUDsK66igAooqG4nS2jDyEhSwXgZ5JwP50ATUUUUAFFFQXF5bWab7m4ihUAnMjhRgdetAE9FcqfiF4fe+ktLWee9kjxuaztpJkGf8AaUEfrXQ2t19riWQQzRowBXzV2k/geR+NAFmiiigAooooAKQ8UtFAETyP5BeKMs+MhG+XNJNOsCoXDHcwX5RnBPr7VNRQBUlvBFeQWwid2kzkr0QDuasF1Cs2c7euKfTV25YLjOecUAQ2dz9rtlm8pow2cBsZx68VYoooAjklSIoHOC7bV9zjP9Kcrbs8EYOORjNOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqvfXtvp1lNeXcgjghUs7noBViua8fRxy+BtXWXds8g5Kvsx75oA5j4qapo3/CFkRTQNegxy2iAAkbmGWA/3d1ejWvNnAf+ma/yr4x0rxBdR2119saS4WYCJZiwaRG4CDJ5C4DDFfZdgxbT7ZmGCYlJHpxQBZooooAKKKKACiiigAooooAKKKKACiiuc1Lxtouj+I7XQtQllgu7sZgLJ8j84wCO+aAOjorn7Txhpd3peo6k3n29np7uk8k8e0ZXO7HJzjFQ3/jzQtO8MWviOWeRtLuWUJNGmcbuOR25GKAOmorkdX+Imi6WNMWMy3k+qIHso4B/rgSAOT0696o23xMjlubqObQdRgSznEFy7bT5bHGOM89R0oA7yisDxJ4t07wxBatdrNLNdyCK3ghXc8jHtj+tY978S9OsNO1Ca4sL1LzT1V7qyIXfGp6NnOCPcUAdvRXK+H/G9tr/AJSJp17bTTWpu4UmQDzIwQMg565I/Os9fiZZ/aZ4JNI1BTDc/ZGYKpAmwMKeeM5oA7qiuQ0z4gWGoaFe6tJY3tvDZz/Z5VdATu3beMHnk0l58SNCsNWu9OukvY5bRBJPIYMpGh/iJB6UAdhRXK2fjzTL3xUnh2GOY3zR+f0+Tyyu4Nn3GOKWfxrBb+OI/C0lhcC4khM6zgjZ5YByfXqMUAdTRXLWHjmw1Wye+0+0vbiyEnlLcLGNjNu2nHOcD1xV648T2Ft4ps/D0hb7ZdwNPHxxtHrQBt0VyN38QdKstTgsJrW/8+4naC32Q5EzL12kkcU6P4gaQ+rS6aYL+O4htvtUvmQYEcWPvHmgDrKK4cfE/SPssF89pfRabdP5dteyRgRyvyMdcqCRwTTbX4n6Zc/2lA1ncw6lYZL2UmAzqCAWU9CMn9KAO6oqlYajFeqqErHc+WskluXBaMN0zirtABRRRQAUUUUAFFFISACScAdaAFrC8ReI4tFSK2hX7Rql3lLS1Xq7Y6n0UdzWZN4sn1yaSy8JRJdlWMc1+5xDAcHp/fb2HFa2j+HbPR9105NzqDr+/vZuZH9eew9hxQBF4X0KTSLSW4vX83Vb1hLeS5yC+Oi+ijoBW/XPaf4stdY12TT9MhkuoINwuLxD+6jcfwg/xH6VW8U+PdJ8Kb47jzbi5jjMrwwLlkjHVm7AUAaGv65/Y/2GKKA3F3e3KwQwg4z3Y57YUMfwrargfD6preqr4y1po4YWPlaNFMwXy42GNxB/jb+Vbr6onhbR7q98S6rCqefI6OeMIWyqAdSQMUAdDRXI2vxG8P3t9Y2drJczzXaK4EcBYRBunmEfdP1qTxZLrN/PBoOjrNbG6UtcaiFG2CPoQPVjQB1VFUdI0yHR9Lt7CBpGjhUKGkYsxPckmrrMFUsTgAZNADZJEhieSRgqICzMTgADqTWDqfi7TbPws+u2syXdufkg8snErk4Cg47muB8U/EG08S6gmhaJNcS2EYaXUpoYj80a53Rc4xnuT2qkniy3lvdO1K80i4j0EY/srTkCgll+9MVxyAen1oA9ltJZZrSGWaLypXQM0ec7SR0zU9VjfW6R27ySrH9oIEYc4LEjgY9aqP4j0ZNUi0ttTtft0v3IBICx/CgDUopqurDcrAj1Bqlaaxp19e3Fla3kU1zbY86NGyUz0zQBcd0jQs7BVHUk4ArlNQ8Ua4bkwaL4VurraxV5rmVYEHoR1LCtjxKzp4bv5I0MjRxGTYDjO3k/yq1pd4moaVaXkYISaJXAPUZFAHK29p471gSDUr6y0SMcBLBPOd+DzufgflVuHwT4e0xJr7UI2v5EXzJLnUXM5XaMkjdkL+AFdXXA/ES/+2SWXhiGZoXu/wDSbuUnCLaxnMgY9cEcUAdlpzWMthDPp4i+yyqHjaJcKwPcVcrivC/in7bqEenxxWv9mNbNLZTW5bHlo2z5s/ofrW7pHibR9ehuZtOvY5oreUwyv0Af0yaANiimO6Rxs7sFRRksTgAVh6T4sstanuzZxytYWwO6+YbYmYdQpPXHr0oA36KgjvLaV40S4jZ5E8xFDDLL6gdcVIHQuUDKWHJXPIoAfRXJeK/EdzBdReHdGjMmt30TNGxHyQJ0MjH+Q9a1fDOiHw/oUGntdTXTplnmlOWZjyfwzQBsUUUUAFMWNFd3VQGfG4gcnHTNPooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuY+INml/4E1eCW5NuhgJaQR7yAOcbe+cYrp65L4lqz/DzWQkoiPkE78428jmgD5CtrSFDaPNIjCaTCrFJiQcjBYEEAdfevtjQWVtAsSk0ky+SuJJRhm46mviTSbVpdQs5d4WP7SiFgfmByDnFfdFtj7LFtORsGD+FAEtFFFABRRRQAUUUUAFFFFABRRRQAVwHiTwsPF/iS4tb20uILWK2U298gGVmDZBVv6V39FAHlNl4e8RL4dtvC1zbNMlxeSyXl9Mu5GQNkAj1asjR/Dmvp4XtfCWq6HcXNja6qjrOQNjwbiW+XrjOfzr22igDwm48B+INGk8Pm3s7i/Ww1IkhcHbbox2EZ6ZBJxTU0LxkPHl3q1rod0YpNSe5hS5dRCFYYyw9RgV7xRQB5/wCO/Bmoa9daHrdgU/tPSpBI0O7aJR1Kg9ufWuU1fwN4k8S3niXW5dPFpNqFitrb2bzgncGHzMRxjjIr2uigDjvh74evtB8ORR6mjG/VQuHkEmwBVXardlJXOPesHwp4Mvm8Ra3deI9JVba6vzfWqi5Dqr9sqO49a9PooA8ri8JeINNstV8Pw2gurXUb37UL3zgqwguGI2HnPFc74k8JeKta8YeIWttHuUt7yNI4JTchIyU6M4/iHtXu1FAHiw0PxToPxNtNah0OXU1j06O1lljdUVpNuCRnoBWhceGfFWt/Ea21a8thZQDTWtJp4ZRlGfcRt9cZAJ9a9ZooA868JWviTwnosXh0aAt4lpuxeC5VFmySwwDznnFYGteFfHeo+J18V2kFrbXltOot7R5gWMW3DKXHG0+leyUUAeZ+JtF8S6z4l8KavDo8a/2bJ51xF9pXqeoB74qnq3g/xLefEXWb+GBF0rVLD7C83nAMgI+8B1wD2r1iigDyq/8AB+uaz4H0bwjNZraxWkkYnuhKrKyR9CB1y36U/V/h9ceIdNF3LZfYdXtLh/JKzBvtEDNuKMR0yCR7V6lRQBzGj6ILLxbqOojS/IM9vFGbn7Ru8zaPu7O2PWunoooAKKKKACiimSIJI2jbO1gQcHBwaAOC8c+Mbmw1WDQtLmMNy6iS4lWLe6I3C7F7knv2rP8AsfjS6sojd6pby2isGewaZUnlTHKtIOK3J/hd4Xubhria2uZJmXaZGupNxHpnPSmf8Km8I/8APlcf+BUn+NADtK8QwaJp6WbeGL2xSNiEisohPHjrncvHesfxXrniHxJcwaFoGmX9taXCFrq8li8v5dpOwE/dOcA/Wt+3+G/h60QpbpexKTkhLyQDP51N/wAIBop6vqH/AIHSf40AR/D2wvtO8HwW19ptvps6MwEEI4AzwSe5PWuWf4eatqhu7XUmiC3eoia/vA2XuoF5VFH8ABwMV1n/AAr/AET+/qH/AIGyf40yH4faPDPLKLjU28xdoRr2QqnHUc9aAKH9iyeJPEkFxewtZ6LoM220tnXb58igYkP+wAcD3FUItN0nWfF19deKZzcSW0zx2ltdYW3iUHgrk/MxGCT71uzfDzRLgIs0movGsZQob2TDAnOTzye30p4+HPhMoqy6RFOwJO+Z2diT1OSaAOFbRr678UnU/DEcujmS5X7XKl1GbaVVYjOBySQOg9a9eW4hOF86MsR/eHNclL8LPCMjEpprQKcZSCZ0X64BpF+FfhVHV1troOowGF3JkfrQB2Hnw8fvY+enzCuc1rVNTvbw6LocLpKwK3GoOn7u2BGeP7zHsO1Uh8LfC424t7v5eB/pcnH61LH8OtFikZhPqZUgAIb6Tav05oAzLPw6moRppdhbyWui20h+1Tsu2TUJAcMD32kjk96xdI8L6/4h8UXF94h0lLKyglAt4/MBIjT7kaAdATyT34rs/wDhX+if39Q/8DZP8aP+Ff6J/f1D/wADZP8AGgDCufDOseM9bstW1lp9LsdPZjBp8Un7xmHRyw45HauF8ReEL/UL2LX4NBbSwlwLeys4SfNldmx5sjDovf6GvV/+EA0T+/qH/gbJ/jSN8P8ARWUjzdRXI6i+kyP1oA4nWNL1vRLXTvDCXGpW2gxwEzX9knmz3EhOWU/3Rya6zwRpun6DEbTTdIntLWVQ7XV1IBJcNgYODyeKsP8ADvQZVCyfb3AORm9k6+vWsu4+EHh+4nWVr7WlKf6tVvmxGPRfQUAdw89rJG6PLEyEbWBYYwexrkUOq+EN8VnF/a2kkl0TzlWW3BOSqg/eX0FZn/CkvDOCPtms4bk/6c3P6Vai+EHhpLeWGSXVJt+MNLeuWTH930oAuf8ACcXGpL5fh/QL+7nyQxuY/IROOpZuvbpXM678PtR1VbaW88SQW+qXUm+783kNEDkQoP7g7jua69fh/oiqFD6gABgD7bJ/jVS5+FfhW9mSa6tbiaVBhXkunJX6HPFAHO+ItAnsfDkdpoV8k8lzKIb69jmRHjgA4jQdFXJx7VHa+E3tvEOhwpZSW3hyKFZWjtrhdkdwOrTN/HntXQf8Kf8ABmwp/ZsmwnJX7Q+CfpmrI+GPhkW7wCC7EL/ej+1ybT+GaAOfXSfFXjDxxdz6hNd6V4etG8pbPPF2B1P0NaHijw7ruvyReG9JCaP4ehUC4mQ4M6/880A6DHetgfD/AERQAG1AADAH22Tj9aRPh9oqrgy6i3ub6T/GgDAs/DOo+GvE2ua3b6fLeLHYJBpq/aN5YKB8m08gk9/aqPw/svGumXGqar4g0lp76+y5me6GUVQdqbO3PpXQT/C7SZpmkXVddiB/gj1Bwo+maj/4VTpX/QZ8Qf8Agxb/AAoA0vCWjalBNeaxrrI+p3r5VFORbxfwxg/rXVVycHw90eGy+zG51OTJyZXvZC/55qR/AWiuxYtfj6Xsn+NAHTkgdT1oBB6c1yp+HuhsQSb8kHI/02Tj9aVfh9oajCm/Azni9k/xoA6qiuRX4daMH3faNUPP3TfSY/nQPh1owx/pGqHGOt9Jz+tAHXUVzlr4J0e0uFmT7YzL0El3Iw/LNMk8DaNKWLNfZZixxeSDk/jQB01FcufAWilAu6/wDnP22TP86T/hX+if39Q/8DZP8aAOporlF+H2iqWPmaicnPN9Jx+tQyfDbR3EgF5q67xgFb9/l9xQB2NFcIPhVpQII1rxBkf9RBv8Kmn+GtjcTmaXXNfMhG0kXxHGMdAMUAdrUUyzN5fkuqYcF8jOV7iuLk+F+mykF9b8QHHT/iYMP6V0uiaJBoOliwtp7qZAS3mXMpkck+5oA1KK4eb4YaZcXEk76zr4aRixC37AZJ7DHSkl+FukyNkatrycYwuoNigDuaK5Cz+HelWSELfavI5ziSS+csvHbt+lbei6NHoltJBHeXlyJJDIXupd7AnsDjge1AGpRRRQAUUUUAFFFFABXJfEoR/8IBqpmkSONYwzF1yMBhxiutrlviII28A6wkqbo3gKMcZCgkDcfYZz+FAHylpulXFudIvVkgDSXK7CkgLqCeNyngZOcV9n2cSw2UESjCqgAH4V8Z2GjRxXlnBcX0U4uZFMfkyBljKuRh/TPYe9fZttn7LFkbfkHHpxQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFcJ4m8U6pF480jwppckNu15E80tzJGXKgdlHAz780Ad3RXnPi+/8AFnh60SdNYgb7ReQWsOLZcBXOGYg5+YcHrj2rE8ReL9f0DxFrNl/wkHy20cJs1ntoyjyP/BIwA2g44ORQB7DRXndt4n8Rat42Gg201japBpsd1PIU8wtIw6Lhh8uT79PeodR17xToXjvw9o95qVpdW+quyv5dr5ZjCg/dyx6+9AHpVFeY+JvG+s6YbOC1eEPca02ntI0P3YwAQRzgn3/Suq8UeKrXw3od3OLm3mv4UCxwSShS8jfdB9M9fzoA6SivO9G8U6n4y8CLqmnagun31m7rfCKATBmRTlUzxz8pB/CsWHXPFV58Jm8Vrrkn2lbWR2iFvGAWWTAP3eBtByP1oA9eoryjTPEviTVvEtj4bg1WK3U6ZHeS3ckKvK7MM4A4XHPpWRB4z8e6tZ3sWmXFs9/pd68DgW4C3SqpIHPRjjsRQB7dRXkPhjxx4i1hda1dIrq7OneXD/Y5WOM+Y3D5bGcKRkE9q9Zt5JJbaKSWPy5GQFo852kjkZ74oAlooooAKK4bxlq/iHRdVgvLZvL0eNVMreWrgncN27jcBtzjHep/DHitNS1e70++uXi1GVmkhs2iIEUSgdGIwx5BPpnFAHZUV5lf+JfEfht9Sk1O4W60lpZIYL1IlV7RwuU3gDDAkgZx1qTUviVcaNqjaZb6Ne6usARJLxSFHnMAVU4XGORz70Aek0V5ZYfFu6vLu3tn0COOab5ViF6rPv3Y2bduQeuc4q3N8ULuIaoq+HJhPZzrDHBJcKryAnBcjGVUevIoA9Iorza3+I+rzXFyX8OxJbR2qSq63qPlnYqBlc5UkYyOeOlVLT4uajdlXXwrIIBveWX7UMLGjhHYDbk4J6YyaAPVKK8vvPGGsah450aGyt5LfSl1GazlcTA/aCqZwy4+XnpzXoWk3N7d2CzX9j9iuCxBh8wPgA8HI9RQBeooooAKKa6B1KnOD6HFCII0CjOB6nNADqyLHxHYalrN1plmzzSWi5mkVf3anP3d3c+wrI8QapfanqQ8OaG5SZub69AyLaM9genmHsO3WuTn8Vah4f1efwx4S0S1mstJiWa8uXm3HBOW6fxnnrnrQB61RUVvMLi2inCsokQOFYYIyM4PvWf4hbVF0O4OjKGvht2LkAkbhuxnjO3OM96ANWivG7Lx74g06QW/iK8htba1umS6uI4/NkC7QViO0Fd/XJHQV65Z3cN/Zw3du++GZA6NjGQehoAsUUUUAFFct46uPElrosUvhlEa4WYGfdtyI8HJG7jrjPtmsnQ/Gcl/rkf2q+WOyZEhjjFsQJZWH395+6CQQAQM0Ad8SAMk8VBJdJHcQQkMTOTtIGRwM81574u8Q65Y+IrmCO6ltdHECqt1b26ziGYnnzR94DH0qP8A4WBqMka2EmnpGHnOnm9t7gM0chj3LJt2gAEHIoA9Ooryiz+JGsaV4VtpLzQ7m9uPsscscrTLuuVJw8hCg7AMjr61vf8ACfXc1paXdjoZvbYxq15LBeRlbdmH3Mn7xGRnp1oA7mivI/8AhaGu3UmlXg8PS21hc+c0RS4R/tGxclTlcqOOtWLn4o60dNTb4aNpeyiKRPNuA6GJ2ChhgcnJ6cUAeqUV5mvjvVLHULqwTT21C/uNUlgt7Z5hHsjSNWJ3YIx7e9SL8TNTlkWaLwxJ/Z4aFZbh7pRtLv5ZAXHOGDD8KAPSKKzdHvNQvIJn1HThYuspWNPOEm9B0bgcZ9K0qACiikOcUAY3iLxPp3hmzWe+d2eRtkMES7pJW/uqo61i6H4w1bU9etrO70IWdtcwySo3nh5I9rY/eKBhc59TXAeJPD/ijT9XmVdYiuNX1a88q2kEReaK2ONzIekSrk5x145Fds8On/DTwpb2tmjXWrXGYLcvgy3EzEnJPpk5PpQB3e5d23I3DtnmnV5dY6FLomvaJLfaneX3iS+uPMu9k5CLEAcgoONgOAPevSbxrhLKZrSNXuAhMascAtjgE0AWKK8h/wCEv8W6TZXVlrQMV3cNuju/LXFogB8xygzlFIG3PLE16H4X1Wz1XRImtNQkvjb/ALiaWVCjmRRzuUgYPt70AbdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy3xFgluvAWrW8LujyxbAydRkgflXU1z/jSSyi8J6g+ouiWgTMhY44z29/QdKAPlHSbqwsrzR5bOGDfFdJHP5i72mYHO/BHygZAx3xX2TbNvtonzncgOcYzx6V8ZeGmkuPEmiQozGE3ymNSuWUK2eMAdcnof5V9m2/mfZ4/NGH2jcM55oAlooooAKKKKACiiigAooooAKKKKACsXXPDVjrslrPKXgvLSQSQXUOBImO2fQ9xW1RQBx2o/D+11TTpLW61XUnZ7pbozGXLBlOVC8YUDPQVFefDTS9S1DUb3Ubu6upL+1FtMH2gbR91gAOGBHBrtqKAPP5fhXZfYrZLXWtWtr23Xy1vkn/emPOdhPdR29Kvah8OdK1DTLK3a5vku7JmeC/Wc+erN94lu+a7KigDjrv4baHfWtrBdS6hILZzKrfa3DGQ/wAZOeW96RPhzpKahBd/ab2R4rlbkiaYyeYyqVAYtkkYY8V2VFAHJ2fgSz0/U9WvbS+vITqS4eGNwscZ4wyqBgHAx+dRW3w9s7XwbceFk1K/+wT55LDeoJyVBx0JrsaKAOPvPh5pl5DpxN1dxXmnxeTBeROEkC4xg44PFPtfh9pVk2kNbS3MQ02UzAK/+vkPVpP7xrraKAOcvPBGi3smqSPDLG2pqi3JilZN205GMdPf1ret4EtraKCPOyNAi5OTgDA5qWigAooooAytW0OHWJrF55plW0nEwjRsLIR2YdxVO38Iafb+KH8QB52uyGCKz/JHuADYHvtFdDRQBzln4Ps7VdaWS5uLkau5eYTsGCEgj5RjAx/QUjeCtIk1lNUdZ2uFCblEpEblBhSyD5SR9K6SigDBk8IaQ+p21+LcJPBPJcAqB8zuMEn+lZcvwz8PTpMJftrtKQfMN0+5QDnCnOQM9q7KigDjJfhpopP7iS6tgtmlnGIZduwK+8MD13Z7+9Z7fB/QQix219q1vH5bRlI7xsEMdx6+pGa9DooA4n/hWGhHXo9Yd71rpCrD9+wUuoxvIHcjrXS6LpEOh6ZHYwSzSIhY75X3MSTk81o0UAFFFFAGLq3iJNIuVgbTdSuiy7t9rAHUexORzWJqnji4GmTjTvD+tNdldse+1AAJ4z97t1/Cu1ooA8vsdXl8OeEZ7LSNF1q41R1ZzPcWgHmyt1ZjurC043Y0sabL4d1q0sUlE85SFZJr6TO4hjn5VzmvbaKAOBHxFvgMDwTruB/sL/jQ3xEv2Ur/AMIVrwyMZCLkfrXfUUAeP3mn6Hq/hKPRrjw54ktgJ/tDP5Id2kzyWbd82RkV2Vr4utbS2htYPD+uJFEoRB9kGABwP4q6qOaKYExSI4HXawOKDNGJBGZEDnopYZ/KgBY38yNXwy7gDhhgj60+iigCnqenxarptxYXBcQzoUfYcHB681lS+DtMk1uz1PEim2hWIQA/unC/dJXuR2NdDRQBy+p+CLDU576T7XfW/wBvK/akhmIWQL0GO34VTf4YeHn1Q33+mq5kSXy0uXCb1UKGxnrgYrtKKAOLh+GPh6C2MCfbguFVG+1vujVSSFU54HJ4FXF8BaElzZzCKb/RUCLH5zbHxnDMvRm5PJrqKKAON1DwRZ23h6O30y3lnuLJZTZpLcsArSLtIJOeOelU9E+H1rc+Eo7DXreVbuSJI59l0z4CHK7W6gfSu+ooA4wfDbRlWMLNdq8Nz9ohlEvzxnaFIDdSCAOtWP8AhAdJZgJZLmSFRAEiMmAvlMWU5HJO5iTnrXV0UAZWiaDa6DHcx2rzutxO07ebIXwx7DPQcdK1aKKAM3VtXGkxJI1je3SscYtYw5H1GRWR/wAJvD/0Add/8BB/8VXU0UAcHoGoh9e1TWdQ07UI57hhFbrJbcxQqBwDk/eJyfpVLxXq2oTeI9KvNK0m6nNoko3zW52RlwvzDBBJ46V6TRQB5TomoHQLq81SXQ/EOq6veP8Avp5LdUAX0QZ+VfausXxvEVBOga6CRyPsg4/8erqqKAPLb680Y22t/bdJ8SM2skJJL9ly0a4wqphuAOv1NN8I+LNB8Oaaml2mneI7maSQySzzWDb5pG6sxzXqlFAFaxuxfWcVysUsQkGdky7XX6irNFFABRRRQAUUUUAFFFV7y9tdPtXubyeOCBBlpJGwBQBYorjW+JvhxbpIS955byLH9oNswiBJwMueMe9dXNd29vb/AGiaeOODAPmOwC89OaAJ6Kr2t7a30ZktbiKdAcFo3DAH8KsUAFFFFABRRRQAUUUUAFFFFABRRRQAVx/xQvBY/DnWJ2DEeUF+T7wywGR7812FcD8ZRn4Y6oC0ip8m4p1xuHHuCcD8aAPnLQ1i1LVvDlk8h2xziN9kHlvH8wJ+cH5iTxX2PDgQpgMBtHDdfxr498OpKvibw9PCY5rVJ4IzI7BPmYZYZ9iTz7CvsONQsaqCSAOMnNAD6KKKACiiigAooooAKKKhWBVuXnDPudQpBY449B260ATUUUUAFY954q0DTr02d7rFlb3IxmKSZVYZ6cGtivFvibD4eufiR4bjuxZ/ec35G3cq44MnsPegD1bUfEGj6QIjqOp2tqJRmPzpQu4e2etVU8Z+GZFVk17TyrNsBE64LenXrXg8klmdHlfU5YZYU1pDpUmoPy1tnDbSwJMfTsRUn9heH9a0PSNCUW8Wo3F8yXVzbgNEJCsuwIQcH+DgdiM0AfQdxrGm2c8ENzfW8UlwMwq8gBkHt69RTJtc0q31FdPm1C2jvHxtgaQBznpx7187XFxf33iXwXc+JY7ZYbaY2SWZYqR5Z2iU98Fvw+Wt6/mhm8G+J49Skgfxi1+whRG3Thlb92I++AvTHFAHtepa7pWjBDqeo21pv+750gXP0zVF/G3heNEZ9f05VcZUm4Xke3NeN6er6D4saf4hJDdTPpKfYzf/ADxtIOWXJBCn8Kox6noeoXfhi/j0XS7RWubrdZ3MoZOV+UMdvygt0GMUAfQttqlheaf9vtruGWz2lvORwVwOpz7VBNr+lW1kl7NfQx2ToHW5ZgIyD0w3SvFNG8SW9j4NvPDlsrxa1quoywTafFgGyDg7hGCcEYHHPU03R/E8D/CDW/DOtwIt/pMfkxpKA24H7h7gMOR+FAHsh8Y+G1tVujruni3Zigk89dpI7ZzTJfG3heHG/XrAFlDAecuSD3rxbXvDNnpHgG88R3Fzpskup20P2a0WBY0VlwSV/vMR1wBmoLDUtEj8aWVzq9xo3lHR3jAht/LWOXbwpBzzzwaAPeI/FGhS6fJqCataNZRMFe4Eo8sE9t3TNMTxb4elgmnTWrFooAplcTLhA3TPpmvnzQXtpPBHh2SRVl0fTtUMusRAfKAzAIXH8Xeuu8W3HgTWfLTRb+1sbuaSFVuPI/0XcgYqsgOAeOOhxlaAPYdN1fTtYgabTb6C7iVtrPC4YA+nFXq8b8HawNO0qGOS5tdMubjWhbyPYxCSG9IQAlAOFU8ZI717JQBRuNX060v4LG4vYIru4/1MLuA7/Qd6lt761up54YLiOWW3YLMiMCYyRkA+nFcB460dU8U6ZrMN4jai5WCzs3jyZHDbvlf+Dpyal8L6vLYeK5PDj2sM95MslxeX8bfMzrtxvXHA+bA56CgDp9Q8X+HtJvlsr/WLO3umYL5TygMCRkZHatSC8trmWWKCeOSSEhZFVgShIyAfTivKNNm8O2tzqum+NNOifxBcXEsqiS2DyXEbZ2eWwHPygAYPBFZ154xOm6pPY6dqi2ty2sxW0mYU80QGMAByQclWyMnJoA9wqnfanZaYkbXtzHAJXEce9sbmPQD3ryu11PXbtrue+8UXlteWDObqxjtRsRFbKkvjABXv3rK8TeMF1TSrjzL87ItbhktnkTaDCMHKZAzg0Ae4yyxwoXkdUUdSxwBUUF9a3U08MFxHJLAwWVFbJQ+h9K8Mi8Va/r2mzG41aV7ECFxsiCyE/aApJAXCjbnjJ6fhWp/wlN2da1FE1pobP+02gn1CK1UuAY1EKHAzw5YZx27UAe0UV41deI/FtlbXcst9c/aI7KCSOMWwCvIX2sT8vG5QGxxjNbfxI8U6toNhp89jcvbF4t8jmIeWxwMKXIPPouOfWgD0qkJCgk9BzXkQ8Y39x44t7I6jcw/uI3RAFEcu6P7oXaSWL4rNtvEXixzAz3epf2dJOn9qyPZlfsvJEio5HTOOinHrQB6xF4p0OXSm1T+0oEsVkMTTSNtUODgrz3yKkj8RaLLYJfx6paNaPIIlmEo2lycbQfXNebaLNoei/Ce5n8SWE0tpDfSyCK6Q7p3LkoQCB1BHt1qtFa6ND8L764tgjwyajHcxnySscbNIp2xA9doyMj0NAHsE11BbtEJpkQyuEjDHG5j0A9TU1cP4v0rxBql5ocuk3cMdvFcxyHNtvMZx98ncOPbFbOjNImr3sNzrD3l0EQvAItscWBjI9z9aAN+vOfiNfa9Jqmm6TpltqYs5MvcS2SfNLk4EYfonckmvRqw/Furtonhm8vIubnZ5dsvdpW+VAPxIoA8i0rWLuxv9SOmpFollLcjT3upp/MijKAlpGYnG8ggDHGRU2oWGm61rllpfhG8udQ1yORbm61aW4crHGD2I+U56YAr0rQvDNho/gqKw1WCC4VUNxeGZAyvIfmdyD75rC8L3Wn6TomreM7i3MVpOx+zeUg4tVOEVVXp9KAOs161166tYE0PULazlD/vnniMmVx/CB3zXCWeia3rPjL+z7vxHqNxZaYAb6VMRJcSH5ljUL0xwW57iu617X4dH8KXOtNwqW/mRq/BJI+VfqSQKreB9MudN8L27X7M2oXZN1ds3XzH5I/AYH4UAbGoanYaRbC41C8htYMhfMmcKM+mTUdtrmlXhtxbahbTG5UtCEkB8wDqV9cVleOdBsdf8MyxX06W6W7C4Wd41cRle5U8EYzxXlum3svgSfSZBoFxeTXMbw6bDO+14U3dOARufJb2HFAHu9FRws0kMbumx2UFl/unHSpKACq97e2un2j3V5PHBAmN0kjYUc45NWK8z+KzvFe+HbmebGjW11v1KMHI2ErtLrn5lz7HFAHaDxVoBt5rgaxZeVAwWV/NGEJ6A+lS6d4g0jV5nh07UrW6kjG50ikDFR6kCvCNb1nSb/VvGGqaaYRoc9ksLB3Ecd1PkfMg7kc1q+ANQ061+JgF0bWS4vbOOOxk0wkwlVHIkA/j9SaAPdaKKKAMy/wBf0zTNRsrC8u0iub1isCHqxH8qng1Syub66soLhJLm1x50anJTIyM1x3xC0qS6utOubWZmvCwSK0RF3zFWD/K5+4B1J9OO9Ynw91m8PjTUtKktEUqrtfXMmTM8ytgM/ZQR0A9KAO3tfG/hu7vJLSPVrcXCS+SY3bad/wDd5710NeCalLBrnifWru3kin8PWmoxTXzW8X7+NlGN6N1254JHNaWla/4juvEmqSDXbxo4ldoLOKx8yP7OVJjl38c/qcUAexXV1BY2st1dSpDBEpZ5HOAoHcmnwTR3MEc8Lh45FDIw6EHoa8I/4TfVb7Tbi01fUEi0t5zBPcLCZPLDQnCtuQdX56cdO4roBrXiMXUMFrPeWulpZ2wtpItOeUyvjEi+3bk9B0oA9aJCgk8AVRsdY03UoppbK+t7iOAlZWicMEI6g46V40bjxwng61nTU9Xe+nuX+1W72vzLGDwqHZwe/J5qBdUvvD2u3MWn6isNhcXwW4gW1QcNFkk8Z4bg9uaAPdLS7t7+1jurSZJoJBlJI2yrD2NT14BZeMdft7XToLXWPs7DTmmNpFZIVM+8hYwoHGe/Su48e69r+l+GdJaJLiHUbhT5q2i7gJQm4LuwTjcOgHPTI60Aej0V4nc/ETUmubC0TW44NRnjtHMLxhI8scSqSy5yeCOn3qIfG2uzQ6oYtfkkvbXJns/7NP7hd4yVkAwcD1HNAHr9rqthercG1vIJhbsVmKOD5ZHUH0qvZeI9F1KKeWy1S0uEt13TNHKGEY9T6dK84+HN9ptzb+N7gtcSae92ZDKYmRnTZyRgDnr0pPDT+GdRuNY1HT7Say0+eyaz8oW7xoFRSWeQgYBORjPPFAHqsV5bT2aXcc8b2zqHWUMNpU9Dn0qcHPIryjQ11jXvhHaQ6LqViyQWj2s0UlqziTbkYU5HO0ccHmuiszqun69pWn6n4lVnljZks7ex271UD7zEtjH4UAdtXmHj5ZpPFln/AGxouoapoEMO+GCyjLh588+YB2A6V6fTWYKrMegGTQB5N4lXV/HVzo3hqOwl0jSLgefOkhHmmBMdVB+UZwMH1rLuH03TIdVfxYdS1S30+dre008o3lRxrhYy5GASwwQT613nhOOTVtf1fxLcQTxCRvslokxIZYlwWO3oNzc/hUHjBBretad4ctxE9vJKLnVwuCViQAqG7jcQMd8CgDM8DeFNd0rw7qN7avZ6Zfapslt7MRMYrbp95epbHWk8VxeItL8P+dqvitxdS4it4NOthGZZmPAySSRXb+H/ABDpviOwe60qR5LaNzFvaNlBI64yOR71zLwx+LviMrOhaw8PZA3LlZLhh2/3R+tAG54O0S58P+G4La/vZ7u8b97cyzSbvnPUD0ArXt9Rsrp3S3u4ZWQbmCODtHqcVJcw/aLWaHdjzEZc+mRivCx4Sl8LzX+n6Hqj3lwlkqahHZW5RliVtxy24jzWBIHfFAHu0M0dxCksMiyRuMq6nII9qkrjvh94jGu6ZNBHp0dpBY+XFEYZvNjZSgIAbA5HQjsa7GgAooooAKKKKACiiigArz/4zPFF8M9SeQsrjaIyCfvEjr+GetegVwPxgvrKx+Hl815DFPvwkcUkm3LHgED+LGd2PagD540G9u/7S8Ky6jHaNaW0iraqxVBguSTIepHXn2r7DQgopGMEA8dK+RNEOn3WqeGbSZLnUEW5Rd52lVi3E7AgG4c88n1r67UAIAowMcCgB1FFFABRRRQAUUUUAFFFFABRRRQAVl3HhzRLu+N7caTZS3RxmZ4FLn8SM1qUUAZl74e0bUmia+0qzuWiG2Mywq2wegyOKtR2NpEqrHawoqtuUKgGD6j3qzRQBBLZ2s8iyS28Tuv3WZASKQ2dqZ/tBtovO6+ZsG786sUUAQz2sFyoE8EcoHIDqDj86ibTbF2DNZwEgAAmMcVbooArf2fZ+d532SDzc53+WM59c0i6fZIGC2kADfexGOfrVqigCCWztZ41jlt4pEX7qsgIH0qJtL09jlrG2J9TEv8AhVyigCsthZpE0S2sKxv95BGMH6ikbTrJkCNaQFQcgGMYFWqKAK62Noioq20IVDuQBB8p9R6VYoooAge0t5LiK4eGNp4gRHIVBZQeuD2py28KTNMkMayvwzhQCfqalooAha2gedZ2hjaVRhXKjcPxphsLNnLtawFydxYxjJPrVmigCL7PCTITEmZBh/lHzfX1qN7C0kVQ9rCwX7oKA4+lWaKAIlt4VXasSBfQKPrTfsdt83+jxfM25vkHJ9T71PRQAmB6CmSRRzJslRXXOcMMipKKAMa28M6Xa6ib+OF/O3FlDSsVUnqQpOBWxgYxilooAilghuI/LmiSROu11BFAt4REsYiTy1xtXaMDHoKlooAKTApaKACuK8YaP401PUIW8P6vYWlkiAtFc24kPmAk7gSD7V2tFAHnq6d8TzbeRNqnh6cFdrmS2f5x3yAcfpVqy0XxtDbJaNqWgwWiRgLFDp7FVPoBvAxXcUUAclNo3iq6iMV3q2kTxcHZJppIyOQcGTsapz2nxJ3TrBqehbGJEbm3cFRxg4zj19etdzRQB5c/h/4sSKVfxVpLKeCDZqQf/HaQ+HviuxQt4o0hthyubNePp8tepUUAcfo9t4+TUYDq+oaNJZKf3oggcOw9iTgV2FFFABWbf6BpGqzCbUNMtLqQLsDTQq529ccjpWlRQBg/8IT4Wxj/AIR7TP8AwFT/AAqey8MaDptytzY6PY206ZCyRQKrDPXkCteigAooooAYY0Z1dlBZc7SRyKRYYkd3WNQ7/eYDlvrUlFAFdLK1iV1jtokD/fCoBu+vrT0gij+5Ei8BeFA4HQVLRQBA1pbOhRreIqTuKlBgn1qbAAwBS0UAGKbtX+6Pyp1FAGKvhfTV8SNryidb51CNidgjAAgApnB6ntWyQD2paKAOfu/Bmh3uoPez2m6WSRZZAHIV3X7rEe2B+QrbW3hUuyxIGf7xCjLfX1qWigCNIY41ISNFDckKMZpFgiSMxrEgQ5yoUYOfapaKAI4oIrePy4Y0jQfwooApTGnmCQqu8DAbHOKfRQAVkeII9eksVHh+eyhut/zNdozLt9sHrWvRQBwiW3xNWRS1/wCHmUHJXyJBkenWpbXTPFMWqz6q2n+HkvbiMRzSq0u5gOgz6V21FAHN3sfif+zzBpltpFtIQRl3dlGfQACl8OaJdeGfCCWMXl3N+is7bnIV5WOeuM4zXR0UAcZaS/ESVd1xbeH4Tk/IHlbj605Y/G0MkhhsvDg80hpGBlBY9CT68V2NFAHFSJ460+xxp1h4d/d8iCPzEDew7Cuk0WTVZNMjfWoraK9bl0tmLIvoMmtGigAooooAKKKKACiiigArzv41xW0vwz1Dz40eRSrQ7geGz1GO+M16JXnXxukaL4YagU8rlo1O8c4LD7vvQB4D4T0i503xL4bklieBrueMh8Hfg7sFeMAYI69etfYKjCgE5wOtfJuj+ItSuvEXheTVLu8kRJ4FiDrgqORlR0K5xg+xr6zHQUALRRRQAUUUUAFFFFABRRRQAUUUUAFcZ4l+Idt4a1mLS5dI1G5nmXdEYYwVkAGTg+1dnXlXxH8M6p4r8U6ZEmmXn9m2ilZLuCdUbLjAK85IXvQBqr8VdNuNGi1Wy02+uYWuPskiqgDxy9lwev1oj+Kth9j+1z6dcwW8l2lpbyOw2zMwJyG6YGOtcqPCvjKy8LxeHovD1lOlnfLNFcR3KxidFPVxnIY+tWY/B/iW4+G0eg3Oh2UkcMhSK0luB5iqd+XEnQNuYEew96ANy9+LNvp0lrFdaDqSS3O8xJ8pJCnBJ56d/pW7b+N7B/Cc3iG8hmsLaPcAlyNrOR0x657V51H8KNdtY9EiLQ3sditx5xecguJQRtGe656niuol8Oa/qcemaRqFlbrpVrIxLiUM+zaVQEdCQDk0Aaer/EG10rQdM1kWE9zaX+1UMLAlWboDUVv8TtIex1ie6gubSXSsefDIoySegUjgk+lcx/wrfXf+EEtfDUotZY7XUBMhEpBeEHOD6NTI/hpqU+k3nhqW2ij0wOt3Z3zyBpklyCUfB+Yds0Adfe+OZrDSp7+50K7iSO0N4quygsilQwPow3Zx7VlQfFGaaTw8BoMhXWz+52XKMyDrlgOnHNS6tb+MvEHhTWdPu9GsrZ5bVre3jjuQ7SMSBuycALjJx1rmdH+HviDTrrwhdwaVY202loxvD5+4yN931xyvPHegD2OeeK2geeeRY4kUs7ucBR6k1wN58XtFsr5oZLHUGg2NJFcxxbklRerr/s+9dB44spdR8G39rHH5jOq7kHdQwLD8gawrnwCmueKrDVr5bYaTaWhggso9w3qcEbx0x7UASaV8VtF1vXbbStPtb+WW5VXjfycLsJILH0AxUmo/E3S7DxDPo0NhqF5PbOEuGt4twjJGR9ePSo7Twfq2meKNT1zT/wCyo5LqGOCFGV8Qop6DA71haN8OtZ0/xdJr1xHaSXj6hJcmZbhggjZcBduOTyf0oA7298TWlpeabZrHJLdXzAJAo+dFxksw7Ad6xrb4j2F7rk+nWun3kscLyRtdbQI9yDLCuYbwT41uNQm1UahDBezrMzozAiORvlXyyASAFVOvrVo+ANfeS+u4Lu3srm9sFtJxuLLJJjDTEAcHFAGp4b+KNn4n1W3srPSNQUTlts7qNmF6nPpW94n8YaV4Ugha/kZp7hwkFvGMySMTjgfjWF8P/Bl14QMlq8FsYkt0QXQOXlk5yQP4V9u5rL1/4V3niDXbDXbnVv8AiYW94JWUkmIQgghUGODxzQBe1L4t6ZYau2nppWpXLgM2+OLgqp2sw/2QcjPtV7/hZ+gHU/7PRL6SbdGuY7Ylfn+6c+h9au2nheSHxpqevTtBLHPapbW8O3mNQSWHTHJOazdG8Larpy61cTR2jX+rXW7zI24totuAoJHO3nGKANd/Gmkprd9pnmMzWFt9pupR9yJewJ9fas3/AIWJAbJL8aPfrYSB2juJFCKwVd2eegI6E1zEPwl1CCz8Q6dBqYFtqUcaRyy8ybl7sR1B9K6HW/Cmu634UPh+W5sIrcxxR7ow3RCN2eO4GMUASab8SLXU7rR7eLS70PqgZ4uh2ICBvcDoOa3Ne8T6f4fNrHcuXuLuZYYYI+XcsQM49BnrXNeFfB93pHjLUNYaytrSyNqLaytoXyVAbJLe5x27Vk6t4D8R6p4htPE5lhXUkukdrQy/ukhQ5VQcZ3euOM0AddbeMBeeKbvQoNLu3e0YLNcjHlpkZGTUHhTx7b+Kr26tIdOu4ZLWRo5pGXMYZewYcGsKy8N+MbC+1OS2NnFBf6g97LiXLspACx5xwM9TUfw10Xxf4bJ07UNMtbfTt8s8syziR5ZGOQAB0FAHT3njixs/Fy+HGhla4eFpEkTBUsFLFT6HArGn+JF3bzWtu3h2Z7m5sxdJCs67gScKhB7ntVHXPB2reJdFN7JaNYa5HqPmxPFKoZogcckH+7niq1jovja78R3d9qOg6bH51zC0Nw86u1tEhxhQO+CT9aAOki+IKznyYdFv57uK2E93FGAfszbd3lsf7+O1V4/ihZT3DR2+mXcwWZIS0ZU/OwyQB1JA6+lUrTRPGWhazq9no1vYrpt1cteR3sz7pCSMmMjOeTwD2Fc3pHw48ZaYpeOPRkvWklla+3M0u58ngdB2GfTNAHY2vxT0u70a/wBXjsrr7DZs6u/G4levy9a0/D3ji18QC4lWyntrWCBZmuZSDGVPoR36/lXDWfw98SabqM2p2tnpsZuWijuNPimPkyoAd7OSO57AU3S/AniSw0efQZLQrp9zJNPMbW8CjkHy4VJ5C568UAdfP8SLBfD82tW1rNcWkd6bMbWAMxzgNHn7wyf51SuPipbrolnqdvpVw8dxqH2AiRguxv72ehXrz7VxWm/D7xfc6do/h3UdKt4NHtrmWeaQ3QZ8sGCkYOflz+JrfufAnii78CaHoONNiFhcq8qZP7xEJ2knHfqfrQB1J8bvH4K1DxJPpjwxWpYxxySAGVAcBgfQ9qXwl48g8Tztayadc6fdJbJdGOfGDG3Qgiq3j3w9rniDw/aaPpkNisG+N7kSSFQVUg7AAOhrJuPAniCfUpp/t0MJ1CMWt1JbHaILZfupHnnd6mgDoH8eWclrrNzYW7X0WmFEZoXGHZs5+gGOTS6D46t9W0qXUb2wuNMtooVmaW4xsYEkfKR16fqK4/Rfh/4n8PeEPEGlWTWctzqcwWN5ZCQkWCpLHHLYrZbwZqmqaFaaFdTNZ2FhZRpDsdWM0wUglvZTgj3oA6my8Rw6j4VXX7a1uHheIyxw7fndQeMD361zlt8UtOuLF706deLBvaKIgBvOkU42Ljqc/wAq3NE0bUtJ8DW2jC4tzfwWvkLLglNwGASOtcxbfDW8tvD3hyy+3W73Gj3T3JBVhHMWOeccjFAHQ+HvG1pr2qXeltZ3Vlf2sSzSwzqMhT0PHf2rMk+JVvJBc3Fnp8slrDJLF9okcIu6NSTkdQvGM0mgeA73QW1vVI9TSXXtUJY3Eke6OPnIUDqRWZc/DPUb25125kvrWB9WsBbyRQbvL83jMmCOMgdqANWDx3qFzplpfR+H5IkuUeVEnuFRhEqglyOw/wDrVTsvixa3WkTXkuk3FvLHZre+W7rhoi+0YboCeoB61Pqvg3XL/RLq3W7s0um09dPhZd+1Y8DeScfeJC/TFYuqfDK6Hhyz0PR7O2hglEP9pTSXDGSVUOSgOOmeRQBsxfFrRmV42tbtbwXK2yWwUM0jsAeCOMDPPpTh8T7V7S9ni0m8kNldi0mQFclz02/3uaj1bwBJb6poV/4bgsYTpodfJuAduWH38jksKyrr4VX10kNhJeQmwFxJdzOGZZHnkGCRj+FT0BoA1ZfivYQ6VLfNpN/thkZJkwMptIXPvknAxWvF4zd/D8+ryaDqUKxOFEMiAOwxkt7KB3rCufh9rF3oPh/Smv7GKPTLlJpzEjf6QFxjPHXufeuu8TWGp6nos9jpc1rE9wjRSNcAkBGUg4x35oA5eD4pRXGkPqq6FfJaeYiRM5AM+4lf3f8AeIYdPTmppvijp0NxqsZsLkrpagzygrs3H+EH+9z0rO1D4fancW2gWYNnLp+iRDZbiR0adtm05YDjkZBrPtfhjrNvpE+nu1i9tPqC6hNGHYl8dIuR0980AdXa+P4by8azt9KupLmNInliDLuQSdOO+B19Kua54yttE1y10c2k093cwPNGqEDcE6gZ6n2rlYPhpqd1r2m65eanHaX1rIWd7YEtMm7Kxt0GAOO9Sat4I1vxVPNLqLwWUsGp+fZXKyFpYogFGFA45weCe9AG0vxBtn1e/wBPXTrn/QIFmuZmIEcWVDBWPZucYpy+PrRNbOmXljcWsi2ZvJJHIKRoB/Eex9qzh4O1hPEuslJrY6Xq00VzNIeXXy9o8vb0O7ByfSs/Wfhnq2tbp59WhFyWmygDeWyu2Qp4yQoxge1AFtfjBpR0q01JtNvktbu6+zQOwHznj5h7c1v23jSz1DxLPo+nwSXH2QA3d1kCKH2z3NcVd/CPUrzTtMsH1S1jgsYoY1MaNnKklmHGATmrsHgDXNJ0/VtO0uezW31O5VpZN7eYkWMMFyOvXn3oA3L34iadFoOs6tZQvdwaXKsTMGCrMxxkIT1xn86zv+FqxS+HNV1S30S9Mulsv2m3kwpVSeuemR1I7Vk2nw71qz8KXXhxI7V7O51AXTvJMSwjBUhOBy3ygZ961f8AhCNXtPh/qXhezkspGumkVLlwVby2yfn7s/bPvQBeh+IBn0G+1ZNMk+z2KJJOwkBBBXLBT3Zc810mna9p2qSrDbXCtOYEuDCfvKj/AHSRXKX1mPDnwxt/D8FqBeXFuLSOEDzMyNgMxx1xksTWroWgXul6ukrx2P2dbGK3MyKfOkZR37bfSgDqaKKKACiiigAooooAKKKKACiiigAooooAKKKKAEJwM1FbzC4hWVVdQ2eHXB4OOlTUUAU76+aze2C2s8/nzCImJciPP8Tegq5RRQAUUUUAFebfHNS3wxvCFLFZoiMHp8w5969JrgPi3p2p6v4VisdLtZZ55LhW/doG27QWHXpkgD8aAPC/Deq3WpeIfC2lajbTpMLqNzLI5LSJ823aP4QMn86+sgMDHpXiuui7bxf4Sml8O/2dDDdRpJe3DKskzFPu8enOfeva6ACiiigAooooAr3t5b6fZy3d3MkNvCpeSRzgKBXzZ40+PGt3+oXFt4dkSz09SVSbZmSQf3uemfTFej/H3V59O+H32WEcX1wsMhI6KPm/mBXypQB6DpXxo8b6Yy51QXaA5KXMYbP4jBr6P+Hvjm08c+HkvYykd7H8tzbqeUb1HfBr4vr1j9n+/urb4gm1hjDw3VuyzZONoHIP5igD6nooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimsAylTnkY4oAdRTIoxFGqKSQowCxyfzp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1lDFSc8HI5p1FAHH+NbSG/1TwzbSsQW1EsoMQdWxGxIOeBXXgAAAdBXE+M7yzPinwnYtcJ9qN+ZRCJNrbRG4z9M/nXb0AFFFFABRRRQBxfxQ8IP4z8GXFjAM3sLCa2BbALjsfqCa+PLyzuNPu5bS7heG4iYq8bjBUivveuX8R/D3wx4qdpdU0yN526zp8sn5igD4or6M+AHgm606GfxLfw+X9pj8u1Vhztzy3412ulfBrwVpF39pj0wzuBwLmQyKPfBru440hjWONFRFGFVRgAUAPooooAKKKKACquoG4Gn3BtHSO4EZMbSLuUHHGR3q1Va+inmsLiK2dI53jKxu4yFYjgkUAeR+GvjDf/ZdNuPEtpALXUrqS3hntsgxspAwynrknqK62X4qeHf7M1K8tmuJzYKGliWIhsFtoPPbNc7oPweubC50xtR1S3uYdNWZrdEhI/euSQ7Z64z+lVbX4Oa0s2pm58RwtHqNv5M5S3wzENuVj75oA7gfELQ1ntoJ3mgmn2LtZPuM4+UH0z2qzrPjjQNBv3stQvDHOkQmcBCwRCcAkjpzXGSfCjVLnxJpms3OuxGWBYluQkG3zfLPy4/CtfxV8OJPEGu3GoW2qmzS9tRaXkYiDeZGDngnoc4/CgCXTfFOqa34w1G1sJ7L+z9NcLPC6HzWUx7ldWzjBJ/IVzmk/E7VHunOqPaRTxlpJdKSFhMIgGIZGJw3AB+hrqfDfg6/0LXNYuWvrWSxvxhIkgw6bVCqC3cBRjFYukfC++Sa0GuatBeW9nE8MIit9km1lKgF+pwCaANGw+KmjSeHrHVdQS4tftgcxR+UTnaecH6c1R8V/FCGDwmdS8Nus115cdx5c0RwIWbG488VHc/DHVJ/DmlaSuuxqdOkkEUpgziJhtAA/vAd6qXvwfu7jSrTT7bW0t41tBaXTCHJmRW3KfYigDoLP4maY19b6VcwXp1Nkh8xUhG0tIBgjnpzXU6TrNprUM0tp5uIZWhcSRlCGXqOev1ritH8JyS+MLK9vLWQTaJAbX7bIAv2wFcIwA/u8iul8KaBf6BBfR32qy6h59y0sJk/5Zoei0AdDRRSEgAk8AUALRXNN8QPCSStG3iCwDqSpXzeQR1pyePfCrgFNds2B6FXzQB0dFc9/wAJ14Y/6DVr+Z/wqNviB4SVdx1+x+7u4lHTOKAOlorjLz4reCrG4MEuu25cDJ2ZYfmKgHxh8DEgf25Fz/smgDuqK5j/AIWJ4P8A+hi0/wD7+0v/AAsTwf8A9DFp/wD39FAHRs6pgE/eOB9afXOweOvC90xW31u0mYAsRG+4gDvxVeT4jeFIrT7SdXiKegVi35YoA6qiuK/4Wv4O/wCgof8Avy/+FH/C1/B3/QUP/fl/8KAO1orlYfiR4PmiV/7fs0z/AAyPtYfUGpP+FieD/wDoYtP/AO/ooA6aiucHjzwswBXW7Rs9NrE5+nrSp468LyNtXWrUvjO3dyOM9KAOiornD488LAE/23a4H+0f8KrXHxJ8I20e99ahxgHADEnPtigDrKK5dfiL4PZQ3/CQ2IyOjSYI/Ckb4ieFCAIdatrmUkBYoG3u5J6ADrQB1NFIDkA0tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANBbewIG3jBz1p1FFACBgwyCD9KWq9rZw2SOkClVeRpGGc/MxyT+dWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK474k67N4e8KteW12tvOJV2g5zIByygjoSAcV2NeafG/yV8CCWeZVjiuopGh3bWnUNyqn1wc/hQBX1bVNJ1fx54NNi6fb8+axKNu8sxk43Hg9elep18v6D4zvPEPxY0Gd4jaWAZIoIgeQoQjGR15P9K+oKACiiigAooooAKKKKACiiigAooooAKKKKACiik6UALRSAg9CDS0AFFFFABRRSFgOpAoAWiiigAopAQehzS0AFIQCMGkDK2dpBwcHB6Go4rmCdnWGaORkOGCsDg+9AFD/AIRvQt5f+xrDeSSW+zpkk/hU8OjaZbqFh060jVegWFRj9KvUUAVv7Osj1s7f/v0v+FUv+EX0AnJ0TT//AAGT/CtaoWuYEnWB5o1lblULAE/QUAZ//CL6B/0BNP8A/AZP8KP+EY0D/oC6f/4DJ/hWtUbyxxsivIqlztUE43H0FAGb/wAIt4f/AOgJp3/gMn+FH/CLeH/+gJp3/gMn+Fa1FAFC00XS7B2e0060t2YYYxQqpI9OBU39n2f/AD6Qf9+1/wAKnd1jQu7BVHJJOAKUEEZByDQBB9gs/wDn0g/79ij7BZ/8+kH/AH7FWKKAMuXw7ok8pkm0iwkkbqzW6En9Kb/wi3h//oCad/4DJ/hWtRQBSTSdNjWNU0+1UR8oFhUbfpxxSDSNNWQyDT7QOTksIVyeMdcVeooAqf2Xp+MfYbbGc/6pevr0pG0vTnYO1halh0JhXI/SrlFAGU3hnQXYs2i6eWJySbZOf0p0Hh/RrSdJ7fSbKGVDlXjgVWB9iBWnRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeU/H5Ff4fqCinFypDMR8vB9fy4r1avH/wBoe0lm8E2lxGzBYbobwDwQQR0+uKAPNfh7d2ep/EvwsEuC6W8Bh2SKq7SEJwMcnk9TX1VXyv8ACDT7WH4haWWlSXG8oyRFiz7OTkjAUevrX1RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVS1XTodX0q50+4eRIbiMxu0bbWAPoe1XaRlDKQehGDQB4t4J0p5dR8UQaLf3MNxpF6wsd128sDKVOFdN2D0PPXJ9sU+L4heLB4bfW52tIUtLuKzuYJrRkJcnDkHdwBXo9v4O0fTp57vSbSLT72VNn2iFBke+DwT9ay9a+H8OteGv7GmvpFEtz9puplRczvnJyOgB9BQBxWq/FfW7KYWFutnM5vmgTUQmLdwBkLksAD2JyRW94s+I99oXhzQZ1t7WO/1ZwhcP5sMPqQRjd+ddhaeE9DtNGi0mPTbf7HG29YigIDf3vrWhc6ZY3tqLW6s4JrcDAjdAVA+lAHi2i6rrHjvx9pVxdatLptt/Z6XJtYpGRZSsm08BupOSM9u1SeNIJ08U6vqP2ldR06KWFJ7M3RS4tWG3BiU8EHOcd+leyLpdghjK2cA8oKExGPlA6Y+lOews5JTK9rC0hIJYoMkigDx+x8c6lBrHijVXnj8rTnt7VbefeqlC2C23Pytg89uK07r4jy6jetpL29o+m3l49kL+N28sLtzncDjP4ivSm0nT2kuHayty9yNsxMYzIPRvWq8XhrRILCSxi0qzS1kO54REArH1xQB5J4f8Ual4Y+G1jcWarcW0l9cWzS5MjqxJEW0E8gtj14r0rWb3WbbwraRq8UWs3bRW/mJGXjjkbG5sdcAbjRc+DrWS708W8ptdLtH8xtOhjURSuCCrHjsRmtnU9PGo2yR7/LeOVJUfAO1lYH/AOt+NAHneneJz4Vuzottp/2u3S/+zz3bXbPI77Q8spUg4UZ554rnNA8UDw/Jdx6PZ2RuNXeS+NxLdoFiHmbVQ5PPHocj0r07wx4Os/DlvcAkXVxcSPJLcSIAz7jzn861ToWknys6ba/uc+X+6X5c9cUAcPc/EW4i1ewg87S0innMUkbT8qijJk3HGAT8oGPesyb4q6pBb28f2K3kv76WWOKL/Vrb7CQSzMRv6r0A4r1GTTLCVt0llbuw7mME057CzkZS9rCxXoSgOKAOfuvFE9jpWiTTRWjXGoyCNnS4/cx/Izlg+ORhTXGal4o2+JrLVLyPSWMFssMVzCvmqbiSTAVZDj+AE4zxmvVWtLd4kiaCMxp91Sowvbiqr6FpMihH061ZRIJQDEMBwMBvrigDzmP4xG6vZVt9Pt0t4TIpFzcqkjlSACB/CPXIqlrPjV7250i6ujpc40/UBNObSUvHDF90MXPU7mHTivU20HSGM5OmWhM/+tzEvz/X1pU0TSo4BAmnWqxBdoQRDGM5xj8KAOZ1vxpc2FvpiwJZK19DJM91LMRFBGoB3DIBfgjgYNc/J8TtXlSGODTIYMNaiW4uGYA+a+BtXHUqN3J4zXpdzptjeLGlzaQzLEQYw6AhSPT0qQ2lswwbeIjIPKjt0/KgDza48dXeqnWo2S0h0yK0uAVZszDblQ2AeMt2IHbrWzcazf6R4S8NyRzQRy3EkEMv2oMSysOQMfxfWt7UPDWnaldwTTx/LE/mGJPlWRuxfH3seh4rRuLO2u0RLiCOVEYOodQQrDoR70AWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqCZJ2mgaKYJGrEyKVzvGOme3NT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeO/tEyPH4KsgsasHvArMVztG0nj06V7FXlHx/t4pvACvKP9VcqyMBkg4Ix175oA8o+DdpfxfErS2WZZIFifcUlJVVIPy8d89q+rq+U/gi91/wALKg+xQxKhhb7RG5YbFHcepzj86+rKACiiigAooooAKKKKACiiigAooooAKKKKACiiuc1661Ea7o2n2N9FapcmUy7ot7MEUH5eRj/64oA6Oiuan0jxO0zG38SwxxH7qtYBiPx3VSv7DxZZadc3R8UQEQxNJgacMnAz/eoA7Kisvw7dPfeHbC6klkleWFXZ5I/LZie5XtUtlrOm6j9p+yXsMptnKThWGY2HZvTpQBforM0nXLLW7Z7mydmgEpjWRlKrIR3Qn7w9xUWpeIrHS9TtNPn843F0rtEI4ywIQZOSOlAGxRVWzvYr20huUDxrMu5VlXa34g8ipzIinBdQRzyaAH0UwyICAXUE8jmsy+8Rafp+tadpVw0gudQ3i3whKsVGSC3QcUAa1FYviPxLZeGNOW/v0na2L7GeCIybPcgdqfo/iOw1zzBbGZJYlVpIp4mjdQeQSD2IoA16KYZYwoJdcHoc9aXzEyRuXK9eelADqKj86LAPmJg9DuFZ+s67Z6Fapc3nmmJpViLRRl9pY4G7HQZI5oA1KKpX+pQafpk2oSCSSGFC7eUhdsDrgDrUGia9aa9pyX1qsyQufl8+Ixlh6gHt70AalFGajnYpbysp+ZVJH5UASUVxHhCz1fVNI0/WbzxFeyC4hWQ24RAoJHrjPWtm00TU4oJUufEN3PIzEo4jRdgz0x3oA3qK5+znv4/Fuo200sklktrG8IYA/Nk7sY/CjTvGOjalpmoaglw0UGnyPHdGZChjZRzkGgDoKKz9I1iy1zT0v7CQyW0hIRypAbHcZ7VS1TxXpuj6xaaXdef9qu1YwhIiysVBJXI4zgdKAN2iqljei9s4ZzFJA0q7hDKMOv1FM1bVrLQ9Nlv7+YRW8eNzn3OBQBeoqut7asqkXEWCgcfOPunofpVTVtcs9Fginui/lSOqb413AFmCjOO2SKANOisuy1yzvNgJa3kkkeOOO4GxpNp5Kg9RWpQAUVxWoXWo6h4+m0Wz1iWyEWni5CpErLkvjnPJqw2heLmlR/8AhLYgFz8o08YOfX5qAOtorzvV4/GGgXVhdf8ACRwXUN3fw280T2YUIrcZX5vaun1Pxbpek37Wdy8rSogkmMcRYRKTgFyPuigDdoqNZo3ClZFIYblOeo9aa9zCkZcyIQATwwoAmorJ0HxDp/iPTxe6fIzRb2QiRSrAqcHIPPWtMyIoyXUDOMk0APopnmJjO9emevajzEIJ3rxyeelAD6KyJfENjBr1vo7+aLieNpY38s+WVHX5umRWsDnkUALRXHeNNR1K31bw7p2l6h9imv7qRGcxeYCqoTyPrjuKsf2N4t/6Gm3/APBcP/i6AOporkrnTfFVvYzzN4nhJjUvkaeOgGf71T2/ie307wRY65qssjLJFGWZI8s7MQBhR3JPSgDpqK5jTPHej6tMIrX7Vv8APEDB7dl2sVLc5HAAHJrpS6rjLKM9MmgB1FMM0YODIgP+8KPMTCneuG6c9aAH0U3em7buXPpnmhXV87WVsdcHNADqK5nxemrSppkOk6lJYSTXYSSVYhINu0nkHtx+tVH8O+L3l3jxkFHPyrYLj/0KgDsaK5I6N4uihP8AxVUDbVJydPGT/wCPVNaa/wD2N4LTWfEd8mEBaWVYto5bAAUE+350AdPRXLWvjvSZrm1gukurF7uNpbc3UJRZUUZLA9Pu8464qrZ/E3w5qWr2WnWFybl7lZGLpjbEEOCXz0/+vQB2dFRG4hG3MqDf935hz9Kal3bSsqxzxOzAkBXBJx1oAnooooAKKKKACiiigAooooAKKKKACiiigAooooAK8X/aNbPhTTE3Af6Xuxnk4Uj+te0V4v8AtGKn/CJaa7A7vtZUYAPVSfw6UAcH8Abp2+I83mKsjy2j5djyORyK+pK+VfgvNHa/EPS8A75rZ0by2B3Z6ZHUYxz9M19VUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc/qySf8JVoMgUeUvnhmOOCU4Hr2P5V0FY3iHwzpnii0itdUikkiifzEEcrRkNgjqpB6E0AaqTRSLuSRGXpkMCKz/EN3BaeHdSnmk2xpbSFiOSBtNcxH8IPB8RXZZ3QAOcfbJcfluq7B8M/CUMBhOl+ahJz50ruTntyelAGv4caNfCunPC8k8f2VGVmyWbjPevIJPD2uxahe3lpZ3tpaayZ11KJIW3xqrblYAdWYErwe9e4W1tDZ2sVtbxiOGJQiIvRQOgqagDwEeDvElzDosBi1lYbSxEAWLEZjnDMc8sAMBgN+D0Na58K39xZ202q6ZqUuv2zXJuLyNiUmDKwUAg9DlQMYxg17PRQB4PHoOviXRiun6xJDBb26MSWHllc+ZgbgVOOM85qna+FtRn1t5b3SNdnhP2reJppQWH/LKPIbp7819CUUAeHanofiV76wu00K9f7NDApQSs+4fxKSWGMDg461my+D/FN54e0gRQapbarbNcyyNKWbYCMLGjbjjK5AI9q+g6KAOD1SGf/hWdxY6Zo2oC4uIzELeclpAxPLMST15Oc1zF34b8TQ6VqmnWEV9JPfLDNHfu+JNigboWJPBA4A7+tex0UAeDT+GNSl+zQLpuuOYt0myYFYzyBtUByEPcHJ71bTwz4hgXUHax1ma8lSaOcCVUjZHb7ytuJdwuMDjpjivbqKAPDbXwfdXlxoen6lYaottBd3TOQjxowYAx5AY7RnPU9verf9iazeabPbXGjaxHPLBDHdyGUFLiXzQWYLu4wq8EY4Nez0UAee+GLS/sfBWuWaaTewzF5zbWtw2cqwO1VYk5rhH0DxBHYWwfSNYzDpKw7lY5M4fIOFbjaM4POa99ooA8lt112w1W61G70fWr2ZLxriF4LhlQ24iBVdhOCSRgjAOSa9Hvb9k8NXGoGBkZbNpzE/BB2E7T79q06huraK8tJrWZS0UyNG4zjKkYP6GgDlfAWraangTRQ1/bq32VMhpACOO4zXR/2xpn/QQtf+/y/wCNcz/wqrwT5Pl/2BbYxjPOfzzTX+E3gh1RToMA2HI2swJ+vPNAF/T7gXHjTUZIZ0mh+xxhNkgYA5OenTtXnVj4T8Rx6vdal/Z8yafd3E0mp2TEEzBZN8YVc/NuHGeOM16jonhTQvDkkr6RpsFo8oAcxjlgK2qAPFx4d8RzR6bAqa7Z2/kkAWrogjlMrOdwJ4UBgM9wOlVbzwnqjNps1zpGqTapay3TXFyr7zJuUiLDb8Ac9umK9yooA8T0nw94ptta8O3tzYaixsxGr/vFJdMHcXLPwf8AZ6d810fjeG/8XaovhuFL+xtoIzcS3BtPMinYDIjz09/qBXpNFAHidlp2o3vh3w7e3vhvUJ7/AE6Ka1ut6bXkTy2CKQSNy/MOeoIquPDOtzwWltqmmanOITaNYzxoC1ukbDesi7upIJ7npXulFAHjun6Dqdtq2j3d54dvJoINQu5Mhw7xq7DYSCRx3r2EcilooA4uxSST4s6rcSlUSDTYokXAywZySSf+A9K6ya9tbcZnuYYx0+dwKy9U8I6FrN79s1DTo5rjYE8wkg7R0HBqhJ8NvCE3+t0O3f8A3ix/rQBR8b6tbTDQILaeCcyavBu2SglQMnOBWZ410a61jXbgRaNd/aUijS0vrc/JIDyySgsAVz7V0dn8OvCWn3kN5a6HaxXELB43AOVI6GupoA8kudG1uRbmHU9GvLvVlLNb3dnP5UMcO3ARTnr/ALOOa5fQvAGot9isb/SdWlia/heWWeQx7Itp3/dY8ZwOue9fQdFAHiumeE9Xhe/Sx0K70/Ud14wvDPhCrDbGq888c5wMEUat4Mvr+S0ggttYGkzXNs8tvK5Lo4DLKzHOcEbeh65r2qigDx9/CWptBJb2ul30N1HNMD5l0xia32kIikHnqMDGciqOp2ur2vhm/m/s27tmmSyt1huJfLM7IcOMqxwD+te3VT1PS7LWbCSx1C2jubaT70cgyDQB4Q0VveWscEFlqF4tpBeEiCKd1inkUbYlbHIA9/wr23wys6eGNLS6MhuEto1kMqbG3BQDkdqtabpllpFjHZWFtHb20YwkaDAFXKAOa8TXkFvrHhu2eNGlnvjsYjlAsbEkH8q6Pev94fnWbrfh/TPEVtFb6pbCeKKQSINxXDYxnI+tZSfDvwqgx/ZSHJzzI5/rQBsa3M0ehX7woksi27lULYDHaeM1xv2Y3nwu0O2l0ybUbeaKETwwY8xFIzuU5HKnH5Vtn4eeFSCDpERB/wBpv8a6G1tYLG0itbaNY4IlCIi9FA6CgDxVvDHiK4uRDfjU7mxhumKT+WUmmgEfCPtIzliBlv7oqC18Iavc6an2zTdckuLfTjIPPu3Ia738YG7svTt617xRQB4XN4TvNS1tr6/0LVYoZtQLSt58gKw+Xydqnu3pzVax0nURo1pbXmma3PIIpbewZFkCwSmTKyNkgrgdyK99ooA8MsPDGsweJoJri21qa8i1BWnvssY2iEWDtBYDl8546dK7T4VaNPo+kahDcrcmT7WQJbmJo5JF2g5IJPILMMg4OK7+igDC1+7jgv8ARIJA37+9wrDsQjHn9a3MgjqKo6lpFjq8ccd9biZY23pkkFTgjII9iapxeE9GghSGG2dI0OVVZnAB9uaANO5uIY4pA8qg7GbGecAc8V5pdeF5fF/wZ+wWN0LmeV2ntpJMoCRITtOT9R6dK6q9+HfhfUNzXGmBpGBHmCVw4Hs2citvSNKtND0qDTbGMx2sClY1LFiBknqeTyaAPNz4d1vXfFehXMmlSWlpo1jJbyG6dds7tGUwqjOR7+lcXceDvEkHh3RrG38KvHdQxXUd1PGEJkD52jg57Dk19FUUAeAaf4L8Q6hfaHJcWOp/ZI7KKEjzVjaKSM/Nu3cqD6jrXd/DTwcuiDUr2901re+a9mEDyvuYQk8Y5Iwea9EooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvF/2iVvZPDWmJBFutzcEzOBkrxx9B/gK9orxH9om6Q6FYWoEQmSYShixDgEEHA/KgDkvgRpguPGclzm2V4bXdFwHPDBWPsTzyfXvX03XzJ8B7lD43iW2t5zMbN1upDJlcbhtOO2AAK+m6ACiiigAooooAKKKKACiiigAooooAKMiivI/F12R491vyrsW0lnoLyIN/Ejt3xnqBQB6zHLHJu8t1facHac4PpTUmikd0SVGeM4dVYEqff0ryLxE01v8CobzTMrc3EFuLqeFzvwSNx46mqniBYNM174fQ6Jd3Ekrf650ckyptX5pAO/J60Ae0+dEJREZEEhGQm4ZI+lSV8y2OtarbR+GL1L6Ce/kN/Oss+R5ZAb5W/vdMgH1rtLb4neIbuXSIEt7dfMtIbi5nOAreYMEjP8AdPPFAHs1FeZeCvFGt3Mcup+I9asBpyXD2cKxxbWlk3YBJrb8Va3q2m6/p9tZXVrDbT288khmTOCi5GPr0xQB1yzRPI0aSIzp95QwJX6jtUleLW3jK7sdTm1YabBHdXsFlFczFyqRs6uxZgenYflUk3xO1ZbjTWnuLSOKMxteNbgvG6uWXOT1+7kbaAPZaK8Yf4j65FLqzvdwm3EULW7+UAsayMRvDdxgd66S28Vatb/DKbW2ubO+nicqLlAdnl7sF2A6kDnjigDubbUbK8nmhtruGaWE4kSNwxQ+4HSrVfPr65e6JqetX+m63Yyzai1vG+ptDtiiUqx37V9/l/EVtyfEnW7bEwmju1srfEwgjBjuJAjNnP3lBwCMcUAez1mS6/pMN4LSW/gS4MohEZb5i5GQuPpXl93441sw2K2fiC1kF5e28ZkFuuYVlQkqexII/WpdQkVtSs4rnWLR72HU2YakbZAsW1OjAcZPvQB69THdY0LuwVVGSScACvHLr4p67De2dg8VikkiiZJg2Uuk34wv1HpzW548nnk8UaHG+tPp1hJBK7xtH8krYACknuQSMe9AHoNjfWupWaXdlOk9u+dsiHIODg/qDT7m6gsrd7i5mjhhT70kjBVX6k14fpHiHVfBXhOKzhvUkgFlazJmME2wlkfeffGO/rXpGh3UXiXwYz6tdWmowh2DTRDbHKEbIJzx1Az2oA108U6BJu2a1YNgFji4XgevWlk1zQbi3Tfqdi8MzFFzMu1yOw55rx/4SaPouuWXiK61OC2UTX7rGhIG1SMED2qT4dWemf2lqOjXk9tNbeHL2Sa2lJUiRWUjbz2H86APakvLV1ZkuYWVBliJAQo9/SiO+tJXCR3UDueirICTXhnw+05PFF7e64uoW9vbWepTTi3R+ZVbGEcHgJgcfWo/h7q9hJdWUOoLE0x1BjarA/7xZS7l1b/ZVcc9CCKAPebm5gtITNcSrFGCAWY4GScD9TU1ea+PNWns9RudRBSe20O3SZbFuBPM7YBPqFXBFaGneOZJNNvry9NpHcLEZLayWT5iFXLbj9f0oA7qiuE8N+K9S1KVb7VJbS102ZU+zqoyzuwOV9cD171s+IfES2Pgq/1zTJYZzFCzwsTlWYcY/MUAbd1d29jAZ7qeOCFeryMFUfialVldQykMp5BB4NeR6trmra3oBtDc219Hc3ERMqQYiWNF3zr7gYAz6tiorL4h67LposR5Iv1iiltjBET9pJY5jCngBQOT7UAex0V4/J4/8QQawsjXEUtrLdSGC0jtyXkiReRu924B9q3/AAd451DWbXUNQ1eK1trW3hExjiYtJGO+fbH40Aeg0V45P8RtaVL/AFJry3i037Z9lt9luXwm3zPMz3baMbfUitPwd4s8S+KJYJIZ7Xyrq0e5dZISPsp3lUUEfeztPWgD1CivH0+JviBNKe8msovJiu5LSWfy2C5DEKynpwB371oaf4n8Tpp8f2q+spZ7+0aWwbytp3bv4gPReTQB6eSAMmoxcQPCZVmjMQ6uGGB+Nc/feJrW38ET6zHdw3SpAR5seSjSYx+W6vNrjV9ulJ4Wv3hisbp7dBc22cSOP3k+COuTtH/AqAPbQwZQQQQeQRS15M/jHxBd2dzc6dcRRRR6X9qEMdvv8htw2IxPViucjtV/RvGHiTUdZurV9Ok2WdwvnRxoCwiKAjPuSc8dKAPSqK8u1/xZfza3cJFYJHLp8Ky20NwSGa4Y4VeOvy84rX0vxtePo/iHUr+GCYaW+1Y7Lc2/C5PJ688fgaAO6orze++Il7YrC8y6fGjxI7yOX8uNiu8qW/vY4A+tQR+Ote1D7De20FnDaQWH27UFO45DEhUU+o2/rQB6W00aSLG0iK7fdUsAT9BUleOT+N5W166vry+tlls7Mi2gRcxmVvvbWI+YgDvxnivQvCl7cTaNG2pakl1duguD+7EZSNuVBUUAdDRXlGp/Eu6ms9YezltbWOAtFA7nLN/Crgf73Y9qboPi6606xW1n1nTootPu2gka8JD3KfeaTj7vLceooA9RF5bm+ayEy/aVjEhj77SSAfzBp9xcQ2lvJcXEixwxjc7scBR6muQN9Hq/xIsxp0kbR6fZM91Kp+8JcbFz3+6T7Zrbu9c0qbQL++jube5tYEcS4IZQQOVNAGlDd21xbi4hnikhIz5iOCuPrWe3ijQElMbazYBwcFTcLnP514xeafqGk+HfE+lWz+XoE0I1GO7W4xsDLkRJ9TwaxdXvLKx1HwTJp6aY0qaSzyrMV2l2XGW9TnOM96APo9r+zRVZrqBVcZUmQAMPb1oN/Zq21ruAN6GQZrxDx5L4ci+Flu+lSxyg3qxQSucMQW3Ps5yFyD+tX/iBp2lwal4Nj02S0RZb5ndWlyjHauAcHOKAPY4ru2nJENxFIV5IRwcflRFcwTxs8U0ciKSrMrggEdQa+cib2XRfEk2nGGENrareiCQq0duCM7ec7ck10HiS2sYPF32fQLz7LY2ujyz3ot3yrBh8uecbj60Ae5ZB6VE91bxzrA88SzOMrGzgMfoK+ddMnvhpfgKHQr2S41q4lknuD5xLLHnGHGemPWrmnX0tr8LfEcuvzF/EUt81vF5jZuBJhdqr3GOoxQB779rtvM8v7RFv3bdu8Zz6Y9afLPFAoaaRI1Jxl2AGfxrwfw3qVtb/ABQkvdfmisW07S4/thmk+V7hlXJAPetW613TtS+I8974iuvs2jf2dnTI532pIWB3MB2agD2YEEZByD3qN54Y0Z5JUVV4ZmYAD6185aA+tzWWlwanPeJ4dl1XLSyXJG2DkKCc5CnjmvQ7qw8P6t4pvdGtPNt4/wCzzHcOJQYXDfcbk/eBXINAHpC3ls6RstxEVl/1ZDjD/T1p8k0cKb5ZFjXpl2AFeRfDTTRfwQ2WqXtvIvhy9ntIIMgmQ5BDk57dsVpeN9VjTV9Su9Rj82y0GKJre03kLcXEg+XcB6dqAPTgQRkdKWuF0D4gxahpdy96ltbajFE0kdiku5yFXJzVPwf49vtVVb7WWsrXTLvaLR+VYyHOYx64x1oA9GoqtZX1rqNsLmzuI54WJAeM5BIOD+tWaACiiigAooqKaeO3VWkOAzqg47k4H6mgCWiiigAooooAKKKKACiiigArw79okyNaaJHEsRLSsCXUZzxtAJ6d69xrwP8AaNt0+0eHrgA+YWdME/Kw+U9P89aAM/4K6nc3nxGuJr37Kk8lk0O2CILnay8/Lx+PtX0ZXzb8EvtMnxQ1TBij2wsZV8vGBuHyr6DJ/SvpKgAooooAKKKKACiiigAooooAKKKKACsu68OaNe3L3N1pltNO4w0joCxHpmtSvO/GHizVrTVZ7LSLu3tXtvJTbc25bzpJGwoByOAOpGaAO3s9J0/T7M2lpaQxW5YsYlX5cnrxTbTRtMsZTLa2NvFIc5dEAPPv2rzeH4l3drqs9lc3EU6RXckUlx9nMaRiOMsykk9SRxnsDWU/xB8QSaHc3k3iDSIJpY98Fvbqrup6ld24qGI4UHqc0AemXfgzwzdHfdaPaNtLMCVwAWOWPtkmrcHh3RoUtRFptsFtQRB8gPlg+leXa7rMmrPc2txqieY8tpp7WVy3lZDASPIcMMM3Qe4xV2bxrqEOmmazubeC2ijm822CgyWkS/LGScnLFuxoA7/WvDVlrOnLYuoggEqyssSKNxBzjpx9RzVPWfDE2q+JNL1I3EP2axDKbeSLd5gbhsk+3T3rgk8TeMY7FbKW+RtUN5bqHSIFfKZNz+mcDk9Khn+Kc8GgSNLrMP2iMMyypAN8+5yiqqk4GMZJ54xQB602n6ZLNMjWlq8siDzVMaksvQZ9Rx+lO/snTcRj+z7XEQ2p+5X5R6DjivKIta1K41h5NI1eOfU73UU0+K4liBUW6xmRiV4yQWbp7VoabrPiN/FUWkX3iW0RobzyfLKoss6KuSSgB+91ByMCgD0QaJpY87GnWuJgBIPKXDAdiKl8ixggSx8q3jhcFVg2gKw7gL0rzTxt4l1/QfEWpxWctxc2/wBjhnVUjCi2Hm4PP8RI4FY3ifxLfLqsk1wzxXVvpEl1DHIm2W2ZztXBGRnHJzQB601noULppZtbBDMpZLby0G8DknbjnFPj0/R5b1pYrW0a5iURsVRSyDHCn04ryC+vr6x8RaddS6g6/Y4rSwWcqskszTkO5ySOy46dKrWPi6XS9U1C5sbxYVuLq6utSme2DMIoiEjC4IG4nj6k0Ae1jRNKAAGm2YAfzABAv3v73Tr70f2NpZSVP7OtNsrbpB5K4c+p45NcNqHjPULX4d6HqtnPG8188cUl7dxFEjyDl2XsCRj05rDh8X+LLy+0e0ttQgu5NR8+PfbRBY0KMMOGb7wAzz0NAHq40nTQ0DCwtd0AxCfKXMY/2eOPwqW5srS9CC6toZ9h3L5iBtp9RnpXklz408VzG8Sw1fSTcwu6x2nll5W2nbyoPy5POSa3b/VPGOh6vptpcXUGoNewSARwW20rNgbc/MfkBJJPtQB2Fxpmh24BntLKISIYBuRV3Kf4f/rUk2g6PqOjw2H2aNtOXDJDCdqHHT7vUUahoFrrMenHUwZZbKQTqV4UybSucc8cmvOJvFV94b1C20u3u7S002K6lt4baWPdKYIlxu3Fu7AgcfyoA7FvCHgq2uobM6bYxTz7jHCGIL464Gear3HhXwBBerp81jp8N1OQoi3lXcnp3yc8155F4g1KeW0vYr9Z7jSI3nkkNvuWeWdsBFI/2eleqWfh+y1G/ttfvIpHvMJLGssYQxMFK9OvcnB6UAQWngDwfYy3ENtpNujTAGSMO3IHTjPSrFv4C8K2dylxbaHaRTRnKuikEGuL8R+PZbTWNchsRawajZSRwwGSDc9yuAzxqc8sdw2j2qK3+IWrTS6lLJewwW1lZDcslqQ6XG4IfMAb5QWPA5yM+lAHos/h2xutaOpXCCZ/KWMROAUGM/Nj1w2Kh1TQNH1HT59H2Q2rTwso8hVWRVPUrxXA6j4+8SSi6/su3jtVinNvLNqERWOEKisJCR03E8ZPpUng/XrjxJ400iecwz3cGlO93NCoUKXb5Vxk8cZHNAHaeHfB9l4fgmVZZLqWUKrSSgDCqMKABwMevWjXPCNrrGi22kxXE1hawSrIFtwOccgHPvzXJfFDxpqfhfULNNPv7a3BjEjxzLzJ84HHBzwTxx65rnNO+I2tnVwYNcg1WSXUJbOPThEsYIKkxuHGSVyAM+9AHsll/ZiGSws/swa1wrwxADy9wzyB0zVgWtuHRxBEHQEKQgyoPp6V554M1VL3xHrtiNUWTVLm0inZltwhgfDKysMDJViOvOMVgjxh4nPh++uk160nlt4ZhPstwhtSjYVifmBZv7pxQB7F9mgyD5MeV6HYOKikhsbS1nZ4YIoCpMvyAKR3Jrxl9R8UJPE0HiC8uXNtHc6cI0Ux3buRmNmxyRzjpWm0Him21jUdLm1G9WOKP+0Pt0zr5apsP7ojGDhiPwGaAPRDfeHbXR0vjLYRadKw2y4URsx4HtnjFacFtb26gW8MUa7Qo8tQOB0HHbmvA/FPiA6l4Hsre+1Qi2bTreSBYk4ubrf84LAEfKADt45Nd1ofiK+u/Hklk8+oB42aOWza1BhWLGYpN+QVyPrk54oA7HVLzQtIsxFqLWcMEkgAidVwzMePl7nNLZaDaWt5c3bF55J8gGTpGh/gUdhXl/jLQ2/tmaSXxJDDftq0MlvJcBGMEfl9lx2/LpUKeMvFd3LFDb6oNqRrFDcx23mpdzBuR8oIDEfw5GKAPVJrnQNKSLR55bK2SWNtlq5Chl78HqKekmgw2cUqNYLa2/yRt8u2PjoD27Vw/wAV7jSLHwNdXOpmFdWurMQRKxwzE4JAHPeuamjtBb+BtUlhtLrw9Ehk1OS3j3Rifywu+QDjjHJI7UAewJqOjLaGaO5sxbscFlZdpOM4+uKh0vXdA1K7kj0u+sp7hx5jiBgWYDjJx1ry3wylpeeMvFWvyizTwpHLut5ZdgjNwqhN6dvXn3qv4M8QaZpvwvS8S6hi1MTPZRyGVQU3uSpb0GOeaAPYpRpPlSXsq2hjVtzzMFwGHGSfUU/T5dNnt3GnNbPCGIcQbdue+cV4lpGr2XhC08R+CNdvYG+0wyXVvKZhs+dc7S2OGJ56VrfDv4h+GdG8H+HtIW5tRdOCl3l1jEPLHcxbGe3vQB6jcvosBSwuvsSeYcrBIF5JPXBqS7n0rSbUvdPaWsG3aS+1Fx6fSvEmkfxP8TruS01SxuYZb2JIR9tUsFiUuGVdhyPm4HqD9a6DxstrafFrQ9R1+ON9AFm0RkucGFZvmPIPGcUAeju+gvYJK/8AZ5tCQFYhNnrgdqNNj0YXN3d2Elu80uDPIkgbgdAfQD0r531R0i0+fV4mtY9Cv9fWSxjlGVCqSCfL4GzoeDXtGhaVa6L4Lu7qZdOjuZraRpri0AWORcHaeAOMH/69AHQRLoF55kcSafNvO51VUO4+p9e1Qt/wjdw8v/INeSf5HbahLnoAfWvAfA0i2svhvVNYxHotmXMV1aRjCyl/uztnheh5q14e8Q6Rb3tzJeT2c+lXGrzubOFFE4fcpjdTnIQYJyMDr1oA9t0G20DQLVrW0vLdpZHLzSNIC8j9yf8AAcCmaTpHhmGwu9NtGtZ47x2muUEgPmk9SQK8a8HPFP4i0hNMmtL7R5pri5+zvGPtNi21shyP4SSACeDxVXw7aabP4RfVm16ysr7TormGC2iZYpHZ2OPMYnnPOBigD2pdC8Fy24sVhsXgJ2iATEqcdsZxVRvB3w9uIpUOnaUyouHww+QdPXjrXmFprPhm/wDBnhfSdJZP7YtrlJpSUVWTYcyPI3pjPfmsq/udFjtL7XtG1SzN5Jdz2l1Zs6gTwu3ysqEfNgkHPtQB7BaeCvh7prfZ0s9PLEjEc027BI4wCeOtTXXhnwDaybLqz0yN48HEkmCuemMnjtXkupXuiXvibx5bhrK5u57aGDS1jjDMZAuNseB94HHSs26tjpnirw9p2v6laW13BpOy5lvEE4Qs5YKc8btp4POKAPcYdD8DTXBtoLfTTMI+UR8MVPPODyKYvh7wFGsira6YokGHAkxuA7HnkV57q1ro3i/VEOheXBf2+mJPpgyI2dlcnAUHlWHb0NRXdtZW/wAEdT1PV7KC01mZZYPnTa4ZnztAPTmgD0uz8O+B7Tdd2Vrp0JQbWlik24B7ZBqWXwb4SvomvG0+2cN8/wBpDnOR/EGz1GOteT3ekeGY/DHhrV7S4gsLxrMNLdeT51qzKoBWZBkAktjOM5rq9E8QNqXwY1W4geyhmtBPHutYwYSQc5CsMbWz0I70AdBL8LvBOpkXUukx3BkQDzTKzFh2Oc8/Wppfh/4JsLeSa60m0ES/Mz3DlgoA9WPArzjQ/Hmo2+otDBr1pJbR3FpbW9k6RqrK6jeQVAxg8cDiuj+KPl2usWWoX90RYixuUS2cr5csu3hTn1BH5UAdfD4N8KXVsJIdLtZYJkGCCSrr278ihfAHhVSWXRLYE8EjIz+teV2HjG/0nSrbS7fxELgNaQM86qjLZoTh/ug42jHJzXe6Prl6/gO/uJtbt5Z7WRok1Hy/3TDgg56Ec43Yxx04oA27bwP4as7hbi20e3imVg4dMg5HfrV2bQNPuL26uZ4El+1xLFPG4yrhc4JB74OK8VX4i61dzXVmniM2txHbSywZhjlE0qy7VjRgPnyAQCBzmtXVvHPiPRdSurm7vDFbJAVEU0ahVm8pGAxjODk4y3YigD0TWPA2h6rpL2KWqWWU2JNbKEdBnJ5HXPfNVvD3g3QvCNsYGkSVriUFWucfeA4CjoD9K4m68b6l9msYbHxVbPFekGa/lhUC0YrnYSuQOfUVoeIbyTUvAfhy41DUrPzJL+LdqZiGxcMfnAOMZxQB6Rp2m2ek2gtbC3SCAMW2IOMk5J/OpYrq3nlmiimR5IWCyKrAlDjOD6cV4vffEPxJYX8trBq2nXFvtuJLa6lQKLgIFKgEHBOSRgdcUaV4n1HTppbqc22mX2q3qLezSoAlvttldQVyMFmLDk9qAPb6K8i0rxz4luP+EZkuGSRdYDx7YIBjzFfn5i3A2816rOk7PD5M6xhXBkBTdvX0HPH1oAsUhAPUA0tFABRRRQAUUUUAFFFFABRRRQAV4d+0dEf7G0W5wMx3LKp57rk+3YV7jXif7Qt20VloNs0zrBNPJ5ipGHYgADIz35/WgDl/2fZJLvx1qd28kSu1od0YXlvmXkelfSlfN3wKNtB8SNZQTu+YGSNpIxGX+cdV7Hjp9a+kaACiiigAooooAKKKKACiiigAoopqIqKFQAKOgFADq5jxJ4TOv6rpN6s8EH2GcTOGtw7S46LuPQVuamJDpN4IWKy+Q+xgejbTg1xvh3wnp2qaBZ3cmqapNLJGPMePUZMFu/Q+tAHYJpWnxlyljbKXcyNtiUbmIwSfcjvTZdG0ucr5unWj7Tld0KnB/KsU+AtMIwb3WMH/AKiMv+NRJ8OdCSXzTJqLuF2qz30pK+hHPBGBQBvyaLpc0kkkunWrySOruzQqSzL90k45I7U9dMsFeZ1srcNOAJSIxlx6N61kw+DtPhnjl+06i4RNmx7yRlPPU5PJq5/wjun+k3/f5v8AGgC+bS2JUmCLKjAOwcDGP5cUwadYhVUWcGFGAPLHAqhJomlRFfMd03HC7rhhk+3NUZPA2mSyM5vNWXcc4TUJQB9BmgDf+x2oZGFvEGRtynYMg4xke+Kd9mt/O87yY/N/v7Ru/OuUl+GmgzXC3EsuqPKq7Q7X8pOPTr7mmH4WeFTMkv2a5yn8P2qTafqM80AdRPp1jczNNPbQySMgjZnQHKg5APtnmhtNsHnlne1haWZAkjsgJZR0B9qw/wDhXnhf/oGL/wB9t/jTl+H/AIZQMBpqcjB+dv8AGgDee0tZCpe3iYqQy7kBwRwCKiGlacqhRY2wXnjyl7nce3rz9ayF8C+HElMqacque4duPpzV7/hHdP8ASb/v83+NAGi1vC0IhaFDEOiFRgfhTUtLZHR0t4lZAQpCAFR6CsqbQbZJ4FihleNmIkYzt8oxwevrUp8OaeVIxOM+k7f40AaC2lsshkW3iDt1YIMmsyw8PRWurz6pc3Et5eOWEUk2P3EZx8iAcAcdetU5fA+myymQ3eqrnsl/KB+WaB4I00TCX7XquQQdv2+Xb+WaAOlJA71Vl0+xnmE0tpBJKFKh3jBIU9Rn0qK+0bTtSgEN5apMgXYNw5A+tY//AArzwv8A9Axf++2/xoA6FLW2jXakESjjhUA6dKmyPWuZf4f+GZGLNpiZPo7f41JH4F8OxTJLHYBJE+6yuwI/WgDca0tnfe1vEXzuyUGc+tH2S3O/9xF+8+/8g+b6+tZ6+G9ORQqrMAOgEzf40v8Awjun+k3/AH+b/GgC/LawTRPHJDGyPywKggnsapaPoNjoaS/ZUJlmbdLM5y8h9z/SoZ/DGnzwtGWukDfxR3Lqw+hBqqfA+jNM8rC7Z3RUcm6f5lHY80AbstrbTkGaGKQjgF1BxTEsrKNw6W0CsOQwQAiudX4b+GFuBObKRnBJw07kH6jNXrTwfoNnJLJFp0RaU5Yvlu/bPSgDVe0hKzGJVilkUqZEADDPfNZ2heHLLQNMewhLzRPI0jGfDEljnB9avDTLJSCtui4z90YqEaFpolMn2VS5/iOTjjFAF0QwKFAjjG37owOPpT2RWB3KDkYOR1FZ7aDpbklrKJmJzkjnNR/8I7p/92b/AL/N/jQBeNlalFQ20OxeVGwYFKzW8MgdjEjyEKCSAWPYe9ZsvhjS54miljleNhhlMzYI/Os1/hx4Uk279JjbacjLNwfzoA6SS3tpG3SRRM3qygmlSC3jUKkUShTuACgYPrWXaeE9CsofKh02HZnPzDcfzNT/APCPaP8A9A23/wC+BQAt9oej6rKJNQ02zupFGA08KuQPxFRDwxoCQmFdGsBEeqC3XH5Ypk3hPQp23PpsOfYY7Y/rVKT4f+G5PvWB5YMf3rckevPvQBfHhbw+sJhGi6eIj1T7OmPyxUUng3wzLA8DaDp3lv8AeUW6jP5Cqa/D3wyIxH/Z+VBJAMjHBP40i/Dzw5HlobSWGQnIkindWX6EHigCN/hj4Lkbc/h+0ZvVlJP86YPhh4HJIHh6xOODhelLJ8OdJml3S32sOg5VG1CXAPr1qCD4UeFoJNyw3rDduKPeSFWPuM80AWY/hl4LjcPH4fs0cdCoII/WpJfhv4QnXbLodvIo5w+SP50J8PfDccsMi2TAwqQv7xuuQcnnkj+tXoPCekWwbyIJI9xydsrDJ/OgCrH8PvCUUCwroNkYlJKq0e4Anr1rQTwzoaQCEaRZeWBtCmFSMenSj/hHdP8ASb/v83+NH/CO6f6Tf9/m/wAaAGjwr4fERhGiaeIjyU+zJtP4Ypg8H+GlORoGmA/9eqf4U9fDenqu3/SD9Z3P9aqTeBvD9wqLNZGQJnaGkY4ycnvQAyXwN4Rmk2HRbBZBliI4wjYPrtwccVFD8N/BltIXj8P2IJGDmPIP4Gorj4Y+FLhlY6e0bKQd0UzqTjsSDyPar9n4J8O2Mpkh02PcRj5iW/nQBMnhLw1GcpoWmKcYyLZOn5VG/gzwvIjIdA0zDDBxbID/ACp7eENBd5HOmw7pCC3Hp0oj8I6FEgWPT4l2kkEZyCTnrQBnH4Z+DDMZf+EfsxJnO4Lg5qSb4deELmJI5tAs5AhJBZMtz79TVkeC9CF59sFo32nOfN81t3THXNWv+Ed0/wBJv+/zf40AZg+HXhFViC6FaL5X3CqkEfj1on+HfhO5XFxo0Eq9cOSR+pq7ceE9Iu0VLiCSVVO4BpWOD69apyfD/wAOzOhktJGWPO2MzPsGepxnFADV+HPhGOB4E0S2WFxh4xnaRnOCM+oFa2keH9I0Gxey0ywhtraRi7xIPlJIAyR+ArL/AOFeeF/+gYv/AH23+NA+HvhgHI01cj/bb/GgDeGn2SkEWkAIOQfLFSy28NwAJoo5AOgZQcVgP4E8OyBd9hu2nIzI3H605fBGgKrKtkQrMGI8xuSO/WgDZWws0yFtYBkYOIxyKkFvCsJhEMYiPVAox+VYMvgnRZB8kdxC/IEkNw6OMnnBBqtJ8PtJmQpJd6uynsdQl/xoAtL4Q01fFX/CQfP9oEAt0iAURqmc9Mdc5Oa3JLa3mz5kMb55O5Qa5Q/DXQmVFM+qFUbco/tCXg+vWqjfCjQ4vmsL3V7GU9ZIb58kenJoA7JNOsUjaNLOBUY7iojABPrUjWsDxCFoYzGOiFRgfhXL2fgCytraSJ9V1m4dxjzZL59w+mDgVqHwxp5MZ3XX7v8A6eH+bjHPPNAGkbC0KqDawkL90bBxSvaW0mfMt4m3HJ3IDk+tUP8AhHdP9Jv+/wA3+NH/AAjun+k3/f5v8aAL/wBkt8RjyI8RHdH8o+Q+o9KdJbxSvG8kSO0Z3IzDJU+o9KwdM0txql4biyaGCCUfZZRcMxlXAySM8c5FXdb0GHXFgWe7vIEiYti2naLdkY5K8mgDWoriYvhvax3CyPr2vSIM5ja/fB/LmkHwx0kJPnUNXM0jl1mN8+6MnHTn2FAHb0V5Z4y8O23hPRdOutJur+K5fVbdJZTdOWlDP827J5r1Jfuj6UALRRRQAUUUUAFFFFABXz/+0bIz3WiRb2VU3MG4wpJ6+vb9K+gK8A/aPsIm/si+MxEwJhWHHDKcktn2IA/GgCl8CYiPiHrAFwt3EkDD7SuSJG3L82Tzz1r6Mr5z/Z0kt4/EGrQh5luGgUmM424UjJPvkmvoygAooooAKKKKACiiigAoopCcDNAC0VDbzx3MIlizsOcZBHQ471NQBHP/AMe8n+6f5Vyvw1tfsvgaxHmF/MaSTkdMueK6i6JW0mYDJCE49eKyfCFulr4U0+FA4UITh+vLE0AblFFY3iWHW7jRZYdAnhgvnIUSy9EXuR7+lAFnVNZsNGtWnvbhIwPurnLMewA6kmuctJ/EvipTLsfQNNb7gIBuZPc9kH61naN4Z8WWs73N1JpUl3I4MlzcF5nYDpgYAXA9K1Nc1DxLoCLqDSWN5p8bqJokjZJiCQPl6gnJoAv6b4L0XTgxEElzK53PLcyNIxPrz0roaajh0VuRuAOD1pssscETyyuEjQFmY9ABQBJRXG6Dd6h4n8QSa5HdTQ6BCPKtLfbj7S3eU5GdvOAPbNdlQAUUVm2+u6bd6pNptvdxy3cIPmxoc7D6H0PtQBpUVmXut21hrOnaZMsglv8AeImA+XKjJBPritOgAooooAKKKTIHBNAC0UUUAFFFUhq1gdWOli6jN8I/NMAb5gvqRQBdopkjpFG0kjBUUZLE4AFJFLHPEssTq8bDKspyCPrQBJRRRQAUUUUAFVb7UbPTLfz765it4shd0jYBJOAKtVyL6U2t6/JqmuwRpplicWUE/Zx96Vu2DxgH0oA60MGUEHIPINLUC3VsZhAs8ZlK7hGGGceuK5/xb4xg8L/ZYDZ3N3eXpKWsMKZ3uOxPagDpdy7yoYbgMkd6xfFGs3mg6YmoW9l9qt4pAbsLkukXdlA+8RxxXllv4g8ZeHvEcI1eHTl1TVZQ0xmuSVt7VfYcKBk98k17JZX9nqlsZbSeK4iyVLIcrnuKAF0++t9TsIL21ffBOgdG9jVquR8JWaaPrOt6RaTb7COVZ4kznyS4yyD2zyB7111ABRXPa9400Xwzf2tnqtw8El0paI+WzK2OoyO9RR+PvDrsgN60au4QPJEyruPQEkYFAHTUUgORkUZB6UALRRUcsscETyyuqRoCzMxwAB3oAkqG6uYrK0lubhwkUSF3ZjgACuYg+IGmXGoRRR2159ilkWKPUDFiB3booPfmotRJ8Ya7Jo0b50S0H+nlek8h6RZ7Y4Y49QKAJPCE2pa8X8R38k0ENxlbSxPCxxZ4Zh3Y9c+lddTI0WONUQAKoAAHYCqGta5p/h/T3vdQuFijUfKCfmc9go7mgDSornfDOralqNn9q1iK3sjcvm0td37xUxwHz/F3wK6KgBrMqKWYhVHJJOAKUEMAQQQehFcHrNxd+NdUm0CwfytChwNQ1COTmRv+eKH1/vGu3tbeKztYraEERRIEUE54AoAmoqOSaKKIyySIsYGSxOAPxqvYanY6pE8thdw3MaOY2aJwwDDqOO9AFyiiigAoorJ1rxHpegQh7+42s33Y0Us7fRRzQBrUVBDdRT2kd0rYidA4LcYBGefSnQTw3MKywSpLG3RkOQfxoAlorAvfFdna+JLPQYoprm9uAWcQgFYFHdz2rT1S/XS9Lub9oZZlgjMhjiXLMB1wKALlFZula1Z6voVtrEEmy0niEoaTjaPen6Xq9jrNu9xYTiaJJDGXAOCR1x6/WgC/RRRQAVQ1fVrPRNMn1C+lEcEK7ie59gO5PpUt9f2um2cl3eTpDBGMs7nAFcdpdjP41v11zV0xo8Um/TbJwQSQeJn9c84BoA6/Sr9dU0y3vlhmhWdN4jmXa4HuKuVm6lc3jaLdSaGILi9RSIUZxsLjsT2rntU8Tapp1pp2kxx2t14nvCFMUZPlQ8ZLv3CgfmaAOzoqKHzRBH55Uy7RvK9M98VLQAUUUUAcN8UopJ9A0yOJC7nV7XCjqfnzXcLwoHtXJ+Lpd+v+FbF1LRT6gzsO2UjYj9cH8K62gAooooAKKKKACiiigArwH9oydpJdGsV2DdufJHOc4Az6cmvfq+dfj/Mf+Ew0eO7CrZLAW8wrv5ycjA59O9AFf9ny1ubXx1rMEo/1NsUlIORu3jHP4GvpKvnf9ni0iXxHrdxE5mjEKqkmCMjceo7E4Br6IoAKKKKACiiigAooooAKKKKACiiigCC8jWaxuInGVeNlI9iKzPCnlf8ACL6esO3y1j2rh9wwCR1rTvGVbKdnbaojYls4wMdc1meE7eO18LafDE+9BHkNxyCSe31oA2qKx/EviXTvCmjSapqbusCEKAi5ZmJwAKzI/HFjqkGPD0b6pdH5dsYIjibH/LR+gH0yaAOku7u3sLWS5upkhgjGXkdsAD615HrXjqXVvEweCKSKz0xRcRRzqY1LHIEsrYyqc8KASa7XT/DV/qdwNS8VSxTXIA8qxhZjbQ46HB++3fJ6dq4fRNLfT/EuoDxHo2q6vfPdPNH5Von2VcnhgSwDHGOvT0oA6bwZYa3qWrjxJq2o3JTyTEluVMcb5OdwjPIA7E8nrTfEmtQ69FcQvK9p4cspSupXj/L5+3/llH3POAT+Ard1KLXtX0eC1ht4tP8AtEuy6zLl4oP9nAxuI/Kue8YeBjeHw5b2eni60XTpT9osvOKmQHhT/tYPJyaAKtl8RdR1zVVXQ9KW18O2bg3mp3h2KI1+8qg4wf8AOK17jxRrutwST+G9PSCxhIkN/qBMaTRjlti9eQPvHA71neItE8Q3+g2cMOhWEMVleLO2nW12QlzGA2UPyAfewcEYrYa38VazbCC+jttGsRH+9js38+WVccoCVAX8jQBU1n4iWctg9l4elGpa1KgAisgZhDnqxI4wPrWZZ3Gt+FdDjt7bTreykuZSTNeyGWe7nbuI488n3PFbnw+8OvpGnz3d3YQ213cSEIFUB1hB+RWx3A61csvD90de1DWdUdLq4R2XTVJ4gix0x03E9TjNAHPQ+Ib7StOs/wDhNh5+r+d59vbabCSUA4Ac5IGc9yBWlrvjbVNAsDqV7oAhsxIqBZbtBLIWOAFUZGeemexrH8GaB4jv2uZ/Etutqsl40026TfJdbW/dg9lRewHX2q146+H17481N0u7tLfT7a3H2IKSx84sCzMvHGBgc96APQo38yNXxjcAcVWl1Syg1KDT5bhEu7hWeKInlwOuK4/TfCXimaKAax4qligSMD7Jp0KxBCBjAfliK6PTPDGl6XKs8ULy3KggXFzI0sgB6gMxJA9hQBf1C/ttLsJ768lWK3gQvI7dABXmetW+seKLNPEVzq9zoljHKv8AZttH8kj5YDc5PdhnC+9d34s0y41jw1e2NqqPNIo2pI21GIOcEjkA1y90dVs9PjufEawXOqvPs0yys1LxwtghWIJ+bHBLY4xQBPa32v2Hji10SPVYtXtSjyXgkhCS2qn7hLLwcnjGM9TXeVh+GfD8Whaec5kv7giS7uGYs0kh68nsOgHYVuUAcH468etokqaHokH27xDdDEUCH/VA/wAbf4Vn6NZQfDuyfUtauJdT8Uaw4DLGMvK/aNB2A9elSzeEfEtv44u77T7myTTr+YST3bLm6jXGCiZBAFbuqeCYLxbKa1vZrbUrR9yXzASyHIwwO7rkflQBS8XeJ4Rp6aKdPkuNQ1C3zLbFDItsjDBeXbn5QT261yPhKy8SajYWIW6XQvCVnh4yr5kvApJY5PKIcE49DXpui+HLHQ4Z1g82ea4YvPcXD75JCfUnt7dKqS+C9HmtjbstwYhE0SJ9ofbGrcHaM4XjIyOxoAzLLx0/iO6ubbwrYfbY7eTypL+V9kCnHUHq2PQCqmleMr4atc6OjR6/c26lria02xJE56JgnGB3YmutstCstJ0U6ZpES2EQQqhhUZU4+9z1P1rktB8O2GlXU+j6Vgwxt5msXUg3STyEZCnOeD1OKAOp8Na9H4k0ZdQjhaH52jZCwbDKcHBHBFbFcj8Ookj8LsYovLge7naFQMDZvOMD8K66gArzbxXYeIvHmpT6DaeZpeg27qt3cTIQ90QclY/9n3r0migDhfDXgdNI8XXmrPA6COIW9tK0295lI+Zn989q2bfw27eJ5db1K7+1PHlbGLYFW2UjnHcsfWuhooAyr/w3omqX8V9f6Xa3N1Eu1JJYwxA9Oa0kjSJAkaKijoFGAKfRQBT07TLXS4HitU2h3MjsTlnY9ST3NQ67rNr4f0mbUbveY4gAFQZZ2JwFA7kmtKqWqaXaazYSWV7GXhfBIDFSCOhBHIPuKAOB0yye+8W2N9rCi41wO03lpkpY2xU7VPYMePfNVPGHimz8SayPDVs8lxZQTA3kVmd81yRyI1A6KDjcxwK1NStPslyfDHhWBUuJyJdTu5JCWSE8HLnLFyM4zV7wnbaRptnq2sRQwwWyzNEk2zBEMKhfvdWGQxz3zQBT1q71tLZLjVNSGj20pEVvp1mBJcTOQdqeYeAT7A49a2vBWi6ho+jONUuXmvLmUzyKzlxHnooJ6+/vXK28F3L430vxRqEcTpqc7WtnAyYMcHll0cgjIk+U59jXqFABXCSTTeNvE9/pZmMOi6VIIbyDo11IVyBn+56jvXd1gXXg7R7rUn1AxTwzyMGlNvcSRCUjoWCkBj9aAOS8d3F1qmu6R4Z8PxLJc2x+0zKp2pbADajMemBknb3wKk1C5m0XTW8IeF1MclpaiS91FiCLZDksxHVpCATj3BrvrPT7SwQrawJHnqR1b6nqapweHdNt9VudSjicXNy2+X9621jjbnbnHQDtQBzHhzxn4UsfDEUVlrkt+YUHEzF7iRm6Lg8liegrmde0u5e4Txr431iTTbW2cmx0+BFZ4g3QE4++focV6o+jaa91BctZQGWAkxtsHyk9/rU15YWeoxCK9tYbiMMGCSoGAI6HBoA8K8FWmi6n8RotU1K81KCV2WbS4buRmM7d33YCnpjA/OvR/iDr+oWtsmhaLaTzalqCEeci/JbxZAZ2btwTiuy+zQbkbyY8x8Ido+X6elUdQ0DTdUuVnvIDKyps2l2CsvoVBwR9aAPKLPw7d3+g2/hvS7qS6KEebeWjmOzt8MCTkcyycHPPXrirXivxtrlvIlu0N1pWkJdrZNcPCVluOxZWb5VX35Ner2Vhaadbi3srWG3hBJEcSBVBPXgUt1ZWt6qLd20U6owdRIgbaw7jPegDktf8P6Cnw7bRrzUza6aUGy5uZ+c53DLHGRntXE+CfGP9g+DNY/s/RRfCxuDifTomS3kGAN2W54wM4z616tq3hzR9daA6pp8F35BzGJVyF/DpVqz0yx063a3srOC2gYkmOGMKpJ68CgDz/wAOfEPT7TSXvvEvi3S7ie4bMcFopxCBn5cfeOfUgV2fhvxDa+KNFi1WyinjgkLBVnTa3Bx0/CrSaPpsczSpp9qsjfedYVBP1OKtoixrtRQqjsBgUAcf4y8Z/wBhXtrpFtLawXt2jP8AaLyTy4oUHG7n7xz/AAjmsTwNd2Mviy6VludR1J48vq9ygjD8Z2xIeQnuK9EudOsrySOS6s4J3j+40kYYr9M9KsBFGDtHHTjpQB554mivtb8Uy6RqjXtr4dhhWXbawO/2wnOVZ1Hy4IHHesrVNU13TLrSPD3w/wBJSxhm3yul5AwCoSMvgnKqCe478V61VCPSrSLV5tUCFruZFiMjHO1B/CPQZ5+tAHDWfg8+GLHUtR1nxXdLdX0yySXEKpHl8YVRkEtz0HeqP/CRa5p3gm4h1eea41LUpWh06Oa2CzyRkYJMa+2cd69PubS2vYxHdQRzIGDhZEDAMOh57ioH0iwl1WPVJLWNr2OPy45WGSq5zgelAHmWtpJpnhOB9et7mHQLW3Cx6VaIxkmxjBmcDCDPVc49TXQ+F5dV8yPVNZ1bT7PTzADbaZblQscbYKl3PUgDtx1rtpYo54milRXjYYZWGQRWPD4P8OQxeUmiWOz0aBW/mKAL2m6vp2rxPLpt7BdxodrNDIGAPpxRq2q2eh6XcajfzCK2gXc7dePYd6S4n0/QtNkuJTDaWkIyxACqOw/oK8p8SW+s67dWupanE6QXWoQw6Xp7/wAMedzPIoGN2FyM5wDQBafUtT8eeIGe48O6k2gWYEltBOogS4kzkO7MRwOoHNdD5mreOYhBCJtJ0VWZJpo3HmXIBwVjI5Vf9r8q7hVCoF7AYoVVRQqqFA6ADFAHFXc0PhRLfwv4W04tqV4rSJuJ2IOA00jHqenHUmsm/N78O9MgvvKj1TWtUm8u91CYsFUgEqcKCQg6YFel7F379o3YxnHOKUgEcjNAHj2mS+Lte1aG+e61C98gh4VghNlafVi/zP8AQA16J4c0jUdNS4n1XVJL27un3uoGIov9lB1A+tb3SigAooooA47xk9pbeIPCd3ctHFs1BoxK5xjdE4xn3OK7GuD+LAB8OaYSBkaxaY/77ru1+4v0oAWiiigAooooAKKKKACvnf8AaEYyeINLhu5hFaGIlWVSzZ5zxnB7V9EV86/tISMuq6RGHUI0TMy45Yg8HPtk/nQA79nGGAa54geM+ZsijVJCMHaWbt+Ar6Ir5x/ZuW6Gt6y6p/ohgQO+P4wTgZ+hNfR1ABRRRQAUUUUAFFFFABRRRQAUUUUAYPjX/kS9YwSP9GccfSr+iRRwaFp8UShUW3jAA7fKKoeNf+RK1f8A69mrS0n/AJA9j/17x/8AoIoAnmgiuI9k8SSJ12uoIogtoLZCsEMcSk5IRQBn8KlooAKKKKACiiuT8ReKBHfr4e0mWNtXnXLOxGy1Tu7+/oO5oAbqnibU7nWX0bw3YLcXEDAXV3cZEEBxnaccsxBHA9a6qHzPJTztvm7Rv29M98e1UdE0a20SwFtb7nJO6WZzl5XxyzHuTWlQAVUuNTsbS7t7W4u4Yri4O2GJ3AZz7DvVTxFrtt4c0abULlWk2YEcSfflcnAVR6k1554WsrjxL43k1XVNlzNZsJGzyLJ/4YUPcjqxoA9ZoqOSaOFd0siIvqzACiOaKZd0UiOvTKsCKAJKKTOa5vxj4rTwzYwrDA11qV4/k2lsnV2Pc+w70AX9Y1hdNVYIEFxqM4P2e2B5cjufQDua4u0hv7b4saUt7dfaL2XTp3u/L/1aLuXaoHYA9+/NXFuLHwdbXHiDxTqENxrjw/N5fVU7Rxp1xmsTwT4me58YzX1/JbuNZt5J45EcMLWKIgBC3ockn3oA9ZoqpHqdjMIfLu4W88kRYcfOR1x61boAKKKKACiiuX1rxY1lqn9l6XYnUL1E8y4xIEjt0xkF2PTPagB3ijV7pXj0HR5AusXqMY5MZW3QdXb9QPeqmuNZ+FvCkdhEWjlvpFtFkQ5YyPwWJP40vhWdr1L3xZqMsUaXYCwZwBFbrnHzd8nLfjTbaSHWNQbxPqLNb6VZKy2qT8Iw7zEHp7e1AHUadZRadptvZQgCOCMIMDrgdatVWsL+01OyjvLK4S4tpRlJIzlWHtVmgAooooAKKKKACiiigArnPEetXtvc2+j6PCsuqXasyu/3LdB/y0f2z0HrXR1wkdl4mtvFOsXMVhbyyXjKltfPJ8sEAHClepOecUAQtp8ej26+GtOxc6rqI83U7qTORGfvuWHQ9Qoq5pNhDryG1jSP/hFrQCG2hXP+ksp5L56qCOPU81QuLKa0vY/C1lcSzajqStPqOoyDJWL0B7Z5CjtXe29vBZWscECLFBEoVVHAUCgDnNXC3Pjrw/ZAHbbRT3ZXHy8BUU/Ubm/OuqrlfD80Ou6/qGvxBzAg+w2zHo6qSWdfYscf8BFdVQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVNR1C20uwmvbuURwRLuZj/IepPpVokKCT0HNedNrOkeJtUXVb7UFi0jT52it7V+DcyrwWK9SAcbfcZoA0bLSrrxRcprXiKIxaen7yz0yQcJjkSSer+3QVa0a4XxPrR1kQZ021XZp02eJCeHfHbkYHsKgil1HxtChaC50vRd+4hzsnuQP4SP4UP5mutt7eG1gSCCNY4owFVFGABQBLRRRQAUUUUAFFFFABRRRQBxHxQlWHQtLd4llUava5Ruh+eu2X7o+lcl8R4Vk8J72ALRXlq6ZOBu85B/WusT7i59BQA6iiigAooooAKKKKACvnX9oS9tX1jT7KeZ/NTa7Rqo4iORkH1zmvoqvmf9oi2ZvGVjIhZi9sq7dmADubHzd888e1AG3+zda2xj1q6/5eQ6Rrlv4MZ6fXvXvtfOf7N7SjWNXQ58rylI9N2ef0xX0ZQAUUUUAFFFFABRRRQAUUUUAFFFFAGB41/5EvV/+vZq09K/5A9l/wBe8f8A6CK574mSmD4e6rKCw2KjZXrw610lg/mafbSc/NEp59wKALNFFFABRRTWztbbjdjjPrQB5t4n1bxfqN++h6asemyTTNHFJGfMlMXeRh0RffOa5jVvAWhQO+i29xdah4huV3XuqST7VtgDnzH5wDjoO9eraDos2nWU73k/naldMzz3CjufugegAxXOaD8MbbTprmTVdUutUE1wZxFIdke7OQWA+8frx7UAaHw7urqbQJbee6lvobSdoLa+kTabmNQPm9+cjPfFdfTURY0CIoVR0CjAFOoA85bUNN1XxPdeIdVv0TStIlNtZwuwwZxw74HX0FVb3XtQg1G10HwjpMenPqMj3D3V0uNqA5aUp1wffFd3B4c0a21Ca/h022W7mbc8uzJJ9fY1l6v4MXVde/tEanc28MsQiureIDEyqeBu6qPXHWgDi9H0zRYtDvvE3i3Ubq/aO4mjJnlPlyhWwpSMcZ9MVz1pZ63dwJpdld/2LD4ku2uoYEb54rVQOvOVJAHTqT2r2e48OaZd3mnXM1sGOnhhbxn7i5GM47kdqW98O6NfahDqV5p8Et1bgCOZxygBzxQBgTeK9L8O+H2i0iOfUksoirPGxdVK9d8h798da4WHwxrnxE8RTa1qWsy6FeQQJ5FrbDeYonXOSTjBNdnpkMPjXXv7TQr/AGBp0rJawqu1biYcGU+qjkAe2a2dAni1a71u5UxyW73H2ddoPIRdrc9+c9KAPI7bw9p1vBqEj3VxeaVYOU1DV5jvnuSP+WMI52jPUiu38H+CbVpG8SapZ/Z5JowsNj0jhhAwAw6MSOT9a7aDQdLtrG3sorKJba2cPFHjhGBzn860SARggEHtQB4bLrV9e6rqXi+w0ZU0nS4vs2lmYFVVySrPGij5iSVH0rubbx1c6bfWlt4nsf7OguLRZUu3PymX+JGxwp7jnvXbJDEkSxLGixr0QKAB+FLJFHKu2RFcejDNAHK3HxF8P4Een3D6ldOuY7ezjMjMT0BxwPxroNLmvbjToptQtVtblxloVfds9AT61Yjt4YSTFFGhPXaoGaloA5Px/wCJn8N6Ev2Ztt9eyC2tXZcqjkH5m9gAa5bwndKtvqnhu40fUoZ7iLbPfyQMzzPIh3SP2VfQZ9q9RkgilKGSNHKHKllB2n1HpT8AEnj60AeP+ENHXxnp1rp2r38Mmk6ZAIU0+CYh5SDgPMBjHA+7UPjKO41/xpB4XtpRF4b0+zBvSZ9iAHpk9yB2q94j1eHUPiJo1joyvbid5bG71CFdu4Y3FFOOSMde26u8i8H6BGlsv9mQsbb/AFbsCWB65J78+tAGVpXiHR7CzstK8OWV1qNtHiJZLSLMSY6ln4XNdBql3qNtNYCxsVuY5bhUuWL7TDGerj1xxxV+OKOJdsaKg9FGBT6ACiiigAooooAKKKKACiiigDipdYtvC/ivUptZkdItR8oWkixls7QQU4HByelMuf7Y8bMkMUdzpWhbitw0qlJ7kAgjYOqqcdTzzXbOiOBvUNg5GRnmnUAQ21tDZ20dvbxrHDGoVEUYAAqaiigAooooAKKKKACiiigAooooAKinnitoHmnkWOJBlmY4AFS00qGUhgCD1BoAEdZEV0IKsAQR3FOpAABgdKWgAooooAKKKKACiiigAooooATrxVJNH02KZZo9PtVlUlldYVBBPUg4q9RQAUUUUAFFFFABRRRQAUUUUAFFFFAHK/EMbvCEqgKSbm2GG6H9+nWuoTiNfoK5rx//AMio/wD192v/AKPSulX7i/SgB1FFFABRRRQAUUUUAFfLXx28iLxmGhu7ia5GDIHbKJ3CgdsfrmvqWvmj9oBLR/GNrCkQjungQtOzYUjLcH36UAX/ANm+ymOoaxfbAYQixF933WznGO+f6V9EV4d+zaoGia02GybhBnHH3e1e40AFFFFABRRRQAUUUUAFFFFABRRRQBx3xTUt8NdaCqSfKXgD/bWum0r/AJBFl/1wj/8AQRWV43KjwVq5YgD7M3WtTSv+QPY/9e8f/oIoAuUUUUAFFFFABRRRQAUUUUAFFFFABXJeKL251O/h8L6aXElwA99cRvhraDPUf7TYIHpya2fEOsx6BoN3qciFxAhKoP4m6AficVxPhs38/wBrl0mPdqWpyiXUdQlB8u3OMeXHnlyvQdvrQB0up3f2WCLQNCGL1lVMxAEWsecF2zwDjOB1JrZ0zToNK0+KztlxHGOvdj3J9yaj0rSbbSLdo4AzPIxeWVzueRickk1oUAFFFFABRRRQAUUUUAFcjqmpHVbu5t1uha6LZZ+33YbBdh1iU+g/i+uPWuurmZvAmhXN2ZriGWZfPa5ELysY1kY5ZtuccnH5UAU9Eih1zXY9St7XytH0+LZpp8vYJWYfO4HXGAAM/WuypqoqIFRQqgYAA4FOoAKKKKACiiigAooooAKKYzorKrMAWOFBPU+1PoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOY8f/wDIqP8A9fdr/wCj0rpV+4v0rB8ZXMVr4bkeUEhp4EABwcmVQK3l+4v0oAdRRRQAUUUUAFFFFABXzR+0I9uvjOxEh3sLcF4lG0lcnB3fXP5V9L18s/tArOfH8ckhiMX2VUjKHkYJyG568/yoA7n9nMRLomsiOQP+/QnGRjKdMH05H4V7bXh/7Nzxnw/rCBcSC5UsfUbeP617hQAUUUUAFFFFABRRRQAUUUUAFFFFAHMfEO0W98AazCzlAYC24exB/pW1pDrJoti6kFTbxkEf7orM8cf8iPrPT/j1fr9Kt+G2DeGNLIVFBtY+EbKj5R0NAGrRRRQAUUUUAFFFFABRRRQAUUUUARzwRXMLQzxrJG4wysMgiljjSJAkaKqjoFGBT6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI3hjkkjd0VmjOUJH3TjHFSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHCfFcn/hHNNwf+Yvaf+h13S/cX6VwvxWGfDmm4/6C9p/6HXdL9xfpQAtFFFABRRRQAUUUUAFfKvx6inj8efv1XDx7o2HUrxxj2OfzNfVVfNfxnsL3UvilYxWtvDdXEsAiit36HGTzz33H8qAOo/ZxljbwzqsSxMHW5BZyOGyvAH0r2yvHPgCCuka3GLV7dEvAuzduUMFAYA/UV7HQAUUUUAFFFFABRRRQAUUUUAFFFFAGP4pIHhTVi2zb9kkzvIA+6e5BpvhIqfCGklBhfsqYBOe1N8Y28l14N1iGLb5j2kgXcQBnHqad4S3f8IhpO/G4WsYOPXFAG1RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRIZPMkDqoQEbCDyeOc+nNS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxnxGh+06bo9urMrvq1uRtzngknp9K7IcAVy/i12h1Pw1KEV0GpBWU9fmjcAj6ZrqaACiiigAooooAKKKKACvnP4qa++gfF9b53hKLp/lLtQSsmQ3VcjByR36Gvoyvkb42Rzf8LKv5ZTlX2hPmB4CjsBx170Aeo/s9Msuka1MIhEXuEyqHKfcHI5PJ6mvaK8c/Z3gWPwbfS+WUaS66k8sAo5+nX9a9joAKKKKACiiigAooooAKKKKACiiigDN1+0a/8AD2o2iyCMzW7oHPRcqeah8KxGDwrpkRYN5duq5HfAxmrupSJDpd3JI/losLln/ujB5qp4aZX8N6e6tuVoVIb1HrQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHLeKf+Rg8K/8AYQf/ANEyV1Ncp4tkkj1jwv5QDMdSI246jynyfwHNdXQAUUUUAFFFFABRRRQBG8qI6IxO5zheCe1fJ/xbhhb4r6jHqMskFudrCRE3tgqO3HcV9aV8n/Gu+a6+Jt7HaxDMcKxOUTJfjnP0oA9N/Z3fd4Ovh54fbdFQhXBQYHfuO/517HXkX7PttLB4MujJDtBumVJP74Hp9CTXrtABRRRQAUUUUAFFFFABRRRQAUUUUAZXiSf7N4Z1SbZv22shC4zn5T2qLwkSfCOlEjBNshI9OKl8SFl8MaqUQOwtJcA5wflPpUPhDJ8H6QT/AM+qfyoA26KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQkgEgZPpQAtFNUkqCRg46elOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5bxT/yMHhT/sIP/wCiZK6muW8U/wDIweFP+wg//omSupoAKKKKACiiigAooooAK+RvinPj4n6wLR5WnLKq+TLnBwNwOOn0r65r5R8eu2l/FjxCxGye4wsSlEIZWQZIY52njg4JoA9d+BNvPb+BJBNJu3XchCbt3l+2f1/GvUa8o+ACTR+BLhJiMreOAuOVG1eDXq9ABRRRQAUUUUAFFFFABRRRQAUUVCs4a5eHy5AUAO8j5Tn0NAGd4phe48K6rDG6o72sgDMxUD5T3FHhaCS28K6XBKMSJbIrD3xS+J4jP4X1SJQpLWzgBhkfdqXQU8vw/p6ZJxboMk5/hFAGjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc34hgafX/AA3sViYrx5SR0AETA5/76FdJWDrc4h1zQA0mzzLl0AxncfLY4/T9K3qACiiigAooooAKKKKACvj74qTwn4iaotqyjaxDq4yI2ySdpPr1+pNfYNfIPxA0y1uviBrr/bbaFYzJNIqxkchsbfdzQB7f8CTqDfD/ADeuZI/tL/ZnJB3R8fj97d15r0+vNvgbbLbfDa2AILPNIzYYkfe469OPSvSaACiiigAooooAKKKKACq+25+2hvMT7N5ZBTb827PXPpjNWKKACiiigDP1wuNCvyjqjfZ3wzDIHymptN/5Bdp0/wBSnT/dFU/E90bLwvqdyED7LdztPQ8Yq3pjbtJs26ZgQ/8AjooAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVGBL55JK+VtGBjkGgCSiiigAooooAKKKKACiiigDlvFP/ACMHhT/sIP8A+iZK6mue8QQmbXPDuDGPLvHc7+p/dOMD35roaACiiigAopCMgjJH0qOCHyIVjMkkmP4pDlj9aAJaKp3lrcXBUwXr2+OoVAc/nWcml67HdtIuvq8JGBFJaA498hqAN2vk/XNEt9d+Jnii2lEkQt1lkRS3LvnIJ9uc/Svp2O21YSKZNRgZAfmUW2CR9d1fLHxFvZNK+JuqyWME1rcTFo5g4B3FjjcvsRtP1oA99+EETQfDyyhPmFY2dVZxjcAx5A9K72uN+FgkT4d6WkiSqyB1xKQW4duvvXZUAFFFFABRRRQAUUUUAFFFFABRRRQBg+Nf+RK1f/r2atLSf+QPY/8AXvH/AOgiuc+KE0kHw41qSJyj+UBkehYA10mlf8giy/64R/8AoIoAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHO+IJI49d8OCQtl7t1XAB58pjznpwD0roq5bxT/yMHhT/ALCD/wDomSupoAKKKKACiqialYyX8lgl3A15GAzwBxvUHoSOtSfbLb7X9k+0RfaNu7yt43Y9cdcUAT1HLIsMTyv91FLH6CpKiuFV7eRHfYrKQWzjGaAFhlWeGOVM7JFDLn0IzXzf42GmW/jjW53sJbq8lVQwuEBSNS4Xco5Pbrx1r6PgiENvHEGLBEC7j1OB1r5q8Vy6h/wsvV3t9f06ykTClw27zl3fdbPQqOCPYUAeyfCdT/wrrTW3ZR97IvZBvbgHvXbVx3wtnlufh1pU07BpHVyxHTO9untXY0AFFFFABRRRQAUUUUAFFFFABRRRQByXxLh+0fD/AFSAttEgjUt6ZdRmulsoxDYW8QbcEiVd3rgDmuc+JUckvw91hIs7vKB4OOAwJ/Sug0zB0qzIzjyExn/dFAFuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5vxPG0moeHwhRZBqIIcjJAEb5A+o4rpKw9fdo7zRTuVYzfAMSPWN8c9ua3KACiiigDxHUfBWvX/j3xPryPNZ3sJiOj3DShVlYL9zryDyMEd6XTIfEviz4iaPqF74bk0W600k3t8pytwAoAQex59etUvEl1ok3irWLbx7faxDJFP/oDQF1gWI42suP4hzn8at/D7UrF/iHbWPhnVtYvtIjtZBc/ayzRhsgrjP40Ae31V1C0+3WE1rv2eYuN3pVqigBqjagHUgYr5K+IjqnjbV9Rnlsxc29yIhZquS6spJZiOvJA9enpX1vXxZ8SFP8AwsDW2AhKi6cFoR8ucnr/ALXrQB9OfCNt/wAL9DOAP3TDgY/iNdvXE/CWPy/hhoiknIiOcjHO4121ABRRRQAUUUUAFFFFABRRRQAUUUUAc18QLVLzwHrEMhYKYC2VPPBB/pWzpX/IHsv+veP/ANBFYfxEuns/AGsTJH5jCDG36kD+tbmlf8giy/694/8A0EUAXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDmfGV/FpkOkXc8bSINSiTaozywZQcexOa6YHNcr4zt4b+bQNPuBmKbUkcndg5RWcY/ECuq6UAFFFNZgiszcBRk0AeF+JfF19Pe6vd3Ov6dbvpl20dvocsCs1yikddwz83bFa3gPxTfy+MLbTDe6NdQXts880WnwBDbMp4RiOpwe/pWb4k8U6jcfbfGWj+FtEuLC0kMAurwAzvtOC4GemeB3ro/hx4g+169e6bqXh6z0zWpIVvHmtFGyaJsbTnrnmgD0+q17EZ7YoEZ+QcK+09fWrNRyeZ8vlqp+Ybtxxgd8e9ADycDNfF/wASnf8A4T/WhtWNJLgyeXG2Vzjr6Z9fcmvtGvi34lyB/iHrGIxGVnYMoHfPX360AfT3wnZ3+GGhl1KnyCOfTccGu0rkPhdC8Hw00FJGLMbZWyRjg8gfka6+gAooooAKKKKACqlxqdhaMy3N7bwsoBYSSqpAPQnJrx34z/FO50G4/wCEe0Kfy7woftcoHMYIGAp7HGfzr56uNW1C6mlmuL24lklXbIzyElh6GgD7uimjniWWGRJI2GVZGBB+hFSV8dfD/wCJWreDdWgD3Ms+llgs1szZAX1X0Ir69sryDULGC8tn3wToJEb1BGRQBYooooA5b4jJG/w+1lZUkdPI6R/ezkYre0r/AJBFl/17x/8AoIrnviZO1t8OtZlVQSIQMH3YCuh0r/kEWX/XCP8A9BFAFuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKguhcG1lFqyLOVPllxlQe2aAJ6KZF5nlJ5u3zNo3beme+KfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcz4xcxjRGAix/akIJkGcZDdPeumrlvHH/Hvov/YXt/611NABTXZVjZnxtAJOfSnVHOsbQSLL/qypDfTHNAHztqenaZqHiC71bTfAGsX+nJdEyFZ9kUpB5Kxgcgkdq774balol94l1kxaFd6RrbxxvPDdnJ8vGBs7heOn0ri7PV7HTtevbXQ/HepaVpccjrH9rtjJb7h95VZup7iux+FY0a/1TVdXi8Qya5rEgWOWeWIxtHH2AHpkfpQB6lVO7vfs11aQhN32hymc9MDNXKY0aOysyglTlSR0NAD6+JPH8gl8f664k8wG9kw3419tHpXxR8Qxj4ga4Mo2LpgSnQkdaAPqL4SNI3wv0MyFifJIG7rjccfpXbVx/wAL5Hk+G+imRGRxBtYP1yCRXYUAFFFFABRRRQB8U/EeW6m+ImuteEGYXbqcdMA4GPwArlq+gfjf8NLi5u28U6NBJPJJgXkKDOMAAMB1Oe9eAtFIjFWRgw4II5FADK+2/ACyL4B0MSsWf7InJ9McfpXyn4B8Ean4w8Q20NvbsLSOQNPOy/Iqg8j3PtX2XBDHbQRwRKqRxqFVVGAAKAJaKKKAMLxjocviTwpf6TBIsclwoUO/QYYH+lOtv7ctrWGAW1mREioD5h5wMVt0UAZPna7/AM+ln/38NVLuTxYWX7Hb6Uo/i853J/DFdDRQBy2/x1/zy0L/AL6ko3+Ov+eWhf8AfUldTRQBy2/x1/zy0L/vqSjf46/55aF/31JXU0UAck58esyFF0JQDlhmQ7hjp7VXjj+Iy3jSPPoL25ziLZIMenNdVeanY6ft+2XkNvu+75rhc/nTH1jTY0gd763VZ/8AVEyDD/T1oAwJT49YDyxoSEHn/WHNKD49wuV0LI+9zJzW/d6vp1hIsd5fW8DsMqskgUkevNS2l9a38JmtLmKeIHBeNgwz9RQBzjSeOwBtg0JuR/HKOKVpPHIlwkOhlNoO4tJ17jFdB/aNl9la6+1w/Z1JDSbxtBHXmoE1zSXi81dRtTHz8wlXHHX8sigCnCPFBiBmbSlk28hBIRn/AAqK6Pi9SBajR3GOTJ5gx+VbcF5bXMZkt545UXqyMCBUaanYSXAt0vbdpiNwjEg3EeuKAOYdfiEbfYsmgrLg/vNsh57cVT+y/FD/AKCWgf8Afh67p5o42Cu6qSCQCeSB1qimvaTJE0q6latGhCswlGAT0FAHOWkXxGi3/abnQZtwwpCSLtPrx1qaUePy2In0IDcTkiTkY4FdLd6hZ2CK93dQwIxwpkcKCfxpyXtrIGKXMLBDtYhxwcZx+VAGZAviUxp576YH2/PtD43e3tU2zXv+eun/APfL1ofaIfs5n81DCBneG4x65psF5bXSb7e4ilX1RwaAMu5h8RyQMsF1p8Uh6OY2bH4VQ/s/xr/0HNN/8BD/AI10n2q3xnz4sf74pyTRyZ2SI2Ou1gcUAcbd2XxFWQCz1bRXTHJktmBz+FV/svxQ/wCgloH/AH4eu5hniuIhLDIkkZyNynI461Xh1bTrifyIb23klyRsWQE8deKAOWsrT4im4AvdT0ZYdpyYoGLZxx1960NOtfGMbM1/qOlzAjAVIGXHvmteXWdMhmMMl/bLKoJKGQZAHWoP+Em0L/oL2X/f5f8AGgBdmvf89dP/AO+XprR6+UYLNp6sRwdjnBqwus6Y9qbpb+2NurbDIJBtDemfWo/+Ei0YS+UdVs/Mzt2+cuc+lAGGul+OBKXPiHTyuMBPsfA5+tTx2PjNWy+s6cwx0+ykf1rdj1KxluJYI7yBpouZEEgyv1HarCyxyAlJEYDqQQaAOdns/Fzuxh1bTolJyB9mJwMdOtNkj8aQrGsU+kXJ2kO0iumTnqMV0S3EDttWaNiewYGmQ3ltcSSRwXEUjxkB1RgSv1oAw4D4xLoJ10ZUJO8oZCQPar+zXv8Anrp//fL1avNSstPCm8u4bcNwvmOFz+dTxTRzxLLFIrxsMhlOQaAMG+Hi8YFidIYEHLS+YCD+FZwT4iCVmMuglCDhdsnHpzXVQX1pdGT7PcxS+Udsmxwdp9D6U19SsYrZrl7yBYFYqZGkAUHpjNAHITW/xLd8xXugxrzx5TnvUsEXxGSHbNcaDI+8HfskHHpj+tdjFNFPAk0UivE43K6nII9c1DDqFpcRzSRXCNHAxSR88KR15oA55G8dhcMmhMfXMgqa1/4TMmY3P9jDjMYTzOvofat37bagxA3EWZuYxvHz/T1qZ3SNSzsFUdycCgDAm/4S4RQmEaQ0hH7wP5gA+lPjHikmXzG0oAH93tEnI961ItQs5kjeK6hZZCQhDj5iDg49eQakNzAJhD50fmnJCbhnjrxQBn7Ne/566f8A98vWXqsfjh/k0yfRoxwfMlRyfpiulininBMUqSAHB2sDg0guYDcGDzk84AEx7huA+lAHD/Zfih/0EtA/78PQLX4oZ51LQMf9cHrt0urd1ZknjKqcEhhgGpVdGTcrgr6g8UAckYfH0bbFu9FlVcne0bqX6YBA6d6nA8bhhk6KwPB/1gx710iTRSkiORHI67WBxTiyjqQOM9aAMpI/EAUBp9PJ7nY9QzweJnI8m90+IenlM1aEmr6bFxJf2y9eso7daW01SwvwTaXsE+Dg+XIG/lQBiPY+MTGirrGnK4zub7KTu9O/FQSWHjkL+71vSycH71qfwrqlnhdtqSozegYE0PNFH/rJET/eYCgDlo4vHlvgNc6LdZAJLxum0+gx1qVX8b4bdHoYOOMNJ1roxcQEgCaMk9PmHNOSWOTOyRWx12nOKAMRP+EqNmWc6SLnBwg8zZ+fWobg+MFZfsy6M6lRu3mQYb29q3nuYEZFaaMF22oCw+Y+gp3mx+YI967yNwXPOPWgDlnPjxvuLoS/KR1kPPY1nfZfih/0EtA/78PXdNLGjqrSKrMcKCeSaaLqAsVE0ZYHaRuGQfSgDlLRfiDFDtuX0Gd8/eAkXj6CrG/x1/zy0L/vqSuoyPUU0yxqcF1B9CaAObjbxuXAkj0ML3KtLmrsa+JTJIJH0wICNhUPk/WtguobaWG70zzTqAMrZr3/AD10/wD75ejZr3/PXT/++XrVooA5a8/4TcykWh0QRhuGfzMkfSoJx8QHikWJtCjdsbGxIdv4d67CigDA0iLxOmj3K6tcafJqRJ8h4EYRgY43Dr1zWYsvxCitgDb6FPKuRnfIu70PtmuyooA4u3uviHJIyz6boUKAZDee7ZPpgVZSTx2UBaDQlPcb5TiurooA4+fSvEus3Fkmrf2ZFbW10lzm1LlyVzgfNx3rsKKKACmSAtEwXAJBxkZGafVLV4Z7jSLyG1OJ3hZY+cfMRxz2oA8M1aLWNYS48MapeeGrNLK4a8jkLr/pL7sqpH8I5wfau++HWi6it/qXiTU1sIZtQjiiS3sCDGqoCA2R3Oc1wtnqeiaFC+na/wDDi6lvoZGDTRwiUSAkkNuPU812vwn0q6srfV786bNpmnX84lsrOV8tEmOeP4cnnFAHo9NO/euANvf1p1QvOqTxQkNukzggcDHqaAHyyLFC8jttVVJJ9BXxJ4s1RL/xDqixPMbQ3kssQcgtuYgEk++K+1r2WOCxnml/1aRszfLu4A9O9fDet3CXWvalOV2iSd2UKu0D5vTtxQB9g/DRXHw40HzGZmNojZbrzzXV1y/w5hSH4d6CsbOymzjYF+vIzj9a6igAooooAKKKKACs2XQNGmkaSXSbGSRjlma2Qkn3OKuRTrM8qKrgxtsO5SAeM8eo5qagCC2tLezhEVrbxQRDkJEgUfkKnoooAKKKKACiiigAooooAKKKKACiiigDyzx/pGt+MPGWk6PZWywadYn7VLe3FuXjL9NmCMNx7459qxdY03S/DWqeGdO1NLk6JoCSzPczW5VZpzgqEPRu52j0r22mSRpKuJEVx6MM0AeC+LNTsfG/je0Zbq3sIrGxDxebAJppJH/5ZhOhYenOKu3mskeBbvS/BwXTIbC287Up5lMcqv0K7VB+c4554r2r7NBu3CGPcO+0Zp3kxAMPKT5vvfKOfrQB846LqFtrng3T9ItblYtT0kLdwxSDcl/MzEmNo+dx/wARxUHiLUNNfX9LsoobDRvsVlLdXUbQGSNLuRfmTb3IOOOcenFfSa21ujBlgjBHQhRQ1rbsxZoIyT1JUUAcDFrGn+HPhJ/aENrHp7yWhEccqCMyy7cA475xke1cn8NPCEFnoUfi28H9qyyRGSG3jhyyzFj0OM+3oK9saKN0Cuiso6AjIpyIsa7UUKB2AwKAPMNFtvEKeP8AUtZ8R2VxJCmnlraKHMiR7iMxLgDLY69ar+GfBn2TxfcR6jomNLvv+JhbRLkw28oI+RxjBbvzwOQBXrNFAHk3xesrC/1Xw7pryJFcahcrFK8jfKsCnJAB4Uk4AIGT0zVfVdJ0/TviFfxG0iVE00z6fZRkkXVwwYFtmcFhjGPSvXnijkYM8asV6EjOKDFGzhyilx0YjkUAebabNN8Pvg2TrXlpeLDIViJzl3yVXHrz0rhfC89noAmvtS1GCOWDT/tVikbeSLh5ASwcfxkEYx09q+g3jSVdrorD0YZphtoGxugjOBgZUcUAfPupafp2m/CHRiXjfV9am4nY5EZkYb26cYUY9smus8QpbaVp+oaR4euLaze0sUbVbtZCjkBGVFXggMTyeh5HrXq5t4WVVMSFV6AqOKUwRHdmNDu+98o5+tAHm3h3xDp2kfB3RriVt1u8UdpcPG2DEzZDMT6g9a4a30uaDw3qj6efP/s+dbaHV7FdpltXbL5I+8yjqc8etfQXkQ+X5flJs67doxQsUaIUWNQh6qBxQB4741vPCsXhKS90IQteW0X2O1uVX5GMmFbDY+dgOTWBZ2Oh6N4ntf7Z1DTL7TtL0wtBttkQSXHQoccuwGDz7cCvoD7NBsC+THtBzt2jGaQ2tuesEZ/4CKAPGX0VdH1uLS2WFfDmoQJrN4xXcsbxYLBccAMdv8hWH4Zm8O3sz6nq9zYs2o6hJN9ijtl80IvKhmz8ijGe1fQpjQjBRTxt6dvSmC1txyIIh/wAUAfOj+ItL1PRPEN64srfUtcv1tEw+HgtwQNx9uM571vanfDwsdT8T6PKE0p9PWxtYmyEvJxwZFXP3QOdw64Ne2/Y7b/n3i/74FOMETIEaJCo6AqMCgDwPS9Q8P6J4Yurh721m1C0sUFv9kUjZPKrKSXJy78nI6ACtb4S2ttB4tvLGW/Sa5020RYPIGEnRwGaQt1c5OOegNeyfZLfGPIix/uCkW0t0nEywRLLt2hwgDbfTPpQB4Rr+q3d5I5WS5lnkdpZLl7BZVUb9u1d+VVEHU4BNegeHZLC08H6vaxaitnFbFke8IAAJX/Whc4AOcgDitXVvBFpqF99qtL++0t3YtcCxk2Cf/eGOvuOa2tO0ew0q0a2tLdUiY7nzyXbuWJ6mgDx3TQdF8Iazq+pvFaQ3lsbHT0X921yef3rDjJYnOT2rcvfDel3XhDwr4Z8iKe6uIf3VwiF4UwoMkhAIDE9AT3INeotDE6BWjRlHQFeBTgiDGFA28DjpQB5f4rl8TWnhl9MFlbaPpHmx2q3dvPveKA8biuBjsOveuKudR13T7bw9pdzZLb2qwyXL2QiMf25w5CoV6kngnk+9fQrKrrtZQwPYjNMeCKR0d4kZk5QlQSv09KAPHNVDeJPGvhyfTorO5+zlGvbC25ktio6M+cKM8Y4q/8AEC+vtW8KXdhrENvpmoeastjZLciV7sA/dIUjqcDivUbeytbTeba2ih3ks3loF3E9ScVI8MbsGeNWYdCRkigDxzW9L0678SeEtJtobNms9i3tpbSlZ7bC7yx67VByT3JI5rU0ibRNQ8R+LvEkN7aQW0UQsUnZjtBK5aRjnoWIH/Aa9ITTrKK/lv0tYlu5lCSTBRuYDoCfxp0+n2d1ay2s1tE8EoxJGVGGHuKAOB+ElhFDp2p3iRDdNdsouYuIrhV6Oi/wisvxpOdVvrvxBoEltNeeHpY8GJjumP8AHG2Bz+tesRxpDGscaKiKMBVGABXPTeAvCs88s0mhWbSSsXkby+WJ7mgDzWTZZ+MbMa/dWtppcVkdRmtVG2K5uHbG33IyvHqOnNb/AIWluPDXgDXNZ1V47RbmSe6gsbg8WwOQsZB9Tjj3rp2+HfhByC3h+xJHQmOnSfD7wnLnzNBs33HJ3JnNAHCeDdX0vwR4XFxcIuoarcj7Rd/YQGaLew2I3PHLYH0NOtLue6+Ll7BrN47W8mjF5bYPtjhU87QQeSB1PFdwPh34RVWUaBZBWxkCPg46Uf8ACu/CJYudAstxGCfL5xQB4/pVz4Ln8O+KfEk9jp8bRSmKytnfcU2ghTj1Y8+9TeBb/StE0u2urm80d4bPTnnUWjZmjmbOTKTjqG2hSepr1f8A4Vt4M2lf+Ec0/B6jyhUU3wv8FTwtE3h6yVWxny02Hg56jmgDzP4Y6fHda9o89/dizurW3kuYBC+RfCRjuJbp8uQCoziup+IlnZax4p0HSIL23jvLu5WecyyZIiiwQqr23HP1wa6G3+Fvgy2uWnj0ODewIwzMyqD6AnA/CrJ+HfhAuHPh+xLjo3l8igDzXVDa2njDV9S0OCxjtPDtm0LfaZCU85ySWUDOSCcYNV7fXbnwt8OZLO0tWfWrmFrrU7mDav2RXOQWJP3sHgV6mPh54RCug0Cy2yHLjy+G+vrQPh54SCuBoFkA4w48v7w9D60Aec+H7S41/wCG2iaMJ43uJ4ri8MvmYmVQSEYNnIcuVyc9M810vwpW61DTW1TU4J4dRtYl0qQS87vKJJYE85JbB91roU+HnhGMqU0CyUjgYjxitrT9Ls9KgeGxt0gjdzIyr3Y9T9aAPF7HxNeab4p+03atqF3rTzi1CxljZSKxRAuTjGBk9DgHrTNYTT21/wANaXaaja6o/n7tSFiB9pMq/MXLZ4GeK9UuvAfhi9kElzo9vJJ5pmLMDlnPUn1qJfhx4OV96+HbAN6iIZoA810nxFqMWuzXMUkmotLcy3VxAknNuQCkUOM4DE4OKg1qC8tddm05ppX1i6iiWKZyWLSyPmR0GcFY04Bxx1r0Wb4UeDZfOI0iOIzMrExsVwQe3pnvV7/hXfhEsGOgWRZejGPkUAec+Ftbn1rx/bWLGWe9tb+eSaVzgxWyIYkRvct82PfNe21z9j4J8Nabdx3dlo1rBOjblkjTBB9a6CgAooooAKKKKACiiigAooooAKKKKACsjxNLqEHhrUJdLUNerCxiB9cVr1ma9rll4d0mXUtQLi2jIDbELnk4HAoA+fIX0rxB4g0ex0jW/El1dPcM2q4nkVFj5LMvPGOAD6CvS/hBqmp6lp+qrc3l3e6bBc+XYXN3Htd4x1ye+DWfq/xV8MWWk3eo+H0t4dSKh1F1Yun2kDsCAMn3JruPBXiiw8W+GrfUrEKuQFmiVSPLkwCy/rQB0dR+dGJhDvXzSu7bnnHrUlZ08EFzqYKXMkVzHHgiPGdpPfI9aAL0uPKfIJG05x1r4g8StaTeItWngZ0AuiI43TkjJznk9Me9fayQPai4la6nlDAsFfbhPpx/Ovi7WpINT8V6tcXMht186WTLJ8znccA44B5+nFAH114DDDwFoQfbu+xRZ24x90eldHXPeBZFm8C6HKoZVeyibDNuIyo710NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDO04CeQiMS4DbjjC9z9amooAKKKKACiiigCOWQQwvKwJCKWIUZJx6CkgmW4gSZQwV1DAMMEfUVLRQAUUUUAFFFFABRRRQAUUUUAFFFFABVHUp76CKE2FolxI0yq6s+0KhPzN+A7VeooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACopzCI/35jCZA+fGM9utS1m65oll4h0qTTdQV2t5CCwRypyDkcj3oA4Ox+INsdQ1CLX9Hht9MgvZLS2vI03oSrAYcfw9c56da9D09LFbOP8As4QC1IynkY2ke2OK4K0+CnhWG2khuPttwJJGdt1wwByehAODj1rs9A0DT/DOkx6Zpkbx2sZJVWcsRk5PJoA1aYI0EhkCDeRgtjkin0UARXO37NLuG5dhyPUYr4sN1d6brGoapFA39nNdtDIMhlPJZUOc5+7n8K+0rlkS1meQZRUYt9Mc18U6ilneSanLpwka28x5lG0qE+fjj02mgD6/8GXCXfgvRbiOMRrJZxMEAwB8ordrnfAcrTeAdBkYKC1jESFGB90V0VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVDV9ObVNMls0vLizL4xPbsA64IPBP0qaxt5LSzSGW5luXXOZpQNzc98ACgCzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVTtxc/2heeaT5B2eT+XzfrVyigChrLbNEvmLhMQP8AMc4HB9K+Iri2lH2yeJNtutx5ZdFIABzgewOOhr7lu4lns5onxtdCpyM8EelfEmoyJpviTUYZFadI7h12ONocgkAkduuaAPsXwbamy8F6NbNgGOziXg5/hFbtZnhxt/hrTGwRm1j4PX7orToAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqC1t/syOvmvJucvlj0z2+lAEkih42U5wRg4OK+HPE8ax+LdVjUMqLdyKNx3EDcepyc/ma+3b9JpNPuEt5fKmaNgj4ztOODjvXxJ4oVovFd/HJnzEuWV2xgk7uuOg+lAH2T4QeR/B+jtIiI5tIsrH90fKOlbdZ+hlW0DTypyDbRkf98itCgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCtqGf7OudpwfKbHGe3tXxBqv2ltXvJrtm3SXLiUsvO4NnBr7iukMtrLGshiLIQHH8PvXxZ4mWV/E2t2iSQSIt28xdGwp25ztz9f0oA+xfDhRvDWmNGmxDax4X0G0cVqVjeEpkuPCGjyohjVrOIhT1HyitmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCK4iSe3kikXcjqVZfUEdK+LtR0ua78Y6lbwW8wgtZ3TYsWTGASAuCTnnjqT3oooA+v/CyonhTSVjREQWkQCocqPlHSteiigAooooAKKKKAP//Z"
|
ffdm0111
| 0 |
{"lines_data": [{"Word": "CO REMOVAL", "Confidence": 0.9975, "X1": 0.37778, "Y1": 0.2752, "X2": 0.59216, "Y2": 0.275, "X3": 0.59216, "Y3": 0.2998, "X4": 0.37778, "Y4": 0.2998, "page": 0}, {"Word": "INDUSTRIAL GAS", "Confidence": 0.9965, "X1": 0.36601, "Y1": 0.3562, "X2": 0.60392, "Y2": 0.356, "X3": 0.60392, "Y3": 0.3768, "X4": 0.36601, "Y4": 0.3768, "page": 0}, {"Word": "United States Abstracts Only", "Confidence": 0.97125, "X1": 0.31503, "Y1": 0.4172, "X2": 0.65752, "Y2": 0.417, "X3": 0.65752, "Y3": 0.4478, "X4": 0.31503, "Y4": 0.4478, "page": 0}, {"Word": "+ foreign", "Confidence": 0.4455, "X1": 0.35686, "Y1": 0.4422, "X2": 0.46667, "Y2": 0.442, "X3": 0.46536, "Y3": 0.4608, "X4": 0.35686, "Y4": 0.4588, "page": 0}, {"Word": "(Can be Ordered on Request)", "Confidence": 0.994, "X1": 0.31634, "Y1": 0.4602, "X2": 0.65359, "Y2": 0.46, "X3": 0.65359, "Y3": 0.4828, "X4": 0.31634, "Y4": 0.4828, "page": 0}, {"Word": "2028664520", "Confidence": 0.991, "X1": 0.95294, "Y1": 0.8672, "X2": 0.93856, "Y2": 0.867, "X3": 0.90719, "Y3": 0.8648, "X4": 0.92157, "Y4": 0.7218, "page": 0}], "words_data": [{"Word": "CO", "Confidence": 0.998, "X1": 0.37908, "Y1": 0.2762, "X2": 0.4183, "Y2": 0.276, "X3": 0.41699, "Y3": 0.2998, "X4": 0.37778, "Y4": 0.2988, "page": 0, "Index": 0}, {"Word": "REMOVAL", "Confidence": 0.997, "X1": 0.43399, "Y1": 0.2752, "X2": 0.58824, "Y2": 0.275, "X3": 0.58693, "Y3": 0.2998, "X4": 0.43268, "Y4": 0.2998, "page": 0, "Index": 1}, {"Word": "INDUSTRIAL", "Confidence": 0.995, "X1": 0.36732, "Y1": 0.3562, "X2": 0.52941, "Y2": 0.356, "X3": 0.52941, "Y3": 0.3768, "X4": 0.36732, "Y4": 0.3768, "page": 0, "Index": 2}, {"Word": "GAS", "Confidence": 0.998, "X1": 0.53856, "Y1": 0.3572, "X2": 0.59608, "Y2": 0.357, "X3": 0.59739, "Y3": 0.3778, "X4": 0.53987, "Y4": 0.3768, "page": 0, "Index": 3}, {"Word": "United", "Confidence": 0.997, "X1": 0.31765, "Y1": 0.4202, "X2": 0.39085, "Y2": 0.42, "X3": 0.38824, "Y3": 0.4438, "X4": 0.31634, "Y4": 0.4428, "page": 0, "Index": 4}, {"Word": "States", "Confidence": 0.996, "X1": 0.39739, "Y1": 0.4202, "X2": 0.47582, "Y2": 0.42, "X3": 0.4732, "Y3": 0.4448, "X4": 0.39477, "Y4": 0.4438, "page": 0, "Index": 5}, {"Word": "Abstracts", "Confidence": 0.993, "X1": 0.48235, "Y1": 0.4182, "X2": 0.58824, "Y2": 0.418, "X3": 0.58431, "Y3": 0.4478, "X4": 0.47974, "Y4": 0.4458, "page": 0, "Index": 6}, {"Word": "Only", "Confidence": 0.899, "X1": 0.59477, "Y1": 0.4172, "X2": 0.65621, "Y2": 0.417, "X3": 0.65229, "Y3": 0.4488, "X4": 0.59085, "Y4": 0.4478, "page": 0, "Index": 7}, {"Word": "+", "Confidence": 0.709, "X1": 0.35817, "Y1": 0.4422, "X2": 0.37386, "Y2": 0.442, "X3": 0.37386, "Y3": 0.4598, "X4": 0.35817, "Y4": 0.4598, "page": 0, "Index": 8}, {"Word": "foreign", "Confidence": 0.182, "X1": 0.38039, "Y1": 0.4432, "X2": 0.46536, "Y2": 0.443, "X3": 0.46536, "Y3": 0.4608, "X4": 0.38039, "Y4": 0.4598, "page": 0, "Index": 9}, {"Word": "(Can", "Confidence": 0.984, "X1": 0.31895, "Y1": 0.4612, "X2": 0.36732, "Y2": 0.461, "X3": 0.36601, "Y3": 0.4828, "X4": 0.31765, "Y4": 0.4828, "page": 0, "Index": 10}, {"Word": "be", "Confidence": 0.997, "X1": 0.37255, "Y1": 0.4602, "X2": 0.40392, "Y2": 0.46, "X3": 0.40261, "Y3": 0.4828, "X4": 0.37124, "Y4": 0.4828, "page": 0, "Index": 11}, {"Word": "Ordered", "Confidence": 0.996, "X1": 0.41046, "Y1": 0.4612, "X2": 0.50588, "Y2": 0.461, "X3": 0.50458, "Y3": 0.4828, "X4": 0.40915, "Y4": 0.4828, "page": 0, "Index": 12}, {"Word": "on", "Confidence": 0.998, "X1": 0.51111, "Y1": 0.4612, "X2": 0.53987, "Y2": 0.461, "X3": 0.53987, "Y3": 0.4828, "X4": 0.5098, "Y4": 0.4828, "page": 0, "Index": 13}, {"Word": "Request)", "Confidence": 0.995, "X1": 0.54641, "Y1": 0.4612, "X2": 0.65359, "Y2": 0.461, "X3": 0.65359, "Y3": 0.4828, "X4": 0.5451, "Y4": 0.4828, "page": 0, "Index": 14}, {"Word": "2028664520", "Confidence": 0.991, "X1": 0.95425, "Y1": 0.8622, "X2": 0.93856, "Y2": 0.862, "X3": 0.9085, "Y3": 0.8598, "X4": 0.92157, "Y4": 0.7228, "page": 0, "Index": 15}]}
|
"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"
|
ffpx0071
| 1 |
{"lines_data": [{"Word": "PTER", "Confidence": 0.255, "X1": 0.166, "Y1": 0.29804, "X2": 0.166, "Y2": 0.29784, "X3": 0.146, "Y3": 0.29764, "X4": 0.146, "Y4": 0.25856, "page": 0}, {"Word": "LMS, this Contract will be in effect ..", "Confidence": 0.66812, "X1": 0.213, "Y1": 0.3533, "X2": 0.211, "Y2": 0.3531, "X3": 0.195, "Y3": 0.3529, "X4": 0.197, "Y4": 0.06314, "page": 0}, {"Word": ":38 Fifth Avenue", "Confidence": 0.42067, "X1": 0.899, "Y1": 0.56085, "X2": 0.898, "Y2": 0.56065, "X3": 0.885, "Y3": 0.56045, "X4": 0.885, "Y4": 0.41759, "page": 0}, {"Word": "low York, N.Y. 10103", "Confidence": 0.80675, "X1": 0.885, "Y1": 0.58106, "X2": 0.886, "Y2": 0.58086, "X3": 0.871, "Y3": 0.58201, "X4": 0.87, "Y4": 0.40142, "page": 0}, {"Word": "\"PLEASE READ ALL PARTS OF THIS CONTRACT BEFORE SIGNING.", "Confidence": 0.86133, "X1": 0.241, "Y1": 0.59993, "X2": 0.239, "Y2": 0.59973, "X3": 0.224, "Y3": 0.59953, "X4": 0.225, "Y4": 0.05506, "page": 0}, {"Word": "MASTER CONTRACT", "Confidence": 0.9965, "X1": 0.824, "Y1": 0.62958, "X2": 0.825, "Y2": 0.62938, "X3": 0.802, "Y3": 0.62918, "X4": 0.802, "Y4": 0.33268, "page": 0}, {"Word": "LORILLARD MEDIA SERVICES (LMS)", "Confidence": 0.71775, "X1": 0.917, "Y1": 0.65653, "X2": 0.915, "Y2": 0.65633, "X3": 0.897, "Y3": 0.65479, "X4": 0.897, "Y4": 0.30977, "page": 0}, {"Word": "From", "Confidence": 0.921, "X1": 0.724, "Y1": 0.68484, "X2": 0.726, "Y2": 0.68464, "X3": 0.712, "Y3": 0.68713, "X4": 0.709, "Y4": 0.63457, "page": 0}, {"Word": "BRANDS", "Confidence": 0.621, "X1": 0.371, "Y1": 0.75626, "X2": 0.369, "Y2": 0.75606, "X3": 0.356, "Y3": 0.75452, "X4": 0.358, "Y4": 0.68039, "page": 0}, {"Word": "al for the Brands listed, respectively. For conveniente. we refer to these as Brand Aconciof", "Confidence": 0.43467, "X1": 0.404, "Y1": 0.78726, "X2": 0.403, "Y2": 0.78706, "X3": 0.387, "Y3": 0.78686, "X4": 0.387, "Y4": 0.05371, "page": 0}, {"Word": "ADDITIONAL TERMS AND CONDITIONS OF THIS CONTRACT APPEAR ON THE REVERSE SIDE OF.", "Confidence": 0.87408, "X1": 0.253, "Y1": 0.83039, "X2": 0.252, "Y2": 0.83019, "X3": 0.231, "Y3": 0.82999, "X4": 0.234, "Y4": 0.05371, "page": 0}, {"Word": "Agonicio Tat this Contract.", "Confidence": 0.4355, "X1": 0.399, "Y1": 0.89777, "X2": 0.4, "Y2": 0.89757, "X3": 0.387, "Y3": 0.89872, "X4": 0.386, "Y4": 0.68444, "page": 0}, {"Word": "1714/80", "Confidence": 0.612, "X1": 0.729, "Y1": 0.9126, "X2": 0.73, "Y2": 0.9124, "X3": 0.715, "Y3": 0.9122, "X4": 0.714, "Y4": 0.83134, "page": 0}, {"Word": "Please sign and return the attached Acceptance Copy of this Contract. Upon receipt of the Acceptance Capy by", "Confidence": 0.80328, "X1": 0.226, "Y1": 0.92203, "X2": 0.225, "Y2": 0.92183, "X3": 0.206, "Y3": 0.92163, "X4": 0.208, "Y4": 0.0564, "page": 0}, {"Word": "91581157", "Confidence": 0.992, "X1": 0.157, "Y1": 0.95707, "X2": 0.087, "Y2": 0.95687, "X3": 0.087, "Y3": 0.93646, "X4": 0.157, "Y4": 0.93646, "page": 0}, {"Word": "*BRAND AGENCY. Each ad agency will Issue Instrin lions in the form of \"insur! or, Orleie\" ard w'Il furnish materi-", "Confidence": 0.6463, "X1": 0.419, "Y1": 0.93012, "X2": 0.416, "Y2": 0.92992, "X3": 0.402, "Y3": 0.92972, "X4": 0.404, "Y4": 0.0308, "page": 0}, {"Word": "THIS FORM.", "Confidence": 0.737, "X1": 0.239, "Y1": 0.9409, "X2": 0.251, "Y2": 0.9407, "X3": 0.229, "Y3": 0.9432, "X4": 0.213, "Y4": 0.737, "page": 0}], "words_data": [{"Word": "al", "Confidence": 0.226, "X1": 0.403, "Y1": 0.07163, "X2": 0.403, "Y2": 0.07143, "X3": 0.388, "Y3": 0.06853, "X4": 0.388, "Y4": 0.05506, "page": 0, "Index": 0}, {"Word": "for", "Confidence": 0.122, "X1": 0.403, "Y1": 0.09589, "X2": 0.403, "Y2": 0.09569, "X3": 0.388, "Y3": 0.09414, "X4": 0.388, "Y4": 0.07258, "page": 0, "Index": 1}, {"Word": "LMS,", "Confidence": 0.942, "X1": 0.213, "Y1": 0.10397, "X2": 0.213, "Y2": 0.10377, "X3": 0.198, "Y3": 0.10492, "X4": 0.198, "Y4": 0.06584, "page": 0, "Index": 2}, {"Word": "Please", "Confidence": 0.784, "X1": 0.224, "Y1": 0.11341, "X2": 0.224, "Y2": 0.11321, "X3": 0.211, "Y3": 0.11436, "X4": 0.211, "Y4": 0.06584, "page": 0, "Index": 3}, {"Word": "*BRAND", "Confidence": 0.329, "X1": 0.42, "Y1": 0.11206, "X2": 0.419, "Y2": 0.11186, "X3": 0.404, "Y3": 0.11301, "X4": 0.404, "Y4": 0.04832, "page": 0, "Index": 4}, {"Word": "\"PLEASE", "Confidence": 0.209, "X1": 0.241, "Y1": 0.12688, "X2": 0.24, "Y2": 0.12668, "X3": 0.226, "Y3": 0.12783, "X4": 0.227, "Y4": 0.0564, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.282, "X1": 0.403, "Y1": 0.12688, "X2": 0.403, "Y2": 0.12668, "X3": 0.388, "Y3": 0.12379, "X4": 0.388, "Y4": 0.09818, "page": 0, "Index": 6}, {"Word": "this", "Confidence": 0.939, "X1": 0.213, "Y1": 0.13632, "X2": 0.212, "Y2": 0.13612, "X3": 0.198, "Y3": 0.13727, "X4": 0.198, "Y4": 0.10896, "page": 0, "Index": 7}, {"Word": "sign", "Confidence": 0.94, "X1": 0.224, "Y1": 0.15249, "X2": 0.224, "Y2": 0.15229, "X3": 0.21, "Y3": 0.15344, "X4": 0.211, "Y4": 0.1184, "page": 0, "Index": 8}, {"Word": "ADDITIONAL", "Confidence": 0.777, "X1": 0.253, "Y1": 0.16597, "X2": 0.252, "Y2": 0.16577, "X3": 0.237, "Y3": 0.16557, "X4": 0.237, "Y4": 0.06449, "page": 0, "Index": 9}, {"Word": "READ", "Confidence": 0.982, "X1": 0.239, "Y1": 0.1754, "X2": 0.239, "Y2": 0.1752, "X3": 0.226, "Y3": 0.175, "X4": 0.226, "Y4": 0.13188, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.997, "X1": 0.224, "Y1": 0.17945, "X2": 0.224, "Y2": 0.17925, "X3": 0.21, "Y3": 0.18039, "X4": 0.21, "Y4": 0.15748, "page": 0, "Index": 11}, {"Word": "Brands", "Confidence": 0.866, "X1": 0.403, "Y1": 0.18484, "X2": 0.403, "Y2": 0.18464, "X3": 0.388, "Y3": 0.18309, "X4": 0.388, "Y4": 0.12783, "page": 0, "Index": 12}, {"Word": "AGENCY.", "Confidence": 0.794, "X1": 0.419, "Y1": 0.19157, "X2": 0.419, "Y2": 0.19137, "X3": 0.404, "Y3": 0.19252, "X4": 0.404, "Y4": 0.11975, "page": 0, "Index": 13}, {"Word": "Contract", "Confidence": 0.931, "X1": 0.212, "Y1": 0.20775, "X2": 0.212, "Y2": 0.20755, "X3": 0.197, "Y3": 0.20869, "X4": 0.198, "Y4": 0.14131, "page": 0, "Index": 14}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.239, "Y1": 0.21314, "X2": 0.239, "Y2": 0.21294, "X3": 0.225, "Y3": 0.21274, "X4": 0.226, "Y4": 0.18174, "page": 0, "Index": 15}, {"Word": "TERMS", "Confidence": 0.991, "X1": 0.252, "Y1": 0.22662, "X2": 0.252, "Y2": 0.22642, "X3": 0.238, "Y3": 0.22622, "X4": 0.237, "Y4": 0.16961, "page": 0, "Index": 16}, {"Word": "return", "Confidence": 0.61, "X1": 0.224, "Y1": 0.23066, "X2": 0.224, "Y2": 0.23046, "X3": 0.21, "Y3": 0.23161, "X4": 0.21, "Y4": 0.18578, "page": 0, "Index": 17}, {"Word": "listed,", "Confidence": 0.656, "X1": 0.403, "Y1": 0.2347, "X2": 0.402, "Y2": 0.2345, "X3": 0.388, "Y3": 0.23295, "X4": 0.388, "Y4": 0.18578, "page": 0, "Index": 18}, {"Word": "Each", "Confidence": 0.804, "X1": 0.419, "Y1": 0.2347, "X2": 0.418, "Y2": 0.2345, "X3": 0.403, "Y3": 0.23565, "X4": 0.404, "Y4": 0.19657, "page": 0, "Index": 19}, {"Word": "will", "Confidence": 0.269, "X1": 0.212, "Y1": 0.2374, "X2": 0.212, "Y2": 0.2372, "X3": 0.196, "Y3": 0.23834, "X4": 0.197, "Y4": 0.21274, "page": 0, "Index": 20}, {"Word": "be", "Confidence": 0.825, "X1": 0.212, "Y1": 0.26166, "X2": 0.212, "Y2": 0.26146, "X3": 0.196, "Y3": 0.2626, "X4": 0.196, "Y4": 0.24239, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.986, "X1": 0.224, "Y1": 0.26435, "X2": 0.224, "Y2": 0.26415, "X3": 0.209, "Y3": 0.2653, "X4": 0.21, "Y4": 0.23565, "page": 0, "Index": 22}, {"Word": "AND", "Confidence": 0.98, "X1": 0.252, "Y1": 0.26435, "X2": 0.252, "Y2": 0.26415, "X3": 0.238, "Y3": 0.26395, "X4": 0.238, "Y4": 0.23026, "page": 0, "Index": 23}, {"Word": "ad", "Confidence": 0.998, "X1": 0.418, "Y1": 0.26031, "X2": 0.418, "Y2": 0.26011, "X3": 0.403, "Y3": 0.25991, "X4": 0.403, "Y4": 0.23969, "page": 0, "Index": 24}, {"Word": "PARTS", "Confidence": 0.996, "X1": 0.239, "Y1": 0.27109, "X2": 0.238, "Y2": 0.27089, "X3": 0.225, "Y3": 0.27069, "X4": 0.225, "Y4": 0.21678, "page": 0, "Index": 25}, {"Word": "in", "Confidence": 0.996, "X1": 0.212, "Y1": 0.28052, "X2": 0.212, "Y2": 0.28032, "X3": 0.196, "Y3": 0.28147, "X4": 0.196, "Y4": 0.26665, "page": 0, "Index": 26}, {"Word": "PTER", "Confidence": 0.255, "X1": 0.166, "Y1": 0.29535, "X2": 0.166, "Y2": 0.29515, "X3": 0.146, "Y3": 0.29495, "X4": 0.146, "Y4": 0.25856, "page": 0, "Index": 27}, {"Word": "OF", "Confidence": 0.998, "X1": 0.238, "Y1": 0.29804, "X2": 0.238, "Y2": 0.29784, "X3": 0.225, "Y3": 0.29764, "X4": 0.225, "Y4": 0.27473, "page": 0, "Index": 28}, {"Word": "effect", "Confidence": 0.365, "X1": 0.212, "Y1": 0.32635, "X2": 0.211, "Y2": 0.32615, "X3": 0.195, "Y3": 0.32595, "X4": 0.196, "Y4": 0.28551, "page": 0, "Index": 29}, {"Word": "agency", "Confidence": 0.972, "X1": 0.418, "Y1": 0.31961, "X2": 0.418, "Y2": 0.31941, "X3": 0.403, "Y3": 0.31921, "X4": 0.403, "Y4": 0.26395, "page": 0, "Index": 30}, {"Word": "attached", "Confidence": 0.567, "X1": 0.224, "Y1": 0.33713, "X2": 0.224, "Y2": 0.33693, "X3": 0.209, "Y3": 0.33673, "X4": 0.209, "Y4": 0.26934, "page": 0, "Index": 31}, {"Word": "respectively.", "Confidence": 0.663, "X1": 0.402, "Y1": 0.33308, "X2": 0.402, "Y2": 0.33288, "X3": 0.388, "Y3": 0.33134, "X4": 0.388, "Y4": 0.237, "page": 0, "Index": 32}, {"Word": "THIS", "Confidence": 0.987, "X1": 0.238, "Y1": 0.34117, "X2": 0.238, "Y2": 0.34097, "X3": 0.225, "Y3": 0.34077, "X4": 0.225, "Y4": 0.30303, "page": 0, "Index": 33}, {"Word": "..", "Confidence": 0.078, "X1": 0.211, "Y1": 0.35195, "X2": 0.211, "Y2": 0.35175, "X3": 0.195, "Y3": 0.35155, "X4": 0.195, "Y4": 0.32999, "page": 0, "Index": 34}, {"Word": "will", "Confidence": 0.98, "X1": 0.418, "Y1": 0.3506, "X2": 0.418, "Y2": 0.3504, "X3": 0.403, "Y3": 0.35155, "X4": 0.403, "Y4": 0.32325, "page": 0, "Index": 35}, {"Word": "For", "Confidence": 0.998, "X1": 0.402, "Y1": 0.36543, "X2": 0.402, "Y2": 0.36523, "X3": 0.388, "Y3": 0.36368, "X4": 0.388, "Y4": 0.33538, "page": 0, "Index": 36}, {"Word": "CONDITIONS", "Confidence": 0.67, "X1": 0.252, "Y1": 0.37352, "X2": 0.252, "Y2": 0.37332, "X3": 0.237, "Y3": 0.37177, "X4": 0.238, "Y4": 0.26799, "page": 0, "Index": 37}, {"Word": "Issue", "Confidence": 0.845, "X1": 0.418, "Y1": 0.39508, "X2": 0.417, "Y2": 0.39488, "X3": 0.403, "Y3": 0.39468, "X4": 0.403, "Y4": 0.35425, "page": 0, "Index": 38}, {"Word": "OF", "Confidence": 0.998, "X1": 0.252, "Y1": 0.40182, "X2": 0.251, "Y2": 0.40162, "X3": 0.237, "Y3": 0.40142, "X4": 0.237, "Y4": 0.37716, "page": 0, "Index": 39}, {"Word": "low", "Confidence": 0.641, "X1": 0.885, "Y1": 0.42742, "X2": 0.885, "Y2": 0.42722, "X3": 0.871, "Y3": 0.42702, "X4": 0.87, "Y4": 0.40276, "page": 0, "Index": 40}, {"Word": "LORILLARD", "Confidence": 0.66, "X1": 0.917, "Y1": 0.42742, "X2": 0.917, "Y2": 0.42722, "X3": 0.897, "Y3": 0.42702, "X4": 0.897, "Y4": 0.31651, "page": 0, "Index": 41}, {"Word": "Acceptance", "Confidence": 0.661, "X1": 0.224, "Y1": 0.43147, "X2": 0.224, "Y2": 0.43127, "X3": 0.208, "Y3": 0.43241, "X4": 0.209, "Y4": 0.34212, "page": 0, "Index": 42}, {"Word": "CONTRACT", "Confidence": 0.991, "X1": 0.238, "Y1": 0.43686, "X2": 0.238, "Y2": 0.43666, "X3": 0.224, "Y3": 0.43646, "X4": 0.225, "Y4": 0.34481, "page": 0, "Index": 43}, {"Word": "THIS", "Confidence": 0.991, "X1": 0.251, "Y1": 0.44225, "X2": 0.251, "Y2": 0.44205, "X3": 0.237, "Y3": 0.44185, "X4": 0.237, "Y4": 0.40546, "page": 0, "Index": 44}, {"Word": "Instrin", "Confidence": 0.674, "X1": 0.417, "Y1": 0.44629, "X2": 0.417, "Y2": 0.44609, "X3": 0.403, "Y3": 0.44724, "X4": 0.403, "Y4": 0.39872, "page": 0, "Index": 45}, {"Word": ":38", "Confidence": 0.076, "X1": 0.899, "Y1": 0.4409, "X2": 0.899, "Y2": 0.4407, "X3": 0.886, "Y3": 0.4405, "X4": 0.885, "Y4": 0.41759, "page": 0, "Index": 46}, {"Word": "MASTER", "Confidence": 0.997, "X1": 0.824, "Y1": 0.45707, "X2": 0.824, "Y2": 0.45687, "X3": 0.802, "Y3": 0.45667, "X4": 0.803, "Y4": 0.34481, "page": 0, "Index": 47}, {"Word": "Copy", "Confidence": 0.93, "X1": 0.224, "Y1": 0.47325, "X2": 0.224, "Y2": 0.47305, "X3": 0.208, "Y3": 0.47419, "X4": 0.208, "Y4": 0.43646, "page": 0, "Index": 48}, {"Word": "conveniente.", "Confidence": 0.113, "X1": 0.402, "Y1": 0.4719, "X2": 0.402, "Y2": 0.4717, "X3": 0.388, "Y3": 0.4715, "X4": 0.388, "Y4": 0.36772, "page": 0, "Index": 49}, {"Word": "York,", "Confidence": 0.641, "X1": 0.885, "Y1": 0.48403, "X2": 0.886, "Y2": 0.48383, "X3": 0.872, "Y3": 0.48498, "X4": 0.871, "Y4": 0.4405, "page": 0, "Index": 50}, {"Word": "Fifth", "Confidence": 0.561, "X1": 0.899, "Y1": 0.48807, "X2": 0.898, "Y2": 0.48787, "X3": 0.886, "Y3": 0.48767, "X4": 0.886, "Y4": 0.44724, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.987, "X1": 0.224, "Y1": 0.49077, "X2": 0.224, "Y2": 0.49057, "X3": 0.208, "Y3": 0.49037, "X4": 0.208, "Y4": 0.47824, "page": 0, "Index": 52}, {"Word": "we", "Confidence": 0.097, "X1": 0.402, "Y1": 0.4975, "X2": 0.402, "Y2": 0.4973, "X3": 0.388, "Y3": 0.49576, "X4": 0.388, "Y4": 0.47419, "page": 0, "Index": 53}, {"Word": "lions", "Confidence": 0.552, "X1": 0.417, "Y1": 0.49077, "X2": 0.417, "Y2": 0.49057, "X3": 0.402, "Y3": 0.49171, "X4": 0.403, "Y4": 0.45128, "page": 0, "Index": 54}, {"Word": "MEDIA", "Confidence": 0.643, "X1": 0.917, "Y1": 0.4975, "X2": 0.916, "Y2": 0.4973, "X3": 0.897, "Y3": 0.4971, "X4": 0.897, "Y4": 0.43107, "page": 0, "Index": 55}, {"Word": "BEFORE", "Confidence": 0.877, "X1": 0.238, "Y1": 0.50559, "X2": 0.238, "Y2": 0.50539, "X3": 0.224, "Y3": 0.50519, "X4": 0.224, "Y4": 0.4405, "page": 0, "Index": 56}, {"Word": "in", "Confidence": 0.962, "X1": 0.417, "Y1": 0.51098, "X2": 0.417, "Y2": 0.51078, "X3": 0.402, "Y3": 0.51058, "X4": 0.402, "Y4": 0.49576, "page": 0, "Index": 57}, {"Word": "N.Y.", "Confidence": 0.983, "X1": 0.886, "Y1": 0.52446, "X2": 0.885, "Y2": 0.52426, "X3": 0.872, "Y3": 0.52541, "X4": 0.872, "Y4": 0.48902, "page": 0, "Index": 58}, {"Word": "this", "Confidence": 0.988, "X1": 0.224, "Y1": 0.5312, "X2": 0.224, "Y2": 0.531, "X3": 0.208, "Y3": 0.5308, "X4": 0.208, "Y4": 0.49441, "page": 0, "Index": 59}, {"Word": "CONTRACT", "Confidence": 0.885, "X1": 0.251, "Y1": 0.53794, "X2": 0.252, "Y2": 0.53774, "X3": 0.236, "Y3": 0.53754, "X4": 0.237, "Y4": 0.44589, "page": 0, "Index": 60}, {"Word": "refer", "Confidence": 0.389, "X1": 0.402, "Y1": 0.53659, "X2": 0.402, "Y2": 0.53639, "X3": 0.388, "Y3": 0.53619, "X4": 0.388, "Y4": 0.4998, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.417, "Y1": 0.53928, "X2": 0.417, "Y2": 0.53908, "X3": 0.402, "Y3": 0.53888, "X4": 0.402, "Y4": 0.51462, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.958, "X1": 0.402, "Y1": 0.55815, "X2": 0.402, "Y2": 0.55795, "X3": 0.388, "Y3": 0.5564, "X4": 0.388, "Y4": 0.54023, "page": 0, "Index": 63}, {"Word": "Avenue", "Confidence": 0.625, "X1": 0.898, "Y1": 0.56085, "X2": 0.897, "Y2": 0.56065, "X3": 0.886, "Y3": 0.56045, "X4": 0.886, "Y4": 0.49576, "page": 0, "Index": 64}, {"Word": "form", "Confidence": 0.957, "X1": 0.417, "Y1": 0.57702, "X2": 0.417, "Y2": 0.57682, "X3": 0.402, "Y3": 0.57662, "X4": 0.402, "Y4": 0.54293, "page": 0, "Index": 65}, {"Word": "10103", "Confidence": 0.962, "X1": 0.885, "Y1": 0.57837, "X2": 0.885, "Y2": 0.57817, "X3": 0.872, "Y3": 0.58066, "X4": 0.872, "Y4": 0.52945, "page": 0, "Index": 66}, {"Word": "SIGNING.", "Confidence": 0.714, "X1": 0.238, "Y1": 0.5905, "X2": 0.239, "Y2": 0.5903, "X3": 0.224, "Y3": 0.5901, "X4": 0.224, "Y4": 0.51058, "page": 0, "Index": 67}, {"Word": "SERVICES", "Confidence": 0.607, "X1": 0.916, "Y1": 0.59589, "X2": 0.914, "Y2": 0.59569, "X3": 0.897, "Y3": 0.59414, "X4": 0.897, "Y4": 0.50115, "page": 0, "Index": 68}, {"Word": "Contract.", "Confidence": 0.66, "X1": 0.224, "Y1": 0.60263, "X2": 0.224, "Y2": 0.60243, "X3": 0.207, "Y3": 0.60223, "X4": 0.208, "Y4": 0.53619, "page": 0, "Index": 69}, {"Word": "APPEAR", "Confidence": 0.969, "X1": 0.252, "Y1": 0.60802, "X2": 0.252, "Y2": 0.60782, "X3": 0.235, "Y3": 0.60627, "X4": 0.236, "Y4": 0.54158, "page": 0, "Index": 70}, {"Word": "these", "Confidence": 0.764, "X1": 0.402, "Y1": 0.60397, "X2": 0.403, "Y2": 0.60377, "X3": 0.388, "Y3": 0.60357, "X4": 0.388, "Y4": 0.56045, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.336, "X1": 0.417, "Y1": 0.59993, "X2": 0.417, "Y2": 0.59973, "X3": 0.402, "Y3": 0.60088, "X4": 0.402, "Y4": 0.58336, "page": 0, "Index": 72}, {"Word": "as", "Confidence": 0.258, "X1": 0.403, "Y1": 0.62823, "X2": 0.403, "Y2": 0.62803, "X3": 0.388, "Y3": 0.62783, "X4": 0.388, "Y4": 0.60762, "page": 0, "Index": 73}, {"Word": "CONTRACT", "Confidence": 0.996, "X1": 0.824, "Y1": 0.62688, "X2": 0.825, "Y2": 0.62668, "X3": 0.803, "Y3": 0.62514, "X4": 0.802, "Y4": 0.46745, "page": 0, "Index": 74}, {"Word": "ON", "Confidence": 0.849, "X1": 0.252, "Y1": 0.63767, "X2": 0.252, "Y2": 0.63747, "X3": 0.235, "Y3": 0.63727, "X4": 0.235, "Y4": 0.61166, "page": 0, "Index": 75}, {"Word": "Upon", "Confidence": 0.943, "X1": 0.224, "Y1": 0.6444, "X2": 0.224, "Y2": 0.6442, "X3": 0.207, "Y3": 0.644, "X4": 0.207, "Y4": 0.60627, "page": 0, "Index": 76}, {"Word": "\"insur!", "Confidence": 0.519, "X1": 0.417, "Y1": 0.65653, "X2": 0.416, "Y2": 0.65633, "X3": 0.402, "Y3": 0.65613, "X4": 0.402, "Y4": 0.60492, "page": 0, "Index": 77}, {"Word": "(LMS)", "Confidence": 0.961, "X1": 0.914, "Y1": 0.65653, "X2": 0.913, "Y2": 0.65633, "X3": 0.898, "Y3": 0.65479, "X4": 0.897, "Y4": 0.59953, "page": 0, "Index": 78}, {"Word": "THE", "Confidence": 0.991, "X1": 0.252, "Y1": 0.6754, "X2": 0.252, "Y2": 0.6752, "X3": 0.234, "Y3": 0.67365, "X4": 0.235, "Y4": 0.64131, "page": 0, "Index": 79}, {"Word": "From", "Confidence": 0.921, "X1": 0.724, "Y1": 0.67405, "X2": 0.726, "Y2": 0.67385, "X3": 0.711, "Y3": 0.675, "X4": 0.709, "Y4": 0.63188, "page": 0, "Index": 80}, {"Word": "Brand", "Confidence": 0.066, "X1": 0.403, "Y1": 0.68618, "X2": 0.403, "Y2": 0.68598, "X3": 0.388, "Y3": 0.68578, "X4": 0.388, "Y4": 0.64131, "page": 0, "Index": 81}, {"Word": "or,", "Confidence": 0.562, "X1": 0.416, "Y1": 0.68079, "X2": 0.416, "Y2": 0.68059, "X3": 0.402, "Y3": 0.68174, "X4": 0.402, "Y4": 0.66018, "page": 0, "Index": 82}, {"Word": "receipt", "Confidence": 0.432, "X1": 0.224, "Y1": 0.7064, "X2": 0.224, "Y2": 0.7062, "X3": 0.207, "Y3": 0.706, "X4": 0.207, "Y4": 0.64805, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.954, "X1": 0.224, "Y1": 0.71988, "X2": 0.224, "Y2": 0.71968, "X3": 0.207, "Y3": 0.71948, "X4": 0.207, "Y4": 0.71004, "page": 0, "Index": 84}, {"Word": "Orleie\"", "Confidence": 0.111, "X1": 0.416, "Y1": 0.74414, "X2": 0.416, "Y2": 0.74394, "X3": 0.402, "Y3": 0.74508, "X4": 0.402, "Y4": 0.68578, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.969, "X1": 0.224, "Y1": 0.75626, "X2": 0.225, "Y2": 0.75606, "X3": 0.207, "Y3": 0.75586, "X4": 0.207, "Y4": 0.72352, "page": 0, "Index": 86}, {"Word": "REVERSE", "Confidence": 0.932, "X1": 0.252, "Y1": 0.75492, "X2": 0.252, "Y2": 0.75472, "X3": 0.233, "Y3": 0.75452, "X4": 0.234, "Y4": 0.67905, "page": 0, "Index": 87}, {"Word": "BRANDS", "Confidence": 0.621, "X1": 0.371, "Y1": 0.75357, "X2": 0.369, "Y2": 0.75337, "X3": 0.357, "Y3": 0.75317, "X4": 0.358, "Y4": 0.68578, "page": 0, "Index": 88}, {"Word": "Agonicio", "Confidence": 0.483, "X1": 0.4, "Y1": 0.75357, "X2": 0.4, "Y2": 0.75337, "X3": 0.386, "Y3": 0.75182, "X4": 0.386, "Y4": 0.68848, "page": 0, "Index": 89}, {"Word": "Aconciof", "Confidence": 0.062, "X1": 0.403, "Y1": 0.763, "X2": 0.404, "Y2": 0.7628, "X3": 0.388, "Y3": 0.7626, "X4": 0.388, "Y4": 0.68983, "page": 0, "Index": 90}, {"Word": "Tat", "Confidence": 0.003, "X1": 0.4, "Y1": 0.78861, "X2": 0.4, "Y2": 0.78841, "X3": 0.387, "Y3": 0.78686, "X4": 0.386, "Y4": 0.75856, "page": 0, "Index": 91}, {"Word": "ard", "Confidence": 0.649, "X1": 0.416, "Y1": 0.77783, "X2": 0.416, "Y2": 0.77763, "X3": 0.402, "Y3": 0.77878, "X4": 0.402, "Y4": 0.74913, "page": 0, "Index": 92}, {"Word": "SIDE", "Confidence": 0.604, "X1": 0.252, "Y1": 0.79804, "X2": 0.252, "Y2": 0.79784, "X3": 0.232, "Y3": 0.7963, "X4": 0.233, "Y4": 0.75856, "page": 0, "Index": 93}, {"Word": "w'Il", "Confidence": 0.203, "X1": 0.416, "Y1": 0.80883, "X2": 0.416, "Y2": 0.80863, "X3": 0.402, "Y3": 0.80977, "X4": 0.402, "Y4": 0.78282, "page": 0, "Index": 94}, {"Word": "this", "Confidence": 0.554, "X1": 0.4, "Y1": 0.8223, "X2": 0.4, "Y2": 0.8221, "X3": 0.387, "Y3": 0.8219, "X4": 0.387, "Y4": 0.79091, "page": 0, "Index": 95}, {"Word": "OF.", "Confidence": 0.726, "X1": 0.252, "Y1": 0.83039, "X2": 0.252, "Y2": 0.83019, "X3": 0.231, "Y3": 0.82864, "X4": 0.232, "Y4": 0.80034, "page": 0, "Index": 96}, {"Word": "Acceptance", "Confidence": 0.347, "X1": 0.225, "Y1": 0.85195, "X2": 0.225, "Y2": 0.85175, "X3": 0.206, "Y3": 0.85155, "X4": 0.207, "Y4": 0.75991, "page": 0, "Index": 97}, {"Word": "THIS", "Confidence": 0.634, "X1": 0.247, "Y1": 0.86004, "X2": 0.25, "Y2": 0.85984, "X3": 0.228, "Y3": 0.85829, "X4": 0.225, "Y4": 0.8246, "page": 0, "Index": 98}, {"Word": "furnish", "Confidence": 0.321, "X1": 0.416, "Y1": 0.86812, "X2": 0.416, "Y2": 0.86792, "X3": 0.402, "Y3": 0.86907, "X4": 0.402, "Y4": 0.81382, "page": 0, "Index": 99}, {"Word": "Capy", "Confidence": 0.729, "X1": 0.225, "Y1": 0.89373, "X2": 0.225, "Y2": 0.89353, "X3": 0.206, "Y3": 0.89333, "X4": 0.206, "Y4": 0.85829, "page": 0, "Index": 100}, {"Word": "Contract.", "Confidence": 0.702, "X1": 0.4, "Y1": 0.89777, "X2": 0.401, "Y2": 0.89757, "X3": 0.387, "Y3": 0.89872, "X4": 0.387, "Y4": 0.8246, "page": 0, "Index": 101}, {"Word": "1714/80", "Confidence": 0.612, "X1": 0.73, "Y1": 0.91125, "X2": 0.73, "Y2": 0.91105, "X3": 0.716, "Y3": 0.91085, "X4": 0.715, "Y4": 0.83268, "page": 0, "Index": 102}, {"Word": "by", "Confidence": 0.975, "X1": 0.225, "Y1": 0.91934, "X2": 0.225, "Y2": 0.91914, "X3": 0.206, "Y3": 0.91894, "X4": 0.206, "Y4": 0.89737, "page": 0, "Index": 103}, {"Word": "91581157", "Confidence": 0.992, "X1": 0.157, "Y1": 0.95707, "X2": 0.088, "Y2": 0.95687, "X3": 0.089, "Y3": 0.93646, "X4": 0.157, "Y4": 0.93646, "page": 0, "Index": 104}, {"Word": "FORM.", "Confidence": 0.84, "X1": 0.25, "Y1": 0.93281, "X2": 0.25, "Y2": 0.93261, "X3": 0.229, "Y3": 0.92972, "X4": 0.228, "Y4": 0.86368, "page": 0, "Index": 105}, {"Word": "materi-", "Confidence": 0.36, "X1": 0.416, "Y1": 0.92877, "X2": 0.416, "Y2": 0.92857, "X3": 0.402, "Y3": 0.92972, "X4": 0.402, "Y4": 0.87177, "page": 0, "Index": 106}]}
|
"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"
|
ffpx0071
| 2 |
{"lines_data": [{"Word": "EM.'CONTRACT TERMS JURO!", "Confidence": 0.35333, "X1": 0.33288, "Y1": 0.0942, "X2": 0.66577, "Y2": 0.094, "X3": 0.66577, "Y3": 0.1138, "X4": 0.33288, "Y4": 0.1158, "page": 0}, {"Word": ".Cs.the respective Brand agency", "Confidence": 0.82575, "X1": 0.11725, "Y1": 0.1352, "X2": 0.32615, "Y2": 0.135, "X3": 0.32615, "Y3": 0.1468, "X4": 0.11725, "Y4": 0.1488, "page": 0}, {"Word": "ve billing, sher De 6", "Confidence": 0.1736, "X1": 0.63073, "Y1": 0.1372, "X2": 0.76011, "Y2": 0.137, "X3": 0.76011, "Y3": 0.1468, "X4": 0.63073, "Y4": 0.1478, "page": 0}, {"Word": "ar's fatto to pay for", "Confidence": 0.3626, "X1": 0.76011, "Y1": 0.1372, "X2": 0.89084, "Y2": 0.137, "X3": 0.89084, "Y3": 0.1468, "X4": 0.76011, "Y4": 0.1478, "page": 0}, {"Word": "publish", "Confidence": 0.596, "X1": 0.12129, "Y1": 0.1482, "X2": 0.1779, "Y2": 0.148, "X3": 0.1779, "Y3": 0.1568, "X4": 0.12129, "Y4": 0.1568, "page": 0}, {"Word": "Itract, You a", "Confidence": 0.30433, "X1": 0.39353, "Y1": 0.1472, "X2": 0.48518, "Y2": 0.147, "X3": 0.48518, "Y3": 0.1578, "X4": 0.39353, "Y4": 0.1588, "page": 0}, {"Word": "gree lo exe", "Confidence": 0.52133, "X1": 0.48652, "Y1": 0.1482, "X2": 0.55795, "Y2": 0.148, "X3": 0.55795, "Y3": 0.1568, "X4": 0.48652, "Y4": 0.1578, "page": 0}, {"Word": "coments sabrilfind .! assisla\"re with the", "Confidence": 0.30483, "X1": 0.63073, "Y1": 0.1492, "X2": 0.90027, "Y2": 0.149, "X3": 0.90027, "Y3": 0.1578, "X4": 0.63073, "Y4": 0.1578, "page": 0}, {"Word": "$1\"s -paryat.oh and insertion Orders as #: mille : in negal' of MS or its aron", "Confidence": 0.27469, "X1": 0.05121, "Y1": 0.1582, "X2": 0.57278, "Y2": 0.158, "X3": 0.57278, "Y3": 0.1678, "X4": 0.05121, "Y4": 0.1668, "page": 0}, {"Word": "\"in negal' of", "Confidence": 0.373, "X1": 0.39218, "Y1": 0.1572, "X2": 0.47978, "Y2": 0.157, "X3": 0.47978, "Y3": 0.1678, "X4": 0.39218, "Y4": 0.1688, "page": 0}, {"Word": "let belweon the by", "Confidence": 0.3565, "X1": 0.63747, "Y1": 0.1682, "X2": 0.76011, "Y2": 0.168, "X3": 0.76011, "Y3": 0.1778, "X4": 0.63747, "Y4": 0.1778, "page": 0}, {"Word": "Igotrt in order", "Confidence": 0.064, "X1": 0.05121, "Y1": 0.1782, "X2": 0.14825, "Y2": 0.178, "X3": 0.14825, "Y3": 0.1858, "X4": 0.05121, "Y4": 0.1858, "page": 0}, {"Word": "howwe al reproduction current agony ivri kier publications;lo ine gyont", "Confidence": 0.1803, "X1": 0.05256, "Y1": 0.1682, "X2": 0.57008, "Y2": 0.168, "X3": 0.57008, "Y3": 0.1788, "X4": 0.05256, "Y4": 0.1768, "page": 0}, {"Word": "m. Perowition and the ..", "Confidence": 0.51, "X1": 0.76819, "Y1": 0.1692, "X2": 0.92318, "Y2": 0.169, "X3": 0.92318, "Y3": 0.1798, "X4": 0.76685, "Y4": 0.1768, "page": 0}, {"Word": "TOMATNOS A", "Confidence": 0.3315, "X1": 0.35175, "Y1": 0.1892, "X2": 0.54717, "Y2": 0.189, "X3": 0.54717, "Y3": 0.2068, "X4": 0.35175, "Y4": 0.2058, "page": 0}, {"Word": "Pate", "Confidence": 0.663, "X1": 0.19003, "Y1": 0.2042, "X2": 0.22911, "Y2": 0.204, "X3": 0.22911, "Y3": 0.2138, "X4": 0.19003, "Y4": 0.2148, "page": 0}, {"Word": "each", "Confidence": 0.862, "X1": 0.66981, "Y1": 0.2052, "X2": 0.70755, "Y2": 0.205, "X3": 0.70485, "Y3": 0.2168, "X4": 0.66846, "Y4": 0.2148, "page": 0}, {"Word": "reprezent that an", "Confidence": 0.211, "X1": 0.79245, "Y1": 0.2062, "X2": 0.90162, "Y2": 0.206, "X3": 0.90162, "Y3": 0.2178, "X4": 0.79245, "Y4": 0.2168, "page": 0}, {"Word": "Tumich sich rates to . MS", "Confidence": 0.4505, "X1": 0.35714, "Y1": 0.2162, "X2": 0.54313, "Y2": 0.216, "X3": 0.54313, "Y3": 0.2258, "X4": 0.35714, "Y4": 0.2258, "page": 0}, {"Word": "15, incl", "Confidence": 0.685, "X1": 0.15768, "Y1": 0.2372, "X2": 0.19946, "Y2": 0.237, "X3": 0.19946, "Y3": 0.2458, "X4": 0.15768, "Y4": 0.2468, "page": 0}, {"Word": "Ly anend", "Confidence": 0.311, "X1": 0.22102, "Y1": 0.2372, "X2": 0.27763, "Y2": 0.237, "X3": 0.27763, "Y3": 0.2468, "X4": 0.22102, "Y4": 0.2468, "page": 0}, {"Word": "Achinay . Neana the adve", "Confidence": 0.3758, "X1": 0.15768, "Y1": 0.2462, "X2": 0.31806, "Y2": 0.246, "X3": 0.31806, "Y3": 0.2568, "X4": 0.15903, "Y4": 0.2578, "page": 0}, {"Word": "Haci", "Confidence": 0.073, "X1": 0.86119, "Y1": 0.2452, "X2": 0.88949, "Y2": 0.245, "X3": 0.88949, "Y3": 0.2578, "X4": 0.86119, "Y4": 0.2588, "page": 0}, {"Word": "thortrod jo act", "Confidence": 0.41067, "X1": 0.30863, "Y1": 0.2592, "X2": 0.40431, "Y2": 0.259, "X3": 0.40431, "Y3": 0.2698, "X4": 0.30863, "Y4": 0.2708, "page": 0}, {"Word": "vitale", "Confidence": 0.261, "X1": 0.34232, "Y1": 0.2992, "X2": 0.3814, "Y2": 0.299, "X3": 0.37871, "Y3": 0.3088, "X4": 0.33962, "Y4": 0.3088, "page": 0}, {"Word": ".:- lat.yo shall", "Confidence": 0.39633, "X1": 0.82075, "Y1": 0.2992, "X2": 0.90296, "Y2": 0.299, "X3": 0.90296, "Y3": 0.3088, "X4": 0.82075, "Y4": 0.3088, "page": 0}, {"Word": "Payment is made. Un", "Confidence": 0.7185, "X1": 0.2372, "Y1": 0.3092, "X2": 0.36927, "Y2": 0.309, "X3": 0.37062, "Y3": 0.3188, "X4": 0.2372, "Y4": 0.3198, "page": 0}, {"Word": "ad under", "Confidence": 0.6525, "X1": 0.3248, "Y1": 0.3192, "X2": 0.3814, "Y2": 0.319, "X3": 0.3814, "Y3": 0.3298, "X4": 0.3248, "Y4": 0.3298, "page": 0}, {"Word": "acy agres to P", "Confidence": 0.52475, "X1": 0.27628, "Y1": 0.3512, "X2": 0.37062, "Y2": 0.351, "X3": 0.37062, "Y3": 0.3618, "X4": 0.27628, "Y4": 0.3618, "page": 0}, {"Word": "progeld,", "Confidence": 0.291, "X1": 0.84501, "Y1": 0.3532, "X2": 0.89892, "Y2": 0.353, "X3": 0.89892, "Y3": 0.3618, "X4": 0.84501, "Y4": 0.3618, "page": 0}, {"Word": "alicable to the acvertis", "Confidence": 0.44425, "X1": 0.27763, "Y1": 0.3892, "X2": 0.42318, "Y2": 0.389, "X3": 0.42318, "Y3": 0.3998, "X4": 0.27763, "Y4": 0.3988, "page": 0}, {"Word": "I'siro; to be publis", "Confidence": 0.53275, "X1": 0.26954, "Y1": 0.4002, "X2": 0.38814, "Y2": 0.4, "X3": 0.38814, "Y3": 0.4088, "X4": 0.26954, "Y4": 0.4088, "page": 0}, {"Word": "sape space, such k", "Confidence": 0.457, "X1": 0.27089, "Y1": 0.4102, "X2": 0.38949, "Y2": 0.41, "X3": 0.38949, "Y3": 0.4198, "X4": 0.27089, "Y4": 0.4198, "page": 0}, {"Word": "rajo a", "Confidence": 0.3525, "X1": 0.42049, "Y1": 0.4112, "X2": 0.45822, "Y2": 0.411, "X3": 0.45822, "Y3": 0.4218, "X4": 0.41914, "Y4": 0.4218, "page": 0}, {"Word": "to Bavortising places aindang is fon:rect and chall to", "Confidence": 0.28411, "X1": 0.52426, "Y1": 0.4112, "X2": 0.86523, "Y2": 0.411, "X3": 0.86523, "Y3": 0.4218, "X4": 0.52426, "Y4": 0.4208, "page": 0}, {"Word": "ore poriser of nunths crying", "Confidence": 0.5274, "X1": 0.51887, "Y1": 0.4212, "X2": 0.71429, "Y2": 0.421, "X3": 0.71429, "Y3": 0.4318, "X4": 0.51752, "Y4": 0.4308, "page": 0}, {"Word": "specified io wcfended.", "Confidence": 0.28, "X1": 0.72642, "Y1": 0.4212, "X2": 0.87197, "Y2": 0.421, "X3": 0.87197, "Y3": 0.4318, "X4": 0.72642, "Y4": 0.4318, "page": 0}, {"Word": "or rate, auch dietaris u tato shig", "Confidence": 0.23, "X1": 0.41914, "Y1": 0.4322, "X2": 0.64151, "Y2": 0.432, "X3": 0.64151, "Y3": 0.4428, "X4": 0.41914, "Y4": 0.4428, "page": 0}, {"Word": "applied to the onthe duration of the", "Confidence": 0.506, "X1": 0.66442, "Y1": 0.4322, "X2": 0.89623, "Y2": 0.432, "X3": 0.89623, "Y3": 0.4428, "X4": 0.66442, "Y4": 0.4418, "page": 0}, {"Word": "e made ir the adund Ning sobil", "Confidence": 0.37471, "X1": 0.2062, "Y1": 0.4762, "X2": 0.40701, "Y2": 0.476, "X3": 0.40701, "Y3": 0.4878, "X4": 0.2062, "Y4": 0.4878, "page": 0}, {"Word": ": Achat |seniort micet appes: in alt reculer poltion", "Confidence": 0.39211, "X1": 0.09838, "Y1": 0.4862, "X2": 0.41105, "Y2": 0.486, "X3": 0.41105, "Y3": 0.4968, "X4": 0.09838, "Y4": 0.4978, "page": 0}, {"Word": "mont is not publichos as ordered:", "Confidence": 0.386, "X1": 0.10512, "Y1": 0.4982, "X2": 0.31941, "Y2": 0.498, "X3": 0.31941, "Y3": 0.5078, "X4": 0.10512, "Y4": 0.5078, "page": 0}, {"Word": "as ordered:", "Confidence": 0.285, "X1": 0.24259, "Y1": 0.4992, "X2": 0.3248, "Y2": 0.499, "X3": 0.3248, "Y3": 0.5078, "X4": 0.24259, "Y4": 0.5088, "page": 0}, {"Word": "omissione to LVS", "Confidence": 0.37633, "X1": 0.20889, "Y1": 0.5092, "X2": 0.33423, "Y2": 0.509, "X3": 0.33423, "Y3": 0.5188, "X4": 0.20889, "Y4": 0.5208, "page": 0}, {"Word": "LAS anofor", "Confidence": 0.2015, "X1": 0.1159, "Y1": 0.5312, "X2": 0.19003, "Y2": 0.531, "X3": 0.19003, "Y3": 0.5408, "X4": 0.1159, "Y4": 0.5398, "page": 0}, {"Word": "Www", "Confidence": 0.155, "X1": 0.11995, "Y1": 0.5402, "X2": 0.15499, "Y2": 0.54, "X3": 0.15499, "Y3": 0.5508, "X4": 0.12129, "Y4": 0.5498, "page": 0}, {"Word": "be limited to c", "Confidence": 0.85, "X1": 0.22372, "Y1": 0.5412, "X2": 0.32345, "Y2": 0.541, "X3": 0.32345, "Y3": 0.5508, "X4": 0.22372, "Y4": 0.5498, "page": 0}, {"Word": "istr", "Confidence": 0.636, "X1": 0.3814, "Y1": 0.5422, "X2": 0.40701, "Y2": 0.542, "X3": 0.40701, "Y3": 0.5518, "X4": 0.3814, "Y4": 0.5508, "page": 0}, {"Word": "ach of c", "Confidence": 0.63433, "X1": 0.35445, "Y1": 0.5512, "X2": 0.41105, "Y2": 0.551, "X3": 0.41105, "Y3": 0.5638, "X4": 0.3531, "Y4": 0.5638, "page": 0}, {"Word": "pmfiltted odvoruf", "Confidence": 0.1335, "X1": 0.1159, "Y1": 0.5742, "X2": 0.21429, "Y2": 0.574, "X3": 0.21429, "Y3": 0.5848, "X4": 0.1159, "Y4": 0.5838, "page": 0}, {"Word": "Go as to give LMS the ben", "Confidence": 0.51414, "X1": 0.23989, "Y1": 0.5732, "X2": 0.41105, "Y2": 0.573, "X3": 0.41105, "Y3": 0.5848, "X4": 0.23989, "Y4": 0.5848, "page": 0}, {"Word": "uso; and auch", "Confidence": 0.377, "X1": 0.78841, "Y1": 0.5742, "X2": 0.88005, "Y2": 0.574, "X3": 0.88005, "Y3": 0.5868, "X4": 0.78841, "Y4": 0.5878, "page": 0}, {"Word": "voed withla", "Confidence": 0.164, "X1": 0.24528, "Y1": 0.5852, "X2": 0.32749, "Y2": 0.585, "X3": 0.32749, "Y3": 0.5948, "X4": 0.24528, "Y4": 0.5958, "page": 0}, {"Word": "Instructor.s.", "Confidence": 0.46, "X1": 0.04987, "Y1": 0.6232, "X2": 0.12803, "Y2": 0.623, "X3": 0.12803, "Y3": 0.6318, "X4": 0.04987, "Y4": 0.6318, "page": 0}, {"Word": "parts", "Confidence": 0.539, "X1": 0.5027, "Y1": 0.6342, "X2": 0.54178, "Y2": 0.634, "X3": 0.54178, "Y3": 0.6438, "X4": 0.5027, "Y4": 0.6428, "page": 0}, {"Word": "ance", "Confidence": 0.957, "X1": 0.5593, "Y1": 0.6362, "X2": 0.59838, "Y2": 0.636, "X3": 0.59838, "Y3": 0.6458, "X4": 0.5593, "Y4": 0.6458, "page": 0}, {"Word": "\"a.\" The piege containing'H", "Confidence": 0.299, "X1": 0.08895, "Y1": 0.6442, "X2": 0.25741, "Y2": 0.644, "X3": 0.25741, "Y3": 0.6548, "X4": 0.08895, "Y4": 0.6538, "page": 0}, {"Word": "se Insertion,", "Confidence": 0.209, "X1": 0.47439, "Y1": 0.6462, "X2": 0.5566, "Y2": 0.646, "X3": 0.5566, "Y3": 0.6558, "X4": 0.47439, "Y4": 0.6538, "page": 0}, {"Word": "p. Crop request, you will sup", "Confidence": 0.4585, "X1": 0.09434, "Y1": 0.6552, "X2": 0.29245, "Y2": 0.655, "X3": 0.29245, "Y3": 0.6648, "X4": 0.09434, "Y4": 0.6638, "page": 0}, {"Word": "naoh Issue in which advertising", "Confidence": 0.3698, "X1": 0.47709, "Y1": 0.6542, "X2": 0.67655, "Y2": 0.654, "X3": 0.67655, "Y3": 0.6658, "X4": 0.47709, "Y4": 0.6668, "page": 0}, {"Word": ". Payment will not be made unt", "Confidence": 0.53771, "X1": 0.06199, "Y1": 0.6652, "X2": 0.25876, "Y2": 0.665, "X3": 0.26011, "Y3": 0.6748, "X4": 0.06199, "Y4": 0.6758, "page": 0}, {"Word": ".- 7; Unless you are o monitor u", "Confidence": 0.236, "X1": 0.06065, "Y1": 0.6812, "X2": 0.26011, "Y2": 0.681, "X3": 0.26011, "Y3": 0.6908, "X4": 0.06065, "Y4": 0.6908, "page": 0}, {"Word": "oficer s", "Confidence": 0.1805, "X1": 0.21563, "Y1": 0.6812, "X2": 0.25606, "Y2": 0.681, "X3": 0.25472, "Y3": 0.6908, "X4": 0.21563, "Y4": 0.6908, "page": 0}, {"Word": "Huslhess }", "Confidence": 0.6155, "X1": 0.49191, "Y1": 0.6812, "X2": 0.56334, "Y2": 0.681, "X3": 0.56334, "Y3": 0.6908, "X4": 0.49191, "Y4": 0.6918, "page": 0}, {"Word": "Aud i at Cical37og LMs", "Confidence": 0.4584, "X1": 0.63073, "Y1": 0.6772, "X2": 0.79919, "Y2": 0.677, "X3": 0.79919, "Y3": 0.6908, "X4": 0.63073, "Y4": 0.6938, "page": 0}, {"Word": "tiglod.", "Confidence": 0.356, "X1": 0.87062, "Y1": 0.6802, "X2": 0.90566, "Y2": 0.68, "X3": 0.90701, "Y3": 0.6928, "X4": 0.87332, "Y4": 0.6938, "page": 0}, {"Word": "Upon request to g statomert o'", "Confidence": 0.4785, "X1": 0.04987, "Y1": 0.6912, "X2": 0.25472, "Y2": 0.691, "X3": 0.25472, "Y3": 0.7018, "X4": 0.04987, "Y4": 0.7018, "page": 0}, {"Word": "Buste accountant", "Confidence": 0.2485, "X1": 0.45553, "Y1": 0.6932, "X2": 0.58356, "Y2": 0.693, "X3": 0.58356, "Y3": 0.7048, "X4": 0.45418, "Y4": 0.7018, "page": 0}, {"Word": "udl:ing organization.", "Confidence": 0.432, "X1": 0.63747, "Y1": 0.6932, "X2": 0.77358, "Y2": 0.693, "X3": 0.77358, "Y3": 0.7028, "X4": 0.63747, "Y4": 0.7028, "page": 0}, {"Word": "1. Fechobrod, you shar Se regvira", "Confidence": 0.49433, "X1": 0.04852, "Y1": 0.7012, "X2": 0.26011, "Y2": 0.701, "X3": 0.25876, "Y3": 0.7138, "X4": 0.04852, "Y4": 0.7128, "page": 0}, {"Word": "LLIS'& d you cash) if", "Confidence": 0.2734, "X1": 0.07547, "Y1": 0.7442, "X2": 0.21968, "Y2": 0.744, "X3": 0.21968, "Y3": 0.7568, "X4": 0.07547, "Y4": 0.7558, "page": 0}, {"Word": "a and hp", "Confidence": 0.22967, "X1": 0.28302, "Y1": 0.7452, "X2": 0.33962, "Y2": 0.745, "X3": 0.33962, "Y3": 0.7548, "X4": 0.28302, "Y4": 0.7558, "page": 0}, {"Word": "party's phlor cons", "Confidence": 0.708, "X1": 0.04987, "Y1": 0.7752, "X2": 0.16173, "Y2": 0.775, "X3": 0.16173, "Y3": 0.7848, "X4": 0.04987, "Y4": 0.7858, "page": 0}, {"Word": ". vont by propad mal. to such party at thett", "Confidence": 0.6756, "X1": 0.04313, "Y1": 0.8042, "X2": 0.31806, "Y2": 0.804, "X3": 0.31806, "Y3": 0.8138, "X4": 0.04313, "Y4": 0.8128, "page": 0}, {"Word": "\"dosignata by noticn phon In tha", "Confidence": 0.58483, "X1": 0.04852, "Y1": 0.8142, "X2": 0.25741, "Y2": 0.814, "X3": 0.25741, "Y3": 0.8238, "X4": 0.04852, "Y4": 0.8238, "page": 0}, {"Word": "11. Ary daley", "Confidence": 0.757, "X1": 0.06873, "Y1": 0.8312, "X2": 0.16577, "Y2": 0.831, "X3": 0.16577, "Y3": 0.8428, "X4": 0.06873, "Y4": 0.8408, "page": 0}, {"Word": "*: beyond", "Confidence": 0.3145, "X1": 0.82749, "Y1": 0.8332, "X2": 0.88814, "Y2": 0.833, "X3": 0.88814, "Y3": 0.8428, "X4": 0.82749, "Y4": 0.8438, "page": 0}, {"Word": ":4, cash cr", "Confidence": 0.59, "X1": 0.8248, "Y1": 0.8542, "X2": 0.89757, "Y2": 0.854, "X3": 0.89757, "Y3": 0.8648, "X4": 0.8248, "Y4": 0.8648, "page": 0}, {"Word": "crodit, all on a pas fats bisher", "Confidence": 0.38743, "X1": 0.04717, "Y1": 0.8672, "X2": 0.29111, "Y2": 0.867, "X3": 0.28976, "Y3": 0.8838, "X4": 0.04582, "Y4": 0.8748, "page": 0}, {"Word": "12 1) the avebl wiveltri 3 0:", "Confidence": 0.24143, "X1": 0.07143, "Y1": 0.8802, "X2": 0.26685, "Y2": 0.88, "X3": 0.26685, "Y3": 0.8918, "X4": 0.07143, "Y4": 0.8898, "page": 0}, {"Word": "prod", "Confidence": 0.242, "X1": 0.30458, "Y1": 0.8802, "X2": 0.34501, "Y2": 0.88, "X3": 0.34367, "Y3": 0.8928, "X4": 0.30458, "Y4": 0.8918, "page": 0}, {"Word": "effective", "Confidence": 0.042, "X1": 0.07143, "Y1": 0.9022, "X2": 0.12534, "Y2": 0.902, "X3": 0.12534, "Y3": 0.9128, "X4": 0.07143, "Y4": 0.9108, "page": 0}, {"Word": "91581158", "Confidence": 0.996, "X1": 0.95822, "Y1": 0.9232, "X2": 0.95687, "Y2": 0.923, "X3": 0.93935, "Y3": 0.9228, "X4": 0.9407, "Y4": 0.8538, "page": 0}, {"Word": "I' Thia Contrac thail na hivleg upon and puje to tlich", "Confidence": 0.42336, "X1": 0.07547, "Y1": 0.9172, "X2": 0.43801, "Y2": 0.917, "X3": 0.43801, "Y3": 0.9298, "X4": 0.07547, "Y4": 0.9278, "page": 0}, {"Word": "inga: fo- esencativos. A walyor by either party hpreto of phy data", "Confidence": 0.427, "X1": 0.07547, "Y1": 0.9292, "X2": 0.48652, "Y2": 0.929, "X3": 0.48652, "Y3": 0.9408, "X4": 0.07547, "Y4": 0.9398, "page": 0}, {"Word": "of any quesco jent dafault w bronch of luu ;re", "Confidence": 0.7435, "X1": 0.04987, "Y1": 0.9392, "X2": 0.35445, "Y2": 0.939, "X3": 0.35445, "Y3": 0.9498, "X4": 0.04987, "Y4": 0.9508, "page": 0}, {"Word": "re Stale of New York.", "Confidence": 0.5092, "X1": 0.07682, "Y1": 0.9492, "X2": 0.21698, "Y2": 0.949, "X3": 0.21698, "Y3": 0.9618, "X4": 0.07682, "Y4": 0.9618, "page": 0}], "words_data": [{"Word": "EM.'CONTRACT", "Confidence": 0.428, "X1": 0.33693, "Y1": 0.0992, "X2": 0.50404, "Y2": 0.099, "X3": 0.5027, "Y3": 0.1158, "X4": 0.33423, "Y4": 0.1128, "page": 0, "Index": 0}, {"Word": "TERMS", "Confidence": 0.624, "X1": 0.50943, "Y1": 0.0972, "X2": 0.57682, "Y2": 0.097, "X3": 0.57547, "Y3": 0.1148, "X4": 0.50809, "Y4": 0.1158, "page": 0, "Index": 1}, {"Word": "JURO!", "Confidence": 0.008, "X1": 0.59973, "Y1": 0.0942, "X2": 0.66577, "Y2": 0.094, "X3": 0.66577, "Y3": 0.1108, "X4": 0.59838, "Y4": 0.1138, "page": 0, "Index": 2}, {"Word": "respective", "Confidence": 1, "X1": 0.16577, "Y1": 0.1372, "X2": 0.23181, "Y2": 0.137, "X3": 0.23181, "Y3": 0.1478, "X4": 0.16577, "Y4": 0.1488, "page": 0, "Index": 3}, {"Word": "Brand", "Confidence": 0.985, "X1": 0.2345, "Y1": 0.1372, "X2": 0.27224, "Y2": 0.137, "X3": 0.27358, "Y3": 0.1478, "X4": 0.23585, "Y4": 0.1478, "page": 0, "Index": 4}, {"Word": "agency", "Confidence": 0.993, "X1": 0.27628, "Y1": 0.1352, "X2": 0.32345, "Y2": 0.135, "X3": 0.3248, "Y3": 0.1478, "X4": 0.27763, "Y4": 0.1478, "page": 0, "Index": 5}, {"Word": "ve", "Confidence": 0.049, "X1": 0.63208, "Y1": 0.1382, "X2": 0.6442, "Y2": 0.138, "X3": 0.6442, "Y3": 0.1478, "X4": 0.63208, "Y4": 0.1478, "page": 0, "Index": 6}, {"Word": "billing,", "Confidence": 0.621, "X1": 0.6469, "Y1": 0.1382, "X2": 0.69137, "Y2": 0.138, "X3": 0.69137, "Y3": 0.1478, "X4": 0.6469, "Y4": 0.1478, "page": 0, "Index": 7}, {"Word": "sher", "Confidence": 0.127, "X1": 0.69407, "Y1": 0.1372, "X2": 0.72507, "Y2": 0.137, "X3": 0.72507, "Y3": 0.1478, "X4": 0.69407, "Y4": 0.1478, "page": 0, "Index": 8}, {"Word": "De", "Confidence": 0.064, "X1": 0.72776, "Y1": 0.1382, "X2": 0.74528, "Y2": 0.138, "X3": 0.74528, "Y3": 0.1478, "X4": 0.72776, "Y4": 0.1478, "page": 0, "Index": 9}, {"Word": "6", "Confidence": 0.007, "X1": 0.74798, "Y1": 0.1382, "X2": 0.75606, "Y2": 0.138, "X3": 0.75606, "Y3": 0.1478, "X4": 0.74798, "Y4": 0.1478, "page": 0, "Index": 10}, {"Word": "ar's", "Confidence": 0.259, "X1": 0.76146, "Y1": 0.1382, "X2": 0.78302, "Y2": 0.138, "X3": 0.78302, "Y3": 0.1478, "X4": 0.76146, "Y4": 0.1478, "page": 0, "Index": 11}, {"Word": "fatto", "Confidence": 0.093, "X1": 0.78841, "Y1": 0.1382, "X2": 0.8248, "Y2": 0.138, "X3": 0.82345, "Y3": 0.1478, "X4": 0.78841, "Y4": 0.1478, "page": 0, "Index": 12}, {"Word": "to", "Confidence": 0.005, "X1": 0.82749, "Y1": 0.1382, "X2": 0.83962, "Y2": 0.138, "X3": 0.83962, "Y3": 0.1478, "X4": 0.82615, "Y4": 0.1478, "page": 0, "Index": 13}, {"Word": "pay", "Confidence": 0.79, "X1": 0.84367, "Y1": 0.1382, "X2": 0.86792, "Y2": 0.138, "X3": 0.86792, "Y3": 0.1478, "X4": 0.84367, "Y4": 0.1478, "page": 0, "Index": 14}, {"Word": "for", "Confidence": 0.666, "X1": 0.87062, "Y1": 0.1382, "X2": 0.89084, "Y2": 0.138, "X3": 0.88949, "Y3": 0.1478, "X4": 0.87062, "Y4": 0.1478, "page": 0, "Index": 15}, {"Word": ".Cs.the", "Confidence": 0.325, "X1": 0.11725, "Y1": 0.1382, "X2": 0.16173, "Y2": 0.138, "X3": 0.16173, "Y3": 0.1488, "X4": 0.11725, "Y4": 0.1488, "page": 0, "Index": 16}, {"Word": "publish", "Confidence": 0.596, "X1": 0.12668, "Y1": 0.1492, "X2": 0.17251, "Y2": 0.149, "X3": 0.17251, "Y3": 0.1578, "X4": 0.12668, "Y4": 0.1578, "page": 0, "Index": 17}, {"Word": "gree", "Confidence": 0.678, "X1": 0.48787, "Y1": 0.1492, "X2": 0.51213, "Y2": 0.149, "X3": 0.51213, "Y3": 0.1578, "X4": 0.48652, "Y4": 0.1578, "page": 0, "Index": 18}, {"Word": "lo", "Confidence": 0.524, "X1": 0.51482, "Y1": 0.1482, "X2": 0.52965, "Y2": 0.148, "X3": 0.5283, "Y3": 0.1578, "X4": 0.51482, "Y4": 0.1578, "page": 0, "Index": 19}, {"Word": "exe", "Confidence": 0.362, "X1": 0.53235, "Y1": 0.1482, "X2": 0.5566, "Y2": 0.148, "X3": 0.55526, "Y3": 0.1578, "X4": 0.53235, "Y4": 0.1578, "page": 0, "Index": 20}, {"Word": "coments", "Confidence": 0.073, "X1": 0.63073, "Y1": 0.1492, "X2": 0.68194, "Y2": 0.149, "X3": 0.68194, "Y3": 0.1578, "X4": 0.63073, "Y4": 0.1588, "page": 0, "Index": 21}, {"Word": "sabrilfind", "Confidence": 0.117, "X1": 0.68598, "Y1": 0.1492, "X2": 0.74798, "Y2": 0.149, "X3": 0.74798, "Y3": 0.1578, "X4": 0.68598, "Y4": 0.1578, "page": 0, "Index": 22}, {"Word": ".!", "Confidence": 0.008, "X1": 0.75337, "Y1": 0.1492, "X2": 0.76415, "Y2": 0.149, "X3": 0.76415, "Y3": 0.1578, "X4": 0.75202, "Y4": 0.1578, "page": 0, "Index": 23}, {"Word": "$1\"s", "Confidence": 0.013, "X1": 0.05256, "Y1": 0.1592, "X2": 0.09299, "Y2": 0.159, "X3": 0.09299, "Y3": 0.1668, "X4": 0.05256, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "-paryat.oh", "Confidence": 0.07, "X1": 0.09569, "Y1": 0.1592, "X2": 0.16981, "Y2": 0.159, "X3": 0.16981, "Y3": 0.1668, "X4": 0.09569, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.941, "X1": 0.17385, "Y1": 0.1592, "X2": 0.19811, "Y2": 0.159, "X3": 0.19677, "Y3": 0.1678, "X4": 0.17385, "Y4": 0.1668, "page": 0, "Index": 26}, {"Word": "insertion", "Confidence": 0.394, "X1": 0.20216, "Y1": 0.1592, "X2": 0.25606, "Y2": 0.159, "X3": 0.25606, "Y3": 0.1678, "X4": 0.20081, "Y4": 0.1678, "page": 0, "Index": 27}, {"Word": "Orders", "Confidence": 0.672, "X1": 0.26146, "Y1": 0.1592, "X2": 0.30458, "Y2": 0.159, "X3": 0.30458, "Y3": 0.1678, "X4": 0.26146, "Y4": 0.1678, "page": 0, "Index": 28}, {"Word": "as", "Confidence": 0.181, "X1": 0.30863, "Y1": 0.1592, "X2": 0.3221, "Y2": 0.159, "X3": 0.3221, "Y3": 0.1678, "X4": 0.30728, "Y4": 0.1678, "page": 0, "Index": 29}, {"Word": "#:", "Confidence": 0.002, "X1": 0.32615, "Y1": 0.1592, "X2": 0.3504, "Y2": 0.159, "X3": 0.34906, "Y3": 0.1678, "X4": 0.32615, "Y4": 0.1678, "page": 0, "Index": 30}, {"Word": "mille", "Confidence": 0.03, "X1": 0.35445, "Y1": 0.1592, "X2": 0.38275, "Y2": 0.159, "X3": 0.38275, "Y3": 0.1678, "X4": 0.35445, "Y4": 0.1678, "page": 0, "Index": 31}, {"Word": ":", "Confidence": 0.065, "X1": 0.38544, "Y1": 0.1592, "X2": 0.39353, "Y2": 0.159, "X3": 0.39218, "Y3": 0.1678, "X4": 0.38544, "Y4": 0.1678, "page": 0, "Index": 32}, {"Word": "in", "Confidence": 0.08, "X1": 0.39757, "Y1": 0.1592, "X2": 0.4097, "Y2": 0.159, "X3": 0.4097, "Y3": 0.1678, "X4": 0.39757, "Y4": 0.1678, "page": 0, "Index": 33}, {"Word": "Itract,", "Confidence": 0.044, "X1": 0.40162, "Y1": 0.1482, "X2": 0.44744, "Y2": 0.148, "X3": 0.44609, "Y3": 0.1588, "X4": 0.40027, "Y4": 0.1588, "page": 0, "Index": 34}, {"Word": "negal'", "Confidence": 0.385, "X1": 0.4124, "Y1": 0.1582, "X2": 0.45418, "Y2": 0.158, "X3": 0.45283, "Y3": 0.1678, "X4": 0.4124, "Y4": 0.1688, "page": 0, "Index": 35}, {"Word": "negal'", "Confidence": 0.074, "X1": 0.41375, "Y1": 0.1592, "X2": 0.45418, "Y2": 0.159, "X3": 0.45418, "Y3": 0.1678, "X4": 0.41375, "Y4": 0.1678, "page": 0, "Index": 36}, {"Word": "You", "Confidence": 0.785, "X1": 0.45013, "Y1": 0.1482, "X2": 0.47305, "Y2": 0.148, "X3": 0.4717, "Y3": 0.1588, "X4": 0.44879, "Y4": 0.1588, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.901, "X1": 0.45687, "Y1": 0.1592, "X2": 0.47305, "Y2": 0.159, "X3": 0.47305, "Y3": 0.1678, "X4": 0.45687, "Y4": 0.1678, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.607, "X1": 0.45687, "Y1": 0.1582, "X2": 0.47439, "Y2": 0.158, "X3": 0.47305, "Y3": 0.1678, "X4": 0.45553, "Y4": 0.1678, "page": 0, "Index": 39}, {"Word": "a", "Confidence": 0.084, "X1": 0.47709, "Y1": 0.1482, "X2": 0.48518, "Y2": 0.148, "X3": 0.48383, "Y3": 0.1588, "X4": 0.47574, "Y4": 0.1588, "page": 0, "Index": 40}, {"Word": "MS", "Confidence": 0.682, "X1": 0.48248, "Y1": 0.1592, "X2": 0.50135, "Y2": 0.159, "X3": 0.50135, "Y3": 0.1678, "X4": 0.48248, "Y4": 0.1678, "page": 0, "Index": 41}, {"Word": "assisla\"re", "Confidence": 0.073, "X1": 0.77089, "Y1": 0.1492, "X2": 0.84232, "Y2": 0.149, "X3": 0.84097, "Y3": 0.1588, "X4": 0.76954, "Y4": 0.1578, "page": 0, "Index": 42}, {"Word": "with", "Confidence": 0.601, "X1": 0.84636, "Y1": 0.1492, "X2": 0.87197, "Y2": 0.149, "X3": 0.87197, "Y3": 0.1588, "X4": 0.84501, "Y4": 0.1588, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.957, "X1": 0.87736, "Y1": 0.1502, "X2": 0.89757, "Y2": 0.15, "X3": 0.89623, "Y3": 0.1588, "X4": 0.87736, "Y4": 0.1588, "page": 0, "Index": 44}, {"Word": "howwe", "Confidence": 0, "X1": 0.05526, "Y1": 0.1682, "X2": 0.11725, "Y2": 0.168, "X3": 0.11456, "Y3": 0.1778, "X4": 0.05256, "Y4": 0.1778, "page": 0, "Index": 45}, {"Word": "al", "Confidence": 0.456, "X1": 0.11995, "Y1": 0.1682, "X2": 0.13477, "Y2": 0.168, "X3": 0.13208, "Y3": 0.1778, "X4": 0.11725, "Y4": 0.1778, "page": 0, "Index": 46}, {"Word": "reproduction", "Confidence": 0.377, "X1": 0.13747, "Y1": 0.1692, "X2": 0.21698, "Y2": 0.169, "X3": 0.21563, "Y3": 0.1778, "X4": 0.13477, "Y4": 0.1778, "page": 0, "Index": 47}, {"Word": "current", "Confidence": 0.088, "X1": 0.22102, "Y1": 0.1692, "X2": 0.27628, "Y2": 0.169, "X3": 0.27493, "Y3": 0.1778, "X4": 0.21968, "Y4": 0.1778, "page": 0, "Index": 48}, {"Word": "agony", "Confidence": 0.003, "X1": 0.27898, "Y1": 0.1692, "X2": 0.3221, "Y2": 0.169, "X3": 0.32075, "Y3": 0.1778, "X4": 0.27763, "Y4": 0.1778, "page": 0, "Index": 49}, {"Word": "\"in", "Confidence": 0.127, "X1": 0.39488, "Y1": 0.1592, "X2": 0.4097, "Y2": 0.159, "X3": 0.40836, "Y3": 0.1688, "X4": 0.39353, "Y4": 0.1688, "page": 0, "Index": 50}, {"Word": "or", "Confidence": 0, "X1": 0.50674, "Y1": 0.1592, "X2": 0.52156, "Y2": 0.159, "X3": 0.52156, "Y3": 0.1688, "X4": 0.50674, "Y4": 0.1678, "page": 0, "Index": 51}, {"Word": "its", "Confidence": 0.088, "X1": 0.52426, "Y1": 0.1592, "X2": 0.54043, "Y2": 0.159, "X3": 0.54043, "Y3": 0.1688, "X4": 0.52426, "Y4": 0.1688, "page": 0, "Index": 52}, {"Word": "aron", "Confidence": 0.202, "X1": 0.54447, "Y1": 0.1592, "X2": 0.57278, "Y2": 0.159, "X3": 0.57278, "Y3": 0.1688, "X4": 0.54447, "Y4": 0.1688, "page": 0, "Index": 53}, {"Word": "m.", "Confidence": 0.01, "X1": 0.76954, "Y1": 0.1672, "X2": 0.78437, "Y2": 0.167, "X3": 0.78302, "Y3": 0.1778, "X4": 0.76819, "Y4": 0.1778, "page": 0, "Index": 54}, {"Word": "Igotrt", "Confidence": 0.064, "X1": 0.05256, "Y1": 0.1792, "X2": 0.09164, "Y2": 0.179, "X3": 0.09164, "Y3": 0.1868, "X4": 0.05256, "Y4": 0.1858, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.009, "X1": 0.09434, "Y1": 0.1792, "X2": 0.10782, "Y2": 0.179, "X3": 0.10782, "Y3": 0.1868, "X4": 0.09434, "Y4": 0.1868, "page": 0, "Index": 56}, {"Word": "order", "Confidence": 0.119, "X1": 0.11321, "Y1": 0.1782, "X2": 0.14825, "Y2": 0.178, "X3": 0.1469, "Y3": 0.1868, "X4": 0.11321, "Y4": 0.1868, "page": 0, "Index": 57}, {"Word": "ivri", "Confidence": 0.002, "X1": 0.32615, "Y1": 0.1692, "X2": 0.37197, "Y2": 0.169, "X3": 0.37062, "Y3": 0.1788, "X4": 0.3248, "Y4": 0.1778, "page": 0, "Index": 58}, {"Word": "kier", "Confidence": 0.002, "X1": 0.37466, "Y1": 0.1692, "X2": 0.40162, "Y2": 0.169, "X3": 0.40027, "Y3": 0.1788, "X4": 0.37332, "Y4": 0.1788, "page": 0, "Index": 59}, {"Word": "publications;lo", "Confidence": 0.287, "X1": 0.40431, "Y1": 0.1692, "X2": 0.5027, "Y2": 0.169, "X3": 0.5027, "Y3": 0.1788, "X4": 0.40296, "Y4": 0.1788, "page": 0, "Index": 60}, {"Word": "ine", "Confidence": 0.417, "X1": 0.50539, "Y1": 0.1692, "X2": 0.52561, "Y2": 0.169, "X3": 0.52561, "Y3": 0.1788, "X4": 0.50539, "Y4": 0.1788, "page": 0, "Index": 61}, {"Word": "gyont", "Confidence": 0.171, "X1": 0.531, "Y1": 0.1692, "X2": 0.56604, "Y2": 0.169, "X3": 0.56604, "Y3": 0.1788, "X4": 0.52965, "Y4": 0.1788, "page": 0, "Index": 62}, {"Word": "let", "Confidence": 0.029, "X1": 0.64286, "Y1": 0.1682, "X2": 0.65903, "Y2": 0.168, "X3": 0.65903, "Y3": 0.1788, "X4": 0.64151, "Y4": 0.1778, "page": 0, "Index": 63}, {"Word": "belweon", "Confidence": 0.654, "X1": 0.66307, "Y1": 0.1682, "X2": 0.71563, "Y2": 0.168, "X3": 0.71563, "Y3": 0.1788, "X4": 0.66173, "Y4": 0.1788, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.739, "X1": 0.71833, "Y1": 0.1692, "X2": 0.74124, "Y2": 0.169, "X3": 0.74124, "Y3": 0.1788, "X4": 0.71833, "Y4": 0.1788, "page": 0, "Index": 65}, {"Word": "by", "Confidence": 0.004, "X1": 0.74528, "Y1": 0.1692, "X2": 0.76011, "Y2": 0.169, "X3": 0.76011, "Y3": 0.1788, "X4": 0.74394, "Y4": 0.1788, "page": 0, "Index": 66}, {"Word": "Perowition", "Confidence": 0.093, "X1": 0.78706, "Y1": 0.1692, "X2": 0.86119, "Y2": 0.169, "X3": 0.86119, "Y3": 0.1798, "X4": 0.78571, "Y4": 0.1778, "page": 0, "Index": 67}, {"Word": "and", "Confidence": 0.998, "X1": 0.86523, "Y1": 0.1702, "X2": 0.88949, "Y2": 0.17, "X3": 0.88814, "Y3": 0.1798, "X4": 0.86523, "Y4": 0.1798, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.653, "X1": 0.89218, "Y1": 0.1702, "X2": 0.9124, "Y2": 0.17, "X3": 0.91105, "Y3": 0.1798, "X4": 0.89218, "Y4": 0.1798, "page": 0, "Index": 69}, {"Word": "..", "Confidence": 0.796, "X1": 0.91509, "Y1": 0.1702, "X2": 0.92453, "Y2": 0.17, "X3": 0.92318, "Y3": 0.1798, "X4": 0.91375, "Y4": 0.1798, "page": 0, "Index": 70}, {"Word": "TOMATNOS", "Confidence": 0.175, "X1": 0.35984, "Y1": 0.1902, "X2": 0.51078, "Y2": 0.19, "X3": 0.51078, "Y3": 0.2078, "X4": 0.35984, "Y4": 0.2058, "page": 0, "Index": 71}, {"Word": "A", "Confidence": 0.488, "X1": 0.52426, "Y1": 0.1902, "X2": 0.53639, "Y2": 0.19, "X3": 0.53639, "Y3": 0.2068, "X4": 0.52426, "Y4": 0.2068, "page": 0, "Index": 72}, {"Word": "Pate", "Confidence": 0.663, "X1": 0.19407, "Y1": 0.2042, "X2": 0.22507, "Y2": 0.204, "X3": 0.22507, "Y3": 0.2148, "X4": 0.19407, "Y4": 0.2148, "page": 0, "Index": 73}, {"Word": "each", "Confidence": 0.862, "X1": 0.66981, "Y1": 0.2052, "X2": 0.70081, "Y2": 0.205, "X3": 0.70081, "Y3": 0.2168, "X4": 0.66846, "Y4": 0.2148, "page": 0, "Index": 74}, {"Word": "reprezent", "Confidence": 0.491, "X1": 0.79245, "Y1": 0.2072, "X2": 0.8531, "Y2": 0.207, "X3": 0.8531, "Y3": 0.2178, "X4": 0.7938, "Y4": 0.2178, "page": 0, "Index": 75}, {"Word": "that", "Confidence": 0.013, "X1": 0.8558, "Y1": 0.2072, "X2": 0.88275, "Y2": 0.207, "X3": 0.8814, "Y3": 0.2178, "X4": 0.8558, "Y4": 0.2178, "page": 0, "Index": 76}, {"Word": "an", "Confidence": 0.129, "X1": 0.88544, "Y1": 0.2072, "X2": 0.90296, "Y2": 0.207, "X3": 0.90162, "Y3": 0.2178, "X4": 0.8841, "Y4": 0.2178, "page": 0, "Index": 77}, {"Word": "Tumich", "Confidence": 0.42, "X1": 0.36658, "Y1": 0.2162, "X2": 0.41105, "Y2": 0.216, "X3": 0.40836, "Y3": 0.2258, "X4": 0.36388, "Y4": 0.2258, "page": 0, "Index": 78}, {"Word": "sich", "Confidence": 0.602, "X1": 0.41509, "Y1": 0.2162, "X2": 0.44474, "Y2": 0.216, "X3": 0.44205, "Y3": 0.2268, "X4": 0.4124, "Y4": 0.2258, "page": 0, "Index": 79}, {"Word": "rates", "Confidence": 0.136, "X1": 0.44879, "Y1": 0.2162, "X2": 0.48248, "Y2": 0.216, "X3": 0.47978, "Y3": 0.2268, "X4": 0.44609, "Y4": 0.2268, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.968, "X1": 0.48518, "Y1": 0.2172, "X2": 0.49865, "Y2": 0.217, "X3": 0.49596, "Y3": 0.2268, "X4": 0.48248, "Y4": 0.2268, "page": 0, "Index": 81}, {"Word": ".", "Confidence": 0.108, "X1": 0.5027, "Y1": 0.2172, "X2": 0.50674, "Y2": 0.217, "X3": 0.50404, "Y3": 0.2268, "X4": 0.5, "Y4": 0.2268, "page": 0, "Index": 82}, {"Word": "MS", "Confidence": 0.469, "X1": 0.50943, "Y1": 0.2172, "X2": 0.531, "Y2": 0.217, "X3": 0.5283, "Y3": 0.2268, "X4": 0.50674, "Y4": 0.2268, "page": 0, "Index": 83}, {"Word": "15,", "Confidence": 0.696, "X1": 0.15903, "Y1": 0.2382, "X2": 0.17251, "Y2": 0.238, "X3": 0.17251, "Y3": 0.2468, "X4": 0.15903, "Y4": 0.2478, "page": 0, "Index": 84}, {"Word": "incl", "Confidence": 0.674, "X1": 0.1752, "Y1": 0.2372, "X2": 0.19946, "Y2": 0.237, "X3": 0.19946, "Y3": 0.2468, "X4": 0.1752, "Y4": 0.2468, "page": 0, "Index": 85}, {"Word": "Ly", "Confidence": 0.005, "X1": 0.22237, "Y1": 0.2372, "X2": 0.2345, "Y2": 0.237, "X3": 0.2345, "Y3": 0.2478, "X4": 0.22102, "Y4": 0.2468, "page": 0, "Index": 86}, {"Word": "anend", "Confidence": 0.617, "X1": 0.23854, "Y1": 0.2382, "X2": 0.27628, "Y2": 0.238, "X3": 0.27628, "Y3": 0.2478, "X4": 0.2372, "Y4": 0.2478, "page": 0, "Index": 87}, {"Word": "Achinay", "Confidence": 0.168, "X1": 0.16173, "Y1": 0.2472, "X2": 0.20755, "Y2": 0.247, "X3": 0.20755, "Y3": 0.2578, "X4": 0.16173, "Y4": 0.2568, "page": 0, "Index": 88}, {"Word": ".", "Confidence": 0.424, "X1": 0.21024, "Y1": 0.2472, "X2": 0.21563, "Y2": 0.247, "X3": 0.21563, "Y3": 0.2578, "X4": 0.21024, "Y4": 0.2578, "page": 0, "Index": 89}, {"Word": "Neana", "Confidence": 0.638, "X1": 0.21833, "Y1": 0.2472, "X2": 0.2628, "Y2": 0.247, "X3": 0.2628, "Y3": 0.2578, "X4": 0.21833, "Y4": 0.2578, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.606, "X1": 0.2655, "Y1": 0.2472, "X2": 0.28841, "Y2": 0.247, "X3": 0.28706, "Y3": 0.2578, "X4": 0.2655, "Y4": 0.2578, "page": 0, "Index": 91}, {"Word": "adve", "Confidence": 0.043, "X1": 0.29111, "Y1": 0.2462, "X2": 0.31941, "Y2": 0.246, "X3": 0.31806, "Y3": 0.2578, "X4": 0.28976, "Y4": 0.2578, "page": 0, "Index": 92}, {"Word": "Haci", "Confidence": 0.073, "X1": 0.86119, "Y1": 0.2452, "X2": 0.88814, "Y2": 0.245, "X3": 0.88949, "Y3": 0.2578, "X4": 0.86119, "Y4": 0.2588, "page": 0, "Index": 93}, {"Word": "thortrod", "Confidence": 0.608, "X1": 0.31132, "Y1": 0.2592, "X2": 0.35984, "Y2": 0.259, "X3": 0.35849, "Y3": 0.2708, "X4": 0.30997, "Y4": 0.2708, "page": 0, "Index": 94}, {"Word": "jo", "Confidence": 0.037, "X1": 0.36388, "Y1": 0.2602, "X2": 0.37736, "Y2": 0.26, "X3": 0.37601, "Y3": 0.2708, "X4": 0.36253, "Y4": 0.2708, "page": 0, "Index": 95}, {"Word": "act", "Confidence": 0.587, "X1": 0.38005, "Y1": 0.2602, "X2": 0.40431, "Y2": 0.26, "X3": 0.40296, "Y3": 0.2698, "X4": 0.37871, "Y4": 0.2698, "page": 0, "Index": 96}, {"Word": "vitale", "Confidence": 0.261, "X1": 0.33962, "Y1": 0.2982, "X2": 0.37736, "Y2": 0.298, "X3": 0.37736, "Y3": 0.3088, "X4": 0.33962, "Y4": 0.3078, "page": 0, "Index": 97}, {"Word": ".:-", "Confidence": 0.227, "X1": 0.82075, "Y1": 0.3002, "X2": 0.83019, "Y2": 0.3, "X3": 0.83019, "Y3": 0.3098, "X4": 0.82075, "Y4": 0.3098, "page": 0, "Index": 98}, {"Word": "lat.yo", "Confidence": 0.183, "X1": 0.83154, "Y1": 0.3002, "X2": 0.86658, "Y2": 0.3, "X3": 0.86792, "Y3": 0.3098, "X4": 0.83288, "Y4": 0.3098, "page": 0, "Index": 99}, {"Word": "shall", "Confidence": 0.779, "X1": 0.87062, "Y1": 0.3002, "X2": 0.90296, "Y2": 0.3, "X3": 0.90296, "Y3": 0.3088, "X4": 0.87197, "Y4": 0.3088, "page": 0, "Index": 100}, {"Word": "Payment", "Confidence": 0.307, "X1": 0.2372, "Y1": 0.3102, "X2": 0.2938, "Y2": 0.31, "X3": 0.29245, "Y3": 0.3188, "X4": 0.2372, "Y4": 0.3198, "page": 0, "Index": 101}, {"Word": "is", "Confidence": 0.998, "X1": 0.29515, "Y1": 0.3102, "X2": 0.30728, "Y2": 0.31, "X3": 0.30728, "Y3": 0.3188, "X4": 0.29515, "Y4": 0.3188, "page": 0, "Index": 102}, {"Word": "made.", "Confidence": 0.663, "X1": 0.30997, "Y1": 0.3102, "X2": 0.3504, "Y2": 0.31, "X3": 0.3504, "Y3": 0.3188, "X4": 0.30997, "Y4": 0.3188, "page": 0, "Index": 103}, {"Word": "Un", "Confidence": 0.906, "X1": 0.3531, "Y1": 0.3102, "X2": 0.37062, "Y2": 0.31, "X3": 0.36927, "Y3": 0.3198, "X4": 0.3531, "Y4": 0.3188, "page": 0, "Index": 104}, {"Word": "ad", "Confidence": 0.688, "X1": 0.32749, "Y1": 0.3192, "X2": 0.33962, "Y2": 0.319, "X3": 0.33693, "Y3": 0.3298, "X4": 0.32615, "Y4": 0.3298, "page": 0, "Index": 105}, {"Word": "under", "Confidence": 0.617, "X1": 0.34232, "Y1": 0.3192, "X2": 0.3814, "Y2": 0.319, "X3": 0.38005, "Y3": 0.3298, "X4": 0.34097, "Y4": 0.3298, "page": 0, "Index": 106}, {"Word": "acy", "Confidence": 0.566, "X1": 0.27628, "Y1": 0.3522, "X2": 0.2965, "Y2": 0.352, "X3": 0.2965, "Y3": 0.3628, "X4": 0.27628, "Y4": 0.3618, "page": 0, "Index": 107}, {"Word": "agres", "Confidence": 0.615, "X1": 0.29919, "Y1": 0.3522, "X2": 0.34097, "Y2": 0.352, "X3": 0.34232, "Y3": 0.3628, "X4": 0.29919, "Y4": 0.3628, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.301, "X1": 0.34367, "Y1": 0.3512, "X2": 0.35849, "Y2": 0.351, "X3": 0.35849, "Y3": 0.3618, "X4": 0.34501, "Y4": 0.3628, "page": 0, "Index": 109}, {"Word": "P", "Confidence": 0.617, "X1": 0.36119, "Y1": 0.3512, "X2": 0.36927, "Y2": 0.351, "X3": 0.37062, "Y3": 0.3618, "X4": 0.36253, "Y4": 0.3618, "page": 0, "Index": 110}, {"Word": "progeld,", "Confidence": 0.291, "X1": 0.84771, "Y1": 0.3532, "X2": 0.89892, "Y2": 0.353, "X3": 0.89757, "Y3": 0.3628, "X4": 0.84636, "Y4": 0.3618, "page": 0, "Index": 111}, {"Word": "alicable", "Confidence": 0.498, "X1": 0.27898, "Y1": 0.3892, "X2": 0.3248, "Y2": 0.389, "X3": 0.3248, "Y3": 0.3998, "X4": 0.27898, "Y4": 0.3998, "page": 0, "Index": 112}, {"Word": "to", "Confidence": 0.591, "X1": 0.32749, "Y1": 0.3892, "X2": 0.34232, "Y2": 0.389, "X3": 0.34097, "Y3": 0.3998, "X4": 0.32749, "Y4": 0.3998, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.611, "X1": 0.34501, "Y1": 0.3892, "X2": 0.36792, "Y2": 0.389, "X3": 0.36658, "Y3": 0.3998, "X4": 0.34501, "Y4": 0.3998, "page": 0, "Index": 114}, {"Word": "acvertis", "Confidence": 0.077, "X1": 0.37062, "Y1": 0.3902, "X2": 0.42183, "Y2": 0.39, "X3": 0.42183, "Y3": 0.4008, "X4": 0.37062, "Y4": 0.3998, "page": 0, "Index": 115}, {"Word": "I'siro;", "Confidence": 0.154, "X1": 0.26954, "Y1": 0.4002, "X2": 0.30728, "Y2": 0.4, "X3": 0.30728, "Y3": 0.4098, "X4": 0.26954, "Y4": 0.4098, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.992, "X1": 0.30997, "Y1": 0.4002, "X2": 0.3221, "Y2": 0.4, "X3": 0.3221, "Y3": 0.4098, "X4": 0.30997, "Y4": 0.4098, "page": 0, "Index": 117}, {"Word": "be", "Confidence": 0.36, "X1": 0.32615, "Y1": 0.4012, "X2": 0.34232, "Y2": 0.401, "X3": 0.34232, "Y3": 0.4098, "X4": 0.32615, "Y4": 0.4098, "page": 0, "Index": 118}, {"Word": "publis", "Confidence": 0.625, "X1": 0.34636, "Y1": 0.4012, "X2": 0.38544, "Y2": 0.401, "X3": 0.38544, "Y3": 0.4098, "X4": 0.34636, "Y4": 0.4098, "page": 0, "Index": 119}, {"Word": "sape", "Confidence": 0.045, "X1": 0.27089, "Y1": 0.4112, "X2": 0.29919, "Y2": 0.411, "X3": 0.29919, "Y3": 0.4208, "X4": 0.27089, "Y4": 0.4208, "page": 0, "Index": 120}, {"Word": "space,", "Confidence": 0.65, "X1": 0.30323, "Y1": 0.4112, "X2": 0.34501, "Y2": 0.411, "X3": 0.34501, "Y3": 0.4198, "X4": 0.30323, "Y4": 0.4198, "page": 0, "Index": 121}, {"Word": "such", "Confidence": 0.971, "X1": 0.34771, "Y1": 0.4102, "X2": 0.37871, "Y2": 0.41, "X3": 0.37871, "Y3": 0.4198, "X4": 0.34771, "Y4": 0.4198, "page": 0, "Index": 122}, {"Word": "k", "Confidence": 0.162, "X1": 0.38275, "Y1": 0.4102, "X2": 0.38949, "Y2": 0.41, "X3": 0.39084, "Y3": 0.4198, "X4": 0.38275, "Y4": 0.4198, "page": 0, "Index": 123}, {"Word": "rajo", "Confidence": 0.433, "X1": 0.41914, "Y1": 0.4112, "X2": 0.44474, "Y2": 0.411, "X3": 0.44474, "Y3": 0.4218, "X4": 0.41914, "Y4": 0.4218, "page": 0, "Index": 124}, {"Word": "a", "Confidence": 0.272, "X1": 0.44744, "Y1": 0.4112, "X2": 0.45687, "Y2": 0.411, "X3": 0.45687, "Y3": 0.4218, "X4": 0.44744, "Y4": 0.4218, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.059, "X1": 0.52426, "Y1": 0.4122, "X2": 0.53504, "Y2": 0.412, "X3": 0.53504, "Y3": 0.4198, "X4": 0.52561, "Y4": 0.4198, "page": 0, "Index": 126}, {"Word": "Bavortising", "Confidence": 0.278, "X1": 0.53774, "Y1": 0.4122, "X2": 0.60782, "Y2": 0.412, "X3": 0.60782, "Y3": 0.4208, "X4": 0.53908, "Y4": 0.4198, "page": 0, "Index": 127}, {"Word": "places", "Confidence": 0.184, "X1": 0.61051, "Y1": 0.4122, "X2": 0.65364, "Y2": 0.412, "X3": 0.65364, "Y3": 0.4218, "X4": 0.61186, "Y4": 0.4218, "page": 0, "Index": 128}, {"Word": "aindang", "Confidence": 0.155, "X1": 0.65633, "Y1": 0.4122, "X2": 0.7062, "Y2": 0.412, "X3": 0.7062, "Y3": 0.4218, "X4": 0.65633, "Y4": 0.4218, "page": 0, "Index": 129}, {"Word": "is", "Confidence": 0.161, "X1": 0.71159, "Y1": 0.4122, "X2": 0.72372, "Y2": 0.412, "X3": 0.72372, "Y3": 0.4218, "X4": 0.71159, "Y4": 0.4218, "page": 0, "Index": 130}, {"Word": "fon:rect", "Confidence": 0.041, "X1": 0.72642, "Y1": 0.4122, "X2": 0.78302, "Y2": 0.412, "X3": 0.78302, "Y3": 0.4218, "X4": 0.72642, "Y4": 0.4218, "page": 0, "Index": 131}, {"Word": "and", "Confidence": 0.884, "X1": 0.78571, "Y1": 0.4122, "X2": 0.80863, "Y2": 0.412, "X3": 0.80863, "Y3": 0.4218, "X4": 0.78571, "Y4": 0.4218, "page": 0, "Index": 132}, {"Word": "chall", "Confidence": 0.168, "X1": 0.81402, "Y1": 0.4122, "X2": 0.84501, "Y2": 0.412, "X3": 0.84501, "Y3": 0.4208, "X4": 0.81267, "Y4": 0.4218, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.627, "X1": 0.84771, "Y1": 0.4122, "X2": 0.86253, "Y2": 0.412, "X3": 0.86253, "Y3": 0.4208, "X4": 0.84636, "Y4": 0.4208, "page": 0, "Index": 134}, {"Word": "ore", "Confidence": 0.562, "X1": 0.52022, "Y1": 0.4212, "X2": 0.54582, "Y2": 0.421, "X3": 0.54447, "Y3": 0.4308, "X4": 0.51887, "Y4": 0.4308, "page": 0, "Index": 135}, {"Word": "poriser", "Confidence": 0.541, "X1": 0.54987, "Y1": 0.4222, "X2": 0.59838, "Y2": 0.422, "X3": 0.59704, "Y3": 0.4308, "X4": 0.54852, "Y4": 0.4308, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.986, "X1": 0.60108, "Y1": 0.4222, "X2": 0.61725, "Y2": 0.422, "X3": 0.61725, "Y3": 0.4308, "X4": 0.59973, "Y4": 0.4308, "page": 0, "Index": 137}, {"Word": "nunths", "Confidence": 0.281, "X1": 0.62264, "Y1": 0.4222, "X2": 0.66712, "Y2": 0.422, "X3": 0.66577, "Y3": 0.4318, "X4": 0.62129, "Y4": 0.4318, "page": 0, "Index": 138}, {"Word": "crying", "Confidence": 0.267, "X1": 0.66981, "Y1": 0.4222, "X2": 0.71429, "Y2": 0.422, "X3": 0.71429, "Y3": 0.4318, "X4": 0.66846, "Y4": 0.4318, "page": 0, "Index": 139}, {"Word": "specified", "Confidence": 0.52, "X1": 0.73181, "Y1": 0.4212, "X2": 0.79111, "Y2": 0.421, "X3": 0.78976, "Y3": 0.4308, "X4": 0.73181, "Y4": 0.4318, "page": 0, "Index": 140}, {"Word": "io", "Confidence": 0.077, "X1": 0.7938, "Y1": 0.4212, "X2": 0.80593, "Y2": 0.421, "X3": 0.80458, "Y3": 0.4318, "X4": 0.79245, "Y4": 0.4308, "page": 0, "Index": 141}, {"Word": "wcfended.", "Confidence": 0.243, "X1": 0.80863, "Y1": 0.4232, "X2": 0.87332, "Y2": 0.423, "X3": 0.87062, "Y3": 0.4328, "X4": 0.80728, "Y4": 0.4318, "page": 0, "Index": 142}, {"Word": "or", "Confidence": 0.016, "X1": 0.42183, "Y1": 0.4322, "X2": 0.43396, "Y2": 0.432, "X3": 0.43261, "Y3": 0.4428, "X4": 0.42049, "Y4": 0.4438, "page": 0, "Index": 143}, {"Word": "rate,", "Confidence": 0.601, "X1": 0.43666, "Y1": 0.4322, "X2": 0.46631, "Y2": 0.432, "X3": 0.46496, "Y3": 0.4418, "X4": 0.43531, "Y4": 0.4428, "page": 0, "Index": 144}, {"Word": "auch", "Confidence": 0.602, "X1": 0.469, "Y1": 0.4322, "X2": 0.5, "Y2": 0.432, "X3": 0.49865, "Y3": 0.4418, "X4": 0.46765, "Y4": 0.4418, "page": 0, "Index": 145}, {"Word": "dietaris", "Confidence": 0.24, "X1": 0.50404, "Y1": 0.4322, "X2": 0.56604, "Y2": 0.432, "X3": 0.56469, "Y3": 0.4418, "X4": 0.5027, "Y4": 0.4418, "page": 0, "Index": 146}, {"Word": "u", "Confidence": 0.078, "X1": 0.56873, "Y1": 0.4322, "X2": 0.57817, "Y2": 0.432, "X3": 0.57547, "Y3": 0.4418, "X4": 0.56739, "Y4": 0.4418, "page": 0, "Index": 147}, {"Word": "tato", "Confidence": 0.032, "X1": 0.58491, "Y1": 0.4322, "X2": 0.61321, "Y2": 0.432, "X3": 0.61186, "Y3": 0.4428, "X4": 0.58356, "Y4": 0.4418, "page": 0, "Index": 148}, {"Word": "shig", "Confidence": 0.041, "X1": 0.61725, "Y1": 0.4332, "X2": 0.64151, "Y2": 0.433, "X3": 0.63881, "Y3": 0.4438, "X4": 0.61456, "Y4": 0.4428, "page": 0, "Index": 149}, {"Word": "applied", "Confidence": 0.097, "X1": 0.66846, "Y1": 0.4322, "X2": 0.71563, "Y2": 0.432, "X3": 0.71563, "Y3": 0.4428, "X4": 0.66846, "Y4": 0.4428, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.724, "X1": 0.71833, "Y1": 0.4322, "X2": 0.73315, "Y2": 0.432, "X3": 0.73181, "Y3": 0.4418, "X4": 0.71833, "Y4": 0.4428, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.898, "X1": 0.73585, "Y1": 0.4322, "X2": 0.75741, "Y2": 0.432, "X3": 0.75741, "Y3": 0.4418, "X4": 0.7345, "Y4": 0.4418, "page": 0, "Index": 152}, {"Word": "onthe", "Confidence": 0.457, "X1": 0.76011, "Y1": 0.4322, "X2": 0.79784, "Y2": 0.432, "X3": 0.7965, "Y3": 0.4428, "X4": 0.76011, "Y4": 0.4418, "page": 0, "Index": 153}, {"Word": "duration", "Confidence": 0.307, "X1": 0.80054, "Y1": 0.4322, "X2": 0.85445, "Y2": 0.432, "X3": 0.8531, "Y3": 0.4428, "X4": 0.79919, "Y4": 0.4428, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.955, "X1": 0.85714, "Y1": 0.4332, "X2": 0.87197, "Y2": 0.433, "X3": 0.87062, "Y3": 0.4428, "X4": 0.8558, "Y4": 0.4428, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.104, "X1": 0.87466, "Y1": 0.4332, "X2": 0.89623, "Y2": 0.433, "X3": 0.89488, "Y3": 0.4438, "X4": 0.87332, "Y4": 0.4428, "page": 0, "Index": 156}, {"Word": "e", "Confidence": 0.626, "X1": 0.20755, "Y1": 0.4782, "X2": 0.21294, "Y2": 0.478, "X3": 0.21294, "Y3": 0.4878, "X4": 0.2062, "Y4": 0.4878, "page": 0, "Index": 157}, {"Word": "made", "Confidence": 0.556, "X1": 0.21698, "Y1": 0.4772, "X2": 0.25202, "Y2": 0.477, "X3": 0.25202, "Y3": 0.4878, "X4": 0.21563, "Y4": 0.4878, "page": 0, "Index": 158}, {"Word": "ir", "Confidence": 0.68, "X1": 0.25606, "Y1": 0.4772, "X2": 0.26819, "Y2": 0.477, "X3": 0.26685, "Y3": 0.4878, "X4": 0.25472, "Y4": 0.4878, "page": 0, "Index": 159}, {"Word": "adund", "Confidence": 0.041, "X1": 0.2938, "Y1": 0.4772, "X2": 0.33288, "Y2": 0.477, "X3": 0.33288, "Y3": 0.4878, "X4": 0.2938, "Y4": 0.4888, "page": 0, "Index": 160}, {"Word": "Ning", "Confidence": 0.035, "X1": 0.33558, "Y1": 0.4772, "X2": 0.36523, "Y2": 0.477, "X3": 0.36523, "Y3": 0.4878, "X4": 0.33558, "Y4": 0.4878, "page": 0, "Index": 161}, {"Word": "sobil", "Confidence": 0.021, "X1": 0.36927, "Y1": 0.4772, "X2": 0.40836, "Y2": 0.477, "X3": 0.40836, "Y3": 0.4878, "X4": 0.36792, "Y4": 0.4878, "page": 0, "Index": 162}, {"Word": ":", "Confidence": 0.029, "X1": 0.09838, "Y1": 0.4882, "X2": 0.10108, "Y2": 0.488, "X3": 0.10243, "Y3": 0.4968, "X4": 0.09973, "Y4": 0.4968, "page": 0, "Index": 163}, {"Word": "Achat", "Confidence": 0.041, "X1": 0.10377, "Y1": 0.4882, "X2": 0.14151, "Y2": 0.488, "X3": 0.14286, "Y3": 0.4978, "X4": 0.10512, "Y4": 0.4968, "page": 0, "Index": 164}, {"Word": "|seniort", "Confidence": 0.034, "X1": 0.1442, "Y1": 0.4882, "X2": 0.19407, "Y2": 0.488, "X3": 0.19542, "Y3": 0.4978, "X4": 0.14555, "Y4": 0.4978, "page": 0, "Index": 165}, {"Word": "micet", "Confidence": 0.316, "X1": 0.19677, "Y1": 0.4882, "X2": 0.23046, "Y2": 0.488, "X3": 0.23046, "Y3": 0.4978, "X4": 0.19811, "Y4": 0.4978, "page": 0, "Index": 166}, {"Word": "appes:", "Confidence": 0.443, "X1": 0.23315, "Y1": 0.4882, "X2": 0.27763, "Y2": 0.488, "X3": 0.27763, "Y3": 0.4978, "X4": 0.23315, "Y4": 0.4978, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.664, "X1": 0.27089, "Y1": 0.4772, "X2": 0.29111, "Y2": 0.477, "X3": 0.29111, "Y3": 0.4888, "X4": 0.26954, "Y4": 0.4878, "page": 0, "Index": 168}, {"Word": "in", "Confidence": 0.885, "X1": 0.28032, "Y1": 0.4882, "X2": 0.2938, "Y2": 0.488, "X3": 0.2938, "Y3": 0.4978, "X4": 0.28032, "Y4": 0.4978, "page": 0, "Index": 169}, {"Word": "alt", "Confidence": 0.916, "X1": 0.2965, "Y1": 0.4872, "X2": 0.31267, "Y2": 0.487, "X3": 0.31402, "Y3": 0.4978, "X4": 0.29784, "Y4": 0.4978, "page": 0, "Index": 170}, {"Word": "reculer", "Confidence": 0.643, "X1": 0.31536, "Y1": 0.4872, "X2": 0.36119, "Y2": 0.487, "X3": 0.36119, "Y3": 0.4978, "X4": 0.31671, "Y4": 0.4978, "page": 0, "Index": 171}, {"Word": "poltion", "Confidence": 0.222, "X1": 0.36388, "Y1": 0.4872, "X2": 0.40836, "Y2": 0.487, "X3": 0.40836, "Y3": 0.4978, "X4": 0.36388, "Y4": 0.4978, "page": 0, "Index": 172}, {"Word": "mont", "Confidence": 0.015, "X1": 0.10782, "Y1": 0.4992, "X2": 0.14016, "Y2": 0.499, "X3": 0.14016, "Y3": 0.5078, "X4": 0.10782, "Y4": 0.5078, "page": 0, "Index": 173}, {"Word": "is", "Confidence": 0.321, "X1": 0.14151, "Y1": 0.4992, "X2": 0.15364, "Y2": 0.499, "X3": 0.15364, "Y3": 0.5078, "X4": 0.14286, "Y4": 0.5078, "page": 0, "Index": 174}, {"Word": "as", "Confidence": 0.038, "X1": 0.24798, "Y1": 0.4992, "X2": 0.2628, "Y2": 0.499, "X3": 0.2628, "Y3": 0.5078, "X4": 0.24798, "Y4": 0.5088, "page": 0, "Index": 175}, {"Word": "ordered:", "Confidence": 0.629, "X1": 0.26685, "Y1": 0.4992, "X2": 0.32075, "Y2": 0.499, "X3": 0.31941, "Y3": 0.5068, "X4": 0.26685, "Y4": 0.5078, "page": 0, "Index": 176}, {"Word": "ordered:", "Confidence": 0.56, "X1": 0.26685, "Y1": 0.4992, "X2": 0.3221, "Y2": 0.499, "X3": 0.3221, "Y3": 0.5078, "X4": 0.2655, "Y4": 0.5088, "page": 0, "Index": 177}, {"Word": "not", "Confidence": 0.704, "X1": 0.15633, "Y1": 0.4992, "X2": 0.17925, "Y2": 0.499, "X3": 0.17925, "Y3": 0.5088, "X4": 0.15633, "Y4": 0.5078, "page": 0, "Index": 178}, {"Word": "publichos", "Confidence": 0.609, "X1": 0.18194, "Y1": 0.4992, "X2": 0.24259, "Y2": 0.499, "X3": 0.24259, "Y3": 0.5088, "X4": 0.18194, "Y4": 0.5088, "page": 0, "Index": 179}, {"Word": "as", "Confidence": 0.01, "X1": 0.24798, "Y1": 0.4992, "X2": 0.26415, "Y2": 0.499, "X3": 0.2628, "Y3": 0.5088, "X4": 0.24663, "Y4": 0.5088, "page": 0, "Index": 180}, {"Word": "omissione", "Confidence": 0.048, "X1": 0.21294, "Y1": 0.5102, "X2": 0.27763, "Y2": 0.51, "X3": 0.27493, "Y3": 0.5198, "X4": 0.21024, "Y4": 0.5208, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.588, "X1": 0.28032, "Y1": 0.5102, "X2": 0.2938, "Y2": 0.51, "X3": 0.29111, "Y3": 0.5198, "X4": 0.27763, "Y4": 0.5198, "page": 0, "Index": 182}, {"Word": "LVS", "Confidence": 0.493, "X1": 0.29784, "Y1": 0.5102, "X2": 0.3248, "Y2": 0.51, "X3": 0.32345, "Y3": 0.5198, "X4": 0.29515, "Y4": 0.5198, "page": 0, "Index": 183}, {"Word": "LAS", "Confidence": 0.301, "X1": 0.11725, "Y1": 0.5312, "X2": 0.14555, "Y2": 0.531, "X3": 0.1442, "Y3": 0.5398, "X4": 0.11725, "Y4": 0.5388, "page": 0, "Index": 184}, {"Word": "anofor", "Confidence": 0.102, "X1": 0.1496, "Y1": 0.5312, "X2": 0.19137, "Y2": 0.531, "X3": 0.19003, "Y3": 0.5408, "X4": 0.1496, "Y4": 0.5408, "page": 0, "Index": 185}, {"Word": "Www", "Confidence": 0.155, "X1": 0.11995, "Y1": 0.5402, "X2": 0.1442, "Y2": 0.54, "X3": 0.14286, "Y3": 0.5508, "X4": 0.11995, "Y4": 0.5498, "page": 0, "Index": 186}, {"Word": "be", "Confidence": 0.885, "X1": 0.23315, "Y1": 0.5412, "X2": 0.24933, "Y2": 0.541, "X3": 0.24798, "Y3": 0.5508, "X4": 0.23181, "Y4": 0.5498, "page": 0, "Index": 187}, {"Word": "limited", "Confidence": 1, "X1": 0.25202, "Y1": 0.5422, "X2": 0.2965, "Y2": 0.542, "X3": 0.29515, "Y3": 0.5508, "X4": 0.25067, "Y4": 0.5508, "page": 0, "Index": 188}, {"Word": "to", "Confidence": 1, "X1": 0.29919, "Y1": 0.5422, "X2": 0.31267, "Y2": 0.542, "X3": 0.31132, "Y3": 0.5508, "X4": 0.29919, "Y4": 0.5508, "page": 0, "Index": 189}, {"Word": "c", "Confidence": 0.515, "X1": 0.31536, "Y1": 0.5422, "X2": 0.32345, "Y2": 0.542, "X3": 0.32345, "Y3": 0.5508, "X4": 0.31536, "Y4": 0.5508, "page": 0, "Index": 190}, {"Word": "istr", "Confidence": 0.636, "X1": 0.3814, "Y1": 0.5422, "X2": 0.40431, "Y2": 0.542, "X3": 0.40431, "Y3": 0.5518, "X4": 0.3814, "Y4": 0.5508, "page": 0, "Index": 191}, {"Word": "ach", "Confidence": 0.899, "X1": 0.35714, "Y1": 0.5522, "X2": 0.37871, "Y2": 0.552, "X3": 0.37871, "Y3": 0.5638, "X4": 0.3558, "Y4": 0.5628, "page": 0, "Index": 192}, {"Word": "of", "Confidence": 0.991, "X1": 0.38275, "Y1": 0.5522, "X2": 0.39623, "Y2": 0.552, "X3": 0.39623, "Y3": 0.5638, "X4": 0.3814, "Y4": 0.5638, "page": 0, "Index": 193}, {"Word": "c", "Confidence": 0.013, "X1": 0.39892, "Y1": 0.5522, "X2": 0.40836, "Y2": 0.552, "X3": 0.40836, "Y3": 0.5648, "X4": 0.39892, "Y4": 0.5638, "page": 0, "Index": 194}, {"Word": "pmfiltted", "Confidence": 0.092, "X1": 0.11725, "Y1": 0.5762, "X2": 0.16577, "Y2": 0.576, "X3": 0.16442, "Y3": 0.5848, "X4": 0.11725, "Y4": 0.5838, "page": 0, "Index": 195}, {"Word": "odvoruf", "Confidence": 0.175, "X1": 0.16981, "Y1": 0.5752, "X2": 0.21429, "Y2": 0.575, "X3": 0.21429, "Y3": 0.5858, "X4": 0.16981, "Y4": 0.5848, "page": 0, "Index": 196}, {"Word": "Go", "Confidence": 0.63, "X1": 0.24528, "Y1": 0.5742, "X2": 0.26146, "Y2": 0.574, "X3": 0.26146, "Y3": 0.5848, "X4": 0.24528, "Y4": 0.5848, "page": 0, "Index": 197}, {"Word": "as", "Confidence": 0.018, "X1": 0.2655, "Y1": 0.5752, "X2": 0.28032, "Y2": 0.575, "X3": 0.28032, "Y3": 0.5848, "X4": 0.2655, "Y4": 0.5848, "page": 0, "Index": 198}, {"Word": "to", "Confidence": 0.179, "X1": 0.28302, "Y1": 0.5752, "X2": 0.29784, "Y2": 0.575, "X3": 0.29784, "Y3": 0.5848, "X4": 0.28302, "Y4": 0.5848, "page": 0, "Index": 199}, {"Word": "give", "Confidence": 0.519, "X1": 0.30054, "Y1": 0.5752, "X2": 0.32749, "Y2": 0.575, "X3": 0.32749, "Y3": 0.5848, "X4": 0.30054, "Y4": 0.5848, "page": 0, "Index": 200}, {"Word": "LMS", "Confidence": 0.971, "X1": 0.33154, "Y1": 0.5742, "X2": 0.35849, "Y2": 0.574, "X3": 0.35849, "Y3": 0.5848, "X4": 0.33019, "Y4": 0.5848, "page": 0, "Index": 201}, {"Word": "the", "Confidence": 0.888, "X1": 0.36253, "Y1": 0.5742, "X2": 0.3841, "Y2": 0.574, "X3": 0.3841, "Y3": 0.5848, "X4": 0.36253, "Y4": 0.5848, "page": 0, "Index": 202}, {"Word": "ben", "Confidence": 0.394, "X1": 0.38814, "Y1": 0.5742, "X2": 0.41105, "Y2": 0.574, "X3": 0.4097, "Y3": 0.5848, "X4": 0.38679, "Y4": 0.5848, "page": 0, "Index": 203}, {"Word": "uso;", "Confidence": 0.046, "X1": 0.78976, "Y1": 0.5762, "X2": 0.81267, "Y2": 0.576, "X3": 0.81267, "Y3": 0.5878, "X4": 0.78976, "Y4": 0.5888, "page": 0, "Index": 204}, {"Word": "and", "Confidence": 0.593, "X1": 0.81536, "Y1": 0.5752, "X2": 0.83962, "Y2": 0.575, "X3": 0.83962, "Y3": 0.5878, "X4": 0.81536, "Y4": 0.5878, "page": 0, "Index": 205}, {"Word": "auch", "Confidence": 0.492, "X1": 0.84367, "Y1": 0.5742, "X2": 0.87601, "Y2": 0.574, "X3": 0.87601, "Y3": 0.5878, "X4": 0.84367, "Y4": 0.5878, "page": 0, "Index": 206}, {"Word": "voed", "Confidence": 0.04, "X1": 0.24528, "Y1": 0.5862, "X2": 0.27224, "Y2": 0.586, "X3": 0.27224, "Y3": 0.5958, "X4": 0.24528, "Y4": 0.5968, "page": 0, "Index": 207}, {"Word": "withla", "Confidence": 0.288, "X1": 0.27628, "Y1": 0.5862, "X2": 0.31536, "Y2": 0.586, "X3": 0.31536, "Y3": 0.5948, "X4": 0.27628, "Y4": 0.5958, "page": 0, "Index": 208}, {"Word": "Instructor.s.", "Confidence": 0.46, "X1": 0.05121, "Y1": 0.6242, "X2": 0.12938, "Y2": 0.624, "X3": 0.12938, "Y3": 0.6328, "X4": 0.05121, "Y4": 0.6318, "page": 0, "Index": 209}, {"Word": "parts", "Confidence": 0.539, "X1": 0.51348, "Y1": 0.6342, "X2": 0.54043, "Y2": 0.634, "X3": 0.54043, "Y3": 0.6438, "X4": 0.51348, "Y4": 0.6428, "page": 0, "Index": 210}, {"Word": "ance", "Confidence": 0.957, "X1": 0.56065, "Y1": 0.6362, "X2": 0.5903, "Y2": 0.636, "X3": 0.5903, "Y3": 0.6458, "X4": 0.56065, "Y4": 0.6458, "page": 0, "Index": 211}, {"Word": "\"a.\"", "Confidence": 0.022, "X1": 0.0903, "Y1": 0.6442, "X2": 0.11456, "Y2": 0.644, "X3": 0.11456, "Y3": 0.6538, "X4": 0.0903, "Y4": 0.6538, "page": 0, "Index": 212}, {"Word": "The", "Confidence": 0.377, "X1": 0.11725, "Y1": 0.6452, "X2": 0.14151, "Y2": 0.645, "X3": 0.14016, "Y3": 0.6538, "X4": 0.11725, "Y4": 0.6538, "page": 0, "Index": 213}, {"Word": "piege", "Confidence": 0.629, "X1": 0.1442, "Y1": 0.6452, "X2": 0.1752, "Y2": 0.645, "X3": 0.1752, "Y3": 0.6538, "X4": 0.14286, "Y4": 0.6538, "page": 0, "Index": 214}, {"Word": "containing'H", "Confidence": 0.168, "X1": 0.1779, "Y1": 0.6442, "X2": 0.25741, "Y2": 0.644, "X3": 0.25741, "Y3": 0.6548, "X4": 0.1779, "Y4": 0.6538, "page": 0, "Index": 215}, {"Word": "se", "Confidence": 0.047, "X1": 0.47709, "Y1": 0.6452, "X2": 0.49191, "Y2": 0.645, "X3": 0.49326, "Y3": 0.6548, "X4": 0.47709, "Y4": 0.6548, "page": 0, "Index": 216}, {"Word": "Insertion,", "Confidence": 0.371, "X1": 0.49596, "Y1": 0.6472, "X2": 0.5566, "Y2": 0.647, "X3": 0.5566, "Y3": 0.6558, "X4": 0.49596, "Y4": 0.6548, "page": 0, "Index": 217}, {"Word": "p.", "Confidence": 0.595, "X1": 0.09704, "Y1": 0.6552, "X2": 0.11321, "Y2": 0.655, "X3": 0.11321, "Y3": 0.6648, "X4": 0.09704, "Y4": 0.6648, "page": 0, "Index": 218}, {"Word": "Crop", "Confidence": 0.289, "X1": 0.11725, "Y1": 0.6552, "X2": 0.15094, "Y2": 0.655, "X3": 0.15094, "Y3": 0.6638, "X4": 0.11725, "Y4": 0.6648, "page": 0, "Index": 219}, {"Word": "request,", "Confidence": 0.61, "X1": 0.15364, "Y1": 0.6562, "X2": 0.2062, "Y2": 0.656, "X3": 0.2062, "Y3": 0.6638, "X4": 0.15364, "Y4": 0.6638, "page": 0, "Index": 220}, {"Word": "you", "Confidence": 0.612, "X1": 0.20889, "Y1": 0.6562, "X2": 0.23181, "Y2": 0.656, "X3": 0.23181, "Y3": 0.6648, "X4": 0.20889, "Y4": 0.6638, "page": 0, "Index": 221}, {"Word": "will", "Confidence": 0.018, "X1": 0.23585, "Y1": 0.6562, "X2": 0.25876, "Y2": 0.656, "X3": 0.25876, "Y3": 0.6648, "X4": 0.23585, "Y4": 0.6648, "page": 0, "Index": 222}, {"Word": "sup", "Confidence": 0.627, "X1": 0.26146, "Y1": 0.6562, "X2": 0.28437, "Y2": 0.656, "X3": 0.28302, "Y3": 0.6658, "X4": 0.26146, "Y4": 0.6648, "page": 0, "Index": 223}, {"Word": "naoh", "Confidence": 0.06, "X1": 0.47844, "Y1": 0.6572, "X2": 0.50539, "Y2": 0.657, "X3": 0.50539, "Y3": 0.6658, "X4": 0.47844, "Y4": 0.6658, "page": 0, "Index": 224}, {"Word": "Issue", "Confidence": 0.656, "X1": 0.50809, "Y1": 0.6562, "X2": 0.54313, "Y2": 0.656, "X3": 0.54313, "Y3": 0.6658, "X4": 0.50809, "Y4": 0.6658, "page": 0, "Index": 225}, {"Word": "in", "Confidence": 0.94, "X1": 0.54582, "Y1": 0.6562, "X2": 0.5593, "Y2": 0.656, "X3": 0.5593, "Y3": 0.6658, "X4": 0.54582, "Y4": 0.6658, "page": 0, "Index": 226}, {"Word": "which", "Confidence": 0.004, "X1": 0.56469, "Y1": 0.6552, "X2": 0.60108, "Y2": 0.655, "X3": 0.60108, "Y3": 0.6658, "X4": 0.56469, "Y4": 0.6658, "page": 0, "Index": 227}, {"Word": "advertising", "Confidence": 0.189, "X1": 0.60377, "Y1": 0.6542, "X2": 0.6752, "Y2": 0.654, "X3": 0.6752, "Y3": 0.6668, "X4": 0.60377, "Y4": 0.6658, "page": 0, "Index": 228}, {"Word": ".", "Confidence": 0.622, "X1": 0.06469, "Y1": 0.6672, "X2": 0.06873, "Y2": 0.667, "X3": 0.06739, "Y3": 0.6768, "X4": 0.06334, "Y4": 0.6768, "page": 0, "Index": 229}, {"Word": "Payment", "Confidence": 0.461, "X1": 0.07143, "Y1": 0.6662, "X2": 0.12668, "Y2": 0.666, "X3": 0.12534, "Y3": 0.6758, "X4": 0.07008, "Y4": 0.6768, "page": 0, "Index": 230}, {"Word": "will", "Confidence": 0.901, "X1": 0.12938, "Y1": 0.6662, "X2": 0.15229, "Y2": 0.666, "X3": 0.15229, "Y3": 0.6758, "X4": 0.12803, "Y4": 0.6758, "page": 0, "Index": 231}, {"Word": "not", "Confidence": 0.409, "X1": 0.15499, "Y1": 0.6662, "X2": 0.17655, "Y2": 0.666, "X3": 0.17655, "Y3": 0.6758, "X4": 0.15499, "Y4": 0.6758, "page": 0, "Index": 232}, {"Word": "be", "Confidence": 0.043, "X1": 0.17925, "Y1": 0.6662, "X2": 0.19542, "Y2": 0.666, "X3": 0.19542, "Y3": 0.6758, "X4": 0.1779, "Y4": 0.6758, "page": 0, "Index": 233}, {"Word": "made", "Confidence": 0.387, "X1": 0.19811, "Y1": 0.6662, "X2": 0.23585, "Y2": 0.666, "X3": 0.2345, "Y3": 0.6758, "X4": 0.19811, "Y4": 0.6758, "page": 0, "Index": 234}, {"Word": "unt", "Confidence": 0.941, "X1": 0.23854, "Y1": 0.6662, "X2": 0.26011, "Y2": 0.666, "X3": 0.25876, "Y3": 0.6758, "X4": 0.2372, "Y4": 0.6758, "page": 0, "Index": 235}, {"Word": ".-", "Confidence": 0.115, "X1": 0.06199, "Y1": 0.6812, "X2": 0.06873, "Y2": 0.681, "X3": 0.06739, "Y3": 0.6908, "X4": 0.06065, "Y4": 0.6908, "page": 0, "Index": 236}, {"Word": "7;", "Confidence": 0.017, "X1": 0.07143, "Y1": 0.6812, "X2": 0.08356, "Y2": 0.681, "X3": 0.08221, "Y3": 0.6908, "X4": 0.07008, "Y4": 0.6908, "page": 0, "Index": 237}, {"Word": "Unless", "Confidence": 0.301, "X1": 0.08625, "Y1": 0.6812, "X2": 0.12803, "Y2": 0.681, "X3": 0.12803, "Y3": 0.6908, "X4": 0.08491, "Y4": 0.6908, "page": 0, "Index": 238}, {"Word": "you", "Confidence": 0.274, "X1": 0.13073, "Y1": 0.6812, "X2": 0.15499, "Y2": 0.681, "X3": 0.15499, "Y3": 0.6908, "X4": 0.13073, "Y4": 0.6908, "page": 0, "Index": 239}, {"Word": "are", "Confidence": 0.637, "X1": 0.15903, "Y1": 0.6812, "X2": 0.18059, "Y2": 0.681, "X3": 0.18059, "Y3": 0.6908, "X4": 0.15903, "Y4": 0.6908, "page": 0, "Index": 240}, {"Word": "o", "Confidence": 0.42, "X1": 0.18329, "Y1": 0.6812, "X2": 0.19137, "Y2": 0.681, "X3": 0.19137, "Y3": 0.6908, "X4": 0.18329, "Y4": 0.6908, "page": 0, "Index": 241}, {"Word": "monitor", "Confidence": 0.121, "X1": 0.19407, "Y1": 0.6812, "X2": 0.24663, "Y2": 0.681, "X3": 0.24528, "Y3": 0.6918, "X4": 0.19407, "Y4": 0.6908, "page": 0, "Index": 242}, {"Word": "oficer", "Confidence": 0.216, "X1": 0.21563, "Y1": 0.6802, "X2": 0.24394, "Y2": 0.68, "X3": 0.24394, "Y3": 0.6908, "X4": 0.21563, "Y4": 0.6898, "page": 0, "Index": 243}, {"Word": "s", "Confidence": 0.145, "X1": 0.24798, "Y1": 0.6802, "X2": 0.25472, "Y2": 0.68, "X3": 0.25472, "Y3": 0.6908, "X4": 0.24663, "Y4": 0.6908, "page": 0, "Index": 244}, {"Word": "u", "Confidence": 0.003, "X1": 0.24933, "Y1": 0.6822, "X2": 0.25606, "Y2": 0.682, "X3": 0.25606, "Y3": 0.6918, "X4": 0.24798, "Y4": 0.6918, "page": 0, "Index": 245}, {"Word": "Huslhess", "Confidence": 0.621, "X1": 0.49326, "Y1": 0.6822, "X2": 0.54987, "Y2": 0.682, "X3": 0.54987, "Y3": 0.6918, "X4": 0.49326, "Y4": 0.6918, "page": 0, "Index": 246}, {"Word": "}", "Confidence": 0.61, "X1": 0.55256, "Y1": 0.6822, "X2": 0.56065, "Y2": 0.682, "X3": 0.56065, "Y3": 0.6908, "X4": 0.55391, "Y4": 0.6918, "page": 0, "Index": 247}, {"Word": "Aud", "Confidence": 0.929, "X1": 0.63612, "Y1": 0.6812, "X2": 0.66173, "Y2": 0.681, "X3": 0.66038, "Y3": 0.6928, "X4": 0.63342, "Y4": 0.6928, "page": 0, "Index": 248}, {"Word": "i", "Confidence": 0.771, "X1": 0.66577, "Y1": 0.6812, "X2": 0.66981, "Y2": 0.681, "X3": 0.66846, "Y3": 0.6928, "X4": 0.66307, "Y4": 0.6928, "page": 0, "Index": 249}, {"Word": "at", "Confidence": 0.246, "X1": 0.67385, "Y1": 0.6802, "X2": 0.68733, "Y2": 0.68, "X3": 0.68598, "Y3": 0.6928, "X4": 0.67116, "Y4": 0.6928, "page": 0, "Index": 250}, {"Word": "Cical37og", "Confidence": 0.021, "X1": 0.69003, "Y1": 0.6792, "X2": 0.7628, "Y2": 0.679, "X3": 0.7628, "Y3": 0.6918, "X4": 0.68868, "Y4": 0.6928, "page": 0, "Index": 251}, {"Word": "LMs", "Confidence": 0.325, "X1": 0.7655, "Y1": 0.6782, "X2": 0.7965, "Y2": 0.678, "X3": 0.79784, "Y3": 0.6918, "X4": 0.7655, "Y4": 0.6918, "page": 0, "Index": 252}, {"Word": "tiglod.", "Confidence": 0.356, "X1": 0.87062, "Y1": 0.6802, "X2": 0.90431, "Y2": 0.68, "X3": 0.90566, "Y3": 0.6928, "X4": 0.87062, "Y4": 0.6938, "page": 0, "Index": 253}, {"Word": "Upon", "Confidence": 0.613, "X1": 0.05121, "Y1": 0.6922, "X2": 0.08086, "Y2": 0.692, "X3": 0.08086, "Y3": 0.7018, "X4": 0.05121, "Y4": 0.7018, "page": 0, "Index": 254}, {"Word": "request", "Confidence": 0.634, "X1": 0.08491, "Y1": 0.6922, "X2": 0.13612, "Y2": 0.692, "X3": 0.13477, "Y3": 0.7018, "X4": 0.08356, "Y4": 0.7018, "page": 0, "Index": 255}, {"Word": "to", "Confidence": 0.995, "X1": 0.13881, "Y1": 0.6922, "X2": 0.15364, "Y2": 0.692, "X3": 0.15229, "Y3": 0.7018, "X4": 0.13747, "Y4": 0.7018, "page": 0, "Index": 256}, {"Word": "g", "Confidence": 0.01, "X1": 0.15768, "Y1": 0.6922, "X2": 0.16577, "Y2": 0.692, "X3": 0.16442, "Y3": 0.7018, "X4": 0.15633, "Y4": 0.7018, "page": 0, "Index": 257}, {"Word": "statomert", "Confidence": 0.612, "X1": 0.16846, "Y1": 0.6922, "X2": 0.23315, "Y2": 0.692, "X3": 0.23315, "Y3": 0.7028, "X4": 0.16846, "Y4": 0.7018, "page": 0, "Index": 258}, {"Word": "o'", "Confidence": 0.007, "X1": 0.23585, "Y1": 0.6922, "X2": 0.25202, "Y2": 0.692, "X3": 0.25202, "Y3": 0.7028, "X4": 0.23585, "Y4": 0.7028, "page": 0, "Index": 259}, {"Word": "Buste", "Confidence": 0.076, "X1": 0.45957, "Y1": 0.6922, "X2": 0.5, "Y2": 0.692, "X3": 0.5, "Y3": 0.7028, "X4": 0.45822, "Y4": 0.7028, "page": 0, "Index": 260}, {"Word": "accountant", "Confidence": 0.421, "X1": 0.50404, "Y1": 0.6942, "X2": 0.57817, "Y2": 0.694, "X3": 0.57682, "Y3": 0.7048, "X4": 0.50404, "Y4": 0.7028, "page": 0, "Index": 261}, {"Word": "udl:ing", "Confidence": 0.277, "X1": 0.64151, "Y1": 0.6942, "X2": 0.68464, "Y2": 0.694, "X3": 0.68329, "Y3": 0.7038, "X4": 0.64151, "Y4": 0.7038, "page": 0, "Index": 262}, {"Word": "organization.", "Confidence": 0.587, "X1": 0.68868, "Y1": 0.6942, "X2": 0.77358, "Y2": 0.694, "X3": 0.77358, "Y3": 0.7028, "X4": 0.68868, "Y4": 0.7038, "page": 0, "Index": 263}, {"Word": "1.", "Confidence": 0.026, "X1": 0.04987, "Y1": 0.7022, "X2": 0.06199, "Y2": 0.702, "X3": 0.06065, "Y3": 0.7118, "X4": 0.04852, "Y4": 0.7118, "page": 0, "Index": 264}, {"Word": "Fechobrod,", "Confidence": 0.07, "X1": 0.06469, "Y1": 0.7022, "X2": 0.13073, "Y2": 0.702, "X3": 0.12938, "Y3": 0.7128, "X4": 0.06334, "Y4": 0.7118, "page": 0, "Index": 265}, {"Word": "you", "Confidence": 0.964, "X1": 0.13342, "Y1": 0.7022, "X2": 0.15768, "Y2": 0.702, "X3": 0.15768, "Y3": 0.7128, "X4": 0.13342, "Y4": 0.7128, "page": 0, "Index": 266}, {"Word": "shar", "Confidence": 0.637, "X1": 0.16173, "Y1": 0.7022, "X2": 0.19272, "Y2": 0.702, "X3": 0.19272, "Y3": 0.7128, "X4": 0.16038, "Y4": 0.7128, "page": 0, "Index": 267}, {"Word": "Se", "Confidence": 0.665, "X1": 0.19677, "Y1": 0.7022, "X2": 0.21159, "Y2": 0.702, "X3": 0.21159, "Y3": 0.7138, "X4": 0.19542, "Y4": 0.7128, "page": 0, "Index": 268}, {"Word": "regvira", "Confidence": 0.604, "X1": 0.21429, "Y1": 0.7022, "X2": 0.26011, "Y2": 0.702, "X3": 0.26011, "Y3": 0.7148, "X4": 0.21429, "Y4": 0.7138, "page": 0, "Index": 269}, {"Word": "LLIS'&", "Confidence": 0.101, "X1": 0.07547, "Y1": 0.7442, "X2": 0.12803, "Y2": 0.744, "X3": 0.12803, "Y3": 0.7558, "X4": 0.07547, "Y4": 0.7568, "page": 0, "Index": 270}, {"Word": "d", "Confidence": 0.632, "X1": 0.13342, "Y1": 0.7442, "X2": 0.14286, "Y2": 0.744, "X3": 0.14286, "Y3": 0.7558, "X4": 0.13342, "Y4": 0.7558, "page": 0, "Index": 271}, {"Word": "you", "Confidence": 0.616, "X1": 0.14555, "Y1": 0.7442, "X2": 0.16981, "Y2": 0.744, "X3": 0.16846, "Y3": 0.7558, "X4": 0.14555, "Y4": 0.7558, "page": 0, "Index": 272}, {"Word": "cash)", "Confidence": 0.007, "X1": 0.17251, "Y1": 0.7452, "X2": 0.20485, "Y2": 0.745, "X3": 0.20485, "Y3": 0.7558, "X4": 0.17251, "Y4": 0.7558, "page": 0, "Index": 273}, {"Word": "if", "Confidence": 0.011, "X1": 0.20755, "Y1": 0.7462, "X2": 0.21968, "Y2": 0.746, "X3": 0.21968, "Y3": 0.7568, "X4": 0.20755, "Y4": 0.7558, "page": 0, "Index": 274}, {"Word": "a", "Confidence": 0.038, "X1": 0.28437, "Y1": 0.7462, "X2": 0.29245, "Y2": 0.746, "X3": 0.29111, "Y3": 0.7558, "X4": 0.28302, "Y4": 0.7558, "page": 0, "Index": 275}, {"Word": "and", "Confidence": 0.638, "X1": 0.2965, "Y1": 0.7452, "X2": 0.31941, "Y2": 0.745, "X3": 0.31806, "Y3": 0.7548, "X4": 0.29515, "Y4": 0.7558, "page": 0, "Index": 276}, {"Word": "hp", "Confidence": 0.013, "X1": 0.32345, "Y1": 0.7452, "X2": 0.33962, "Y2": 0.745, "X3": 0.33827, "Y3": 0.7558, "X4": 0.3221, "Y4": 0.7548, "page": 0, "Index": 277}, {"Word": "party's", "Confidence": 0.901, "X1": 0.05121, "Y1": 0.7762, "X2": 0.09434, "Y2": 0.776, "X3": 0.09434, "Y3": 0.7858, "X4": 0.05121, "Y4": 0.7868, "page": 0, "Index": 278}, {"Word": "phlor", "Confidence": 0.603, "X1": 0.09704, "Y1": 0.7752, "X2": 0.12668, "Y2": 0.775, "X3": 0.12668, "Y3": 0.7858, "X4": 0.09704, "Y4": 0.7858, "page": 0, "Index": 279}, {"Word": "cons", "Confidence": 0.62, "X1": 0.12938, "Y1": 0.7752, "X2": 0.16038, "Y2": 0.775, "X3": 0.16173, "Y3": 0.7858, "X4": 0.13073, "Y4": 0.7858, "page": 0, "Index": 280}, {"Word": ".", "Confidence": 0.658, "X1": 0.04313, "Y1": 0.8052, "X2": 0.04717, "Y2": 0.805, "X3": 0.04717, "Y3": 0.8138, "X4": 0.04313, "Y4": 0.8138, "page": 0, "Index": 281}, {"Word": "vont", "Confidence": 0.568, "X1": 0.04852, "Y1": 0.8042, "X2": 0.07817, "Y2": 0.804, "X3": 0.07817, "Y3": 0.8138, "X4": 0.04852, "Y4": 0.8138, "page": 0, "Index": 282}, {"Word": "by", "Confidence": 0.853, "X1": 0.08086, "Y1": 0.8042, "X2": 0.09704, "Y2": 0.804, "X3": 0.09704, "Y3": 0.8138, "X4": 0.08086, "Y4": 0.8138, "page": 0, "Index": 283}, {"Word": "propad", "Confidence": 0.395, "X1": 0.09973, "Y1": 0.8042, "X2": 0.14825, "Y2": 0.804, "X3": 0.14825, "Y3": 0.8138, "X4": 0.09973, "Y4": 0.8138, "page": 0, "Index": 284}, {"Word": "mal.", "Confidence": 0.559, "X1": 0.15094, "Y1": 0.8042, "X2": 0.17925, "Y2": 0.804, "X3": 0.17925, "Y3": 0.8138, "X4": 0.15094, "Y4": 0.8138, "page": 0, "Index": 285}, {"Word": "to", "Confidence": 0.933, "X1": 0.18194, "Y1": 0.8042, "X2": 0.19542, "Y2": 0.804, "X3": 0.19542, "Y3": 0.8138, "X4": 0.18194, "Y4": 0.8138, "page": 0, "Index": 286}, {"Word": "such", "Confidence": 0.701, "X1": 0.19811, "Y1": 0.8042, "X2": 0.22911, "Y2": 0.804, "X3": 0.22911, "Y3": 0.8138, "X4": 0.19811, "Y4": 0.8138, "page": 0, "Index": 287}, {"Word": "party", "Confidence": 0.935, "X1": 0.23315, "Y1": 0.8042, "X2": 0.26685, "Y2": 0.804, "X3": 0.26685, "Y3": 0.8138, "X4": 0.23315, "Y4": 0.8138, "page": 0, "Index": 288}, {"Word": "at", "Confidence": 0.907, "X1": 0.27089, "Y1": 0.8042, "X2": 0.28437, "Y2": 0.804, "X3": 0.28437, "Y3": 0.8138, "X4": 0.27089, "Y4": 0.8138, "page": 0, "Index": 289}, {"Word": "thett", "Confidence": 0.247, "X1": 0.28706, "Y1": 0.8052, "X2": 0.31806, "Y2": 0.805, "X3": 0.31806, "Y3": 0.8148, "X4": 0.28706, "Y4": 0.8138, "page": 0, "Index": 290}, {"Word": "\"dosignata", "Confidence": 0.243, "X1": 0.04852, "Y1": 0.8152, "X2": 0.11186, "Y2": 0.815, "X3": 0.11186, "Y3": 0.8248, "X4": 0.04852, "Y4": 0.8238, "page": 0, "Index": 291}, {"Word": "by", "Confidence": 0.606, "X1": 0.11456, "Y1": 0.8152, "X2": 0.13208, "Y2": 0.815, "X3": 0.13208, "Y3": 0.8248, "X4": 0.11456, "Y4": 0.8248, "page": 0, "Index": 292}, {"Word": "noticn", "Confidence": 0.39, "X1": 0.13477, "Y1": 0.8152, "X2": 0.17385, "Y2": 0.815, "X3": 0.17251, "Y3": 0.8248, "X4": 0.13477, "Y4": 0.8248, "page": 0, "Index": 293}, {"Word": "phon", "Confidence": 0.603, "X1": 0.1779, "Y1": 0.8152, "X2": 0.21159, "Y2": 0.815, "X3": 0.21024, "Y3": 0.8248, "X4": 0.1779, "Y4": 0.8248, "page": 0, "Index": 294}, {"Word": "In", "Confidence": 0.886, "X1": 0.21429, "Y1": 0.8152, "X2": 0.22776, "Y2": 0.815, "X3": 0.22642, "Y3": 0.8248, "X4": 0.21429, "Y4": 0.8248, "page": 0, "Index": 295}, {"Word": "tha", "Confidence": 0.781, "X1": 0.23181, "Y1": 0.8142, "X2": 0.25337, "Y2": 0.814, "X3": 0.25337, "Y3": 0.8238, "X4": 0.23181, "Y4": 0.8248, "page": 0, "Index": 296}, {"Word": "11.", "Confidence": 0.625, "X1": 0.07278, "Y1": 0.8312, "X2": 0.09164, "Y2": 0.831, "X3": 0.09164, "Y3": 0.8418, "X4": 0.07143, "Y4": 0.8408, "page": 0, "Index": 297}, {"Word": "Ary", "Confidence": 0.998, "X1": 0.09434, "Y1": 0.8322, "X2": 0.1186, "Y2": 0.832, "X3": 0.11725, "Y3": 0.8428, "X4": 0.09434, "Y4": 0.8418, "page": 0, "Index": 298}, {"Word": "daley", "Confidence": 0.648, "X1": 0.12129, "Y1": 0.8322, "X2": 0.15633, "Y2": 0.832, "X3": 0.15633, "Y3": 0.8428, "X4": 0.11995, "Y4": 0.8428, "page": 0, "Index": 299}, {"Word": "*:", "Confidence": 0.006, "X1": 0.82884, "Y1": 0.8352, "X2": 0.83827, "Y2": 0.835, "X3": 0.83827, "Y3": 0.8448, "X4": 0.82884, "Y4": 0.8448, "page": 0, "Index": 300}, {"Word": "beyond", "Confidence": 0.623, "X1": 0.84097, "Y1": 0.8342, "X2": 0.88679, "Y2": 0.834, "X3": 0.88679, "Y3": 0.8428, "X4": 0.83962, "Y4": 0.8448, "page": 0, "Index": 301}, {"Word": ":4,", "Confidence": 0.087, "X1": 0.8248, "Y1": 0.8552, "X2": 0.84367, "Y2": 0.855, "X3": 0.84367, "Y3": 0.8648, "X4": 0.82615, "Y4": 0.8648, "page": 0, "Index": 302}, {"Word": "cash", "Confidence": 0.955, "X1": 0.84636, "Y1": 0.8552, "X2": 0.87736, "Y2": 0.855, "X3": 0.87736, "Y3": 0.8648, "X4": 0.84636, "Y4": 0.8648, "page": 0, "Index": 303}, {"Word": "cr", "Confidence": 0.728, "X1": 0.8814, "Y1": 0.8542, "X2": 0.89757, "Y2": 0.854, "X3": 0.89757, "Y3": 0.8658, "X4": 0.88005, "Y4": 0.8648, "page": 0, "Index": 304}, {"Word": "crodit,", "Confidence": 0.624, "X1": 0.04987, "Y1": 0.8632, "X2": 0.0903, "Y2": 0.863, "X3": 0.0903, "Y3": 0.8738, "X4": 0.04987, "Y4": 0.8738, "page": 0, "Index": 305}, {"Word": "all", "Confidence": 0.211, "X1": 0.09299, "Y1": 0.8622, "X2": 0.10916, "Y2": 0.862, "X3": 0.10916, "Y3": 0.8738, "X4": 0.09299, "Y4": 0.8738, "page": 0, "Index": 306}, {"Word": "on", "Confidence": 0.602, "X1": 0.11186, "Y1": 0.8632, "X2": 0.12803, "Y2": 0.863, "X3": 0.12803, "Y3": 0.8738, "X4": 0.11186, "Y4": 0.8738, "page": 0, "Index": 307}, {"Word": "a", "Confidence": 0.866, "X1": 0.13208, "Y1": 0.8632, "X2": 0.14016, "Y2": 0.863, "X3": 0.14016, "Y3": 0.8738, "X4": 0.13208, "Y4": 0.8738, "page": 0, "Index": 308}, {"Word": "pas", "Confidence": 0.002, "X1": 0.14286, "Y1": 0.8632, "X2": 0.16442, "Y2": 0.863, "X3": 0.16442, "Y3": 0.8748, "X4": 0.14286, "Y4": 0.8738, "page": 0, "Index": 309}, {"Word": "fats", "Confidence": 0.399, "X1": 0.16712, "Y1": 0.8642, "X2": 0.19407, "Y2": 0.864, "X3": 0.19407, "Y3": 0.8758, "X4": 0.16712, "Y4": 0.8748, "page": 0, "Index": 310}, {"Word": "bisher", "Confidence": 0.008, "X1": 0.19811, "Y1": 0.8692, "X2": 0.27224, "Y2": 0.869, "X3": 0.27224, "Y3": 0.8818, "X4": 0.19811, "Y4": 0.8758, "page": 0, "Index": 311}, {"Word": "12", "Confidence": 0.439, "X1": 0.07412, "Y1": 0.8792, "X2": 0.08895, "Y2": 0.879, "X3": 0.08895, "Y3": 0.8898, "X4": 0.07278, "Y4": 0.8898, "page": 0, "Index": 312}, {"Word": "1)", "Confidence": 0.01, "X1": 0.09299, "Y1": 0.8792, "X2": 0.10647, "Y2": 0.879, "X3": 0.10647, "Y3": 0.8898, "X4": 0.09164, "Y4": 0.8898, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.603, "X1": 0.10916, "Y1": 0.8792, "X2": 0.13073, "Y2": 0.879, "X3": 0.12938, "Y3": 0.8898, "X4": 0.10916, "Y4": 0.8898, "page": 0, "Index": 314}, {"Word": "avebl", "Confidence": 0.628, "X1": 0.13342, "Y1": 0.8792, "X2": 0.17116, "Y2": 0.879, "X3": 0.17116, "Y3": 0.8908, "X4": 0.13342, "Y4": 0.8898, "page": 0, "Index": 315}, {"Word": "wiveltri", "Confidence": 0.007, "X1": 0.17385, "Y1": 0.8802, "X2": 0.22911, "Y2": 0.88, "X3": 0.23046, "Y3": 0.8908, "X4": 0.17385, "Y4": 0.8908, "page": 0, "Index": 316}, {"Word": "3", "Confidence": 0.001, "X1": 0.23315, "Y1": 0.8812, "X2": 0.24124, "Y2": 0.881, "X3": 0.24124, "Y3": 0.8918, "X4": 0.23315, "Y4": 0.8908, "page": 0, "Index": 317}, {"Word": "0:", "Confidence": 0.002, "X1": 0.24394, "Y1": 0.8812, "X2": 0.26146, "Y2": 0.881, "X3": 0.2628, "Y3": 0.8918, "X4": 0.24394, "Y4": 0.8918, "page": 0, "Index": 318}, {"Word": "prod", "Confidence": 0.242, "X1": 0.31671, "Y1": 0.8802, "X2": 0.34367, "Y2": 0.88, "X3": 0.34367, "Y3": 0.8928, "X4": 0.31671, "Y4": 0.8928, "page": 0, "Index": 319}, {"Word": "effective", "Confidence": 0.042, "X1": 0.07547, "Y1": 0.9032, "X2": 0.12668, "Y2": 0.903, "X3": 0.12534, "Y3": 0.9128, "X4": 0.07547, "Y4": 0.9118, "page": 0, "Index": 320}, {"Word": "I'", "Confidence": 0.043, "X1": 0.07682, "Y1": 0.9172, "X2": 0.09164, "Y2": 0.917, "X3": 0.0903, "Y3": 0.9278, "X4": 0.07682, "Y4": 0.9278, "page": 0, "Index": 321}, {"Word": "Thia", "Confidence": 0.792, "X1": 0.09434, "Y1": 0.9172, "X2": 0.12129, "Y2": 0.917, "X3": 0.11995, "Y3": 0.9278, "X4": 0.09299, "Y4": 0.9278, "page": 0, "Index": 322}, {"Word": "Contrac", "Confidence": 0.601, "X1": 0.12399, "Y1": 0.9162, "X2": 0.17655, "Y2": 0.916, "X3": 0.17655, "Y3": 0.9278, "X4": 0.12264, "Y4": 0.9278, "page": 0, "Index": 323}, {"Word": "91581158", "Confidence": 0.996, "X1": 0.95957, "Y1": 0.9202, "X2": 0.95687, "Y2": 0.92, "X3": 0.93935, "Y3": 0.9198, "X4": 0.9407, "Y4": 0.8548, "page": 0, "Index": 324}, {"Word": "thail", "Confidence": 0.245, "X1": 0.18194, "Y1": 0.9172, "X2": 0.21294, "Y2": 0.917, "X3": 0.21294, "Y3": 0.9288, "X4": 0.18059, "Y4": 0.9278, "page": 0, "Index": 325}, {"Word": "na", "Confidence": 0.04, "X1": 0.21698, "Y1": 0.9172, "X2": 0.23315, "Y2": 0.917, "X3": 0.23181, "Y3": 0.9288, "X4": 0.21563, "Y4": 0.9288, "page": 0, "Index": 326}, {"Word": "hivleg", "Confidence": 0.045, "X1": 0.23585, "Y1": 0.9172, "X2": 0.28437, "Y2": 0.917, "X3": 0.28302, "Y3": 0.9288, "X4": 0.23585, "Y4": 0.9288, "page": 0, "Index": 327}, {"Word": "upon", "Confidence": 0.794, "X1": 0.28706, "Y1": 0.9172, "X2": 0.31941, "Y2": 0.917, "X3": 0.31941, "Y3": 0.9298, "X4": 0.28706, "Y4": 0.9288, "page": 0, "Index": 328}, {"Word": "and", "Confidence": 0.981, "X1": 0.32345, "Y1": 0.9172, "X2": 0.34906, "Y2": 0.917, "X3": 0.34771, "Y3": 0.9298, "X4": 0.32345, "Y4": 0.9298, "page": 0, "Index": 329}, {"Word": "puje", "Confidence": 0.33, "X1": 0.3558, "Y1": 0.9182, "X2": 0.3841, "Y2": 0.918, "X3": 0.3841, "Y3": 0.9298, "X4": 0.35445, "Y4": 0.9298, "page": 0, "Index": 330}, {"Word": "to", "Confidence": 0.74, "X1": 0.38679, "Y1": 0.9182, "X2": 0.40027, "Y2": 0.918, "X3": 0.40027, "Y3": 0.9298, "X4": 0.38679, "Y4": 0.9298, "page": 0, "Index": 331}, {"Word": "tlich", "Confidence": 0.046, "X1": 0.40296, "Y1": 0.9182, "X2": 0.43396, "Y2": 0.918, "X3": 0.43396, "Y3": 0.9308, "X4": 0.40296, "Y4": 0.9298, "page": 0, "Index": 332}, {"Word": "inga:", "Confidence": 0.057, "X1": 0.07817, "Y1": 0.9292, "X2": 0.10916, "Y2": 0.929, "X3": 0.10782, "Y3": 0.9398, "X4": 0.07682, "Y4": 0.9398, "page": 0, "Index": 333}, {"Word": "fo-", "Confidence": 0.157, "X1": 0.11186, "Y1": 0.9292, "X2": 0.13342, "Y2": 0.929, "X3": 0.13208, "Y3": 0.9398, "X4": 0.11051, "Y4": 0.9398, "page": 0, "Index": 334}, {"Word": "esencativos.", "Confidence": 0.105, "X1": 0.13881, "Y1": 0.9292, "X2": 0.21563, "Y2": 0.929, "X3": 0.21429, "Y3": 0.9398, "X4": 0.13747, "Y4": 0.9398, "page": 0, "Index": 335}, {"Word": "A", "Confidence": 0.681, "X1": 0.21833, "Y1": 0.9292, "X2": 0.22642, "Y2": 0.929, "X3": 0.22507, "Y3": 0.9398, "X4": 0.21698, "Y4": 0.9398, "page": 0, "Index": 336}, {"Word": "walyor", "Confidence": 0.224, "X1": 0.22911, "Y1": 0.9292, "X2": 0.27224, "Y2": 0.929, "X3": 0.27089, "Y3": 0.9398, "X4": 0.22776, "Y4": 0.9398, "page": 0, "Index": 337}, {"Word": "by", "Confidence": 0.93, "X1": 0.27493, "Y1": 0.9292, "X2": 0.29111, "Y2": 0.929, "X3": 0.28976, "Y3": 0.9398, "X4": 0.27358, "Y4": 0.9398, "page": 0, "Index": 338}, {"Word": "either", "Confidence": 0.653, "X1": 0.2938, "Y1": 0.9292, "X2": 0.33019, "Y2": 0.929, "X3": 0.32884, "Y3": 0.9408, "X4": 0.29245, "Y4": 0.9398, "page": 0, "Index": 339}, {"Word": "party", "Confidence": 0.171, "X1": 0.33288, "Y1": 0.9292, "X2": 0.36658, "Y2": 0.929, "X3": 0.36523, "Y3": 0.9408, "X4": 0.33154, "Y4": 0.9408, "page": 0, "Index": 340}, {"Word": "hpreto", "Confidence": 0.61, "X1": 0.36927, "Y1": 0.9292, "X2": 0.41105, "Y2": 0.929, "X3": 0.4097, "Y3": 0.9408, "X4": 0.36792, "Y4": 0.9408, "page": 0, "Index": 341}, {"Word": "of", "Confidence": 0.808, "X1": 0.41375, "Y1": 0.9302, "X2": 0.42857, "Y2": 0.93, "X3": 0.42857, "Y3": 0.9408, "X4": 0.41375, "Y4": 0.9408, "page": 0, "Index": 342}, {"Word": "phy", "Confidence": 0.177, "X1": 0.43261, "Y1": 0.9302, "X2": 0.45553, "Y2": 0.93, "X3": 0.45418, "Y3": 0.9408, "X4": 0.43127, "Y4": 0.9408, "page": 0, "Index": 343}, {"Word": "data", "Confidence": 0.551, "X1": 0.45822, "Y1": 0.9312, "X2": 0.48652, "Y2": 0.931, "X3": 0.48652, "Y3": 0.9408, "X4": 0.45687, "Y4": 0.9408, "page": 0, "Index": 344}, {"Word": "of", "Confidence": 1, "X1": 0.05121, "Y1": 0.9402, "X2": 0.06469, "Y2": 0.94, "X3": 0.06334, "Y3": 0.9498, "X4": 0.04987, "Y4": 0.9498, "page": 0, "Index": 345}, {"Word": "any", "Confidence": 0.994, "X1": 0.06873, "Y1": 0.9402, "X2": 0.09164, "Y2": 0.94, "X3": 0.0903, "Y3": 0.9508, "X4": 0.06739, "Y4": 0.9498, "page": 0, "Index": 346}, {"Word": "quesco", "Confidence": 0.688, "X1": 0.09434, "Y1": 0.9402, "X2": 0.14016, "Y2": 0.94, "X3": 0.13881, "Y3": 0.9508, "X4": 0.09299, "Y4": 0.9508, "page": 0, "Index": 347}, {"Word": "jent", "Confidence": 0.905, "X1": 0.14286, "Y1": 0.9392, "X2": 0.16846, "Y2": 0.939, "X3": 0.16712, "Y3": 0.9508, "X4": 0.14151, "Y4": 0.9508, "page": 0, "Index": 348}, {"Word": "dafault", "Confidence": 0.213, "X1": 0.17116, "Y1": 0.9392, "X2": 0.21698, "Y2": 0.939, "X3": 0.21563, "Y3": 0.9508, "X4": 0.16981, "Y4": 0.9508, "page": 0, "Index": 349}, {"Word": "w", "Confidence": 0.999, "X1": 0.21968, "Y1": 0.9392, "X2": 0.22911, "Y2": 0.939, "X3": 0.22776, "Y3": 0.9508, "X4": 0.21968, "Y4": 0.9508, "page": 0, "Index": 350}, {"Word": "bronch", "Confidence": 0.955, "X1": 0.23585, "Y1": 0.9392, "X2": 0.28032, "Y2": 0.939, "X3": 0.27898, "Y3": 0.9508, "X4": 0.23585, "Y4": 0.9508, "page": 0, "Index": 351}, {"Word": "of", "Confidence": 0.866, "X1": 0.28302, "Y1": 0.9392, "X2": 0.2965, "Y2": 0.939, "X3": 0.2965, "Y3": 0.9508, "X4": 0.28302, "Y4": 0.9508, "page": 0, "Index": 352}, {"Word": "luu", "Confidence": 0.589, "X1": 0.29919, "Y1": 0.9392, "X2": 0.3221, "Y2": 0.939, "X3": 0.3221, "Y3": 0.9508, "X4": 0.29919, "Y4": 0.9508, "page": 0, "Index": 353}, {"Word": ";re", "Confidence": 0.226, "X1": 0.32749, "Y1": 0.9392, "X2": 0.3531, "Y2": 0.939, "X3": 0.3531, "Y3": 0.9508, "X4": 0.32749, "Y4": 0.9508, "page": 0, "Index": 354}, {"Word": "re", "Confidence": 0.061, "X1": 0.07817, "Y1": 0.9492, "X2": 0.0876, "Y2": 0.949, "X3": 0.0876, "Y3": 0.9618, "X4": 0.07682, "Y4": 0.9608, "page": 0, "Index": 355}, {"Word": "Stale", "Confidence": 0.672, "X1": 0.09164, "Y1": 0.9502, "X2": 0.12534, "Y2": 0.95, "X3": 0.12534, "Y3": 0.9628, "X4": 0.0903, "Y4": 0.9618, "page": 0, "Index": 356}, {"Word": "of", "Confidence": 0.66, "X1": 0.12803, "Y1": 0.9502, "X2": 0.14286, "Y2": 0.95, "X3": 0.14286, "Y3": 0.9628, "X4": 0.12803, "Y4": 0.9628, "page": 0, "Index": 357}, {"Word": "New", "Confidence": 0.65, "X1": 0.14555, "Y1": 0.9502, "X2": 0.17251, "Y2": 0.95, "X3": 0.17385, "Y3": 0.9618, "X4": 0.14555, "Y4": 0.9628, "page": 0, "Index": 358}, {"Word": "York.", "Confidence": 0.503, "X1": 0.1779, "Y1": 0.9502, "X2": 0.21294, "Y2": 0.95, "X3": 0.21429, "Y3": 0.9608, "X4": 0.1779, "Y4": 0.9618, "page": 0, "Index": 359}]}
|
"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"
|
ffpx0071
| 0 |
{"lines_data": [{"Word": "9-87", "Confidence": 0.837, "X1": 0.02561, "Y1": 0.0612, "X2": 0.1159, "Y2": 0.061, "X3": 0.13208, "Y3": 0.0948, "X4": 0.04313, "Y4": 0.1158, "page": 0}, {"Word": "must", "Confidence": 0.439, "X1": 0.11456, "Y1": 0.0722, "X2": 0.22911, "Y2": 0.072, "X3": 0.24528, "Y3": 0.0978, "X4": 0.13477, "Y4": 0.1398, "page": 0}, {"Word": "DEMEDIA SERVICES (LMS)", "Confidence": 0.707, "X1": 0.40701, "Y1": 0.0872, "X2": 0.65229, "Y2": 0.087, "X3": 0.65229, "Y3": 0.1068, "X4": 0.40701, "Y4": 0.1068, "page": 0}, {"Word": "Estimatestill", "Confidence": 0.29, "X1": 0.02426, "Y1": 0.0782, "X2": 0.28841, "Y2": 0.078, "X3": 0.30323, "Y3": 0.1088, "X4": 0.04043, "Y4": 0.1768, "page": 0}, {"Word": "Fifth Avenue", "Confidence": 0.425, "X1": 0.42588, "Y1": 0.1052, "X2": 0.56334, "Y2": 0.105, "X3": 0.56334, "Y3": 0.1198, "X4": 0.42588, "Y4": 0.1208, "page": 0}, {"Word": "ork, N.Y. 10103", "Confidence": 0.828, "X1": 0.45013, "Y1": 0.1192, "X2": 0.57682, "Y2": 0.119, "X3": 0.57682, "Y3": 0.1318, "X4": 0.45013, "Y4": 0.1328, "page": 0}, {"Word": "reflects Open", "Confidence": 0.8735, "X1": 0.01752, "Y1": 0.1162, "X2": 0.30054, "Y2": 0.116, "X3": 0.31671, "Y3": 0.1488, "X4": 0.03369, "Y4": 0.2218, "page": 0}, {"Word": "191581156", "Confidence": 0.767, "X1": 0.34636, "Y1": 0.1682, "X2": 0.33962, "Y2": 0.168, "X3": 0.31806, "Y3": 0.1658, "X4": 0.32345, "Y4": 0.0848, "page": 0}, {"Word": "ASTER CONTRACT", "Confidence": 0.993, "X1": 0.35849, "Y1": 0.1772, "X2": 0.62938, "Y2": 0.177, "X3": 0.62938, "Y3": 0.2008, "X4": 0.35849, "Y4": 0.2038, "page": 0}, {"Word": "( Xay doesn't accept", "Confidence": 0.6785, "X1": 0.10108, "Y1": 0.2032, "X2": 0.31671, "Y2": 0.203, "X3": 0.33154, "Y3": 0.2238, "X4": 0.11725, "Y4": 0.3098, "page": 0}, {"Word": "Contract NO. 59", "Confidence": 0.52333, "X1": 0.62668, "Y1": 0.2012, "X2": 0.76954, "Y2": 0.201, "X3": 0.77089, "Y3": 0.2188, "X4": 0.62668, "Y4": 0.2238, "page": 0}, {"Word": "Open Rate contractors)", "Confidence": 0.20633, "X1": 0.1442, "Y1": 0.2212, "X2": 0.33962, "Y2": 0.221, "X3": 0.35445, "Y3": 0.2418, "X4": 0.15903, "Y4": 0.3188, "page": 0}, {"Word": "Rote", "Confidence": 0.715, "X1": 0.0283, "Y1": 0.2112, "X2": 0.12938, "Y2": 0.211, "X3": 0.15094, "Y3": 0.2488, "X4": 0.05391, "Y4": 0.2818, "page": 0}, {"Word": "Jyenicy commissior, and Cash Discount", "Confidence": 0.564, "X1": 0.23046, "Y1": 0.3622, "X2": 0.54987, "Y2": 0.362, "X3": 0.54987, "Y3": 0.3758, "X4": 0.23046, "Y4": 0.3758, "page": 0}, {"Word": "serve uit op", "Confidence": 0.336, "X1": 0.11725, "Y1": 0.3792, "X2": 0.21429, "Y2": 0.379, "X3": 0.21429, "Y3": 0.3928, "X4": 0.11725, "Y4": 0.3938, "page": 0}, {"Word": "a in your publication as inscribed below", "Confidence": 0.62757, "X1": 0.22776, "Y1": 0.3782, "X2": 0.54313, "Y2": 0.378, "X3": 0.54313, "Y3": 0.3928, "X4": 0.22776, "Y4": 0.3918, "page": 0}, {"Word": "AGENCY: Sach ad agency will", "Confidence": 0.9012, "X1": 0.10916, "Y1": 0.5852, "X2": 0.35445, "Y2": 0.585, "X3": 0.35445, "Y3": 0.5988, "X4": 0.10916, "Y4": 0.5958, "page": 0}, {"Word": "sue instruc", "Confidence": 0.643, "X1": 0.36658, "Y1": 0.5862, "X2": 0.45687, "Y2": 0.586, "X3": 0.45687, "Y3": 0.5988, "X4": 0.36658, "Y4": 0.5978, "page": 0}, {"Word": "in the form of \"Insert or Orge's' and will luthish materl-", "Confidence": 0.54973, "X1": 0.49596, "Y1": 0.5842, "X2": 0.92588, "Y2": 0.584, "X3": 0.92588, "Y3": 0.5988, "X4": 0.49596, "Y4": 0.5998, "page": 0}, {"Word": "Brands I-stod, respe", "Confidence": 0.55, "X1": 0.10782, "Y1": 0.5982, "X2": 0.27628, "Y2": 0.598, "X3": 0.27628, "Y3": 0.6128, "X4": 0.10916, "Y4": 0.6138, "page": 0}, {"Word": "tively. F", "Confidence": 0.6795, "X1": 0.28841, "Y1": 0.6002, "X2": 0.34906, "Y2": 0.6, "X3": 0.34906, "Y3": 0.6148, "X4": 0.28841, "Y4": 0.6138, "page": 0}, {"Word": "or convenience, wa rater to these as Brand Agencies\" In this Contract.", "Confidence": 0.77108, "X1": 0.35175, "Y1": 0.5992, "X2": 0.90027, "Y2": 0.599, "X3": 0.90027, "Y3": 0.6128, "X4": 0.35175, "Y4": 0.6138, "page": 0}, {"Word": "-----", "Confidence": 0.206, "X1": 0.98248, "Y1": 0.6682, "X2": 0.98248, "Y2": 0.668, "X3": 0.9717, "Y3": 0.6678, "X4": 0.97035, "Y4": 0.5898, "page": 0}, {"Word": "ADDITIONAL TERMS AND CONDITIONS OF THIS CONTRACT APPEAR ON THE REVERSE SIDE OF THIS FORM.\"", "Confidence": 0.87527, "X1": 0.0566, "Y1": 0.7472, "X2": 0.93666, "Y2": 0.747, "X3": 0.93666, "Y3": 0.7648, "X4": 0.0566, "Y4": 0.7648, "page": 0}, {"Word": "PLEASE READ ALL PARTS OF THIS CONTRACT BEFORE S'GNING.", "Confidence": 0.94811, "X1": 0.0566, "Y1": 0.7652, "X2": 0.59164, "Y2": 0.765, "X3": 0.59164, "Y3": 0.7788, "X4": 0.0566, "Y4": 0.7758, "page": 0}, {"Word": "Please sign and return the attached Acceptance Copy of this Contract. Upon receipt of the Acceptance Copy by", "Confidence": 0.83828, "X1": 0.05526, "Y1": 0.7772, "X2": 0.92049, "Y2": 0.777, "X3": 0.92049, "Y3": 0.7928, "X4": 0.05526, "Y4": 0.7928, "page": 0}, {"Word": "LMS, this Contract will be in offerte", "Confidence": 0.875, "X1": 0.04717, "Y1": 0.7942, "X2": 0.39757, "Y2": 0.794, "X3": 0.39623, "Y3": 0.8108, "X4": 0.04717, "Y4": 0.8038, "page": 0}, {"Word": "ACCEPTED", "Confidence": 0.608, "X1": 0.19407, "Y1": 0.8402, "X2": 0.30863, "Y2": 0.84, "X3": 0.30863, "Y3": 0.8558, "X4": 0.19542, "Y4": 0.8578, "page": 0}, {"Word": "(corporate namo)", "Confidence": 0.888, "X1": 0.19677, "Y1": 0.8582, "X2": 0.32749, "Y2": 0.858, "X3": 0.32749, "Y3": 0.8728, "X4": 0.19677, "Y4": 0.8708, "page": 0}, {"Word": "ORILLANO MEDYA", "Confidence": 0.4105, "X1": 0.64016, "Y1": 0.8852, "X2": 0.77628, "Y2": 0.885, "X3": 0.77628, "Y3": 0.9018, "X4": 0.64016, "Y4": 0.9028, "page": 0}, {"Word": "91581157", "Confidence": 0.97, "X1": 0.95553, "Y1": 0.9142, "X2": 0.95687, "Y2": 0.914, "X3": 0.93801, "Y3": 0.9138, "X4": 0.93801, "Y4": 0.8428, "page": 0}, {"Word": "DATE", "Confidence": 0.764, "X1": 0.0593, "Y1": 0.9202, "X2": 0.09704, "Y2": 0.92, "X3": 0.09704, "Y3": 0.9338, "X4": 0.0593, "Y4": 0.9338, "page": 0}], "words_data": [{"Word": "9-87", "Confidence": 0.837, "X1": 0.02561, "Y1": 0.0612, "X2": 0.11725, "Y2": 0.061, "X3": 0.13208, "Y3": 0.0948, "X4": 0.04043, "Y4": 0.1168, "page": 0, "Index": 0}, {"Word": "Estimatestill", "Confidence": 0.29, "X1": 0.02561, "Y1": 0.0792, "X2": 0.28571, "Y2": 0.079, "X3": 0.29784, "Y3": 0.1078, "X4": 0.04313, "Y4": 0.1778, "page": 0, "Index": 1}, {"Word": "must", "Confidence": 0.439, "X1": 0.14016, "Y1": 0.0722, "X2": 0.22237, "Y2": 0.072, "X3": 0.24124, "Y3": 0.1008, "X4": 0.15903, "Y4": 0.1298, "page": 0, "Index": 2}, {"Word": "DEMEDIA", "Confidence": 0.238, "X1": 0.4097, "Y1": 0.0892, "X2": 0.49191, "Y2": 0.089, "X3": 0.49326, "Y3": 0.1068, "X4": 0.4097, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "SERVICES", "Confidence": 0.928, "X1": 0.4973, "Y1": 0.0892, "X2": 0.59164, "Y2": 0.089, "X3": 0.59299, "Y3": 0.1068, "X4": 0.4973, "Y4": 0.1068, "page": 0, "Index": 4}, {"Word": "(LMS)", "Confidence": 0.955, "X1": 0.59704, "Y1": 0.0882, "X2": 0.65229, "Y2": 0.088, "X3": 0.65364, "Y3": 0.1078, "X4": 0.59704, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "Fifth", "Confidence": 0.072, "X1": 0.44609, "Y1": 0.1052, "X2": 0.48787, "Y2": 0.105, "X3": 0.48787, "Y3": 0.1198, "X4": 0.44744, "Y4": 0.1208, "page": 0, "Index": 6}, {"Word": "Avenue", "Confidence": 0.778, "X1": 0.49326, "Y1": 0.1062, "X2": 0.55795, "Y2": 0.106, "X3": 0.5593, "Y3": 0.1198, "X4": 0.49326, "Y4": 0.1198, "page": 0, "Index": 7}, {"Word": "ork,", "Confidence": 0.64, "X1": 0.45148, "Y1": 0.1202, "X2": 0.48113, "Y2": 0.12, "X3": 0.48113, "Y3": 0.1328, "X4": 0.45148, "Y4": 0.1328, "page": 0, "Index": 8}, {"Word": "N.Y.", "Confidence": 0.847, "X1": 0.48518, "Y1": 0.1202, "X2": 0.52291, "Y2": 0.12, "X3": 0.52291, "Y3": 0.1328, "X4": 0.48518, "Y4": 0.1328, "page": 0, "Index": 9}, {"Word": "10103", "Confidence": 0.997, "X1": 0.52695, "Y1": 0.1192, "X2": 0.57682, "Y2": 0.119, "X3": 0.57682, "Y3": 0.1328, "X4": 0.52695, "Y4": 0.1328, "page": 0, "Index": 10}, {"Word": "Open", "Confidence": 0.936, "X1": 0.18733, "Y1": 0.1202, "X2": 0.28167, "Y2": 0.12, "X3": 0.30189, "Y3": 0.1538, "X4": 0.20755, "Y4": 0.1788, "page": 0, "Index": 11}, {"Word": "191581156", "Confidence": 0.767, "X1": 0.34771, "Y1": 0.1662, "X2": 0.33962, "Y2": 0.166, "X3": 0.31941, "Y3": 0.1658, "X4": 0.32345, "Y4": 0.0858, "page": 0, "Index": 12}, {"Word": "reflects", "Confidence": 0.811, "X1": 0.01887, "Y1": 0.1542, "X2": 0.15633, "Y2": 0.154, "X3": 0.17655, "Y3": 0.1868, "X4": 0.03774, "Y4": 0.2218, "page": 0, "Index": 13}, {"Word": "ASTER", "Confidence": 0.995, "X1": 0.36927, "Y1": 0.1802, "X2": 0.45553, "Y2": 0.18, "X3": 0.45553, "Y3": 0.2028, "X4": 0.36927, "Y4": 0.2038, "page": 0, "Index": 14}, {"Word": "CONTRACT", "Confidence": 0.991, "X1": 0.46631, "Y1": 0.1772, "X2": 0.62534, "Y2": 0.177, "X3": 0.62668, "Y3": 0.2018, "X4": 0.46631, "Y4": 0.2028, "page": 0, "Index": 15}, {"Word": "accept", "Confidence": 0.795, "X1": 0.24394, "Y1": 0.2042, "X2": 0.31536, "Y2": 0.204, "X3": 0.32749, "Y3": 0.2258, "X4": 0.25876, "Y4": 0.2548, "page": 0, "Index": 16}, {"Word": "Contract", "Confidence": 0.729, "X1": 0.62938, "Y1": 0.2052, "X2": 0.70485, "Y2": 0.205, "X3": 0.70485, "Y3": 0.2218, "X4": 0.62938, "Y4": 0.2238, "page": 0, "Index": 17}, {"Word": "NO.", "Confidence": 0.794, "X1": 0.71024, "Y1": 0.2032, "X2": 0.74259, "Y2": 0.203, "X3": 0.74394, "Y3": 0.2208, "X4": 0.71024, "Y4": 0.2218, "page": 0, "Index": 18}, {"Word": "59", "Confidence": 0.047, "X1": 0.74798, "Y1": 0.2012, "X2": 0.77089, "Y2": 0.201, "X3": 0.77089, "Y3": 0.2188, "X4": 0.74798, "Y4": 0.2198, "page": 0, "Index": 19}, {"Word": "contractors)", "Confidence": 0.251, "X1": 0.2345, "Y1": 0.2222, "X2": 0.33827, "Y2": 0.222, "X3": 0.35445, "Y3": 0.2438, "X4": 0.24933, "Y4": 0.2818, "page": 0, "Index": 20}, {"Word": "Rote", "Confidence": 0.715, "X1": 0.0283, "Y1": 0.2112, "X2": 0.12668, "Y2": 0.211, "X3": 0.1496, "Y3": 0.2498, "X4": 0.05256, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "doesn't", "Confidence": 0.625, "X1": 0.15633, "Y1": 0.2362, "X2": 0.23854, "Y2": 0.236, "X3": 0.25202, "Y3": 0.2568, "X4": 0.17251, "Y4": 0.2888, "page": 0, "Index": 22}, {"Word": "Rate", "Confidence": 0.186, "X1": 0.19003, "Y1": 0.2672, "X2": 0.22911, "Y2": 0.267, "X3": 0.24394, "Y3": 0.2838, "X4": 0.20485, "Y4": 0.2998, "page": 0, "Index": 23}, {"Word": "Xay", "Confidence": 0.475, "X1": 0.11456, "Y1": 0.2702, "X2": 0.15094, "Y2": 0.27, "X3": 0.16577, "Y3": 0.2918, "X4": 0.13073, "Y4": 0.3058, "page": 0, "Index": 24}, {"Word": "(", "Confidence": 0.819, "X1": 0.10243, "Y1": 0.2862, "X2": 0.10782, "Y2": 0.286, "X3": 0.12534, "Y3": 0.3078, "X4": 0.1186, "Y4": 0.3108, "page": 0, "Index": 25}, {"Word": "Open", "Confidence": 0.182, "X1": 0.14555, "Y1": 0.2852, "X2": 0.18464, "Y2": 0.285, "X3": 0.19946, "Y3": 0.3018, "X4": 0.15903, "Y4": 0.3188, "page": 0, "Index": 26}, {"Word": "Jyenicy", "Confidence": 0.093, "X1": 0.2372, "Y1": 0.3632, "X2": 0.2938, "Y2": 0.363, "X3": 0.29245, "Y3": 0.3748, "X4": 0.2372, "Y4": 0.3748, "page": 0, "Index": 27}, {"Word": "commissior,", "Confidence": 0.421, "X1": 0.2965, "Y1": 0.3632, "X2": 0.39892, "Y2": 0.363, "X3": 0.39757, "Y3": 0.3758, "X4": 0.2965, "Y4": 0.3748, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.998, "X1": 0.40162, "Y1": 0.3632, "X2": 0.43127, "Y2": 0.363, "X3": 0.42992, "Y3": 0.3768, "X4": 0.40162, "Y4": 0.3758, "page": 0, "Index": 29}, {"Word": "Cash", "Confidence": 0.651, "X1": 0.43396, "Y1": 0.3622, "X2": 0.47574, "Y2": 0.362, "X3": 0.47439, "Y3": 0.3768, "X4": 0.43396, "Y4": 0.3768, "page": 0, "Index": 30}, {"Word": "Discount", "Confidence": 0.657, "X1": 0.47978, "Y1": 0.3622, "X2": 0.54987, "Y2": 0.362, "X3": 0.54987, "Y3": 0.3768, "X4": 0.47978, "Y4": 0.3768, "page": 0, "Index": 31}, {"Word": "serve", "Confidence": 0.343, "X1": 0.12264, "Y1": 0.3802, "X2": 0.16307, "Y2": 0.38, "X3": 0.16307, "Y3": 0.3928, "X4": 0.12264, "Y4": 0.3928, "page": 0, "Index": 32}, {"Word": "uit", "Confidence": 0.038, "X1": 0.16712, "Y1": 0.3792, "X2": 0.18598, "Y2": 0.379, "X3": 0.18598, "Y3": 0.3928, "X4": 0.16712, "Y4": 0.3928, "page": 0, "Index": 33}, {"Word": "op", "Confidence": 0.627, "X1": 0.19137, "Y1": 0.3802, "X2": 0.21024, "Y2": 0.38, "X3": 0.21024, "Y3": 0.3928, "X4": 0.19137, "Y4": 0.3928, "page": 0, "Index": 34}, {"Word": "a", "Confidence": 0.713, "X1": 0.22911, "Y1": 0.3782, "X2": 0.23315, "Y2": 0.378, "X3": 0.23181, "Y3": 0.3918, "X4": 0.22776, "Y4": 0.3918, "page": 0, "Index": 35}, {"Word": "in", "Confidence": 0.981, "X1": 0.2372, "Y1": 0.3782, "X2": 0.25606, "Y2": 0.378, "X3": 0.25606, "Y3": 0.3918, "X4": 0.23585, "Y4": 0.3918, "page": 0, "Index": 36}, {"Word": "your", "Confidence": 0.776, "X1": 0.26011, "Y1": 0.3782, "X2": 0.29245, "Y2": 0.378, "X3": 0.29111, "Y3": 0.3928, "X4": 0.25876, "Y4": 0.3918, "page": 0, "Index": 37}, {"Word": "publication", "Confidence": 0.422, "X1": 0.2965, "Y1": 0.3782, "X2": 0.38275, "Y2": 0.378, "X3": 0.38275, "Y3": 0.3928, "X4": 0.29515, "Y4": 0.3928, "page": 0, "Index": 38}, {"Word": "as", "Confidence": 0.792, "X1": 0.38814, "Y1": 0.3782, "X2": 0.40566, "Y2": 0.378, "X3": 0.40431, "Y3": 0.3928, "X4": 0.38814, "Y4": 0.3928, "page": 0, "Index": 39}, {"Word": "inscribed", "Confidence": 0.1, "X1": 0.4097, "Y1": 0.3792, "X2": 0.48787, "Y2": 0.379, "X3": 0.48787, "Y3": 0.3928, "X4": 0.40836, "Y4": 0.3928, "page": 0, "Index": 40}, {"Word": "below", "Confidence": 0.609, "X1": 0.49191, "Y1": 0.3792, "X2": 0.53774, "Y2": 0.379, "X3": 0.53774, "Y3": 0.3928, "X4": 0.49057, "Y4": 0.3928, "page": 0, "Index": 41}, {"Word": "AGENCY:", "Confidence": 0.886, "X1": 0.1186, "Y1": 0.5832, "X2": 0.19272, "Y2": 0.583, "X3": 0.19137, "Y3": 0.5978, "X4": 0.11725, "Y4": 0.5958, "page": 0, "Index": 42}, {"Word": "Sach", "Confidence": 0.886, "X1": 0.19542, "Y1": 0.5842, "X2": 0.2345, "Y2": 0.584, "X3": 0.2345, "Y3": 0.5978, "X4": 0.19542, "Y4": 0.5978, "page": 0, "Index": 43}, {"Word": "ad", "Confidence": 0.996, "X1": 0.23989, "Y1": 0.5842, "X2": 0.25876, "Y2": 0.584, "X3": 0.25876, "Y3": 0.5988, "X4": 0.23989, "Y4": 0.5978, "page": 0, "Index": 44}, {"Word": "agency", "Confidence": 0.893, "X1": 0.26415, "Y1": 0.5862, "X2": 0.31941, "Y2": 0.586, "X3": 0.31941, "Y3": 0.5988, "X4": 0.26415, "Y4": 0.5988, "page": 0, "Index": 45}, {"Word": "will", "Confidence": 0.845, "X1": 0.32345, "Y1": 0.5872, "X2": 0.3558, "Y2": 0.587, "X3": 0.35445, "Y3": 0.5988, "X4": 0.32345, "Y4": 0.5988, "page": 0, "Index": 46}, {"Word": "sue", "Confidence": 0.973, "X1": 0.36792, "Y1": 0.5872, "X2": 0.39488, "Y2": 0.587, "X3": 0.39488, "Y3": 0.5988, "X4": 0.36792, "Y4": 0.5988, "page": 0, "Index": 47}, {"Word": "instruc", "Confidence": 0.313, "X1": 0.39892, "Y1": 0.5872, "X2": 0.45283, "Y2": 0.587, "X3": 0.45283, "Y3": 0.5988, "X4": 0.39892, "Y4": 0.5988, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.682, "X1": 0.4973, "Y1": 0.5862, "X2": 0.50943, "Y2": 0.586, "X3": 0.50943, "Y3": 0.6008, "X4": 0.4973, "Y4": 0.6008, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.07, "X1": 0.51348, "Y1": 0.5862, "X2": 0.53774, "Y2": 0.586, "X3": 0.53639, "Y3": 0.5998, "X4": 0.51348, "Y4": 0.6008, "page": 0, "Index": 50}, {"Word": "form", "Confidence": 0.154, "X1": 0.54178, "Y1": 0.5862, "X2": 0.57682, "Y2": 0.586, "X3": 0.57547, "Y3": 0.5998, "X4": 0.54043, "Y4": 0.5998, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.025, "X1": 0.58356, "Y1": 0.5852, "X2": 0.59838, "Y2": 0.585, "X3": 0.59838, "Y3": 0.5998, "X4": 0.58221, "Y4": 0.5998, "page": 0, "Index": 52}, {"Word": "\"Insert", "Confidence": 0.584, "X1": 0.60243, "Y1": 0.5852, "X2": 0.65499, "Y2": 0.585, "X3": 0.65499, "Y3": 0.5988, "X4": 0.60108, "Y4": 0.5998, "page": 0, "Index": 53}, {"Word": "or", "Confidence": 0.842, "X1": 0.65903, "Y1": 0.5852, "X2": 0.68059, "Y2": 0.585, "X3": 0.67925, "Y3": 0.5988, "X4": 0.65903, "Y4": 0.5988, "page": 0, "Index": 54}, {"Word": "Orge's'", "Confidence": 0.446, "X1": 0.68464, "Y1": 0.5852, "X2": 0.74528, "Y2": 0.585, "X3": 0.74528, "Y3": 0.5988, "X4": 0.68464, "Y4": 0.5988, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.998, "X1": 0.74933, "Y1": 0.5852, "X2": 0.77763, "Y2": 0.585, "X3": 0.77763, "Y3": 0.5988, "X4": 0.74798, "Y4": 0.5988, "page": 0, "Index": 56}, {"Word": "will", "Confidence": 0.816, "X1": 0.78167, "Y1": 0.5852, "X2": 0.80863, "Y2": 0.585, "X3": 0.80863, "Y3": 0.5988, "X4": 0.78167, "Y4": 0.5988, "page": 0, "Index": 57}, {"Word": "luthish", "Confidence": 0.635, "X1": 0.81267, "Y1": 0.5852, "X2": 0.86792, "Y2": 0.585, "X3": 0.86792, "Y3": 0.5988, "X4": 0.81132, "Y4": 0.5988, "page": 0, "Index": 58}, {"Word": "materl-", "Confidence": 0.795, "X1": 0.87197, "Y1": 0.5852, "X2": 0.92588, "Y2": 0.585, "X3": 0.92588, "Y3": 0.5988, "X4": 0.87197, "Y4": 0.5988, "page": 0, "Index": 59}, {"Word": "Brands", "Confidence": 0.869, "X1": 0.12668, "Y1": 0.6002, "X2": 0.18194, "Y2": 0.6, "X3": 0.18329, "Y3": 0.6138, "X4": 0.12803, "Y4": 0.6128, "page": 0, "Index": 60}, {"Word": "I-stod,", "Confidence": 0.222, "X1": 0.18598, "Y1": 0.5992, "X2": 0.2345, "Y2": 0.599, "X3": 0.2345, "Y3": 0.6138, "X4": 0.18598, "Y4": 0.6138, "page": 0, "Index": 61}, {"Word": "respe", "Confidence": 0.559, "X1": 0.2372, "Y1": 0.5992, "X2": 0.27628, "Y2": 0.599, "X3": 0.27628, "Y3": 0.6138, "X4": 0.2372, "Y4": 0.6138, "page": 0, "Index": 62}, {"Word": "tively.", "Confidence": 0.603, "X1": 0.29111, "Y1": 0.6002, "X2": 0.33423, "Y2": 0.6, "X3": 0.33288, "Y3": 0.6148, "X4": 0.28976, "Y4": 0.6138, "page": 0, "Index": 63}, {"Word": "F", "Confidence": 0.756, "X1": 0.33827, "Y1": 0.6002, "X2": 0.34906, "Y2": 0.6, "X3": 0.34906, "Y3": 0.6148, "X4": 0.33693, "Y4": 0.6148, "page": 0, "Index": 64}, {"Word": "or", "Confidence": 0.958, "X1": 0.35175, "Y1": 0.6002, "X2": 0.36388, "Y2": 0.6, "X3": 0.36388, "Y3": 0.6138, "X4": 0.3531, "Y4": 0.6138, "page": 0, "Index": 65}, {"Word": "convenience,", "Confidence": 0.72, "X1": 0.36792, "Y1": 0.6002, "X2": 0.4717, "Y2": 0.6, "X3": 0.47305, "Y3": 0.6138, "X4": 0.36792, "Y4": 0.6138, "page": 0, "Index": 66}, {"Word": "wa", "Confidence": 0.86, "X1": 0.47574, "Y1": 0.6002, "X2": 0.49191, "Y2": 0.6, "X3": 0.49191, "Y3": 0.6138, "X4": 0.47574, "Y4": 0.6138, "page": 0, "Index": 67}, {"Word": "rater", "Confidence": 0.763, "X1": 0.49596, "Y1": 0.6002, "X2": 0.53369, "Y2": 0.6, "X3": 0.53369, "Y3": 0.6138, "X4": 0.49596, "Y4": 0.6138, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.812, "X1": 0.53774, "Y1": 0.6002, "X2": 0.55391, "Y2": 0.6, "X3": 0.55391, "Y3": 0.6138, "X4": 0.53774, "Y4": 0.6138, "page": 0, "Index": 69}, {"Word": "these", "Confidence": 0.381, "X1": 0.55795, "Y1": 0.6002, "X2": 0.60243, "Y2": 0.6, "X3": 0.60243, "Y3": 0.6138, "X4": 0.55795, "Y4": 0.6138, "page": 0, "Index": 70}, {"Word": "as", "Confidence": 0.73, "X1": 0.60647, "Y1": 0.6002, "X2": 0.62803, "Y2": 0.6, "X3": 0.62803, "Y3": 0.6138, "X4": 0.60647, "Y4": 0.6138, "page": 0, "Index": 71}, {"Word": "Brand", "Confidence": 0.563, "X1": 0.63881, "Y1": 0.6002, "X2": 0.68733, "Y2": 0.6, "X3": 0.68598, "Y3": 0.6138, "X4": 0.63881, "Y4": 0.6138, "page": 0, "Index": 72}, {"Word": "Agencies\"", "Confidence": 0.637, "X1": 0.69003, "Y1": 0.6002, "X2": 0.7655, "Y2": 0.6, "X3": 0.7655, "Y3": 0.6138, "X4": 0.69003, "Y4": 0.6138, "page": 0, "Index": 73}, {"Word": "In", "Confidence": 0.89, "X1": 0.76954, "Y1": 0.6002, "X2": 0.78571, "Y2": 0.6, "X3": 0.78437, "Y3": 0.6138, "X4": 0.76819, "Y4": 0.6138, "page": 0, "Index": 74}, {"Word": "this", "Confidence": 0.985, "X1": 0.78976, "Y1": 0.5992, "X2": 0.8248, "Y2": 0.599, "X3": 0.8248, "Y3": 0.6138, "X4": 0.78841, "Y4": 0.6138, "page": 0, "Index": 75}, {"Word": "Contract.", "Confidence": 0.954, "X1": 0.82884, "Y1": 0.5992, "X2": 0.90027, "Y2": 0.599, "X3": 0.89892, "Y3": 0.6128, "X4": 0.82749, "Y4": 0.6138, "page": 0, "Index": 76}, {"Word": "-----", "Confidence": 0.206, "X1": 0.98113, "Y1": 0.6612, "X2": 0.98248, "Y2": 0.661, "X3": 0.9717, "Y3": 0.6608, "X4": 0.9717, "Y4": 0.5908, "page": 0, "Index": 77}, {"Word": "ADDITIONAL", "Confidence": 0.846, "X1": 0.06739, "Y1": 0.7502, "X2": 0.16577, "Y2": 0.75, "X3": 0.16442, "Y3": 0.7638, "X4": 0.06604, "Y4": 0.7628, "page": 0, "Index": 78}, {"Word": "TERMS", "Confidence": 0.809, "X1": 0.17116, "Y1": 0.7502, "X2": 0.22642, "Y2": 0.75, "X3": 0.22507, "Y3": 0.7638, "X4": 0.17116, "Y4": 0.7638, "page": 0, "Index": 79}, {"Word": "AND", "Confidence": 0.998, "X1": 0.23046, "Y1": 0.7502, "X2": 0.2655, "Y2": 0.75, "X3": 0.2655, "Y3": 0.7638, "X4": 0.22911, "Y4": 0.7638, "page": 0, "Index": 80}, {"Word": "CONDITIONS", "Confidence": 0.964, "X1": 0.26954, "Y1": 0.7502, "X2": 0.37332, "Y2": 0.75, "X3": 0.37197, "Y3": 0.7648, "X4": 0.26954, "Y4": 0.7638, "page": 0, "Index": 81}, {"Word": "OF", "Confidence": 0.998, "X1": 0.37736, "Y1": 0.7502, "X2": 0.40162, "Y2": 0.75, "X3": 0.40162, "Y3": 0.7648, "X4": 0.37736, "Y4": 0.7648, "page": 0, "Index": 82}, {"Word": "THIS", "Confidence": 0.991, "X1": 0.40566, "Y1": 0.7502, "X2": 0.4434, "Y2": 0.75, "X3": 0.44205, "Y3": 0.7648, "X4": 0.40566, "Y4": 0.7648, "page": 0, "Index": 83}, {"Word": "CONTRACT", "Confidence": 0.824, "X1": 0.44744, "Y1": 0.7502, "X2": 0.53774, "Y2": 0.75, "X3": 0.53774, "Y3": 0.7648, "X4": 0.44744, "Y4": 0.7648, "page": 0, "Index": 84}, {"Word": "APPEAR", "Confidence": 0.943, "X1": 0.54178, "Y1": 0.7502, "X2": 0.60782, "Y2": 0.75, "X3": 0.60782, "Y3": 0.7658, "X4": 0.54178, "Y4": 0.7648, "page": 0, "Index": 85}, {"Word": "ON", "Confidence": 0.997, "X1": 0.61186, "Y1": 0.7502, "X2": 0.63612, "Y2": 0.75, "X3": 0.63612, "Y3": 0.7658, "X4": 0.61186, "Y4": 0.7658, "page": 0, "Index": 86}, {"Word": "THE", "Confidence": 0.998, "X1": 0.6442, "Y1": 0.7492, "X2": 0.67655, "Y2": 0.749, "X3": 0.6752, "Y3": 0.7658, "X4": 0.64286, "Y4": 0.7658, "page": 0, "Index": 87}, {"Word": "REVERSE", "Confidence": 0.956, "X1": 0.68059, "Y1": 0.7492, "X2": 0.75606, "Y2": 0.749, "X3": 0.75606, "Y3": 0.7658, "X4": 0.68059, "Y4": 0.7658, "page": 0, "Index": 88}, {"Word": "SIDE", "Confidence": 0.938, "X1": 0.76011, "Y1": 0.7492, "X2": 0.79919, "Y2": 0.749, "X3": 0.79784, "Y3": 0.7658, "X4": 0.76011, "Y4": 0.7658, "page": 0, "Index": 89}, {"Word": "OF", "Confidence": 0.941, "X1": 0.80323, "Y1": 0.7492, "X2": 0.82749, "Y2": 0.749, "X3": 0.82749, "Y3": 0.7658, "X4": 0.80189, "Y4": 0.7658, "page": 0, "Index": 90}, {"Word": "THIS", "Confidence": 0.614, "X1": 0.83154, "Y1": 0.7482, "X2": 0.86927, "Y2": 0.748, "X3": 0.86792, "Y3": 0.7658, "X4": 0.83154, "Y4": 0.7658, "page": 0, "Index": 91}, {"Word": "FORM.\"", "Confidence": 0.312, "X1": 0.87332, "Y1": 0.7482, "X2": 0.93666, "Y2": 0.748, "X3": 0.93666, "Y3": 0.7658, "X4": 0.87197, "Y4": 0.7658, "page": 0, "Index": 92}, {"Word": "PLEASE", "Confidence": 0.991, "X1": 0.06469, "Y1": 0.7632, "X2": 0.12803, "Y2": 0.763, "X3": 0.12803, "Y3": 0.7758, "X4": 0.06469, "Y4": 0.7748, "page": 0, "Index": 93}, {"Word": "READ", "Confidence": 0.985, "X1": 0.13342, "Y1": 0.7632, "X2": 0.17655, "Y2": 0.763, "X3": 0.17655, "Y3": 0.7768, "X4": 0.13342, "Y4": 0.7758, "page": 0, "Index": 94}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.7632, "X2": 0.21294, "Y2": 0.763, "X3": 0.21294, "Y3": 0.7768, "X4": 0.18329, "Y4": 0.7768, "page": 0, "Index": 95}, {"Word": "PARTS", "Confidence": 0.934, "X1": 0.21698, "Y1": 0.7632, "X2": 0.26954, "Y2": 0.763, "X3": 0.26954, "Y3": 0.7778, "X4": 0.21698, "Y4": 0.7768, "page": 0, "Index": 96}, {"Word": "OF", "Confidence": 0.906, "X1": 0.27493, "Y1": 0.7642, "X2": 0.29919, "Y2": 0.764, "X3": 0.29919, "Y3": 0.7778, "X4": 0.27493, "Y4": 0.7778, "page": 0, "Index": 97}, {"Word": "THIS", "Confidence": 0.979, "X1": 0.30458, "Y1": 0.7642, "X2": 0.34097, "Y2": 0.764, "X3": 0.34097, "Y3": 0.7778, "X4": 0.30458, "Y4": 0.7778, "page": 0, "Index": 98}, {"Word": "BEFORE", "Confidence": 0.991, "X1": 0.4407, "Y1": 0.7652, "X2": 0.50809, "Y2": 0.765, "X3": 0.50809, "Y3": 0.7778, "X4": 0.4407, "Y4": 0.7778, "page": 0, "Index": 99}, {"Word": "S'GNING.", "Confidence": 0.848, "X1": 0.51078, "Y1": 0.7652, "X2": 0.59164, "Y2": 0.765, "X3": 0.59164, "Y3": 0.7768, "X4": 0.51078, "Y4": 0.7778, "page": 0, "Index": 100}, {"Word": "CONTRACT", "Confidence": 0.901, "X1": 0.34501, "Y1": 0.7642, "X2": 0.43666, "Y2": 0.764, "X3": 0.43666, "Y3": 0.7788, "X4": 0.34501, "Y4": 0.7778, "page": 0, "Index": 101}, {"Word": "Please", "Confidence": 0.888, "X1": 0.06334, "Y1": 0.7792, "X2": 0.1159, "Y2": 0.779, "X3": 0.1159, "Y3": 0.7918, "X4": 0.06469, "Y4": 0.7918, "page": 0, "Index": 102}, {"Word": "sign", "Confidence": 0.992, "X1": 0.11995, "Y1": 0.7792, "X2": 0.15364, "Y2": 0.779, "X3": 0.15364, "Y3": 0.7918, "X4": 0.11995, "Y4": 0.7918, "page": 0, "Index": 103}, {"Word": "and", "Confidence": 0.998, "X1": 0.15768, "Y1": 0.7792, "X2": 0.18464, "Y2": 0.779, "X3": 0.18464, "Y3": 0.7918, "X4": 0.15768, "Y4": 0.7918, "page": 0, "Index": 104}, {"Word": "return", "Confidence": 0.994, "X1": 0.18733, "Y1": 0.7792, "X2": 0.23181, "Y2": 0.779, "X3": 0.23181, "Y3": 0.7918, "X4": 0.18868, "Y4": 0.7918, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.997, "X1": 0.23585, "Y1": 0.7792, "X2": 0.2655, "Y2": 0.779, "X3": 0.2655, "Y3": 0.7918, "X4": 0.23585, "Y4": 0.7918, "page": 0, "Index": 106}, {"Word": "attached", "Confidence": 0.401, "X1": 0.26819, "Y1": 0.7782, "X2": 0.33693, "Y2": 0.778, "X3": 0.33693, "Y3": 0.7918, "X4": 0.26954, "Y4": 0.7918, "page": 0, "Index": 107}, {"Word": "Acceptance", "Confidence": 0.943, "X1": 0.34232, "Y1": 0.7782, "X2": 0.43261, "Y2": 0.778, "X3": 0.43261, "Y3": 0.7918, "X4": 0.34232, "Y4": 0.7918, "page": 0, "Index": 108}, {"Word": "Copy", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.7782, "X2": 0.47574, "Y2": 0.778, "X3": 0.47439, "Y3": 0.7918, "X4": 0.43801, "Y4": 0.7918, "page": 0, "Index": 109}, {"Word": "of", "Confidence": 0.982, "X1": 0.47844, "Y1": 0.7782, "X2": 0.49326, "Y2": 0.778, "X3": 0.49326, "Y3": 0.7918, "X4": 0.47844, "Y4": 0.7918, "page": 0, "Index": 110}, {"Word": "this", "Confidence": 0.99, "X1": 0.4973, "Y1": 0.7782, "X2": 0.531, "Y2": 0.778, "X3": 0.531, "Y3": 0.7918, "X4": 0.49596, "Y4": 0.7918, "page": 0, "Index": 111}, {"Word": "Contract.", "Confidence": 0.598, "X1": 0.53504, "Y1": 0.7782, "X2": 0.60377, "Y2": 0.778, "X3": 0.60377, "Y3": 0.7928, "X4": 0.53504, "Y4": 0.7918, "page": 0, "Index": 112}, {"Word": "Upon", "Confidence": 0.433, "X1": 0.60782, "Y1": 0.7782, "X2": 0.6442, "Y2": 0.778, "X3": 0.6442, "Y3": 0.7928, "X4": 0.60782, "Y4": 0.7928, "page": 0, "Index": 113}, {"Word": "receipt", "Confidence": 0.683, "X1": 0.64825, "Y1": 0.7782, "X2": 0.7062, "Y2": 0.778, "X3": 0.70485, "Y3": 0.7928, "X4": 0.64825, "Y4": 0.7928, "page": 0, "Index": 114}, {"Word": "of", "Confidence": 0.929, "X1": 0.70889, "Y1": 0.7782, "X2": 0.72372, "Y2": 0.778, "X3": 0.72237, "Y3": 0.7928, "X4": 0.70889, "Y4": 0.7928, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.994, "X1": 0.72776, "Y1": 0.7782, "X2": 0.75606, "Y2": 0.778, "X3": 0.75606, "Y3": 0.7928, "X4": 0.72642, "Y4": 0.7928, "page": 0, "Index": 116}, {"Word": "Acceptance", "Confidence": 0.313, "X1": 0.76011, "Y1": 0.7782, "X2": 0.8531, "Y2": 0.778, "X3": 0.85175, "Y3": 0.7928, "X4": 0.75876, "Y4": 0.7928, "page": 0, "Index": 117}, {"Word": "Copy", "Confidence": 0.971, "X1": 0.8558, "Y1": 0.7772, "X2": 0.89353, "Y2": 0.777, "X3": 0.89218, "Y3": 0.7928, "X4": 0.8558, "Y4": 0.7928, "page": 0, "Index": 118}, {"Word": "by", "Confidence": 0.992, "X1": 0.89623, "Y1": 0.7772, "X2": 0.91914, "Y2": 0.777, "X3": 0.91779, "Y3": 0.7928, "X4": 0.89623, "Y4": 0.7928, "page": 0, "Index": 119}, {"Word": "LMS,", "Confidence": 0.816, "X1": 0.06334, "Y1": 0.7902, "X2": 0.10108, "Y2": 0.79, "X3": 0.10243, "Y3": 0.8038, "X4": 0.06334, "Y4": 0.8038, "page": 0, "Index": 120}, {"Word": "this", "Confidence": 0.981, "X1": 0.10512, "Y1": 0.7912, "X2": 0.14016, "Y2": 0.791, "X3": 0.14016, "Y3": 0.8038, "X4": 0.10647, "Y4": 0.8038, "page": 0, "Index": 121}, {"Word": "Contract", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.7922, "X2": 0.20889, "Y2": 0.792, "X3": 0.21024, "Y3": 0.8048, "X4": 0.14555, "Y4": 0.8038, "page": 0, "Index": 122}, {"Word": "will", "Confidence": 0.991, "X1": 0.21429, "Y1": 0.7922, "X2": 0.24124, "Y2": 0.792, "X3": 0.24124, "Y3": 0.8058, "X4": 0.21563, "Y4": 0.8048, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.996, "X1": 0.24394, "Y1": 0.7922, "X2": 0.25741, "Y2": 0.792, "X3": 0.25876, "Y3": 0.8058, "X4": 0.24528, "Y4": 0.8058, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.998, "X1": 0.26146, "Y1": 0.7932, "X2": 0.28302, "Y2": 0.793, "X3": 0.28437, "Y3": 0.8068, "X4": 0.2628, "Y4": 0.8058, "page": 0, "Index": 125}, {"Word": "offerte", "Confidence": 0.348, "X1": 0.28706, "Y1": 0.7952, "X2": 0.39623, "Y2": 0.795, "X3": 0.39623, "Y3": 0.8118, "X4": 0.28706, "Y4": 0.8068, "page": 0, "Index": 126}, {"Word": "ACCEPTED", "Confidence": 0.608, "X1": 0.21698, "Y1": 0.8402, "X2": 0.30189, "Y2": 0.84, "X3": 0.30323, "Y3": 0.8568, "X4": 0.21833, "Y4": 0.8578, "page": 0, "Index": 127}, {"Word": "(corporate", "Confidence": 0.781, "X1": 0.19811, "Y1": 0.8582, "X2": 0.27493, "Y2": 0.858, "X3": 0.27493, "Y3": 0.8718, "X4": 0.19677, "Y4": 0.8708, "page": 0, "Index": 128}, {"Word": "namo)", "Confidence": 0.995, "X1": 0.27763, "Y1": 0.8592, "X2": 0.32749, "Y2": 0.859, "X3": 0.32749, "Y3": 0.8728, "X4": 0.27763, "Y4": 0.8718, "page": 0, "Index": 129}, {"Word": "ORILLANO", "Confidence": 0.662, "X1": 0.64286, "Y1": 0.8862, "X2": 0.72102, "Y2": 0.886, "X3": 0.72102, "Y3": 0.9018, "X4": 0.64286, "Y4": 0.9038, "page": 0, "Index": 130}, {"Word": "MEDYA", "Confidence": 0.159, "X1": 0.72507, "Y1": 0.8862, "X2": 0.77628, "Y2": 0.886, "X3": 0.77628, "Y3": 0.9018, "X4": 0.72507, "Y4": 0.9018, "page": 0, "Index": 131}, {"Word": "91581157", "Confidence": 0.97, "X1": 0.95553, "Y1": 0.9112, "X2": 0.95687, "Y2": 0.911, "X3": 0.93935, "Y3": 0.9108, "X4": 0.93801, "Y4": 0.8438, "page": 0, "Index": 132}, {"Word": "DATE", "Confidence": 0.764, "X1": 0.0593, "Y1": 0.9202, "X2": 0.09704, "Y2": 0.92, "X3": 0.09704, "Y3": 0.9338, "X4": 0.0593, "Y4": 0.9338, "page": 0, "Index": 133}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQkKCT0AzUcE8dzCs0Lbo26N60AS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVr68SwtWuJFZlUgYHXk4qzWT4j/wCQLL/vJ/6EKANaiiigClqqXsml3K6bKkV6UPku4BUN2zntS6b9tXTYP7SaI3YQeaYuFJ9s1k674ki0bXtHs57iCCG8Mm9pQedoGAD0Bye9GreIobXxPo+hoY5JL7zHkUclUUcH6E/yoA32kRPvuq59TikTykxGhRe4Uf4VHcWVtdACeFZMDAzSNY2zvvMK79nl7u+30oAs0x22Rs2CcAnA6msz/hG9L/59z/38b/Gkbw1pTqVa2JB7eY3+NAE2j3t1qGnLNeWT2dxuZWiftg8H8RzV7zEC7t649c1nJ4f02NwywEEdPnb/ABqB/CWhyRNE9ghjY7iu5sZ/OgDVa6gRdzTxKvqXAFNF9aM+0XUBbOMCQZz6VmL4S0FX3jTYdwAUZyeAcjv61K3hrRmlSU6dBvjberY5DYxn9aALK6tpzypEt9bl3GVXzBkj/Iqf7Xbbtv2iLOM43is3/hFtCDpJ/ZdsGjGFbbyoqnpcPhfXPOn0+G2nNtK0EjKOUYdRQB0HnxYz5qY9dwpPtNv18+L/AL7FUhoOlhw4so9wBHfoetQ3HhfRLsIJtOhfY25eowfzoAvi/s2iaVbuAxr95xIMD6nNKl9aSRLKlzCY26MHGDWYvhLQEgaBdLgETAhkAOCCcn+dVpPAfhiZsvo8B4AwCwHHTjNAHQefF/z1T/voVFNf2duMzXcEYzj55AOfxrFHgPwyAANKjwpyPnbg/nTH+H/hWX/WaNA43bvmLHn160AdCtzA2ds0Zx1w44qNb+zeUxpdwNIF3FBICQPXHpWP/wAIR4bMjyf2VEGf7xDMM/rTF8A+F0uDcJo8CzEbS6lgcYxjr0oA3o7u3lhSaOeNonGVcMMMPY09ZEcZV1YdMg5rn/8AhBfDXkpD/ZUXlRjCIGYBR7c1NH4Q0KJdkdgqL6B2x/OgDZeaKNGd5EVV6lmAApq3MDR+Ys0Zjxu3hxjHrmsRvBHh14mjk05ZEbO4O7HOfXmo28BeGmj8saaqJt2lUdgCMYx19KAOhE8JGRLGf+BCqOp69pejR276hexQJcSrDEWPDMegrFj+G/haJ5GXTj+8UKR5z4wPTmmH4Z+F2kLNZSONmwI8zMqjOeATxQB1u5eORz05pQQwyCCPaubj8CaDFPFMsExeIFVzO5HPrzVeH4daHbyK0LX6KGLeWLt9pJ9s0AdbRXHzfDrSZpZXW71KIOMbI7tgFPqKqn4XaYQw/tfWxnP/AC/NxmgDuqK4Y/C/TTbLD/a+tghtxf7a24+1WV8BJDGqweItciK5wRdk8nvzQB2FFct/whkmP+Rl13/wK/8ArVi6x4GvLIS6xp2u65c3sCb0tzPuErA5AwaAPQ6KztOvPPjjhKSeYkY8zewLKewbHc9avCRNhbcNozk+mOtAD6Kg+12/2oW3nL57JvEeeSvrXOaj4j0WzvWnuNVuIPsUjI8eWEcjkfdPHPtQB1VFcXaa9bau9pZJLqFte3D+e8UUm4xoVJXc2MBTjp61nHUp7a8mkhn1S5e1b/TFe4zHGoYAgcct349TQB6LRWLqd/ML2wtLe1uZPOYSGaNtqIB2Y+/p7VtUAFFFV72eS2tXmit3uGXH7tPvEZ5xQBYorEutGupY53j1W+Dup2osgUA9gD2rWt2kaBPMQo4GCCc/rQBLRWXqVlNcSp5Vzdx7iCfJkCgbeefr0q+u59jnchGcr60AS0UUUAFFFIxwpOM4FAC0VDHK0sCSeXgtjK56DNYcGt6kPEU1jd6dHDbO4W1k84bpQB8zY/pQB0VFFUftlw1y8aWjCNJApkZgAVxyR9KAL1FRCZTz0UkBW7NmkgmMqOzRPHtYrhx1A7j2oAmoqms0Op2xNvcOoDjLIcEEHOPx/kameUFCEY7s44GSD9KAJqKimuIreBpppFSNRksegoSdWYL03fd/2h6igCWimK2V3FSpzjBqnFqEVznYsoeOUK8fQoecbvbHP4igC/RWNqT6uNNdbCSD7SZM+cwyiR7j27nbXPJrmtXGtLp+mPbb4yJrhLliWYMOVH90KaAO6orIt7XUX0yE3ku69U7nETFEJ3fyx2qDV/7VNtLb2tsrtNC6yTq+0qdrbdo7nOPzoA3qK8U8MW3jbw5bRTahNczW0XLJdSHb5hfZ16/xcDvXV38njCwhS+yt3JvC3EcbMsZTbyyL1H1oA9AorE8LT30vh+z/ALUiaK9aPc6M24gZ4yfWtC+nkhiAiO1icl9u4KB1zQBboqISpLExR8DH3vTjNYz+K9Ds4YRdapEu+NnV5ON4XAZh+NAG9TDIinDOoPoTVXUZ7qLTJZ9PiimuAu6NJX2qfqe3FcfP4f0jxBcPdXWrXUV3deWskMFyQobqAg9KAO7DK3Qg/Q06vPtB0CXwjNrEmrXs502a5DwTPcFmIPAUjtyTXZ211dXMqObUw27ISfMOHDBsAY9CMn8qAL1MMiBwhdQx6DPNZ097f22oSGW0U6coXbJGS0hY9cr2A9a57xNpep6h4is2toblbIoomubefY8fJ+6P5/WgDs1dXGVYMPUHNKzBRliAPevP7o6h4Lgijs9NvNVV7kRwn7QWdg/3mbsMdq09StNS1ia5sr7SC2lFFJYXZWQso3DaB74GaAOsLoCAWUEnAGetRvcwxsivIql87cnrjrzXF/ZP+Eh0Wxub1rnR7xHaOGNLvDmTooJHUnFc14R8L61dRX0Xie81mytorkCzia54K9cccnnPPegD17cM4yM+lLWWd7I8sEPmPsADCQE56FfbiptMtVs7VYVaX5MjEjlsc570AXqK4bV7fxC3xF0Y2V3PFprxSteJvzGQBgYHY8iu1hjMUCRs7SFVALt1Y+poAkoorKbSG/s97b7ffMTKZfM87D9c7c9hQBpeYgkEZdd5GQueSPXFZniP/kCy/wC8n/oQrk73RNZ/4WlpWqQwTNYRQmOSR5dygEcnHY11niP/AJAsv+8n/oQoA1qKKKAPNviW62uueH7gxW8nmedFItxG8gKfITtVed3viuWt9StZfjbotzEBPPdQFQIlZFhTB6huSeB2Fdr431qx03xFpa3eq2NgVt5nDXL4ySUAGOuDg/ka8l02+tYfjL4d+walbX0LMc3FrtUNuBypAxjn1oA+l6KKKACiimsoZSrDIIwRQA6k3A9xVWWAs2+WQiOJg8YjJUjA5B9RXli/FcTaldHQfB+o6hDE7B7gEopKnBx1BP60AevVk+I/ENj4X0aXVdRZltoiAxVcnJOBVTwx4w0rxVaRyWUwFwYhJLbN9+LJIw3ocg1xvx2S/n8HWdrZW804mvo1lSJS2VwTzjtnFAHO+KPipqvjC0vtJ8D2FztjR2nvzhQI1GSVz0yM9ea3/gBEo+H8kxH76a7kMrk8sQcZNb/iqa18JfDXUJNP0tIme2MYgt4h95lxkgeg7+1TfC2xisPhxoqx24heW3WWRcYJduSTQB2NFFFABRRRQAUUUUAFFFFABRWP4o1SfRvDV9f2qK9xEn7pW+6XJAGfbJp3hrU5dZ8OWGoToiTTxBnWM5UHvg+lAGtRRRQAUUUUAFFZNz4i0608RWmhSzEX91E0sSAZyq9cntWtQAUUUUAFFFFABVa/uVstPuLpkaRYY2covVgBnAqzUNzMLe1lmKM4jQttUZJwOgoA5ywu2tYZnstJukikkiZP3ybWVhlmUk9F5yPyqK68U6umr/ZbLw1Nd2gYhrmO5jIxkDdgHOO/PNa9zJp81lJcalbBI7SMvJ5qHagK/Ng4w3GRxXHz6Qy6rpmreC7KCKzR2W+hCiFbiJlBBBI+br+FAHQanr09n4o06wtdIlvDcR7pZ4MZhXOPmJ/hz71j+IZY4ZLuTyNV8iO5j+aFlZHZ2CttGCQy5Bq5YX1zHo6+ddWdlfqPNltJZd+2Jc/dCkEZHOeamXxBp63klzPr+nwWciDdDI2H3bRyGL4HUcYzQByutatrfh/xZa2ctvKdHupI4zqDT7ZANpODleowfbkVIureI2e+uZLSYaLHam6s7w3W3zFwDtYBT83P6V00epWSmwaK+sr7TmJgluzMrPuGSF77snH0xUup+ItBlaIL4hsbc20oeTEiNlcHj/69AEWiXg1LQrbULaW5ucy/MsVwDtHfcSBwPStd55/7AeSO1uZLhV/491lXzCc9N33c1gatqs+oeJo9G02/gjha0fzU3qGJZcowBHzLzziunhF1badHEI0muI4lBIOxGI4ODyRQBDp8l95bS3VtIHkZDs3ghAe31Hf17VX1jU9Tso2+w6a92/nog2kLhD1OWwCeo49RW2M45qrM94L+3SKGNrVgxmkLYZSMbcDvnmgCxvA2hiAzdATWbcawLGJTdwS581YneONti7ujZPbp+damKaFIzuYsCeAR0oAxbrVPLj1O1sL6G41OKMzJA2D5YPTIHar+lTXU2nQNemJroxgyNBnyyT/dJqjpenNDqVxdPbCMybs7kjyvPYqMkEepq/cyXkNxF5MCSW+cOAcMo9f/AK3vQBZM0ayCMuoc/wAOeacHUuVDDcOSK5m81jHiGws44bk3cpDMIVG1Ijz+9JHyng4/Kt+K6Et3LbiGZTEBmRkIRs9gT1oAlZZPNQqwEYB3LjkntS/NvxgbMdc85p9Vp52tYVLK0rswQBF7k8fQUAFo9zJ5hnhWJQxEYDZJHqfSnTW0c0sUxVfNibKMRkjPBx9RWNb6vfy+Jbi0+yt9kjt1kOVCsjEnHOcH7vb1FS2PiO2vdSWwjWV3MBnMqrmNfmwUJBPzDvQBqzPLGFMcXmZYBhnBA9amqJJgyRkjaX6Ci4aRbaVoV3ShCUX1OOBQA15WEwhSME7CwJOBnPT1qYkhc8ZxWVFq6C/tLC5SWK9li3sghZk6cjeBtH51qMVCEtjaBzn0oAp2ZuGnnaWBI4yRtYPkscDJ6dKsvbxSSxyumXjzsOemetUbLUBd3V3aRK4EKoY5fKIQqy5GD/Fj2q+8mwAY3OeAB3oAzby3uJLWFRtJRv3sKH5GGOhzziqtwL/VdCHlxPpdzIrRneAzRr6gg4HtmtdY4pWnVrcrvIDkgfvOPaqd4uq+fHHaJaNbbl3iXP3O6jGefegClDdx2tnYabrc/mXnkea752klCDuIB/8ArU7VrK+vVgGm3K2Ill82aRIgzSALwCDjngfkKoeILPRdbJlkvrRbi1wszJOAUQMCyOOQykgDBArUtIrya0dpbaK2mjlBRi2QF4zg4/u8UAWNLinTT1dk8uR4/wDUNjCNzwSM/T8KWWGS3Xz0ijBjQEiJMvIR/CPY1O8pWMmFF8thlXUjBJPYd/Wpg3lRlppFwMkseABQBWtlu5p4bqYrGphw0AySGJB6+w4qW8lWC3MpjZ2X7oUEnJ4FP81nSN7fy5EYglt3G31GOtJdQC4gaFkDo4w2TjHuPegDkvK119GsxcML2S5LGa2uLfGz5cgH6MOp65rndVvPGUE+m22gTxahcTKxmeVRH5AVip2pnJAz+lduwu7MWsJspr+48sL5pkG1RuG7c2BzjGOOcVZt5AJnliiEsgKoYVVVeBTyQTnB9cUAPa6vLSzsQbWW8mkKpKyYXZxyxz2q+8e4hgQD0JxnI7io7J5pLRGuPL8053eWcr17UyWa7SS3CWqyI7ETMJMeWvY4I5+lACmELI/mSgwSKI1ibAA65575/pVRrDR76CKNrS2uYoC0KDYHEfYj26VJPJBciN5IYpkDBrfcfmMgz0BHHTrmhbaWDT51s7eG2nlRpAAePObJyeOeepoARQbjUphG8kYt8RvGQCjgqDwO3Xr7VjR6XaaFq9veDS4nlvJhGZYRgW/HU7j0PsK347smII4X7UqjfEDyD69OnvTdQnWJI1ktmmjc/O3G2MDksxPQUAJqFq2oWlxapPGrMABujD7T7jNQaHZ6pZ2zrq1/FdzsQA0cewYAxnGep71PbPbT3bTW8MbI6hvtMbKQ56AcHJ4qW3YXEe5nVpFZhkKV28kdD7fnQAtxlXQyTokTMF2sv3jzxnPrj8qs1HlFKRu4Z8ZGcZOOpx+NOZ1QZZgo6ZJoAXcM4yM0tVH82Kfclosilh8wcbhnqTn+lW6AK726OTmGLCncjbQSG9frVe2DhoN8cxfZiTcRtBPOT759OlXuGBAPtxUcSSRkhpC68bc9aAHRrGgIjCgEknaOppwUBiwHLdT61FDawW+fJjCZJJx7nNT0AQzCYtH5RQLu+fcOdvt71NTQX3HIG3Awc9adQAUVHE7vGDJGY25+UkH+VSUAZs0sdvrdvvups3KNHHbhcplfmLZ7HFUvGF39j0Hfs3eZcQxdem6RRn9aim18f8J5aaGsLMHtXnMoIKgg4x65+lR+Pv8AkXYf+v8Atf8A0ctAHUUUUUAeYfFDTL7Vr+1j0u306We3tZJphewrIGTK4ABBOcg47da8s0TTbyb43afYQmzilsnDeZawrGnlgZPygYJIPWvZPG2n6fqPiGwint7iWUWk7TG3QFljGMZJ7Z3DjnNeW+EGsrf4y6VHpOmy21qI2QNMf3hG3kP15z+NAH0hTJJEijaSRgqKMknsKfXmfxZ1S/uF0vwjpTKtxrU3kzMDlki7nHUfWgDudP8AEOj6reT2lhqVtc3EH+tjikDFOcc/jV95UjZFdsFztXjqa+e/EVhZeDfiP4V0TwjK0OobkivZBId8iswIV+xBGa941XWdN0Oxa81S8htoUG4tIwGceg6n8KALErJNAyKSTIjBcZGeP0rw3S/iDF4I8CaloklpPH4gtbiVIreROXLsSGHqAOteqeEvF8Pi9Lu4srC5hsYXCQ3My7RP6lR6V494kvtN1nx74h1fWdTbSn0RRb6enBYy+uB1B9KAO4+COgNp/hKTWLqLbfatK07sRjK5OOO3Oa9OIB61zngTULzVPBGlXl9b+RcyQjegTYPYgdgRg10lAHmXxpvoD4d0/RN7/atSvoo40QHJXOGP0wa9Gs7dLWygt41CpHGqKoGAABXAfEO3in8a+BRIq/8AH/KckgdFBHP1r0agAorH1bxRoWhwSTalqtrbrH94NIC3/fI5rgL341QXN0LXw1oGoas0g2xTqhWPzD0B46dO4oA9XqGe6t7ZGeeeKJVGWLuAAPU5ryG1tPjF4lkd7q+tdAg5AQRgtz9OePXNaFt8E7C7uor7xHrWpareFR54eUhHYD88e2aANbWvjB4R0jzFW++2yKgYJaYcsScbR78ZqtoPxOvPE+pWUWl+FdRWwllCy3s+FSNfUetdDovw/wDCvh+QS6dotrHMM4lK7nGfc810iIsa7UUKPQDAoAdRRUVzEZ7aWFZXiMiFRIhwy5GMj3FAHGfFyJ5PhnqzxzTRNCqygxdSQwwD7f4Va8B3unW/hTRtKTU7ea7S0QmMSqX6ZORnNeU/Fnw/qeh6S0X9v6hrEcyb/IuZiXhCn5nwOChyByOteveD9F0m28PaVdWmmW1vKbdXDRpggsozz1oA6aiisXxT4htvDGhyaldOFjRlTJUkAsQOcdqANeR0ijaR2CooLMT2ArN8P69Y+JdJj1LTpN9vIWAz1BBwc/lVDxlqTQ/D3V9Qs3GTYu8b47FeD+RrivgPbCw8PatZifzmjvcltpAyUUkfnQBm660118WrjWZLkKdGuLa1toV4DCTO7d6/Sva68H3wReIvE7STqs03iSBEQg5bBzx/9aveKACiis3VNMuL+Mrb6pdWL8fPDtPTPYgjnP6UAaVFc/dWfiWCKKPTtTtJiB873sBLH0xsIFUf+K6tjcyu2kXi+V+5hjVovn9SSTxQB1Uvm7P3Ozdkfe6Y71leK5jb+E9UmWbySls58zONvHXIpg1LVbe2t57rSppJHRfNhtmVxGe5BOCaoeOmL+AtamkkMUT2bApLGD5fHJI7/TPagDTu9I0/xD4cawut09jdxqWxIfmHBBB/AVzl74Xe9jsbaR7i1h0qRolSwG1Z4XXaAfTAPPpzXP8AkeLNG8N2uo2et2NnpGm2guGt0s3IlQ/Ng5Yn8AeM1W03wV41u7yPW4vFsP75WuYo3gcLGZOc43c49DQBatvhFs8TxXMd66afbRtatFJEu6aFhyA6nJI6ZIzUOqfCjS7Wa/1YGExQ25jgspbZGBKr8rZ6k56nqelOh1641G9uPAV14i87WoyC9xJHtSc4y0Y2kEAfnXnvi7Qmt3/sK61u+J01zLdXH2eSRU3gng7uE4HvQBseHPCcWsatpNhqcq20nlF3sbeKKMwsuw73XOG3cjOM88969TuvDLakJ411SC2jcskcaWsYdV3dNy8kEE+/NeErY3Xh3X47m21mCa6vLSOS2W0sjKZ4RjkDOVb5Dnvwa9K0ix1vxNpkTeGPFNmsVpIRIbmwAnjkPLKR2GTkfhQB1+raPdSrpsbSPKkJXz1FsrK5Q/eOSGBwOMZrqkkkZt+3MLAbQFIYeuc147bap4jsfGtn4Tl8X2v25Iyoj+wHa5K5HJPXHOauaPd3kl3r1rc+N5bm+srXfO9lDlVAPXByNw6fLigD1RlvPtrsssP2YxYVCh3h89Sc4x7YrG0oeLlkvE1ZtKZSMWslsjjB55cE/Toa5Dwtrdzqnhu2s49V1aW+upjKuprZbY3yeBySAvGOK5tNQ8S3vju98QX+s3mj+HLW+WAK43RvtbYynBwvJPJHegD2tzcAtEHHmSZ8txHlUwB1555qjLc6lZ3sMMqrJZ7PnusZYuTgLsUfXnpWJe3sPiLxLcaXaavqGnXGlxrO8sOzy3SReOucjgnPvWR4XvYvFGoX0WneMNWuTZPsmjmji2PyR2HIPqKAO9tDfNdXRuCohEmIRt5K49c+tW5JEijLyOqKOrMcAVwmsyXfhKGO8vfElw8M5MC2gjTcXb7oi46g/wB6svSL/U9K0fVNU1zVdXEGkytI1nOkbSSxEAjecc5O7GD2oA7KaxsNP8UwalFplxJeX6mGa7iY7EVRkbxnGOMDjrW7l/m+VePu89eO/pXlSaz/AMJCba6k/wCEnshp6TXq3MsKKkibc7SOh46VPpHi231mHSDLrOs2Md5cFrSeeKNRdnIBj+UdB+HWgD0m0E/kK90qLcMAZFjYlQfbNPaTMJdVY8HAxz+Rrlo/Ftrc+H9S1K3uZkjsJJUuFeMeajKeAAePpnrkUtp4mt9dNzbAahp4hshPLNKiphXHB9iOtAG9ZX8czSQsZfNiwGeSIoGz3GetV3ig06xmv7aCW6KK0oiiA3SNySRnHJ6V55BaaNe6tp/2rXdb82YCGxu51AS6bkqQcfMRkkbhVzRbu006xu9Fg1TxJOsMkkP2gwA7Cu7IVgO5OfyoA9HtJzdWkM5hkhMiBvLkGGXI6H3okuUikKFXJCbuB19h7+1efXPiaKzmt9Mh1nXLqW3bfdTw2iSGIEZCy8dh2Fbuq2UDRL4il1ieOzt4hcMqxJtYhfv8jIOOKAOpRg6K2CMjOCORQjh1yAccjkYrgPD3js6x4st9Lks720+12f2mISsrKU7EYGckc9ah8WePI/DPjC30S5nngS/t1WK4Kh1jfdjdjr9fwoA9BMrLcCLyX2kZ3jG0exqUgEYNecReMrJfiRqWhyalfnyIjPKGK+TGgjBYDjIxwajt/ipbXVy4TTNVfTHDLbaikf7uZ8YC8DjJzgnvQB6Lhd4hETbUAZWx8ufT61DayXhVlulgWUbsKjH5hng1l+Etah8SeH49QinkZZSQ0bkB4WHBQkAcg1riGaOQFJtyFiWDjJA9jQBUstGsYBNnTbWOSYl5THGNrlsFs+vIGfwp91qUVvIsDxZd5AmzzEBKd3wT90Z5rQQEKAzbj6461jN4dik1Ka9luHkZxhI2RSseSC2OO+1c59KAL1xKbKKCG3gTDMI1ywVUH+ewqC2mk1GxZp7OMzRykBGb5Dg4DA49Kpf8I5d5tw2vXrJDKZNrojbucgEkZ46Vsrbur5FxJtyx28Y5/wAKAM201aS+lvLOKyuLB7fCJLcxDy3J6bcH5hViy1RLnUJtP2u8tvGrSTBMRsSSMKcnng5HanXNpJc6ZJYjUZY52Ur9oj2iRT6gdM/hWZpOi3miXs1zd67d38EiBAk6LlWLDn5RQBsXhKjzFZdyKxZR95lI6A5GDnHNVreWLTBDYCO5ZEhLGdxuGAP4m9arXVhq02ryul4p0+RFU27KO4IbnGR/CevrVe60fXRanyNbmeZlVNpVFVBuBZh8uScZHNAF3S9Zl1C3tJRp13Gk5fLSIE8sA8FhnPPbFX5MRTPLmTHlnODkDHovrUSWVzHZeSuoTeZxiZkUsPwxiobez1E2Crcah/pm45nSJPu54GMY9KALVnC8UA8y4knLfNl1AIz7dqWNrhLkxuN8TAlXAxt9j+fH0rK1WDWUVXtb2V0BjjMcUa7jk4ZyT6A5x7Vdk0+4ktXi/tCVZWhEXnhF3A926YyaAMwaCU8bNrJtkYyQCMXKTMrIB/AU6EHrmqlprFr4wbxDoGo2pt47Z/IdGfDOhH3sjgfnTtP0XW4LKCzt9ZuoobTege5iRpJSOFJPQp39aq6n4AfUNRl1d9WnfUjaNbx5VUjBP8RVQM8+tAE6+GdG8Nw2DaNZyxSeYkaG2+YMO+7PHI6tXUQi286aSLy/NYhZSuMkgcA/QGqVnp17b2dlE2ovuhjAmxGh81u56cfhTLu01dopTaXVvHOs4eJpIgwZOMq2MHPXke1AGh51uQZmZVCMU3uNuDnGAT74okadwfJCAg4/eDg+4x+NZlvolwviOfVrnUZp0aLyYrXAEaLkHOO7Zzz6Vt0AFY0Wt21zNMYbhsRTG3aNo8HevJxnBPFaJhnKuBcsCxO07V+XPTt2rnNQ0K9udXhubnWRDFCC1uqIiMXxySSOc89KANex1E3OmvcJbskhbAVk2hienf3wfcGrUnnyWzBJVglb7rFclR9M9axvC1jqtnbXH9pX4vDMwkSVWUqP90AcDp681EnhW6kl3Xmu31yscvmwiQJ8rZBzwOg6YPFAHSorKgDMWIGCx70kR3Ly6uQSCV6ZqD7QI72O2eRy7IzglPlIz6+oqw4by28vAbBxnpmgB9NLKpAJA3HAyeppE3bF34L4G7HTNK671IyQSOCOooAdRRUcauobfIXyxIyAMD04oA5CbVnl+KdppigpHHZSOQyYLHPUHuKt+Pv+Rdh/6/7X/wBHLT7nRox41sNVaaRp/LkjX5BgJj7uR2zzzTPH3/Iuw/8AX/a/+jloA6iiiigDyf4heJb3wp4+0y8M3k2FxZNDlYfMLPuzg+g6c/WuO0DxHY+KfjNo11DO/wAgctGYRFmTb94465rs/iVqWpWGvtJpWlpfzx6YzSF8HyF38MqsMHkc45xXnfwzn1TWvidY6zqUEPkxl4PtFvGqoZCMgccZ60AfTVeTeP7XXvD/AI7tPGGj6U2qA2jWhiXrG5zhsenNes0UAfP3hfwpLdfFzTZ9VmmfW4YH1HU+fljdiPLQewB5r0G8+FtprXjCbXNe1C41GAOHtrNziOLHbHcdKr+A7WK98f8AjXWtsmftiWsbt0+RMMB+P9K9IoAjhhjt4UhhjWONBhUQYAH0ryfTtAt9Q+MWuzy2enXqqV83ejZiUrx/slj6V65WDq2s+HfCMUt7qFza2IuH3OxwGlbHXA5JoA3ERY0VEUKqgAAdhUF5f2mn2z3F5cRQQoMs8jBQBXlF98V9a8SXn2H4faJJegD95eXEZVF5wDz2+tOtvhPq/ia5TUfHmtyXMgI/0K2bEW0dj7/SgDN8afE7w94jurCw0TTLzWNQt7kTWskOUCyDPGepHH5VoDw98TfGTlta1dNB09/+Xa0OXx6E/wCNejaF4T0Pw3aR22l6dBAqHIfaC2fXcea2qAPPND+DfhbSLhLu4jn1K6Ug+bePvyfXHSu8t7S3tIlit4IokXoqKAB+VT0UAFFV7q8trGISXdxHAjMFDSMFBY9BzXEa58S4dG8WXOkm0MtvbWMk7zg9ZVAOwfgR+dAHf1gWvi3Tbi41lGYww6Q4juJ5OE3YycfSuLuPGt94a+HyXl/IbjW9SLzQxKS6xBzkE4+6qg96boHh+LxN4bbRoZpG0SVS97fgYkvZ2OTtJ/hB7+2KAI774oXlppt5r8MQuLSZimnWIT52jX787Ec7etY3hfx3dya7qE1ndSa3qN/FClvbhisfmAbnIHREUMBz1INek6P4O0jw5ayTTO1wy2ogkmucYESjlQOij19al8IzeFtQsnv/AAzBaCHe0TSQRBDkdR0z6UAUF8GzX+g6mdXnSbW9StWhluEX5YgRwiDsoP581f8AAen6lpXgzTtP1ZQLy2j8pvm3ZAOAc/Sukrl/GeteINKsYP8AhG9F/tS7mkKMC2FiGOrUAXdY8V6PoN/ZWWpXQhmvSRFkccdcntVbRfFXh7xob2zsJBex25Czb4jsbnsTweleE3+geJvFXxg0zTfF4VneNZZYrV8LHDzkcdK9D8R3i6N4y8K+EPD0trptpvE90UZVOxP4T65GevWgDvfFenDU/B+raevy+baSIu312nArgfgIbmbwlqN3cqA098zAgYBwoH8xV3xt8SreG3k0TwrINT8QXBMUcduN4iPcsRxVDR/hl4o0fQU03TfF8lnBOm+4jMIZkkb7wRuwoAxLfSG1f49XdnCm/TLO4GoTjIKiUrgH8fSvda878I/D6fwT4jE9jMby0urYpezzyfvDKGyGA7+nWvRKACiiigDF8SeI4vDVgt5NZXl1GWIItYt5UAZJPoK4PT/ijqmp6ha3VvY2J0W8vvsUBeYrPkdWK11/i3xppvhB9OXVIpWhvpGj3xpuCYGeR1PXtXN6NqHw81/xpBJp8C/2osZli3RNGme5CnA3e+KAPS65X4kgn4ca+ACT9jfgD2rqq5vx7OLbwJrU7dI7V2I9cDpQB53qXjvRdd+Gt3oVnLcyalHpeHiNu6glVAP5Vr+FPib4fuvC1vpsE066hb6cWaOaJsAonILdDzXL+HfHWomytLceE3hLRFre7f5t+M5DnBJXlQKpX3i3xFosEd7baLaz6Gkm9dQCKW2liGVivUAnGPYUAYUeleLbCKy+IU2nQPm8F28g/wBbIGOANo6Liupvob7WdT8dX9hqr2aPZQyNG6h0kBTlDnp3Fa2qeJtebTre/tLOLULGS4DCCESJ5cZX7rggcE9PSsceIdQ1C0vIZ0086hfWe9rKSN48leQuecnA7kZoA4a58T3Wnav4N1a1tpoFsbNYWUwkHIJEmPXKnP4mvTvAN7qF7aeL9a0+N7abU5h/Zy3TBTI6qefr3ryOfW9Zh8To97exC4sZAIraJSwUsvRQc5AzyD71kar4n1XUrZy08gQXbTvIrlcyMMZUcbRgAY9qAN3x/ZarYeNdTvLjUg19arE3mW4PV16Aj7uK3PhxDqvhq18U3NxFtvJtHFxErguWDNwSBzk1x/gtp9Z1+10sQRT3dzco4ubhmbG3nDDPzLXvPjy0vvDWmQeMUjsxqtpbG0nQSFVdW4DJxyR2BFAGD8I9Us7JdLsbjW9da7cFBYPAwto3YnjOPxqrd6xcan4Z8UeCBHLPr0uqyNBFFAdrJ5ivknoBw35Vpad4k8c+GfCMOqahBpepQB0d7j7UDIBIQBkKMd6peMPiFN4V+Lck1pp7PbxW6/bRCnzTkoduT2AJHp3oAuXcusaHqHi6W+tl+0y6TbWkMkMTNHI20qcehw3SoPDnhLxJ8PfEGg3ct1ay2N032Kb7PAd21ssGb3ycZ7V1Gh/FG21zxNp9vCzGC60z7TNAkZcwyA525HU4/kK7/SdRsdY06O+sLgXFtKSUf8en4UAcx8RNNTVbK0t7nQpNStBIWllhbbLaj++nqa8yuvEOt39v4psdEivNR0ldPVImu4GEpYkKTkjLEAn8K6Txh8Tx4S+JkNr9oluNOMSrfRbcpb5PDKRzu9Qa7Cw+I3hHVYITaaxEftMwgQYKtvPTII4+poA4XRdRY+Gngu5fEUF4+mzwfYrxWeIsIjgg4wOFOB71Rg8Mf2d4M8Ba1cXtwVtbqF3jkOEiWQknC9jkgZr0q28a6D9tvEku5RHsaZJZv9XKqDD+We+Mc1RTxj4Q8VBfDrXMpS+i8yJJYmjEqZz8hI56du1AHK+L9F1dPiPbWWmW0kmka3LFc3z4+UNGegbtwAfek1WPUdW8a+OLKxuA7/2SqRK0RVAVP3fc4716R/a2h3Vjp95HqiLatJst5EkAWRgMbcnr0NVNP8X+HdU1xYLDVYJZ5QyKoX/WFeoVu+O4oA5jR/GSanp/hiw0/Shf6imwXKSxGP7KFXDOCRjPp61h2HiOw03xFrKavrHiGCSPVJGiihjbymQY5IUYwTn8K9meHcU2sY9rAnaB8w9DUhRD1VfyoA8i1vV9O0/X9R1Ff7Z03WLgBoFt42kgvFUYjZgBj5uhB5roPFEWsaj8HLk3yi31M2ayXCRjABBBZcD2zXeJGqqo+9ju3JoljSaJ4pFDI6lWU9CD1FAHhl74pTw78TNJ1aS0up9L/sSNI/IhLbdy9se4rP8AH1qfGniG21O1sL2OM6PJd2bMGU+ahJwR26DjvXu2laRZ6Np0djaIwgjzsV23EAnOMntV4gAZ29B2FAHzz4O0jVW8U6fr9+hvtR1vT7p5opkKIcAIqH0JAp+mX0GnarpsfhOPVrTVHu/Lu9ImRpLdULfOVJ4AGCQa+gEZXPCEYAPK460jxRPuGArspG5eGAPvQBwfwtETN4nuLUAWk2rSGEDjgcHjtzXoVU9N0210qxjs7SPZEg49T7k9zU7S4mEexiCCSw6L9aAJaKiSeN13K4I+tRLfQtKYyxU8YLcAgjNAFqiq017DbuqNvZmIACIW69+O1It9A121sC3mAZ5U4/OgBRYWq3xvBCouCu0yd8VOA29s4K8YH86HdY13NwKGYIAWPUgfiaABnClQf4jgU6s+LV7eaa6hRZPNtyQVK43Y9Px4qvY6/b6jFbhUntp7gMUiniIYbTg5H+eooA1lYlmG0gDofWobtbl4MWkiRy5HzOuRjPIqdSGXIII9RS0AR4kwnIz/AB8deO1EUSQRiOMYUZOM+tNubiO0tZbmUkRxIXYgZ4AyaiF2ohjm+8ku0xheTggc/h1+lAEqRyYBkk3MGJGBgYzwD+FPZWZiCR5ZXBHfNUob37ZMxhEqxwy7GYp8sgxnIPce9XwQRkHINADWjVojH/DjFVNPiv4Yyt9cRTtvYh0TZhc/KMVdqGCfzi6mKSNkODvUgH6Hv+FAEq7tzZIxn5adRSEZBFAGdfSXOA0U4tUilG9njDiRfQen1qrfKLrWLaG7jHkIfMhYDcJGwcr7Hv71qtbljtaQtEUKFD3981QmS089YI3Bmstkix7sCMYIBJ9MZoAvW6kW0QjXYnXaU2kD0x2pQ8hLspjdQcAKe+e5qOyEu64aWV3BlJQMm3auBwPUdefemz24hiuHth5byKxZkGSDjghehP8AOgCW4SQgMoDKoJMZH3j2we1Ro13LvbAi+cBVcZwO/I9aS2luGtrZgjNuUbzKNjj1JX19qu9aAGrvy24gjPGPShV25yxOTnntTqhuHeNA6MoAOWyMkr3A96AJqKrWF3Be2UdxbTCaJs4kHfBxVmgDGuNTmj8UWmnfZMwyQtJ9owflI/hqh4+/5F2H/r/tf/Ry1pTDUG8TW+x0WwW3beu8bmcnj5euPes3x9/yLsP/AF/2v/o5aAOoooooA5HVZCPHllDbWJkuZLCUNcFyFRdwAypIDAHOcc8ivONK8NR+GfjfpljbOVtJbZ5zHHIwUyAYLFfrn1r0bWLvU7TxnHNb2DXcMOmSNFDGwDSyNIoIyeBgAH8a890271u++N+lXmt6f9huHtnVLYTCTYgHJyDxz296APcaKKr3t9a6bZyXd5PHBbxLueSQ4CigCno+hWehi8FoHzeXL3UpY5Jduv4cVX1vxdoHhxGbVdVtrZlGfLZxvPGeFHNecX3xK17xlrr6F4BtcQo+2bVZVyir3Kg8D27mtXQvgvpFtff2n4iu59d1Jhl2ujmPP+6ev4k0AUbj4meJfFMiQeBPDk7xMxB1C+TbFj1HP9fwpmlfBMX1+uq+NNYn1W9Lh/KViIx3K88kfTFes21tBZ20dvbQpDDGoVI0XCqPQCqk17cjUobWK0k8tid8zKCuMdiDkH6igCzaWVrYWyW9nbxQQoMLHEoVR+Aqbeu/Zn5sZx7U6qepRtLYyIryqeCfJOHYA5IByMEjjrQBcoqG2Egto/MZmfbyWAB/ECsPTbi6l8RXCDxDZX1qsXNpGi+ZE2cZLKensRQB0VFFNbO07cZxxmgDyn4mXUWvRaxp3ktNa6LYNePKpIVbr+BCQecKScfSuUGh3OqS2uqeJrcwaZZae19fzxnaJ5ZTuVFJzngqOO4r03S/BMy+Fdb0vUbpTcavcTSzyxJwN5wMD6AVx/xi8V6NY6Fb+FIFN3d+dF5lpCSMRqM7Tj144oA6D4VxeHr3wk2rWMcz+eWjne/cSOqqfuFsY2gdBXVaX4k0C91GTR9JuoJpbeMOyWy5RF/3h8o+ma8V8BeFPE/jDw9HCL0aJ4XeZ5BDaHEk2ThlJ9Pr+Vdh4Y8ReG/CXjX/AIV/oukzZJ/e3YcMS+M/N349c0Adj46h1S88MzafpMRee9ZbdnGP3UbHDNz6DNYuifDZvDmuW8+k6xcQaWojaa0xzLIiFASRxgggkY6in+L71tW8VaH4Xsbhll88Xl60LHdFEnIBx03HAruyQBknAoA4/wAdeP7DwfZvCzM+qzx5s7fy2xKxOAN2MdfevOvB/ik+CfEesW/iHWEmja1S7ucy7vLnbkxoM/hgVsajpkHxU+IdzaX0by+HNHiMccsEuFlnbBPzD0HHHpXR6V8IfB2k34vY9NNxOpyGuZGlAPrg8UAcbYeEtZ+JGsXHjWW+u9Bc4TTAiYcRr0Zx3BrWtfgdpVyl7P4j1G61TU7shmux+7ZCO69fbr6V6qqhFCqAABgAdqdQBzHhDwHoXgq2aLSrY+a/ElxKd0j89CfT6V09FFABRRWB4suNZsdKF/o2ySS1bzZrZkz58Y+8oPY96AN+iqWlanbaxpVtqNoxa3uIxIhPXBq7QBy/iDW7e18R6RpZ0Z9QvJ900LjYBAAcMxLHjg9qy/D3j/R/EnjCbSYdJniu7dZAtzLGmCEOGCkHPWsj4oaxpUWpQWWoaDeXnkRLPJfWs/ktbRs237w5xnt3rT8DWPhCe/W80S3ube+soPs7R3KskhRjncwP3s/3qAPQK57xyYB4I1k3Nu9xALVy8SdXGOldDXM/EJlX4f64XaRV+yPkx/exjtQB5F4U0vwpqevJf6Qi7ovLK2cF3LHJbHb8zDeAHJx90enfNa/iHwP4ZtraVWh1G/tIAX2XF7IvkljyEGwgnnpnPFJpfgqT7NpNzpWq3sOn3z/aLm6upQkpKf6oFWHQAY6jOas+IPhF4RuQ73OvXsd/MXm85plbf3IxjHGfbrQBg2/hjThd2en6FpOoxwzEzXRu7mRUdVHygEYAOeTn8KvzeG9QtPCsdpN5wkiDB/K8sK6/MzBXcE4x0PqOtcz4ok13wXd6Zpeh67LqEBJMFoGVwYsZAZBwe/UVoaB8UYbC11i8vL2a7EEMDWsExBYknDqB0XrjjtQBxl3pOqXEL21vaWfkanNHtvLtla4VvL3BMjlc4PQegzWXZfDjxBNAl5eWjWlhgs8rld4UdSqEhmPHQV32l/GG0m1O91afR9PtxaQr5FvyWly6g/MeNwBznGeDW83xV8KeItWWR9LLyQyrb2kU1wy+bvIXcFClRjPc0Ach4b+GWraR4v0S4Zd6xS/aZnDqcRg5BCA7s+oxwa9z+IGg3vifwy9la7JEkeJxEyYJIcE5JPTHtUfi/R0udBnl0q8ltNW02Hz4nimO7gZ2v6g47143o/xP8WX3iG01SeK7nhmYW9rZRMUhlm6MTjkgdcUAeoeMPh/NN4fksfCtpp1olxIkl3GUKtIFIICEcDkd6ni0Vr7xZ4rdLaQRXdjFa5lbYJJFU7tpxnGGXnHWuW1X41T6ZcXOk3Wmwy69a3iwpHBMwhkB77vbOMGsX/hZ3ijwr8Q9RstctIpZr0RrBai6Jht2YjaQT0GOvSgDr/Cfh7xRZavo8l/p9pY2dnpbae374PJK2eDx24rrPAmiX3hvwXbabdrGbuLzCQrZUksSOfxrooFcxxyTbTMVG7YTtz7CvL/HWueJ/DvxD0++sZJLjR1tTLdWYcACNTh2wR1GQe5oAjk+G0ur6Zrh1y4isNT1iYlYbeRWRtvKAFhu+oBrjdA+A2rNKtrrmpRpp7qzbbWbJScDC5BHPB7V6L8NvEFv4i13xLcafd3E+li4Q2ySg7UJX5ipPTJ7VT8T3viDQ/FT6Hp8086eImAtJTKf9CZfvkZycYOeMYxQBiWnwbd9NtLC5V5RYw3IYvckxyzMMRlV/h7E/Suhg8HalE3gSOWK2WfSIJY7hhJkkeXtAXueefxr0qGPyoY49zNsULuY5JwOpNee6rq3ibSdQ8TXMh+2RQ6aJbKGBPLCHc4J+bOSAASe+KAOT1P4b+KdZ8FaJ4ZQW8EFtcyS3FwJgysGY4IA5OM+1TeEfhbquka/oqziRbbR7iWZ7h5FKTlvu+Wo5HvmtXwf4g1s3HhlL/UZbuTV9Okn+dRs8zORkADAA9DRf+M9e0W58Vm6u7a7a0a3itkhGEgMhxz3yM55NAHqqsrruVgR6g06uGjfxBFrk+gwasrebpQnhupow7JMGCsxAwCvzcCovh9q+oXOs+I9H1LUpb19PnjWJ54wjlWT5jgAcbs4oA76mPIqHBznBIAGc4p9FAEayozYB+YY4PHWkE8RV2DghOW9R/nFJcWsF0gSeJZFByAR0NOihjgUrGgUEljj1NADYbmGcsInDY64+pH8waczRJIpdkV2+Vc4BPsKcEUNuCjdjGcc1Ulh8zVLd3s43WJGKXDMN0bHAwBjuO+e1AFj94Z8h18oLgrjnP1pTGhYNjDZzkcZ+vrTUUs8qtEqoehB+/kc5pUQQ/KqqseMk570AZSaLpEt/wDaY4HjnScykqzoGcY5Izg9RUWonTtclOm3JjltlXzXXcwY4yO2MYI962VuIHd0SaNmUAsAwJAPQms3/hH9BldbwafaMwUlZgozg5JOf+BH8zQBahDw2CQ2mHdFAQTblwue55OcUxdNtv7XmvGt3MzomZGclfl6ALnAI9cVbtpIZbdGt2VosYUqcjAqagCDKl3g3ybiNxOOgPoelK8wBZEZWlAyFY4Gfc9qcHPnlMjG3OMc1Vh07T45LgxW8IeZw82AMsw6E0ANEF1c3E6Xy25syqeUiZ3BhyxJ474xj0rJ1aD7bqlpcossNvpzi5lmCNiUbSNqgdSOp4rpFdWztYHBwcHoaR0WWNo3UMjAqQe4NADLbyfs0ZtwoiIyu0cYNPUllyy7T6ZpIo4reJIo1VEUYVRwAPaorrc5jh8qRkkJDuj7dgx1znP5UASTsy28jLEZWCkiMY+Y+nPFZWpPcf2IEkS5tpGaNM2O1nTJHTIPA6HjpmtqoIJppHlElu0QVsKSwO8evHSgB6RosQj2jbjGMUsaJGgSMAIvAC9BT6jJjhjZiUjQcsx4H1oAyLma6077dfXU1vFGzKsXzOw2j1X+8c9q2gQRkHNV54YbhCLmOGSEYZd6gjPrzSSzxQMkEZQTOflj74zycfnQBaqNkbLMrkEjHPIH4UyTMyjZKBHk7yD1GOme1N+0bNilTIxyGMeCFI7HJoAs1Uj+1/2jP5gj+ybF8vA+bdzuyc/TtVdNialdOl+8jso3QM6lYAPbqM+9XbdpHiDy7cknG307UAJ/pH23+D7N5fp827P8sUtu0zRAzxrHJkjarbhjPBz9KmooAjQy7m3qoHYhs5/SnIiou1RgDtTqKACohDh3ZmL7m3KGxhOMcf571LRQAgAAwBgUtFFAGHf2wHiPT7iOO5Mjbldo3jChQOjZ+Yj2Wqfj7/kXYf8Ar/tf/Ry1uXEtr9utoJLlEuTl449wDOB1464rD8ff8i7D/wBf9r/6OWgDqKKKKAOO1G6uZPiHFZ2tzJFImlvLsLDY+ZAAQD0Ixgn3rznSbe6tf2graK+muZroWz7pZSCsgxwyY6A+lekaxotpqXjEZaWOebS5YJJI32kIXUrj3zmvJ/BQMXxxitZNRN6bW3khWSUtvwOg59BxQB9D15lqfw817xbrryeKdcD6JFOXh062XaGXtuNehanqNvpOmXOoXTFYLeMyOQM8Ck0vUYdW0u11C3DCG5jWRNwwcEZGaAGaVo+naFYraabaQ2tug4SNQB9TVxJEkzsdWx6HNeUeONRvvE/j+18DwX1xpNisLXF3cocGZcZCg0vw1jsLLx74h07Qria40mC3gQyvIXUzDIbBPU/SgD1mo2WTzlIZRGAdy45J7c1JRQAyR1iieRvuqCx+grJ0bVdO8V6Vb6naAS2rMHiZhghgSDx2Ip3ifURpHhfU9QIyILZ3xjOcKa8p+F3xDsrLwjo+gRWc91q0kjKsEPICs5+dm6KOvX0oA9W1rxNpPh2SzTVLoQG8k8qHKk7m444+opmk+FtF0TUbzUNNsY4Lm9OZpFz83Ofwq3f6Xp+sRxpf2sNysTh1DjOxgQQR6HpUtzqFlZYW5uoICcYEkgXPbvQBaorh/EfxU8O+G9ROnzyTXF1syq26bwWPRMjjJqbQPiRoetWUklxL/Zt5CSJrO8ISRD9O9AHZV4f8c9E0bSdNi1myS2ttbubxWMhPzyDaQce3IzWXpHxN8Ran4nvtQ0a1udWlklZF05c+TBbqQA+f75P9a7Ox+H+oeML6bWPH6RO7xGK206JspbA9WB/vcZ/GgDatNa8PfD/wNp6Xd3bwxpACqRtuMrkZO0Drk15xo/gXxn4g8RXHjbTr2LQn1N3YRyoWdIyMA49xXb6H8FvC+kXn2m4FxqTI2YVu33LF6YFejBQqgAAADAAoA5DwR4Eh8Ix3E815LqGqXR/f3k33mH90e2a65lDqysMgjBp1QG7tluBbmeITnkRlxuP4daAKOg+H9N8NaebHS4PJtzI0m3JPzMcnrWrSAgjIOQaWgAooqm2qWK6gmnm7hF44LLBvG8gdeKALlFFYuteKtF0CCeS/v4EeGMyGLeN5A7AetAG1Wfrt3b2Gg391dSrFDHA5d26AYNcZ4Q+KEXiK71NNQsRpEFmqurXUoVmU8jIPtzXN674jvfizcP4a8LRsmkJIDf38wIV1B+6vrmgDtfhSc/DHQ/eJj/4+1dlVawsoNNsILK1jWOCBAiIvQACrNAHmnjO38La14gls77xSNPuPKjt7y1DgeagbeqkkccntWx4D0bR7Nb7UdL1q41drhxFJPNJvK7OAo9hST+DvAura3qF1dWNhd6gzg3PmPuKtj0zxxWx4a8O6J4ds5o9ChSK2nk8xhG+5S3TigDcrlviMCfh3roB5+yPj8q6muW+JDlPhzrzjqto5H5UAeNaV42lt4DcSaVa+TC0ZXffMySqAys5UtwBjIGKr2N9b3dwkTWMmoacWcQzRakyq8ucnCswIB4B+grO0DXtNt7OC6g8LadPeElpYZonLBV+8VJ4xt5+tdXfeLPD58O6ZNZx+HGkaWUPFPAyIqj5l56qc9+9AEfh/w/KfEUGo3mlNZrpsskyBLtZlkXaf3YBO4YHasmDSLS40jV5ItEnttJ10qy3qzRhLcq2TgNzjI5Gc1oaF4ltRdNq9xqmgwapKrRpbRxsUVDyeR/GTxk9q1fE3iCyl8CWcUEWlXWnecgm8uFpFXJwSSeFPOc0AcBoXh/RtA0zV4/FSMbe/haKx1C1kR1Yoc/IOuSQOT9O9aHhnTdGbUvDc9xY/2elkZHF0XjYXjq2QHx93AGMn2rb0z/hF3kuNL1H7JdaXaSt5EosJF8qMgZYMOM7sZ/Gka48P6DGNMsZ7fVxqNyLopdWrK0CSDDMMcDAxx60Aehr8S7abR7e+OlAi8hkaOETqWfa2zHIAIJPrXMah4U1GTw2A2j3QlEjapA1tKqS28rHmMADacCmpceC44lQ3FnLCloqRxy2TjySpyWx6k9q2V+JHh1Y7G+tdVvJUit2ia2tbNysh7E/3cUAee6Xp1lq/im90HWdPv4dRuGS8muZ5EacuvKqoUYw3HFdBLo2heNNf1W78R6bqOn352xCVSpW38vvxkjd7itq38ReEdLa41q81C4m1S9hWN5Y7Zi8KjJ4GPpn6Uvhzxz4TYalb3S3ECXUjOyzWjDem1VBLYz26UAb/AII0zxNaa9rNxq+oXVxp0gjWzjuXBcYXLHC8Drj8K6DUNEgn1f8AtiQS3DR2rWwtRjYyscnr3rM0Xxf4auVuJ7O+lKy4ncyI+F4xgZHHA6VqyX1vr+jTppepGGSZNkc6A7o2I4OD3oA5fwh4YsdGGraXodzeQxS3IuHuk2FUbPMS/TvXT6hotvqGvaZfyCUTafveJ1UbTuG0gnr3ziqGh6TpnhYxWbXhN7ON0jYKiZs8sQOMk1uTXdrLcGw+07Lg87UOG9aAH2KtHbCKSdppFJ3M5G4ZOQDj2Iql/YMDa7dapLNLK1xbLbeS2NiIM5wPfPNaEnlwZlLLGCw3nH3j0H9KJ0E6+SJnjbhsocHAP/1sUAczoXhCPQL6136rLPb2sbxWNvKFHlqxyeeren0qO58G6eNS1gC3uXTX1xdOhULEVHX1ya2NS06x1DWbGW7aFjZhpEjZsNuOBu/DFS63rC6JZx3clvLNCZVSQxDJQE43Y7igDlm+GUN3CBqOsX000Nv9ltJo2EbQxgjHT7zcDk1seG/Cp0G6vL661Ga+vLlUjaWUABY0B2qAPrk+9dDJLHFH5kjhV9TxUd1NBBGr3E6wx7gMswAJPGOaAJlZXUMpBBGQQeDTqrm35jMcrIi4wq/dxj/P5VMoIUBjuPc4xmgAZlXG4gZOBk96UnAyaxtU8PR6rfWV1LeXCfZZxN5UbYSTHQMO+K2CQB8xGDxzQAoYMAQQQehFc9N4iVNfu9PklgEMCRsxRj5qbu7A8Y47Z61vALFklsKSAATwO2BWfcadaXN5A10gklUllcIB0GCGI65z0NAFf+072S/uLWSyMVptXyLqOXd5hJPYDir0t9DYWsZv5ViLYTPJBYnAGfU06EWjoojUKLY4C9PL4rCupU1HxVZOrtcWlujZiRcqsmeHb0wOlAHQtJDbK28nKrljtySP61m6xrKaZp5mCrGgYhzLldiLyzAAHOByBVWe1sblJSuq3U7T/u18ibc0YZskDHQcdfQVauItMuDPHdXbMkcm545HwAdvQZ7cZ/OgCOw8QaYNOkYXSutsypNIqHALAEE8cZBBPpmodL8a6Nqd2LWK+ied5pI4lj3Hft68461R09bTT766eDVbWWyv2WWC2VlUjgDGehBA71dsbfTrC+udumw21yJGkadYwFy2Pm/HpQBuWl0t2juiMoDEAsMZqnPrOnWV/Dps8yw3lwpaOFQSWGcZGB75oS2jbXnmS7uN8cYD24b91k9CR61T1nw4uqajbTxTCD5iLsocPJHtICg/w8kH8KANhpI7KFFkdm4I3t3wM5J/CodJ1W21myS8s5Flt3AKSKThuPpWP4l0K01Lw3DpF9fXaxs6KZUl2yPg9/XI6/nVnQLaxtFih0u7b7EtupitdvyqpJwwPX2x7UAbhVWIJUEjke1NmmSCMyOSFHoM01YhHPJMZH+fHys3yrj0Ham3MbToYVkkiJ53qOmD0oAWOZnRyYiGQ4x68dqbbTm7tVdo5IHZRujf70ZI6H3qndasiavHpIgut80LOZ40ykePU9j6U3T4vtNg5g1OaeKTBWXPzqc8jP5DHagC+91DFMsDSx+Zt3FS4BA6Zx6ZpfIVxKJCZI5OqvyAPQVm3HhrT7jXk1pkYXqwG3LZ4ZM5wR6571ow2ohXAllbkHLPnpQArC3f/RX8tjtz5RIzt+npUIiC6o8ogABjG6Y98Zwo9OuainsLQ63bX5LJeCNogVPDp1IP5ZqxfzQQWckl2yLbBT5ru2Aq45JoAXbBaxCMRxxxOTu6Bcn/ABp6W0ERJSJF3NvOB1PrWFrtvZ+KNOfSrea2mYNHJIrswKIeQwxyGx0rUswLOzht4xKyp8i+e3zHHTk9aACPT1864eZYn3rsXg5KejZ681at4lgt0iVFRUGAqDAH0qv/AKWzzoUKxkYRg4zk9cemKMw6bbJ5ksjIoCfN8xJ9frQBbV1cZVgw9Qc0p4B71WtxbpI0VuQoTO5F6ZPOamB8zY6P8nXp1oAI3Z4VdoyjEZKE8j2pIZTKnzIUcfeQ9qlooAau7LbsYzxj0p1FFABRRRQBnzvGmrW+LLzJWUjzwo/dr9apeLU36ERxxPEeQT0cela01ykEsSOQPMbavPes/wAS7v7Fk24++mc+m4ZoA16KKKAOA8XXNrZ+KFnnvr22iXTZPtBiTIKl1C7Djhtzc+2K838F6ZFbfHeWWO7mnL+a6iVTuKHoxNev6tp41PxZbWt2EksJLGVXhIwWO9M8g5xwOOnWvPdIDWn7Qt0Lp5EaWBlhjk+c7cDG0jgLx9aAPZLq2ivLWW2nQPDKhR1PQg9a8e8RDxL8J/D0k+n+IbW5sDLttrO9hLSLk8IhHXj1r2evKPEtqniH44aJpN781nY2pvVj2gh3yeDntxQBxmp+EvGmv2sHizxJDcXokTb/AGdp7+XKkLDOR/hXoHwWtL2x8JXNvc2E1pbLeSG1E6BZTGf749c55r0kAAYFec6v8WIrbxPPoGiaHe61eWxxP9mxtQfxfiOn9aAPR6jlk8qF5NrNtUnCjJP0FYnh3xbp/iPRJNSgLQeQSlxDMQHgcdVbsDXi2u/FXXL3xLY6rp96NN0NbwW6RT4xNg4dmIz8ooAXx7qPi/xToeqapdmXRNEsyYYbU5WS6cnAyOCQc16b8P8AQNP8F+AbK4ureC2uVtfNu59gDc/Ngn2zj8K4nWTefGzV20/TG+yaDpTFzdsufOmwQu3B5WtkeEvGfi61tNK8UXEOnaTZ7Umjs5Cz3wAHU/wr9aAOd8OeOfFx8Q6tNY+HLy+g1m4L2MsmViiUZCt0xjABP0qHxn4H1b+x5dT8RyTav4i1F1t7SO3U+VZ5bJPHYV7xZWkNhZQWdumyGBBGi+gAwKnoA4HRvhVoFjYaOLiOWa6sZPtDSM/+slI5LeuO1dVd+HNFv7s3d3pVpPcHGZJIgW4961KKAM/TNE0vRlddNsLe1D/e8pAu76+taFFFABRRRQBw3xO8U3vh3QYLbSAG1fUphbWo/uk9W/AVyi/Bq7fQJb661e6m8XSqpW8M5CwnPIGO2CRWzDBNrfx0uJbgE22iWC+SM8CSTqceuM/lXpdAHkumWOsfC3U9OS/1mbVNG1CRLVvPbm3lI4YZ7Ej+Vep3d5BY2ct3cyrHBEpd3Y8ACuD+NclvF8Mr9piwkEkZgKnkSbuD+Wa8v+IXiLxdFoWlaNqCRXmn6nEkkRhz5kg4OwgDOe3vQB7H4X+I+h+LdTlsdN+0B0QyI0sRRZFBwSueteZeIdR0/wAKfE+9u71HmvJ7+3uoprf940cCjDoQOVz6d6s6P4K8eaxqUWuwy2fhuM2y2kEBQvJBDjsMY3H3r0Twf8PdK8JvJeBpL3VbgH7RfTnLvk5OB0AoA5K88YeMfHbtZeDtLm02xYfPqd6m0kHH3Aeh6+tYtt8JHHxL06K7+0XdrbQC7vL64+YXMpONoPYZHQ17sAAMCloA5PxB8OfDXifU7a/1OwEk0A2/K20SL2DY6gVv6ZpNho1oLTTbSK1txyI4lwKu0UAFFFFAHml14S8A3V/rM8upbLs3JmvJku9hiZgRtJHAHXg10fgbRNH0LQza6FqMl7YmQlWeYSBT3AIrgB8Pry7v7/RdO8SaTNpE94Lu5iCg3KsG3FTjqM8c9q734feG7jwr4Uj0y68vzklkcmM5GCxI/SgDqq57xwbdfBWrtduVgW3Yudm/j/d7/SuhrnPHd0tj4I1e7aLzRDbtJsJ+9jnHQ0AeTL4u8M2cdq1xos91ErRxySi2ZYy7KzKETPBJ259cVi6/rNtdeHNMt7rw0mmXDM4kD2bBOo+ZicYH0Jxml8Y/FHR7/wAP6ellpjLcTYmlgdfLMEiDEbqwXBHU/hTP+FoaxceErCW+1OCWdZXN4BBG8qRHhNqtwckc459aAOg0rVbfQdftL/VNKWa1NikSLBZktvXjenbac+5rE8aa5D4w8QWuh6FDPZvJMIXgUYidMfK2BgBwex74qS08Ua1r+nQXsfizT7KCCMfaIrq0VZA2cfL8uGz7HiuxtvDWpaDA2t2PiazurcwSO6G3jBD7OCm3JZgR60Aef6L4l8S2FzOt5p91ead9oKNAbeRcBlMQbPbJOSOTmtS0s1OqW1hY3VjqN5bptlDK8byxpw8bbmyT3HTse1TWPijxP4g0aLVrDVIVu7cfZTaAIklw5USCQhhhRu/MA45NZvg+81P7LqfilvJGrukt5MJIBtmjXC7Bj7vLdeD9aAO/13RbDWRLINGntZ1mt1gl3SBtzDLZxn5ccHA7VtaVpXhyO2RrG2htzCGkZoZ5FhJDYYMT781zXgbxF4n8QWzTz2z211NJK6yvcqUbaMBRFjOBwPwqh4rutXk8ZaPO8dzHZwNsMb7WjkYqdw8qPlsnnPbvigDv9asbDWYXuIjZ+ck6xv5juwePglVCkfMQeKzNMudFstXmsJLt3TUspbWnlOJIowMHLEk7eBg8da4r4eadp/iLU4I5tXuGNkZjPaoXEUikjAOcbdp7ZPTrXrVpYQW2sPMYnZ7e2C287tuzGeq5xxjaO5zmgDAm8OWGrXdtBatdQwwqsRRL1omKjjds9flx2710F/PH4d0ETQz7LSzC+bI4MrlQcNn1PvT5L6H7Hb6oQ22dESVkTaUVs4b5sEAE1V1nRobzSmspraa+tROjLCrHIXHJyx+Yeoz3oAkt7OG/1aPVbLV5JYZtsjxCQMu0D5QoxwD3rdzuDMiDeMgbhjJ/wrg/DdhbaOlxfajZw6IbdzBbAAKqo/3ckHDc/lXWy2V1daOlquosZDhZLjZhmGecYI2n0NAFmSxt5JI5pgzPESykuQBznp0P41JbWyWqOqs7bnZyXbJyxzj6c098CPaVLg4Ujrke9U4L3ME9zdW01r5TMhDnO5QeGABOQfzoAh1qA/Z5LqJITMkRUFkBY8g7Qfw6fSrkMs00Fu4h2K65kWThl46Y9ao6NrFvrovHhWVoIZvLUywFA2B1XP3h71oJdK9xJEVK7CAGJGHJHIH0oAW7MS2ztKqsq8hW6Ejp+tVI7C2vrD/S7YOLjEskUp3hWKgEDPTFWGT7YssVxb4jWQABwrCQDBzjnj9asBQiYQAADAHQUAVtOsIdLsIrK3MhiiGF8xyzY+pqaYzBMwKjNnoxxxTITcH/AFpi6nITPHoKqW9pqMNxfTSXcconl3QoVIESgAAdefWgDQjZ2XLpsOemc1UkiYCSV1kJiB8sK24sOD09cjAq4udo3YzjnHrVOK2u1naSe4Eo8xmjCgoEUjABHO760AWZYlniCsO4YZHQg5FZL2N3/bNxchG8kRbo0E3ySSdtykcHgcg4rT23DJKrSIpZcIyLypxyeevNULjUbrTYM3KJPIWBBjIRQpYDnJ6gHP4UAUdCt9fa/vptUSC3tJ408uBH3usmMMSemK53S9G8W2nju+vhHAdJaMxJ5u0SMeDu465IxXowIYAjkGloA53RNAbSdTvbgyKy3B3rGsAXyhxhQw64O7864/XNN8Ya7oesWmmWEVsbu8cI1843iEqVJQdV55H+8a9DMN5LexTLcyQwxO2+Eop80Ecc9gDWffW+tHxNby2bR/Ymt2SR5ekLZyCqjliTjOcAAe9AHN6b4RbUfCyRarosVpeQ+T5cMUwG5oT8rE44z/KqzeFfFryz38F2Ib5oPIQvcblwzZYkY6jJxW1rsfiG986GGykW3JihEkMypKw3HdIvUAAbTg10dpb3NjpCwmaS7uI4zteZhuc9skAD9KAIdGsrqxtYYbidrgxx7TNIf3jkf3scHvzVd7y4fXINlvJb2+8pJM6ArKACAuc/L8xGPXBqCEa3qCXDXNstneQOvk7JsxSqRnBOM9evFask10skqvZrJGhDI28AHgnv3yP1FAFia1guHiaaJHaJt8ZYcqemR+dSNlRlUyeBjpxXLQa9eQatbw6jFHHHcKIkcZd0uG+by8KMbAuDuzWvYW+sRypJqF9byhVYNHBCUDHPB5JIxyKAJ73Tkv5EaSaZURWGxGwpJ7n1I7VmaNo+q6drNxJd6tNe2HkhLdZcb0Ofm3YAz7GsCPxdPo99OtzbJFo9og+0eZOHnidjwQATvXBHTkV0+o3uogWbaPbC4Fy675JGwkUf97HXPtQBcuGnjt5sHzJwGeJV+XOOikn3/nVbSmex0eA6mlva3Tkef5eAjSt1I+prQQOyLHOis20FiB8pPtmq3mSRXv2VpPMMqNJFuX7pBGQSO3zDHfrQBT1Mz3NmsWlXH3ZQknlMNwww3cn0wQfrVqWxW61O2upEnU26EoRLhST2ZR1p4SVZyIIIUCyZdmTG4EZJBHU5qr4gu9Ws9ID6TaR3V80ioFfIRQTyxxzgUAXjE8qTpIrAE/Jh+SMfpUUtsuoWsS3luuTkPBIwZSDwc44PFUtPbWrHTf8AiZvHf3ajL/ZoigJJ4C57AVd1C5W0VLhhKwjDMUjj3MwCnp6f1oAdb6ZBZz3E8C7Zpwu9zznaMD9KLG2e2QRSZfYoAlZslu5+nNRWT3qRAzN9p824Yq20J5cRyV4744FTuJEjkjEzZbc3mOBiMHPTjBx6GgDMH9s3GtOEu4YraAMCnl7vNDfdPXgitWaKWTf+9VQU2qdvKse+agsGSO1t1gljmicE+aWwXPcgAYNRSm4vr+W2lsx9jhKSJN53LuDnG0dACBnNACaNYX1pZxR6hdme5jY7pVAUS57kdv8A61avSo4HkkgR5IzG5GWQnO0+maihkNz5rKzKgfYrAg5weSPxyOfSgCrqEafZ45ri6ltUWUM5EoUdehPpnFWJlkuJ0jUskK4cyI4BJ7DHoalubcXMaxvtMe4F1dAwYehBp8cYjXA5Pc4AJ/KgCSiqdrdwzXt3bpcrLLCw3xgf6vI4Bq2QCCD0NAC0U0IoTYB8uMY9qVVCKFUYA4AoAwLrVVbxnZaTGP3qwPcOfMA+X7uMdTzVrxH/AMgWX/eT/wBCFQXPheyn8U2fiFN0V7AjRsV6Sqw6H6VP4j/5Asv+8n/oQoA1qKKKAOT8V6pbaBdQaxJbtJNDBIkSruHmZK5DFVOABzz61wvhDVIvEXxmm1V7T7NM2nfKgyylflw24gZPbpXW+KfFGn6P4og0/VJUjtbm0LZ8oOdwccHPYiua8L3MF78ZZZ7KW2ezGnFUFuNoHIPK5646mgD16vN/iF5nhvxDo3jS3jzHA/2XUMAkmBv4jj+7XpFVdRsLfVNOuLC6TfBcRmNx6gjBoAhuNSjOgy6naETx/ZjPFtP3xtyMfWuP+EWmraeCYtTnEBu9RkkupZUAzhmJAJ9v0qsPD/jLwfYR6f4YmtNW0tchbbUCRJGpP3Qw6jr1rlfDuleM9d0y48K3MlvomkRTSRv5MZMkgL7yEY9hkjPFAEdn4SuPGvizxXZ6drs1p4ca/BuY4ACJ3x8wVgcYz9a1P+FAaLFc25W7urq3jcExXMvAXPIAUD+dejaJpWmeD9Dg02BtkVvFlpGX5nCjlmIHJrWtbuC9gE1vIJIzwGFADLCwtNMs47Syt44IIwFWONcACrVFFABRRRQAU0MG5BB7cVyHi34jeHvDFjdrNqVu2oRoQlsrbmL44Bx0ryf4fXfjzxNpFzo1g/8AZ9s979oudQZyJI1f5tqD0OD+dAH0TRWFfeI9L8Oz6Vpd/es13eMsEIbl5Gxjcf8AH3pl14iNp41stBkiTy7y1eaOQH5tykAgj0wetAHQUUUUAef6YZNN+Murw3MRVNTso5LaTs5jzuX685rvmYKCSQAOSTXNeM/CreJrG3a1umtNRspRPazL0DD+FvVT3ritR0X4meKnTSdZuLLTtMYlJ57DJeQYPPPQZA/OgB3iq8h+JPi2y8K6XJ52mWEwutRukG6Nip4jB6H8+9P8fXNrpPxK8DmWCM24Z4grICEzwCB6iu78K+F9P8I6HDpenIdiZLSPjfIx6sx9a5D4seCb3xMNH1HTVeW6sLlCYQQNyFgSfwxQB6XRTUBEag9QBTqACiiigAooooAKqanBLdaVeW9uwWaWB0jY9AxUgH86t0UAeE+FvhVrEmoB72KXQpbK0MKXdlcDdczbifMOO2CMg17bYQ3FvYQRXc4nuEQLJKF2hyO+O1WaKACsPxeceE9SGxXzCRtaESg57bD976VuVz3jkOfBOriMzK32duYFy491Hc0AeQz2HgqUXdtfoJJoHWRWFkUBVSSyAgfdG7BAOeAO1cBquleF9I8Q6lBPZ3srRxxvbWvKKzsclWPJUYIxzXXaf44sdARbTRLK7vJIkJUm0zMWI+YEsDkbuSevNbei3KjTLm91+1vFbxA7TiOOyE5LY4BOMrjAOOMUAYd83hi+02yudVsXtwoAltY7mUiDHpl8MfoKn8S61aW1w1gnh/VdS0yQpIt08LBhtAClcgjHIzwM4rtdTk0Xxlo+n6dNpl3JbfaNjv5DQsJEXOTg9Ce9J4k1/W9H8L2Hn6WbmxmdrO5iSMpKgOFTac8+x70AefTz2815INI8MTR3P2cxGdLHadwwdxi2gLncUOD0IJ6VRs9XltfCpspfDmo2sKwG1uZQ7JJKrM7qypgBtuPm9vQV2Vr4o13wvLa6dFbx39tIix+XfZ8+Mvn55GGcKANv5VV8aacs/grS47i/tNNNxemVDAzSmAPuDLkH7gz+FAGJ4R+JUejQpcJosQtLeMRKtvG6vO+cDe+TljkkA7q6S28eaJrelPfSaBFJqVnzPFLbrGkUZf5m3HncM9h+Fcq/hW78J6NMJdVtbnSbfU4pwg3K8+3B+Xjjrn3zXRatLB4w8I6zNpEl5p0yzmQ2oBZrnK/MmMfLxzgUAWNQ1zwn4T0rW38Oi3mvJrcC3lgtS6vuOTHIcbTnHTjjNaM+u+INZ8C297beHrO8hS3jkj+ysNqADLqRvyuAOAM/SsLwrpugazZ6hokSXjWry20sayMVO9VIILZz97jHpXbeHCnh/Wpku9KttHW+iNtaW1uxZZmiDMzbe3U49cUAW/CfiC28STWcc0tvDcNZQ3i21sCDGoyNrNnkfN0Ip+neIz4v1a+tUs5ILeB2itZjKyLdR5xIwIHbHT3qb4f+G7PwvZTW24Saldf6ZPlNpUP0T2AwRitS20228MaakqW/mJA8jFgNzoHbJC+vJoABcWOoWNxp2pQ21vZecbWBZZxmbbjoDjn8Sa1obgtePb7owIhgpzu9j9MZrMsdHhn/ANI1WytJLySVpFZI+AM5U+xxVjZqMV9eXM6wSW6lTb7R86pj5geOST0oAj1DxAmnSsJIC8S3MVsWRssC/crjtkdM8H2q5qVjHfJF5s88So2cRtgMe2R3quumq8z6gil5XlE8ccvyhTsC8j6VpSzRw7PNdV3sFXJ6n0FAEijaoA7VVihstOyqCKEzyluTgyOfr1JqO71ex0+BJb65it1ZxGN7fxHoPrVt4op9jOivtIZCRnB7EUAOZgilmICjkk01pkViGYL05PAJPQA08gEYNRvAkkqOxY7RwuflzkHOPUYoAcNiPtG0M2TjufU1ThKzXUUi3NwT5ZOwrhWGepGOtWnDecr7wI1U7l29Txg5/OnB0KB8jaRwaAGXNzFZ20lxO+yKNSztjoKpwarp+oktaahG6wFWkMbgrhgcAmiy1W31F5VjWTYrbRviZc+vXqKfb/ZJLq6hjtlQqV8w+XgOfy5xQBfrD1qPSJZrO8vHVZ7SUPE6pukGTsIAwTgk4NbYIPSmmKMvvKKWxjOOcUACKFGBnBOeTT6KquoTUI5GuHG5Ciw/wk9c/WgBLq9W1khRo5G8xsZRGbH1wOPxpYzEXe8WWQoyhcEnaME8gdjzUNrfWWsC5jiIkW2n8p/TeuDWhgUAZ39q2325oH8+OVONpiba2TjIOMGtAEEZByKhljeR1wShQhg+Ac+o56VDPqFlYKRcTRwIpCjeQASewoAt7l3bdw3YzjPNZmtS2s+nXVpJcogePZIFG9lD5UHaOevf2qeytEhubqaO7mm858sjybwh9F/uj2qo1jcy6xHdWd/GlqrFbmHyFJfHIG7GRyc/jQBRn8UaXY2VvDatJPMJBbKlvbNJsYHadwH3QMHqfSt1pTMypDMqFXAk3LyeM4GadHBbWcbmOOOFCzSMQABknJJrm/E1vpHiDRra9bXpLG3tZ/NS8tZQp3DK4z+JoAuS+HfDtvdbl0myjuppN6ym3BzJ2JOOv41Je7YLjT2nkm8633PsgRlikYqR8x6Dr3NUtNvo9f1e1ubPVLlLa1jbNpJFs8/PAkJPJHpWpfavpiXiaZNeBLqX5hGhO4Ac5OOgoAxX8dRrpEF4NI1BZnOZYZImTyVDYdi2MEAc8dadovjzT9aa/aK2uFisYkkllVd4+bPAC5J4AP41r3dpHfRpO9zI0BZXjML7QF4PbrnH5E1V/wCEeEus22qtK1o1s8hMFtgJOCMAvxk8Y47YoAsL4gsrqOGSxn89ZWKKY4yy7tu4AkdP8eKj0LWNQ1CxeTUdGuLGWMch2RhJ7rgn9cVU8Pa/Yazc6hZwRJBsmkCR9DIoODIBgcE85962tMs102xisluJJvKGA0hy2M8ZoAW1vhexxTW8bmFyQWdShXH+yRnrSz30VuIi4bEj7QSMAYzknOOOKt1WvLG3v4GhuEDKylc9xkEHH4E0ACsrzzReTIoIBMnAVsjsQc5qPz0SSaI2k4QY3PtBV8+nOT+VSLcwpujd1Ro+CC3bt+lRx6rYSyNGl3EWVQ5G7+EjIPvQBWC2k+lJc2ySyqqHyjANj4z0HTFLayfZpJRHpcsQkQTsy7dzueCDjjd071mv4rtr0R2+nW97KtxmNZ4ocBD2b5u3vVqw0xYmif7Y0kkEHkPCz5TduDFiP73+NAG7WabsSXvlTWVwgilwkpI2HjhuvfJHrmtEnAJNRxyCTIIAxgge3Y0APY7VJAJwM4HekRVVflXbnkj3p9FAEKW8cczyIoVn5fH8R9T78VNSZGcZ5paACiiigCvIsn2mJ03FeQw3YAHrjvVHxH/yBZf95P8A0IVJOmpjXLWSGdDp5RhPEUGd3Yhuv4VH4j/5Asv+8n/oQoA1qKKKAPPPHlpHNqokZVuHjsXlFuiAyDawy3P8ODz9K4z4dGM/GG4CQtCyaeyujJtKncOPyxXR/EDQ7jWPG9jHBd3FmW0+SPzImb99lh+7IHQc5JrlPhfpuuaT8Yb6z19WF2LJ2DbtwdSww2e9AHv1NZ1QAscZIA+pp1FAEaRIkjyKMM+Nx9cdKfgDoBS0UAUtVurey0m7u7sDyIYmd8jPAFcj8KvFZ8XeGZruSKOOWK4aNhGAoIz8px24qL4yaxHpXw6v42ZhLeYgjCsAxyRnHrx/Osj4D6fHbeFr+8topYrO7ut0CTHLgKuDk/XNAHT+P/HCeCdMgmSza9up3KxwK2DtAyzH2AFb+haqmu6FY6rHGY0u4VlCE5K5GcV4h8ZL1brx9YWFos895JZvbRJEcgPIducfQmvbtB0qPQ9AsNLhJKWsCxgnqcDk/nQBpUV4b4S8a6p/wtLxNceINU+zaTZiSIQzuFVCG+VVHc4BqbUtb1b4reJYNK8O31zpOj2yedLckmNrlSxG5B1I4oAt/FfwToMGnNrUVjHHNdXkSXlyD91GYBm9j71ueDb+1s38W6nFhtLtJEhhaPnckMXP86zvEUWk+Fvh3J4Q1DUZNV1C5DR2sJ+aZ2Y5U45PB71z3hr4eeO7vRl0DVbmHStHkYzXbQsGmuCcfKcdOBj8KAOJ8S+NU8ceKTqdjpt3NqMFxCunxxA/LCrFiWx/ETgV7L4C0DxDd61N4u8XYj1GSLyLa0A4t4888eprsdI8M6LoKIumadb2zLGI96IAxUep6npWvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWJ4uv5dL8JapfQKGlgt2dVLFckDpkVt1yPxO3j4ba8Y2KsLVmyDgjFAHCQa4VsjePd2sbZUP5JkMkYYHnpg84yPrUw1SKBPszeIUiu5bNZfNR2ciRlwvQYHapND8RRaD+z9Z6jd3UiStbyJG4G52cs4Xk++Oa87+Gd7q3gzxtFYarHHAusWytEbo/Lk5MZz2GTzQB6lpeg32hCMah4kmkjEO7/AEq52B5W6Yx0X681n+I7PX4re2vLDUzfyvOpl097kNDGgOdwY8k8dq8w+JN/rdx42OmeJNRMNmpyWgiZIm45Kg9fTNdB4F8DzeIhaWcvipP7FKmb7Db3mZs8jIwPl7ZoA9I07Vporx7e4trUx2mxIZEnw1yMKzMc9VClsDvtrHNvLNqd5HZnT9QhhkuB5ckrRv8AOxOwAjHXGSPSuCufBVlD8brXwr/aGoGwZN277Q3mL8hP3vwq18V7K00PxR4Y0y9u7k6RDGS06yMZyjPliWxyc9MUAem6zeC1t5xpkKTva2z70nnHJK4UoCOSDkfhXEzeIr7w/a2yx+GrtpbjY9w63gLGRh8xwOmR3qXTPDvw61fxDp8eneL9SubuT5oojdFiWXBAPpwOlcppWjaBrXxG8TWus6lPocETkW6/adhB3cqcnkY5x70Adosmsw6Dc6hpkdjNaiPyNjy7nVmYNuLAfwjI45rsV0UajY6Rr97ZXc97FFuVIrg/unfAJXPYj9K4L4K3eoHxfrulWV7Jc6Dah/JMp3ru3AKQfUgflXpHxL8WHwf4Lu76AgXjr5dvlcjeeM/h1/CgDnNQ1+4uJJNO0q+vbK8hkjU3fyziRGJO1iPu43dT6V3lxNbR3OlxXV3JFMc7IjyJTgferx/wj8Ijqvgs67NrF0mt6in2qGaGZkVCwyAwHXk81B4p1rxz4X8FafoeqNu1C6ulSz1SCcZIB+63fPIoA94uCrwyQi4EUjKQGBGVPrTbRJbWxhju7kTSou1pWAXefWvLtS+D/wBp0R74a9q39u+UJTK9yWQyAZxt9M1xus+ObvxD8GLr+1Xu01SxvFt2mg+Xc/ON2DwOOaAPoO7voLIQtOxVZZFiUgZG49M+lOlljWRFZVYg5JOPk9z6V4f4J8ef2z8Mtb0XWL8xava2cjRyXLYMibTtI6dOB+VWfAngez8Y/D601PUNR1X7ZIZPNeG8I80hjtzyenagD2J4beVU8+O2dWbecgEFuxGadeSE2k0dtcQx3GwhC54VscZFeBfCfwTJ4pF3favrGpiLTbvyYbdZ2GCpB+bP8qEsPDviP4qeKYta8Q3dnbwuPJxd+UrHgHBzj8KAPoCxWRLGBJpVllVAHkXozY5P51SZtTE0TyS2sUatJlcn5xzs/oTXmfwp1SRfGuu6Bp2qS6h4es499tJISxViwBG89e9Z3xXa+8Z+M7Dwt4evsXNlBNPchHZdjYBCkj14/OgD2a4kvV+y/Z4on3uBOxbARcHJHrzgfjWB4j+36b4T1REvUuL2XzGtPNZYyoPRRnqQKxfCPjZ5fhS2s3yrFc6fE8UyswHzIdoPJ6nA4Peue0L4fj4jeFLbXPFGq39xd3O6W3WOUKkKn7oAFAHb+Ddd1OTQYB4ltI9MnSNFR5ZhibjqM0zxj4vl0nw8+oaFJY31xG4U27Sjc4Jxxg9jz9K47T/hVq2s6KdK8aag8ttZMxsJIZfnAP8AfOOcDHFcP8MfhponijUtetdSuLuU6dOI45rd9qOMkZ/SgD6L0bzG0i2eaAQTSL5kkYbcFZvmPP1NaFV7W1Szt4YIy2yKJYlBPYDA/GrFAEe5lQs65IPAXnis7Vp9WhEP9m2tvMXkAczMQI1xy3FatFAHP2+rWuoaObqzuFtEW5McrvEU3MrYIA9/X3q7Z3seraV5tpebxcLJ5U6JjbyR0Pcf0q+8Ucm3einadwyOh9aWONIl2ogVck4AxyTk0ARQwOtukdxKZmAXLEYyQOv581JJBDL/AKyJHwc/MoPNSUUAVreKeOScyvGyu+YwiY2jHf1NOSOTyAHcCTOSUGAeanooA4oeGdd1HVFudQ1+7jtfPWY2CIuzapOFLe5wT+VSWfhDTNM8Qn7JOY45He5NiU3R/MACwB4ByM12NROjmZHQqAOHyuSR6ZoARYAmzaQNo2k7Rkj0qjdaVa3V2t3cQF3hkV49vXI78fyrQkYphiQEH3uOaWSRIo2kkYKijJY9AKAKl/bma18mKcQBeXAQEMndcehFQHXLRvsQty0yXWdjRjO3C7hkdsj1qNdftpYjcQQySR+csIkICq+f4lJ+8B7VK0tjpt9Hb7oILq/lJRcYMpUZP44oAs2duIoULrumUbTIyAMw/Cpdga53iQ5UYZAeOfWqet61Z+H9Kl1K/Mi20XLmOMuQPXArlp/ih4R0/Vfsss06XlyiSALbuxkBHy4wOeKAO1ubhLW2kuJAxSNSxCjJwPQVCNQhKWwfzImuiVjR0IbOCefTgGqD+KNNj0uHUCLkwTAmPEDFmA6/LjPalk1dZLrTyttdC3ljac3DKVRFC9Hz0PPSgC9YoWtEEySFwSP32CxwTzUN1FmeNILZQenmeUNq4xj+oqCy1i0v9Wlt4pm8xUWSMBWAkjIHIJGDye1Xb3UbbT9Olv7hytvGu5iFJOPp1oA5yDUNRuPECaUVWDThHuhuFk+e4YckDtgd62jbRz3EkyYWXy/KEw+6STzx68VQ1aS0/wCJT5ERWSSUNEwhJKKeTkDkZrYubqC0thK8UhUsMKkRZsk9cCgC0oKoASWIGMnvQwJUhTtJHBx0qGGSZpJFljCAN8hByCvqfQ9eKsUARxb9h3ZLZOMjH0pYvM8pfN2h++3pQrqwJVgQCQT9Kjd2ljxA4+cHbIAGC+/vQA6JTlnYYLHoR0AqWqxFwrW6iSJucSlhgsMfwj61OSBjJAJ4HvQBHb28dtF5cYITJPJz1Of61NTVYMMggj2pSMjB70AZV/rsVlrGmacIjLJfs6gow+QKMkn2o8R/8gWX/eT/ANCFQ3Ng6eItPuYbWAxLG0bS7CXQdQM9ADU3iP8A5Asv+8n/AKEKANaiiigDzzxnqRsvF1suoTRJp62DvAqlvNM29c42gnGABnHc1y/gXXpdd+MV5O9lJbp9iYqZXdz1XIUsBhe+Md67/wAQ6NJrXiGC2dhFA9jIomVQzht6E8MCvQenc1w3heC3tfjxe29rdSTxx6YBh02lD8vGMAe/AoA9lpCwUZJA+tLXl/xvumj8LafZpNNC95qEUYkhzuHOTgDrQB6ZLLHDC80jhY0UszE8ADqa5rwn4/0LxpNeRaRNIz2hG8SJtyDnBHtxXP8Awxv5brTdf8O6jM93DpN01qs1wctJEc4DfTBrzrwSur+G/HniJPDFodbgjheKHyPkhRt+VDFsZ28jgmgDe+O+uaXqGmW2iWk6ya1BfJiID50yOo+uR0rsdHvdJ+F/w+0621u9jSVI9zqrZeR25O1TyeteK+NvDPiePVNN1PV7qRvEF8JLjZCf+PaNBnaMdx69K9b+H/gTwxd6HYa7IZdauZ4w4nv28woe4CngYP40AcrDo+t33jGD4hJ4YVLC3lzFZwxhbidDnEpU9W5Brr7zxj4p8SA2nhLw9dWoJ2yahqaeUsXrtQ8sa9HVVRQqgAAYAHanUAeY2fwS8OSJHca4Z9S1JmMlzcGQoJnJySQPyrb1v4fwXslhcaJqE2h3VlCbeKS2UEeUf4CDxiuzooA47QPh3pej3sepXss2q6unS+vGLOvptGcCuxoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQjIIyRn0rj/iDbGD4Ya9Csksp+xyYMh3MeK7GsbxUu/wAL6ipmuIcwkebbpukT3UdyKAPm/WJ7nWfBHgfwZYDN3MGebjhdznaCfTufwqf4k+EPF2gR6PrWsX1pfi0KW8P2ZCDGFO5QQQM0268XeI7DV43ttZ1hNMhP2d7q7sVVx83zbPlx/CDzzVzQL3xHrpKaTq8V19vKC4+13UhmJV85VRwp28elAFnWfEn9s6jZ3vxB8Oj+wJ7YNZ3FqhZ1PXlwfzFR/DbT7e6+Lyan4QsrpPD8CFZXlJAXKngk9eegrT8c3/izSrQy6pa6fAbfAt4oXkCzw55VgG5Oef61leCNY8ZXmga1pwuFsbaFleaRY8XCB+gVjxt9zk46UAdHfLH/AMNN2ryxbk+zY3IeAfLblvwzxWX8dY0j8U+GLuGIS2qxZCeWXTYGB+73GD0pdK1fxNDpel6Fpt5p1xd3ySKLqTzWkJQMdyy5AIAAA/wrQvDqPgfSZZ9WvZNW1FkkjsZVWSVGQINyk+Z8v3STxwQfagBvh7xf8PLLVrWW20OW31GV9sUkdiU8tmwOOTn68cVm+GvBGmeMPin4sg1y1meKNi8bLKfvFsZDd6i1TxT4huLHSdRs1Annky17bxSvHCoUZVFbODjg5HXvXbSeJ/F0M0g0+bTZbOCzS7d57OZZSp/h4zlvw/CgDE+EtjdeEviX4g8LytMlpsMlujjIfBGGzj+6TXefFTwtc+LfBNxYWUfmXaMssKmQoCQefrxng1oeH1vLqwtdTnbE8sJXdPAPMQMc4LcZHTt2rYkvILZQrXCu/wDHGmWdjwDgA5HUUAeP+F/iuvh/wcmjalot7b6rpsP2dIzExR2VflyccEn+VUPEXhn4g+MfDtp4k1JF+32lwJbbSI49u1AcknJyTwOPSvZbaB11qRvJ2wJbqmZNzMxBOCCSQf50kdx/a1rbzC8ktsXJAFuc7wpI2tkce/SgDiJPi7p17oM1rYxXi+IzF5cdibVi3m4xjpjGfWuOvfCl1o/wV1KbV7cpqep3YuZYWwnluG+UAYPPXiu9KeLtV8cLPZHTbXTrCYJcvHkm5X+6SVyCPyruL7U7DT5LeK9uYonuZPLhV+sj+gHc0AeGfGDwLLfeFNG8R6dabp7azjS82D5imwYYj25/Ouw+CCSQ/CqMMrI4lmIBGD1NemFQwdZNrRtwFI4x6e9ZN/Za02qwT6dqEMVikbCS0eEHe38J3dQPX6UAed/ASO6XRdcluGk/eagx2uuDnHJz3rl/B3w20vxT438UN4gtrkfZbs7Iw2wNuJ68Zr1vVbHX7fSNYbSNSMl80Sm1SRV2xMByM9STz19a5TwAfidPq63fibyl06RX/dtsVg3Y4UdPxoAp+CNJsvA3xX1vRbUyw6fc2azQpMvVgeit3GNxrB0rRPE/ibxV4h8YeFNQSwFxd/Y9sqZZ4sKGcZ9MAivY7uw1u41SKaPVoLW1jbmNLcM0gJHBLE478j1qRdZkj8SHSH0q6SNo/MjvFUGJvUEjlT160AeFeGfDN7baz4v+HmozyySajEJYLsJ8rOp3Bie2eP1ro/CvjmP4eeEIfD+u6RqkGoWocIRb7kkySQQw7V67MtxEnn2trE0m07oidrMcj+L8+1Z3ieDVDo81zo0kK6ggzGtxkp0wRgEc/XNAGH8NrvxfqenXOoeKdiRXDBrSAx7XVP8AaGPpXOfCCwe28X+N5hGscJvvLVenO5j09K6XQpdeuNTV7lLpPsxIuI/MzFMxTgruHAz2FY+uabqc3jszwWrafZRqk73UcrmWd+AyKASOhxnb2NAHqNVlRzeM4uHKAYMRUYBwMEHr/wDrrntNk8R+Ram7QSB2yWWZSwXex5G0AjaVHGDU76RctqN65ubySC4uEcBblkMICjhR0IzkkZoA6OmAPhtxGcnGB2rOjWKCW0iEszOqER+dMRv55z/eNX5vNKlUUYI67sHP5UAU401CF2V50n8xs7ioURgYyoGcnNaNef8AizS3ttNgLT3G06gs5cTKjxITllTAJYAjJGMkZrooL7VFvYmNpLPZzIiqwKqVOW3OwPOCNpx+lAGxJOI3VNrs7AkBR6Yzz070tvN58CyGN4ywzskGGH1rFuLjWH02SawtBbz+cqiC524Cb/nfKnuvIrzzQp9dm8XX+pahqGqTaWqF7K0HG5WcoVbcOfXr0oA9iorK0CWwfTfL0+5a4ihdo3d2LNvB5BJ7irszKkiDfteQ7R8w+vAPXpQAp883Y2sBCF+YFep9jn+lLc+cbaQQOiTbTsZ1yAe2QOtc14v8Savolnp7aTo/267u7gxeQ77SFCsxORx0Wk8SaxbJ4JfxBLHLHHFCLgLKWjdDg4+X+9kjg0AdHHK8dpE05LyEBWMcZ5PrjqBUk0iRRFpASvQgKT+grkLPxHJq3glNWsA0sRPJtWCvHH/Ex3jG4dSKoxalceKYV1fRPEc9vpVlHJFK5Rf3zqAQxDL09aAOsvbi6srmwtLDSxcQSOVlkEgRYFHfHc+gpviF4rKwOrDS/wC0LuyBa3jRQZATwdp7cdfauGubbWfFfh3SY9Inn0m+tpBNOAwUPg8ttwSd3JXtzzXZ6lPef2FcxWZiXUoYwIzdsMbiMBzj8fxFAGjGbXWdKUyRCS2uogWjkXqpHQg1wEmiak3xHR7XTtJuLSzMax3DyEy2cRXlQme/Ymtbwmtzd+HbTXVjdrj7OVht2YAMpI4OPocfWqWmXXiSXVpdU/sSaxiuZ1j+z70LMmTmRx1B/HpQAeGfEqXPi258NaVFbiCykkmuGV9yqhOAq8nDbuSOmK6nTm19ry/j1GK1ECTZtJIWx5kZH3XU5wR6965qHwcNM8TvrsKG41DUMQXUkMiRLbgcllGDkngYrqdUtXnnt3i+0I8cglzBLt8zbn5W4wRz3oAqNb+JV1R3+12b2LjCxpHteLlecnO7jPGBVyKz1QRbZtRVnGAGEY56ZJH4H86reI7q6sNMaeKOCbChZDKxUrHkbyMdTjsMVW1VZLfyTFHc3EsqFIJzllhLeoUhscDkDPvQBfkkk/tR7WTzSPIBjKsMuc8nHbHvWiy+eoSRHXo2Q2OQemQainuPsdpG0sckjkBSIlLc4598VNEEZEkXeBt4DE5x7g96AFSNl8zMrNuORkD5eOgpygqgGSxA6nvTiMgim5SGLJbCIOWY9APU0AV7I3Mlrm9iSORicoH3gDsM4FOhs4obIWqIqRAFQsQ2AD2x0qbzEMfmBgUxnI54pk08cNs88hIiVSzEAnj6DmgCtdpaNNaRzRyswb906h8KR6sOn49aH0y3n1AX0jvIygeWu87UI3DIGcZwxpmnRWC2MD2UbfZ5iZI8hv4uT15FLdCDTbON980VtAceXChfdngDABPftQBN9jSO38q1cwfPvyvPOeevrzVrOBk81BZ2kFnD5durBCSx3MWJJ6nJ5qcjI9KAMGVRdeIbExC9REDTSffEbHGArc8HvjFWfEf/ACBZf95P/QhXK3FtqWn/ABD0qK3urxLSZW86SUhlnIGSuB04711XiP8A5Asv+8n/AKEKANaiiigDkvE1yItesY0+S5e1nW3ZpfLV3JQY3ew559q5TQ47pfjjO17Jby3X9mlZHg4XgrgYJJyB1Ndrql5CPFthamJJZls5pQrEYHzIBnPTp1rkrJnHx+uo/IEcZ03eG/vk7cnNAHqFeSfErUINY8eeFPC0O9riO+S7mZVz5a8gf1r1uuN8O+AotF8X6r4kuL6W9vL7Kp5g4iTOcD+VAFDWvhPper6hfXMeqalYx37iS5trWULHIw7kY612GjaJp+gadHY6baxwQIOiDG49yfUmtGigDzrU7aO5+NVq0ke8Q6JIRnopLkfyq18IgB4BhAGALmcAf8DNY+m3Lt8X/F95cxlorOyhiRxwEBGT/jW58J4Xi8A2xcYEk00iH+8pc4NAHb0Ux5EiALsFBIUZ9TwBT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKiuJRBbSzEZEaFiPXAzQBn+IPEOm+GNJl1LVLgQ28f4sx9AO5rhfCXxYufGOt3tlpOgtPb28g/0gziMCInAJBB56nFZDfFPwZ41s511fSpCNNQXkcc5B3yA4CqB1PNQfDDSLjwb4qV9TjMB8Swma3hRPliKktsY9iFYfrQB7bRRRQAVh+LtTn0XwpqOp2yhp7aEyIpBIYjsQOtblYvivUbTSfDtzqN8m+3tSsrLjOdrA4xQB5V/wsK5vPh/qyLo9zf3UTPFcCSN0bdISQVXk7QD0zkcetcB4H8R654daC3mtdbi09LgySW9panIU4I+YjPJ6j0r2zWPFXhLRPK33Edt/bAE0rKchs45JHQ9s+1Ymq6loaePPtMjassbbFWa3nBgkYr1IzwMECgDCn8XWfjLXLvTp/CGpXfmusygxeW8SqOh3evXPFJ4R0XWtZ1OZrnw3BbWcrTTQSyht2QdoSTPUdhn8K7L7LaQasJrR9SnmuwVSK3uV2qijjPrT7bTbfT59KYHXJI4JJGjn8zHJ+ZlkHcDGBQBzVpodn4U8SXMVjp0kd7fTm3W3eVWhZMeY2xcAqCoZaow6+/iG/s/D9v4Kh/dQSCVCQr26OGVtpPAyzAjHaumsY/D/AIr1mXxPNPf2dwZ/s0MVxlNjxqSxA9cE8+oq9c6BYjUorOG/vkms4ABbWz7XKF/vtIRljypx2oA5PQPEWtw6ha+GNSVVa3uWDO0S7bdVbCjfwrZHHY16jOtreavJp0MUlvdJCGN1EMFFJ4AJGDn61zv9neDb8yRy6rLOtrJ+9gkuOTIhzlh1JBFb/nWfiXRZzpOqSwRzr5aTRkqQc8lc96APKk1rxzD8S72ytYZb/TZ7gs8NwhEaR9MgngEY4Aq9b67r+ratHbaRd28t5DqksT74nTcm0kF2HOBtwccZC10esS+GtDkX7TqshnmDWyRyzECR9oALevOOfU1zf9kWen6stprvilbe4vE/0aS3mCMFYfNux7gAHvQB6ZaXDaXqk9te3BdrlWuUCwsdoA+YFhwcdAPStC0ig0+1VFRFEkhYeVHgFmyc49feuW+HdzYtpuoNb+JG1xjcGV5WBBjG0DaB6cVtalo+o6hrthdx6vLbWFvlntYuPNPbcfT2oAsoLdrVr+eYN5bGRjG/yqVz2B/MVmafq/hnxVqq+Qi3F/aR+YPOt2V4lJ6jcOOa2Jhpi2c1vI8EUDMUdSwUbj2+tTwpaCd2hEXnbVDFcbtvbPtQBT13UbDS7KO51GOR4VmXHlxGQq2eGwOePWltdbgvdWm0+KKfdFBHOZWjIQh84AJ78cj3qfVII5tPlD7vlG5SoyQw6YHrT7e4thHHGlwrsFxkuCTjAOT68igDMlaLR7m91W6vpZIJpFVIYo9wQ4xjCjJJPc1V1nx1o+hXkFndreNdS7cRQ27OV3dM44H51et9Qzqd/aM9giRANEqy/MSRklx25o0+2sLZAy3KO7O0v+s3YOOQuecCgC+izyXJkcp9mKKUjKfMG65JrJ8U+J08M6cbv7Fc3u2WNJI4EJZVYn5unOMHili8X+GZrsRx6zZNOTs2iUZznp+day3lvKwVX3Zz24GOufTrQBjr4immvNMaCzley1CLfGfLYSKeCd4PCgAjrz1rR1IXKos1qGaSMMfLxkPx069fSs4eLdJTTorwTyTQMXUyxxEhSud27HTpXOL8W9Gk1JdOeG8s74gusF1CVMi4yMHtntQBr6lrEX2DVLS0Z9OuYIxNdzmDcqBhliP7xxXJP4isdDtdP1vxOJzDE/2fTZGhZ2khKjMj4OMtwRnp6VmX3j/Vb7xDq0eneHWnBtVUMHBU8Z2v2+gHNaOhatc69q+m+FdSiZBFbC6lilQShxtwFJ/hAbt7YoAwbvxZq+oeIUg0C7nh0zVWMFvNJAY2so4lDSCNeckgZzj0rdfxJ4n8FQ6lc61NJf6JB5aWNyAPOcsFKhwRzkdT2Oau+KPhq+vWdnb2mrz22p2jSzC5C4+ZsAZA+6CF4xWVP8G9T1jTHi1rxFcTXUuzBQny4go6lT1J4oAvJ8YIYW1eLUtBvIr7TY/tCxOynKkjo2Bjr15zTNR+Kl//AKVaxaO1pqH9mm7hSS6UrtIyGPy/eA7VWsvg3ew2Wry6rrZu7y6tBbRyRqeFBByd3U8VtXPw1g127i1K+uRLMNNNqv7sBQSMBh7igDG0D4p3+ovoGl3vhiSfUbuDzoJZbhFEmAcuBjjODiota+O+l6ZrtxpNxpF6fss5jedZFVlIPIAx26dea27DwV/Y+o+Hmnv5NRudLhaDCwAuEfhWLdgtctqfwlhtAY9Z1uH+z/tv22WaSMeZITwUL9eeaANZ/jM1zorazp2h3r6Yt2IHn3B3B25I2Y4HI5zWj8KNd1Lxnoc9/qjzfurt/LdZAquM5ClR0ArI0X4Yra3ca2+v3qaJHdPL9lSMKjIG3Dc3ccDmut8H6TH4UsdYS2u2vYTM90ltHEA6BucDHUHtQB5lpfxik8O+KvEWm6zPPNZCWQWjxouYmBOBj0Ndb4c+K1trml6Rp1s8t74guQxkWNVXygpJ+YkY+76Coo/hnpOseE9VnvIp7ebWbkXMXmQ5mtWJ4X1+tOg+GVn4Tn0htI1ebT9TeJ7aS5WAOk3DNlgeFOOh9qAO/wDDXibT/FVlNdWIk/0edoJVkXBWRQMj9etJ4v0s634Yu9MFt563IEboCAQueSM9x2rO8L+DW8LWNjbWGps8QkkmvS6Am7dwPmz2wfSrmt6xrGnwXEllpEd08I3iPzwGdM9h60AZXw9sNesfC9xYavEySxTuluZyG3Q/w5C+1a2hvJeprFpLai3giuWgiwgXcu0cgY6c9adHqWtzyrJFo+yIjDrNOFPTsKlm1DWIoi/9lwrz1e5AFAFTw/ZNHqU863Mk8EUK2ivLGEOUJ4GAMgetWdYS7LLGtobuF0dy52gQMoJQgY+Y5IA+lXZ7m9igjaOyV5WYAp5oGOM9arXl/qsMbeRpscsvlFwhuACWx0/PjNAHIeCWvdJg0ldQfV7ptTg3b5T+6t5Dlim0dO/J6dKk0i01Ya88Goarqi3Bu2niijw0aREcJI5HI74HSti21HxfKqyTaRp0URXdn7QxYcdMetYB+Iupw6rFpk2nWxu5N42RlidyjpQBZtYr8fEmXSZoLibT1A1IXLs2IpTxsB6EdOK6S68Ri38VWuhR2FzM80DTNOq/u4wOgJ6ZPNQ2F74iv0S4EFjFGcho5VcOD6Vc+1arGy+ZBauQ2GWMtkjGeCe9AF68sLTUYGhvLeOeNgVKyLkEHrXJ+J/EB0S+0u3l0W6mto5fNae3UusKDKrwOSTnp2rekl1UzzGC3tFVQAJJXbD8Z4x6E4qtpd5fyS3Et5BZxpHgSmBmclsA8dj1oA3Y3EkauMgMARkYPNPqg0moSTI1ukAtiAT5u4P+XSmqdU/eec1pGuflZdx4z3z7UAaNIQCMEZFQyC4Pk+WycMPMyOo74pZPP3DyxHtyM7s5x3/pQBKAAMDpTd6GTy9y78Z255x64qHbdiP/AFkRfB/hOCecf0qDTLia4jkN0ka3MbmNiikAj2zzigC+AAMDgUtFFABRRRQBgXt1qA8W2FvbeS9qI2edGUh1B4DA9Dz261Z8R/8AIFl/3k/9CFLfacl1rWnXbSOjW28qEbG7Ixg+opPEf/IFl/3k/wDQhQBrUUUUAYdzolvc+KItSkcMfsbQPCw4YbgwI+hB/SuF0YTN+0BrBYK8CWK+WynhcheD712V3rcsXj6w0XYDDNZSzMQuSGDKBk9hjNZNjDbn4xalJEx3rpcSuoTAB3Ede/AHSgDuqKKKACiq19fW2m2M17dyrFbwoXkdugArm9J+Img6vqFtYRtdwXV1uMEdxbPH5oHO5SRgjHvQB5r4j1qew8XeNdHgtHuLrV/ItrWNByzFME/QCvYvDekR6D4b0/S4gQltAqYJ5zjn9asNpWnvqY1JrOBr1U2CcoC4X0Bq7QBAm6Y7njKKpPyuAckHg1PXOXlz/wAId4e1jVbqWS6jiMl1tLMTjH3RknH4cVZ8P67a654ZtNfGyCK5gEr7n4TGcgn2OaANqivONb+KFs2rWuk+Gmt724e5WK4uZH2wQjIyN5wGYjOAD2r0YcgZ9KAForl/HmtW2j+GLjzLp4bq4HlWqxMRI8p+6FxzWlpmrQzyrpks6tqkFtHJcxjqpYfl1BoA1qKKKACiiigAooooAKKKKACiua1bxFcad400LR1jRoNRWXeT95SoyMV0maAForB/4TLQT4nPhv8AtCP+1QM+Rg88ZxnpnHOK4Lxb8TtWtfHg0Hw5DaTwWaCTUZJhjywD82GJAGB+tAHp0+q2Nrf21hPdRJd3OTDEzfM+OuBXhUHxP1m38Q+MI7+4a5iXdbWNqoGBJuwMfQZJrB1228WeO/iHD4g8OW92LWVyljdO2ERU4LZ/hHU+9e2eFPhxo3h21SaS2S51iSM/aL2XLO7MPmxk8UAeX/BP4eaZqDyeINRczXljePEsAIaPcAPmPryT+VfQDRRuyO0alk+4Soyv09K8V+Gk8XgDxB4p0rWpY7G0N5H9meUFRJuLBdp7jH8q9mur21soPPurmKCLj55HCrz7mgDmfFuleMdQu4H8N65aafAqYkSaEsWbPXNcyfGHjPwdqSReL9PhvNJJC/2pZKQqZ7uD0r0i51TT7J40ur63gaQZQSShSw9s9etSXdtBfWU1tcKrwTIVcHoVIoAWzvLe/s4ru1lWWCVQySIchge9YfjuBbnwRq0LBCHgI/efd/GsP4SvFH4YvbC3YtbWOoz28JLbvkB45rpvFEEN1oFxDcXMVvExUGSbGwfMPvAkZU9CM8igDzvXdP0jxLoNouj6BaakkcCKs8ETEJtYZjAHTIJrndG+H9zZ6wGufDha1aVULeW0jIyNkMDnGD3Nenx6fNpSX8eib5pY7dPKh2FV83acEMTgrgjgdMdaqCZ/AeniTVNUurgXs6/N9meVIDtAI4J2gtjv3oAg0K1tNHvYbmdNNtZVSRMbG3sWfhlz91D9Kg8c+I77QPsN5c4uNKt7g/bJFhIKkYKYOeecAjvVG48UG28Sx2sz2DapeSiG2ju7Z1PlE8tuxgDvtPPvVT4xa5cSeCk0hbOee8vL1bdG8lo13r82VB+8DjFABN4wsZrBr2e1sE0xkeNtk5Ub5Ruycj5W+Tv/AHqq3HxPs9N1iLWkjaS31C3YCN7jACI2xfLHTcTknHavNltPiDqGm6xo8mjamUuXSWaNYPLTcuF6Ec9F6HtXV+Evhf4ksbCafUtGgW4tEMlu0jrM8jAHair0UZOc9cj3oAytL8VwrrGpS/2FZWa3LeSRds6lWIIJDsOGbJz713EXirW7J7fR5E0VvLgUwwfaMzREjCjPRs+oqnrOs+L7mP8A4R+Pw0lwqzJ5808SsrMRwQmwcZ74OD3q7qugeJNS0GSz0zSoVcTGESIka7IyR80bMPujnABoA8/1iz1CTXbjVdXSy3JO00sb33z7k7Rbv4TwOAag8O6Bd6rqN94lv9Pje3LjybcS5BMn8KZ4+UMCQSMV6D448B6prDaBZraS3d/ZxFJb2M7B5QIAI5wHx2z271L4a0HxE1vdaBeaJaxQ2YDWM8kCMUIbI3HGCWXjcM4PWgBdA/4Sjw/YPHa6al34h3x2bwptSCCBWba5A9Rzu9xWh408V+P9M1pdO0nQleK5KJbXAORvK5YE9Oua0dNtfG928q3S2djPEoLzZSb7SdxwrYxtAXB6ZORzXZTxSJFZxtd+W6SKTLIFO/rlfqaAOH1r7N4i0SbRdT0Z2vxYi9kgLiNjP0GDnJOR24rL8G6hrMGn6Kt74d1BtQ8vyJbxWUmOPOMugO7gdMiumsvDzf8ACX6xe68Y5/tSxx2lxwiqn/PNQSSDnv3rodM03T7GeNrVo2fY0PmSDdK5BycueWxigDHufD8UVw4TUdTkuhEJJFaYqtwqqV2gn5QScE49qz9C02HR7fUIbmzuLdL24S7Qud4jmfBKLtPKqQuT0rubq2t7qHyrmNJI8jhumagutOsby2+wzQoYwmAi8FV6cEcj8KAPHPiloFzZ6ffXmnW8kMs19FLNex7gqR4xz7AntkVtXeu3Wk+E4NI0nyNe8V+UUJt4QNoI+ZuAMcEfWvTZoLNLMpcRxfZo0wRKAVCgd89qS1gsWSK5tYYMFAEkRB93sAfSgDwr4d+DdXRpobnS7PTbmdY/O+3HdNMquS7IvVc5Az7V6R4u1PxDFrGn2Wi6dHJppmVtQuQ4+VepUqOQMDk11c9pZG/gvZLRHuk/dxzCPLID1GewpkcFjFdyyQQwxzyShp2CYZjtOCfw7mgDnL6e0sPDnlaVZmdEt3kXTpQYxMm4Zbpnjt65rynX7PV7bxJPqmqeF5pL0uE024tZmPmOeVHI6AHFe/TT4m2vCGh2hg+4ctnAGDU8Tb0BbBYEg4GOaAPGfBMPjK08N3yQaJbW/lK8xt7uFt88pbOAcdqueAdH1xtfbxbrFtc295dSG1a1VV2pF13E8EYP412mi+ItPuPFOpaMrRJdwt8o3lnkUdSc9AK6ECO5Mscg3qjjhkIAIwR9aAJspzINvoW+lNWQYxIyB8ZIBqjqOqaVocCf2hcW9pDKzAGUhVJwWPXjnmq0txoniCwuktru0ul8va8kDq7R8HB49M5oA1UjWOARGVmyMbmPJqK4lEESRQzQRy5AUSHAI7iuUfW7zRdNhlvLC5uZoU8yZ1twFZe2GLYBH40ujaRPq11e6xqIUbyRZA2yFkQ4O7q2W7ZB/CgDasra9s9ZkknNsYbgvgqxDA8bRg9eAc4pdV0dL69ivUWDzI4ygaX5lfPQMvQjv65xWFY6dqGqa8mo3dxcfZLHd9kE0ClnP8TNxlWB6YxxmuP8beJfFPh5b27Y+daWwgNo0Vqyxu7YJWRDnjGeQRg7RQB6yW8qBvNaNQuEO/hcdAQPrisZ9L1hY1W21Gztysj+bIqc+WcbRjsR+VYE17PrdxpOn3bzwa1JCsk7R2zrE0HDNjORnIAznIzUfjPWdJhtI7m3hvZby7jKW9olvKjXLqcDfx0HXBxmgDvLCG/i3m7vI52ZgcJHtCDHQev1qnrMeqS6hZLZWtm1sN7TT3DHMfGAAvfOay4p7yYW15aXa2MICreQzWbiWR1XkLk4A7cA1oyapFL4chub25NoZgoLbCPmLBQMEdyQMe9AGpE8kflwu0G8KMhTjsc4FQrbX51o3LXUYsxGUEAj+YtnqW/PiuZ1Lwy/2jS54dYitNZSYvJcvHvMysDuRFY4HGcDnAFdDb6javpzN/aJlEWVklC4ZSOfmGODj2oAuyJM0I2yBZAc8Dhvas+Oa6lgez1NbQ3coYxwxucFBxyTjn6VW8MNfzaH9p1e5W4aVy0ZVeBGD8vTvjrWpez2lsYpZwokJKxv5ZYqT9BxQA8OtlbW8bg5O2MBAW5PH1x7mhrO3Fwl35WZ4lYI2TnDHJH4kCpVZkSMTMC54JUYBP8ASojIiNuWRt0/CBgSMgfp0oAgmka6Ty9sQBUMEcncG5OGA6dv1rg7ux1LTrzTH1CG1u4bqeR7h7OydhHIfundnKjHX+VdvFpCW2vSahAuBcw7JxuwuQcg49Tk5PsKbqotrCwwXMMBYBwke/Az1x6/5xQBZsbiNVS0XbuiUKdhyFwOAe449adNMlxEyW9zEkynALgNtI68VkaIt3ZXR0+71U3kxZ5y5g2lo2+6rEcAj8M1jsdLu/EV5EYTHJaTDz4FtDIZgV+8WAyc5AHPGO/FAHTS2k1xZCNrhGJt5I2ij4STcODnqOn6msfTIdY0+xbTFk0+3uzErw7fmEeABtKk5bkda2PsLR3iizgghhig2BmQ5DfwhR0wMnP19q586Ldx2EEXiG9F9LFfG5EoUqRGCTgbeepXigDq7WK5t7OOOacSyrH88jDGW9fpVV7e7vLZ7e5mtmLA5CA/hV0PDdW6qynZKvCOCpI+h5qIabBHOk9uiwygBC6jkoCDt/SgCxbiZYEE7K0oHzFBgGpaKgmljgZXlmWNT8oDEAEnp/n3oAnppYAgEgE9PekxiTJc4IwF7VHcxLJET5SyOgJQE45+vagBLqaSBYzHAZtzhWAYDaCevPXFVdUnms/KvQXNrbh3nRBksu3jA74PNS2cl3MGF7aRw7dpTbJvycc9uMGrtAEfnRlEfeoV8bSTjOelSVh+IfD411tMb7Q0JsbxLoYGQ+0EbSPxrcoAqXG8XtqVcquWDLuADceh5P4VU8R/8gWX/eT/ANCFWrhLCW9txceQ11GS8IfG9T0JXvTdViim090mYqhK5IBJ6j0oAvUUUUAYGqQXk/iGxFlIbYiCQyz+SHBXcmEye55rE0qzS0+LmrmMAedp8Ujck8l2z1P+FdXM0H9s2qFv9I8mUoM9spk/yrjtCvftnxY1lTJKzw2EUbJIuNh3t09j1/GgD0CiikOcHHWgDzb4tCXVl0DwvEhb+1b9RNgkYiTlulUviBDBB4u8AaZYEG4t7s/u1OXWIBRk98YBrmtW8S+Lbr4v21hDaaVBqthFLFEZ5SI5Y3Iww/2sY4+teg+DfA95pmqz+I/EV99v1+5Ty2df9XEmeAg7cYoA7ukJCgkkADqTSIGVQGYsfUiub8XaNbeJbeHSX12402RiWMdtMEeZcYIIPJFAHMfEj4jeGbHw/f6SZ49SvJ0aE2kB3Hkc7iOlcb4C8H+IfG/g7S7fV9Q+x+GYFbybe0fD3HznO8+nUV3v/CJeEPht4avtVSyBeG3KyXEg3yOT069yTXIeBtd8Q/D7wpCmr6Jd3+k3CrPaS2a7ni387GXqPX8aALvxd8G6XpPw0g/se3iszp9zG8YQYMhPHJ/iboeasx/FbUrnRYbbw/4a1HUtThiRLhpISkSPjB570Rp4p+J9/YPqOmyaJ4ahcXHluwMs7q2VyCOBXrCRpGuEUL9BjNAHmvhvwLrGq67D4o8cXMdxfxD/AEWxjH7mAdjj1r0BdKsU1Z9UW2jW+eLyWmAwzJnOD681dooAKKKKACiiigAooooAKwPEGs3ej3+jiOJDZXVyYLqVh/q8j5T17njvW6zKiFmYKqjJJOABWZqFhZeI7CFftAeBJ0mV4XBBKnI5oA8w+J3i2ztPGXh1dFQalr9jcurWic4BXG0+hziuv8B6JrNrDea1r908mqamQ7Qbjst1H3UUdveuJ8ReHxr3xXB8KC1ttS0sC8url1JEkrMAFYj0HavYILgAW8E0qPcOhJManaSv3senPagD52svA3jK68bahf6bavZ6tZ3Uztf3bkrMrkhdmQRkLnn3FegRfArw6/lzXl5qM123N1J5+PtDE5O72z6V6pXH+MfiHpHg63gmuHS5L3AhlihlUyRcHJK9eMdKAOosrK206yhs7SFIbeFQkcaDAUCrFeYW/wASLm/8T6YlwYtD0i55hW9X9/d9gAP4Bnuay/F/xK8QW/ifWPCOm6TI95LEqWEqLlst1Y9tuM4NAFb4+XMd54esDp/lXBtr0NcTRurLEQCAr4OQct0+tcn49Wa0s7a48WarNrF/dWzTWtpZy7beA5G1sDnoTz7U7w38P9c1WQ+GZ7e+t7P7Qk2tSXBAXepbHlH+LII/KvYPD3ww0Lw/qE17unvpnh+zp9rbeIoumxR6Y4oA8GtLTx1r8ek67faNf6nDap5Nq6uVcgHcGPqOcZ717P4n+IC2PgyONbS6tdev4/JtdPbAmDH5d30rtdXmu9M0KeTSdPF3cxIBBaqQgY9Mewrk/Cfge6XU28S+LJI77XXbMI6paL2VPf3oA1Ph34ak8LeDrSwuG33T5muGxgmRuTn1qv8AFHVrjRfAd5eWqI84eJUV4w6nLjgg8Yrs65jx1oTeI/D6aYAxiluofNwxHybxk8daAK+nv4mXRLG5k0q0gv2mAuLeCUbfJAO0ZI6gY6Yq/Z3WqXttJBqOn2jTI6+ZCsoYbT7HuODz1rcgiW3t44UzsjUKuTngCqVvo9vbXt5dxtN5l24eQGQ4yABwO3AFAGTt04687fYbY3AbyhI9vhi+MjB9B64p8OoWviizcRWMcs1pOu5L2IgAg8snX0OD7VYlsdFk11oy4XVWjMq4ch1U8Fl9Pwq3a2VlpkDW9ufL3He2GyxJPJ9aAE067ub+CWSW1S3AmZEzJv3oDjccYwTzx2qtqNx/YtksFttVriQQ2ygooiJHX5iN2Dk45NaEltJ50bw3BjRAcxBRtYnue9SSxW9wyeakcjRtuXcAdreo96AOI8IXrSatGLS6txpLQsAJsi4nuN3zkBudoOenFd4qqi4VQAOwFZbaVpEd/p+bdBc2oc2xwcqD97mtCVWlDRqzxkEfOMc/SgDgtZu/ENprSQ6JbxPLeXBeUXNxsKLsIC4GfQkc9qmvfEUuiaAltZXUt1qUAgV4pocuEMux5WA5KkA8jpx6102teHtJ1xYTqVuJPIcSo24qVYDGcj6mkul03S5TdXLFTOVRWCFsAAYUYGdvGcUAWBfafO9i4njdrgF7Yo3DjHJGOowapakdAvow+pPb/MWgUTSBTuB5VefvfTmpr5xay2EVtBCu5jHGTGTtG0nC4+70HXiq+oaBa67bacuqIv2y0kW5V4wMq464Poe9ADk8MadF4fn0qHz1tZssA0rMyE8jaScjB7VneGbHWpksLjVr1ZDZiVQrR4lkJJVWfsDjsBXSzQ73ErFz5R3IqMRk46H1/GqupWl5daZKNNuBYXsqgiVow+D6Ed6AJdSuUgtxm2e5cOpWNVJ53DB9sdfwpkN1NcuCbB0aOdo2MhxhRnDr6g8fn7VNDbGP7KJLmR5Yoth+bAk4ALEdzx+tWd48zZznGenFAHP6nr3h6TVE0S6uLeW/kzGtu6FsEjuPQ1p2ME0K+bOwjzGqmFTlE28ZX0GKfc2EE0guFhi+1RgmKRl6NjjPrQlybe3t11CSJbiUiP5c7Wc9hQBX1GGe8vNPS3ukjiSUTSpjJlVegBzkckH0q6baPzJnGcyqAwJ44z2/Gm/YoPt4vtn+kCMxBs9FJBIx9QKp6zefY7czpEbmaD51t0J3MTwOn40AWTbCG08tAFVIdgMYw3Hoap3k0tpp13cWsSyag8Yb7O8p5IAH8vQVaTU7WS6SyaQC6aLzDF12jODk9OtZN9d2Vg8k/kOfsm9i7sQFBxuHPUY6UAZeleGNL0d7W6uEuTfR7rgyRhjvLDleOSBngV1NlHj96ofY4L5ZmJJJ9CeOnSvLvEz/ANt6gNShiuLWDRZFmjX95m8LjIUKCCBjqa63wj4ibUbGJ5RFvdgBBaZfy0OQDJk/Kc5PFAGR8RLq0u7vwj56hEGtRiWO4AG0FXxuB4wa4nxPqVvovjvxLqXhG9hs2tdKH2p0jDRmbeBtA6A4/XNd/J4R8N+L9auLnUIpL5Bnyw7SKFIY5zk9QSQMDAFc5c6B4etdGv8ATLbRI4zdEwXQi5MUoI2Z3ctjcM44waAPMdM+IHjHWdG1zTrnULq6jltvNeWJAzxY9wRtX1xXQ3Pi29s9E8M6WNa1P7LNp7SrLaSoknnA8KzH+Eema6zwN4e0LSo9SGo6RDZCQGB7l3Ko8RHI+Yg8np1rW8ReH/Amn6TawXehmW1t4i1tsjY53HkBhz74NAHRfDXW7/xF4D07UtSA+0yKQzj+MA43fU1ratp630kYuZnNoCrGABNrOrAjOeT06ZrgfBXxHtL66bR7TTXs7GxjxCnkPulVcg7R2wdvX1rS1zxHomu+Ho5tTkvNPtCwDKG+cuWYbGVTuBAXd9DQB1cNldpqk+o3YglKRCOBYlIKrnLdc8nj8qra6bpwtzp108c0MTbUEYZHZuFBJB6Hrjmue0610uayEFpqviCMSbhELi5kTO0epPCjA/Oudv7rTbeTVJtLvNT1HUdNYZUXTCESvwAB0z7/AI0Aejrb3eq+H1tL8SfaWhC3GxjErN3wwGR+FYnizUL/AE/UNIhi0+SfRon33OxdzEpgoBnGOcH3xiqFtqN5plnaW+uTX9tdSorM6XZkSMMcAsTyBkgd65jUdc0rTtTli1jX7xIHdPJtlvGuXlBOGcEHCgZOB/hQB3viKS4v9Ls7+0srmW4tbtTE8Y2sgZSrSBSDnAYjBFc9rOnaxFY3WkaBA11d3LiS9vL+NsmTZlSuML0UA9gTWZL4ngaxvJn1W+WyS++yQSLcuChU4LuFxhMencgdaq+IZdQsta1l7XxBNYW1vChLm5Z5LptvKKpPHPTHNAHb6HrPiZ5dO0280yCKVAFvHjO4INuQQQAoPtzXT3cmoWscDwQrdqpPnrkK7DsV7Z9jivOo9ZNhpdlqV9d+VqNzBFFcW0c7F2UjG4KDnPvjityfVY7d7WFry8jNxbu7O13lYAFyCxxgZx1PegDYm8Txo2oCCCe4ntGSJrRYwHDsMg5zjac/oafaahrMlzGtxBaRxMclvnzgDJA/PqcfSvHLzxTq1zqcF14f1SWeMqJmt58/MgfZkyD0IJB9DXQ6P47XVvEE4u74QaPggO8xVvMQLvDZPCZyB6k0AenW97qEk8wnsY4IBnyWM+XkPb5cYH51SOtaglrKLrTjb3AkEcbAmSM56MccgH6cVFewW4ghuZnkm4KwlrohtzAY2HpkjPNcpqWuaRpi2l+51KYSF4ZIYbp3bp8vfDHrQB31hOk1rPex2TRXDEiRSAGdl469x6Ulm0os/t91YRxXjpl0hwzY7Ak45rznw9reivBNpkjTWeoSSE2trbXzM0gYAr/F989xXV6lBoWm2wivLm5WW5OxLZ7xg0zkfdGTye1AGlBrstxcm1i066aVFJd5AqKDxgHBJGcjt0zWFL42vrG98rU9MMckzvFbWkAMs0hX+LHA2d8+9XodP8Pm7uJkuZVvVQRy5vHBGDwpOcHBbH1NR3OjWn2i31LUo3jW0iKrIl0xcMx55z0IC0Abthd3eo2FvcyWslm0i5eKXG9D+orQXdg7sdeMelcwdIivvK8s6iIJkDpILlwYznv81aI0K1WLdJPeLgc/6W/H45oA2KQgHqM1iHQ7eKJ2D6g53cL9rckj25oi0mxluZoVnvCYsBv9Kk6kZ9aANoqpIJAJHQ+lOrK/sC0/573v/gU/+NX7a3S1gWJGdlXoXcsfzNAE1FFNZtqM2CcDOB1NADqKYGyxG1hgA5PSn0AYeoabeXniPTbpZtlpabmZAikuxGOp5H4VrzwLcRGNydpweDg1TvpGF9YxiKVlZyS6SbVXA7j+L6Vo0AFFFFAGJOkR8YWjNF+8+ySbJMjkblyMfj+tch4Zmgm+M/icwT+Zi1hDrtxsbJ496666Yr4wsCzqE+yTAAgZzuTv17Vx3heQTfGjxPKjI8MllbvG6jhlOec96APTaKKKAPEofB1v4x8c+O2NwYrqCeD7HOud0MipkMD6Z6iu08CeLJbyE6Br0vleI7LKTRyDaZVBO119QQBVPwNcgfEfx3aNgyfaYJOOm3y8CtLxr4Ei8Rvb6np8/wBg12zbfb3ca8kgcK3qKAOzr55TU7mP456prOs6Tez2dhJ5avChfyP7jYHUfSvU/AfjX/hJbe40/UI/s2t6e3l3kB4Gem5fUHFdesUau0ixqHb7zAcn60AeRXf9t/FbX4bYWtzYeD7eRZJGmTy5LkgnGO+On5V6+qKiKgA2gYA9qdRQAUUUUAFFFFABRRRQAUVyGreOItJ+IGleF5bRm/tGIsk6t91sngj04pfiL4xXwV4Xk1BQGunYR26EZ3P9PTFAFzWvG+geH9astJ1G88u9vCBFGFJ6nAJ9BmsLxz48uNEuW03RYYbi/giFzdtKwVLeEHPPu2CAPcVwX9meJPiL4ntfHGnaRaxW0cQhtBdy4O4Z/eFe+GJwPYV3sHwn0S5sNmvNLql9JIZZ7t2KNIxxxx/CMDAoA858Q+JfE3xGuNIudJgu7Hw9JcR2sm1iDK7ffyR/CBkZ6V6h4L8G6j4Vt77TZdVWfSX3C0gVSHhDE5y34101ta6doGkrBAkNnYWqcDoqKO9W4pY54klidXjcAqynII9RQBjeG/Cmm+F7e5isBKzXMplmlmfe7sfUmr+l6Za6Tata2u7yxI0h3vuILEk/zq4wJRgvBxxXzjYarrmga34tu9T1G4uJy0lktoJD5nmP/qWRe4x37UAe4aj428NaVbrPd6zaRozlF/eAksDgjA968W8QT+BfEGiahdaJayXPinWpw0NvJl5IpN2cjsqkfzrd8IfBOwu/Bsq+JrOSLW7pmLTeZuaMEggjtn1+pr1PSPDGlaLBbi3soDPBEsX2gxKJGAGOSB7UAeZWHwv1fxHp2q6h4meK21m6Ea2ZX5vsoTGMdsHHauz8EeCZfDn2i+1e9Gp63cNh7xgchOyrnoK7OigAooooAKKKKACiisTxLrh0K2s5REH+0XkVtycAb2xmgDQguGkYYil2s7gl+NuDjp6HHFY2q+KrbSrmZbpxFBbEPcSL85jQ9Cw7A8YrYu0hUrM83kSsphSTPQt046E5HFZst5YWa3tvcxpJPBCrzSTooEqngFmxg8igCmSNeubXW9Ak0x3Maqt1IrNJ5ROWXHbNampWOmGb7ZfrHGwKIs24q33uFz9cVXuL7T9H0FtRs1sYoIwvmOGCoqjryB2q7dWttrulRqxDwybJVKkEEggjmgC2DN9pIKp5AXrn5i3+FYut6RdLY3lxoLi21WaRZA7cqzDC/MD221p2VtJbwyyMP9ImYyOpclQ2Mceg4FMjub2W6uo1ghWOLiMu53McDkjHA6/lQBxviC1+I0mo6XDpVzYNaJGpvZWAUyOD8wA7Aiu2t1lurPZe2yxHoUD7hge4pb03v2YCyEXnlgCZCcKO596lERRnkTmR8Z3E449PSgCC+ju5YTFavChbAJfJIGef0qeWWKIYdlBwSAT1x1qulrcrqUl01yWiKbVgCgY6c59etQamksk1g0UcgbzDvIjD7VKnIJ7f44oAl0u8n1CziupII4o5BuTbIHyCBggjj1pmq6jLpwhcW6vA7hJJGmVPLB781n+HNFOn2ouGlujktJFbONgiVgPk29Oo/DNal9BDfxPa3mni5g4O2QKyk/Q+lAD2ghujAQ8jLERIjK/yt9T3qwWk85FEYMZB3Nnoe3FMaEx2nlWgSEqoVBt+VfwqszXs8M1vtNvJghLgYYdsHHr149qALEqz/aYDEU8oFvNyOcY4x+OKdCghDqBhNxYEtnOeT+pNRTm7g04/ZglxdIgCiVtgkYepHTNUl1RYNHtr7WYzZSTqscsJO4I7dsj+dAE2oaeZfMuIBuuSqhVaQqh2nIzj60xYr6PU45HUTQSqN67uIXA+8M889KvTLG8ADFgmQRtP5U2GCKzWd1Z8O5lcsxOD3x6D2oAmkGY2GSMjqvWhQpw+3DMBkkc/Q0qOskayKcqwDA+oNNlkESbirtyBhFyeTQBzc9pomn3d89rFBHqU8gR/Mcr50jfOoz+ORirGvWN7fNZxRTRxw7X+0o6Fgy4HQ+owa2mt4Hfe0MbNkNkqCcjoapatBNcfZRFqP2NUmDyDaD5qDqnPrmgDP1yye6to7PT47dbiSFo47iR8eUCvoOTxXH2KW3w98SRLPeRyfbLWNJbe3tnkmnkHG8HoBnAx9K9G1Cya8sJoLeX7PLIhRZlUFkyMZFR2li1npMENzP59xBAEa6ZBuYgfe/TNAHPjxTbM99DFazac9rtZJruMpGxcFiT6Dg/jWfZ3mi33iQXmnPp8tzuWeV/tG5yGAVwF7YwnPtWR44sJfEXh3TDeaqbjSp9QVrqS2iMYEBJHJ/uqe571ifEC78L+FrqJ7GeSy16CyEcN3aRrIpQDgOo6E5HJ9KAO21fR9G8Y61ZRT3ImttMZ5rm2lY9SMAEdsYzU2qwQ67YXOlxSqHt4vtNrcQNyuOFBXqRx+NeQtq1/o1rpF5ptxc6vea7p8k2p27SgnOPvcDK461Dpq+IdWi8NfZfE11bS61DLFcSNtAAj6KvA7UAehfD2we7d7/UYh9sDuI51fEMpbP3FHQ5GWB71kxeCfFVjM0em2Fg07XRN1cb8Ku5AFaNT90qCc+ufeuK8N2+sWtx4asIPFVxGl9qMsDW0WMxANhmzzyfWq/jTxh4s0TxjewWGq6mLDTrlYo2lxyQv8Rxznnr2oA9j1u01tfGtoLW3D2EViY51MmZLscDA/u84yfStDwfBCujXKQ2dha6n5xe+togGPfCtjvjHNeY6N4nvfFUuq6pq3iifw/dW1xFFaquGVFIPBXGTkjr0rX+Dtp9n+IPilJNSuZ7iPHmLIgQSknlyP5UAdFceKPD8xuVuTCJWcWjw3l0FxHjDSKDz3Ix7VmeG/h14Xk01oZ7i01i6CEWUi7vlUMxAz+P865XU/DGr+KviF4z02wtdNuYpNga4nPNv0wVI/i68Vy/iLVPGHw/1dvDVhr9ybfT4VK+WqqMNzx7ZNAHoOq+D9S8H6Jqt61sdRtltovKtFBaIMHDSsy9geo9Kyv8AhAdT8Tmz8QyDMEk6TR28kpk+0EqoxuX7vQ81T8Hal4n+IFr4nW/16+ijt7DcsAYANIwPUY+6cHj3FZ/hjxTqV+sWlaprNxottZ6UTYmOTy0kkQfKScc59O9AHpl94avdAMnivVrFNWvrSbMUVn8vkwbcYGfTrmotE8PjxZp+phrmW80y7uEki23QO1AvML464znFeb+EPG3iHxV4gttF17xFdQ2DwyqJo8IXO09Tjmup+C9mYpITF4rK2Yu51h0zaAbjH8fr6GgDprH4V3mj6tbXGlS2ENmmRPayB3Wcbsrn0I9q1dL+HcNv4d1LTdQt7O6a7kkf5QQi7n3AAHkY/XFegU1WVxlSCMkce1AHFw+AY4bloTcM2luQzW+9gVYDA2+gwBVbWfC+rvp11aWkNm6Rvv0xol8trQ468csa7+igDzTwT8L/APhGpftOomzvtQ+0C4F95WJF/vL+Jrv59LsLqdJ7i0hllRtyO6Bip9Rnp0q5TGYgqApOTg47e9AHL+IfDEuvXPk/urazUBnKqC0zblb8Mbevv7Vbs9HmtZrcyRpJEYgkyBvlLf3iD1wAordLEOF2nBBOewqvbXjXDyq1tNDskZAZFwHA7j2PagB0VqiSRyhTGUUoEVvlxn0qwQCCD0NNMiDflh8nLe1RJdJK6qiuyuMhwp2kfWgCaNQqAKSQOhJzTI7eKKWSVECvKQXI7kU9VCKFUYA6CnUAFFFFAEarIJXZnBQ42rjp681JRR1oAKKKKAMbUrkprWlweVIwd2JYQ7l6f3v4a2a5bX9QaHxd4csYp50eaWVnSPG1lCfxZ6iupoAKKKKAObubN18eWl+rSyo1lJC8QVdsfzAhiTzzyPwrhvAF1Hd/GDxc8aSIFijTy3XaY9rEbcDpivShtk8QyZWEyRWy7G2/OoZjkZ9DtHHtXE+F5I3+L3iMbD5v2OEtIrgxvknlB2H4nmgD0miiigDi5PDt/pfxHTXtKhWS01KPydSQuFKlR8jgd+hB+tdpRSAg5wQcUAcR4y8DNqs6a5oMwsPENt80Uy8JN/syDuOvNXvCni+PWi2mahGbPXbZf9KtHBHtuU9GB9q6aGIQxLGGZgO7sSfzNc/4m8IWviGW1vUmez1SzbfbXcONyn0b+8vtQB0lFQ2yypbRLcSCSYIA7qu0MccnHanLGBM8m5ssACCeBjPQdutAElFZ+t6kmkaJe6i5XFvC0g3MACQOBk+prl9D1XxdqXgKTWnGnnULiAT2luIXVU77WySScemKAO4qKGeGcMYZUkCsVYqwOD6V51c+PoNe+F+u6hDDLb31pA0VxbOdrxvjGfXHpVSe9Hwy+ENkunSwtqk6xtEs3zGWWQgscdTwaAPUpJY4l3SOqL0yxwKr6jqFvpem3GoXb7Le3jMkjAZwB9K+bvip4xn8VaNo0VvJPHcxLJ/advET5cbKwXcwHQbs4J9a+iNKto5vDNnazlLmN7REcnlZAVAPXqDQB4RfQeIfHXi+31XTpJItZt4DeW8YIRYYCcRocj7zckk+tdtf+GvGnjCTTdQ1COy01tNcGKyuH80StjBd2UfkK7Lwt4J0bwiLg6bE5luGzJNK25yOy5/ujsK6OgDnvBfhuTwp4Zg0uW7N1KrM7ybdoyxyQB2FWNX8T6VoeoadY31x5dxqEvlQKFJy3v6CtmvDXtp/Hfx9F1DbbtN8PlYpmc7fmXcRj1+b9BQBtfEbxy9xY6/4Z03RL65lhtW+1XJxHHEuOoJ6/TvVXw1ea/oHwel8SNrMd3cSQRywwzjEcKDA2rjuR+tTeM/H0uoalr/gay0Se4vXjW3ikjOVJccs5x8oGRTNH+Dd7bw2dlfeIrp9FjKTPpoJI8wYON2cbc9sUAbXgzxdrfjDxNJcpYXFlolvahJFuY9rPOcH5fb+ldfdeGdEvdWt9VudMt5b63OYp2T5lPr7n61qIiooVQAAMACnUAFFFFABRRRQAUUUUAFFFFABXL+N7q9stPsZ9O086hdrdr5VuGC7jtbnJ4GOv4V1FZGthjPpYRtrG7GDjOPlagDyyw1z4ptZadMPD/ntEJGuIbhgpmZmJVuR8uOwBrpdE03xXLZTTar9jSO9jkaWJwWmhkblVJwQVU9Kbc+J9e1DxNfeGrXy4WEwjWcQSMfI2Hc+8YUNu4GOh9a3YY72x0A3Qea/82BI2gmTBZvulyMZ5GMigDn4Z9dsbSNbfw5LqTg7C5ZUieE8kbScbs+ortdIh1GJWF15CW+0GKJE2umeSGxxx04rj7fxjcaN4xufDcmkrBplvZmeCSFCpVVHzYQA7hnpiuoFzf3Wh2hsbndc3AV/tE0GAqE5OV4AIHA+lAFuw1IX15cxBlQ252tAw+cHJwx9iACPXNWLlZowZbWOIyEgybhgsoHQH19M1n6ZqkesRXTWTkSIxi85oflLKSCQc/MM+9Xrya6gsJnt4VmuY49yhztV29MjJH5UALAJkgiUY35BkV33EA9QDUKrdXWoK7ia2it3bChlInBGAT3AFc4Lw3EmopqL3lvdRW6vPLbRtHGgQ7gFkbqT04/StjQdSudYtpbx4JrVBIViikIw6gcN0yM0AWNUuLto7i0swI53gbyJyy4EnZcE5z36Y4qlo8t7BaWGn6ndrNqCBS5R1V3G05Z1z69ce1Xrma2s7pJJYUDEhiyRs7bj8vGB79fSpbi1c3STW8VuG/5aSMvzegwfbJoAvVHK7JEWSMyMOiggE/nUNlZmzSVTcTTeZK0mZWzt3HO0egHYVOGJZhtIx3PQ0ABYgA7SckZA7UrKrqVYAgjBB71XmeQXkCiVEjOdynGXPYCpSmZ1YlTgfKMcj3oAjltmlnRmk/cqp/dgfxcYOevHP50+aRo1GIXkz2XHqPU+/wClVbq5mhnSEeYDKG2yrGDHEAM5ck0ttfm6F2qIrS27mPaHyCcZHOOM5H0oAnlFz5gMTxrHtOdw5B7Vi+HL46pYx3caS28MUkquGYESEHGcnnHcUr3V/beJdkzpLDLGNkanYIlz1JJ+Yk56YrS1G9Fjpr3DxxD+HZLKsakk4A3HjmgC4kiSxh42DoRkMpyDUPnC6heOKRopSpxlcMnUA7T9KSzd/skfnQJbMFA8tWBUH0B4qOwu/tls909u0OHdBuHJVWIB6Z5xmgB9vFcQzsGlWSDaMZHz7u5J6YNQ3tvDNe2rzwtmGQNFKvJDHIK+oGOtVtDurPVzLrVlLcvFcfu1EjtsIQkZVD905znjPFX5ZYpIkmaFnKv+7GAGz0yMmgCzlvMxt+XHXPesvTbLUItSv7u+u/MSZwLeBDlIkA+g+YnrWkXcTKojyhBJfPQ+mKqPqUbX0+nW53X0cIl2sjBMHgZbGOvbrQBl6rPdtqR0+5ZItPu4ykUkUDyOHx/F8pUDr1615TqWjRt461uwVVe3mtZHW1gtgI3URjYC45DBjkjOOldN8Yrr7L4XS1gtJRe3c8aiWADhmYDAbIOTtxxXC+Ir+y8F6lexaTpDx6tfRJZIbu4EoZWXDE4b5W6dfWgDF8KeG/Euq37aS0Taf+6bz7iJIhvg+6FXC5JLDrmo9PGp6Vp2paCbOSaC0kZo9VaOT/RVH3go2kjPQkfnXWeFfE/iSMXekadpWk2t34csmExZDI0hz91W3DA9Tk1i+IPiNqXjGXT30/SLCSa3ga5uIZgCQq/eXO4blPUr1oA7f4Y6Vpo8Iw6xfaTBFeRSs9uIIvNmCsQVJIG49etYVzpV/wCKfECQW07m21MM0s08EcTo6MispDLlyAM468jmofhh4p1yDxVpOnS6Dp1jY6sJJI2jhKOUVedvPTIHXrXsF5a3Z8UWMkWm2jWaMxaSQKHDMOWXv2WgD53n8OeINH8RRJdTs91dXMdtZzLaI25EkKE4K4UgDPrXoXiPQ9d0Cd/EWnea1y0ix3k6lIfPVhtGByRtbGfWvTtfbUxJZDTrIThJ1eVyFOF5BwCevOc+lZV9by3/AIg07RS8WLNjfyxhNqlM4jGO/Oc0AcVa2fjHwX4XuZmtFuNVvJVeS4iWNsuzABX6ZXHftVe81S9u/H0Kat4OhdgFihaVYiVkCZ+Zt2AoG4jJPpXpPjmyv9T8I6haaap+2FA0LZwNwOeucis3VrvUZfC+mMvhuPWbpoozPB54VoXK4DfMDnvyfSgDO8VeFtS1LS3n08WmnbbYyyyQuo88qcqkhxgqF/Dk15pPp+q3nhHTn1DTtsMsuIrqQQFY/MxsQKBwuMHJAx6V65pulappvw+0jRGVvtUhSGXzBv8ALjLFmViD2XK56UvxI0nU9V8JPp2krGo3qZE8/wAoNEAcrnHHPHWgDyLTdO1fx9DJY2NvDYzaHMyieNYzHjuM4yT6ADHNaXhHw94isdWi1ixW2NjYXGy5aZI0kGB86ptUcHI54Ndf4A8Ma5okeoyfZYbWO5I8u2imwsTomAxwPmyeuOPrXTeG/C91p3hldOu7ydJ2aR5ZY5eSz/ewQOME8ZzQBoSX67UtfPki1K5yI90W4r39AMDnBPWuE1W+8e3fic6Los0UMenxJPcTyMC1xuI+XoQpO04x0B5rqVjg0i2S3sH1XU7lZFtyss75G5gSzMRjjB5/DvWjY2Woz2mowapMYjPcv5LQSYYRZ+XB6g4/rQBF/aWpWKCGXT5JZfs5dUWcMW2gbhuIA3ZPr2rCvvGs2nywQSzRwXd3GJEglO9YlUZIyBksw6ds1x/xs8T+ItB8RaBFo8sqIgMiiNWJkfOCrdmGB0rmIfi34tmsrbXb7SdPu7S0vPKMnlsskbEdCRwoI4oA7i8vPiBrU9yIYmtZGtXuNP8As8yqGUsNu5W74POfwxXQabeeINK06y8M3LPLrFzZzSRX0zqQJFGcMASTgsOemPpV/ToL668W23iFLMm2u9OSJz9qDLHkhhtXHPuc1avY7p/H2mypZSG3htJQ1wQpX5iowO4PA/DNAHPapZeMYbG2MF7NPegpC9ukiBXBXDyr0Py4yMnkmneLdM8UNpel2GmXNxJIwjgnvWnCMmSdzFV6nFdALS51HxibuW38qHT7cJBIepkflx7gKEx7k1T8SXWuWq2lxZRWt9HbXga63xFXjTAACDnLc9aAMnV9Zl+HPgxG1O6vNQugy23m+YNxUn/WdD0HqK6OBIovB5mttSuokkgLpdTuGcZ5B+bgE/pWbr2kHXIZb22vHS6uoTbQxvCdu3OSDkZVv9rgVZ1a3W/i07w5cLdO5Mcr3Pl5QeWQ2GPTJxigBsWsXejafYyarHHBf6jOY1iectGrY+Xc2Dg7V7cZNa1tr0d5okepW8amOSQoN7hF4YrnJ7ZH19qXXNPW8FvcPbR3S2rGQW8mMOcYB54GOtc3o1hqg8OQQX9tHJK1+1wYCcwtGxZlRSM8DIxkAZFAHVaLqX9qWTz7GXbM8ZBIPKsRwR29KvTCQxMISokx8pYZGfeszRFmtbCT7XZWunAzMUiicFQCeCTgDJrVZlXG4gZOBnuaAETf5a+ZjfgbtvTPfFKqqihVACjoBTqKACiiigDlPEyyL4n8MTrGWjF06SMMZG5fl69s+ldXXIa4fK8eeHiJp42lEq42BomAGSD3De9dfQAUUUUAcxcXSw/EO2toRiW4sGMxIOCqt8uO2QS35iuO+Gu2f4heKrp76K5mYRpwgRlAzkFRwOc1veJpr218XLcRXljaW40uUGafO5GLqN3HbkY96zfAS2q/EDxYIbVEdZI0MyrzIcZJJ9yc0AemUUUUAFNCqucADJyadVW31C1u5ZIoJld4/vgZ4oAtUVDBcR3AcxknY5Q5GOR1pbieO1t5J5TiONSzHGeBQBLRVO01K2vYleF92ccYPGRkZ/CrlAHC/FZnk+F+uCRVUYVRhs5HmLyfSup0K2itNA0+3g2+VHboq7TkYwKbrum2up6BfWF0sPkTxMreaPkBPQn6HBrM8KXd5LoH9nXUQttTs4/Kb5MIeMK6j+6eDigDzb4k6Bd3nj6a30RxFcXmjySXEO3K3Gw8KR6471eHhyL4pWvhqe5Mkem6dC8F5b8xyxzqoAGevUV13hLwXLo2qXWr6xeNqWs3GQ10eFjXP3EHYV1iQRxynZAqcl9yjGWPB/GgDi4fhfo2neFNV0jTVZbjUIXje8mO+QlgOpPbIBxVP4Rya7YaHN4e8QWcsFxp8hWGV+RNHnqD7Vo+LvHVxoWvWGi6VpE2q6hOPOlhi4KQjIJz65FZ+t/EDRU0lNbtLoLqaZtYrK6k8vZIxGS6H0659KAPQ2ciRVG0k8nnkCql9rGnaYive3sECtIIwZHAG49B7V4VonxU8VX/AIwklt9Mk1OJ4PspgtWzEJhnDg9gev0rc0r4Ta1ceItO8Q65qMM7yTNcX9nICyZPRVHTgcUAdlD40Gq+P00XR5Y7uytrR5r2WLDBX42KG/wrktB8Gaw0T+LdPMll4hN7PLJbzgol0hf5Vcdvlzg+9eo6VoWlaHE0Wl6fb2iN94RIBn61o0AYPhtEvrUa3daKmm6rdLtuVIBf5SQAW7j0reoooAKKKKACo5JVjKghuemBn/PWnO2xS2CcdgMmnUAFRyxCZNrFgMg/KxB4+lNSSQrloip3lcZzx61NQAVAbVGu1ud0m9V2gbztx9OlT0UAQSWyTQPCzOFY5JVyD1zwamA2gAduKWigArnPFt1JBBp0ccPmrcXiRSqQMCMg7iSemBzXR1578XF1C68PWmmaZNHFdX1x5IL5+7sYtz24B5oAzdZ8U6S/ibw9pN3pUEVhdMwS7NwPk2E7RlTjBI6H1rmvGPjXT7O/gshZj7TcOS9wk0iQiMkbAT34UcdOa0/Dnwq1nSNc064e8s7vThN9puY3UFS20hdg7df610vjPwZN4judNnnmjtbS3VzKihdynHAHZuM/lQByPhvVdP1TxHfO2maRc5YWySW8xcoSucqG5KZ64rs4C0WnCOy0vTW1q2UA28s5GAc468/rXncfwu0uC+tY7S6m0/UpwTabZMuFXpMQPU9q9B0Lw82o6Fptn4nlgvNXt5HJuUciTCtwQw79OvagCj4cli0i9udKn8NQaf5022Ym43iQyEkFePuFlIwenFGua94y0OWxjs/DqXbrG8kqRXZKKM8A5x0B4+ldbHoO3UZ5bzVJrmCU5W1dVCplsjBHPBrdaNWBBUHIx0oA5Xw6+ltpF1HJI8AuiWnguLgMEZ/vBTk4GTgUkGmahYeLhdWN/BJYTKsVxbNjMKqvylfc96va34XsNXsmhltgwjXdEqtsy45UnHviodJ8Kpp+nG2kuLmYywGOUvMTz1z9e2aANm71Cxt90VxdQI5UnY8gBxiqNlffZvs0VxNGxuMCGKOUPgAfeB4yuMdBWB/wiV0vhm10+1tbdbyCdmE96xmAGTye5yOMdqSfwtfPdx6qLKyfWtNh22dxuKxzErhgVHQD5gPqKAOovdastOQyXt1bW8ZdVjeWYDfnHT86t7rdHe5MiDK4Zi/GB/8ArrntM8MomnXVxe2EEt/dym6a3nPmRxSlQCqnsPlFal1o1jdWUlrLGqee/mEA/wAWQTj8qALMjW9xvljSOea3BKng4bGcZrF069jOu3wltYkn8uJ1kEm4FmGCp/ukHir1nHcQS3TRwE7p9ojMi7QoH3uOmfTrV2G2YQESLCkzElmiTg88dfbFAEF7DfXDp9nuI1h5WWPHLKQOQ3UEc4q1a2sVnEY4QQpdnOTkksST+prJ0vR5rDUHEWbewiZiiCQuZi+CS2emCOPrW9QBB9nTzWfy4yTyCRzmqu+G9M9tJJaXLR8mHg7WHTIrP1Sz1RLaBdO1BJL+JnkVLhtokB7EDqBVPwx4Vu/DEUrLfm8ku5/OujMMbS33thHP50AdOzKlsJLjauxQz+gIqhqU9wLiyijtI7izmlCzPu5TgkED6gVauLmJGt99zCkcr7AHI/eE9APfNTGIJlokUN056dc0ARu1pYwojGKCN22KOFBJ7fjUkWBHj5NqkgbegAqvqhKWDutql06kFImYLubPGCehptvZY0lLYSTJleWJ+cZ680AKbyIwS3kd5C9sqn5gQygjqcisfw7HaXJ1W4ttRluBeXDMw2lPLIAGFJGcdPzrQs9DsdL0eawhiBtWLuYyOOeSKo2ekRX19DrVpqNykD2vki3QgJnPLf72QAfpQBa8R+H7LxBYQ297K8aQTpPG6tjDqflJ9ee1c14i8E6TrU9vb6vqUaWOC32dCEaRh/Fu68V2XkSXMrx3sETQxsjwsCcsw5JI7YPSq02iWAvvtaWMLXMi7GkZSfl649ulAHHXvwr8J30iEeZEbeEQ3EsE5jZlxkb8cHI7muck0zwxYa+8OnLoLXDQmz+zxXTqxgIwSD93ea9lVBhw0SAE46feHvXDa18P9A/t1dcktbSFQwJRY9rSydhn3NAEWnad4ODaNPFdW0MuhxNHGJroF4d2cBjnB/H2rI/4S6+ktdagHiCOTULOdfs8NuUPmISuG3EHA5wR14NaMPw5x4g1S7jtbG2SWOA2zpHuAdWJcOp65GBmtaw+HulWWuX+pNCkhvLiOfygAFjdV5YfUk8dKAMSPxVfmeaObxCnl26edNcRQo0UfzY2MwHLYz06mql54okvBeajaX19H/Z0ccsUs0Mcf2pWP3RwMrz3ra03wlpMGtxzafLIkkcL7rOaMhHVjwX+nbvV7xd4RstX0J7b7BFM8UGyJJCQiDuQR3HX8KAKGo6rqzWQu9N1q1mEUSyS+eY/3RPbKrj9axm8R30Nrp15qFvfPcks0vkRRM1uMnYxyPusQQCTxW94Z8Naa3w8TQEng1EQfupZQSFaQHPUc4GRXM618PJ9Ee58SQXd1c3Q5l02CUiOSHGCOeSBksfxoAm0LxzLrWp6z5D3sdxYLEsxcRYKknd/Dgbcn61V8T/FHSNLnW2/ti4vNzR7mSKPGw/NkfLzjjj1Ndpo9x4X1GxmtdLNuYr4mNo0j2nG3n3I68+pqrrHwj8I6rpCWC6clsUOUmi4cHIzk98gUAUrXxXJeeGf7Zk1a4iieJn+yvBGHOB93lR1FZlx8QLzT/CllqQXUFnmdVFn5cRMSHo7ELwMc11Wi+BbbRdGurSeR9RaRHVZJhlwh+6gPsOKij+H3hqCyjie0YNKFLJJKS7EL90c8+4oAqv8TrJNftNKt4EulnRCbxJcRqzEDBOMZOeMd+K6L/hKNMMV1dSvss7YkC4b7ruuQyr3yMfrWPL4Zig0yZLuOzhluENvDHAoSKIhi0b887gQv40t54SdvDJ0uRkv5bN/tNmZj8xYMTtbHXjjPegDC8daj4O8U+Gn1K5u/Nk0lnkijWUxNvGAV469q4jSLTwVrurQyQ6NdWNlcgXUkz3ZMI29Q0eMZ9ua7vSPhPZ23hKTR9VEN0j3b3bFQQckHauT6cflVPwVrNi/hgWl/wCFpLYabM6Apblkbb3B9SKANG88ZSTXVzF4Ze4uIbCNQ9nFCkfy44aMup3DpxxU+k+KY9SiuHHi5RLAV86DyI/3JK8oX24PPf2rq49OtLqfT9RgtYo/KjOzdHhwpXge1cb418BaTdaWJ2xpMfnma+msU5lHOAR3ycfjQA3Rta1XVfFt/orapdWU1si3CeYscnmq3cfLwNvbtmtW01O51e+ubex16V4I9qGYQRtiQnlSNvp36VneENB1BrWW7uIpUuBLKgubgYmniOPLOR/CBjg+ldFdaJBZ6Neu9ybZnttsk1vHtKEfxLj+VAGLqMviO20Wa60fXEv5kb93b+REhVc4P8Jzg1Lp/wDb1zpq3o8TRPPH8l0FtY1QyD+EMVyAM4zWH4E0dNR8MJbT6uJWETiUrGRIDvyGLnntyK9EstNgWzljcieK4kMpBUAc49PpQBj28t9cPMh1u7jMMSyO72cYQgjJKnbyOtXlsbu6t1mt9ekYbSY5BDEQDjr92taZEmie3ZseYhGAecdDj865e6l0zwvoUduA7Qw3KxeXbP8AMSwwN/1P9KAL9xpOsy24EfiFlYAEs9rEwyOpxitW2imgtds9y11IOd7Kq5/ADFZ1tZR6bYtHbQu8KRYWzDZY565J6mrl0k02nSxRI8WYyq7WwwOOMHtQBcjcSRq4GMjNPrn/AA3HrKNcNrDw7nSPy40ckjAIJIPTPFdBQBFNPFDjzHC5BIHrgZNPR1dA6nKkZBoKg4JAOOlOoA4LW9ZW4+JWgaZE0MiQNK8yjPmI23jI/u+9d7XlS6Tqdn8X7Ce4nmu0k81llkjChEx90Hvx2r1WgAooooA4LxhqFtH4u020u4UktTZzNP5ke8HJUoNueTuX0rH+FAlk8SeLrqV2fzbpdu6NoyABwNrcj6VreLLHSrvxhY3N7Z3d5cWVv5kUdvbs3llnwGZh1xgkD2PrWPF4g8Spr94be0mtbOVRvubrTWQJIAAC534247igD1eivJJ/ie1tqMlsdSM4QiLNtYiQ+Ye+A/3fSrHh/wAb6r4g164s7fVYPs9tH85fTyjySZxtXL4oA9TpAAOgArybWfGHjGwjlNukrOkqwhJNJb5nYZUAiQ5HQEjpW1J4ru7DSGu9Sv543gUfaANKdQrYBbG5uQM0AegUV4/d/F21t9Raxiv7m4uCv7lV08ASHGQQxk6Vit8XtanuXt7TUbGOeKMGSK4sXyGz83KsRgDvmgD3dUCsxGfmOafXz3f/ABY8b2DFmk0poFt/tDS/ZJAApOFHJzkmqP8AwuzxnJpCahbHTJ/m2yxpaSZi6nJOcYwM0AfR00MdxC8U0ayRuMMjDII96WONIo1RFwqjAHpXgei/FPxtq0l4jy6ZbtAm5AbKVvOypIC88Zx3q74b8d/EbxPZ3U1lFpwltW2SQtZyZDemd2M455oA9yrP1TT5b+ze3t72azZ3Vmli+9gHOBnpnGK808OeLPGWt3TpJeWSJBKI5zHpkrbCe2Q2M12Mun+NRJmLXdKKZPDWDA47fx0AYevpf+GviIvin7Bd6jp09h9jdbVN8kTBtwO3uDXGeJvCV94403xJ4om0gaeSi/YoZYSJpFjzlmHUEg4x7CvT4Z/FNv4ja1uXtriwaItHLHbMDkY4Y5wP4gPwrfkkuhfQokeYGUmRsDg9uc/0NAHJfCm/ttR8D2s0WnRWFwv7u4ijj2ZdeMkY7iu4rKuL66sdONxPEslwoZjBArMWGeMYBPT2rndZ8WajF4k0TTtNtmYXQEt1E8BZ44/U4PB+ooA7emh1ZmAIJU4I9KxL/XZrLX7XS/sZb7WuYZcsQSD8wOAduByCeDWrNMbeCSVwgC9CWwMepJ6UAWKKYWOFIUtk/wAPb3rL1u+1eyhEml6Wl9t5dWnEZx/s5GD+OKANGG6huTKIZA5ico+P4WHapq8gX4pao1xf21rbafdXiAm2gtFklaZh1ViPuEdyeK6vw7q/i7XdK0/UJLfTLaK5jZpEO8vEQcAY79OfSgDrJ5GcPDbyxrcgBgGGcDPUj8DUq78ncQR2xXDa5rfjjS4C1tpNheyebtCoxXMe3O7JPXdkAdau+H/FGo3+kWs+qWK2l5OMiCJWk/DOAAfbNAHVyCUlPLZQA3zZHUe1OcOV+QgN71HHL51uJYwfmXIDgr+fpXOax4mudL0WPUFt7a5BuRC/2eYyBcnHZck56jHFAHU0Vxus+KPEOmWtg8Hhg3c9y7I8aXO0REZ6kr0wM1x8vxsu01i20yPw/bzS3DiNHj1AFQT6/Lxj3oA9ipj7sDYQOec+lcj4Z8Vaz4jE0o0SCC12bra4N4HSb5iD90EjpUJ8Xa7Lq81hZaFaXiwnbLJHfgbD6FWUN+lAHaxklASQx9R0rhfib9rOn6SLO1inkW+WR/NfaqxgHdn1BHBHoasat4p1zRo5R/YNtK4wYI47vHnDuRlcDHviuQ8a/wBt+NtHhs7y2fRBArTziCQzTY+ZBGUGB8x6c80AZ9zcfEb7ZFp2jafaoLeSS0jvTMdsgwTuCk4wFYfQr+FYGr+LdY0zUvD1hMsL3diCZbh9R3xySDO53Vc++Afyre8P+EvEd7prS6N4yuoPsga2a0vIQHjDH5mZQcq2MkZyffmsuDSYYraO1+xXd7BEGQAxsjXkiNtJWT7yZ3Z24P1oA3fCmt+JJNIhli8ONqE1yJTDqzSkFQW4zkZC85AH5Vdln1bwlpWl6SljbnWbiV5phDqAi8zDccvnO7PIGKu6T4bsbmCVkutas0RhbiA3sm2FgOeA2RnpzWnqemabaeDTqlxdTxTW9u6R3HneewO47eSMsc4oA88ttA+JHiHx6uoardXOiLKpCm2O8IoJABXPT1PuK9f8WnWU8IXS6DNH/aRRUillcKOoBbJ4zjJqtYBrvwhYRadqi/b5bRWikuG3bmK4JZRgnnP41gz/AA2mPgiDRJ7ubUbqJiFkkunjQEk/OQMk4z93nNAGxa3Vzo9iXbVvttxEio8c5+WR0T51QgcuSCarRT+ML60s72weAQ6kzNJHMozYoR8pBB+c+1Q+IPBJu7LS9O/tC6kt0nEt4rXAV5VVT90Ackn6U/R9H1m7mkuEN1pGlLbiGz055AHRlJ+ckZ4PoTmgDodFv7h7KGPUl8nUFBikUOGXKj73HTI559aLRNT01CJWl1N57rLONqCOMjjaM9Bgfmaw9d8INrMcgkgtzfNboq3DB1w+ACWKsM8+1Yd7rfiTRP8AhF/DmyCbVJbrFxFaBgot1yA24k44GeeuKAPSBMIp5kZ2LE5QOQATtzha43VfEup3HhLV70WCQywW7Na3FtMsw3AfMcj7uDxzWjruhazdrt0u4tbR55pGmnIZmjyuFkXJ+8MYx05rgNG8Eas3iO8stO1yTTfsoj+0ypCxW9DfMTsdiB3yR1zQBv8Awz8WeIvEfh6a51vRTHEVwl3CNpuCePu9Rx/FXX6fNMusR2ginjtIbMEeaDyxI/iP3iB70alaW8GiyaYnnxpIAGaGM85IBxjgZ9q0bu2kazjtrbaEDIrgn/lmCNwz9KAIF1GZ9Rv7NrW4jEUYeKfy8o4I52+pB7VPafamgR5JQ5MfR4yhLepHbtxS/u49UCiKUyPCf3nVAFI49j836VIH8yZQ0UikLuBPQdscHrQBj2urafrGtXEFoYnvtOfyppMZ8vPJXPuKpeOtf/sTT7Xylhkupp1WNJJSv44HJ+lcxoSXujePtftYdKk8i6mju7e2JCkjJV5d+ecf3TXZ6laaVDqA16TSpZ9TgBigKgmRvZRnFAFuDT1NpafbIre4voU3o/l7VVx3Ufw9azvEGtX+n6LbRLayNql2Y4itujSLEWYBm3AcYBJBPpW7HJPJA2Y3WQcDcAM+/U9M/pWD4r1+XwzpyTizvbppImjM9vCHCScBC468se3vQB0T+UVjjmKsTjaH7kc1lXU+tNqzQQW8a2YG5Zsgl/l5Uj+Hk8H2qDxG+oSeGWutOif+0EKNEVhEjgbhkhTjqueMinrBfXFztkt3W0vLcG6cy7HRwAAFAPHHXmgCHQZnbTZIm1K61CaK42y3Hk/Kxzyi44IHQmszxbp2q23hB30nWW0mWAlmLbNgUtzk444JNbrahb6Vo3n29pcyRq4jWBY9j5zjo2PzPWmyzWHirwySIJLmyu1KvEG2uOxHXggjHWgCroaX0V9cT3uo3clvboYSk6KqFhgl8989fQZI7VcsdUvrnUnguLVYoZIzJA6NuwoxyxHHJJwParBtlF4xktZGjEQiQeYWV16nKngYx1PJqB7C8h0rUYdOvyZ3LNbeYoYQnHCfTPr0zQBXtNTmS90m0mEspuIpT54ZSGK4+8F9qtXRf+0xFmSWb7OZEj48vcDwcHvzXP8Agyw1aS/n1PxHpkdpqYUxQrFch0WLPZBwM+tdHd292HkvLaKN7/y2ihLuRGozkbu/5UAc+/iTXtO1tNOl0ebUomdEa5tRxESOS2eAOvfPFdTY3FzcwiS4tvs7FmBjZssMHAPHHIGfyqtFqSW9jcvcKzz2iZuPLjx5jBQSVB6j0rDfxfNa6LJe/Yry8nmuWihs47f97CcZCyAHjsc8cMKALPiAXVk2pX8l1ItjJaLDHHEpLJLk4fI6DJWrH9pyzRpZWqpclrLzTM5yrkHBXjrnmnXt/FLp224sriWS4VR9kTaz7Sfvbc9Aeprlhb6teeOLr7JazW9lDYLHHFJtjRck7uF+9n8MUAdpoUWnx6VG+mW6QW8pL+WgwA3fjtyKtXc1vaQS3k44hjZmYLlgvU4/KuJsNQ1XTvB+tXfim1j0+1ttxtra2lIdYl/2gep45zWd4O+JV34r/wBLfw1PBZpGRcXkjYj27uCCeDgZLemKAO4k0+xuLddQjs44bpIT5EwjHmRrg4xxx16e9Ml1e50220xb2zmnlucRzSwLlYnOOT7EmpLHUV1PRxqMdpMVkiJREYHzFycbeccjkH3FRaTdXE1pbStpl5DE6KBDcFN8JHHI6++cnrQBeWVI8pZ+W6RyET5ckp3Prz7U63ks9TigvYgkyqSYpCOVPQ49O4qS7nS3tpHKM52khE+830rmPC+q6Jp+iyxxu1lFGHunjuJS5RCxyxJ6DOeKAH6br0Gs3WtWuqaRNbppVxuD3KbkcAZDqfXvj6VV8Kxz3PibWNR/tF5oLiGJreB4yvkBi5xgnOehrcvIbe40aW8gjnmyDcxeTLh2OOCvODxggHisjwd4st/EV3eJDpOpQSwHypLm6iCiTaSByDgnOeBQB0wkLrJbSqzMsQLyY2q2QeleLeC/E+p6h4007TL+5vraISTLGXlAguUXhQnHJB/OvYPEWpSaP4ev9RijWR7eEyBG6HHrXC6PJp91rk2uajp8Tf2fEj21xFKfKSN1BykZOByeooA7hri6hvoWuYXKyTtFH5Z+VVxwzfjSXbmTWbKNWLRb2MqEcDCkg/nio9FDXwmv5ku0EkxaKK4YYUYwGXHYjsadrGi2+oXVneSCfzoJFCiORgCpYZDAEAjigDm9W0+4v9b1m4tL28e9tZbVYbWKbYqL8rEkdwctn6V2V4jTWTwC4WCWVdocjODjsMjNYur3emQa9YCW1eSaVsGeNnCqQcKG28Mcg4B9DSeKfDkXilrO2eWe2ks50uFuEU9jkqDkdcDPWgDynVb7XdBS807w9fSahc6PBIl9DPEVaTzW++Bn5sA8HmvVPh5OLjwLpUgnuZj5QDtcA7tw4I5HQEEVY0zw9Y2+v6lrLKHvbwKj7ieIx90FT0rVt7ZbCw8m2iRAgYpGgwuSSf5mgCcxgzrJhchSM455x39OKzdQ0y0YhxYJIZJhLLtQZZlB2k5HtjP0qxZTXsllbG5gUXBA88AkBSRk4yOecCo11L5Z4mw11FIEZIwW2hj8hP4YJ/GgC7GinEvlhZGUA8c/Q1IRkYrHtdTvLfQIbzVrQpd5CyRW43clsAgfrV7+0bbc4DkiMkOwUlVI6gn1oAlit44egLNjG9uWIznrU1IDkZFRzvIkEjxR+ZIqkqmcbj2Ge1ADgpDMdxOT0Pan0gyVBIwfSloAzb6O3bVNOeWJWmRn8pmbG0lecDvxWlXM6xfvbeLtEtpQgtpy4RnC/wCsxwBznOPQV01ABRRRQBmSX8EGtmCZWiZoAyzO+EbBOVAz1HU+xrjrz4gWct0n2yC4sdPFxLbCeVVkguJF4x8uT2yD3rT8aeIbfw/DNLcXdpp7SQgQ3VypkDkMdyBB3wR37+1eRQaSNTuY0PxGiKrOXSJ45FSZzn5kAbnGcZHpQBevfiDNoPxBvI9X0yKXYIpEntECmRF/i5PPynpWdaeLUvvGOn6jbx293a3V9IjwSRuJYkAGTsDsOR0OOororrQ9b1WS1jfxfazmJWMV5HYjKAcMhYtnPsRUHh+38P8AhnxNf3Fx4ohe9nCWomktAksLMMk5+7kgHnHWgD1PQNRh1S0tb9dNlggkRpElmmWTZyBjOTjP6YxXmei6RpvjbxJ41m8QRteT2dw8cMEkwVYYwDtK44zxjJ44Fdd4e1zR7zRtRm03xVcT2tqW83MSZjOMkqNucdT+dc34o1DwUbyHVXvFjTU43ju5bW4kiM21RtRgvU5yDkUAcva+HLK28f8Ag59Ivby906eSRRPKwby9uQYwQB09c960fG/g7Sj8UPC9ho9soW4DvOkcrZKg8tkn+tJ/aPw81bVLHT7aP+y5LdRJHPA7RIA3GCQQS2Mcn16VraVL4N03WdPk02V7qSwvZIUlZ5GEIYZOX5ByexoA4Xw54Ov7q51KFPB0OsQW+pPGbmS68tl2t90jPI6ZrI1jQNV8L+JfEV7baWw0azuPJntg5CGOQHZkA8rXqk1tYWbzarbwXw0m4uy8l3YatIEMrcEiMDg54rotPtfCdpoGoSTXplttUDLeyXM7zkBQVIZv4WAI60AeN2vhmwvPgPc+IIdOiOqLdkNOCQVTfjA5x3Ar0rw94A17QNH0W58PS2dhdvbL/aiSEt57dRg84NRaXF4Y1DSNS8K6LAl14ZsmSa4uWuWXDEliFPVsYz+ldlp2r+H/ABbJpdxps1zP9ikJQREqE42/vBkZHHGaAH/D7Rb3RPC32fU4UivJbiWaUIRzuYkEke1dUmAihTkAYHOaQIqggKAGJJ96QLHbw4RNqIOFUUAYgh1SPXIblJpprOaVllgfbiAbThgRyRkYwc9fatKOW7mknUwpCscwVGLb/MTAycD7pyT+VExkivbbZcQRW5D74mHzSHqCp9uc1ZiSJdxiCjedzFe59aAMq5stNn8UWd7JeFdQt4nSOASgblbqSvU1BdWWl/8ACbafezTyLqf2WSOGID5WTqxPHUfWrVxI9k63N1bC5kacxxNBH80aN03En8zU9yiLPBePZpJPGrKrgjeuR91c9c0AXsCsDxPrqaLZXF2ZXBs4ftDxfKFlXOApJHBz6VtwSNLBHI8ZiZlBKE8qfQ1R1G0tb4y293p0d1G8YBDgHfg5AOe2QPxoAW9N9JHaz2dzBbxKd9x5y7gY8ZOOmD79Kwdf1zWINbsdL0m3iuIri0mmkuJDx8o+XBHHWujllb+z28yyLZhOYAQSxx9z0rPsr25h8Pw3WrQrbXMg2iAJnyyeFTjrQBzvgfT49A8LWd5d6rAskkZebzXURxgsS23GO/GSTXYW8ZksjNDcRzSyqWjmHzJyOMYP3eB3rzvxdLfy6JrOgW+nPbW6WzMl55KCBFHLLjqdxNYvh3xBr/hTwLYS+IDc/ZlmhAltLcN5dsADhm753AfnQB6B4z06dvDEH2VrdLi1uYZUMzYjB3gEnJHGCeCa5fwfrY0XwRq0scSJ9l1V4hJbwtLE4aQZZAv8OCR1610uoNPqvhFJ722t75Z5UmEDJhFiY/KGBPOBz161n61purXfhyHTNJuLeCFiZftMVspgRAceVs69+vXigDX8PaodT8QeIrZrt5o7eaNUTIAjBQEgAHPX1qHwrHbXegXDbiFtr2cRSFRuiw3OP1rnPBVhe6L4iOm6la2shnTJurWDakrLyGY9m7V3rQ2ejWU5iit7OKWRmdgMAs38R9yaAObvtTSx1Letxeajiwe9ii2hlB3Ku4YG7gN054z3ryzwnYxeKNZSZtMW5h0l5RqCXEJjJQyMUwAMs4UuSDz9a9Ks9H1zT/FKHTrWGOwlsnLPjYgm3cEjkkEHO3PUZqO2t57XS9Um0h7CfXreXbPc20QDTyBTuDqO+7PJyKALXhmxS08UxTWVpPbaXcadut4m3KsR3ksuzAC9R15q/Gvhe68U3VwiY1yyTy5ZDGwkKn0BGHHvzU3ltcaBbILny9VnjJEtvIOJWXO44x8ufasKW21fQJLCa91aG71eQC3tmmjO15GHzbtvUDHBoA6660vStS1a2muIbea5s1LRhvvRhuM4z0PuKwPD9lYPqXiGe9uBcXBvA7yPC0JjjXBRcnGQCp5HFZsMNxp/ivUY5Gmj1jUEhuFaIYRwhG9EzkH8QOK6mDSrqbxJdX1+1vJaiKIW0IXLRsMlmJ/H9KAOU1TTNS0bxTquqaKsjQ3r26XMAlXlmODKO4wABg8EZq74jhk1bxtpenhET7DA14jiVVlZycfIOpHGD069a7K6AhgmnjSMSEZZ2wBgdyfYc1UtbMNdQ3k1zDJdFCokjRRvTOceuOaAKmo6RHOl3PPJbxGfynQzglUkXoSNwB59MVuRqwiVZNrPj5iBgE9+Kw/FFg+q6HPatYyXsU4CG2EgiYHP3t/ate12xWkETFVIQKBv3dB0z3oA53xJp9i3irwvqE92lvPBcyRwow4m3xt8uex4zXSTyBIt3mqi7sM5YDH58deKyWtZdSunt7+zRvsrCezviFYbiTgqD0ZRgZ75qe+so73THspIoGs5h/pG4kK6tktjB4Oe9AFTUDFd20kllBFqGoWMy+UGwGjJIBOT/skn3rXcGK3LN++ZMNtZgNv41BZCzk08QWe1FWNVCEfMgx8uR1/Oq+nC4tI0tp2+1xbPnvWZQGPoR+lAEtvPPdz3DC4iCohUQK4bBPIZiORkdqfp0kiRw2lzHm4SBWeRMmMnphWJyfxpYorRrqWa3mi2ldk6R7SGxwNx68c1l6bdA+IJ7SHU45zCihrZo1Qoh5UoRywAwKAN28ijnsp4pY/MR0IZP7wx0rC8JWtrL4e0y5FgbWSNG2RO7O0W48gluc8d6u6nqs9jewQraSSQy4VpYyCYyTgEg/wgAkn6UmrmaO2K2TM967KUVGVTjPU+q+tAFF226la6tJI1pcSzCzeCQl1dd3AUcAHvkZ/GtKxg1WLVL1rqa0NgxBto4oyHHqXJOD+ApkJtNcjtp0uYJ2tJsv5QDASLwRzyCD+NX5jcC4g8pUMRJ83PUDHGPxxQBSu5pQboQaghljZG8oKGMYPUMBk4NX5biGAxiaaONpG2oHYDccZwM9TXH+Rd+GvEOr6zNHLqD6iqJFDbwAFSinG5icAHIGa37ALrOm2d3qFrAblD5yx5D+SxBwM+oBwTQBdu7+ysYlmvLqC3jY7VeWQKCfQE1Wj1YTXtvDFazvBcRl0uVA2Ajse49uK5++0S08aW72mpTF4bW4E0H2YYWNl7bv4iCD7V0Fpqtm8apHMZUVQPOC/KTnGOOh/CgC7BB5AceZI+5i3ztnHsPapcA9artf2qkAzpypYYOeAcZ/OsqfX7W5to1sb+KKed5YY98Zc71yvQejYPPagDZESiYy/NuKhfvHGB7dKezKv3mA+prDgvJ4LieO91e2IaOJIl8vYyyMMZ567jyBRo51GAGy1y8hv7vduWSG32BUPTd2z9KANqWKO4iaKVQ6MMEHoRTBbRCONFUqsZBUKxHI9cdahj1CC4upra2mikmt+JY+cqSOBUsbSqsXnMAzAgr15+vtQAtxbLcqqu8iqDyEcrnjvinRSLKhKZwCV5BHQ471QXWrO8Op29ndxi5sfkmMgO2JyuRn1HQ1Xs9aluVt3jijlhaAyySeYEYHsQh7Ng4OaALq6dEl9PdpDGk5iEMci5zt64PbqafaeZaWtvBdStLMflL4JyevPpVC4l1G9uoI7ee3gtmUmaMnMxBHQEHC/Wry+ZaWwjjDymGHhWbLOR/tHnNAEUmq2EeswaZPNEL+VWkhiByxUDk+1SzadbyOHCbGDFjsO3fnqD6g4H5CvOUvX1L4g6FfNskaaaXbmDDW8SxH5GY99+enX8K7uTVRHrDq8jixitDM820eUCG5y/rjtQBoQWsMKxlYUR0jEYxzhR2z6VSg1PSpoTqkbLhm8gy7CGJDY2+vWmQ+KtBuL1rSHVrV7hQrGMSDODjH55FPl1XR9Pt5HNzbrEoaVwhB74ZsD360AYJ0b+1/EGoWup6hFdQi3MSQxvh1RzkrIuTk+hwK37PQ9N03w+uixQqunpE0XlseNhzkE/iawBrvg3TNcmu7rUdMGqy4/eoP3hRvugkda6u4Fs4CThCJQYwG/iBHI/SgBqi3t7W3ghysJCxxeXkgADjkdsDrU/z7+o2Y/HNQgQQskMHlpIyfIvqq4/QZ/WqN14k0uz1BtPluD9sWIy+UsbFio6kYHNAFu/kht0juJ9iRxNlpXcKIx3JJ7VTtLXQodLl+zm1awvHJYmQPHIXPPJODk9qdp+q6Rr1oZraSOeGQeWwdSM/wCyQe/tVO7sdBTSkilS3SwtpwUVUIEbg8bcDrmgCa5cS+Hrq20iwSZYongS2fMKkrxs6cD0I4q3oWnwaVolpZ29olokcY/cIchCeSM9+SazrzXtN0iJdVmvok0yZHdpQmdzDGOQPQEVk2fxL0DU7PT3tJ7h2vp/JgMkfl7yp+Yk9MAcmgDtJoY7iCSCVQ0cilGU9CCMEVTawsI7S3sXtw0KjZGu0nAHv2qhP4y0GyRGvNVtYg43K+4lXHqD0qDT/GnhnWtVjtLXUIpboE+RkEeYMclD3HagDctLKOyWRYnlYSOXxJIXwT2Geg9qS/a+WA/YEgabnmdiFHHXgc1bqEtMTIDEu0Y2fN971z6UAcvZyanb+ILlLm8tXE6RPbWCy5dG58x+Tkpk8fTpXVsXAG1Qeeee1YkWgx2niK41mK2SS7uEETOzkCONR8oUc9zzjFT3/iCDTdTtbCa1vHe5IVJIot0YJzwWzx0NAGbLJqtzqVnc6ZbiON5f9L80pjavGCy5JPoPzrpndI0LuwVVGSScACqOm2Npo8QsbVZArM0vJLck5PNLKBdzu0XmrNbZADcI5I7juKALKXcEsipHIHLpvBXkbfXPTvU2B6Vk2VtfW8a3VxiW9kiRZokkIiUj+4pzjrVoLeDUd3yG1ZSGBblSOhH1yc/QUAS213FeW4mj3hMkfOhU8HHQ1HHqFrLd/Zo5N0nl+blVJXbnGd3SpwrjcxOW5wuePaqDQ6sdWgljnto9PCFZbcx5dj2Ibt9KALEep2k0ojhl80k7cxgsoPoSOBViWVYlBbOCwUYBPJOBTBG/zqdqqehQYNSllXaCQMnAz3NADqKKaQ29SGG3nIx1oA5PVFnPjrRPtZie3Bla3MbBXRiuMMp+8Mdx3rrq4jVdULfErSNLVvLkCPLgqBvj24PPU89q7egAooooA4Xxtolnrut6baS3UkExjaQ8BlZFZcgg8DO481x/jCw8KWdo0ljpttqGo2chDIJ9vlquWYZHTbntXUfEa0utXL6fbEQ7NPmlM0hKxnLJhdw6H5eK8Fj+HGp6ppK3Vh9ra8jjaS6inQjJBIYqe+MY9TQB1+rap4iZINR0jwvFFay2ZZYzJuKccvjPJ965tr7Wxbaff6xYXDW8Z+SOWIY2KVxyPmOT6+tRaX4dsU0WK8utf1C3vjP5MNvscHgZ4A56/hXZab4LEepXep6nqGob4VDOk4818OoKMqqcZzn2GBmgDu/Cev6QdBuJLuC306aBI1mlS3KHDDOWyO+K5Txk+kWt9DYvFFZWUzzTNeQxl0eU/MPxGQfqRWxc/DnVH0SWeLxHqa3GpGCO6iuERjt3AEHHHAJqCb4evqviW+s/7Wu7ZFt8TESBklZlCgrkcHCgtjHYUAc/q3jLwvZ6g8Gn2Xl39qVE6XkW6OXGOmBkN3zXZW3xE8IaZqX2Z4oYhIqsTapujB27ssAOvYd6522+HOnabcT2UOu6hHeR25u5ZQkTm4C5G5AckemK6X4a+H9I0/SnbTgss0q7ZTcRgOZM5LEHsM44oA7HStU0LVvDy6hYrEdOdt2DFtG7Pdcdc1ZuLXTbbTrqKSwQWkhbz0EQ2sCPmYjuMdTXB+N/GHiLwlepZ6bo1tcWxthIriJtryZ+YfKMKAOcmrGka/8AEa41C2GpeGtP/s+RgJWhu1LBSOoGeaAOvt7LRbPT50srG3SGMgNHFGFywHA9zyKn0fT7SxsYxbWxh3KM71Ac/wC9WFrfiqDw1cRjVLS5ltpuJZYYt8cTjG0Yxk5yOfWte212G8s9NuEguYxfH5FaBsoMZ+f+7+NAGrLu8pvLID44JGarxXas0EZP7yRSdrDB46nFW6xdU1W0sNWsoZrl1llzsgiiLNKOhzgdBkGgCnrXh+w1aSGCUPDG8jy3AGQZFAIPzfwjJB4p/hnR4NHshHZxooaaTJeQszRbm2EHPpir8ep2l1qctqskxMSMsgaMiPqByxGM89M1ceMRmFYkCgHHyjAC46UAcnqes+K7W7SBtIs2iuLhYbd0lLd87nHYYH51palcbNf023msnvDPIHTaeLQqOXPqM0+C61t7rUJbuO3s7RUxbLMckMDgszDjB9OtaEiNcW1tL9uEfluryPFjbIB1XnsaAL9ZWo2N/eyXCRXzW0D25jTy/veYc/NntjinXGvadZ6hbWF1cpDdXKM8cbnGQOpz0qyfPkvDtk2QqnoDuJz75GP60ARXFgt48CXSCSKIBwdxB8wd/wDPrVHVtP06Kxga8jnlWK5WQSKSWV8/eOO3rWj9pSzjt4bmfzJnYRBgv3mxnp24FQCWHVDPbv5nktHzGyMjdSM5oAyvE+s29nJpsF35D6XfyNb3HmAnOR8o/E8VcubGCw8K3NgCohjgkCBUB2rzgBe+OKzdd0Cx1DT7fUPIvbqWyjKwQo+GPPXGOWGOK4jXvEF9f+M7e5tLHXIIrEm1uLeK3DeeGAcDk+oFAHfazYxDwXHaiSf5I7dQ8SZc7WUglfTjkemad4R1iLV9Cnl+zwQ+RPLFIkDbkJVjkj69ar6v4w0/StPGo39jdwJgtE0kRGXCkhTjp3GTxzWbpvieK48Oalf6Lo8lsjgXGJxtRt/LPx26kjrmgDZ8I+KdN8S6b9ss4jAGnkiVGGCSp5rVvxJcafeQnYkgRimcNkY4OD715DoWv6Pq8Mdq2kSactvCt0wsrj5vND7VAXqdw559a6rUtdVFm87w5eza3c2zIbKKTLfZweGYjhc/nQBs+EJpLyzg1F5vJWSAi4tm7TbuWJPTp096zPC8FhomueIDBpjw31zcSzzvklBGPuEn0bk8etYreLdP0rQ7+00PwxdebbuizWsnzbndf3eTknBJXJ6dqx9I1611++vrnULC/g1q0t3W4sopX+znjIYYIwfkAxQB13w+v9H1PTjqNqkMurec32jGQYwzdFB/hxjGO1adjdW9l4nurJ9P1E3bJ5qvIfMjkGcZU9iK8y+Fmuaet/qynTbjyIH860lkZk2RjCnLEgYyBxXbeJ/GFp4a1dI/7OuGmeATyS+afLaIcttyeWHoKANnVtSnf4gaJplvbyAokk082AV8sqRjPUfNiunt3MoaRoWibcVw3UgHg15b4O8aXOq6XdavYaI95f3k5ACOAkUSkAKzEkrxk84ruIDqGs6IsqutjulZotrEnYCduT7kZ+hoA3nRZUZHAZGBBB6EHtVE6hp0ElnFuVXmVhbqF5IXGcenanX14NMgmv7uVEsoIDJL8pJGOcj14rmvD2vaPdX0dvBeXN9ctIzxyXKbWiRxuAXpkYxQB15lJgMkaFzjIXoTSCGN1jLRAFeQD/CT1rP1LWlsF3CJmRJVSVjwFBHUf3voKzND8XaNfakdLt7i5N67OxjuIXQgjk43Dp6UAdQFCqABgAYAqOYRC3fzFBiCksuO30pXk2MgOMHOST04qjfh7yyP2e9WFJU/dyJ135yCD0xx0oAuQGF0E8KgCUA7sYJGOM0LHBJBsVFMR7Y4rGbULyPSQbwbLkwKJo4xuaNjwWyue3NXnuYdNtoUlnlk8zEcXG52OPbqe9AFm3t7WLzfIijXe37zauMn3qiWhe5mNrZA3Nv+580KAVG0MMH06Cqn9v2kOoS2EV+ss0UIYRlSSTnqW6H6Vofb0hL3E0kcdu2xQpUhxIxxhh+KigDn9OvrvTNPtY9dd9U1CeRoJ2s7fKqeoU+w9feuiOmRS6kl7KS5jUCJCMeWe5H1qlp3ijStYtr2bTroSCzlMUx2HhgcEe9XdPvxfTXOx4HiifYDG+45xzu9DQAabbtB9pzZwWwaZivlfxjsx9zVtVcSOzSblbG1cY21FcsQ0IXG4yDg56d+lRX+qQad5QlEjPK4jjVFJyx6DPb6mgBjSag0ssTwW5jJVU+c5ZcfMSP6Vbt7WC1QpBEsak5IUY5pjwwPLDdzRhZYlO0sfubsZHpXMaz4jSDxPFp9vJeNd222WWJIv3bRNtBJPfGQePWgDqk8mDESbI+CwUYHHc1AAYp9kFmnlYJLqQAc88D61y/iHXb+PxPaWenpm2itnubt1tzI7qD/AKuM9Nx9K6uCdrzTUnhRoXli3Isq4KEjgMPagCugaGSHdbyyG4JDcDbCME8+3b60f2faJf211DbAum9AyEAKG5Ykd8kCmafPcwyLb6lOHuBGgaQKEjkc5zszyTxWfr2sWPheSOd2Ef2ty0xYsQqIpLMB2PTjvmgDanis5LiMTRxNKWDJuAJyOh/nU6BQWw25s8nPI9qwJLjTVWzub2ZxcxuqpcFcM2emQOgOf51rQ2Nvb30t3GzLJOBvXf8AKxHfHrQA+e1ZgzW0gglPJYIDuPv61YQMEUOQWA5OOprK03ULu71XUIJogkEDKqfKQ3I7noc+1am8hyNp2gZ3UARJawo0xEafvm3P8g+Y4xz69KrNZQy3bSyRQeR5flLt4LDurdsZ6U2XU5ibVrSza4jnDEtvVCmBkcMcnJ44rQCrs5QAdSMd6AKlppVpZztPHEvnMNnmY5C54X6CrTxK+ScgnjI4NQsbhVLqwlBfKqoA+X65q1QB5n4gsNMuNUGoataX/lac8heOBWaHc2Nrcc9OTj1rpbPSNOtPCt14fiMslv5csXHzO4fJO0d8bsfhWrrF01pomo3NsiyTwwO4TH3mC5ANcf8ADDUz4q0aLxC8C285LxSx7CdzcbmDE9CecAcUAZlx4a0vTNViZvCU9wJ7ZVa5RcGNsIm0kfTdnsa7HTLH7K72s+mWsNiieTA7Hc8pPUEHsf1rdUwXsCsCHjJDDnuORUct7bR3i20skYk2hwGIyOcA4/rQBXj0HSl+c6XaLIRgnylJx6ZrC8RjxBca5b2NnDZNps8eG+0AnJDDOMdDgnH0resL6Wa5uLeSxltljY+U7kESr6+3PY1MLSKaZppYCrrJlSXPPGM4B9CaAKcElppGhGZhJ5NjGyB5F+YqvHHqDgY9eKhfUvteoRvplvbTtC4iuZJCQ8SsAcDjnqKt3oNnYQ21rp73SFlj8tWA2L3YlvT86l0/S4dNt5IYnlcSMXdpGyxJ680Ac19r8RCSS0j8P2ETf660Jc7Mhud+OjY5roHna30FrrVIYI5IozLKi/Mikc8GpIJf3RMVtPmM+Wok+UsPUZ6/WmXpv5b+C2itIZLB1b7TJI/OMcKB35oA8907xdp/9nw6Vq2kW9jYXUMks8K7pAocnaVwD97k/jV7TtI8L+HrnT7CDRnnttQLtayKhdYkYAnd/dBJxmul8NeH7Lw/bXJis0tHuZN0kYmMigDIXBPQY7e9VtI8R3uqeItR0ufQ57SKzVWhndsrISDjOOBxjj3oAsajJo2myWmmtpiTeduCRRwBtgxnkdgelSadb6dcT5XREthbDMMrRKBj/Zx0q6lw0d5BDLCftUsRaR44yVwO27oOfWrduZGjPmRLEcnCg547UARNeYvoIcKY5kYq2eSw7Y+majk1SGPVItOIb7RKrMvGQFA6k9vSrjxrIOeCOhHUU/3oAr3MUs9jNDHL5M0kRVZF/gYjgj6Gse6inkTT9M1RVuUnB8y4jyhWRcFSMdM81tyvsZMttBbk446dPalDv55XZ+72gh89T6YoAoaxq1vomnedOzDP7uPCFyWPQYFVbt5rTSLa/a2nuLiEiSSGA7dxIwxIPYZzj2q+8d4dZjkEu2yWFt6cfM+ePfpUt1bR39o0LuwjcclGwcUAZZ8QhbjR4Rb+YdS3FWjcFUAGd2e4xWqIkF60uX3mMLjPygZP61iWnhiKKBlnu7m5eK4863eQBTBgYCpgYxjI/E1ShuL3WLy3dG8jT7tHVz5jCQSKxB2jGAPlHXrk0AdFf3lnpULX15P5UQYKSx4ycADFXQQwBHIPSse2huLm6ntL+zEtnAUe3uJcEyNjnK9sHOK05JEQrGQ/zA42rwMD9KAHLLG7siupZDhgDyKeQDjIBx0rn7G9s4dekgNhcxXl0AfOETsjoo4LN0U9eK6GgAooprAlSFODjg+lAHk/iPS4Yvjd4bvIbhriWXcJIXkDeSAM5A6gV61XnOqSRR/FrRxPpciXDxsqXiuu11x0b3z2r0agAooooA848XWVzcXl9aaji4sb20IWJJGOCsowQgI5xIvOeq9K8yutBl0vTreZ59YhvLO2bzHjaby9ynIIYIR35X2617fr1rf3Ov6cbO3MiLDIJXaUoigsh7A5PHSpE06caaqz6bAZ5mZJYYpSYlVmJLEMMH8u9AHzn4r1PTJ9NtV1221i71zywUnd3hSdSfRl7ewr0vwxolnrukaTe3VpfRSSGOPdbRSRSJsH/LV2OGTHcCr3xW8DXXiDT7O8sYf9IsiEjhgUEkMwDHt0HNb2izXXhzSU0Rre5u3hJht3mj2iXGOrLnruPJx0NAHUtYxfYIbaFI2SLZs8wbhgY5+uK5yw8JLbeLtS1Np1lhm2+XAIAvkEjltx+8f5ZrrYlWOJEVAiqoAUdF9q4m48TXTnzzdyWdla6i1rNP5SsJSG2hduCQM8ZyOtAGtqWiW95qdvFGLWPZAUcNbFmaPP3Q4IwPak0/TYrS8mitUtY1tSfL/0ZgygjuxPzfUU1PFdjea1q+hRGR7yyhEpVfl3AjOFPciki8QR2VhfXE14b4W0H2lwiqrRrjhTjqaAJdY0O31SyFu8YlaZ1mkMkjhcDGeAeRx93pU2mW+iWxiuLBooUuCY44wdqsy5zhT3GD+ANUrzxrptv4a0zVpUk8vVGjihjGN2ZOB+Xf6Vylr4b+3WN34fjm1WcafqTCG/SZYntXdMkqBjKgSH8zQAeONE8L3Wri91PU7q1mO2WOVbhsPIrjEYTkH+HgDPNeh6ZZ/ZrNGZ5S7RqGDSs4GB2zz+leU2fhGLW7u6Hii/vZpvDssrxqwVHmQ4ZJSynk4A/Lmu40+fxDZaxm/uo7y3vGY2drGqr5UQAOWbGS3NAHUWpQ2yGNndOzPnJ/OiSKBpVaRU8wgorHhsdwD1qi2rFzJ9lhaYwzeXJGpG7HdgPQVcV4Lwb4nVzFJjcADhh1HP5UASyRxvGUlVWTHIbkVVsdX03U/M+wX9tc+X9/yZVfb9cdKp6V4itdYTUPIjcNZXL20iOOSVOMj2NWTHZWO5bRLe3lfqUi645IOPagBt0bSbR99+qXlucFhHGXV+ePlGc1javocV94cvNNvdVjt7W4n2o8MSxhASML169s8VuWl3bazpq3EDuLaVSDldpI6HryKw9f0HRde06W2v764lsNiymCKb5SI+4I5PvzQBevfC2japYWVpd28c4syjwsw3lcEHjdng4qXdaabcy6ndX8YEoEIUEKpIZsADu3RfwqDSYrHV9JtdS06WaOGWBI0bcc+Wp6exOME9asvd2awJIkLzLc3BjWNxgB1z2PTlD+PNAEj/ANn6hcW6vIyXIHnpF5hjcjpllBBI+tTXNzYaXaotzcQ20LERqZJAoJPQAnvVTUNRNrfWEI095p7oMrOjKDCoxkknHGSOlWvstvdoIZovNiiOF835gx9eev1oAinj03TtLS1lmS1tW/dpmXZkk9Ac5yTXLa7pkkPiO21a91si33okVk0qxIhPBZXIyzf7PetDxjqbafZMsNlZzvbQ/aV+15CLtIAwQODz1rNEXhK506SLUXiLWl3CJCCf3c5ClVDDrzigCXxT4Z0ye31WaS+mtTLbkFjqDRxRsw2AlM7QP503wroaaPpFvFdalJcm33j93Ohjusj7xUDrgZx2965vX9C0/wAT63PBb+JIInjUrYLGDuEsedysxJDjPUHp2rLsvA2mX+i6cdY1q3gu7S3SaT7K8iebbgkbjyMs3Qt7CgDpfB/g7wjYX99qdrLFJGvzOst3HMseeecD5QD0ya0PE7eHNOmsfENze3SXDOfImsZcm5CjIjI5DD2FRaZY6CLC/wBJtL6Uz3ii3EU4xJEhHyryMHjpnrS2eg6EmiabYSyRvpWlO07ySjfCSvG0sx4IPPHFAFmePStX1m01eK6NrdXtoYFhDRrLIu5TuByeVI6HPcVk21tGnjk2Or66X1CeV2thbBAQFGdrbgSOCMAHtmto6t4VtLW0B1O0haNm+x+WhTIkDYAUDJ6npXOajYaZqmv2t9f67C6Rzr9nPlPFcpJtBZflAOSCMZzQBt+NNZsPD/h9dOsrSN5LuUJDGwAid2OeSSM88nGaa2naR43stKvNes2glsJRi2kyFLgYZWT0Pb1FVBa+GtY8Vx38utRXqWkQlihukJKMnDMrEDIA6jnnmnXc3hfULe20638RuLWOYXckLbmymcghsZVQehzigDotB8GaD4Uu57vTYzbvdErIN+FcscgY6cdBW4GtJw9oHjkwvzx7txAJI5/EH8qyIvFGmGW9iup4Iks2jG8vuDbvunp34xWVouuaXHq13fJeK1rqKh4maV5JGZGdWwvO1AMEY9aAOsu7aO5hdZAWTy2Ro92FcEYINc5eXWg6BqmgWEemQGa7kaG3mijQeSQuck9sj0roX1OyjiaV7mNUCq5LHHDfd/PHAql9o0VYE1OaS1PnEYnZAGcgcADqSB260AN1/V9J0O0trnV3UqJlWIsm5t/qAOePUdKgbTdNnmtdcW7nuVsmlljKt5g+YYOAOpA6VsKLTUYoblQkq43RSY5Ge49Kp6ounWNk9xeXa2VurK8sxk8ssR0y2R+XegBYNRt7u+jjZUBaPzLdiDu6fMCCPlOCOOuM1ZuLa2vLVba4IkjYggE43FTnt9Kom50a0ljljvLO3a7b7Ry6gzgqBkZ9scipLuey0K0lu94it4ULvCuAAMjLY7dfpQBT1DQtKuDqLRxyveTGNp/s8gEuFwVUEn5RwOK1FWG+QCW3eOWNePMUbk3DseRnHpUGr6kmn6Wb6IqWcrsUIWMpPRePX17VDZ6pcNFNb30b2dxHF5vmy4KbT33DA49KALNsllZweXBJ5MVmD5ijAHTq3881ymkWENxqc97ceTe22p3Za3ZbhkVY1AYFYyeTvXkjHY10ksdlFcwavdakqeVF5LN5gSJ92Dz69sc1Nd6hbpGuy/t4FeMyRysAVABAJznGOQPxoA5K403RtQsr+28MarNaajZXc03k28239+Thg6NwVLdjxXT6BpVtoenGGF2VHfcysAFVz97aPc5PfrXMeJfBlkmjeI72Dz5BegXawWo2sZ1Xhgw5OTg46da29F1m8k0+BNS0y5tL8wcQyMu2QqOdrAkA/WgDZh1C0vLia3tLyF5rdgJkVgxT2I7VJFtkRoZJUmkQ/PgYx3GR2rC0LS9N8OSGFbi1S5usu4ZUWWQk5GSOWx0raF5aHUvsguF+1CMuYgeduetAEGtWkF7ZxpcGfy0njfEOSWIYYBA6j1pdV0e11eAJOZY3QHy5oZCkkeeuCPpViK7gmlmWO5ifyuHVWBKHvmiUwt5itOF+TDDd0B6GgCCKNbSNBbyW8dptwMjkuT1znBz/ADpRf239my38W+WIAsdmSTjg4BrltR8OaPNYaDY3eqzNDHcRi3SML5csi5IyAMDofSups9NFvZzW80gmWR2Y4RUABPTC4/PrQBC7WF01l5kUDycS2nnEE7sZJU88gelLqSJeK9rLYpdRfKGBCtgHOeGPHH86mfT0kukn3BGRhjaoOVAIwc5x1PTFcX460rXLaQ33hnULezuJ4tkkEluH88opZcHsQAQOPSgC9ok1pFqt7bmRoobSPyphd2/liRQzBDuxggAYBycjtTtY8Ot4suQi6zdW1ijAyixl2t5i8FN3VRwDXG/CPVvtHhu3TWDFD5kjQgz2uPtDhjg+YTyR6ECvW4LcxMHaQs5XDbRhSfXHrQBT0y207SYU0eC6LyBS2yacvKw7kknNctqjx/DiOfWnvNUv7C5uY0e3kl8wQBiQWXIzjkcZFbqeFLWLxfL4hhYJNPD5U6FAd/oQ3Vfw61W8WWMVl4Klgt9OivkhdHW2uJSFchw3J+vPNAF610zT/wC3W1h1dL94eI5Zy2xDjJCZwvIxkVsebEYPN3r5W3dvz8uPXPpXI2uh6ePEUOo3Y1A6jerKgjkuHKRRgDcoAONucY+orpItOX+xxp05DxmEwttG3KkY49OKAES9t5NVNiiP5kcIl3D7m0nGPrxVmFkmHnKGGePmBHQ+hqrY6Va6e6GCBdyQrD5zHMhVegJPJH41f7cUAZ91YWmoWctneM8sMsnzIzFc9Dt4wccVkWOraL4fN1pSW81jaWQaUyyQ7ISCwLbT0IBcVvTJcny5ItvmKRlC3ykE8nOM5xnFUvEOkHXNNawYQ+RMQs/mLuzH1IHucDmgCazSwthPeQygJeSh2dpCVZsBRtz9B0rN1q40u51iy0y4iuJp2cSMsEW9VA5AkOPlGeR0qxqHh2HUtHs9PeZ4BayRSxtBxhk6DBzxWhbafDbRyKN0hkYszSHcTz0z6DtQBx3iWHQLi8fQodVu7DWLkNJGIJpQQQM7uM8cdOldNFpSCziD3lyzExO7+YRvKgYHsDjkd81otBC0qStEhkThXKjK/Q1BLFcT3Mfz+VDE+5hgMJRg8c8jBwfwoAfBObqF3QFFyyqWHOQSM49OMj1qbzFV1jZ13sCQM8nHWqz6dC1k1mC6QFQoVGxtwc8Ec06UOl3AVDsCCpHGFHrnGfwzQBj3WoabP4zstMa5ujqEMbXCwpxGFIxlvX2FaSWC2+rzagLqcidFjaBmygIPDAdj61dMUZkEhRd4GA2OQPrT6AKt3YWl9E0dzAkqMQSD3x0qppltYxx7ba7e4AnkkUmbdtOeVGOwzjHapvKJlkitp0hVGDssQG7ceSGzng/TNV9FtmtZb9JbxZpZLgytGi4EQYAhfU8Y5/lQBpmPdJvLMcdBngVBFZeRCVjnkMm3AeRi2PwplzqdpbX9tZS3Kx3NwSY4yCS4HXFXAW3kbflx1zQAKCFAY5OOTjrTZUaSJkWRoyRwy4yPzpX5G3fsJ6EYz+tPoAgubO3vEVLmFJVU5AcZwfWpPmDAADZjnnkelMgieJNrzPMck7nAB+nAFTUAN+VwRwexFRxIkJMUalV6gY+UewqQKFyQAM8nHesu9vLtZriOKSKNECFG2Fm6/NwcD0xQBqbPn3ZPTGM8VVnktrYRy3U0SyL8qu7bAS3GPxrPuluIdQ+1z36x224KsYY4yDxwOucnP0FM1gDyp9Sjto5ZoY/ISOVMgkuOTg8rnB9RzQBtQSrNHuUg4JU46ZHBqK3F99olNwYPJz+7EYO7HuTUtuzmBPN2CXaN4ToDjtUtAEKzq0rICMKCWJOMfhUisHUMpBBGQR3qhYRXsV9f/aWUwPIrW4VQAFxyD3Jz61bn8/yx9n8vfuGd+cbc89O+M0ASOWAyq7jkcZxTZmkWImJA7jopOM/jUlISAMnoKAPNNXklm+NfhwNDLvjsZXaNSpVcnBJPt+NemV5hrUE0/wAbfDcqxtPbpZy/vQcAMD3I6/Q16fQAUUUUAFc/4l1r/hGrKK5t9Pe6nu7qOHZHxyxxuY9gBW8A28kkbcDArC8QxTahb/ZrN45WVlLxAKxXnIbmgB10EsLeQreWtlf3CFIN74TdnIwpPJpLPUJZ5oLa2v7W4lVMziRDuypAYjB459aLhXKWcd7DGWQA/bJwh2v9D3+lMj0+7TU7O68+K6VHkWUxoqYDdDx6dPxoA6GuOj0y30jStSGrvGPtF5c3UJ6hckup543DGR712NcxrY0nXLK70e8v1d3LxbUbaVJGMZ6ZGaAMbQvCRg1Cx1G11uW4uopWmu/MVSZBKMspIGR2IFb6+HIotL1azgigjW+kd8BeDu67vWodE8N2Ph3SJ4NDEsouGDMzTkksABncfYVp6hZ3lx9meK6eLyZPMKRnl8DhT6jPWgDjD8NbSDVzcTebPpkTwtYafHIypbS7vmcDt/hmtPTvD8mmeLNX1G5s4JY765SWCcyHKnaqhduOOQTn3FdLZJqItI/tcsZn8sh9q/xZ4P5VUsY9Sl0aBtXto5tRh3v+7bapYE7PpkY+lAGN4x8HXHijR5re3uI9PvfOLJcRA/Oh6q2DznjP0rcl0fztQ0i5cg/YEccEjJZQP6VW0pNWtNSSzNqw0sQmQzTT+ZJ5rEHYP9kZIrfJAGT0oA5+60u8e4uJ4ra1+2M2IbvO1gmc4YDr/Wti0ad4m+0QLC4cgBWzuHY/j6VPvXAO4Ybpz1qOWSMSRROCS7fLxxkc/wBKAOY8S+H7t47KbQbxdMljuV8/YhxNEz5ZDj1Jzn61cbwzANXXUYgUuGuhNM3mHEgClR8vTPIH4V0NQAh5ZIX3NjDglcD2APfpQBQs9MlTw8+mzsFd43j3JzgNkZ/WsLSLG6Fvaad5Vqz6QjRkrIQzNtwvGOAw69a6d9RijumgaOYEMq7th2kt0wf51lWWlxvqut3kOpNI90ViJTG6AqPug/jQBpaPayWekW1vMFWRE+YKcgHrgUGKaKS2AKeX5rl1kyzc5IIPampaN51sq3TsbYlmJbJfIIII/GodVfVPtVl/Z01ulushN0HG52AGQq+hPrQBK1vetprgLai9JYodp2Lls/Xp+tVtP068s9Vm3lHsdqmHDENGcfMuPQnJrWhmWeBJl+6wzz2pT5anzSQMjG7PWgDj/GfhbVvERube3vo0srq0MDxygkRNuBDqB1PGK85FxfPrN34GsbVfPGpW100kYGGjVULlvTBXP416B478cDwlPYOtleXYuEcRi3PG/ooYH3qbwr4X0uLVD4pkikTXr+3X7Ssr8qSBkbB0PAoAwfC3gqHT9ZQ282k3ctrc3E0tyrB5z5mQqkfw4yc564qfxF4O1K71n7dHCkgXS47RI4sKDKsu/n+6nyj866W28LWmiapc3uiiG1nvZGlulZQTKcDGCegByfqTUP8AbupWGo22iyot/fTRNMtwMRIVzge2RxxQBznjC11mTSLiK4ik+26m0MVpFYoWNo69XaTjPeuyufDcF14PbQGYqjW/lF++7H3j6881TlvtWSPS7OW+ii1OQOzqsQZJ9vVQ3RTXQ2kheBd8iPKB8+0g4PpxQBx914e17UYLWS8+wCawnglt44xhHKN8xJ6jI7CorXwdqp8dR+JLu7QCRnEtrExCKoULGf8Aabrk/Suk1pLrUdHnttOuUivCwwysGKgMMn8qyo/Fn2f7Y9xDfNHbplma1KDI4JX+8O/HQUAZ58F3CQ6bbgxBYPtgYA7twmzgHPJA4yadrXheSN7yaFII4JNH+xAgYCspzz7YrRvdZuNL0i2v53hJJW3WGEBt8rNgHPYEVL9vuL17i4a6Nglr+6lhuIQU35yWVj94Y4oAwV8NyTxySWSaddENaSmF5Cd+xMHP909x9Kt+HfCN9pWmT20l3HKrNM8Cq3z2pc5CrJ1x1z9a6eyhsYWE8Ajia4UbsgBpPTP5n86S1ktF1G9MdzC8ke1ZET70foD+tAFCPQrp5Ybi8lSaaNIC2BgO6Bwfw+fP4U6TTr7UZtPubmC3gNvcmUxE78LtIGD2bn+dX9RtLi+eGFJXghV1laSN8MSrD5cehGc1JavILqWCS6WV1YvsCYKoT8o98etADXu5oLy3hNr+4kVi8qtxGR0GMd6peJtLk1myjsvs8M9tIWW4WT7wUqQCvuDityopnESeY0ipGvLlvSgDjvDPg6bR7PTYLnyppbGymtBOTksGcMuPTAFWZtL1ZbafT3jjuoZ4YVVy2AhUKGU56g4JH41tSWtlq9uzrNI8bSK4aOQjDKe39auRI4nkk87fEwG1f7pHXmgChrFhdXFjarYNHHLbTxygMOCF4K+3BrJ1tNS8Q+Fb6D+zJIC42/Z5HAkcBucEcYIFdXkHiq7lbqzY7pYVYHLD5WGKAOMutAM9leC90WW5tbmeGaGCGTbLAQuOTnHykDGKfpNhqMQujcKkUH9nRwpb3Dl/LlZnJDHuSCuSDya6r+1LKKVLdp9rGHzVLA4Kjqc0l1aW7yxXUqyyskitGoOQCRtHHpzQBVMN5H4U+x2zKmorZBUUnkPtx/PvVee2vdYs/LuLWS1lhiYI3mA72ZcdR0rRn0qG71C21B2mjnhXbtSTAYHnDDvipZL3bFNNGI5IIlJL+YAMg/MD6YxQBzF94aa7uXmthNDemKGJpxLlDsxnKn0/Wr6QvDb3NtPD9mKO6x30kigneCQyn6nGK34Jo7iBJonV45FDKynIINVr1YZZYILmBZYZCR8y5UMORn+VAGdEmoSwi4WJfOjs2UqSNk8pAIOR1HB/76qnbW95q+orc3lqLFW8pjbTOGdwm7PA7ZZT36V1HlgReWnyDbtG3jH0ppgQzpMR86qVB9jj/CgDjLzw5cwa7DqMcM9wH1RZzGko2xIE2hgD+oFds7BELHOB6ChF2KF3Fsdz1pkSusQWVw7c5bGM0AQX+p2OmRCW9uordDnDSNjOBn+VYFlq1p4tnJ0y+uLd7OaOYq8e0ujKezfwMOhqPxhp9pNoklrdXMK2806Ni5O4OP4kT+7wOvvWD4b8QaJJ8QNZng1GxigaK2tIAkmRKFDHg9BjIGPagDpPCejWsHhn+z5BHKEupWcqhALeYW79e3NdMCd5XbhQODmsG+8YaPZTLawTfbLtnCC3tB5hBPTdjhR7mt9SWUEjBIyR6UACIEXaM4Hqc1XvbKDULVra5TzIWILIejYOcH2q1TGXcB8xGCDxQBzer6bqWoaTME+0wXU7bR5FyFa3UZwVOOckAkd/wrobZJY7WJJ5PMlVAHfGNxxyakZcsp3EY7DvVDStJi0hJ0hnuZRPM0zGeQuQT1Az0HtQBo1EbiMXAty370ruAwen16VLUU8CXEDxPna6lTg4OPrQA55EiXc7BR71UsNWsNTtmuLO5WWEdZACF/M1ZSFEhSLllUYG/k00W8PlLGiqsQBXYoAUjpjFADP7QtGtkuUuEkgdgqyRneCc46jNWGUMpB6EVBb2cVrhIAI4FXCwooCrznOKz7eWXT9Wi0sRXM8MyPN9qlk3BGz9z/CgDUEsayiDePM25Ck8ketLLKkKb3OFyB0zyTgVFcWcdzNBKxZXhfcpU4z7H1FWaACqb38Rufs0Lo9wG+aMkggdzVtmCjLEAepqnLbvJcRH5lwSzSIQDgdFPqP8KALKyo0rRA/OoBIx0zUF+JpLYxW1wkNw33C3PTrxVumFFZlYqCy9DjpQBTa9aSzlksUgurhG2NGkowG7gntiqMEN8NPa31HVIodQuZWkiMWAVAYEIAfvADAP1q19nt7W3uEjmMJWT7RMYlAPXPOPUDFSMsN01tefZ/NG3ejOOYxjPA65PH5UAY1rpuu3F4o1nUbfareZEbPMbsAfunnkdOR61v8A777W4FwhXAxFgZUdzXMXmpaot5eXsNtPcWj2itbQIm2VGz8/J+63T5faujtlErRviZJI0Xdu/iyM4J74/nQBnSQaxJp84nuI5LtHYxCJNqlDwAc98dxWhZWlxbEB5ImQArhE2kAY2j8Ofzq9Tdvz7tx6Yx2oAU5wcdajdZDbsobMm0gEcc4pUd2kdTGVVcbWz96op4pCGMQQsfmG8nAbGB0oAwtE03X4tCGn6jeCK4TBF3E293BJJB3Z57ZrXkJtZIZJbksm0RsHKqCSR831/wAasWkcsdrGk7h5QPmYEnJ/Gq8z29wJEuIQAj7FMq5DHqCKAKOq6Rb6nNbrHNLbTwStPG0Sjh8Y3HPXg4981Zj0+S3S7DalcuZQrDdtJjwOSox3xViOQxIizMJLgny2dE4Bxnn0FTqnzJIWywXBI6GgDnLC2uINfuLjbqdxAbdAs0s/7tyx5wnYgd66DZMpXYQFXI2k53Dtz2qxSEgd6AEXJUbhg45FOqre289yiLDdPb4ZWJVQSQCCR+I4/GlvpJYrR3hGZBggbc556UAWaaGVs7SDg4OD3qlpU2pTWm/U7aG3mOMRxPuA4Gcn65pLgf2bazSWdqZJJZCxRT1Zu59s9aAOJ1uKFvi74bae4kS5EU2yKJTs2dix9+lejV5ZrEsx+Mvhaafape2lieINja47j1Fep0AFFFFAFG4vvJ1G2s/L3GdHbOem0qP/AGb9KljjhhnkIWJWKg/KoDY9zXHeN9QvtN8R6C9ldWVu84mhDXgyuSUOByOT0qpear4ksPEa201xFO8oG2OHTWZMHHytIGJUck/MBQB3d1AtwqGTyzCp3OHXOcdKpaDd6NdQXH9izQyRRylZTC2QH71happnjS7miGleIrKC0dyXY2YZ4xjoPmwwzx0FYA0fxemqhYNasrK2VsyCOy8hrk7l3HGT26NQB6nXIWGgnUdK1iyu4pLRZtUkmUr1YCQOGGf72P1rpLaK7VCLm4SRhISpjTblewOSfzrnvHCSzaWPJTUQ9vNFKhtLgQeYS23aWOcgZyQRjpQBJqo1ECKO2AtbJoZVDxKSVk4EZKj8/rVKW+1W3SKOewu5r2K3jEdxGpPmMT8/y9AR71v6gLm3sHu4pLmSWK3KrAroNzHuSRjP6e1c74P8Qz61q95aTnU45bNFZxcIqo+70yit+OMUAW5ZL7+1EEAvDO1wS4lG1Ui2/wAJHykZGfWneHrhp7i1nhuJ3iNuyXhlBAM4KgHJ7/fHHFO1Oezl+2wXniGSBI3RneF1iFuAcgMxyOTjNZlzoEbeGry4tvEt5dae7/a/M89Pl2nczK6oScFeAPTFAFnW9O16e51W8065uI7mF4jZxM37p0AG8fU/MPyqQ2jXWnXK20l1FatIrFCrYHy/ODk7ipPpVDw9rCeJ7ewuIL69tIJCwtENxGXnROGdlI3EEj9e1bfh611/SzPBrV/Be24JaGdUKMozwrZJycUAcjDJqtze2IvbK6stKWKSO1jQNJmfOEc/xKMcjPFbEfhK6ujcajdahfHUQsLQlvlCOgycKDj5uhrthIrBtpDFeoBqK4857YmEiOQ4PzDPHccd6APP7TTNZurK1vPEWo3scN6ZJrq0gBBic4CIpHzAAAn611TG+tfBz+VHcX12luQqTDZJKcdDjocVpWUhKJFmVtkSkvKpDEnPXgDPHNVpL3TdQvG083eLmBxI0aSFGG3HJx1HI9jQBxFveatea7dreeHdVi0i4jgT97Jt8sqPmwN2Tn2rqdDe2tJtQiP+jiWctDHI2Gddo5APOKuXkOpJJeTxX6rCyJ5Mfk7jGwPJyOTmuX1E6VJ45ijuLZm1mVE8hzZGUQoAQXLdMHP4GgDjtuq2D6i2laPqSTRx3bXl7fSOilW5QockMQvT61fa71KbQb2TQ9A1OO1ns4FaW5kZWlkLAbwMkn5Tkkdq76W7220094obRPs4Qo0BRgwbacgn7uM9sYqtqGv2WgXemXTyNNp9+fIgktyPKhULuBIB+YYU8gcUAY2gQazp8RsNTg/0E3bFUtWYAQmMHIz8xXcWz3zis7xXZeLptRtrXQ9JEujQWZdEmlZT5meORzvHau+1CxtZr2z1W4uzaPbEhJEdVEitj5W3DoSBwKum/QSyJ5U5Eali4jJU47D1NAGJrNvdXvgtSNP+0X6xRuIJVyd4weffNZFn4VktdTvNXmhcXsmrJJDIjtnyTsBBGcY+9XcW863ECTIGCuu4B1Kn8QeRT1cOu5c45HSgDj/H73Ol6dFrumxJLqVswhjibJ81XIUqAO/Q/hWHF4XurCOaWSHUdSvIClvpsrgD7ONobd1xtDEgk+ldFr3jPQ9J0j+17vbc28F59mBjXe0cnIPB5BHtzVjTPF9hq+jw3iC5tvtBMcfmQOp3bc5AI5GOh70Ac3r0WpiJLbTtLkn1GHUEliblU2kfO27sOxrT+HuhXml6XfNqVjHbXdzdSMQsjMShPHJ7emK6u1gaIu5uJZBJhgrqoC/TAB/Oq+L46hJNJMBp5jCxxLGfMD85Zj6elAHN2Ohw2VzBcaHZ+XM160d1cMzEPEMluCx6nge4q7fPeX8Yh/s+4iQ2EySZUkAsVUKPU4DH8q1dPvdPSyCWbvJFGjMcKSeDznj7xOeOtWprgrNBEscn70n5wuVXHPzemaAOKbRUgu1t9GsxHp8bRPKJFYqZlkIO0k8MBWtrujprE6rqShtJtXaSWDa+ZiR8vTqB7Ve17UdNsrcpq0kiW7Sx/vBGwVDnglhwBkdTV69N22nXL6fJEbhoibfeMruxxnHUUAeceI/DF3e61Y3NtayJpdlZMltArOZJHPIxg8EYzzXXNpNrptvqF3pdm0N/d7JJZEyWkORzz9TWrZXF8dGtpbiDzL0ovnIo2fN/FgHtRd39nFc+TLqKW0kKefIhdRmPOMtnoue9AGNqSa29oItPlaLVBdl1eVSY2iDHhsdBtIHrmotDTUrWPRf7QkvJLy4ErXRAzGDwcN6AZwtdPKJJkHlymHa4JbAO5R1H41U0/X9J1W4uYLHULe5ltseasUgbbn1xQB5/8S38V3+t6fZ+Grm5tYY7d5jNChZZXzgR5APOPWtN7fVUv7K5vZbq5vf3IayiU+UIyuHBJGCc8nPpXeo6OgdGDIRkEHg1hnxLFf2lw2ikXVxbuBJGUYcBsNj364oAuakL1Xt0ssImHDkrkD5Tt4HvivNvCVv41m08WWox/ZtKa2naKUbhKsnm5QkEZznoPSvT9Na/aGU6gkSyec/l+WTzHn5SffFF1fxW8VwxMh+zKHkEcTOcegA6nHYUAcVf3/iWx1XTEsopbyWUw/bLcrt2gLgsGxjGeufStm71XVfsi2cFjL/aUqP5hUbkhODty3p9KlF5PJ4ltIjf3qwyxGZYVsiIyD0DyEcEenBroWkRZFRnAZs7QTycdcUAcRJbX8WNNuru4liOiu0vy75PNJUFh78kAVU1V/E8xsG8NXk5skSKO9+1wENtBGSnGdxBO7jgV6ESQyjaTnqfSkWVHkkjXO5MZyCOvv3oA4YavrmjaxPHq6zXOmPLPJbNaws0wUFcBlA5Ub8A+1WPD1qZfhvdQi2vYfOjuSsVwP32GLYz7nNdZLamW5SYTMuwYAVRnrzyR0PH5VHLJdy/aIYVSKRQPKkf5gc98CgDz+4i17T/AA/p8XhWG6mZ7XbOLwlREBjpxw/XitKWLVL1rOQXbTQRajassYRgyIv3s5Azzz+FddbXjvBIZoZEkiYqVxkvjuuOoNTLcBpliCSZK7ySuAB7+/tQBy041NLvTEtY7sLdSzteSSts2DG1fUA527fYVzGnaj46n8TCPUNImtLPUGFqXWUt5PljJl6cbxgD6V6Rf3VpFPbQXMLytJIuzbEXCNnhjgfLz3NUL/xLHBFfrZWd3eXNo6xMkcDYLNjocYIGcnFAG3HGI02gsfdjk04gEEHoaxL6PU9Rj0+502cWjJKDOk8bDcn8QA9fTNaFz9qiiu5omEjCPMMWMfMB3PfJoA5fx7petSaA0vh2KCW6t4nEUMiksCwxuQ/3sE4z61S8A+D7Lwp8P4YtYt4PM8pri886IEox5OT7AAfhWjp+p67NBpbHT3S8uZVfUIpG+WGPGCyk/QHb15rP8Q2Yl8TR2F1fXtyl1ZyfuHcJCEyN+4gAcA8d+DQB02iaToGjWvm6PaW1rDdEPvjGPMJHHJ5NbRIHWvOE8OQ6E8s+q6tPdWFpbpMkJJws4DYIOMdMBR+lbFhr9veeHrRJ7O7juHdYzbzPsfdwchm27wPUZoA6aG5R7ia3DMzxEFjtwBnoAe9LJFK11DIlwUjUHfFtBD+nPbFczrepa5oaSC2U6i87gQ5TP2dR1Z9vLc9gK0P+J1LdNCJbaMxRJuuDCeSQd20Z9VHGehoA0ryF5IbjF1LEpjxmMDKepHvVmNg0SsCSCAQT1rDufEWnAl7O/tpHiljS4MamTgnG35ejela7XMQMUZlWOWZSY0fhmx1468ZFAFiiqsLzKkUb/vnB2ySKu0A+uCaWRbk3SlJY1gCkMpQli3Y5z0oAfcSRxKpkl2ZYAe59Kh02/tNStftFk++Esy5wR8wPPX3p1rFdpn7TcJLxgbI9v49TVqgCt5PlXUtzvkbeir5Y5AwTyB+NJHl1ieZFaVCQWUYC/nSyXCt5sUM8IuEAyrHO0npkdaW2iuI7crPcCWY5O4JtA9gPSgDE1TxFaWVzZy2wFz5swhlZG4jTPLHtgHrWnq18dNsJL1UMgjA+TeFByRzk1KkNz5i+bNG8W0h0EWNx7d6q28tzPrVy0V1DLYoqxGIcNFIMlvrkFeKAJ4Lua40iO7lspEmeIObVsFlOPuntmrMMhkUkpt5IqFrkLeCAuQ7NlV25+XHt0Ge5qyxCqWOcAZ4oAryNctI8ccShcArIzcH1GBzVS0tr6ynu5J71JreRg0MbjHk+q57iqniLXp9P03/iXWk1xfTL+4TynxknGSQCBjrg+lats8tvp0J1GaLz1RRLIPlUt3xn3oAj1GeS1Nu8Vu0u6XEmwHIUAnPHX2Hqar6zNqVz4bnk0Ly1vpYswG4BULnuR1BA/WmT+JrCDXhpB817kxrKxRNyqrEgE+2Qeeg71LLOs92YwWmjVVm4VlQIVYcMOHz6e4oAw/Ctlrapps2pXKYS1KyojFjNJxl24Az1rastOvLC6ubmfVJ70Sn5YpFAEa9cKB1NWwSqxzOjxBUZnRMFR35xyT9KydI8SxaxNMGtLmFFl2QrNbOjOQOTyOlAFjR7y/1K0ummeGMiVlhaNG4X0YNj5vWtGISSrKzl1V8qqFcFcZGc+/WpkwEGF298elU59RFvdW9u6APO+EVpFDEDqQOpxx09aAJYleZ47gtLGu3Hktxg+pp908sVu7wxiRxjCk4GM8/pUVzLdRS5iiWZdhIjDBWLDHc1VTVLya9MMWk3AjWXY80jKq4wcsOckdO3egC7KwmDW+HDPHuyMgfn2NZqajdw6lp1gbCXypRIJJmOQhUZHPfNW7d71dOLXkkBuFLbjBkqRngc856VHC9+01t8yBQCJ42U/gVbvQAsF5PcC6R4gwjuRCCmTuU4yT6Yz+lWJ51sbRzHbzSLCg2xxIWLegHrUsAmHmecyNlyU2jGF7Z96m6UAc7oL6zHo6fa7UC5DM7xs2CdxyoB6cA4PvW3cW6Xdv5coIBweDgg+xqte6va2NxbQzF83DlFZVJVSP7xHT8a0KAIDbRlVX5uGDZ3HJI6fyqemBsuy4PGOccGmz5EEmIzIdpwgON3tQA5SzBsjbzwc549aTYxVQXOQckjjNNtbeO0tkghUrGgwFLFsfieamoA5LUfB8d94707xJJf7ZLVCkcGwcjrwc11tYuq2jS61pVwby4iWKRtscUWVckdHbsPyraoAKKKKAMfVNFTUtX0q8kCutm0hKMoIO4DB5B5BA6Yqlc6dd6zq14ly99YWcDRhGguAq3AAyTwMqOcHB5xXRPIqELuUM33QT1NYsd1ry6LdzXtrYpdo5EaI7NGyZ6nvnGeKAIdDhmOozXKTM1s0fl+V55lRdp+UqSOcjr1rSu7S21NImle4haKX5GR2iYnPTjqD6dDXOa3pur61aWkWga9/ZUkeGaOBPlaMnqQRkHritJNSv7DURYz20txYW8Cb788vJIc8bQPxJoA6EcVUtUMUtxFJdec7uZFUnlFPQfTINOtL+2vlZreQuFODlSv8xUWo3FxbQvJbwLKVQsRuwSB6fSgCraxQWt3Ks0ty0/T95MzgKSQD6Dp+FVvDelwWRnvGs7m3u7hmR2nuGmZlU/KSSeB6Cna1qEp8OR3cRmthNt8yReHhU9T0PI+la1sQNNjKStdARAhyQTJx1/GgDmZ/Dmi/wBoTreyXF1ayyrI9rMzPCJHPDNk4I+UYByBWleeEdJu9AGiLFJbaeAyiK2laMAE5I4PTk8e9ZOt6afEryafBr95pd69nuawjZflU8bmGPXjrWj4Jtb3TfC9npeqXiXOo2ilJ2Eu8j5jtz3+7jrQBBYeBNGsrywuIoJY5NNDLbCOVkRVY5ICg8++e9dVVW+1Gz0yBZr24SCJnWMM5wCzHAH41jajBq6+ILS7094ls2cJfebL0jAONq9Acnr1oA6Oo5IxKACWGGDfKSOhz+VUrRZY76ZJLlXi2r5KF8sR1LGn3V1JFbypFJb/AGxU3KshIXGcDNAFsAgsdxOTwD2rFudCtY7661aRryeQwlRB5hKgdcKvrn16dq1L1bl9PnW1ZVuWjYRk9A2OD+dMXy22XLXLBYQVf58ISOCT9CKAM/RLiNgdlzdyfM0TRS/MI3Xr8xGfb0rm9U0i38OeIhrVkdQ1LVpUk2WsmobVKnouGP3c9MVqLZT22vXs8WmC3tZkJOoLdFmB5ORHj1Oayb9UGn2cttLb3qxobeW8meSKbJOfkwOD70AdDZX8PiDweLzV7R7GGSNmuIXf7gUnOSOowKfa6PoOqeH7C2jhtrzTo1WS23orqF7EAjjjimafcX1z4eEIFk160ZKR72aNo84BJ68j9a0rC0e1sorc/wDLNQu/OC208dO1AFXxJ4asPFOj/wBl6gJPsu9XKxNtJ29Bn0p9lFDN59tE0ogt9tuGE+7cFHI65BB4PerKSvZ2ktxfSqiLlz3EY7jPem3lza6dp0t2YwYj87BBy+T1/WgC2WjhVQzhRkKu49T2H1qCZLeC6W8mnMZ2GMB5cIcnPTOM8daoa3M8FvYTRyRxwLcxtKHiL5T0GAcH3rL1zUdLu77RbiWYNapdujboWYbjG2ARjI6jmgCTWfD1le6dcPYWttcyvOt1FEPLRfOVhl9208+pOa2ZY7K5tbaTUYrXdEwYCQqwjkA7E9xzXLeLrqTSrKy8RaLa/aE0yV1ltowVMquApA47NtPTsanljstMtNEXWHhhknmeWXcpKPKy5bJ6Dk96AOk0q8nvLTzbqGOGRnYKqSBwVB4OR7VclMixMY0DuB8qk4BP1rl57+0ttc0WVLmFLCVJljKDCFsDHPY11QIYAg5B6GgCtb6fa21xNcwW8cU1wQZmQY3kdz6n3q1RUayxtI8aupdMblB5GemaAILyOC6Asrm1+0QzqQ4ZAyYGOGzUtvbQ2sYigjEcYACovAAHQAdqmooAhgRYgyKrgbics2c59OazbyyXU7wKAoiRtl0k0G4TxlThQT2yQcj0q/aX1verK1uxYRSGNjgj5h1FEdvCbl7xVIlkQIxJPQE44/E0ATIyMoKFSvQbTxXNeDtBtdMs7q4Wxit7u5nkaQiAI2CxIUnqwGepro4UhhQxwqiqrElV7E8n+eajjLTuJGSWExuyhSeHHrx1HpQAWts0G9nlZ2fGR0UYHYdqWWSGygmuZpAkSAu7seFA60kl1Et0loSwlkUsuFOMD36Vlx6ZqcemtbXOsGYeYWaWSFcmMnO09vbNAGrDcpcCN4QZIZY/MSVcbSD09+c0y/G63EZcxq7BWcSbCo9j65xxTltVhhkW02xM2MEDIGBgcfQUtzB58QU44ZW5UN0OehoAq/YYrmR2kEzhFEapOcoSpyGA7nnrU5hgvMGSI+ZESquVKlTjBKnrWfc6kNNspdT/AH09tIyCK2ijBZSxAJ468nJrZDrlQTgsMgHrQBDcyNbWUjoCzRoSMjcTgfrULR+fpjfbCzhkDsIgyHpnAAOf1q6wDKQwBB65qpm3t2VkePfMcRhnxuPUgfqaACG5jntlWzO1jErxiSNgAD0yOPTp1pt1fNb2bzC3lkdWCBAvLnOMj2rF17VdXt9YtdP0bSpZHkZJp7kgCLywSGTJ/iwBinRy6kqTWukWKQNbYYrdMxSR2GSAwPQZoA2p/ItoJrq4kaJAu52LH5OOcen4U6K5W7jWSzmjeMMAxIJ4xnA98EVHYtdyadF/a0duly4xJHESUz6DPWoDFc/2tHc28qtY7ChhjIA3kjLH1wBjFAF66OLdsKzE4A2/Xr1HFNtEjjWRI4TGBIxORjcxOSR+Jp0amGNnmdS+PnfGBgZx+VQafG4ikd5CUlbMaZBEa4wACO3GfxoAdqF1a21qTduyROdhKhu/uOn1qW2B+yIGXbxjActx2578VmwQpoNs4nnlmt3lxEgiz5YJ4HAyfqaq+HNL1azlurrWLxZppXcIF6CPOUB9wOKAHSWwtbc39pc3V0omDMjSs2QpI2r6AH88Ut1c2l28tzbXLyKpSKdeqFd3zDaQecN2H41d1a7TT9O81SqIpB3n7iDrlsdBWLfWd62qpqtrryW1rcWuyK0aMNGzkZ3n1PT8KANPTraeaa8uLi4aaxuCDDaSwgGHbwQT35Gaoap9guL+0iF49q6q80kIRhJIjccEcqcjtWhpSWcRuoPtEM1yjB7hI84Q9vl7dKkt5opLlp7hgIpWU2xmwpzt5Cg8+tAHKi60631y08OJJewxzgz22R5glGDv5JLA55BP4VsS6adKG+TVbyTT0RfMRpNz7l53ZxuO7GCvStZ/Kt5Jr6aNPkU7ZCqgooH970NYs1/qF5LbfZ4rV7e+XzIM5yNo3HLA9SOBjpQAstjodpqtrBYXK6beXFwk3lwDb9pCL90joRg/pW7qT2MFs11fOkccSkecxwUzwcHqD9KfHbqvlHyIwycZ6lR2wamlhjnTZLGrrnOGGRmgCkzRPKlwhuWNuuAitgOCBzgkBvrVmC4ttQthJDIk0LjqpyDUGppcSW/k2UhguJPlWYRhhGPUg8VPZ2qWsCoEjV8DeUXaGPrigByy5uWh8qQBVDbyBtPsPemzLmeNmXEaAuX8wrtPTkdxgnr6UkTXY88zRxkCT90EJyUwOTnvnNOuRKyosSIwZsSBjj5e+PegDB1u+0HRp/7U1T7PbRybM3WRmTGdobuQO3XmsjQPH0NwLy41XSLjRrMyj7PczkstzuOARgcE1T1zQ7jWviZC0T+WmmaaflmgEizb9wBGe4IHX+tZeo6NrHiDwBpWi6LeyzKXc3sk/wAj/KeFHBA+YdPSgDvfFOpXVt4dvG0m4iXUvLBhVipIJ/2TV6zmihgVbmS3W7cAybXUGRsYDfjgVhaVarf6fpA1yyhi1VDtdVJ5ZBg89xiucjbQdI+J2uajqOqrD8kKpbFG2ltvXpyR7etAHZaVPHFZamLUvcz2s0gZG+/vI37CenVuMcYxV26vp9O0WS9uYfOmiXc0cCkbuegBJ5q9HHGm5kRV8w7mIGMn1NMkurdJTC8iiQIZNnfaO+KAKmi313qWnJdXlg1i8hJWF33MF7FuOD7U6/tTdyRrNGjW0TCQgqHLEdsEcfWp5r62gjjllmCJKwVGbIBJ6D2pHs0kmhl8yVTGxcBZCAxIxyO4oAoW1jarrd1L/ZpjkaBYvtAxsePJIX2IJPatCRotO093CEQ28ROxBk7VHQfgKSCFo55XFw0iEABDztI6nPXnj8qfPdW9vAZppVWLcELHkZJwB+fFAFPTtXXVLWOeOzu445Y/MHmqqsPYjOQTUNraSWV6Vs4TDaAlpVZdzTOe4YtnjvkVlf2BMfG663pmoeXAAIL2zAwr4BIb3bJrpkt2Hm+ZM7h33KOm0egoAVIoLRXZQsak7m5wM0yJ0uW82S1eN4iQplUZHuCCeKmMQdWWT51Y/dIGB7UIQQVZlZh1A7Dt+lAGTJbz6hqtrfnNtDah1CyD5nJxggq2NvsR2HSpZGaKK3F2HuryIZK252ByeCQpbBHsSavz20VxbPbyoGiddpX2qCDSrO2FsI4QDbRmOIk5Kqeoz+FAFR9P0u9tv7PEP7h13kRvgY3dMg+vbpVyCPbeysgbytiqv93jPTn+lPjsLSKUyx28aSFNhZRg7c5x+dOSJbW3WOFAI17Z6DvQAJM20eaoVi5XCnOOeM/UY/Oq99Pa7ktLmLzVlxkNt29eM5I7+lSWVvCkBaOSSVJG8wGQkn261S1jw9Z6zLDNM0sc0JUpJG2DgMGx6dRQBclt4GWNZo7YgygqGQYJ5xj3q0Q29SDhR1GOtUJLWdPKkQpcSxyEgy8YUnoMdwKsJ5ktyzHZ5S8JjOc989qALNIRkEZx71E6PJwWMYVwQVP3gOxqU5wcHBoARQQoBJY46nvTqaoYKNxyccn1p1AGbc2yT6zaSu82YFYqqp8hJ4yT9O1aVZOo7v7W00G7ESb2zEOshxx26VrUAFFFFAFO7022vbq0uJ0LSWjl4ucAMRjPvwTVVIJbe3cRLPuuJjv3zZMYPdT2+laTuysgWNnDHBII+UY6muP8TanK8+oWcGm6ulytnKkN5DGTGSVBwMHk9hQBV1mwge2u7bT9bvVvLJ1acyXJTG492xzx0Fa3h+7i1SG/m03VJrowTmDbK37tGUDgY5I9/c1w9hb6br/hLSpNTsNZvpo4GJgSUt+8BwRIRjLDrg9q1L+Xw5Dp2nXF9o+o2FtMdjSwMYkU5AywRuc/iaAO8jspWeJ3u5QYjkqj8MepDev+FZ082nBjpuqajEk0kjNEDcYcrkcZ7dRxWppS2i6Xb/YX322wbHLFiw9STyTUVxoOj3Vx59xplpLMTnzJIlLZ+poA5nxJrUegu8+o3MSWMuQj+exJBXaFCDvx9M1D4T120lsbvUJVvLeGxiVESRXCtHjhgp6k11F7/Y819b6ZdRwNcyoXiiZASVXqenQGtKKJYYljTO1RgZOaAM2x1DTb+WK6t1H2ie3LiTyyGKA4xnHr2qrdRaTc29vfySzQrFMk7OmUaRlO0b8csM9qg0vxzpOrSaqkZlj/ALNuRbT71/iJxkY7e9bNnqH26289LaZFJcASAKTtOOnv2oAxdS1aWS/h0h7O3mkmhe6imkRjCu08A8fexz+FcRodj4wsp9T+2apcX1haRxzHkKspOWdFPcAYwa9I1DX7XTdVsdPuUdWvFcxyEDYCuMqT68ipoGh1TS/LktmhSVCGgYgMB6HHSgDD8F3txqejxX93AftcymWMyLtZYyThT9BU/iCbU4b6BbO0tL2NgXmhdtkhjBGcdjjPfvitSxkgnZpI98bWwNuYt3yjHt/Wp4VguWivsDeEZVbPQE8/yFAGbbG5vZbe/S8misvviFsEylhwCewBOMeooC313IskdxF5ZP8ApFi6qwAwcjcO+R/OteCNYUKK+4ElgOOAT2x2pqpDGpcxrEFZnPb6scevWgB7pujRPLBGRkZ6Cse3bVUvjDd21rcWzSMVlj+XyVxwCD94n2rWtru2vIfOtpkljJK7kORkdqy9TvFtbqxhl1S3gnkuQUikUbpU7qo6596AM8f2tZz2UKXumxvLIRsMDAeWDkKp9frU9+dYg8RW7xXUMmmTzJHJBJGd8bBWOVI4wcCrmoWytOjzj7SfPSWGMnb5W3+IetaMyw7opZWA2N8hJ4yeB/OgChqOqx6YWW9+dZmIhSKMuQoXksPTP8xTLOCfVbOKTVbWAYffHGOeP4T9fapZdKSbxBDqZkJMVs9vszx8xBJ/SrkEsK2w8oERqdoGDkUADuzTrFHjC8yZHb0+tSNGmD+7UnrjHekEyGfyQTv27unGPrRNOlvGZJCQoIBIGetAGddR6rc2S/ZHgtJX2lklTfs5+bp1OOlPuob+bSp4zFaS3QX9z5i5QtjqR9atzXkFujPLIEVepPfjPHrxWdN4m02KC3lE28Tjei9G2d3wf4R3NAHNeI9Q1TT9CsNLuVsotSvrjyEnjXESL1ZhnocdPeu3tlMcKxM4fywF3dzgdT71nJcxT3/lTFLuKUCa3KxArGuO59+xq7BcRveSxKkquFV2LIQpz6HoTQA25W9OoWrQXEKWwLedG65Z+Djae3NR3ySCVTYvbRXshXcZRktGDyOO/PFWZbq2iuoYJZY1nlz5SE/M2Bziud8eXP2fw/K0OpPp1395LiK3M0iqvJwBzjjk+lAGtNb6o8NykN6sbuzeXIYwTGOMADoe/WnWLag1vAtx5aSCIeaGO593rxxiqfhK/F/4V0+6e+N200YP2hl2tIT3K9j7VUm0rVoblEj1WUxG8EzE8u8R6xk4wBnpQBsWZxqV2iXFsyAgmGMfOrHu1Mkj1YX8BSeFrVnbzgVwypg7cH1ziq2nXui3GsTy2Uf+mSjZLIsRAbaTwTjGRitee4S3j3vnk4AUZJP0oAxrKwsPCkL7Wupmvrv5pHJkcu54yewH6VsSXUEVs1w0i+SoyXByAKbNOvmrb7WZ5AeMHGO/Pas177S9MY6ZHDIwMgWSKOMuE8zJy3op/rQBeN4Hkt3hkjaB2Kk/3sjjaazNQOsT3jR2ckTJHPG2wqV+T+IFj1+g7VtW0cUVukcMQijUYVAu3aPp2pLu4+y2k1x5ckvloW2RjLNjsB60ADLcGM7THuIUYOcD+9/9auP8UaLqlxYWsVprRsXi3GUozkuhcEAd92OPxNdhBcefZR3PlSJvjD+Wy4cZGcEetVZYLiWZ5nKBFK7E2bzwc59iQce1AEiqtlp0MMcqIwVUQynqf6mmq182qY/0Y2irycNvz9elWHhjnYedCjBGDRlgDg46+xodIpi8DISDgtjI/UUAP2sqNtbcxyRu6f8A6q5UNcT+PmkivhLZ2sSxvZPA37uRv+WiN06cH8a6t3SJdzsqqO5OKxtQn1uzuXurOOK+s3C7YB8rx8jJB/iyM8e1AFiW3vk1Z7hLwfZ2hCpCykgPuJLE+mOBUyC+Md0wmhfe2bbCkbVwOG9ec1YuCxtpDGu6QKSq5xk9QM1R01WQmMMwKKgMckm5lBGTn3zQBBY6nZw6mNDBupblIxMZJFLKcn+/0z7VsIixrtRQB1wBWdNqMWmy3Ul/cQW9kmwIz/IASOeTwar+G/FNh4oS8ksFl2W0xiLuuFf/AGlPcUAbE0fmpsyNrZDD1GKrXsCLpkkSSfZ0VcBl42gVh63r9/pnivS7RYYk0uVGNxcSsB8xIVFX1bJ6d/wrW/tuzOsppSszXLIz42nAC4zk+vI496AFuUlaW0nt7lAinbKD829T6e+cVgeOPFVz4Wh03ZaieK6m8qaZwdka4746Z9a0LzQxHphttOdbOPzvMlMgMm8Z5A+YFSawNais7zwDqiJbXsVrJvV7SdmjkZ8/ws2TjjjFAEniq61m20G1+zR2w8wrFexSPuRUI6IOrHgD6GsTSrbzbLwreXV/dQrBBcoNPZDJ5jDfjPsApxn2rNtPE1peXmi6JdXMsMmmJ57vcACG5KplV3ckkZAPrtNekxawbnwyL7TUspZkTds83bHGcZ5OMjA68UAedaB8Rr+7/ta5t9IX7X5avDvjMaSYk2NubqDk9O2K7G31CLUdFbxBq8AdrOPzPJhYvErrn7h7tzg1geMdK/sKKx8YxXl1HLFLFJeWdtgxz5wDhT07n3rstEsbqOznmdIdt6TcCDHyIzHOOnpjPHWgC3HcWuo6B/qEkilhXdbsezD7ppbX+zLa8g0iCNUmtYPMijA4jQnbwe3XFXIbOOG5luVXbLMFEmOhIHFV7VbeLU7oYQXLKpPzZZkGcZ/EmgC4rN5zocEcEY7e1PRt6BsFc9iOapC0STVYtQEjowgaIxHjcCQQSPUYP51eBB6EcUAVwyNO9sY5DgeYWI+Xk9M+vtVWDUJLjXri0Ro/IgiG8YIfeT+WMVFpfmW13cx3t6stzdSvNDEeGWIcAY9vWoLl9Qk8WWsP2cCzSNpPPiuAGz/dZCMkH1FADpLrX08RlBZ239j4RRIX/eFjnJx6DinX+r3lprMVklpG6TopgJkwZCD849sKQffmrMy/bJZrOWYMMrIFjba6L6n15FWLqWC3Vri5MaxQo0m9uqgdT+VAE5XqygByMZxXPaxeS6VNp+++gs7ZnLTBYSTIQMkA9AD71sfaZLmO3msTDLBIcs5YgbfUY6mi5khuBLZDyJJSo3QyngqfWgDJ8RX13baQdUs7m3ijVFZWlhLnDegHPesx4bsaxb21zfJNdiFWljNoCso3cFCe44z6CtnXLaWaGyt7WSBI4Z43mhkGd0SnkCsq38c2V/ZX+oR2E/l2jPHbvJHzK65BC9xkgAeuaALXinWryytrWPTX8m5lu1hZ5YC6BcHJIHY4AzVTTvFdpNp1vq94pczubSGeGEjzTnjAPIycjHqK0Zda019K06TVLpYWuZE2BsKfM+9tI5x0wapeMdM0PWNFsoLxmSN7hRay22QUkPQgr0+tADG8TaVqumyX8F1eJHYTNHcRmIllKcsGX1x0NaugeJ7PxJG72cN1GnlrIjzRFA6t0Iz9K5XSNV82/uvCuiaZPbBYCZL+4hZsOOP3m7G8n1BNdNZa/Yxzy6VCY3nshHEyxMMZYenYDBz6UAV765uxr2mWCJdiBmMkkkcZC5UHG5umCccd+KybDxFfy6HPqfE9nBfvFIPKw4VXIYkHtn8sCtweJ4pIYSLa4YysimS3w6KWYr9/ocY59KXQLGbTjfwSwxrBcXc08RL7txZiTn+dAHMQeLLyTxVp1tbaoklhcW4nMbW+2R1Y/KwPcY6+mK62HV/tWrxRWQmuLZt3mTKgMQI7BvXPasG1it9PudNu5rF/tlnBLbuqREyPHkfMoHVfr61r6YDpl8mmaZZQfYCzSSFZcNBu5wUPqT2oAoaN4vmuLu4ttUtpYpI9SeyR4o90bdNuW7HkVsTaVcPeTvBdPb+a6StKirltv8B9qpy6Vb2H2iSS+ihD36375G0BVK5B/LrW9DdRTxu6N8qMVYkYwR1oAzbjUZv+Eps9LjGIzbvcTPjrghVH5kn8KZNJqA1IadZyxLHHCshklJZnBYgj26cGq2qana2Gt2eoyTQJb+U0MrmUAkNtZCB3GQw/Gp545dXkuDZ6lALW5swsewZZWJPz5HUY/lQBe1PVYNGtDcXSymFAN8irkL2yaj1nUXtNEkvbXLsVUxssZk69Dgckc1R1ezivNOWFry3EU1ubfzZmyC3YhTwTn3rSWG5g0VLW1lj+1pbhI3YZXcBgHHpQBR8Q3NzpPh681GG6ZHhiMrny/M6KeFX61bXVo4NKsry6Dj7R5anan3WYcZHYZqa5tTe6RLaylJWkhMbnkKxxg9OgzWRrLG08PrplxFNJ5tqYhcxruVJAuFJ753YI+lAF/R9WXW7K5ZUaCSGeS2cZyVZSQSDVTw/qv9q27R/aZJp7Kdre4kSPajuOv4dPxq3pFlHo2hRx7BvSPzJivJd8ZZvck1leCLUR6LPePamzfUbmS5MJPK7jxx2PFAHTLjzHIcnoCM8CpKy49QS2vJbOWGZEjCBZ3GRKWOABjqR3rUoAKKKKAOX8SWss/iXw1LEHHlXLl2UE/Lt6HHauoqnc6hFbXltbNzJOxAA6jjr9KuUAFFFFAELzhJ44iDlwSD24xx+tSO6xoXdgqqMkk8CqF3dvFq9hbLZmVZhIWn7RbQPbvn9Kp3MTaPbSf8TQs93dDYb4b1Ut/AoGMD0oAzL7wnbmazt9LvTp8Jna6nWIgvcZ6gk9qzbjRdN1e+WK/ubW1hso2azsLadV8sZP71SpBVs556Vr22l65dXaXl94ljNtBkrHp8IjUkHkOWLZH5VPbwRy+JIp7iOJrloC0VxDEyl488K5wQcdevPpQBq6PYSaXpFvZzXs148S4NxNje/PfH5VUuLnT73VPsX9sRrcKEZbeKRRIpB3Z9eRx9K2SAQQRkHtXPXllJbapayWf2Cze4KxzP5JMjooPyKwx+GemD1oAbNqWgHxpb2EsiPrQt5HjJAykecMM/0reaSG2g3vIqRKPvO3H5mub1Dwlp8epvrVlBZW+sSB0+0yxgh9w6MO5469etXr7Shq1lp7SzRKbdlkKgboXIGMY6EenpQBDpnhPQLO8nv9PgXfdM8k5DbhNv67s9RxkVbXTbWPVYLmCVk+zI0IhikCoobBwy9zkDHTrVu3s4bWZ2hjhiaVyX2Jgvxxn3qHUImWG4XThbRalPGWjeWPKll6FsdQMigDI1rw3aeLtEjstdW5t41uC20yRhmIbj5gDgH2was+FvC1h4Wt7m2sWlZJZjJ+9lMjKD0GTyBis9NM8Q390I73XdNm+yurtFHYfdbGQTlz2ORW9aQ3SSyLM3zhgzTiNVEwx0xnPFAFi20+1s3leCFUaRzI2P7x6mqdxKYmisobeJ0kWQvC8gDkc9B3BJrUcMUIU4bscZxUTI7TIQzKq8kjHzex4/HigCpHo9vHPbTxeZDJCioRG5IdQCApz1A3E+vSn6paw3NufMuXtnwVSZH2lSfTt1xU8NxHJK8Ak3yRgFyBgckj+hpHkt7giISxNISSoOGOVOCcexoAoaNpcNtB532ya8kkwXlkOAzD+IKOAfpST6Bpd9rsOrXMST39opSJyf8AVA89Ox9+tayKVGCxbnPNQxR20FzL5aBZZW3OQp+Y47mgCKWxLxpuZXkRsK5ypVDwRkd8UqRqxWK3kjMCgbhncRjAAH5H8abcWcQt5BJLceUQflWQ5znPB65p1pLZQ2I8mSNIIvlYkgBT3Dehz1oAktbG3s3meFCrTPvkJYnJwB39gKp6Sl0899dXls1s8ku1EMgbKLwrcEgZpy+IdGeVo01S0Z1dUKrMpO5vujj1zUsF3ZatDL9luhMkUpjdon+66nkZFACG3tNOlnvQj75iN5G58nthe34VdYB0IPQj0p1QC7tzdm0E8ZuQm8xbhvC5xnHXHvQBWh0y3/s57Kdjdo24SmU5LE9fp17dKrPounv9ks5EcpbfvLflsrjggt3GDjBq3IlzDqMH2aKP7LIWNwehDY+Vh656H8KvUAU7jTLS5kjkeEB41Koy/KVBGCMiltbNLGOOKAOUCqnzyE4A6dasSMEiZiwUAE5boPc1Tu7q3FijSX0MCzYVJdwAYnsufXtQA+SFYpo7hbczz5Ee/Iyik8nnsPbmnXNml0SHPyNG0brtHzA47/gfzptpb2+mWC28TP5UIJ+dy7AZJ6nJNSwXMNzGrxNkMMgFSpx9DzQBENNtgsaCJVjikEkaKAoUgY7fU1b3DdtyM+lAIboQfpUFzAk0RDO0fT50OD16ZoAyho1pYaxLqzPM007gMxnKpGACANucY5/OtholeSNyTlCSMHA5GOfWo7m1gv4Xt722jmhLA7JFDBscg4PvVjGBgUAVft0eZxslHksEJaNgGJ9OORz1FZ9pp+sDULue71VWt5TmCGKAK0QwflLHO4d+g5rYVwwGQVJGdp60BUjyQAuTknpk0AVXufscFurs07PIsJcAZye5xUjC7zIUaLr8gIPT3/WpIYIrdWESBQzFzjuT1NE7SpBI0EYklCkojNtDH0z2oAZFdJNczQKsgeHbuLIQDkdieD+FSyOsaFmYKOmScDNULaEzXxvZbYQ3SKIWPmbwVIDED059R2p8Gmi11C5u4553a5YF45ZGZEAGPkXOFoAoanKlrA2pzatOkELKZIotrJzxg4XdjJB61W1W8vLfQI7uwura3iiObmeZXJ2DunBJ+prQn0iza2ktlWSIvIJC6TFGlcDjLA5Poc028ilu2ghuZ1iiRC88ELEs/YfNwQB68UAVdU0W08Uacs5u3dG2zWrhiFjI74GN30b0rahdI7SHbI06hQBIoB3YHXjjtXMaummxz+XqOvtaWuQIEWVo1U453vnk+gJH0NdLaNaPYotnJG1sEGwxNkbccEEe1AE0RSRBKikeYA3IwencVm391Ot7FFa/aJWZ13LEi7UUE7tzHgfTr6VctrmBlSOBmljWMMJQdwI7fN3PFLcOjQhlmSNjhlZ+B+I49aAMm4up5fEktlLaXZsVtvMaVwht3P8AdPG7NaGkQPBYKrmMBiWRY8bEU9AuFXj8KqLdjWhZ3em3xEEM7CbEZIkC8MvbHP1q5GEvbN5rR5Ymm6M4YEEHH3T0oAqaj4c0zUb+yvr9WkmsZvMtmLldrEjrg/Nz0zWmbWA3AuPKXzRn5wMHkAfyA/KmK0dxChkJBJKd0yeQcD8Dis7VdRu7a9060tJLVnupWBWRirGNRklTyCRxxjvQBozyTfaIYoHgzu3SrITu2eqgd81weveMp9P8S3un6jbxDTbfy2hvoV3mGRugcHP5gV3M1hZm5F7Mo81MHzC5AGP0xzVK+sNMuWeFZzbz6hgl4Gw0gUfiOlAHJajo+n2aWXiaMvfQriaQrboZZz0TbkA8eg9PWrem2EFraC11CJ5JZI2W9lLMqlGDBe2DIBhSByOta2qeDLLU7HR7QXV3bR6XKssBhcBiyjAzkc0a74X/AOEh0KbTbm+uJMyq6yuFRoyvdSoHPvzQBga5pq67o+g38tve2FnZXILW/lmSWSID5SQMkdAeegz3rofC2tvrE2rglzDa3XlwmRNp27QafZXGo3NkNP8AstzYzxxlftEpWTG0gKc9G3DJ9qtaXpLaVYXFshE7SSNIZJDhpGbklsD1oAtxRTOblmupNsh/dgBf3Yx2POfxqCxtGg1K9lMhfzFiX5sbiVDfMccc5/SrcIjt7cRBREkajPoPoTVeK+ZtT+xeUWjMHmrceYuH5xgKOe/XGKAJIbdPtTyyHzJUO1HYLlQQMgYpbBLUWyvaENHJ82/OS3uT3pscS293O8A8x55A02XHyYUAcfgKsQxrDAqKixqo+6g4H0oAxbzRrTU/E0N48dwlxZxYW4iuNo+Y5KMoP49KqQWbaV4yvr68vJjBqEapErkeUhBwFBPIY+nQ10kHlMhmhwwk+bI71VEj3kCXSx7VVSyxTjaQ4PBJ7CgCC2dLjVJbeFLq3SwKgnACTbhnGTknH1HWrV9b205hFwzAliiYONxIOQfXjn8Koyahq6vYIthbN5zH7Qy3BIhXqCPl+bP4VathPfw29xcxtbSxSMdiOGVxyAc46EEHsaALiIkEaqMBRxk96qanpdpqawfajIvkSiWNo5ShDDpyOv0pdUsYNQihinmeIJMso2Pt3FecH1FUvFGnQ6hpIeW4vI0tnE4Fq+0uV5APByKAM7x3ZfaLCzuEnuhNbzgxW0EhT7SzcBGI5285NWLbw4y6HHa3MNpJdOFM8yL5ZJ3A8EDOQAMH1AqxJbrrV5BJJ9qt2t13KRwGDLjKsPr359qWWwvLW4txHq1xHZhRHsJRm3cnJZgS2emKAM7xJpEcGkWBVLy4+yXiOskZLSxqThiMDLcHHrzntWVo19LpPhiO/wBYtJJwl6Us5Lnb5qxM3yk45yPTrXWxWc13EVvLzzTHc+dE0S+WQucqrDvwag1TRm1uC4s9T8r7LlHhkjyrxsOpBzwfQj1oAZYakj2WpPZwQA25LB0BVJDjPcDnsfeqegWFvqEy6zJocFq8/wDpCy+aHkLEbcHAxjHoSKtW/hiPTtJubLT7qUNcDa0twxkO3GMDkY46VoaXbwW2nR2dndF4bdRCrAhmBXrk+tAD5YLdLRVkt44oE+dtuAI8c54rP8PaTHpaXjwXU00M8zTRI7HZGrfMFUEcDmtVbeReftMjNtx8wGOuc4AH0pltaRQ3NxLHPK4kOGjaQsiHvgHpnNAHN6HHps2ox6qtj5V/qMUjCQTsxwCMjngcnjHYVoaNf32rSLePp0NtFGzxMJZMzAg47DH61NNpkFveafcW1rMDaloI442AQI3ViPQY+tNi0JbbWTdrdXzxyymUwK6rCjY6kAAn8c0AYPh2+1GS71MXFnGbP+02g2TOXkXO3oMEbe/Wu5IBGMcVmTaTZpG0vkNK8c32lQ0hJEg9CTx9OlX4X37jnIyMcdsDv3oAxbrTtMl8RWMc9usk4gdwWjXDBSoG7jnG44Huap65ozx6pHqsS3TW8Fv5fkWUpR1OfvBejcY49q2dQ043V/Y3cUqx3Fs5wWXO6Nsblxkeg59qTUNKttQuInlmnjkUFcRSlPMXuCB1FAFe7vY4bm0tJrJHtJLd5jLNj5Cozgrj070/+02kh06a0hgkW7HEgkwEXbkEcZI4FOvdIa/YxTT7LQJsVI1AfHRgWOeCOOMfWqsulWF8LO0tcrFpkivEIJ8KCONjY5xg9DQBc07VIbnR476Voo1LMrMpym4MVJB9Mg1emhju7Z4n+aORcZHv3Fc9rel/bPCup6dBG3kNuVYbaPy2C5ywUnjJyefWrtjFJbeHrTToLlluGtdsMs68ghRjK5ByMj8qAE8KagupeH4JVDDYWiwwIPykjv16da2JOFLBNzKMqPeoNPtPsOn29qWDGNApYDGT3OKtUARhRKiNJGA3DYbB2mpKjCMJWcyMVIACHGB7+tSUAFFFFAGbdpaR6nazSOkdw5MaMT8z99oyP8K0qrXDW6SwGaYRsXxGC+3cx7Y7/SrNABRRRQAVnyaVp5sXtp4Ektt5lKy/MASck89K0KhaaBpvsrMDIylthHVelAGPZQafZ288dvFp8Wn3GGiCMFEpPXPY/hTYfD2kx662uIy71hEW0P8Au0KnrjoD2qxe/wBnxWkVyIfNitiVSKKLdk+gH1qeyS0axRBbJCs43tCR3bnn3oA0AQwBBBB6EVltGIJoYEtbVFMzSDe/OAOXA9eTV+aRLaAtwqqAFHbPQCqslpDcXsd357htgVVDcYB5/POD+FADL60W8tpZYoIJZmTy43LdUPXkdOCa5XQdC13SdG1PRfs0ElnBIW095ZmLSgnOGI5GOldlBPHOwFpJGYomKSLgjB9BViQOYmEbBXI+UkZwaAOev5dYtrpL5NOWYJHEHWKTLHJ/eAA8cDkHqa1msUWOcWqLA9wrFpVHzBiODjv1q3EJFiUSsGcD5iBgE0+gDzjRPAU3hW2ku59bN1Pb7vIe4IRGDDlX9ctgAnp2roPDd9q15Cg1a202K63M2LWfzAFwNrD61VsNBnvNL1eKfWI9X+13LYFzFlIgp4jx7ED8ai8P+FLnRdNnvrVrdtZnRY1znyYo1PCKPQDNAHXwrMisbiVG6YwuAKyNRv8AWbfxRpNtbWkMmlXAkFzMSd8bAZXA9OK1HgjeNEuWLktnBPBP+FBsYWeJmLkxyGRct3P/AOugBt0t4ZoPsjwpGGJm3rksuOg9DnvTLeO4kRJpYYbeUxEFB8xRzyfm7ip7mV41wq4BU/vCwAU9qjsvP/s+0+2MUuAq+ZhurY5HvQATpOURWkUxbcSlQQ5P+zg8VOE2sGQKM43E9SBWdOsFnP5Itc287NLczM+FQ9ic+p9K0laK4gBUq8bDgg8EUAYutaVt0PUY9PiQ3dwTJErybVM38Jz25Aot1vZ9FtLS+Sxk1FkjbUIOCrA8OQPwOPpVya/Rrua2S1eZraMSnA/i/hUZ6ng/SmW9tHNeJrRhliuGtvKaF1+bGc4Pvn+dADbvRdMe1kRdPticA4ESnHocVHoluLKCWK00yK1tzPlQihAynktgd81ptiR5ItjqWj/1mOOc8Z9aZZx/YoLez/eSbEx5hHHHr70ASW8HktMfl/eOW+Vcfn61GtlANTe98kCcxCLzM9VznH504S3Ds4WALtkCgsfvL3IqDUdQlsXg22rywsWM0q9IkCk5P5YoAvkgAknAHU1hXGoWx8RvYy3xR/shk+zoSGCq2S+QehyB+Bq0L9r6CdIbCZ0MeVMo2LKD2BPtVHVtKMyfa7dYluDLGxlTh/KXGVyPvcDpQBahENtpUnm2rNbSyMSigv8AIx6kHnn0qjJodpqepRrPZWjadCRNEoyGMoGAGXocDp6VJf3sut6XaP4fvf3c0uPtEXIUKeR/SmxaR/ZcN0unSGe7e5+1tHNIfl3YyB7cHAoAVLfVk1+a5FvELGQI23eDJv8AmVuey7cGtJ9OjlgtoIZ5oktplY7WILYz8pPcc1Vjsp76/trucPFbLEHEDMQ6y7s844IrXhiWGMIpYgEnLHJ5NAFBtEtDeWtzmUNbSSyIu87Sznkkd/b61Y1EldOuGWQxsEJDhN5U+oXvU7RK8qSEtlM4weOfWpKAMKFHi0+3hL3k8l+wMkjpnblecjPyDA6Doa2EUQxxxqHYABc5yeB1Jpk/74CIKzI5KuytjZTzGWRlduCeMcYFAHL+IfBNv4m1m01KXU9Rt3siuyKGTbGSG3ZI754B+lax043iqn22f7InyNCQMsVPUsRu6jsa1WRWK7hnByPrVUXEq6jKjpstlRcSNwCxPQUASSzR2Ns8s0jeWnJOM4H4UrR+ZZslu/l70OxgOme9R3F08csMa2ksokk2MyjhB/ePtT5p2ijmKRGRo03BEI3N7AUAcYvgbVLxPN1DxHepchGjD2h8rcQ3yu+37x2jv6mu5UbVAJzgYzVeG5d1RpoDAGRT87Dhj/D9afHNM9zLG9uyRrjbIWBD/h2oA5Gy0a6sfGJ1K/1HUWNxvK20cha0iGe+48E9h0rq7mCeWaB4bnykVj5i7A3mD0yelUr+EJYzwrbLe3Ev7z7M0uAxHTGegyBUOjR6tdWH2jWEjtL9vlMVtLvRFB469/WgCW80bTSs011Ak5lG1llG5GY4HK/gKq6NpF1Z+FxpsTRWU4By8KAqjMxJCg9gCAK2kcq5JXhj8wznaff2qhq02mxm3s9QumiMrM8TFyuSvJ5+hoAt6dbW9hYRWVsxZIECAM2TxxyfwrEn02503VbjWZb+Y2bJuntcCTJHAC5+6B7YzWvbWJi1CW6W8lkjKLGsBI2oR1PuTVqW3jnSRJBuWRNjKTwRQBXtyrvEbaRYotm54AozluhPpT4TcNK4Z0MSsApC/MfUH9OlMeaOxlggS1k8plC+Yi5VAOACasTxPIYykrR7HDEKPvD0NAEV3MbdopTuMW7ayqm45PQ+wFQzafCkY+xqltM8gYSrEGIJILdfUDFTxXYlZotmJ0I3x55UE8HP05p008kVxEggLRNnfLuACfhQAt1axXtnLazrvilQo49QaxJfD1jFrenapNczG4sbZ4YAzELjHJIHB4rfeRY1yfQkD1rydPialtbX+ow6ZqT2NtdOsnngZZmGNqjrtBFAHp8d8k1nDcW/79ZRlGjHynjrz0FZ+qJqt74bBtJltr59jFkYAINw3cnPQZ+uK47wV451u+kew1bTrcSSRpPaTWrbo3R2ICkjgEc/lXTX3iIWWqWVhdLGhnSdmtghaR1U4UrjjBHJ+tAGyy/PHd26/aJGAjJEmF255PpViLzAzrIPlXG188txzx2ri08UXy67ZaHaaTcLF5yi5uHg2xxxshcAe/QZ9a3reW/srv8A0gQDTW+WFY1Yupz8oP4daAJ/Ets154a1G2V1RpYGUM5wBkd6XSbT7NpttAiRjybVIkmTBz8vOPbIFXlbzCVf5gwyAV7ehrEs9es5tQls9PlR/L3J9n2FD5gyThjxigDWsLaa2tVW5n+0XOP3k2wIX9OBx0qSCQyPN+8Vgr7QFGNvHQ06EShT5rBiWJGBjA7Cor6Wa3tHktYVlmyMIW25GRk59hk/hQBItxAblrZZE85FDGPPIB749KmqvEkcsi3SKmXQDdt+Yj6+lNe4CXDKZQdibzGFycUAWcD0rL1aWWO90qKF2XzLrDqo6qEY8+gzipIb9JZ0m+1w/ZZlCxJ/Fvxk5/DtVzzA0sYVNyMpYSDoOn88/pQBna0JZYDb2qRNPKAkhkbaUibILA+o7Cn6jEp0+OwEkitNtiV0XJGMcn24/WrblS3ktJH57AkKcZ259KlZkVdzEYXqfSgChrH24aU8GmOsd5IuyKV13Kh9TXNLpXiRZ7a1jvoXsLRRIL+dw8jyZYscYxjnbz0HTpXYXdzHa2ctxI6IkaFiznCge5rkdUs59VFtLHrUuki3geWWGzIcSxMAQxH1zQBpaZc6haaHIt1DEL8O55ciN2eQlVDehBGPrVjUlls9CjgghlaUsiqFJYKdw5Y9SKn0uCK40bTme6N6EjRlnIx5hx94j9auxXCThwnBVivPscZ+lAGLqF3ff2Xq6aZcNPqEGBGoQfI5A4wRgj860NI+2raLHqDxSXIALvEm1c4GQR65zVqKORJHZmQqwHRcHPcmo0vrZ47l1Y7YGKSnaRggc/WgC3SYA6Vyd340sLW8NolxDCbaSMT/AGolWeNlLZjHVj0rqYJo7mCOeJt0cih1b1BGRQA5HV1DKcg9KdVZjsvU3XOFdSFhwOSOpz1pshuBDK8Ryy5Kqy8mgBUtXjuZpRcylJB/q2wVU+o7/h0qYx7ofLYk5XBPQmsjUr7V45NMbTrESRSsftQkOGjXaSMe+cCtSB5BaI9yFWXYDIB0BxzQAy1hW2ijty5kaNSFZhyFzwM/TA/CrOB1qlZ3ks1mtzcQCBSrMRuyVA6fpUzXtqlqLp540gK7vMY4GPXmgAuYZZ0VY5zEOd2FB3DHTmoNLsWsLRYGKMy8CRVwWHv71mX3ieGzspr2BRdwLC0o2uFYkfdUA8nPrSeG9cn1N5UvHiWUKjiNONu4ZC89SB1NAHQKHEYBYFsdcVWjaaAP9o3THeNjIgGAeMfh3oeaA3rxG4KyiLJjzwATgH65FRhhHbrdC8Z7eFWL4GdwA/pg0AWLaSeVGM8HkkMQBv3ZHY1YqnZXTXKlijhXYmMkdV7GnObmKZ3JR4SRgdCigcn3oAfdCZodsG3cxAJYkYXPOMd8dKr2umi0miZLm4dEjKFJJC+4/Lgknv8AL+prmvCXim81y+vXvYXhhDMLVQOHQNgH68H867CHfsPmMrMGP3emM8fpigCSiio4pUmUshJAYqeO4ODQBT1DSodQurGeXIazm85MHHOMVoVz2qXNyniXS7ZvLW1lJKsc7i45xx7V0NABRRRQBTuNStbW/tbKaTbPdb/KU/xbQCf51BrV1eW+nTf2cIDebcJ577UUngE/jWR4v8Mf29caPeRyMtxp1z5kaiQoGyRu5HPQH8zU8+n3H/CRy3l9qyyWHkhYtN2BQpBzvJJySD9KAJlv9TtdMt4bgWUur7A00SyFVI7sDjgVzl/qniue3H/COwabd3EoWWdxdkpGc8quRjGMfrXVSx2t1cJcwahGshBUMrBsrnJHXpXOWmmQW+rm5trptLg+2+cYop4hHOmOTtGeCe/BoA3tIvdcuLS2Oo6fbxytGDK0UwZQ2Og/Gs+9vb6eOODU9PgjhZtsjQXOXQgBty8dM7R6/hW5AtrDJPewSF1nYGR/O3IuB1GTgfhVC+mvVl8sfv45VaIoYxsUlThnbPQ4AIx3oAi0udpWsLgGeOMwhCJJ1YOxJ4OPvMMda0tS1i20qS0S5EuLqXykZULBW7ZI6V59qPijU/BNxbaVdQw6lBPF5MX2REt0jlJwsf3jt46mo/CfxD8Q3N1c6JqHhyd9Ut2LBDcxoWj7Y3EbgPUZzQB2/ifxVbeForOa7t7iWK4m8ktAm7y+CdxHpxVhddgmtbKe2ZJ0uphGhVtowe/OOQO1YkHi3WZb2W3m8PC1IiLwia8jzMysAyjBIHB7mtLXEmv7jSY7Q2TpHdC4nE+WIjTqUx/EGIoAztZ11NN8cWGn/aPJD2ksyQY2JO+RklsY+VQT+NdLaMspe7jmLwyqrLhwVxjqKx2vdN1bTo9fg0x76SLzIoSIiH2k7W4bB2nHP6ZqXTtVvp7WF10dwjuykrMpAHZhk5x146jHSgDYtmLwgmVZTk/OowKdNEJY9rFgMg/KcHiiGFIEKxrjJLH3JqvdWi6np5t7pZIgxyRFKVYYPGGXB7UATYivbXEkZMb9Udcd+4pIbmG4lkjTLGFsHKnAPsaHeYInlQkscZ3sBgZGc9ecZP4VIrjKo5USEZ2g/nigAcRy7oXQMMchlyCKF8uEJEoVAeFUDH5U8sFxkgZOBWfebWLW0ckazt88atMVJb9eKAJUuLa5vpYEY+fbAb8AjG4cc965rXz4jh8R+HRpiyNYxzul68jja6FRgtjvnOPetW1sNSgS9tRdIIjGPJdmaSQOR8xYnHHHAGK5fWvEdxpMax3GoF2s0AmEZRWmBDpvQM2SQQSR/s0Adrf3cEVtC0lx5ayyoiMD95ien44NX68/8YXF3dQaTp8GvxaRqF1IjhnRSQNp9TjOTjjmm6lPd+GrO3ttRvb6Zp9qSXkc6KiuejBCd2M0AegnODg4NVt0tvBmR/NkJCghMDJOBnHam2k8X2KORZxKCoO9Tuz2yParYIZcqQQfSgCtE5Z5LaaRHfG4heDtJOOPpxmuR0zw7r2nWlxDHcRtDDdSm1t53LZgPCru6oQM+tdl5pAy0Z+6ScEHGO1ZlldR38v2lXYEl0VYXLbeBneMYVhjp9aAKVuLjQXstG0vSreKyGAHkuAuc8sFHUkUsWnfaNYkvZLe7SV0dSwm/dEA8DHXnrUt+t9c3ttLEbJLePcqu4Jm3EY+X5cKc9etaOm29xBFIZr+S7DNlS4X5PUZAGeaAJrFZ0sYVudomCgOE6A023sY7a6ubhXlZ7hgX3uSBgYAA7Cp4kMcYUyNIQT8zYyefalDozsoYFl6gHkUARQ3Udw8yRE74W2MCpGDinRxsvJY7iDkZyM1I4YqQrbT64zSigBqjy48tjPU7R1psEwnhWUI6Bugddp/KmtcxhpI0dXmjTcYgw3Y7ce9R2t4Z9PhupoJIDIAWjfqhPY0AW6zdQ022v4ZIL5FNsXV1Icg7gcg+3NaVNdA6lT0PvigCrdvdWunSPawfa7lF+SPcE3n0yeBVFdLjIF8W8nU1hw0m8uEJB4I4DAZOPpWqSIIGwc7AT8zfzNVmMaWst4IW8yWMF/J+dmAHGPXrQBHEG1CGymWeGe0Kh3Oz77DBVl9ORmryoU2gN8gBznkn8ao26bFeKO6aN5kEkULquYVwM4UYzyefc1oMwRCzEAAZJNAFS2tjaIXnk8+RSQshT5gpPC571Bb22oxa3dTNLbf2dJGPLiVT5nmd2Y9Me1Q/wBoLp13OlxNcyRrtdpJQuxAxwNu0AnnitSeN5oCkczQscYdQCR+dAGU9j5t08ciySGZg06rIQiAcqV4HoMioNZ8NtrpiS7uM2RcvPasgO8bcBQ3VRnniqC+KY77xwthpuqQ3FvaQuL21jQs6vkAHdjHB7DmujsybmzS43yAyZdDIpUqD0BXA6DsaALFu0bRfJt44YKc4I6ioJ5oLmKQR3qxtA2XZWHyEdmHpU8MENsrCKNIwzF22qBlj1J9zUR02xY3BNnATcjE+Yx+9HT5vX8aACyvYrwSiNtxibYzdifUVKlzBIJCkqMI22Pg/dPofzrldL0+70+4u7q3twtlOwZlkLiTC8FVjHyr7Yx710GmsL7TEln082pmJZoJVG4HPBb3wAaALksZkjZA7ISMbk6inFQVwRke9V5pHicyxp5qKp3qrfNx0wO5qOwvnvmmJtJ4I0YKrTLtL8ZJAPOO1AFjEhMhcRgD/VkckDHU1SttOs5HN3lZTLHsfaP3bjPXb0zSeILm4s/D2oXNsrNNFbu6heuQp6e9Yvg5dQTw7pz6hfy3txcwiUPICAG68kdP5UAaVp4dg066L2rlbXcGS26LE2ckqRzzk8Hjmr8thE13a3ICKbYMASmWwRyA3UVDd20l7ZCxvfNcXBKvLasY9g6jnOR6cVTWx36C0GnXl1FOkMtvBJPIWbcCRuOepyOD6UAado73Ej3O4iFxiNCozgfxZ9D6U+8kmjhHkwGYswVgHC7VPVsn0qvPdw6Posk95cM62kOZpD944HX6mo9OufO06O5XzJRcEHy5JFYoD2BHBxQBpoVKDacjHBznNQeTH9sVwo3KhHQ9z+VOikgEjW0RUNEBlAMbQelZ0WswLrzaXclUvWTfEibmDR88k4wDxQAwR61/b/8AyEbP7CUV2tvKJkByQcHPQ+vtWu0SO6Oygshyp9KzbPUPtL3U81m1o1uSreaFLtHjIYbScDrwfSoDY2HieCx1QTXixbRJEI53iBHUEhSM/jQBu1Sug8LCWFoYy7ASNITyO2PeiR7tdTgSIRm1KN5oIO4HsQeh+lVbu8WXW4NKuLFJIZE85ZXZSNynoF65HXNAEatDHdSPNDb2trbtk5Cne7/xcfdPX65rSmilKQpbOsSKw3YH8AB4Hp2rKl0d7fU3v4LqaJZWy6xKvzMcDL5B3AD3GK57Xdc1HTNasnTVilkZ4LcWzwgy3LFvmZTjBUqw5GOVoA7G5ti17DNDCvnbSjXHBZFyDjB6g0+y8yOPyrmWJ7nJLeWNufTj6VXvHW2uopJbwwQsQOX6sTwMEdD9a57xCJh4htyNVSB8ZjR32BYyMOBwSxPHPagDf8QNYLpE39qTww2RH71pXCjH48VladKmo6oZ7drZFuLIfZJUgIfywRuy3THK4ArWuNP02fTBaajBFdW0Kgn7WBIv1y3X61Jp4trjT4ZILcQR+WY4woA2rnHy46DgH8qAKtlaXlrcQ2Fs0X9k28IQu7kzM/4cccZ+tWZY7PT5PtCxFW/jMfJILdx35JqW5ma0ihyyshdY3aRsHk4GMDk5I9KoLbpd6rJd2zTeZChtJA8mFIzkkDBO7ng0AW9QluFNuLW5gjldsBJ84kHcDHOamvIrmewkignEM7LgS7c7T64rElubLUXnaz1O4I02cRXSRp5hDKOnIODz1FXFu4V1CSyhup5JooBK0BH3kOeVY4yc+/pQBz914ZnMulXNxZ6dfapDchVvLg7XSEHI/wB5gM11N8l+Ilg00QxfI2JJBlVIxtG0fj+Vcb4yvLS3vPDZe6u4JZrhY4kkbYBkHJLbSQ4/Xp0Nbuix3N7LepNPP5Nq5tYpPtG4ybRgswCjDUAXDc3E8dxMlov221Xy138LuYAsQ3cdPyqxYX8WpWoMcscsbrtE8DAqxx82COmDVLR9T0W6jeOzu0la5mlVuT87rw+M+maTR4tJ0aC303SIpGtlldCYiXSNzydxz60AXGsLiG8tJbWUbEBS480lnkXB2gdgc45qiZdXtft11PILu2Us8VtFCN4UITsJzySabZeKbW51q80y5329zBP5Kx4JDqcbWzjjJOBzSadoJg117+3vX+wFZALfcxJlJAZjk4OAuAMUAN0i41y7uJbyc2otZIg8MA5lX/ZPOODkVZuLWSW0aW/t4rqY7iIGQHbGTnbjOGI4570jCGx8QabZW8EUYeCVi6uFOAVJG0DByWz27+tWLi8mGrtbR2sLsluJY5Xkx1bDDpxwM0AZl3pDatYGZkXTLlsSNuAdsJ909cAY/KtG306Ca4sbyJYWSKLiT7zMcYGDnoMn1qTUbWya2luNQlIhGGZi20Ko7ZGDt9QaWWQ2dvE1hEZY5AqRRpgRRjsxwMhfzoAs3NlFdjbLGjIcEgjkspBU5HoaW0gW3jCImwKAoUfd47gdqqay95DpM17Y+UbyGFnjSRz5bHGcH8uDUttqUf8AY1rfXbJCJY4y3PAZsYH5nFAF+ormFbi2khdmCOpDFTg4qG3voNQW4W1l3GKRonYD7rjqOeuKpaPq0GuW95Af9daTNbXChsYYehHODQBYtbSGK3LadIqIUCRjqigZ6D+dWooI4DIY12mRt7c9Tjr+lVHgii1KFzcbPMTYIWc/OV5BAz1HOfWr3mIJRGWG9gSFzyQOp/UUAPooooAwNfv5rLVNEEUMDLPdeS7yNgoCP4fUmt+sLWodMuNW0g3ksv2mG4328UfILEYywx0HrW7QAUUUUARyZ2ghA5BBA/rWfqenQaxYSW8kS/6RGUMhUEqvcZz39q1KZHEkMYSNAqDoAOKAPDb7wGH8V6dpml25t4kdnuZRcoVdcfdVR0OO+PrXaeD/AAhb2OqXElxok8EUK+XbNdyRy5XuRgZUn0ziuzkh+zvEIIwiBgPkQEnPr6D3qOCGO31iUgXTSzRBncsTEMHHAzgE57CgC01tAto8C28ZiZSDFtAVvbFZmr+GbHWLjT5plKfY7j7RsTgSHbjDevY/gK1p5fJt5JdjPsUttQZZsDoPesm5mlt7Z9UMd06OInW0X76MflOfbBGR7E0AWLnSrFXNwmlWs07yBnJjUMT03ZI64qb7Fp63q332e2F0yiMT7V3kdlB6/hUMcy3eoopE4eKMSZX/AFXPGM9z7VHHbw29za6e1m8sSAzRzsNwRwe/oeeKAG6teaNa6bdzXn2Z4bUhpV+X5WzkdehzipdJi0nEkmmmFtvyOY2zg9ce3JyfUmqOreHdM1K11K2+zrN/aCBbiETFAwzgtx0b39hVbw54I0XwW002k20+Xh2yEyFy20k9D1Jz+goA2L/U7K0uIredmEkwZI8AhS2B8uegY8YzWX4fFrbaOPDsDzWt3bWwLJJgvGGzg5HBP0qxf6XdS3jXhlNzB5qSLZyKoRSFxncQSMHniqfg/WzrCyrcaNNY3VuCnmGP93IuTjY3cd6ANyyjLmO4W5kkj8oRhCQVJB+9x34qzNcwW6lppUjUAEljjHapQABgDApCqt1AP1FAEF5f2mnw+deXMVvF/flcKPzNVo30zVHttUt2huvK3LFcROGCg/e5BxjgVemhiuImjmjSRGGCrDINRQWkFhZC2sreKKKNSI4kG1R7cUAZh8RWc+rS6fEHklgkiDMmCp3gkHNXreKOK7md5o3eaTKLgAjA6e5pI2aK7RPsIUyKN0qYwMDof6VDc21ve3sMjwO0i+ZGJon/ANWMc5I6Z6UATS6jbLaXVzA6SGElGwCcMOxxz3rza1v9A8WeIJry7FlLrVqqLbQyKyktEWLgBhwCSQCfc16PfQ+daS2FncLDdbAyk5OOep9azriwafV4RI0MDRw7jJbkoSSfmzzwMdP+BUAY3i/Srm/lM95Gk2m/ZQRbO67YJVJYyHPXjCjHrVyXVNN1/RLe/wBOdbwafIkzRq23OByvPBP171o3s8s969ndWTCBAJIJo5clyCMhlGMdR1PPNZlnFaWBvdOS2uIILQGaWaQkL83OFOfmH8qANjRdUXV9NtbuazaC5kXcYHXDxgkgZz0rQS5gEiQGSJJWLBYtwycdcD8q5vSNCsW8Q/23DCrSmBVW5+0l2kBHdegPPU5rWs9GiS+fUbjzJLtiwjMjbjCp6qh7A4oAfHaafp0728FqEkvizvtQlWIAzuPQdf502D+zdCthGsVtbSSEO8UCgF2JwSFHJ5qaO31BJJmN2joYtsKGP7rZb5iep4Kj8D604WjSSxSyxQ71bLEjcen8J7c0AW3kSOMyOwVAMknjFZeo+ItM0y6tLSectcXbbYYYkLs3Gc4HQY71rEAjB5FUNTvLbT0huJ7aSU+YEVo4wxTPGT6D1NAEN5rek6LBMJ50gS3CllA5y2SAAOpODwKvRWsCSNNHGFZ23sRxuOMc0G3t5mWbYj7sMGxkNxwfeliQxSyBpncyMXVW6KMAYHt/jQAXN1DaRGWd9kY6seg+tKZYIYy5dET7xOcDnvUjosilXUMp6gjioGiijIAcRlgFUcduwBoAZc/ZBMI5xCrXClAWYBnxztHc8c029gtL+1exuxG9tcpsClsbxjkflUk1jBPNDLKCzwv5kZJ+6cY4qdU2gZO4gkgkdKAIIFSzhtrXB4UIuASMAdz9PWkZ5J5lERKCJ/nLA/N6gfpzT7rzDEfIb96vzBAQN+Oxz0B9ayGvdQuZpbW2s0khj2K0v2nB3Z+YZA6qRjFAC6jp8kBu9Q0hQ186kSR5yJTjABzwMU2W4v4YJpZNHa6ngjXYsbqpO4fMqscDA55OK10f/SCijcuPnO/OwjtimWwuzc3BuUURHAjCvu4HtjigBNPMdzp9tMbbyC8IHlsQWQY+7kdatRxrFEsaDCKAoHsKiWCEqsTBX8ohlBA+XnipnBKkKcMRwfQ0ADEBST0AyajjnS4thNAd6sMqSCM1kyXt2us/ZEtpZQhDeY0gjQhuoA6tirWt2t9eaVLb6bdfZLhsYlA5Azzj0PvQBQ0ewis/PnTSra2urmR5cwqcE9yzEZBOPSozcQS6nbx6lcRiW7LJHasGAwnzZUY69MnOMAVoyy3tpZN5mZG2JGhjXcwY8Fjz06H86huNHS6thENTukmiYATpIN6HuuT65/lQBc1C0t9SsTbTx+ZBMVypB5Gc9sEdKn3kxL9m8twCBy3AHfp3pzyeV5alXbcwXIGccdT7cU23ht7RRbwJHGvLBF46nk4+tADbVGTzg0Kxr5hK4fduHr7fSpUkDyOgVgUxkkYB+nrUlQWouFhP2pkaTcfuDAAzwPyoAjkS3S+hcxfvmDAOo6Dvn26fpTzc20ChXuUGF3fM4zj1p88sMMRed0RCQpLkAcnAH4msuPwzpVrfC/srC2hvNoj8zZnCZyQP1oA1HaJ0MbFWDKflPOQR6VhWlgdO0STTdLZpZ42BczZHDHPf24xWtPa2qSG7a2DzKQQyrlsjgYrP8QG4VbcxgLaSkxXcqkrJGjDhlI6YPWgC1bpdpY20cwjADEShmwVXnaBjqegp96tvOzxeTFNdpCxjRjg4YY69gemaLKzFtp1nawTmaGJVUvKd7SKB1z6+9Pt7bfILq6gi+1qXRXUchNxwM/TFAFaXS7PU7V/tESrLKiJMYpOQVOdu4ehpthZTpYPa3USOIZT5BL5ygPyk4HBxVi4CadaSG0gCtJLkhFz8zNyxH45NLBHai4uWEu+Xepl3MSEYLxj04oABZeTfXN+paSaVFQRlsAAdh9asRAqADHtGM5LZwT1FQWVk9qZDJdzXJZiVMpHyg9hjtUzCZp2Qqn2cxn5s/Nu+npigCpBF9kvb+WRlKzt5uByQFVV6dT0NS2LNDYxicxqAAAwyFOfY8iud8OeG4/DutNEt7JcGS2LYnyxUl8nYxPC8jK+wrpTDHfWSx3UaSo2CVIyCQcj9RQAlzqNrZ20txcyGKKLl2ZTwM4quM3V/DcRWqHavE7nopIyAOuSPwq3bWkVtb+Qm9o8k/vGLH8zQ8OZVmZ9hQ4XBwMehHSgCOK7d9Subd02pGiMjf3s5z+WB+dY+q22o6ra3Dac9tLDKEMBnLL5bqTk9M44H61qy280Ul1Ml5teYKkQlAKRkZHA75Jrn/EsN0l/p8Fvc3C3F9c+XG0cpVIFClmbaOCcKRz3IoAW31TV9RsbO+tpLK33T7biK7UghFJUhT7kEgmjxRFDaXbXtvA019dwfZGUM2Qhzhl7Lg5J9a3rnTBcSQk3EyRx4zHHgBiDnJ71meJNOTXY5dKn+2wQrD532mCQxjIPC5HXpmgCt4Ns9FbwykelhbiCYFLh5N37xhwxwfeui0+KCGwiitmRoYxtUoxYcHGAST06Vz/glIrjQ7XUdz+fcQbSu4lQFYrkDpk4ya6S3h8iBYw27GecAdTnoKAItQtWvLYRLs/1iMdwyMBgT+OBUpihjhI2hEXk446fSodRkjitlMkssQaWNQ0fXJYAD6Hofaq+nXz3VtO5tJ4USQxxrcYVnA4z9Cc4oAyy9gBqMdrHa217qSM67pMib5cbyB0p1nd2ml6HBLA0ErQ2oUEysWIXrgYLEZB7VBPq2jXl1rMcljG11ooDsZAACANy4apvCmoHxBp1lrDaRHaRXMBdMyBivzdMY78nNAC6Truk+IrBNWto/MiM4hLNHk714HB5HJx0rYt53Sa6SYIFRxtZeAc9Affp+dWEtoYlCxxLGobdtUYGfXis3TrDyL/VJ5Z3kWaUEK8gYKAo7dv8A6woApWGnRzalaTqINkMDllTghnPZV+UdDyDmjwzYyabpi29o9rPElxKC0bFVALE9Mfezwafo95BbT2tla2Ntb2dyskkD275VtpHOAO+c1NpN7d3l3cGKCFbBJ3jDF8uxHUjHAGe1AEd1Y/Z4pJ5PIgT7Yl1K29myq4J/HjoOK2YbmG4tVuYJBJCy7lZehFY8d5cx3s/223tmt1u1ht3R97/PgfMP4Tk/lW5H9zBTb1GPagDl9QuYYfE+iaqjEJcxPbOGJ6NhlIGcDlSCR6ir99pl2NWl1CwSB5prdbdvtDnaqgk8KBz1PpUOqwxXfiPSbCZYTaiOWcxOAd7IU24HtknNS69FcsNxe6Fl5exxaMVkVifvDHXt+tAFHxJpf2vT5bh1SW3jsnjEJDbd56NsHX+dauhr5fh61tUeIzQW6ROFBwrBRwQeR9DT5b6K0vLW22vI0kLEMSeijPPuaaNS32VrPbxQrPdnCxyPt3dc845OBQBHrulNrHhW70mWZYprq2MO9OAHK9vbP6USxDTvDUNlK581YBCjoufnVMg4/wCA55rTt5DNCrvs3ZIOxtwBBx1p08KXEDxSDKOpU/QjFAGT4dsptP0u3ilVnmlTzbidyAzSnkkgVNotl9jiumMRjae5eVt2MnJ9iado05udPjYOSsZaLrnftOAc/hWizBFLMQAOpNACFVLAkAkdD6UbRuDYGQMZpksSzIFYnGQ3Bx0qWgAooooAzriRbbUoZJZJ3WfEUcaxblVuu4kDj6nitGs7UXRbmxVruWFmmwsaEfvfY57fStGgAooooArXcfmrEvmtH+8BypIJxzipLmE3Fu8QlkiLDG+M4YfQ1ITgE+lNjkEsSyAMAwzhhgj8KAMyXRjJb2qNqN6stuDiVJMF/wDeHetJQJAj5bjpnj86kqM7ZCV+YbWGe1ADycDNZV/ftaXVp5bEG6+X96rbFCjJ6dGI6Z9K1qzzFFe3k6TwviJkC7m+VsDcCB9Tj8KALNs8MsCzQYMcg3gjvnvUBWK+nilCyA28rDOSvI46dxR580Wox2kdqotvLz5vmKMH0C9atqxJbIAAPGD1FADY4YYD8iIhOR78nNS1FJbxTPE8i5aI7kOehxipaAK1zPEskVs0qLJMSFUthiB1x60WiSxq4kCAbz5YQ8Be1QRaRYxTRy+Vvmi3eXJIxZkB6gE9qtQQw28fkQjCrzt3E9frQA5g3mqwyRggjPFKr5XLAKcZIJ6UrDcpBzyMcVyHiSDWD4eubALGWum+zxXMJYmFCfvycdu+KAOgXTduq/blvJz94NEz5QAgdB26CrF3A1zAFjuHhYMGV05//WKyrMarbS/ZHs4N0kbSvOjsYi/ygKcjIJ68DoKmvf7SWwjRVslJG2QeYyjHopx6etAGlHIxCkjCkdW4OawbDw1peka/LfW814J5izmJpy0eW6kLV/Vbr+z9NhmRQUEkasm3dkE4wPenWcV/9vnkvltZIwT9nliBDqv91s9/pQBFcXtyb29torRo5I4VaG5YArJnOVHuMdPeud0LWr3XXltn0qV0ZMSXF3iMkjcpGzqBkEcdCTXV3D3jyTRpGkY2HyZj82Hx1I7Cs/TL8RXr2Fyoku4lDNOkO0OHYleO3fPv9aALlnFdNAZ7uBI7hiMxoQw2joM/rWHe3mrtrdrZ6jZINMl3o7xTAlyw4+XrgV01uLprP/SPLS5IPMeSo9OtYmlQ+IJ/tEupzWRZZP8ARyluysgHX73XPqKALNtBb2UsquLdbS227HXgqR0BxWvL5nl/utm7I+9nGO/Sse9s9Um0aU6a1hBqc4G+WWNmj477ep49a0rX7THbQretG0wRRJJHwrP3wD2oAddzTQW5e3tzcSdkDBc/iamBJXOMNjpVa9kePTblzMsDiNtsvZTg4PP4VTvdRex8OSX/ADcmK3Mh8tcM5xxge5oA0kMiYEmWLH+EcLVcT273stk9wkkuzcYCOQprPs9Wg03TtNg1GZlu541+VvmYk+uKsiWG31iK0jgLyurO8rDlF7fN9eMUAaBXYqBCEReMY4x6U4MrZwQcHBqC5lI2xLEZGfOMj5R7k+lSr8kW59inGXI6Z70AEkqxsikMS7bRgZ/OiSMOyMSPkOeR/nFPBzyKq31xb28BN3NFFAykOXbHGO1AFnemSNwyBk89qN6hN24beuawtP1HQpdWuIbSVTeJHFE4JOWUjK4B6jHeth5I1Yo2wIqFmyR8oHtQASxkEzRIhn27QW9M9KVVit+FRUMj5IUdWPU1RvNSkiiItljmnA37Q2AI84LZPHAOcexp6y/azFcxsmyF2DHG8sOnGDxQBfCKrMQoBbqcdajhuYLgEwzRyAEqdjA4I7VQudajg1y20lYJJZp4zJuX7qKDyT6UkGkaboiXE9jbxWnnSeZKw4Ge7c/U0AXLOS1eJvs0isokZWIP8WTkfnmlv7o2VhPcrBJcGJSwiiGWf2FIsMFykUnlgBX8xNp4J5GeOuQamRizvz8o4xjHPegDIu7v7NcpdyJKzFECQeWPlLEZw3qO4rbqpNIFcJKFbJyMr29vU1U1i41CJ7BNORT5s4SUtGWCp3PHT8aANGaRowpEZcE4OO3vWbEty14vlRLHahhlRtYMcZLE9fQVZuJWlne0DKq7NzsQfunIOD0zVPS9R0uSwjt9KuoLtkjCBY5BuYL8pP6UAXbK8kunuVktJrfyZTGpk6SDH3l9jmp5BtmjdYd7E7S2QCoqK8s/tNkYFlkicAFJFPzKR0PvS4njHmDfISqjyyQMepzQBHe3k9vPaxQWck/myBXcfdjXuxNXGZUUszBQOpJwBVON7+GGV7iJJn80+WkBxhO2d2OaoeJfDz+I7IWZ1K5s7dgVmSED96p7E9R+FAF+8cy+RGIfNieRSWCB1xnPPp061PdztbWskqQvMyjiNOre1R20ENjpqwWMQMUKlY41b07ZPvVe+m1IXVulvbA2zEedIrjevPQL3HrQA/SdSOqWhme0ntXVirRTrhgR/MVcm2shRmC7hjnH8jUV1BNO0JiuXg8uQMwVQd4/unPasHX7lovEujQPGWt5kuFZgD8h2dT+FAHSRhBGoTGzHGOlVLi6d4byONJ4pIoyVk8vOTjgr/e+lY01zdad4UtYdEaCe/eMC0WbISTAzgnt8oPWrV5qF/J4SN7YS2pvjECrYLRb+h6c4zmgC9DAZbCC3uZZpJEVGeQjYzEc5OPccirnloQRtHzdeOtVWku4rWGTYs0xCK6JwMkjcw9hzVlBIHcuylSfkAGMD3oAeQCpB6Y5qGUyRW+beISEYwm7GR9fpRdxmazmjDlCyEbwM4460ywjMOnW8LuHKRKu4dwBjNACDYt2m+JmlIKiUDOAecH06CrCIIowqg4A4qCxs0sbfyVd3+Zjuc5PJJxn26fhUk0oh2u7AR52njJJJAFAD4pPNiV9jJuGdrDBH1qlcbbe7jmlkdo5D5e1m+VSehx3q75ieb5e9d4GduecetOKg4JAOOlAGFrFhO5ie3E87RsZ1iMoVWkXlAe+M46Vxl94h8Tabr2lzSeEpJ55oT5ywzZjgZ2xnceM4VfpzXdXV3fL4lsLRLZDZvHI8k5YbgwHAA/HrUt/Z21ylxGZFSSRU807uiq2Rx+dAHJy6jqniOy09pvD97BdwXJdohceUEZemW6MpFU/F1/c6ja3VvqSarpVtHEqukLKROzMOEI5YjvXdag0zeRa2tyIJpGB3FN3yLjcB2BPA59adNAfLiEsKXTh+HdQNgPf/wDVQBhyxQ6Dp6RW2m305IRh9kXG5hwAew460W2unTLiHT/7G1CKwUFnvZ/9XGNpcliefatfVNQfSdPurj7LJNDb27S5VhliP4QOuax7TUE17wAtzq2nSwLeRlJbMkqwDMQFz15BH50AdDFNBqNuksLrLbvtkjlRgQ3OePyqeSMSIVJI6HIqrb20GlabBZ2UCRQxIIoYx91cDgH2qPZcXNhJHviFwWG4qzFOoJAPB6UAYt5pUcGqXM6ws9vqDmC5VV3M25cbvYA0QXV9pSJpOn6Hc+TDEqC6ZlKg9uO4AHJFdFBc+Zc3Fv5bL5BUbj0bIzxVmgDjLfVdVv8AUrY3ui3Vvp0iyRu7Odwc4H3R/CexrV04Ryw6lqBtL63eUsklvIck7AV3IvuB+PFbUokIXy2C4YFsjOR3FRxzlrLz50aD5Czq3VR3oAzNA0qGz0fSo0S4h+ywbEjlI3AEDhsd+KtJZyWkzCzISF97sDyN5Oc1PaXMV3bwzWsiy27Lw+eTVhlDqVYZBGDQBmy6dax27SkNk3C3Uhj53OpH6cVbup5IFRkhaQFgGI7AkAn8iT+FPf8A0a1byoi/lr8sadTjsM1BZy3NxDHNND5KyqGMUn348jlTjigDKlhl1e/stStrVYZ7K4li33A+9F0Yrjs2AQfareq2Euop/o9zcwyAbDslKL16nHNaiRpFGqIoVVGAB0Ap9AGHdyLLasl1bzhEIjVo3y0gbg57getWjolkP7OIRlGn5MChuBlSvPrwavHaZNpTORnOOPpQ5ZSCACoB3ev4UAUnsLW90aSxTdDbzKynyH2kZJzgjoc5p89vLHpy2dpnd5flpJIc7CF+Vm9eQKmtmLKGVFWEjKAAg8+o7VK7hNuc8nHSgCpp9nHp1pBFsQSY2sY1wpY8k47ZOTVpnBLJtJIGcY60kJQqdhJG48mpaAIUm3IhdGjLDOD2+tSK27PykYOOe9DKHUqwBB4INOoAKKKKAOS8YXMMGseGFkhDPJqIVJCPucc/nXW1g65bx3uqaTETFvguBPiQHkD+6emfat6gAooooAqXOoW1pc2tvM+JblykQx1IGT+lW6wte0WTVLzTLhZIdllKZTHMu5WJAGfqBnFashaa3VreVcHBBHIYeg+vrQA6eBZ1QF3Xa4f5GxnHY+1OLJBCWd8IgyWY9B7mqE4hklijd2glgO+IFwd/HOBnJFcr4h+I9jo/2czQXBsp5DbSXUYUrA/fepGRgc0Adw+yVWi38sv8JwcHuKqLZxWMNvHAXBG2ISMDIxUZOGY8/iajivHvbeOW0nXy5YBIj+WWBBP3geO3QVdiLyYmWQ+WyAqjJgg+p7/hQBnlLoeJoymmxG0Nuxe9ZwXD5+4B1x39KvoEhZyyqoAJ3BcAL9azvEOpzaLokmoiOScwY3wwgbpMnGBnPc0+bT7e88PfZdRWaeFot0gdjvbvg470AaiOsiK6sGVhkEdCKdVKEINNtfszNFEFj2Ark7eMKfw4qxDK0oO6NkZTg56E+o9qAF8pPO87b+827c+1KsaKzMB8zdTTDIkfnO8h2py2Rwox29aIREzPNGOZCNxwRnAx3oAmooqFEWFiq+YfMYtkknBx+g4oAhmsvOlmc3NwoliEe1HwE6/MvHB5/QVZKkoFDEYxz3pknm+bDsPyZO/jPGOO/HNTUAQqWjXE0iks5C8Y4PQULGySjayiIL9wL3z1zSNMY2CsrOxbHyL0B6E5qKMTvfXIkf8AcjYYgOCODnPrQBaUMGbLZBPAx0piQIlxJMoIeQANzwcdOPxqvPLcm5KRjyootrtKy7t4zyoH0HX6UJPHJqskaTuzRxDdEF+Vcng59fb0oAsyGQFPLVWy3zZOMD1pzBjja2OeeM5HpWbcyXsOu27meJNMMDh0P3mlyCMfgDU8Usc0cNzC0hgYGTIzz9e/4UAWJWkVVMahvmG7JxgdzUS3UMsUTsGQSthVkQg5Gex6dKdCC9uhMrvk7g5G0nnjIqxQBTlsre6tfsV3Cs8RALK65VsHIzn3qyERTkKAcAZA7CqF5cTXFir6ez7/AD0VjswQu8BuGHpmp9kqQXTwSvJK24xrL0VgMADjpkUASSWkEt1DcvGDNCGEbdwD1qte3Zjy0UQuUhy0scfzSA4yu0euaoXFwY9Du9TF5c2pZAzGRMiLbjO1G7HmtaAvM6XKTh7eSIFVC9Sec5+lAC2t1Hdxb48jBwynqrYBIPuM0kPnTRSpdwRqC7KFDbgydieO47U20mnkmukmtRCscuI2DZ81cA7vbnI/CrdAEMM8ErSRxSozQtsdVIOw4zg+nFMvbC01G2e2vLeOeFwVKSLkYNO3wxTbAFEjncQo5Pufy61C32ktG7wgusxUBJCAEPc+vHagCknh3TbGcXun6XZreqFRZWX5goGMBuo4rSuUjFvLut/NVxh0Cg7weOQetWKzpY5IZbqeIymRggAyXXHspIAPXOKALkEKwQrGqqAoxhV2j8qrgLZSvstY0gcl3kQhcMclmYcfnzV2sqVrm+vLq08iaC28rZ55I+Ziedoz6dyKAJ3+1SiKSJYR++G47id0fqD6+1VtQs9SnvIWguIBbF9s0UiEhkx9eucU+ZIrS3t7GN2jyuyJyWODjjkf1NWmd0hhdXDIvMj7uwHJ75oAkYNFGqwRpgEDbnaAuecfhTZZmBdERgygbXZcqSe3H+eahjvmvILS5skEsEzZLk4wmD8w/T86tRIUjCk9CcYz07daAOf06+1261OWPVtJs7W0iQ4njuC5JPGBlRj3ro1wAAOgFV7yYxRYjYCU/dXGS3IzgZGarq2ofZ7pxb26XG8iL5iQ6joW9DjNAEt412skCwQRywsxE+5sELg9B0POKpaXomkaS80ml2NtH8xBEKgEEnLDPbtxV+Cd55riGSF0EZADFcBsjsc8/pRa2UNhamC2DKmWYZYscnryfegC1RVC0a2NwwExa8Ma+arP82BkZ29ByDyBVtZQ0rx7WBXHJHBz6GgByIEUKCTj1OTTqKaGDZwQcHBwaAHUUjMFGWIA9TSBVVmIABbkn1oAU9Dg4qpKJ1u7QLbxzLlhJMzYMYxxgd89KsyhGjKyY2ng5pPKXyhGdxUe5z+dACvGjsrOisVOVJHSmwQRW0QigiSKMZIRFAAycnge9SEgDJqnc6pY2cCT3F1GkLsFWTOVJLBQMj3IFAF2kJwPWqcGqWN1IkdvcxzF9+DG24fIQGGR3BIqcTKJPLd0WQ5IXdyRQApVpApI2qQdyMM5rN1GG/FzpkWnRRpbiYC5k4BSIDOFHuQB+Na9FADQylyoYbgASPSs2OXUjql21xaKlnAv7h45tzTZGTlMcEYwOa0cNv6jZjpjnNK7rHGzuQFUEknsBQBj3VxdR6a+owaXGdSKKoR3VSwJ+7uPpk8eta4fEas/ykgZyehqnb39leIlxHcRvGz7Ytw2nd6DPOaNSv4LBYGuZYo4pZRHmQE5J6AY759aAFBEuqnzbH/VLiG5IB6g7gO46D61JPDaOks0sUTKV+dmUHIU5GT7HNWqhliRo9rEqoYN8p29DmgDE0bXotRtbK9ubaa0mu1kCRnJUKrYyT0GcjB962bueKCH96A28hVTjLn0GeprInv9Os5IdbQ3FxHeeXAJYm3RopPytgnAGT1HqKi8SSahDcWc+lWMN3eITtW4lZE2n72CAfm9MigDosBlwRwR0NVbj7NKDJJ+8+ytvKpyQwGRwOp7iqmlaudQ0KDU5ozbZUmZHRspgkEevbrVu1u7K4ubhLZ0aZNvnADBGRlc/hQAljLcXMcrXUMSjzT5RRtwZP4W9jVhRHAqoqhVJwAq8Z/CohbSKLrbcy5mOUJwfK+UD5c+4z+NSL5giKAkuowHcDDHHXA/+tQBUSW/V5o50jRNrMlwD8o5woI69OTVTTbjVI53tdUkgmuGyYvsy7R5YHDtk8EnjHNXWWWFhLNOzuTtGBhFz/s55/nVtxJx5ZQHHORmgDIGo6rFov2ibTFN4swRrdJgx2bwNxIHXb82KwJ/iXpEd14gtLcXNxPpUZZwsLsN43ArwOACvXpzXQatq1lZOlpdzSW0ly22Ly1O6Y46KV5B6dcVj+H/AADo/h46nfmSaW81FXN1c3EnzbWJJB7DGetAFJPGGq29p4atxpizXd4sb33ljCQIyk5Hr0Pft71oQeNbK3sr67vlmt4IWzD52fMmUnAITGRk9Bj3rcg0uzhtocHzFhiEe7dwwXpn3FY2majpGq6lcabp0ks01lIftDS5kVSecbjkfhQBpzahdyaXDqVqqsqAvNbgbmYY+6D2I+ntTbHxPYX1utxkwQsQFeZlXJKhumcgjI4PNXbm8tYQFmvLaMSqVRZWADHv35+lZr+EdFlGYbc28b5ZltpGjViVxnCkDOO9AEsPiCw/tafT2lT7SJFBCPuwGHyk/wB3O0j8PetOG581ijxtFIMny3I3EZxu4J4rhLm1srLdcWF/KusWkiCRpX+edWYKu9c/MAuQNwzxn3rvkjABbkuw6ntQBHeIzQ744zJLGdyLv25P1/xprW63KJvaZWjYHO7BOCDg+opqwTrD5LMZF2gbg20k55qGe4FneQw/aolM+4RwP9+RgvAUk9sZNAF6NY7dY4UUqvRQMmhsq+cMytwRxhabaPNJaxvcReVKV+ZMg4P1FNJuJvOj2CEAgJJnduHfjtQAljP59sjCKZFI481Qp/Lt+VWGGVIBIJ7jtQihECjsMUyKIRBgpY5Yt8zE9frQALINiY3tk7d23+dPRSqgFixHc9TTqKACobeBbePy0Z2GS2XYseTnqamooA5bxVLHFqvh5PP2TSaggVPMALDBzgd66muG8aWk03inwndMIxDBqICkHLMWUjHsK7mgAooooAQ88GocKz+TsXYqg49OeKmJCgkkADkk1RtdXsr27eC2urabau793MrH34FAEs1qZoXwwW4KFVmAwy59Kp6Zo8FppqWFxi7aPLPLNGMyMSeT6ntSaT4k0zWZ7qC1nxPay+VLFINrBvoeo96ux31vM+yGaKTD7H2uPlb0+vtQBOiJGgRFCqowABgAVXvbs2iw7YXkMsqx/KPu5zyfbirdc/rWrDQbhLi9uXktb6aO0gtkjAZXbOW3dT/TFAF2z1ODUprlUhmD2szwsHUgMV7j1B7Gle4PmwtJFsnZX2xl+APftSJqcV01zbafJC93CAdr5x+Per4TfGvmqu7Az6ZoAqwm+hs4/PCTzmQBvL+UKpPX8BV6iq3myzRq9uoGSeZARjBx0/OgBiXE7lQ0Kp+8Kuu7ccY4P41OdsEbEBiM5NJb2yWyFU3HLFiWOTk0R4UmNmUsSW25zwTQBKCGAI5BqK5uI7WEyykhAQOFJ6nHapenFLQBGs0bvsV1LbQ2Aex6Go5YmaTzAzsMAeWGwOvWpgig5CgHGM47VXa9QaitntcuU3k7TgDtz+dAFPUtTksLmIRadc3Qd1SR4+kYPQ89fwq1fXcdoIZJVcoXwXHRPdvarJ3FipXC44IPNQW1sLeAWxLSRKPvStuY896AHu8rwSNCql9uYyTwxxxXK+F9L1RV1OTUL26c3Z+eKcAGOQDB2suCUwBj2rob7Ul0+4t4mtpGilDEyqPlj2jOD9e1Pt/NneeRpn8qRV8uMptaPjnnuefwoAFge28qOJS6cL8xyI1ApZUuDprpGYYp9hAJBKKfoOafHc+a06IjoYXClpVwG4BJB7jnr61zQ0/xdYzm6j1S31BTLIzWsibAUP3VVv4cfrQBrMjz6LFFugmKFN7SRtsfB5wOtUNRg12O5vJ9INnEZEHlPO7yB2HbaDhfrW9E0zhVeJFUx/Nhs4butc7baDqK6/qEtxeRPYXlr5K265BgAzjGOucnJ+lAC6hrV5Gmmae09va398GieTkhJRGHyv8AeXg5P0rpGhEgjdsGSMZVu2cda5vV/CC6tpFrbyPGt5YRBbK5Gco20BifUHGMehrcknEX2S1milZ5uN0akqpUA/MewoAmMC3Nn5N0I5ldcOMfK34VV043JSeP7O1vHHIyRCUg5UD5SAOg9qt3Ev2W1eRIWk2DIjTqfYVRbS4zp86D7RI8xMhVpiGBODtB7DigDSjDCNRIQXAG4gYBPen1Wm3yROh3RIQQZFfBAx1FUNZ1JNL0yH7RHcSCdxbkwcuu4H5h+VAF8szXTIqqMJgv/ED2wO4pLy6Wztwz7mZiEQAZLMegrnNfubnQNDdtIs5r6/W3EcLs253wwyCe5wSareIVttSl03T765kOoCeO7hgiQllUcHcB2z3oA0l1G8h06ZItNea6Mu3Yz7d5PLEnHGBV7THvGjWK5d1mBLyKw5UEkgA9CO3riqsepxG6XSri+LXUsr7WVShUDkLkcA/zrRaKPTxJePJcy7YlRlLbuBnnHrzyaAC60xbq+iuzdXUZjXaI4pSqNznkDr0qj4qjaXS41j1l9Kk85Akqn75z9z3zXMeLtT8Q3s7N4a1N7eC3MayA2W9XYt1D+gH3qurqOqnS9O/tXw+2oziU+fNGAFGw8ShffkgUAdZbEywKd5KBdu4nJJ9d1R3Mct3axxQO8ascNIGwwA/nn+tcD4h1vxtouk6pIsFpDG90v2G6O0RwQnr5oPT612elahcX/hiO6t/310YflJUIsj46jttJ6GgDStI1giMEcHlRRHag7Eeop0ska4V5NhyDnOO/HPua5S1tfE1z4a059QuSdWjuQ85gPlKq5wwI/iGM/Xg0mgTa7/aradr00N/FJbrdLIkQQQMCMK2ODk5IP+zQB0EpNxfW+bN2MIZxIHwqN02n14q4Q7eaJdqxEfKVOD05zWdba1bXWvXGmpHObi3XMjhD5QB5A3dN3PSo9Q1iWHWbCwgtbiRZZSs8ixZRFxwSaANeMBIVCksAowSck8etUoI5YZ3uCWWKYAm3OMq3OTnqSRjj2rlJ/Euuad8Tk0iS2a70e6hHlG3i5tmHdz6GtvVLjWbS4lnW1FzZnyo0iiIEiMzFWcH2BU/gaAL0NvFfStevbGB3VQrn5ZCoyRnHoWPFTwwpazhVRneRcyTMeTjpmmyC6j0+4jhRpJUj2ws8nMh29Se3NZNsdXMNreXlvDHqSQuv2ZZh++PHGenv+NAE+o67/ZYnd7MNMciG3WVfNuSDgbQavWrNHb25isTAZzvlQkDyyeTnHU1UsBBql6b94IWkiUJndvMUg+8vtj1FayqRK7Y4IGDnrQBWu7R53WRGUkDaySZKFcgk4B68cGpkjeOQBdpjbcXJ65yMY/X9KJfObAT5fnHzcH5ep/wrOe11iSy1BI71be5lmJtpSu8Rpxj5T7A/nQBZvrSLU4Xt7mBzCjhip43kcjGD61JcWzTGOaN3SSJWKKT8pJGBuHfFOQ3EMUaSAzFU+eQYG4gdhRA7z5kZgFB+VQeR6hvegCta2t5daJHb6w8TXbL++a3yq5z2/SorC3tPsyWU9siNFIzRxy7SzYY/vAB0yST7ZrUkDlCEIDe9Ub+xMsfmxSRx3CwvGssibj8wwM+2cH8KAHx6Xa27RfZreGBYyxXYgBBYgtj696sSW0M00UskYaSIko3cZqlafbjMhM1tLEqiOZgGDFwOcDoOausZjIAiqFDDcW7jHb3oAbJdJAJnnxFDEATI5AUjv+VLbSLPELhU2+Z3znIBOD/X8aigSaSKaO9EbbpGCKQCCnbIqzGpWNVIUEDoo4/CgB9VJ0uRb3P2c5l2N5QkOVLEEjPfGeKsOwGAc/MccVBaWMViHWJpNrHO1myAe5/GgDPs7W+u4rK6vMWzrFultkUY8098+1ahhEtuElHOPXOD9abDarCZ/nkcTMWIdsgZ7D0FThQqgAYA4FAGbp39oxzXUd60bJvJtgpJYp6sfqf0q6/lsI0nCb26KT3xzj9abFNFLcShQRJGdjEjGeAePUc1S8QXVtp+kzX1zBNKsQwPIXMg3fLlffmgDJ0HQtH07U786SBGkiorwlGCpgnoCMc+1dVgenSubu9U0+209rqfTb6SH92V2RFnkOOMAc8d60l1G0vljh8mZxKqsVMZG0Hpu9KALeyf7YCGj+y+WQVx827PX6YqjeOLLUUk8+3QToyeTKwTcwGcg9/SrGqakul2oma2ubgFgmy3jLtz3x6Vl3en2+ravb3epaTIUtlxbOz5yZMBtydsev1oA3YAwt4w6KjBRlVOQPYVXN1crNcJ9icpGm6N1cfvD/dx2NVvMvIb6VpJHMUxEcFusYPl4zlyw7Hjr0qbSrmKW2eFL0XU1u5incHkSDqDQBT1ay+329netYSyXNs3mxxLPsZGI9RwTWraTST2kcs0DQSMuWiY5Kn0JFc34g8faT4a1OKx1BLkNLjbJHGWUc45I6YrX07WodThkaKN0mQEiGQYZlzw2PQ9qADUYDHPaTwGCNjcp5pkHLryMD354qa8urQzJps7nzLpGAUA8jHPPbrWdpLXd3d3a39sbcwyAwAOCGUgNnHscjP1qeGbTLjXyltewteW8TCW3RgWALDk+mCD+ZoAt2lh9lhnhMrPFIxKr0Kg9Rn655qnpujy6dqd/cRvbiC5ZGWNIsMMDBLN/ETWskiSbtjq20lTg9CO1RXNut0ixtLIm1w/7t9p47H2oAq6notnqxha5jVngJaFigPlt/eGe9W5U/cCEPIpYbA69Rx1pYpJJGbdEUQcAk8n8KmoAyXmgTVntk0+UyzKvmXKoAOhxlvUYH51pqgjDYyc89c1Ru7a8uLiMpcGGJHVsJ1OCc59QRxinMYNQl2/vQ9rLuxyuTgj8RzQBYiufMjVnikiZiQEcc/pVK4soLnVLe6ltpWkSNlR+0ZPU9eDjjI9a0YhiNQQRgdCc1XFxHcrmNTuWQoN6kAEdaAJLO2SytI7eNpGSNcBpHLMfqTyanqOONIIgkSYUZIA/Oq9kzzK1xIGRn4CEnAAJxx2NAFssFUljgDkmkVlb7pB+lKQCMHpSKqrnAAzycUAG8bwncjPSnU3aPMD85AxTqACmo6uMqwYeoOadULtDZ27OQEjXk4HqaAOR8XSxf8ACReFYpPOdm1LKlWCqhC9x/EK7SvPdXu4U8X6Vpt84lK3izWgXeCA3cnocV6FQAUUUUANZVdWVgCpGCD3rl7LQLLw/qivo1tpltbNDK7rsxK7k5zv7LnqK6qofKJtzG2zkY4Xj8qAOEsYfFura3b6lLpWk6ZDG7+c3LzTbRhecDCnjmtW10WS81GwfVNJgt5LZjdebay4Rp+mSoxngnrXTgPHABuVmUck/KP/AK1OARisgAJxw3tQAhJKOGwvUA57etZsmnRG2sbLzB5sJEiM0e/O3g/ezjr9auXtnHe2k8D5xNGYyc9iKY4v4tNRYBBJdqqglyVQnueMn8KAGSwyw6j9qV5HSVBCIkQfKck7iatRKbe3VHkeZlB+ZvvN+VQ2rKbXyvtYkki4kcMMgjrn0p88UcxgkLLlHDKc8GgBYJorkCZCcjKlTwVPoR61YqG3jMaHesauzFm8sYB9/rjFSF1UgFgCTgAnrQAkiCWN42ztYEHBxwaRUjD5AUuoC57gelLllLszLt7ew96qROseqTxGYs8yrIibeFUDHX3IoAvVDBI8nmb4mj2uVGf4h60/J37dpxjO7t9KfQAVSu9Qtbe7trKWfy7i7LCFR1bbyau1RQw3OpuXtF821ACTMFLfN1A7gdPrQBbw2/ORtx075pGjJmWTzHAUEbQeD9aihnmku54mtnSKPGyYkYcnrgdeKsZHSgCpqFgmo26wSYMfmKzKc8gHOOPpT7qSSNrcIGw0oVtq54wevoPerNQzRNK0RWVk2PuIX+IYPB9uf0oAlKhlIIyDwRUbyxxNGjHBc7VGKe4YqQhAbtkZrOudZt7XV7bTHjna4uVLIyxNswOuX6D6ZzQBZtrqCa3E0J+V2IAIwWIOD/KpHcxxeaIWZ8D5VxupghSYRtLAFeNiyg44PqMUXUU0ioYJNskbbgpOFfjoeOlAC3ck0cOYFjMhYAeY21Rn1pIp4w08aq26E/OMHkkbuPXrUksMc6BZUDAMGwfUHIP5ioUhlFxdebKrpKQYo2/hAUA/rz+NAE4mjZzHuG8AMV7gGpKgC4gzcKhbbh9q5Bp0MSQptjBCk55JPX60ANh2yh3DrIrErx0wOMfnms7VdFi1i5tluZX8q3cSrEoIDfKykEj/AHvwxWnEGUuCBjdlcelS0AcZYX2gPrFli1uIblZpbG3Mu7buiPPXucnnvzWtq9nb3t0m6ymWdWVIr2JeVzz1Bzt9c8Uh0Rbu6s7s3MkYtbp50jjACvuB4YHnvn61NNBeWEks1rKskDM0pgbAZm/uhicAGgCN7Zf+EmRHdnjltzIUOMB1ZcMMd61mhiaRpGGSV2MCeMfSsrTZH1eSx1cJ5S+U6NHuDbSTzyOvI7VbFkX1C5eSZXtpY0HkbcbWBPzZz34/KgBYtNt7K0uYrWFcTM7sjkkMxHQ+g7fSkuw9ppiJaq6lWRQE+bAyM9e1aFQXMfmxBNm7LDr0GOc9aAEvLa3vLOWC8iSa3dcSI4yrD3FRwXNlHb2qwsiQyfJCqjAOOw/KrLgtGwwCSCMHoaoppweGy80LE9s+8JH93PIxz9aALFskWZZo1dTIx3B89RxnB6dKrWui2dnLfTQK6y3pzKzOW556Z6Dk8VcgZ2RvMK7gxHyggYzx19sVIXRSQWAIGTk9vWgCONEt4+SoJ+82ANx9aSa4EEc0jglIl3HbySMZ6VArpqNvJFKkYkRuYy4faQflJx+BqzF8ykPguOHIXAJoASCcXEayopEborqT3BGelTVStL37Tc3UH2SeH7OwUPIoCyAjqh7ipyjtKdzKYsAqoBBBB65z06UATVmW90L3VbiGWwuIXs2wk0ijbIGHVD3960DLHvKb13AbiueQPWo1cTiOSGZTHnJKkHd+NAGbFqNvHqEyrbzl2uRAzInyg4zk+3qamvtXNjqNrbPZXLxXDBPtKKCkbE4AbvyTUP8AZVpPfPv+0b4rlboNyq7scAHoR6irxgeS98zzEeDjMbLnaw6EHtQAv22P+0vsO1/N8rzc4+XGcdfWrVMIIkUhAc8Fu4FPoAyNYvtRtLnTorCxe5WafE7AgCOMDk8/hU081vYXFnai3fFzKcFBwrAZy31qWSK4uVgbzGtmjl3MqkMHUZ4P1p08AmurdtzK0RLAgcHtjNACXaGayk3SS2+PmLIRuGDTg/2zTxJbyBfOi3Ruy5xkZBI/pSkJDbMLmYMvO5nwOCen9KkjiSKFYoxsRFCqB2A4FADBILa2Q3My7gArSH5QW6fhk0/93KAQQwByCD3pHgjmgMMyiVCMMHAO760y3tLexiZbW2jiU/MUjULk0AJFOk0zoY2WSLruXpn0PQ1Y3DBORxUF1NFDZSy3DGOJUJdh1UY56VQ0qyiVjeW9001pcQRqkbrxgA4OTzzk5oAv+bIbkIqFonj3LKMbQfQ/XP6UJIiOi53PKM7lBwSAPyqlBplzb6utwl87WSwtGLUgYViwIIx6DI+laQUq2BtEePugd6AH1l3OqpHIigsh+1Lbncv3y3p/jWpVO9hhn8vzpCBC4m2r1JU5H4UAc5e6rpA8VSzul4+oaascLIu7YFmYAMAOG/piujvY3le1Cs2zzf3igAhl2ng57ZwaZHZwrqE95Cf31zGimTaCAFJwM/8AAjVie2juHhZywMMnmLtOOcEc+3NAFe61SK01OysHSQyXm/YwHyjaATn86uFiHACkg9T6UyWCOZkcqPMjyY2IztJGM06RZDEQjhX/ALxGf0oAZdK7W0gjLh9pK7Dg5p0DvJbxPKmyRkBZP7pxyKRy7I0cbDzQByw4+tS0ALVC1mD3txHDaGJI5CJJGTbvbAOR/eHJ59quqyuu5WBB7g0rMFGWIA9TQBQubHzp3kNtZy7yqkyr82wdR0556VZlRY906W4km27flwGI9MmnLPHIjNE6yBcg7WB5HaqF14i0ixltorvUbaGW5bbCjSDLH0FAFm0aOWATRoA2WQEg5wGIxzz2pkOnWNpLLeR2ltBcupMsyRgMe5ycZPNWWniTy90qL5hCplh8xPYetS0ARQxJEvyhcscsVXG4+tJNAkgy2QQQcqcE4p0kojKZDHe20bVJwff0FSUANVg6hhnB9RUMlyY7lIjDIUZSzS8bUx61YprAFSGAI75oAjdgctJlFRhg54PH/wBeo76ZLa2e4d5QiDpGMk89h3NZp1+Jr2a1ieNpkI2xHKswKnA56ElW/AVohEvYoxcxgSxkOYw+djY45H1oAq2Usn2d5DLM7SMXzJFjyx/dx7VFpGprcX1zaNv81VWflMLsbgY9+DmtRfO811fBQ8oVGMex55NRQbnmkWaFlMR+SQkfOD34/lQBZO7eOm3HPrmo2jcu7B8ZTavsfWpG3bTtxuxxmkj3+WvmbfMwN23pnvigBsCskCK8nmOAAXxjcfWpaq2FsbW28vaF+YkKrFgAT2J5qxtO8tuOMYx2oArXUl3HamSCJXkUE+VnluDgA9M9Kmt3kktYnlQpIyAup/hOORVUWl0moy3S3rtFIm0W8gG1WHQgjn69as28bxQKsjl36sSe55OPb09qACOIxyyNvJDnOD2NLNH5sLx8YYbTnpg9alqvcRzu0RhmEe1suCuQw9PagDzXxBHqWkfFDwykVyRpdzJ5KxtErBcDO0Ny2e9epV514x0K7fx/4U1lJpZYEvPLeIgbYgRwRj1Nei0AFFFFABVLU2/4l80YmWJ5VMasz7OTxwfWrtVjJZ3beUXgmZTnZkMQR3xQBT0zSmtdDGn3FxNMWRleSSXe3P8AtYH8qfpentpscdtFPKbSCJYo45ACeP4t3U1oF1XgsB9TTqAK/wBrj+2m0AJlEfme2M4qG6/tB5bcWxjjQq3nF+dpx8uPXmpnghF0t0w2ygbN2eoJ6fnUOpXcttYXEsFvJNKgACJgE5xyCeOM5/CgCtbWclkxW5f7ZJdORJIUxhcdMDt9awvF8cV54EMmnTvYxQSxyIY12kBX6ccj8K1YL2/tYtPt7yN7i6kYB5VwqqpB5bHBPsBWldRxvYyQPF5p25McXBP0z0oAoeJdfHh3w++prA115bxp5aHklmC/nzV3ypLza11Zwq0RWSFmO/DY5PQYI5FcxBHd3Ml9pc2mX4sFy7TO6tJJISuCpznjB5PpXRPe3U1tcS2luSY2KIr4G8juDkjHv7GgDntEnW78H3BhuriJ5JpXD3cxcAiUjbvxwDtxjsDWwdVvIYtQD6fGbmziEiYl+SRcZ+9jIPXjFeMa941160sZLbTbQ3FjcTPJ5WCFAV2Mnz5zjcOMH14rsfBviSfUdCs7q30z/Rrq5EM8ru7A5BHDMxLDgDBHFAHolrfSXE8aGFVR7dZd3mAkE9sdfxrL8KXMs9vfnzTcRLeTKsjMcggj5cHsOe9U/CFtdrqOpXF7pUlnK21FldyxlAz6k4ArP1eDU7fx/ZLa3sMFjKAwtg5Tc+fmO3OHycZ74oA37DxE93fxW0lpJGJS4B8uTKEdN2VA557+la0trbAyzmPY7YaSSMYZtvTJHJ+lef3kmreGpotVuBLOjyMWijlkNvbrtJLkE568Be2a7ezv5G09ZrySHexPzQKSqjBPPXkDrQBj6Fd3k/jDV0uLlZIxDEyxpkCPPQYJPOOpwPpUV7qtml5qc00WfLnjsmkWRt4DDnbgZU8+vNeea/4gvbHU11EMw1CS6jjPkBgl9bKM7ypOFxz25xWxper6jeeOppFNtJo1xJGJXljK+a23KlcDrj17igD1MwOsEMcMzIIyvJ+Yso7En1HeuY1xtcvNQ0yKzdLGRL9xuYl1kiETclRjPJHHtW1q1+1rphureONrg5EAl+7vIOAee/Tj1rnoYdT1Xw3LdCVGurpWmTLsWgYqFZU57fPj3xQBZ1W91Cy8YwFNj2402WTBmKjcpBJKDrngA9uetGo+K7qC20+W3s0UXVu07Ty7mjjIHCfKMkntWHrM01h4j07zPJfdA1ikcQk8xwVzsBJ2gng7uvFdBZaZqF54WhjvbRLS/hjZYYYbhht4wAX68igC7ol1qGsaZFf3AazE4DC3K/Mg6HkgEZ9xVS80CeOK9ul1C689bN7aF/vEKcEtgYy2RxTLIeIrS2MMt1p4mfYIIZWLFFA+bnOWOfWrmsx6vJ4akjgeA35tyGQZAdschTnI7/nQAt7HJbaG0FxO7RM8UKMJCj7SVXluuck/55qDT59Qv9a1CY3Spp9oXtUh2DLMMZff1GORj2qoJf8AhItDW0msZ1+1wl3hnmXfbMm3ZnryT8wPtWLoeuQ6DrGo6DM8c11M/mwt5hInJTnJHCE7ST25HrQBvfD95x4Lt5by7e4YtI5mkk3kruOOfTFX9HW+bTxcyyQzSM7+S0cjbDEWyCc9TVGye38P6ethZ28sdqrqYjuEivu5ZVPoOeaPDmt2d1b38Wk2l19lt5HEM0xO2Z+pCZ5xmgB+hJd2+r63A0r3E4kikLyyHbhgeEXnaAB07mn20TXOvayour7fHLA3l52xqAuQqn0P8VVtGvmn1Iz3NqbGe4sY57wZx5bhiFB9f4u/asW5u9f0PxHq80Fi12s8bPE6sAHKqoUvuPABJ6Yz+FAHQaVaeT4r17Y+0yxxFUCgBflIyOT/ACFc6niHU/sNlayfYvtEFwkkq2+WV4vMKYAA49/ftUena/f40LUNQkS21jUYWgkiXDRTMp+UEjO0gHOe+cV0h0P7Pp0ogsTLdAqNpkKKw3buD1xmgDK0vxVb2lzqGm2dkA9re+UbMTeZM4Y8yAdlHXHP4V0t3czWatPBbJGsbJ5i7ctIhyMDHQgnPeuW1dk0LWz4hntYVkNv5dy1u5BaUEFMgckY4/GuiKXd5H9tVIvKuAokjd8ARjkNnswz06UAQ6rNqkXinRYILhPskqy+YHjJJZQOpBAxgnj1rcltTLNHIbiZfLJIVSADkY545xXMob3U9eS11KFBY2xMSSPIFa5cqDvQDqOWBFaZ1K8TTJ5oLS3jWADaGlyCoGWHHcDIoAj1jWb221a20qzjjEk1vJN9omBKjZ2wMcn61z3i9dR1HwYk1leGze8aJDJG53o7yKCVbIwuM8VxWr+J9R8VeKL3TTa3dvpJt8xPJMQFJP33CtnYenFdzZ69Hvk0C52eZBPEkbI4KEbQxCjrhQpNAGroPhi90OeOeTV7vUWWBbcJPIdoXfuZj1y3PB9Bim+Ln1mGCWXRbSymk8h1le6kMbKpHRGA9ieaqavr+r6df2l7FGZLS6UR/Z3dVCPu4ZmI+UFTk/QCpvFGpT/ZZYSubO4V7cqgJlJ2PuKepBCgduTQBJf2M9h4XuZ7DS4W1Cfy2ZLU+WzHIyWccnHPP6VtabNfT+al8sMUkTjaIZN25SONwIyDXnVi76VGujPfz6jbT27Xl68oxNahFBRSRwOmMe1dL4b1eHVdKuNbs5re1F7GrET/AH4pFGPn/n2oA1dJnkd9VyCB9rZYysjOT8o7HIX6dKsaPqy6jFIsm1LqP/WW+CHj9Ac9fqOK5rS9SlEF1p2sNare3V28TeSh/fLtGHAHQfX0qza2el6DdG7t7tp/MVYVKvuWBFGOSD93LZwenPpQB0xsLSV5ZpLSLzJ0CSlkG5lHRSe45qGCxtpGt5BbNb/ZXdYY1O1cdM7RwQccZqjoeoz3EMjyz28kZY+SolBfbnCknPUgZ/GtZ2uxfxqiRG1KEyMSd4btgelAE7OqLuYgD1NIpw7KE2jrnsagtLS3tTOIAcyymSTJz8x606WKCUvHIoJYAt2yB05oAVpit5HDtYhkZs7eBgjv2606SYRsiYYs+QuAcfie1Zeu6idLjs7xTbrGZ1jlkmkCKsbdTk/hxV+J4pxHdsoUjKo27IIJ4I+uAaAFhmmFkst3EsUoTdIkbbwPocDP5UqTRbo9inM3zAheOnc9qrT29xdyyASRLA8ZiZdu5uvPPoR2qzHaRQWkdtDujjjAVQpxgCgCPUzKLGQwvGj5GGkxtHPvVpFVFwoAGScD1NVrfyhC0BYsIm2sZG3E9+SfrVXUpfK2QmCN7K4LpdSeZs8pdpJYn8APxoA1aKo2Pk2mkQDckcEcagEy7gF7fMev1qzJKybCqBkJ+Zi2Ao9aAJaKqWd9Ffp5trNFLCGKlkbcDj0I4qR5HJmSIxmVFBUFu5zjI7DigCeon80zRhRiPks2ec9hjH1/Ks2ZNZnupIo5oraAENHKqhyRgfKQe+c81qANvzu4xjGO/rQBVt7EwSGQ3E0jkN95sryc9Kx7rRrrUPD12l7sl1RopYo7hYVRgpzgDk/zrpaaHUsVBGR1HpQBzWleHjpk1lcSXmob/IjSSBZB5CsiY+7279OprdtnaZzcrK5gdQEjdNuCCcnnnnjr6VHF9t/tefzI4/sXlJ5ThjuLZO4EenSpZboCFjAVkfcYxt5Af0OOnvQBGNPUXIuBNKjLG0aqjYQAnOdvQketTtAHhEbu5xjLA4Jx9KzLe41A2nkzq7SmZ4muY9oCKMkPg8eg+taaQ7WRzI7MFwTnhvfHSgCaioRG+9GaQkKDkAYBNOG2JQCx69WPcmgCJIYbK32W0KRru4RVwMk+1cje3Pi59evLayayezSVRmZMrHEy5JJBBLAg8ehFdnMrvGVRyjcYbGcVj6tZanJHILC9kt0xvJSNJGc85XDDvxQBzsGg6Ro3iWHUl1e7S/1FSqxRuTbu2Mbgirg4962LjwdpdzPBc6hbW93JAoIZrVNzP3Y8fpWgtneXVrYu07WcsWGkjjRTu/2TkcD6VatlnQyRSTySMr7t7oAMH+EY9KAMDS9K1C1Xa6BvIvG8h3QZeNuSzgMBwScY9BxVrXrC91jRI9Mj1RbO7lkQySwkhiqsC4XByDjj8aytSh8S6PEi6LfC7ZrmV3huoxxGxH3cYJ2E5HqMityK7m/syKaZZVnjVfO8qINvYjBI/HmgDSYOYfLXzVP3A4xke/NSkOEAVhuGOWFNjOS5y/Xnd9O1OVSC2WLZORntQA+snxDZXWp6TNp9tI0JuUZDOh5j44IHGfTr3rSbzBIMcoeD7e9YV7pk/iCwuLC6lvrKJJGTzEdQ06kHnjoOeO/FAEemrb3tvHp96lkL1JWkmts+aQASc89D84PtnAredYrffMIvnbAYovJ7CsxbC00+WG8aL/TURbb7SRlnBwefXOBTNRutVstPu7uCz+0XixAxQh/3ZbPT6+9AGjvtvtH2mQ+VKq7CHbGBn8uveldA063ayyBURlKYO089cdc8Vydt4cm1w3eo3sskVxe24t5VhuC0SYOS0YPSuxt4fs9rFDuLCNAu49TgUASLnaN2N2OcVXmRI7qO6kmkUKpjCZ+UliOSPXirKsHUMpBB6EU1wxX5due27pQA+kzjmlooApR/ZtSMF3FLIywu2wqzKpPKnI/iH1q7SAADAAApaACiimMgbGc8HIoA5TxTqMNv4j8M2pmlE017tCRT7Bjb/Gv8Qrrq4Lxjp9mvjTwtqclvCZ/tYiWTJ8wnHAGOMfWu9oAKKKKAGs4QrkHk44FQpZWscjulvGruCGYLgnNOmuYIHhSWVEeZtkYY4LtgnA/AGieSWNJGih80qhKqGALH05oAasMDTs4O4hQhXOQPwqObUIIopZfMUpA22U5+7xWP9p1uCwubq8sLKJhIjqomwEX+JnbuR+tZmoQWfiy1TRNRvrW6+0FZ1FhPsYxjJ3sOpHTgUAdZLewrYNdoyyxKu8MpyD71na/qZsdNW7W5ggtypMk0y7olBHBYjoOav2dhb2VlHp8NuBaxxhApAIK4xgjvxWTrdnaajMmhtHCFuIPmjliLRvGp+6MEAEHmgDL066v7q+AtZ7RrZoxL5bwyErkA5z0GR0HvWrqc76dp0QOpQ2gLiINLFncWPyqPeobzUYrNdMS1uLO1imV/3rISvyAAADiq+panPqHhG4fT5bK+1FnZLTcmEkkU9AD396AKup6lqtvOkh1O2WFnEMLtasS0pyCpA7Y/WqN3ri6Klna2uoxD7Xci2izbkRhjltxzyRkc49au6/4k1bSNN8O3FrpMlys0gF7ahd0iAISSPdSM/hWDrOoX3im/vrUQwBLLVLJbG4MJYxpIuS55GeTigC5Hf6VJoupWemahY3kNjuWe2jtgQAWO8jPUDLHiui0jSrrTdIgs9PubWK2jQNDClsAMduvesPwxajSfGOoeGL7TLWVJbcXUd7HbeWsuSN64ye+OhpPFWqS+FfEVg+mW0YsokEuovNISEhLbRsBPXPPFAHRxQeK5LRpJNQsY5SQVUwE7V7hvf6VVhW9v5rO8lurMyZeOJ2twzo2eg9M4zWXqN/rOs6tq1vYarbaVpdisf78x+Y00jDcD1G0VlT6ve2Mvh6OC/tLO4v4p3uJba3NwJXQk5UA98k+2aAOh1C/1ywZIr7WNMdbm4FtCqWzN85BIDD8BTLyTxHYXg060vdOCMVAj+xtwGzySOMZBrOuNfutE1jRlWO1vdPltpL6/uvK8ply6qJdpPbdyPSpZfE2pa6lrYWAtfOu9RnhjvBkokURyHwCNxORxnFAGPdXl9ZeIV0i/GkC+a0Dg/Y2YBFzwW6YAya2YrrULi3s7mLUtNEUhCwPHZttLgYGcdF5qTV9P1m3B1HU47a/GmfOZYoyJLiFh867AflIBPrmp/BNzczQPqUFs40S7dI9NgQDMUIzl2zyMnt1oAkuE8U+RCZ9V0Ro5JFWPNq5yxOBj8ag06HxPcR+fYX2kKgcqzfZXQDBIPX3BrR8W21ylzYX9pfPY/ZxIGkW285cEd1BHp1qD7ZLYaUl3fR3esG4Qu0ltAYgEUgjKE9SSfrQAy5svFK3MD3GoaIZncCJjauTuAOMenBP51ZaHxmi7m1fRwD0P2d/8avjXx+5FtpN9Pb7I2EqR8KGHHU5OB1x0rE8NeK7yeWW31Kzkdf7SltIbiOIKiYPyhhnI+uKAC8h8TWcYurjUtDCRHHmfZWOwn+VQXUXiT7QbS6v9I2opm3PauEXHoa6DxB5VnYzNFZpI8p3uWwF46kkkDNZWqeM420O+Oj2M19Jb2PnucApHlflDZPOeTgdhQBS+weJdOjuNQkutFghtl3C4Fux3ptHPHYDj8KWDTNft4Lu6j1LQ3jUtJK5tWbaMZI+mB0rb+12mneA4b+6tJJ4FtlnkhhBYksMtgZ6ZY+2KzIPFGjavZbbTTbx5Ir82xtocAmQLkkkHBXH4UAZcOpeIWM6W91pLR2kK3EZW0bDhhn5B61b0i/8AFd/ZxzC+0e0DuVRHt2BLAZOPwoh8beG7G2hv4tMmiluPNlZSgDxhDhicnj6CrU/jXRbS6G6yuprZIo52u9oZI0mOAT3HvxQBnW/iPV7s3IXxDoZMORKfsrkYBxkHoRVltQ1pr9TPqGkw7o1Vt0LhpVJwpX2JzitRdQ0y6MthbaRctYCUWxmtkAj3DkgbeQM8E9KFvNG8TahaWaRF823nyDb9xQ21VJ6qwbJH+6aAMtbK+tbu3c3mjBJWCQpLA5YZztAPbp+OKreKPEXiHwbp39oalq+leU0yx7Fgckk/y4rR1XxLovhm606wurKQ4vFtEeSQMVyoIfk5I+Yc9s1zniW50TXtad5LMmQ6bNMqTISpKttD4zg8dO9AFzUvF32q9sba21LQGuZ5kRVKsdjsu7cfXitZ4fEK2gi/tTQYre5O3y2hbDsw5HXv1rA0H4feFNZ1nU/P0iMPbCDZJGzKTujznGeOlXrO78Lwrdl7V5imrtbwh1KhJlTPBY4UAZweKANK4h1SGfTLIXWirqcSssLmJ2KIBzx/DxjmsTV76PSlhttY1LRH+03InEdujgu3AycHvuH61bc+HLrXbXytPu3urnZdTSmUoxC5Re/zcjkDjHNaur6L4dvNKu0vvDwELT+Q7iNVcDOA6t1x0xigCk9xaWzSSWUeiPc2yLERbKzusZPTA7VXgSwj12+1VbfRY7uGURTTeW+csMDHPvyawNJi8AatrcOm2sGopc3UDwQXKnYSithuVAweOrV0epeGfCWhRXsU0U8stxAHnCFmlkTcq/w49hQBp3drcwvaQajLo4Msm23XDgswUnA9flzV2K61a5nkgt5dLkdEDKwVyIsgYz7nOa5+6uND1CaxvdQ0nU4LrRZUSC1mbbjzPlV25wRx1J7VbluILnxHo00enXcCXPm3MrwkAB4wFHmEHlcHge4oApReZY64tpO9g1/c+YsnkxyIkmME7+xOD1qkNasfDenmVI7O3tr6dsn7PI4ZhwWf/Z7A10p8R6PrUdpE9jcGPUYpvs8hiwWQKNzL3GQeO/FczNZaLFZ6VpVraa1KIIVle2CEt5O4/wCsXr1oAdq/jTSrOS0v9VjsoZlMkVvI0EgbIUZAx6hhik0bxppV5rT6NbQ2UF4+HME9vJHnK47+1VL7w9Hqet31y1hILjTbi3ltjNGzRyKy4OVPQ8cn2roUm8O2/iFp5NAuTI90ts2ozQ7l81RtXk8gcjB4HSgDS8L3Wj+IEm1CxjiKwTmIKkZTYyjnIPU5J59MV0M8ltZebcPwxXLYGSwUdhXJ6DYWdvdXkSDVLSJ7575HkHlJIxzuRV6lRjP61veVYa08UsU8rLGfNR4nwpJ9/wAOlAFHRPG2k61b389uzhbSTa4MbA4zgHGO9dLww9jWAtza6A0gmmkcTThIl8rLu7c7QR96te3vI7q2M0YYYyGRhhlI7EdjQBU1OHTL9Rpd/DbzxthjDMBjAPBGevNaARUjCIqhVGFXHAx0rhGvNL8TyeH9Q1LSJ3nae4EOwuVjMRbnjrnYOtdVLrNnH9nfbK8kiblRUJZVPUkdqALUdjApWQR+XJkMdhPJq3WP4l1O60jw3eahZWxubiGMNHD/AHjkD+tSw6qDHAJ7eZWeJXkbyzsQkdCe1AFsp5+9JYkMR565zUd5bC4tprd7aOaKQAMjnhgeGz+FVLbXrGZ7yOES4s5xbyERnG844Hr1FSw39s1yjFJ43uPkHmIVG5c/Lz0PX64oAzU1DR9aEmmQC0uLK1lNtcI77fLdf4QO/atSW7+x2t1NexpFZwrwyndlPcVWubLR7WU/8SyJ5pMuVigBZjnknAqJvEEb+J7TRY4A8VxaNceb/DwcbfQ0AaMOyCCL7FBClqy7+MIBnnpUiQxQ3Mk6KN0+0MwHXAOMmnyqzK0flKyEYwTwfaud0yYWN/qcd1PO5N1tt4wxb5FTfgADjqePpQBvz20d06edHuETLJGc8hhT43lZyHRQAxHDZ47VzGoeM/DqQ6feyzXEhYPPAsMblsLlWLKOw5znpWtceINNs5V82TajlN0u35QWxtDHsTkfmKAJZpb8tNH9niEZBETebgsf6VYJmiEaRxqxwAxZ+f8A69UbvWbRHtv3Eswa7FuHWMkI/POfbHWrt3dw2hVmVpJWGFSMZdh3wKAIZo7u8sdk0flS5DYilxyCCBn0PerVvCsCuqRJGC5bC9yeSfrmqUuq2dvtk3SzyOjOqRqXbaCA3A9DVi+v0stMlvtrSKiblVRyxPQD6kigCYxQrE8RVQj7iy9jnr/OktLmC6tUmtnV4WHysvTis1rq9SWwN3bW4juVKSjflo3K52j+8Dg/lUGmzWFjDLLa2V5Es8rM0TQsNu3gkL/CvH40AbCXcMiSMpJEblG46EVKrJKoZWV17EHIrFXxJpN5axSiRzHIm/5kIKrkrlh259aE1PSND0qZYi629nIsLBUJO9iMAeuSwoA3aKpwTm8S3uI4WVCW3CUFWXqOlS3MiRWzyyK7Kg3bUBLHHoB1oAdb3EV1As0Lbo26GpMjOM8+lZVvrdh9l3ANDtkEXklMMGPIG33pRrdk0QlRXaco5WHYfM+X7wx1oAuvPEXdI3ie4RchNwyPr6U5JUGxGZFkK52Bh+lYHh5bK8s/+EkmsVtLq5DtLvPKqDt5/BQfxNX0vdHm1CRUaB7q12IxUAsm/wC6M++aANMSxk4DqTnGAe/pTsjOMjPpWI97NaXiRpZ25M0Ms+VJBLrjAwR3BHNWNX1I6VoF1qvkB5IYPMKZ68dM0AalVLlYdxedYwpQrudsZz2qta65aT2olklWORbZLiWM9Y1YZGaoatq+k3mnX8bSPOLORY5oo4i53sBtXbjLdRwKALNkb5J38+K3SJ2RkQy7sDGPl/LP51PPeyw3oRpLYRsdiDf8zN6H8jXOaZruntZ6WtpIiWqXEkFwl1C6yLIql8AHlcYJ57YqrfeM9Ji0a7v9Mt3uZhsnUywHDq0m07Tjk8nA60AdVPd3lnaeaba2jUdcy4Uc0oudYMAb7BCJNxBXzuMdjmquj6xp2sz3NlG07T2TL50FzHgqWGV4I/KoJ/G+l291Lb+TeyNHdCzJjt2ZTKQMKCBz1FAFyC414xT+Zp9pG6/6oCbIbnv6cUjz68XLJp9rkIQu6c9ff26Uk3imwhs1uGS4O53QxiI71KDLZXr0FZMfi3Tbq+ZBHeNYx2Y1RbwghNuCcD1GO3rQBpldfltbaee3tftkbsWijmYRkdic8k1Mtxr7Fc2Vmox8xMpP5Vif8LB8OabZTyyTXQWIRysrRsz4kJ2kD0OK0dG8Qy6prmo25iWOzt1iMbsCrbnGcHNAGlYzam8rC/toIUx8pjk3EnPT8q0aaVVgMgHByM+tOoAKKKKAOY8TFP7a0DziEUXg2MzDDMR0x1z7109cZ4sgebxV4YcBmjS7JIIyo46+xrs6ACiiigCje2lvc3NlLO+14JS8Qzjc20jH5E1bMsYzl1GDg8965fxnNHaNot/PZy3FtbXwklaKMuYhsYb8A9AT15qcDRvFMNvc3FpIhgnDRGYGNg4PA65PrigCx4i0K31zRL3SpLq4tvtakmaNyCp9j0/CvObD4US6Vqmn2en65exxxjfNcoVjd4yCCqcknnb249a9V1HSrLVoFhvrZJ41YMobsR3qwq4HMYG3hcelAEaWio8L+bKzRJsGX4b3I6E1naw8kd9ZbdXey80tGsXkh1lbGeSehAB7itCIRWcMUaRuiuxwvLYJyTk/XNUPEUtp/Zzw3UzRcCUFZNjEIwJwfp1Hocd6AJYbK1gubd/M2yReYQDwHLYLED8O1UxpOmxXvnzXAkEEzzJE6jarOM5HHJwOMVFYabp134rvtUaJZLqFY445Cc7VaNSRiorW9le/1G3vtOtjELtVs0XBLMBksxxwfegC3Dpumre2UyXDrvme5giJIDMyEMOeTwScVh3OmaJo2t3NnDfTW17rtxFNEkaBwjRYOQOy8DOfWtM6za3t5p8cmmu12161u4VwfIZUJJYjqNp/WorzTbHRvEOmvp+hQu97MVnmXAMYVcg8+4zgelAFs6rBpWnT6lqDyTLDKYnuDGi7Uz94YP3fx/Cq9+nhm8vxb38ltc3GrLtgDIHJG3+Hg445rK03VrXXNBt7bXNHRoZp7ny/LiDJiFjg7exIzx3wau+HH8PjW0Sx0k2d9PZrcfvEwUjJICAfw4x0HAoAivtLtdKvIhba/d2VyLcCaO3hVxOidCw2nBA4zxVKXwqiWFnrNnrmo2P2QTPAGjR2AkbJGG/T61F4n8SPp+o62kd/fPLbRK0EUFiJI0cqSQ7bD+p6VZ03xbHfaVNZ3WjLd/YbGG5uPJC+WzMNwCKeOMfhQAt9baBYJ/bWv6sdQSXTmtn3xjM0LMGyVTr6cCtLRPCmkeHPD0Fjp80kUQmM9vI4yyM56AenOMVk2fjexuLB7ZdLtmZL+OwihglGza65Rg2MY69OmDW/beIopr2whmtbiC8naWH7OWBCFMEkn6EYx60AXE0SNYr57m4aSe8iMU02Nvy4IGBnAwDTtKsre30iys9Pvd0FrtTfGVO8L1B+vtWZp/iNhDYw30D+bfRyS73YBFYH/V56Z9K0blINC0aR9NtILUFgxjSMKu4nkkDvQBdvbe5uFT7NeG2KnJOwMGGOnNZd7pcqIt5dazJG0KOryBAFMbYyMeuQMGtCbU0hxmJwPNMRL4UZAznJ7dqwtW1GK+Mttqdmv9krYreSsZRkMrZABB5wVHegDZSwkgs7WGG+aO3gQK2UGXUe/aoo9HtkLOs3Et39rGMAFvT3+tMbV7ZPJspVdblkRlh38uGyMAn72ACTSaTahnvoLlXbZJhY5ZfN2KV6g9sjtQBl+NfsMcunTXFzcwTSubaN4I1kAD8EkNwB79qy9Q8NWy6XcxaTrNzHMkBgvIYzGZLlcHap3cAgHGRXQajqlpa6va6QtlI6wwm5kkUYWGNeM9Mn6DmuGl1Twxd3Ud2mlXE1yImv1NrIGaQJJu2vge+cenFAHVaolleeEbzSLt7ixs7Iw263L7f3mwI2QOc9MHjnmub8Q+HH8KacdatdUuDKt2buW7bYojVlCFVQABiQFwD0xVu6vrDWra6sLmI3/wDamofZFe1uxtACbw45OwhVIIHcVma3D4Z11o7LUru9M1qHC2hvfKSHyvlMZI4LHOQTyc9aALHhzwld6j4Z0nOphborKZriKOKYNG7EkHdyCc9VrqtS8I6TJDdW81y8K30MVvxjP7vkHPeuB0jSo4/HKahoM2qzRabDFHd27SrvlV+VAPGQo659K6G216a8S7OrwTSJHrD2MPlOpYqwA2njpz25oA17fw1bwa756ave21uspvfsGQiFuAWJH8JPJB70zwjaWNp4k1254XUL+cTCPkssA+VfYAsrkY9aj1Dxjpi6W4vNNlULC1w8W8ffSURhCR3LY69qrxa7bSaxbtbW032hLuO2uJY381XRkZ1XdjOAw/DPoaANLXPCOmat4jnvrqcLJNYG2MTxhlxuzv8AqOBntxWKfDWlzlYtON5H9l019PS4liYR7Schtx+9z0xWnoeq6Xrd9HY/ZGneSxLTvOwaSIbyPKf8c/lUvjWaDwz4P/0OJbe3+0RoRFHu2qzc7Vx19OKANTR9LttFS6vRctM06RCYgbgCi7eMc1lp4Ts1muYrHWJY5Zb438iMFkDF127SD1XjI71Fpus6dplvFa2K3VxNezFYrOaPySTjLt8ygkY5JpbTXNLuNVhFhooe/kvHtpsEK0RiH3ie4Cnge9AFZ/ANwYtNsYNWMVnBGVuIHgDbsuW3RtxsOSRweBj0q1qHhzUV1Z2k1m4bSZ7iOQWqRqXVhnILd04HvWjrHiOLSdftdNt9Plu9RvYWkVUYKNidck98ngY71ixeLla6uZ10C/DW1nDJcrJNjylfnGw/xAEkn0FAGlpPhm30O7tpI7mWS0jDCGP7OuRnn52A3HHaorq3stbvdQure7mR1EcDBohtyjbiORnJxjn14qFvF0Md9dQ2OkzyW0HlwNexSKVBcZXC9cc9axY/FVppFrNe6paSrCS88qyKqyRyQkDLMPvbjjaMd6AOh1LRlvbi8vLC/NrcXUUU0hks/NVo0DfKwPUHd0zniqehWguYNMn0y/mdUluPtObQosyuw3FQxARcgEAZ4qmvxJfU7C5OkacJdRM8UEKQyrIG3ruUsegxhgQelbsfjOEWtvNPaSxSFp0ngDKxiMKkucg4OMdvWgCvDo0EZ0e3tZ7m1l0eR4o/Mg3iVCACeOgOBg1oPo/9jwrf2xmuLqGExSSbQ0jx5LcAkDINcjpXjvw9i4uYtHuYTKi3CtHOshlAYKAcN8pBYfKa7uTW1jhl/wBGlNwjoiw5GWZhlRnoKAOd0bXrDX9evbU2+oIk0EZ23Vm8W8pzwx69emK2LjRWfzXluC1gZxePB5OXLLghc+mVBxjNE2uPZae1xJp5SfzHBhaYDhRkkMeCMVqaXqMOr6Va6jbhhDcxLKgcYOCM80Ac/rPibS4NBs/Emy7uLeN8JHbw5fLAjBU4IxVvw6bNx9sFv9iu7oHNvIgicgE8lASM+4p174psNOmjgvEljklvVso1Cg5dhuB9hjms/VJNOYxaoLGRZYt8DX6Fd8EO7BYM3Yn0oA1NX0uHUdQ07fdpFLb3KXKx4G59o6dc/jVqwtWs47oTsoE1wzrg9mwAPrVXV/7NtLKDWLq3e6eyAeCSMbpORjjpnOaWfxHbWtykE8MyHdGkjkDZEz/dBJPc8ZGRQBVtdJl0GGyjt2eW1t5pf3SRhmYSMSCT2wSfwpfEtnFG0Opi1tJpleOB/Pj3HYzgccgDG4mqtl4omaO5l1CwlhnF+1raW+9Q0uF7c4PAJ5rWttatNQmgtlgmLzRGba6DCANghjnAII6UAR+J9R0/TdFP9oSOkUzpCixLudmJGAo71Jd6fcXLRQwGBLGYZug4bzG9NvYe9R32rwQeI7XTZ7dGBtpLoTt/yz28HA+nerOn6vHfyFDGYi2Wg3sMzR/3wOw+tAEQ0gWdvc/ZGcySXIudoYLuYY+XOOh245qtZ22tXjQNqqW8f2e7eZTG+4snzBB0HIDc/So9S8QTxX2rafDp88z2lktwjQthpCxI2r78VcivLSS3kRjPG5jDGKSTax8zoBk8EkEAdjQBMyLcagtzazReYqtBKCDu4Pb0xk9uciq8Wg7dYs9Slu3lmtrZoOUA37jkk44/KsmbXtCD20scU4vnuJ4oYkyrNMgzIhI4/h78HFad7r1jGY0n8+PASWRh8oh3cLv5Hc9OaANhbiF5mhWVDKoyyBhkD3FZseiCPUmvDcu5aZ5SpUcbk2bR7DrUEGgaVot9LrFvayvfSp5ckisWebJ4Bycf4VFb+LbCQWAAnzd3MtsN4AKSIGJBx/u4GPagCL/hEmg0ldNtbyNoAkqMtzAJAd7FieCCCCfXFK3hhUvElc2ksBVPNkuIQ0oZAoUqTx/D371qzK9vaXF9p8DzXMyq4hkcgMfTBOFOKpeKZbwaPttpLa2LTIskt0m9FU8k4BGecCgC/eRzXMKf2fPEskUwZs8qcdVOOlQ6lpcss0N7YGFL6DcI2nDMmG+8CAa5jwVrU0GnaoNQRZWj1R4Y57aLaLkschguePzrqv7TiTUVtnt7hGlO0SMBtLAZwOc/jjFABBpFrBcrcRAJdJC8W5TwA7bjwf8AaGalvNPGoaNLp9zKzGWExvKvBzjG4ehzzUMN3BBeXJdZkDgyebIRsIXghTnjHofequn63c33iO60+SwmtoYrdJUeXH7zczDjBPp0oAo27TaS6rrmsWc9rZhVgVVIkZum98k889vUmtLUbi8lENxpM1tsxmWabmPy884IP3h+VYvjC7fTo2i0rTLS6luZAdR3yBTHC2EZz3yRx+FWrXUNH8M2v9i2tpdm1sYVZiiF0RWPyjcTyefegCpJ4ZsVtIboXlnM8ihGuLmMEONxYbecA84rqL+3e7tDbxsF3AHeyB14I4Knrms641/SI3kgu7iIKZ1h5kDASEZC8HKn2OKksfEtlewiYJPDAUd0lmXaGCHDY5zxigA0DT30zTpHkmlne4k80qVKrHkABUX+FQB0rQv7Rr218lLiS3bcrCSPqMEHH44x+NZkuvmIXIureWyEEqASSAMksbMFDAjjJ9Oo44qpb+M9NvdfuNGjdkaOb7Ms4YfNMBuZAvXgd8YoAZbeHrDTdalmu5kL3l2LmBAuwCVVxxg88etWXs5pZpf7NvbJb6NnWXMRICvg4IDdeBzUFtZW2q21pNDcTTTwTNcwtcnzBG2cbSfbnjrW3ZDUFF39saFj5pMHljHyYGN3vnNAFbTdPg0vQ00n7QjNFCS7sP7xJLEE9Mk1zGj/AA50/Q9ZsNTtr51aOSaWXaxUTlvuAjOCFBbFaVlrovND26xYSzTSrPHMsMW5WVXYFev90Zx37VdvJNPXw9DrNrZC6WwtzPaIPlIATGBnpxxzQBan003bRXLSxSTLbyRZKfK+/HXnpxT9U0z+09BuNMaQRedD5RdVyF47CsO58YT2WpFZ9MlNhHaR3FxMrLm23Z4YZy3bpVx/EsFkL6e7kYwpLFHCBFtzvXKgHPOfU4oArXvhe+ZnSx1ARxXFmlrPvXONnAdRjrjIwT3q7d6ChPmLdmMG9ju5NyA52ADaPTO0c9at212t3anUStxDsVgYZcqFI65Hf68+1ULO51efTbbVLi5tIYXIlmiIyqQ89H45xg5NAFOXSbefUINTt7iRLcX/ANpOI2fzS0Pl8deMnOTwMVjzfD3Uria8lm1O23SbY4lhtxGGUSh98mMbn4xxV/TPGEaGST+zLiDR3gkms5sAiRYxlv4uAQMjjms7WPiA50K6vYNEmTULSCO8torgq26N227/AJTx347UAdBbaWmgeIdY1qSQMt+keI41O7KDBNRf2LbWc82+S4lklvv7UQJEeo2/IMHk8VkXfjK3udcEV3pV5jTYEuZJIcExs4GB8p79MVNZ/EnTr+yvVj0m+TULedITYFQru7n5cEce5PagAvfB7azeW9y13DDciWe4WGaDdtWRVX5kzywwOp71YtPBU2n21rpw1BJNOTT5LCUyJiRgxO0jtwDVweI75tW0m2GhXEL3rSLc7yv7oIP7wPPXPHvXTSRJKu2RQwyDyO46GgDz6L4dm60q/wBNvLmGF5YI7dZbW2CjYrbgxPVm9ewrd03whHBeajJqDRXcNxPFNCm0jYUXaCeeTW/Z2q2VssCvI6qTgyNk8npmrNABRTWQMVJz8pyOaT5t4wRtxyMc5oAfSEZGKRECDAzjJPX1p1AHKapHZ6Tf6NbR2d5O01ztRxOxEZPOWJJyK6uuf8R6XLfXmj3ECyF7a9R2KucBe5Izg10FABRRRQBmaxLfRRWwsoFmLzhZlZgo8sg7uT+FZenPa3t5sMV60tnJuVpp98bMRjCtn5sD24rQ12S5VLSO3kSMSzbJHI5Vdjcr2znHWudPghLux8mCSaxVb1LxEWTocDKnH4/nQB0XiOxfU9Gns4bmSCdhuQxzGJiR/tDkD1rjm8H6rDpl258U3dtFJbRgN9rJVHBy3zN2PTPvXd+Ux/fXMkWxUZTgcY9cnpxWNF4Q0d4bkQbjZ3sASSPeWRsHIYZ6GgDVhtrqCwtR5vnTwQ7W+YhZW24yfxHeuV8SXlrp5XUPEEHlSTSfYYFhk8wlGBBkVSODzzjsBXW6hbzzacY7S+NpKMbZwobH4Hg8VgT2V62og3d2l9Z28bmZZokU7iPlCnqD70AaGjC2jsJNQso5pjcqjklQplIUKDjtwKz9V8yC8sxaWUtzdyXazTrDOoNvxwWyPunp0q7pcei6jcLdW8KC6VNxAfO0HjscHpVu7ttLigS4mwq2zCTejcjb0zjkj2oAwtKieLXIiNHljeeea4uJVuRIsTlQo3fVegHSm63e+Jn1uEWfh0S29rMTHcG8VA42c7gVOAckfhW7ZapZyI88ka2uNxXcRl4/7+B2NV9b8RafpF7pkV40mb24EFvs+6zHIO7sABQBlaXp9qlhaKbK5jS2jnmLmZcxtJlmUkHoQcg0uhX0rJZ3zWVw6zWzbZZZAxjUH5VJA5ye/Jqnr+k6J5//AAj7vPYpPbzXMbwzMpdsHd9QAelb+g6YdF8LWun2l4ZfJjQLcy/NvHGTgdKAKmq6XDJeTRDULm1m1VAJYLdFJcKuGOSPQ9ax77who0GhammmxXd008EMMkcUpVtkTYG09MjByO+K74Rgy+YwViB8h28j15qKWzEkkRDFY0O4xqMBjnOfzFAHC3Hh+2stSguja3tzbyTW1wbiKRSiyIxGWUdFC+ldLdaRZyagsqvNDdIzXEdwACE34VgM8c4HFaM2nRSNZ7CY47Zy4jX7rZUjBH45q4xUABsYJwM96AOa1LRpbbS4orSW9l8qJkKRMoL9Tk5HBJ4yKNEn1PxBo+zWNK/s2NlXbGbjfLwf4uOOlaT3Md3rq2tvflJbIb7i2UD5ww+XNXYCtxGs7QtG5OcOMEEcUAV9VsGv7dQk80bxksBGRh+CNpBBBHNYNro1jALfTp7R7azksjB5ckqlZCxLFMdSRyeK6S6aVraXyGKSpyCV4JHOKr3GnfbNTs7t7gj7Ll1hCgjcQRn16E0AV5tGF1aqjXU7nzFkil4VocdMcfhz61NaWc1tBJO8krXBbfITt3SADABwAOlaMil42UMVJBGR1HvTIPLRPs6yF2iAVtxyenegDM8hdRVby7tSnmW5haIuCSGPIrmL/wAN6ZotxZI+o6lGWX7Np6W/AiAGSDj733R97PArtVtPJlzEF2u++QOScccbfSpcJI5SQRsynco6kD1/nQB5xB4ajvrmx1LS7ieN1vxcXt2wVDIRCyqY1HykHcBTrCx8NRaythB/aVrq08Uksk80YLOHIL5zkZzjp04rv3sImga2CItswwYwuBjv9O35VRg0VbUIiMgKReTFcHmZV7DcevfNAGTbeGdNF7cyaVe3NtJIY/tLxsGEwToMnOPfGKs2HhmJlmuJHmiae/F95TBT5bg8Y474Fauj6PDo2nraws7kFmaRzlmZjkn86j0bUo9Ys53LLIIp2hbCMvKn3/pxQBzw0Lw/BqutWzxTq99NFPM8mBHG3VShP+0ucetaVrpFl/azHzria5jlW4aVtoRmClABjgEA84HpVlvDVmHuJAgl811lEc5LKJFLEMfxb9BWPDoyT+J0uLTSrjTntpTKbpvuTBsB1256n1oAZ4W8NS6Hfa3qF35SX2rX5kDW+GMSHkISe3X863PE2ltq2mRQKcGO4jmz2G05yfUVoPp1o8iSNApdOVPccY/lUNtprR2sUFxcvMIn3I33SR6H1FAGdr+lR3yWepM0ImsQZY51yGU452nOMH0OaqeHdM0u3SfUYbK8t2huJZme4O0zOyjdJjOMEcCqfirwfba5qFjqcmrS21tZBkeJDiNwSOGHQgV0un6FYWOkNpscZe1cEMHYncD6/hQBja1FpV/LBrn2trO4s42EN2pX542GWRcnBJx+BFc/HHouraxHp+m6/cJ9ttEF2ROjNOqjAQnJYNgc47V08/gjQpo7BLmza4isYzFDCzExgMepXoSPWsS48MeG/DfiB9UuovmnVRbJFCS0YRcNyOxzQBZg0TS9JtNWSxe5jhW7jluVK7sKoHyxj0xiqkOhaJdeINcmkmlaHVlib5hlUfqGUnocgceta8en6Vc6UrT2P7iWAySypv27B0APXPtWP4Z0DQdbVNXtIbpraSctCrgxmArwcjuDgUAP1u0sfB9nHqL2V9qDJepIz24SPy8BsEgYG35iD65qa70fSriAX2n3EU7Xr3GzfOFQtMoVsf8AfPQdTmt640ZFtbaz+1S+UPNQF/nYlw2M57DJ6+gp1v4V0ixtYILSxhRbfmJSOA4IIP5igDh9F8BW2sWkz3UlxavBcCBVREQ7Y2GVJUfMCVHJ5rt4bFb6e7eRZ4JRLG2cDAZBwVPcVctdMtYoVRreFZN/nOI84392q+c4OOvagDH1rR49RSCWZ1P2aUy/vIg424wRj6ZpYbm1021857xVsYoUUKVAweecAZBPHFRT6bqOo3Wnz3Nz9nW3kZpreI5WXrtIPUdqi1/QX1ewuIlvBps8siD7TCAXKqcgc9+ooAoa34K0jWdTe6nknjeRCsUaEhFmwSJhj+PHGfbFaE/hPS7y1MM1qCwhWDzHUEkL0PNbUc0e4xbiWQhDkdTjP8qg1KzkuoS0EpjuFUqjZwBkjP8AKgCKe2+2xS6c0bxQxBNsoxhsc4A9sVWGgWFrdX2oXMry+dMtyxuWDLDsHG3P3R1rYCKwUNhmTH4Gmzww3ltLBMoeGRSjqehB4IoA5fVbbRrlLQlXuXnna6tz5BlXOApJHYYPB/Ktu206006eF4kKEx+SoRcL1LdB05Jq5BaxW8MEMYISBAiDPQAYqP7fATcBdxa3cJIAvIJAI/QigCjfaTZ3WojVZpJAYbaS2ZQDgq3XjrmqkcgkNrfWSRXEMSiGGVyy8Hg8YzntWpdXaMUW3cmRhlXUZUD3PTtijTLc2NosUrKryOziPPC552igCpdaC11q9zdm8ljhuLQW7xxkqwIbIZW7d6df6Ja3Nz9onDSOZIWRemGjLEHP4mtmo5i/luItpl2kqCe/agDm5tK0my0545xDawtcMVWVAEMzDgrn3zj1qW38KWcawyo7tMUjSeeX5nmVegOeP/1Crd9o2mawtraagBdNZus6o75IYfdZh3rTeeGKWOJ5EWSThFJ5bHpQAy5thcxKhYqFYNgHg47H2rGtfCttaWj2yv50Uly9yyzqHCs3Xb6YPIroaKAK0aixsR507usSFnkfknHJNUtZtnv9Oje2ukgkjkWWKSSPcucEDK9xzWntO5iTlSANpHSlZQwwQCKAM+2s4gEjumiluhtlcqgUbgMBgKiutCtJru3vfMkjngn84SFsk56rz0U+lXRJ/wATEx74T+7yU/jAz1+lTTxRzRNFMoaN+CD3oAz9QsoZYVW4mxEytDt2j5mfgc44POPxpLSxiF3/AGn50sswtxblc/L8pOcD1z/Kr4jhihSPaqxpgKD0GOnWo71ZBCrxT+SI2DvhA29RyVx70AZy6JZXk2oT3IaV9QiEciSAApHjhRjp1J+tZGt2mu2xmttJdFtXgjWN5JwGRlI3HBBJ+UetddE6TRrKg4dQQSMHFK0aOwZlBZc4JHSgDlh4O0Ke8upGt4Znu5BdS+ZGGOSAOCRwP1rRHhmy+yWdszylLWF4EAbAKsMHI9cVdt7a8WKH7Rdq0qOS7JGAHXPA9qzv7E1ER6vGutTbb47oSVBNtkYO39MUASyaLNe2P2W/vPNCyRspVAAQjBhkdMnHNZNn8OtGsvER11BI1611JdM7HqzZGPYAE8Vr+HNDfQNOa1k1O71Bi+8zXT7m6AYHtx+tacyvIvlqWTP8ankUAVbXS4rTULi6jCL5wA2ou0fU46n3qe4vILWFpZnKorBT8pPJ6Dipi6oPmYcYBpghjMryAkswAPPAx/WgDmNL02GwkFzZXF+6TyzRyRFOI3kbdvweBt6Z54NbaaSI/D50oTMwMDQ+aQM8gjOPxqh/YwsZJNQu7+6uWV958yXakUe4N0Hpt/Hn1qvpul6jba/c6pa3cklheKzNbTy7xu6o6H+EEcY7cUAXL7w4moWF5bz3DBru2SCRkUDG3uKspoluEmjlAmjlEYZJFBBCLtFaEJkaFDMoWQj5lByAaUhi6ndgDOR60AZ2l6VBpunPpyyyTRZYkSHoGJO0ewrF1XwVY3/h5PD81zcJpi5Eao5DJwcAt3AJ4H4Vvapp8mp6Pc2P2yW2eZCouIeHTPcVgXGgC1fTHg1WdzauvE0m4StsaNQfqW5+maAIbLwWPsEOmy6hPNZ2drJb2u4KGjDrt+YAckLjBPqaS48G6XqljdWMd4wP2FNPJVcFPLbdn35I9q6Gc3lvcLJ9oV17QbQDLwo6+xyfxrPvtXtPDJT+0rx3n1KdhbxyEYU4yVB7D60AcOBod7qfiHR7LU7uW81G3SOWaOIhY3QAYXgZPGTz0rT0/wAHWHhK4nu31dYri5VZpZyoAjKLt3KuCMc9D61sQLBbyRa3dadPBJAJUKO4aR0PRlUfez/KotMZNXvtStN8UsTSLNHuYB1GFIAX+6MCgDYfQrlp7C5XUWM0FyZ5S65EgZSpUD+HjpWrZ70QwTXDXE0Z+dym3ryOgx0rJivNS+3Ot7beTbQ4jin8zHnSNx90fw8j8RWhb+bbxyTTSSyA7QY+u0jg7T3FAFm3mgvI0uYWEi8hXA/Op6qWkLQkqA4jUYXc2c8+lW6AIEV/N3ictHgjbgYzn19uanqPyl+XAxtOQBUlADEBUYLFuScmn0UUAU768Fn5LMUCyOE+dgOT05Jq5Xn3xLS1a68OedHMZm1CMQvHyAwOcMPT3r0GgAooooAo6hYNfNbf6Q8aQy73jUZWVdpG1vbnP4VW0m+Mt3e2k8iG4gkC8R7NwwOQMnI9616qwOst1OTatG8ZCCV1H7wYzkHrigB80MD27JJGrRAZKkcGs3ULmW28PGfT41i2KCsYi3/L6BRWpI+0ovls4c4JA4H1qOzNx5TC4hiiIYhVjbI29j0GD7UAOt1b7LEsoBbYMjbtH5dqx9bDS291DcaJJe25KKqxOv73P94ZGADW/UMwZtgWNXG8btx6D1HvnFAGRZaZa6PDHfRwJZlbZYXhDZRFHQDHoTjNX7bTLOC4mu4oQstwoEmCdp/DpV0gEYIBB7GloAznubcJJI1qwMZ8ti0eCF9f933rkNRtZPEtnI63dksKb2jjIMjxylcAqRwcjd+ddhqcv2WyuZ0t1kYxkH51QsegGTx3PU1z/h61v9N0+XTF0iK1S1k22M4IIkyudzgZK9wT3oAzVk1bxdYQ6hp0VlbTwRusMlyj70V12sNvY5Xv1GK3/BU1xdeHra4v1VNR2CO6RBtCuvGNvY+1V73Wm0+9uLVLiBdUuWTyYLmXZGeAPkJHzH1x3rT0OK5t1uLe5hClWDCQMW35GeuBnHTNAGxTF35bdjGflx6e9PprFgV2qCCeeegoAdVaS5hWYRMf3mRgEdznH8jSS30NvA81yfIiQnLycAAdyew+tSBZGuBKJswlMeXt6n1zQBSWC1i1rzlt4hfTxATSg/MUHT681fCkTM3G0j170/A3ZwM+tLQBVNuZLuO4eVwYtwCK3ysD/eHrUB3w3M95shKttRWD4Zl4wDnjqW/Sr4VQxIADMOT61Dc2qXNq9uxZVYYynBH09KAJxyK4vUbvxNc+LtGGkSRNosrM91IsfRBxgk9811lpbizgjtUMrpGuBJI+4n6nqTVHT55JtkkdhPCEkaFxNiP5QfvBQcEHsaAJdX1WDQdJuNRuhLJDF8zbBuIBOOB6VLHaxSXyaijOGeHYV7MOCCR6jn8zWPYX91e6nqMV1Zwf2WzMLZnl3tMy/e+U9F9MehoTXntdJj1DUrrT7RZ3CwRSyeWoGTxuPU4GcYFAG1bSXBinN2sYZXbCxnOE/hz7kc/jTSbaa0t7gxO6Jh4xtO5c8A4/GsifxFp8Orz2c2t6XBMJEEUJlHmZIGQwyM5zwPpVHSvHEuo6nr9nJpNxCmmPII7nBMU4TORuxgNkdKAOypqqqjCqAOvArHs9ej1LVLnTbbC3FrHFJMWG4DeM7eD1xTNT1c6JexC4CLYzRssbE8+dnIXn17e9AG0/zZRX2tjNOJx1qK2Mj28Uk8axzsgLqpztPcZqagCpZaja6h532WVZBDIY3I7MKknlIizHJGrbguX6delR2+m2loJxbQrCZ38yQoMbm9f0qK20wQaclo9xLNtbd5j43E5z6UAOWK0ZSw/1URZWRh8uc5Jwe9XCyjGSBnge9Gxd4fuBjrSkA4yAccigBjyqu4ZG5V3Yz2qGSL7Vbp5haGQ4OUYblPXANTSKXidVxkqQNwyPxFZs+mPNqenTssbx2qtk73UhsDBCg4Pfr0oA0wG3NkgrxgYqtdxEwJDCXiDuATEvI9/b61YaJWlSQ7tyZxgnHPt3qpeR6k1zG1nPbxwhGDrJGWJb+E8EcetAFuJzIm4xshyRhuvBxmsvW5tVtrd5dLjSaREaUxuRltuMIvpnnn1qxBpxW6+2zzO100SI6qxEQK55Ve3U/pTLzTJ7pLfy9Qlt54iN80UabpF7r8wOAev4UAOt5nvrJJWtGQT24ZhuAYEj7v196lsYXtYEhbzCmPl3kEqP7pOefrVhIyu3Mjthcc459/rQYwWJY7hkEA9AR6UARreWz3b2iTxtcIu5ogw3KPUisvV7W+vNY0lI4Y5dOR3a73MMg7fk478+ntV+PT4IdUkvora3WeZQksoTEjAdBnuKthVUsQoBJyT60AVNQtpZ4CYpXR4/nRVbaGYZwGP9096aJrhbWGaeHc6xl5PLPAbHQA8nvVoNFOsiBlcAlHAOcHuDUaRBYRBON4fjafmGPTp/OgBmn3dnfxvdWjq4Y7XYdcjjB+lWPLUFSoxtJIA4HNYtkLe38RahZrcw+fJGkyxxDDxoOMEdMelb1ADXUOpUk/gaiYxpcKodUkkyxXAy4AA/Tiq07WWm3DXlxcLAJ2WMmWTCsx4UDJwD7Drmm6tcw26W4ldomnlEEcyhcxsQSOvrjFAE9jp9tp1mtrbpiJSSAeeScmnTWiTXdvcEkPAW2+hyMGnOknkuofczcAnjA/DvVLRLOSxtpopdRub5/OYmS4UKR/sjAAwKANSqskUovEmiWNt2EkLEgqvJ49ecUhVhqQkBfZ5RBBY7QcjHGMZ685qR7lBaPcx5lRULAR/MWx2HrQAyf7NalrqR4oM48yVsDcB0BNQQpY6lcR38arOYsiGbIIXsdv5VBrWjW2sQxPdW63KwK7paygbJHK4G7jt/WqmlrLJ4XtPtFhcaN9mCsbaBgxwv8I25JH4A0AdETgZrPXWbL7W1m9wi3KDLx5+6MZzn0qxDJHcWfmjzGjkXdh1Ktg9sEAimW8aS2yMkZSJ1wY5F5AAwB7UAPaGRr5Jt58pUI2hurE9cY9M96klmWIKWDHcwUYBPJqjBptva3sDrd3JlWN1WN5shwWyWI7kE49s1p0AQC0txeteCFPtLIIzJjkqDnH0zUL39v/aX2Bw3nCPzgSvy4zjr0zntV2q13aRXsBimjRxnI3rnB9aAEWaG6llt3ibMRBO9CFPcEE8GmrCr7mMrT/vg6gtgJ04GPzqtFJNY2i2jSxS3zBzBFJNy4HvjPHGeDV8I3kEDbHIy8lRkA4/WgBjwqb5JzM4KRspjz8pBI5I9sUyaJrlIZVuWhZTkbGBVs+vrWFa6zMmt2lk0s9z9p3hmks2iEe0Zxk9c5/SoLvUUsv7NLXkN4t3deVbW/wBl2gnPO30wO9AHVxTLMm5QwAJHzAjpVS88xbyGSHgrxM56LHnJ/lj8azLXX7mfxJcWjx2409HNvHIkhaQzAZIYdAMVV8P+KZL9tTa9tEhaK5ljthG6s9wkZwcL1yP60AdPIrBHMJVZGIOW6dv6VitrOrxzLHLouxnkCRg3CfOM8kc8YGDg81YmbUJL2eVLm0+yQgZt2jLPuA3ZJz8p5HGD0z3qoPEI1DTvtdsqJay2qTwTXJKI7McBS3bnH5igC1pepNfXU8TWs+Fx+/aErG5HZSeTVyVWF/b+Wr7RuL7GAHI/iHU/hViAyNbxmZVWQqNwRsgH2PepMDOcDPrQBy+veEm17WrW6bWr63tYQBPZQvtSXupJ6jn86oyadrY1yyj83y7GxAeW4F188iKXwvl47jbkn3xXbYAJOBk9TUK2kImaYxq0zLtMhUbiuc7c+lADredLm3jnjJKSKGXIxwalpqIsaBEUKoGAAMACnUAFZk8Uf2yGGSCL7NHiVDgjZICefStOs28CLOs8q3BjTrtG5cAZzgc+1AGakN/doz3JtZ4rdmkiaXcrpJyQSOmADj6DNZWsWX/CTY0nVvssdxHMr244LS42sWQnpjoa7B5od0bMHy6nbhW6cZz6dutZKeGbNtZfUxcXRc8BHc4j9dnHy5xz60AWrWws7CGK18tp2BIyw3FQ3Xk9BSaXpNhaSy3FtYLbSuxUnb8zD1z1qS3vfNnn8uN41jyWjkX55PRl54H1FQabcxXmovJFHcxbIQrxzRuoBJzwT8pI9vzoAv3ECvbrGduwMCS/OMHIP1zilnjLRGKBo0kyGG4ZHXJ4/OlmuYY4XkkDFFOCBGWOfoBk1UeVbqWW3thNHIsg81zGw46/KxwD+GaALlukvLzhPMyQChONuePxxUxGRiml1QgHPPoM0kUizRiRM7T0ypB/I0AORQihRnA9aFLHO4Ac8c9RUM0vkujvKiQ9CGHJJ6YNOt7iK7t47iF90cg3KcYyKAJqKKKAOT8bQ3k66V5H2YW8d7G83my7GYA8KhPc11lcT8QZ4Ym0FLnUfskUmooCm1SJfQEkjAFdtQAUUUUAFRrIGbbtYdeSOOtMnuFgeJSpJkbaMduCf6VzDfEXQonuI5pJBJASGCJvzzjAI6nnpQB091cpZ27TyBii9doyRWfp/iTTdUvWtbOfzZFXLbcEDjODz19qlt9ZsrtLQws8i3YPlkRnHHXPp+NMsINNivJora1ijuEcySNHCVG5upzjkkUAX1RIZG2hsytuJySM4/TpTPteZUjEM3zMy7tvAx3Pse1WarQTwXqMUBZVfadykcg+9ADpLZJNxyyuf41PI+np0p7naoX5iTxkDpQZPmwgDEEBhnpUlAGDrOmprejy2l9OkVs2QS20huOM+hDc8elUNOtZo9ZJWIz6ddqVLxbWVtgXazHgr0YYGfwrpZLO2lg8iSCNot27YV4znOfz5p8reTAzpEz7RkIgGT7CgDiL2wN5qN5dI0GnGzjkhtbnzt7MABnCsMKNx5xzkDmneHJdT0TQbfU/EGoajcysiwzQCMSgODgONoyAff8AGtXxDc2tpp7alfeXHCLeT/RrhF+Z8bhn3+XGM4rlr7xfLbf2Df8An29uktq0swlm2qUYjaNmOWz6CgD0xGDorDOCM801UYSM5bIPAAzgCuF0nx5eT6vbJq+nf2bY3KbIZXJYSy7uApA7jnmtDX/EF5o1zJMbmz+z4RI7fd87Fm27yewGf0oA6a+KiwuGeJpVEbExqOW46D3ogaGe1URjEY+XbyMY4x+lYurQ3d5oxvFu545LdvP8iJtiyFAf3ZPUqWGafoOoXr+FobvUZoJrsxM5a3QqrcZHB6HGKANCXyLy9SFJ3Se0ZZGVMjgjoexBq66K67WUMPQ1xlnrmtT6lZpJYmGzWBZZpw4PmMw4ByMgA571b0nXtauLueK/0kRZuTHEI5QwEYH3icd+KANvUoQE+2R2huLqBGEYV9rYPUA+tOt2Z2kjNwzsHzwoHljg7T+dRXepm0tVuXEcUe9UcytjaSQP61yN3f3thrGlSW2s/b9P1C4kkSJUAYRkHcd4/hXIIzzxQB21xAZ7V7Xzp0MiEedGQGX3B7GkFvOkCwJcttERQyMMyZxgNnp+lcaPinosni4aHbN9oiETs1zE24K65JBHcYHUU271++v5oYtO1AvBZgveS+U0e8lSVUkdABycUAbVt4asrGWx8o3XnQO2ZSSQ+Qd2RnAzntUl54cTUdJXS2l22HB2vHuk+9kjJ4wRx0z71V+H99fal4XS+vbhJlnld4GXPEeeBluT35NdMsqySPGhOVUHdjjnOMHv0oA5+TSIdEe/v4Lc3c15crKU8kOynCLheRgAKTyf8KY/g22utD1PTLqZnjv7qS53KNpjLNkY+ma3J7kafY+fcs8uzAYxpksScdB9aso4fOARg45FAGLbaUltqd1c2O6O6eKKKWSaMlHCjAIwRzip77T7d7W0jnSSbyrhJVIXeQwbOeegq1PPa6VaGSZykIbqQW5P0yaktrpLpDJGwaPjHr07igCZW3FhgjBxyOtCsGJxng4PGKjVzPDvTchPTcvIwfSqZ0m1XWv7S3XBuXUJ/rW2AAf3c4FAGlRVaa5gsIUM821WYIpc9WPQVMCXjBwVJHfqKAH0VQinmtxFbTFrmfBZ3jUDA7ZGfwq200aOiM6q78KpPJoAV22jOCeQOBUEN/bTuUjlBYO0eMEHcvUc+lTPKkbIGON5wD74pHETIC2NpIII9aAJaKjkljhQvK6oo6sxwKxVgTT/ABU07X17IdQj2rbFS0SFedwP8PH50AbfmKCwb5QuPmPA5qK5lkjRDGu5mdV6E4BPJ/Ko4XjvIla3lPlrKwcEZ3EEgjn3p9zctCrhELMIy4JB28dsigDhrrV/F2keO47SLRYn8NSNgXHmjduP8TMzcc54xXZCHUTrMkxuo/7PMAVIQnzCTPLZ7jHaobBBeG8E4E1s8qvGH5xlQSMdsGrPlXZ1J5DIEtFi2og5Jbu34dKAMq5kvorFr2fZbXESSRBpHBLH+AgZC8nHBFRXurXE1jbGOKZpRbrc3EcJZJFJGVA9QSGBFW9X0mS/s5pLbUZLaZoGRZHG5FPHzbTxkYqjbQnUtKeTzppHuJBCCzkqTGThx2G7aD6c0AbkE631rHPb58mbDB14LKV684I/nRem4FtI9rMilVOGYZCkdSe5+ntTp5rqBbcRWyuCf3uGxsUDt61Jc3VtY2zT3Eiwwj7zNwOaAKMKSWiRzXNwZzJgvcCNVwOwwBnBNa1VZZ0aWCAxGSOcE7gMqABnn60lyl4bi1a2kjWJXPnq65LLjt6HOKAKuoWtxNq1hIL9IrZCwe2aIN5zcEcnpjB6Vf2klzP5bIG3J8v3QB3z3681F86X+6SUtHKoWOMJwjDJJJ9xj8qdcSoZEtxOI5pPmUYBLKpG7r9f1oAPt1qbIXizo1sQCJFOVIJwMYqG6ubGzkVri5W3e5/dozPjcewGeAaZFKtxcXWnNatDFCF2urABweeAORjpVVrw3GuW9r5c0lqysyuIwUDLxy3v2oAknluoriys5LiICbcrYbEhxyCCTzwOeK1UKkEKMBeMYxSlFZgxUEr0OORVa9u7exja4laNWGF+ZwucnAGT70ANnkvi88dvDECIwYpZGypb0IHNc9rt3d2/inRD5ki22SsoK/ui5HAyAW3enOPWuka9hF6trvTzCm8jeMqM4HHXnn8qknmjhCGXADMFGSOvbrQBi+LJ9UXSPL0cxiWWQRSzNz5CHq+ARyKq6Hb6xb2trp9xNZYEZM3lxyk7TkBlcnBJOCR7mtySexhbE0kULuwcq7BSSTgZ/GrAaJZcb1Dv8oGeuPagCTaAQcDIGM0rZ2nbjOOM0tRSozKu2Ro9pBJGOR6c0ANtftH2aP7V5fn4+fys7c+2ealQMFwzbj64xUURd5Xk3nyyAFUgY+oNSvu2HZgN2z0oAojybzUGO2VJ7YEAsowA3cH3wR+dLJfeaZYrRXkdGaKR1H+qbbkcHr1HT1q4rBmYYIIOCcdayNa0y31ILbNLPHLKQxEE7RMyqeTkem78eKAKNqlzdTWM17d3UphBmEHkKpDAEYbHfk8VrxrDqttDKbZ4TG+5FmjAZCO49KqakL/TpbB9Ogge3V1ju5JmO/y+eh7nOK0mmuPt8cS24NsyFmm39D2GO9AGdbeFtNto4m8lHuo5PN+1Oo8xnznJbv6fSsHUfDPh8WhsLy5mSVLs3cV2gw8LvIPlVgO5IGPSuwvHu0jX7HDHK5bBEj7QB61g6zatpHh+5uLaMSFJvtcglYvsIIYkdzggHHtigC0pW8u71LLUxv8ANVJoxCp2ELgg8ZOeOefSpJtBVrK5sre6ltraWBYY44gMQ4/iQdjSaVq+nXdq16pCMNkcszwmMuxAIGDz/FW1QBXs7YWdlDbK7OIkCbnOScdzRcXS2uwukjKxxlFLbfc4p8TI5Z45A4zg4bIBHan5beQQNuOvvQA1JA/QNjAOSMZzUaTyPdvF5J8lUBE4YEM2SCuOvGP1qlqxvTA40uRRcloxnAbb82TuB6DGfeqqXGrp4he3kk082LL8qo5WVT1yVJ5yD29KAN+imqu1QuScDqTk0pIAyTgCgBaazKilmICgZJPaqwuW2yv8giXDJIW+Ujv+VWuCPUGgCpextN5a+UXiB3ttYg5GMAYI/wAilidbyEO8csJYFVWQ7WIPfAP/ANerLusa7mIAqOCaO6hjnQHawyu5cH8j0oAgttPSGziglke5aMY8yblm+vrU9vAltCI4440HJwi7Rk+1TVm60uqPZxjSWiWfzo95k6eXuG7HvjNAF6JdqcoqseWC9M07cu7bkZxnHekBYBi4AwTjHpQCpUSDuM5xzigBIokhUrGoUFix+pOTUlNVg6hh0PSmxSGRNxjaM5xhutADiobqAe/NMjEgd1KosYxs2nn3yKlooAjzJ5wAVfK28nPOfpTm3bTsIDdsjIp1FAHNeK7QXC2Esy23l293HIrylh82cYGAa6WvOviJNcprnh+OKW7ETXA8xY4i0eM/xHtXotABRRRQBkeJJJ7bRpb22thc3Fp+/SEnG8gHge+Ca8pm1u6s7DUtWsvCl/b3+oREqsDJKLYrj5in8Oe9ex37bbN82z3IbCtEgBJBOD19M5/CsHQ/BukaVcJeW9pJDcRb41PmNjaSeMZORQBi6a2nvolp4kk/tO3nuYGja3/iLMMM4TpxyeKv+BrUw6LJLZ67PrNnLc5heV/mjQEAgnv0PFdV9htS0bfZ4sxghPlHyg9celMstPg09GjtY4oYSxby40CgE9+KAG3WqW1oZxI4Jt4TPKB1VADzjv0NYl1YajrNpceVqUkVnKpltLiybZIN3ZgeG9q6C5ihcN5kHmb0KNhc5XHINVY7u2mRIIJUfBMbpbuMJweD6UAYHhLQdW8O6RFbXuuPdjzy8fmoBI6tzsYnvXQuFju4Lm6mhR8mFQO5boPrU6oghi8+NMo37sOckHtye9Mu7VLmBC8QysiylSu45B9u/vQBPvM6SKm+MglQxXv6j1ot43igVJJjK46uRgmnhm+YsAoHQ57VFDdLMkkhVkRGI3NwGGAdw9uaAON8XfDxvFcbfadbuomXiJkAAjQ/eGOjZ45PSo5fAej3N/a2188815HZpvu1YKZAhwpI6DGM8V215D9qsbiAEjzYmQEe4xXN6Ra+JLWZodUurGZXtVWGQrhvN7rjuuKALkGm6be3P2ldSkuQu3YgmBRCp5Kjtz1q8bfTptRSfMLymIxheCCuQT/T86pWvh60t9TstRW0htpoIXjYRHCnd1G3oeec1LDDZ6bHdSOA/lzmXaoGYw2Ow7dTzQA2TN7Pc6MyPGnkrMZd4Ygs5+XH4cUzVEtRqWnCMzfaEcxBIJdoCspOWXoR8vSnW1jOPF1zqZX/AEeeyijU9wwZjgj/AIF+tR3UN7JqSItgBHHdrP56uoDLtI5yc5GaAMxrW2sbS+lj1GdobhyZvJQSNFIOSW9BxjHSr0GpRWkWlta2HlreuiZm/duATySvr3xVXVNKurbUJJdLj8ia4ukZ38xQJlJy4I68Y607xZLFNqOhwRENLDqkBkA6qDkjNAGrrkthZqLq8KO5HlRQSyYSRieBg8Zz3qjcx6focrX13cwWhm4jjKjAUIAUHbrzn3pNdsmF3ezxslxNc2gijt5HCrFjOZDnoORk046Smoz2mpXZN0/2IRLBEwMasSpdw3Q9B+VAFqHw7pa3lrfR6bZNOkZ/0lYgrZxwRjjnJrSe0VrdkARXbBLhByfUjvTrO0hsLKG1gBWGJQiAsSQB7molv0+0GKRfKZQWYOccAdR6igCeO3hjhSFI0VExtVRgD8BQ0AL5DyKNu3apwOvXHrTLe+t7qaWOFw5jCsxHTDDI5/CrNAEYWTz2YuPL2gBcdD65oDYaQlwQO393inB1ZmUEEqcEZ6VUhu4pr2eOKZHEZEciKvKvjPJ+hFAE5IuIVaF12tyGxkEVQuNJSXUIbwzslzEjpDjhQWHJK9CavXVzDY2rzzHZDGMsQOgqO1vre+jSaAl42YhH28HHcH0oAqWTrfWstjNdST3Fq6pNKq+XubhgRj8OlW7yCWcxrHcmHDbuBySP8n86tAAdAKoot3LeTefBAkcbZtpVYsSCOcjsetAFuRY2QecFKqc/MBgH1p29d+zPzYzj2rDvpNM1i/l0hrwJfQNHKYRJ82AdwO3uDW2i4B+YnJzzQA1Sry70CEYwWHXPpTyiFw5UFh0OORWVokDWUU1q1ukZ815CY2LKSTnvzn2rXoAQgHqAaQKoUKAMDoKr/a4ZbeRkmCjeYtxHR87f51Bd3N1bxRfZkjn2uFnZiQVHcgAHJoAuNCskbJLiRSc4YcUkYkiVVd94AJLtwetQ3d/HahlOTIIzIAQcYHqe1NkM0mnyb0ileQYRATtII4BP9aALJjPmqyPtQZ3KAMMT3qlaT3qTzwXUJKoxMcwP30xx9DnIx7Us76ktnC8FrEbkfeiMuEA+uOaY/wDaM+yKe0hNvKu2YCUhk55wR14xQBUsPE2lakk6Rl4rhCd9s67ZSQM52+4FZqavdnS4ZNL0fUTcyXZSNLzKgeruey46Uo8BWVn4kttX0sxWipE0U8PlF/PDdcsTkH3rodSsHvrE20N3Na8YDQkA9OBkg8UAOazM88E8rkMqFZI1+65I5z6gVX1JrZLZ7SSOQW6R75BFxhPTjmpYnnXTZEhYTzwxeWCeC0gHOfxxWRpGn629ja3l7cwxX80C/bC8OWz12DnAAyfzoA6REVcsucNg9famLbp5PlSEyrkk+Z81PjkSWNXjYMjDIIPBFQ3lyLaIN8u4nA3NjHv/ACoAoXFlYXE1lCL3y3t7gTJGkoyxH8JHce1OvNcsLaSCKSf5pbpLVPKYMfMPQHHSsS80KL/hKdK1lIdMDKjxNMSVcyN02AcH8ea27XQdPtS8v2OBpzN55kC8tIBgN/vUAXBHCl9JP57eY6LGYzJ8o5OML2JzTH021n1SLU2BaeOJoUIbgKxBPHrwOax4LNtWu1m1myjs5re7MluscvM6qvys3Q8ZPHtV+a7azntrFdPuHikODNCPkiGeMk/0oAtLY7Yok85zsI3MeWcDsTUF5czafFNJ/o0NnEqlZHzgc8ggfpUNkdWm1W/TUIIorJCPsjRv8zL33e/FWJdPdrm0eKciGJmMkb/MJARx+R5oAbLqjW1wgngC2hjMjXZcLGg7A55zyK5fV9a8FXV1Bqt9eQi4tgzIZFY7kUnoOhzzg11ur6bBq+lz2FzDHLDMu1kk+6frReaTZ32ny2UsEflSQmHhB8qkY49KAKllFa6ndnWraSKWGa2RLeVADlcls/mf0qcNY6pBPYSzR3LRfJOOhVsdfaszT/DR0zw1caLpl9Law7mFo4HzQgnO3nqM5/CtcWEEEjXQjQ3jwiIyE4346A/jQBXuINJvons59j/ZwjNnqoXlTn8KnsZbC6aWazZXO/LsAfvYx39qdBBcDyvN8sR+VteMDPzZ9fSra7cDbjb2xQBFdQpPbvHJu2nk7Tg8c1UsL+W7up1aIRQIQkYc4kY4ycj05FaDOqkbiBuOBnuaq2+nQW1xPOAWklkMhZuSCQBgegwBQBaUqchSOODjtVaTUbaNZTv3mJgrqnJUn2ot47mNpWlaIl5SV25GE7fjUOo2HnorRXAtQH3ysqD94uOQT6UAXmlRdu5gNxwvuaq3USLe2148qxiMNFyPvbyMDPbkCkeyjltrRFLFIWRlCtgHbjBPrjrUt5Ck0SLIgcCRGAOeoYEHj3oAklZTiIuFd/u++KcQ25SG+UdRjrVLVbm5toYms7Rbm4aVUVWyAoJ+Y5xxgVe3AEKSNx6CgB1RhcoUlw+cg8cEelSVTN/Gk06Tq0KRsirI5GHLdMfjxQBYeKNwA6KwBDDI7jvUlQQXdvcpI8EySLG7RuytkKynBB9wajuLiNphaibY7ruyDg4zjIPTrQBU0rR47JXldXE8spmdTIWCseOPataoLhVa3KNO8WRjzFIDD8arr5czbY7uch48qykbcZ6g4xmgDGutU0/TtevraVrji1E02Yj5KJk5+YfxHBrlPDfxJtdc8Vadp50OW0uZ2mQvJAwKomfLwx9QGzXod5IIZ0JkhWJiBKZMHjsAPfn8qraVEjXtxdNf/afP/eQRkqwjjycFSBnBoA2aaSCdpxyOlOpu1d27A3YxmgBpSMR+WVUIeNuOPpTVfFyyYfG0EfL8o/H1p8kaShQ6htrBh7EdDT6AEIB6jNDMEXLHAHeoY50ml/dShguQ23kZzjr6jHSpHQsAM4GckYzkelAB5iBiu4AgZP0rPm1WzhvZhJcsgtowZRg7RuPB+taEkaTRmORQyHgg1Rmtt+oBljdY/KYSMuMPn+H1z70ASac8dxA13DdtcwXDeZG3ZVwBge3H61DNremRX/2N9QhS5QjdDu+b5umRUQhXTdIisbC1uxCuI1MbAvGDzuy3XGaytH8PwXF5PqmqWCJfLcZEjLh2VRhCxBwTyeRQB0T3iRTRqu+bzn2DyxkJx1PoOKn8z9+Itrfd3bscfTPrUVpbRQB2iwRIxYYUDAPOOKs0AMCkOzbiQcYHpT6KKACiiigDzf4m63qGn6t4ZsLSdUt7y/VLhQp3MvoT0xXpFVL7TrXUY40uolkEbiRcgcMOhHpVugAooooAr3dxDbwhpp1hDEKrMwGSeg5qPT7qW8gMsiRKN2FMcokDD1yK5b4oXF7Z+DjeWEc8k1vdwylYTyVDjOfUdvxrpdOaygs/KtY4oEhUF4402hCRuPA+tAFOW9u72SNdN1CyT5j5kc0Z8wLnsNw5+tWLOG8k+zs5kt1gkYMkjBzMpBwSQeOTnv0pLCPRtTP9q2dvbyvISDceThiRx1IzWgXjjIj4GMAKB0HQUAQ6hDJPZukV0bVwQwlABxg55B6jjms99EtTDFc6VDZ29x5gmEyRYVyRgk7cZyCeua1Lm1t7yExXMMc0ZOdsihh+RqnFdJYNaWDiWRpGaNHjgIVQoyM44HGB6UAGr6PDrMEMU7OPKcSKUdl+YdDwR3q+C0cI3ZdgADtHU05huUjJGeODTWDCIhPvAcZPf60AKGV9yYzjggjiop2tra0bzgi26rtII+UDpjHpT4EKRLuUK5AL4/vY5qO+tUvbKW2kJCyLjI6g9jQBMpO4gKAmBgg/0qGW0tLq4illiikmgbcjEAsh9j2qwowoBOcDrWfHFLbanKyBBaPGGICAEMOOo68UAO+1w3RgX7NJJFISd7J8qFfXPI9qyv7X0x9dtFih86TUFZEZIhz5bfMWYnoOf6VqaQLU2bS2cryRSyNJlySck8jmuNntr2z8e6aUaa20WNpZZFlhTYJCDja4O75sknPTHagDsE1Gzv3a0DSK290KkFDlCM4/MY9RWfY3OkSa1qGyS6+0rMtvMkzOULkbgFU8dB1FMsPDyDUI73z4ZoI55LmHMA3hpM5IcdRg4HtVibT2nvhB5pfbdC6fcCNqlSAoPfmgCe5vdOtWWaWMyGCQQiUJvaNmOMZ6j69KytZtLQeI7YMsPn3ToyIRhtyc+ZwckKOMY71PcW0954gubH7QVs2jSZkFrjDA9pM4JOOmDU1xp9rda0+p3xhlt7eIwRDBbBb7+4dPSgDntd1exfxrd6BdCI3Fzph+y4ibJLBgwdl/hxin+HbXVdG8I6NpOiRWolFosspuJCQN/wDdHJ4Jz9BiuibTLe31ue/lniVbqCO1jjKAEEbujdec9PanLo0lvZWdvaXrQG3jERYRKd6gcA8cfhQBDr51GPRVe3eNbtFLPMceWm1cklWIyMjHqM5p39n2mtab9oDOPt0IEskchQspXHFPutAhvb+1lumWe1ggaIW0yB1Zjj5iTznAxU8FrZ6TbxRRW/yQrti2pyqk/dFAGINC07w7pV9EssdtHcbIkknu3G4gYUFs5B+lbGnW1rZq832oyTXrDexmLKzhcEICeBweBVbxFZWF7BBc6hKBaWEvnSI8e5HwOAQQf0qho3h23m064Vo3hs7i4W7t4kYL5DA/wY6KdoPvuNAGvp1vYHUb+6t9wuSwguB527lRxkAkA4I9+marWVjoXhv7bex3Pkiab/SJJ7lmXzCf9o4BJNS2F1ZS/wBpx6fPBc3aSN50eAhEgXGGwM9hzzxVOLw9YJoE2kaiWlTUpHMiElgGbnapxwBjjPpQB0CmGY7g6yB16bsgj1xUiIsaBUUKo6ADAFVdOsV0+yhtV2bIVCJsQLgD2FTW8TQxlGff8xIJGOPSgCKzuZ557tJrfylil2RtvB8xcA7uOnJIx7Uq+YNQkDXSshQFYNoyvPXPcGn+SFlVoz5Y3FnVVHznGOamwN2cDPTNAGZFoelR6xPqcVpENRddklxyXwe3P4VaiV7dobdIWaIKd0m7hT2HJyc1nLF/bGo217DfXESWM00ckIXaJDwuG9QMZB9626AK63sD3z2avmdEEjLjoD0qTzY/NMW9fMC7tuecetVrmGRDLc28SNcFNo7E8+tRalYrcW9z5ZC3c9u0KMWx2P8AWgDRIB4IBqs7Rx6ggKHfIhAfJxx2x071PGpWNVPUAA1XubWSa4t5km2eUWO0oGDZ/UY9iOtAEtzKYoS4UtyBgAn+VQ314LG3DLGZJWOyKIHBduw9vrViVXeIqshRiOHABx+dMmijYRvJH5jRHcpxkg9M0AVdGl1KfT1l1a3jtrp2J8hH3iNc8AsOCe/41deMuyESOu05IXGG46Gqxvg2ptp6xTCTyfN87b8g5xjPr7VZjVkjRWcuwABYjkn1oAJdpAVlLAkdO1NluYoEkkmYRxpgs7cD86pyJqK6v5kcqtYGPLJxuDDsOOh9c08LdtBdLceW6uxEQ2Zwh7MO9AE8dxbERtHJGROfkZSCHOOx79KlddyFdxXPcVQt4dO8PaXHEvkWdpGcAZ2opY9BnpknpVuaATtESV2o+/DKDn0+n1oAW3g+zxeWCu0E7VVQoUdhgVkeIdSltJLK0sUjbUrx2SBnGQigAu34DHGRmtwsFUkkADkk1lw2vnag9/qFnbpLAzJazCUsfLPfkAKT+P1oAzdK8PGyt7KzmvVu5bOc3Du4wSWyeF524PSt+8VZLZoSzjzPkBjba2T6HtWDqWl6ba6rNrbpcRXChXe5ErCNQowNyhhuA9MGt+GWO4gjkSRZAUDhx3BHBx70AZun2zyWcL6rb7JrZmVGllDkqRjJIAHI9qpeNWul0RVsxOWaVN3lWxmAUMpJ2jmtaKJpdNWKRvtoZiHM6Bdy7ucjHYdOOcU+1juopLx55jMjSboI9gXYu0DaCOvIJyfWgBInCN5M8js0qgguoC5x0UfrjmrS/JsjOScYyBwKqXum2d7LDcXSEvAd0bFyNh9evX3pmmQXsEs6XbrKgb9zMSC7KecHAGMdO9AGh8+/oNmPxzWV4l1yPw5oNzqbwvOYgAkSA5kcnCqPqSBVm9+0m7s1huUhjMhMoONzgDO0Z/X2qnqdoviCzto4nBt0vFeYMPvCNicc/wC0ooAPD+t2PijTIdSt45F2OyFJkKtG44YEH0PFW722sdTtnhuGV0ibLFXwY2HOcjkGs3QLKdIdUkvLBbOa5upC0cMhKsvQMPQsOT05NXdNlGo6c8y21zZCUFfLnRVcdtxAz+poAni1GzleGGG4SYyA7Sh3Dgc5Ipyz29u8FsE8sylhGgXA4yT/AFqhoumaVp+UsVi863TypGVQp5OeQPU80abaWc9x9tg1KS9WKRwgMissTHO4ZAzkZIwTxQBoTzxJdQQzIMyN+5JGfmAJP04psM0R1C5hRJfMG1nZgdnI4APToOgqefyVTzZygSP59z4wvvk9Kr2cURee9gl3rdlZAe3ChRj8qAF+3D+1vsHltnyfN8zIx1xj1q0yhlIYAg9Qaqtbym9jmCxKwQB5QvzMM/d9h36026iuZ5FSMmJFdWEiSYOO+RjB+lAFqJw6cDbg4xkcY+lRX1yllaS3UsqxQQozyOVLYUDrx6VMFIfjaFOcjHOaiuLOK5b99uZDG0TRk/KytjOR36fqaAII9RthBaNJcIwuEDJLjar9PyzngUzVdb0zRI0n1S7itYmyFllOFzjpn19qrzWGmTLZoAymyKrA6RltoIHAJBGCAOf5Vb1TSLPWbeO3vreKeFZA+yWNXBx7EUARaF4g07xHYG90y4We33lA698UtlJp91qd9LBEwuYWEM7MhXJADDGeD16iodF0XSNBM9ppVgtn5rea4jTAc+uenfpUepWser2l1pVreT2lwxVpZ0hIbAIzhiMEkcUAaAS1EV1C1qkcQJaRdq4fPJbA9eevPFN068jv7dJIYSts0avFuUqSCPQjirEEsdzCSm5lyVO5CuccHgipURY0CIoVVGAAMACgDB8Kz3N5pcjXMeYhM4hZ5A7Fdxxn0rcEUYRUCKFU5AA4FNtrdLWERJnaCTz71NQBEjRToWQo6NlSRyDjgj+dUbR4o9SktfsaQSrGChTBBjyQPpznirdtaRWaSLCGAdzI2WJ+Y9etZtjr9jfTsBFeQzh2hMctu4wQfUAjHvmgDUS5jmz5LLLtco+0j5SOuapx6jGuo3ltKSqwbD5jH5fmHT61JKtytxiGCPy3lBkfzSp27euMdc8Yp15p9vewskiAFmViRwSV6Z9aAC4mmTULSNGjEb7t4Y/McDjH41MIxEJGiXLMSxBY8n+lJKkRmikdN0qZ2HHTjn6Uk5j8gyTq2zYQyYJ4PXIHWgBqiz06IKqw20ckmAAAoZ2P8yatVEYY2jWNkDIuCAwzjHSpaACoQZRKcjKE4AHb3NSkZHpVKKWO3vZYPKlHyedJcMAEJ6Yz649u1AFlPNAfzNpO47Qvp2znvQZG+QBcOwzhuw78jvRBcQ3USywSLJG3IZTkGo7m7W3tZZ1jkn8vrHEMsT6AetADy0xKbEUDcQ+4849RipELFQXUBvQHNUYdUiM0FvcAwXU4LpCwJO0epxgH2zWhQAUVivrE/wDaCW8cEUixti7IkIaEH7pAIww9eeK1Q8M/mRhkkx8rqCDjPYigCWigcUUAFFFFABRRRQBWvVuWt/8ARPK83cvEoypGef0qprJnOl3scW6FvJyswXdg/wC6OTitM9PSs+7sBdNgzzK5geLej4xn+LHr6GgDmo7nW7PTEs7fw+8wnl4k80IqgkfMyjBA711MNzdO7q9kU2SBQxkBDL/eH+FcvAbPwRoc3l3F7eTyEOYpJxJIcHBZc9u5FctoHjm2vI/EW2DUPMWR/NLXSAhTwDGO2MUAesOJTPEUYCMZ3jueOKzdRu72K4iRdNM0LuU81Wz5Q2/eI69TjA96ls7lJ9IhFpN57iKMEiVWYZA5J6Z60xtYtoZCovbYxxf68ySgNGvQE/U0AWobiWPT45buHZLgBo0559qrwX0Nzp9xqNsrhwrKyyDBDLngiql94p0bStKOoTzlrKNwomjHmDJzjGKdpN3p13psrW6yJDcKZisq7SQ/fJ9aAL1pfNLpcF1KmxngWQ7iAMkDipbhXKNL9nWWSL5ol3YJOPXt1IpsNjGlkLdgSvlhMMc4AHA/CpXtllgkhkd2WSPY2DjjGCR6HmgClpFxqN2ksupaetlKG2oqzeYGXGcngYNTxWk0NxLIbuR43cv5ZA4GOg9qsQSRyQho23J0B+nFNSUEzMCx2HBBGMYHagAWaPesYVlLKW+7xiuUsdUtZdeaC43TtqMji2ifJIjj4ZiCcAAggcZ5rqHkmmGLcxgbeS2Tg9qzb7Q4Zb6G+SYJdxuhjLdEAbLKuP7w60AbMePLXCFBjAX0rmrqGLTr83tzHOkUkiJBJHIzOrsNuGXOMZ6dq2J7u6guJC1uv2dQNhDZdzjoB2qtJp3nagt1JdTeUcStayH5VwOuPXIzQBXtIpF1++W3uInKtEZwVw4+XnJHUng+lUvE2oxXCXOlwFJkUot7FGCskaufvBs4/nVOG2bXrw30Zmt0urognzTGSkfAYKOp479jXQXvhqzvdQ+1vJMjMFWZEfCyhfu7vpQBLdCaAWdpb3ESuVKxmaMuWZV4P6ZqtqY1JNTsxp8kKzzowmaUkoAo4wmc/ebqPTmpbxjqbz2duZ4pLYrvkQ7Ccg42t+GD9az9TNhc3VlZSLerqFswWOWEkMgK8kv/AHSOCfWgC5PbazJptrGzQvesAk0qMUWLK/M6jucjge9VdZtJdR8JzPJNtcxhpFLsysF6gbTkZx1FX7C9ga1hjR5I/IZI2EpJJJUHGe/Uc1lzatpul6FcLe3kNvp8cklqzh97MTwOnQ8nigDR0ywij0GyhWMQwvEPMiizg7h6nnjNTWWhafZrOLdX2TghlMpZQD1CjOAPpTY5LSz0JLeOZ7hFt9qEfM8gC9vXiq/h8SWGnafZQxPLaC33eeW5ViwwpB56E/lQBz3iHw5NoPgzWZ9KuRJezq8lxLdZYSAtnGBxkDgVu+H4prO+lsnMfli2il2qcAOc7iqnovH55q7r8RvNBuIY4jOJtqbUkCHBYAkMemOv4Vg6Tqtjp2vXekW9ldzTIADdvIJPMPJ2FuxHPFAHaVEjymJmeLawJwobOfSmRJ5Tu7yuTK2Qjn7vHQUsdzHLPLCDiSMjcp649fpQA37WFjiMkUitIwTbtztJHf296huDLAiIkm6djtSSTGOTnGPoKLa3VNUu5/8ASA7hQQ75jwM4KjsfX8KLxLeK5jvLm4KonypG7fLu7ED+91H40AXgMDt74paqRwrPPFenzo3EZURs2BzzyvrVS6jnvb2MYubeOzlEmUPE/wDs/SgCzc3NppNtLdXMoihLbpJHPC54yfQVnaXqU+ux3EsLBbCVD9ku4u45UnB7gg+2MVoahCL2wkt3t0kjkISRJeFKnr9eKrW9stro09nFaTW9vFuSGOFvmKf7Pp1OBQAt/G63IuLaEzXsFs5TcxUMcfKpxwcn8qkEt/FpMc5hBuhGpaDOfmJGeaoxatcWTzW8umTx2ltBF5MzPuMjNxsOOhBxk+9a9vKbuxjklgaNnUFon6g+lAFPUXuhYQxmRo5Z3ELPCOU3dxnPSnXr3dlocxgCyzwxYUu2NwA6k+tX9glRd6lSCDjPQ1zPiKDUppbPSYYz/ZFyTHeXAcmUbugHp/vdqANjTrxrjQbS7j3XDvAjZI2lyQMnnp60mtXF1b6Fdy2pDXccW4KmM59s/jis6C/S3EtjKZRZWmIpr2Z/LCkKu3Geue5FXryXSrzTJbl3Sa3dA7PC24sqnIxjrg0AR2c8N7OdNnhbzLVI5jxgZYcfU9c1qwRiKBYwioBxtXoK5zS9VuLvUtVmfSzafZ3SBJZpRiZOoOOx56e9bVrdz/2Z519GiXKA+bHE24Kc9AfyoAZcaJp95ax21zbiaKOUTKrknDg5B/Oq/iPV49K0W7m+/KqhQgjL8sdqkqOSMnmpbnVACsaxTbHVg86DKQkDPzGobfUFS+isLy9sXvHRf3acOxAJJx2HcUATaLcXVzYGG/CG7hxHMY1IRmwDkZ7c1cniaYeUQnkspD5HIPbFZPiHXrrRlgW10i5vpJ5UiBj4VSxxlj6CtOynmmRluIRFMhwyg5H1FAFG+0MXVtOgZWkmjELs4zuTPQ/hWnbW0FpAkFvEsUaKFVVGAAO1Y9rqcem3y6ZdQXMTTO7RSSP5isByct2+lbHmeW6IzbmkY7cemKAI/sMKvcyRgxy3AAeRTzwMA/hTdOsE0218iMkruLYzwCTk4z2zVhWCuVaQFmyQD1xWdbakt0xtWV/OYNIgZCoKBsCgC0/ky3EqxPEbtEAIY52g8jIqbY5eNvMwFB3qBw3H6VAVtdMt5bgrtUDLsBlj/U1BbhJtUluY0mjcqEfzAQrjqCKAMuDwtjxedcvJBdOu/wAhmyDCCFAUD/vvn3rfht47aSTyYgqysZHIP8XHb3qdmCqSegGa5ePX11W6muNJ0+7unswUJZvJRiR0Ab73TrQBt2tksTG5aPF28exmZy/AJIGfTJNNt31CdYTdQwRxtEfPTJJDegPTGKqX2q3enWPn3kcMZleOKIIS212OPm9hWsqpHBtbAULz6e9AFaAWlvdpbW6RIWi3AIvVQcdfTmn2Frb20UnkWiW3mSM7qgA3MT9447mmwW1vbSCZJTtYbVBbIGTwB/hS3kTtJC8Vx5cihtqN91yVOM/TrQBZcI4MbhWDDlT3H0rI17RbnUrGWOx1CaxuNo8l4+iMM4IHbOcH2q6LGKTUIdRbIuEgaLAbjDFSf1WrtAHLaYda0iO9vtflglMksYUW+4hEwF4Xk5zW3eXqabay3E2TGCNozySe3tU65DSGRFQs2FOc7vQ02eziuokjuF80IwYZ7kdKAMvUoNVubqURzJFaC3JSOP8A1rSZHfsMZH41bsophCkjNJDPcFZpYm+YKQoDKPSpb6+j0+1F1cRuQCFby13EZOOB35xWDbSzeKNSE/2XU9LXTZQYZJfkFxkfMCndcevrQBtapa3twIPsFwkDK37wlc5X298gfrVtWlS3UyLvkwNwT1/GpEcOgYAjPqMGomMnz7isaAcPnpQBXvJFktIjIsse+VVChirZzwMiud0+/wBVOmXeqRaXHDfvfeXcQSMzbo1baGXnrtOfSutLDyt4G8YyMc5+lZV/caha6zpyWcFs1pcOwud8gVwcDBUd+Acj2oA1GZZUljRxuA2naeVJH/16z/DqsPDtijyTyMIQpec5dvcn1qK10YWGq3eppdzILoiWe3zuQsF25HpwB+VXYUjdzfwuzebEoRScLjkjjtnNAFmKJYYljTO1RgZOakqBZZDcGIwsECBvMzwT6UXUxt7SWYRvIUUnbGMsfoKAC4MyovkFAS4B3qTxnnoaoaTNq8s18mq2tvCscxFs8BJEkfZjnofavL/EHiHxfdaYtzpLTpf2kskrtc2phj8gIWxg/eYbc5rq/hjrOq674XiuNSkuvPUKGNxbhMnqdp/iHvQB3dFRmUCVY8EsRngdBWVcjUbbXUuRNF/ZbR4mD53Iw6bQPXvQBs1VvrNb62NvJjyn4kUjO5e4q1VG5uZGmktLdXSbYGErJlBkn/D9aALbOkewMwXcdq5PU+n6U+qc9tLNcxyeYuyPkKVz83r7cE/nUt19o+zP9mCGfHyb+gPqaAJ65m6kjsNdnk1DUw1tebUt7N/nO9QScADgEc/hWsl6JJptOWU/bo4Q5fyzsyeh9Dz2qjo9pPFc3Ul8sc0wmG2VU6HYNxGegPtQBZ0/SLe1sYbZIvLt42EscWT+7bOcD2B7VYjlhiu5reKKTzPllc7eDuJGQfw5p8k0k9qxsmXzGVvLdwdoI45qvqM81rBFJG9ok7EK7TuVUKASSO5oAk/syJ9Naynd5kZSpaQ5bB96QQTSwTWs8EfkrhY8OfmX1Poal0+5lurRZpYvLYk4AOQRngj2PWrDBjja2OeeOooArNbRJcxSpbq0gGwyY+ZVx61YWNEZmVQCxyxA61CUuHuAWcJGhyAvVvY1ZoAjXy0coGAdsttzz9akpmxPM37RvxjPfFPoAKKKKACiiigBCMjFQ29tFbRJHGpwg2gscnH1NT0yRmWN2RC7AEhc4yfSgDivFPhrRbOeTxKZLi3vokKRmNTMhLf9MujE+gxWRod14V12O88OrYXz3OoLIt1PJp5hySPm+bHyjjpmvSQDPbYkVoi6/MoblfxFJamH7OggkDxr8obdu5HB59aAOD0rwVH4O1y2i8PwXS293ZPb3Eu7ciSLgpIwJ6/eGB61w3xR8E6vb6Nc6pJcie1iWN3jtYQHZztD+Y2eU+UEe5r3yuUs7nULvWI0vtKjhgk3pKzTqVkccDCgnd8oHBHGDQB55plhYw+LvD2s6dFeWmlX1tE32TyCbcEgg7+cK3AP4168FtmmMqzobZYfmhwNgGchvarojQIEVFCjoAMAVlaY9skV5Fb3C3jROQYw4Z1/2ST+maALDTC9SCaC4/0R13iaFuuOeuMbTWhnjiqSfuIIFjtBFCQd8YC4jGCexx19M1m6D4nsNeu9RtLW4jeWzkCsEB4UgFSc9+v5UActfan4k1u5vdLuvD7W6211GYrlL3ZEQp3AswGcnI45re0mPXL/AMQzXep2aWdlAjQxRCcuZCT94jGOnvWklm7yMs2os8kcqk/uwoPGdp7HOc/hUs168motbWr7mhAaSMIeT6bj8o4/GgC3Fb+SUSJtsCqVEeO/rmoZdLs5QxkhL5wT8zZOOneroyQMjBrMYPbapcS/bJppJYsw2bYCjb12nHU+9AE39nQS21xG/mkXI+fc5yPQD0xVtIxHEsYJwowCTk1li7ebSIb3UoJLJvLDtEJDlGYEFSR6Z61X8KeJbTxRpX22xiuFtlIRHmUjfgDJGeoByM+1AC2+hf2frVxqUFxcSTXRHmJIxKBFHCqOgPvVuO4j1B54FUiVRtl6jaD2z/eqsmqXn9sf2beWW1ZS5jmhcthR0LAD5c1p21y07yjyJI1jcpmQY3Edx6j3oAbp9o1lZpC8gkcfekC7d3pn3xgZ9qwdV8M2k2rNrlzdSwTRuu1vtDCMICM5XoG6jPvXU1nQ3E/+mR36QMYyWRISXLRdiVI69RjnpQBT0nRI7e5fUftck0k7bw6udrKcnoeOc549q851D4cX8Wr3kCLJcWF7etcOqXDbjE33gARtVh655r1GW5e2tdtyXUEMfNt4z8ijGOOeeenNXIpd6Bgr7CoIZhgn8OufwoAw9KtbHTtHs7C0aa0lEbW1t9ryZOOeh61fudKW4sRAJ2inETIJY+OSpG7H4k4q9GRKA7IBgnbnrj19qpahY3DStfWMoF8kDRRLKSYuSDyBzngc0AJJY3CR2SLcKYIB+/i8nd53HGOflwee9Zh8NW1zrF3I0CQwCQSgJFtLyEBt+4HnnI/StwtcLpweXatyIgX2DK7sc49s1n6HFqUQmn1SZVluZd6wb9wjG0AKp49CfxoA0bRJo4FjuZBLKnHm7Qu8+w7UR2MEd9NeKg8+ZVV39l6D9a5xrux1mXUdCzqSPZTbpbhJAGjONwKt6c8DFbGmzXXlGNrWUQxBVikllVnmGPvcdPx5oAu3Mc8nleTOItsgZ/k3blHVfbPrVLUrJtS+w4YIsVwszK8O/O3OB1+U+9X5LmGJyjyKrBC5BP8ACOpqtc2o1AKyzzxARtskicAHcuM/UdRQBajWRS++TcC2V4xgelU9XbUksc6UkL3O9eJmwu3PP44qaFhA0Vn++kKx581hkHHHLdM0s8s6XFvHDB5iOx8xy2Ag9fc0APidbiEF0wf4kbkg08v8wCjIzyQR8tUbotFqdmVikCOzK7xjIzjgMMdPepJpHtbm3SCyMi3EpE0iYAj+Unc3r0A/GgCyWjiGSVQMep4yaxpNRW5mglffb+RMymCVQGkPAypz0GffrQ899d6nNpV5pObRo2kS9BVo85+VSp53Dr6Uz/hFtFF2k81lFcXJO5mdckuer46DoOgoA1La8ikEsK3KTzwHEgTgg9QMVxGqeGdT8Ta9ez3esS6day2jWtpbpw6seS/BwSMZBFdjBa51Se5axjhcYVJ1YFpVx0PGQBRc6dDco4SKOC6ZCnnxgeZECDypxQBzugeBo9KdUudUutUWOz+yyJefOjkvvDbTxkf1rUsdAtdA05GiG6WDc67BsXcwwQFHRSeceprTs4v7Ps4raWaWZoowpnkwXlIHJOOp49KmuY4pbWRZgDGRlg3TjmgDmdMWws9O1DT4rW6ln+0FpoHYPIS5zvXP8PcZ6Yrb0ywm0yCSJriS7MkrOHkADKD0BI649aj0u0gkK3zTRXU4UosyLjav93qc/jVq71K0sLdrq7ureC1UfNLJIFAP16UAc5ql9rltqiWcQSaK5t5Ny2ygyW7ZG18H7y9vqarW3heYWusSeJdVimlnVYkvYY1gljix3Ycgk579q2Z9WluJGk0ibTbrzLdjbjzvndwMgehXpnmhNN1G4tWu7toWvp7RIpbRzutlfOWOMZPXH4UAM0LTrvw7pFrp02oXOrSRsx86TAfYckZ9QOlLaa1Z6npkEwMMc1+xhKCTDZGQVz/eA7VOmq/Y3W2vruyWZmZEAfaSc/KMeuMZ+tX7e2gjAe3ihAkcyOwHU+tAD4rSKKBYSDIqjaDJ8xx6ZqAMgvGne6iaEFYo49oyknQ/N6nIGKqabqk93rOqW7tbta2xTymjYk8jkNV+7ha4hh8lYmxNHIdw4wGBJHvjpQBJMgUNOkCyToh2dAT7ZPTNVWu5NttK9hceY6MxUYOwgfdbB79qtb2MDNIrRHJHynccZ4P41ympePbPR9dtdJvI7iWaYlWe0iMiREthQ57HGPzoA27bUZbg3Q+wuXil2OokVgeB0/wrTjdn5KFVI79c/SuMXxMj+JGsbLSZ5rAPm61KFfLRZFGTuP8AHxjpmt2DxRpd1cWUFtLJNJeBjGFibgL1LZHA9zQBpB2m/ewSqybWAXHBbPr7YNUvD8mrPpSjW4o0v1kdX8o5VhuO0j2xirkZWKZkJUsV3HB5Iz/d/GiCeWUy7rdo1U/u2Zh+8GOvqPxoAS88o2z+ZAbgKQfLVdxyDxx+tWOHXkcEcg15jY7IPGkmkWtzrOm3jSPOZ5cTRXALHKckgAAcHg4NelySpCqeY2NxCg46mgBTFHsVdi7VIKjHAI6YpWjV8FlUleRkdKjluY4oPNzuTIGQePzqCbU4IdRtLEiRpLkMyMqnbgDJy3T8KAJHeeHyFWFXUttk2H7g7ED06VM0QMqybmBAxgHg/Wm+U32ozea+Cm3y/wCHr1+tPVSucsxyc89qAAIASSS2TkZ7fSn1Ts777ZJcoLa4hEEpj3SptEmO6+o96iWa/guJPtUccsLy4iMCnKJjq+epz6UASata3F7pVza2lx9mnljKLNjOzPfFTwbliWN3LvGArOVxuOOtULbVP9KubO5Ie4hZSxhjbaquSFyfXA5rFvvEl5Jqdtpltp5vYr2QbLiAuI1i53EyAY3DaTjPpQB0X2hINSFvJcndMpaONh0wecH8RxVkqrOQWyNuCnb8qo6no8Gp2K274WRMGKYjc0ZBByD17VQm1BbXXmtxEwk8td7rEzNIMcEkZwvbp1oA2J7qCyCGaSOGI4VSzAc9gKW4a1QLNcGIeUdyu+PkPTIPbrj8aztStrfVL6C1d4jNbYuVjli3jIPDfga4rU4D4n8U33hSZb6wZrMtcXkSqiTLuU/u8knrgGgDtL/xBDY3VpC8Mp+0OUA2HJOcYUY56E/QZpPELypDZeUVVPtC7w6NsK+7L9369M8VLo+iLpdhBazXc+oNbnMU13taRTjHBx9fzq/cW4uNquQYv44yMhvT8qAGp54l4kjdCSSOhUY4A9almCmFw+7btOdvXHtUcdvbx3ksqR7Z5FAd8HkDp7U154JZXtTIyyAAnGR16YPTtQBg+JGW+8O24QzJZ3LLFO5cRskTAqzHcP0qDwDqVnc6Alraau+qfZJDb+a0ewgLwOPTjr3rL8da7os/gq/N1qqIMOsG6MgtKhIGPU7h1H1rlfgZY2Gnvd3KT3BuNQt4mJuCq+Y43Fwo+8cEjnv1oA9toqtfX1vptnJd3TlIY8FmCk45x0HNR22q2N7E0ttcpKikBihztyM8+n40AXaoxskUpspIyok3snzE7hwTk9jknj2qc3duEV/OQqxAUg5BNYWlatb67d3VzaXdtcrCWigKRupU9wSeG5Xt6UAdEpBXKkEe1Orn/CcN+vh60XUrRLK6RpDLDGxK7tx5ByeDnOD61s28kkvmF42jAcqoYDJA78E8HrQBPWXc3lzEbmO3kt5bncPKilYpgY5ye/erNxL9ktLiaSVIgMsHfLBfqP6V5/4r8O+IdcvWl0/UtJjuFiBtWdWWX5hgg4/h64+tAHeXGoW1lYS6ldl4YY0JfcD8oB9Kr39gNTMchEMsBUfLLGG2dyQPUjAxVPwTp2o6d4NsNP1lvNvYVZJXZzJv+Y4OT1yMVrW0UytPFLHGsZPyPF8uVPQH3AxzQBZhVFhQRqFQAAKBjA+naorZ7p2m+0RRxqHIi2tksvqfT6VI7MuwRpvy21vm+6PWpaAK087RXFumVAkYg7s56Z4qzUU5CxGQnAT5iQuTgdap6O6z2KXSSSyRzgSI0oIbaeeR26nigC3DN54f93Im1yvzrjOO49RU1RbGVnfJZscLnA+n/wBenRszRqzpsYjlc5xQA+iiigAooooAKztRutRgmtksLBblXf8AfO8oQRr6jg5PtVyaeOBQ0jbQWCg47mpc0AISAMngVj3kwt7LzbKyidBOhTbKEVyzfM3Hp+tT6pdtCYold4d5B8/apUc/dO71rlprfUP+E/s4pNe1HyJAZorS3hUW/lp1Dn1JNAHd1xfiCQ28mmWE+m2109xdvLIIJjE8SlsCRQPmY4bnH1rqrr7ZujNoYsFwHEgOAvcjHeo3RRLPLJLFIwUiJSqgpxyM9aAJ4IfL3NzubGfmJHAwMZqNdOs0e4kS3jSS4/1zqMM/1PWs6x1a3tIbayvriCG8+zrIYSwVsE4yAe2a1FlUnaLlGZOXwR0PTPpQAkp+xWLGGCSbyk+WJDlmx2GT/M1XstPtLJLi5gtY7Se8IluG4yXxj5j3x0q4s8TOyiRdynBGeRTbmF54wiybBuBb5Qdy55Xn1oAhgvY7lZvLMcskMmx0RwSjY6N6HmoLCWe6VJ08iAl2FzDtDEEdtwP3h361HaW2meGtP+w2QjiwHkjiaT5nJyep5PNXoBE6JdmLynZOd3BGecH8aAJ0UrnLFsnPPamSRytNG6S7UXO9NoO78e1DzFZERArsSCw3gEL6471R1DWrCxjuTPdCL7KqyTZBAVSeOcdD7UAX5ohPA8TBSrjBDKCCO4INRW8Ntp8cNpa2yww87ViQKi9+g6dacLiGWKGVZwqSEFCeN+R05p08qwx7mzknCgA8k9KAOS8Z6lLpWpaPG2q/ZbTUrgWssbYXAxncj9VOcfnXVIRbiKHdJMW43EgkDHU1hSW1tqupW9hJqMs0+nzC5mjeEEHP3VLYx+VbS2s63Ucv2t2RQwaMqvzZ6c4yMUAWcbdzFyR157VQlMcg+1rdzSW0m0bYyuxRnrnGfrzS3mpxadc2kFzIP9JcovykknqBgDp7mmRebbxTS/a/OiWQ5V4sBBu5AAGTgcCgC55UErq+QzAhxhvbAP5U2WadLuJI4keE5ErbvmQ9uMdKaYnAikMxjAYFlVQQw6BemcVFPqkNtqKWbQyh5ELLKVAQkfw7vWgDQJwCaigl86MPsKA/dDcHH07VVuNRkg+zbbOaTzZVjk2/8ss/xH1H0pb2K1kWO+lzm2DSRsQxCnGM7RyeM0AJfiCSCe3vfLlgmXasAHzOMcjrz+Fc9f2N2mm3MmpFro2FyLnTktFIkVAuFV/XnIOOoq/LPpdlqcmoR2Nxc3k6KWeFd52hfl4J+UVLZ+LNKv8AVH062aZ7yJN0sflEGMc8Nn6GgCfTNPEclxqM3mpPfIjTQmTKoQuMDgYq+kkUYX98MOcICf0FVbm7srdxI86xTy/IgJAd8c4APWms9w0TNDIpnlAeGGZQpjHfpQBeeeKOWON3AeQkID3wMn9BWb4j1iTQ9Je8hsp7twwAjhUE8nqckcVYNnNNDPFdTJMku4D5MbVIwAP1/OpFt/s9qEhHmbFCojNhcZ4/IfyoArwySa1pTeZBe6cZQMbmVZF75G0nFSjTsalHe/arkmOHyvK8z5G/2iO7e9Smab7ekIi/c+WWaT3zwB+tWGIUZJAA7mgDJtYYbS42XN5cPNLIyxi4kHznO75QPQfoKsxJ/Zsc73V88qPNuQzbRs3EAICMZ56Z55qx5IafzWbcAPlUgYU+op0m3A3LuG4cYzznrQAis0sQYBoyTyGHPB5FSYG7OBn1qNjN9pjCqphKtvJPIPGMfrSzb/JfZneBkAHkn0oAbLOkUkSMGzIdoKqSM++OlLJLFAN0rpHuIALEDJ7Clhd3hR5IzG5GShOcGqGvaJZ+IdKk06+QvA5ViAxU5ByORzQBZhlW8Qt5U0ex8DeNpOO49qbPFeO8/lTRCNoSqK0eSr88k55HTjFPtbNLO2gt43lKQrtXe5Yke5PWnskbTZaQ527dm/g59vXigCk90NG0P7TdxFjFHumW1izzjkhRWXoEseo2rzQQN9kuJvtKrNBglX9c9CKrXs17qOvJp2jakLextrdlmMW0nzhjavIPbritSwElrYWVjdXKx3akCT7MnyM3Xb3x+lAC3VhDNdC3S4tUuUZZoE8sbo0BAbgEE56Z96t6i00lv5cEtxBK7FBJHGG2nHUg8YpIdHsbbVJNVEbG8eLymldix2Zzt+mafBGWvmvVvJGgmiVY4GGFBBJLAdckH9KAItM897G1adJzKBh3nRA74GNxC8DPtWi7BFLHOB6DNOqOXAUMd3ynOF70AZuiQ21rprCysp7eNpXby5eGJJ5PJ6HrWgYi4Te5BVt3yEqD7H1pIruGaaWGN8yRYDjaRjPvUrBiV2tgA88daAIbyY21nNMq72RCwX1OOBWde3C6Lp818tpPLEhLyQQR+ZJIzMOV57ZP4fStOcSsgWI7SWGW4OB34/SsrU4IpV+y6jfALLOHgUDbwpHynHXn+lAGVqfjvTbCGCG2trma9klEaWq2zZDZGQT0B59a0rzWLPTdt5d2jR3Zt9xiWMNLt3AYBBwee1aVnp1vYW5ihBILFyzncxYnJOTTb2LzIo4TK6SOwAkRATxzj2FAEOrm1tYY9UuvtAFnl8QBmZgRjBVfvDnpUNx4jsI9LW/jmBhMccpZkb5Y3PDEAZ/SpdWjvLnS7uy0+7e3vSoEdwU3BCx4OO+KgtDNpslpYXs1xeyyRYeYQKEJBHJxwuPSgCp4d1fw1fXE9loU9vKI1+0usBPBcnOfQ5B4PNXb3W7bT7IzXcVxDbBwikRNIzgjn5QCQPrUOleGdC8O3t7f6Vp6xXF46ifyv4jn07dSTWnc+St5bs8UjyYYKVGQAcZzQBmaX9khsoLbTdJmSylZnUyLhUbqCVY5ANefa18RZxK2n6l4XcajaXYEBeRooTHnaZfMIG1eQPxr1tnK3KR4bBU9F4/OuYi8C6YdffWtTnnv75mZYjcSfKkbf8swvQgc9aAI9N8bRa1dR6d/ZOqRSsmJ5UjPlwtxkCTjcOQQVzkV0WoX39m2wnlV3TzAuIomc4PTOOnuelNsdH03SxAtpbpD5MZhjAPRSckfmKmvbc3PlxGcJC25ZY9oPmqRjbz0/CgDlbjxJq+saJfJpVgbPUvKZrU3Dq8My/3ldT2FWPAWp3t94ft01Ca4urgKS1y9v5SnBxtGTk49cc1taVGqCSKKHyraHEcMZjK7QB256fStFQqrtXAA7DtQBAXtYboRboknuMsF4DSYHJ98Vyc/hS+g1069Z6heeebgD7GJiIBFjafkJI/2uMfhXXyW0M0sUskas8R3IxHKnGOKS6to720mtZd3lyoUfaxBwRzyOlAFFZbptC8zUrYtcAZeKA7ckHjBLfTvTpY9SN7ataPbrabcTiZC0ntgg/zzVpra3WyFs6D7Oqhdp6YHT+lV7TR7S01Ge/jQfaZ1CySd2A6UAX9i79+0bsYzjnFZEmg2ct9PeSWtn9rZg0U6xYdSOmWzk8+mK2a5u98H6df+KLTXJVkS6tm3hopCocjGA474oA1b+0l1HTHtor2S2kbH7+3OCCCM4/Iiob2yv76OEQ6hJZKkiOdiAs4HVWJzwfbFaMMMcCbIlCqWLYHqTkn8yaYI/JLeTEDvJZvmxzQBXubBbqVys1zAxUAvFJjNOmsEuEnWd5JY5MfIGK7cehGDXFXmox+HfFLLouk6pfTX10Gvmj5jQkerdMdeOK76Xf5RMfD9s0AeffEbS4f7Bt3s4LGbVoZA9lFfMWKkDkIo6scfnWP8GE1C/tLq+19Jbm/ExKSXEIBtyvyFVJ5zxyOMYFdJ4zgsENzrl9osk9zpluwtJAWYSl1IIKrzjt+NYXwZt5YrfUribRDp32spPGwkd1ZWz8vzHgg5496APVcZrM1PSnuwHs51tpywLs0e9ZF6FWXIzxxV+WeKAqJZUQscKGOMn2pJVhk8vzMHDBkz6igBYoIoYlijjREUYCquAB9KgS0a3lgW1MUNogbfCsYG4nkEEdOc9uc1NtXzPPDuflxgNlfrj1pzSxpD5sjBExkljjA96AEjl84LJGf3ZzncpBzn3/GmmVpI3NuAXVtuJAVHB57Ui28DWSwogMOBtX9RS2huGtYzdIiT4+dYzlQfY0ALN5+E8kRk7huD56d8e9Zmr3dtpnmXty1ojLE+ySaYRjpwpz1Ge/atOWCOV0kbIdM7WBwRnrWZqNnfXN3uYWUlj5bKY5oizA+uc8/SgDJ8BeMP+Er0YPPDDb30TFZIYmypUHAZf9k9vXBreGqQxSbLua2hf5VIMw++2cLWdZWej6Bpt1qtnHFaRXAWWaRgxUBRgcdQMdqSPS5p7yTVBeQtFcpE22OAHlTnjPUHJ96ANqHalxJFHBsUfOzgYDMev1qwxCgk9BzTIvM2Hzdu7ccbfTPH41JQBDxMySJISo/hBxk+/wDhTgz+Wp2DcSMjd0qtc27TTR7UCeWfMWTPG7pgjvwau0AFFQRmc3UwcKIAF8v1J71PQBzXiXxtpvhjTpbu6hu5AkvlBUhbBb/eIwB79K37ab7RaxTbdvmIHxnOMjNcr8S5pIvBlwsIjMryIqmRchfmGT+Arp7Bt2n2xznMSnOOvAoAs0UUUAYXiuT7NpUN2bpbdLe5ikdmUsGXdtK4HrurjpvHH9o+IrCPw/qcc8Eu6V4rpvKVkztO0nk4OeK9GurZblER1BVXDEH2qlJ4d0aS4hnfTLUyxcRt5YG3nPFAFi6t1ltE2wQyGMhlWT7o9xWbenX/ALdE2nWunm0U5LSSMHKnrjHFb2BjHaqcF5vuLqNkRI4WVVYSA7iR0x27UAOivPtSM1sudkjRtvBXkdcVmataRWsct1CFOoybvLldSe2SPQfKCKln14Rarp1gttJvvlmKl/l2mMDqPfNcxrul63qGvKzi/sYG/dR3Fjd5BBBJ3Jj5eQBmgDG1Ww8Ry+LLC4nOlxQxqwhkukMkjA+p6YB5HpmtLS9Tuhco9xq9kRPhbl7e3IeRgcLtB7epq3q3gq1vtIj0y5utSe2ghyrpPvkByMr0ywOBVu28Jj/R4UkuIrWGLy45I5wHUHk5G31oAxW1TxFqnjR9Og1GwitrZyT5cZ8yUrkhG9FHGTXT6r4hntLHUFtITLqEEBljDriJ3xkIG7k81kaV4TtNF1ttRiZ7rUzA0KyXF4CZU3dCMds1qW9qZzcKYoYZSTGkYlJAdUx8px8pAPXmgDz3S/GninVdd0y31B9ItVvYWuAPKzJEigEqwPIxk/iK7HQdWuH8Pu9rdG8iLeXZbrfaZBn73uBzzTZPD3h2w1ISTSiLVfIk3SXTbmlQqC3zH+EDjI6ZNV/D+n6Lp1lYWdlqtzFbagW+zoJg3KjpG2PukdPWgDqluRMsdzEIZJwoUSK3ykZ+YZHp6VV1TxDaaZo17f6lZzvBFL5Rjji8xnUkAEAdRk1uW9vFaQJBCipGowAAB/KqFtpgiWcGKOJp5Nz+Ux6AnB570AYPh/WbHUdIutZtJLqaztmkJtZ4wGjcfMQM9CMkfjXUxXsN200MEo8+IAOMcoSMjP51W/s222SWK22LeQmWbIwJC2c59Tnk0660+zW38x3eBInE7yK+37o/iPcYoAyNcS/FtZ2lrPKMXMYvrtfldU65HrngVo6br2l6lNcWml3kV1LbHEoRshTnkE+tW/NtdShMUdwHV0D/ALt+Sp6H6Gk07SrDSYGh0+0ito2bcwjXG4+p9aAGSrdyapbAxobYI5du6sCNuPwzVkShZfJdsvjdnGBgngVPVa5tIrrAlLYwRtDYHUHP1GOKAGwPNdWBWYeRcMpVghyUJHUfzqm1rY3cwtrkS3E1nGMs4PO4dfQmtFES2hVfmYKAuTyx7ZNMhs0gZ3DyMXkMh3OTgnsPagB8YSCCNFVtoAUDqR9ay/EQuYNJknsy+9XDOA+3CkgM2f8AZGW/CtRpl+0LFvQEoW25+bHr9KzNW0W01REtbu7uVhkBUwJLtWQYJIPGTxnvQBT8O6dosqw6/pLGc3UQDXLMxaVRwOPrWfpVxa6v421e9S2urb7NbR2xncbUkGSx/Hnv610mh2unWOjW1ppRU2UC+XFtbIAU4Iz9QaiOhWEc1zJFbRg3YPnoWIVzjGcDvwKAKmuWelT3dnc3VlFcz23zJI7YEKdWbPtWrJDaahHDc4WUAB4pFPb2PvVFtI0aHVku5Io1vXTZy5wwPGNpOCOPSpBqFsdXfRbd4kligEjQqCpVCcZGBigCTT7mXUbUm5t5IS5bMbjayKDgA/XBP0qS9utP0jTXkvJorazjXDNI2FAqpfakuiadNc3l1HFCGCRSXGQqdFG8+57+9Vdb0yLX7HS/tMFtdRrOk/8AEUyBkEcHIxnr7UAbFlqNlfwRS2dzFNHLGJIyjZ3IehHtU8jAcMpZSDnjgYrjdU1vSfDVrZ6nu02zinH2eB3RwSgOVUADjrVyTWhp+ooJ9RtQLld7o7sQmFydvy8cc8mgDTk8SaXD9o86cxLbBWkaRCoAY4HNafmx+T5u8eXt3bs8Y9a5Cz1rQ9V0OaeZobnSVlCRPskYOxbAByPm5PvWmlxe38t3BZNYvDbt9nkjJcbTtBIxt9CKANpdrOLgTExsgwM/L9abGbk3UwkWL7OAPKIJ3E981mSW+sy2xtzHpwjK7QFZxgdsfLRpkF/a2E0YmEsoYkvcOx+fPPO0fLjpQBppc77uWDy2HlgEuehJ7CsfULvU7fxLbQxRNJp9xEUdlOPJk3DDH2IyKtTvqf2WJWW0aZ3wcFymO3IGac82pmMJG1j9oTmYM7YAPTHFAFn7ZHHJFbTyx/a2UHy0PJ9wOuKy7m/1Sz1y1tP7MF1bTr/x+Bwux8ngr/u1aeDUXRZjDp5vVJUSHdwhHY4zmneRqOInZ4C6REMCx27+x6frQBiapr1zpejXd7b+G5Rdx3AhhiIH7zd/Hkfw+v0rVGoXE9hFJp1vFLdXEW8SYPk7h1BPX1rDjmg8P2epLdazGbjeon+1XDOsRf7oHy8ZB9K1rSDWobSCKGSxeOMDaxkYlh7/AC0AaV1cTxWsaiEvPINnyjKqxHU+2aZZQ3MFlFFfXKS3XZ449oHHQCsibw/dzarFqj3bfbI+UhFw3k7un3dvpmtV/wC2cJ5Ysc7fn3M/X246dKALNzdwWtk91cP5cKrlmbjAPrVa6W+eS0XTriKOJGBm81C29PRT2NZ0una3cvd/aWsJYrhBGYmZ9oUdRjHfJ5q5HHrkUaxomnBVAAG9+B+VAEtxLewaxax29pFJaTBvtEpkw6EDjA71dlnSEAvkD1xwKy5H1SUrCPIF1Gd7ffEZXtzjk+1O1Czv5rOBra8aG5jZWk2jcsgB5U8cA+uM0AQS6uLiC2ubKeEwvOyNJcZXZjg4H59eKi1zV3is4pbfS5tRgM3ky+UPmUHo6+ozjpUmpeF7bV4PKvLi6eNn3SxLOVRgQAVOB93A4FaHnJbWKSW5hWzjVQDzhUHXp6DFAEOk3V7caVb3V/p72t5IAskAbds59fSpdS1CSyjUW9q11OzDEKMAxGcEjPp1qC+0ptUvIJZLqaK3hw8Yt5Su8/7QxyPxqxcaVbzX0V+sUYvI/lWVgSQvcAZoAso8xuHVo1WIKCrbuSe4x7cVNTGDEDaQORnIzxQ4YxsEIVyDgkZwaAMXxVdXun6HJeaZYG9vopEMUKrknLAN/wCO5rSuGuWtEkiYxuAGZNm4njpUL2UUrxQytOWRxOWViqs2Tx9M9qoeIbRjBbyLqgsfKlxG7IXyx4AxkZ5oAo6x4hvreK1a0tLl5riTyxGE4VAeZGP8IHpVDQPEZ1HxPrFhcXiz3Vq6SJElucRxqOcHux3fqKtt4Z10QTo3iNZEmU+bGbLO/wCnz8fhWFonh26iurr+ztQmsrgHyZjJZfM/A+YZfowUYP8As0Ad1GGvoDPYTCAvLubzIcsCBggg9DxVuQ75NxiYmBv7v3sj+H864e9u7nQtQe0vfHEEEgQ3HkS2Qyyc8A7ueFI9abq2rXkWjGS71xrO3nnSG2kexKuzsvCgFs9eMmgDs47pplF0fOEI5RQmCwPGCPas7WZL+TRb250TyUugxyJYy/mbe2B3rGstF8UQQ2u7xROu+LBElgrhAOfmIbGal07QNYgLww+LUZZiZnVbMbju6kHdxQBettZ1mfQYpBp4XVlSMTW842IGON3zdsDP6VvBJWtA7RqLhgrOgPG4Y4z+Fcja6Dcaf9qEXimWR45F89WhDYBxgMM9eOtdFaafqCRlLrVBMdpU7IdnPXd1POaANDexm8towFKghiw5PcYqpqcck9pcwG4e2jKDEsB/eKc9qZMz2AgklS4vZFUqGjjyRnqTj8PyrPtdBvor24vf7euy1xjEc0a/u1/uigDbMc6xW6wSKQmA5k5LDH86oz6n/Z62p1FYxczF0VYQSCRluCenyrnnvUF9b6hY2M102q3EixIXKxwqWIHpzVLTtUtdW0Kz1Jr+WewuTvDywBQVzt2kdsmgDfQ3AunjjjRbZYhsJ7uSf06Uv9oW6HEsix5k8pC5ADt6L60quYHbzpv3eEVcrgZJI6+/FQanNpmn6fJfagsK21rmYu6A7COpHvQBkajr11a6qbRWjjSUkR3Dp+7Rl6q59TnijxJr1zo+kwyLYNfXDsRhHEaZAzuJP8NZV7r0Os3cNjpdkbyF2ae6JjP7sBcoR/tE8jNadpqemC1+wTSHUNRsbXz5Y50VZMN/eB4B5xQBzPxD8Q6rofhefWMxQ3DhYYIHbKksQQ2PVeeenFWvhNqOpa34YkbXL2O7ube5ZSAo+Qhjj5hwf/1VleNfHGmDw99tl8PJfW0VyiXMdwcCMnIAI5JYYPTius8EjTr3wlb3Njpy2drOVuPs0LD5WIBxx+B9aAOlubOC8kj+0QJIsR3xluqt6j8Kda2kNpbrBEpEa5wCc9frViigCGeQwQkxx72/hjBA3ewrI1nUkjudP0yWwlnXUXMZ+XKKApY7vTpWwssTytEGUyJgle4z0rP12extbRLi+v3skV8LKjBTkjpkg0AK9xfHU5rfyvKtERWS4Azz/EDntgfrSyQXc11C0F3LDHCxWRXUETAjqDXFy6jfLrP2W3/ta7huHidZGuI0Cq2VBXI+YEAsR2roBptldwmBtc1AMsPmsouV3KhPXIHTj9KAK3iVtft1uLqwvLd5Io2Is2UldpPDMBycVzvgTxrJq91fwT6g9/rAgL+QkBjiUqxG1c9+nX1roU0Owa+ls4NV1aS4SMTOUuRuAP3QTjv1Aqk/gDRdIhuNUiudXikYFpTHcgO2Tk545oA3rW3uNSupRfEPaoEPlGHaCw7e+CD+YosbiXVLmYx3bW0NnMYzDHFtDAcjJP5ccVRj0Czu7GSCHWdYkS2kwQt0N+4gHB4yPvDg1YtvCMSSpcHVdXWQjJRroMoJHIxjBoA6KKWOZN8bBl9RUlcNa+Eopry9Wa6163SFsCY3aqki9flAHQCmweE9N1Yyf2d4r1hvIcJL5V4G2n0PHFAHbum9sMQUxyuO9SVwWo+H9P02aK1Or65NeTIzRQi9CmXb1wSMZ74qjdzN4eufCN1HJqg/tC9EM0F1MXcB43wGGOxwfwoA9LoopCwVSScAck0Aef8AxisvtPghrgSMj2sySLtzknI44/rXcae/m6bayZJ3wo2T15Arz7xt4v8ADtz4b1WGHxHYzzPCUjtS6sC2706k9q73STu0axbAGbeM4Hb5RQBdooooAKayq2NwBwcjPY1R1aa5hgh+zRCR3nRSCpbCk8ngjpWhQBiazqV/pWjT3flW0kiEBQzOFPPfarEcexryrxP4K8UeKIjd6RqUUT3ci3X2dZWVF2jHDFck5I64+le0XsUs1pIkMrxSEcOgBYfTdxVaHUobuXbZzxyrE/lylBv+boVyD8pBxnNAHJ/6TH4p8F215MHvUs5zOdp+YhFB/Wui1WGOdluJ2njtxG4eWKRk2Lt5JH584NZ+tEf8LA8NKCN3lXRx/wABWl8R6fq9xcQ3Gmzwh4V/eiWZkBVvvYx93gd8j+dAHjXxN8S23heW207wrq2ppeghrp2lLh02jawY+vtiui0jyteufDsWj6vqlhY39tNPdMlw7HzFHOC2e/NWZtc0nQvElxbeItI01ria2Aguo2eRnh6HzH2kduoGK3LGy8Ga5ex6NBpWnG5t7Xz4UQl0VXP8LAAEHvigDiNNubrXdQ0HSp751gXULy3F5CixvMqLlXJx1z1I9KoWXibxJe6zpfhy51x2it9YaykvLeXbLcq3fpjAx1z3Fd7q+t+AIrt9C1HTllfTH8uKOGykdYSwBPK+uatmHwXZa14e0M2NpDqAYXllFFuQKx6sDjvjO0+lAHJrYXP2jx09/rmoXCaKjLaebtk2qy7uQy89h26Vn+BYNT1/V2stSur3S10/SopYimxWdmH384+76AcfSuh8U+I9O0zXLvR7S90Nr7U5Nl8k4cKcNgK5APJHy4yMVyuoXhbVriDULXSJEspktYbOGGWRbZF4K5VAWBz03UATP4n8U3f/AAjV7Zak9xcQpcSXdvuCiaONsFvckdhWifiBJb/CrXNa025nSd7821k1wxkkAO3OCeR1PHau91GTwt4RstO1PULSKCG3jWGzEMTErvHICe+frXK6Nc+ENI8PzazeCwmsYNSaaEtC4lhd2HVCMggdOOaAMXS/HWq6t8M9Fu5NRuE1G31iK0nkVgplUt/F6jB9ule6TRi6tJIt2BJGV3AA4yMdDwa821CLwX4gsdRu4bS2NuoS6vZwrxhioO3d8oOAO45rpdB1TwtpPhG0vtNuo4dIlKiJ2dmG48AEnJBz60AYa2Woxa5r9nF4gu7dLK0ieKRIYsj5STn5OR7VQ8Na54i1Twm+ombV3ufsUkkc8kcIt5HGcFcfNzjvXW6He2uqpeTOumTahMdl0lvMSfK5C7sjP3e2KoJbeHLC7sdLnSDTPP3pBafaciZemNvTBoA5m08V66lvp0jXd6Tc6LPcyG4hQJ5qoCGQgDv2rgY/jJ4gi8IRW9zdzHXpr0PHO9uoC2+B04wcnIr6BSx8P3E40tIrZ5bK3MXkDkxROMYx2BFYx8LeFdUu3ittO0y9NlbC0KvJvMBVsqmOdvOeevFAGRr+t6zot9Ld3t7fRaZ58TrdW8cckMMZADLKD8wOc8j1FdT4n8QWujeEbvXPtIMIgzERgq5b7uB361laxp3hwWsbeJfslvdXgj+0Wq3DiOZl/wBgcuB7jtzVu9vtBvdMhkmfSpfDsDfNM042I6/dAXGD9M0AcFpfjfVdQ+G+un+07KfxFpwOJI41bdG2Cu0cDHOOmM1PZ+P9a1bX7fSIxNa6jb6RO15ayQgYuVX5SCRyD1445re1tNBTWFu2i06S31ezFvEftRi84A7uNqn0qa7/AOEYl1v+3bq60xWNk1o0vncB2IBVsdR2yaAK2l6prGkJ4UuNT1Myrq6iK5t5lRfLkMZfchUDuMEe4rX8QXWqXvi3T9B0+7bTke2kuZbtY1d2AIARd3A9TxWfpcvhbw/b2091c6d9piYiJVnMhgBwNsanLfd54FbOupp+raYmqFrSW1t4/Ptrv7SYtr9P9YvRcdaAOeuL3xHb6tofhyfWoZJriWUy6hBAu4onRCDwr+tUNe8R+JNIsNf0+3mFxqVjLb/ZbvYgeVJH+4R0z2z+lX4tPsNYXR7W0i0j7NHK1xJFFdM0hY9XSQAEnuTWqsmhXVteWiCxuJheglEuCGkdCMF2wTuyKAOXm8cS6xc6nDd2sVtJpuky3EtnOFcwXCsoVjuGAeSRyetXLa78SaJHFNLrSXtleaRJNHHIiJJbzLHvBAUDK1ua5p3haJ7281uCztrzULb7POHudhmjOPlzx3GAak0rwp4Ttpma0XzZri0aJTLcvKwg6MF3EkDnHFAHAtL4h1WLwS1x4gdoNcX95E9pE/lOqbty5X19q2NSvNSTWbjTbJ4Unl1WG1F3JbI3lgx5LY4+Y9jW+lp4TkHhxYdStYBpUjmyjS5DA4Uqy5PXHf6Vc8nwnrFzNbwzWd1cXkq3DKlx85ZRgOmDnj1FAHLazJqnhDw/relWWoyTzw2v261uDBGCrbgGVgBtOSeOKq+HfHep6j4stNCktZrLVYbCV9RinVVjkmCjawIz9Sf8K6uax8L2D3lhqckEM+oLmYT3heWVR06nOPpVm4i8JR61a+I5rmzW9mh+zwTmfiRDngDOD+VAGJ4Q1fWm1SystZ1jddTxSSSWk9sFMmMYaJ14KDPfmtXWL3UtX8STeHdL1BNPaC1S4lnaDzS4ZiNuCQOg689aWyt/CVhJZ60L22VkDWttLJeb0j3HlFycDp0qXXJNCl1i3e4vBFd2wIkeC4CPGjDI34IO00Ac1deIteGg2ltHcrBfxasdPlmtrYOHVc8rHn9M11+nW97f+HpYrm4uBPMhRZLq3RXU44YoOD64NZ8GpeDZrKKRb+xW3sboPHJ9pXHmdmJB5J966Oz1Ww1CB57O8gniTh3jcEL9fSgDzXwxqHjEz+KIr7WvtbaKzrChtArTkxkqeMYGQOAPxqX/AIS+98RxeFIG0/UbWDVQy3U2NiuPKYlVIOQSQCDxxXc2tvo15DfajaSxSQ6goE88U2VYKCvUHjAJ6VS+0eFFtrbF7ZLDozKY/wB+AIDtKjPPoT1oA4GyvPEM1jp89vbRxW1yzreaj9j+0SqY2KoGQHn5Ry3Neg6dq0EPhF9WW4j1ArE0kktum0SsP9k9D7VzB06y1vWtOtvDt9GdLt1n+1S2F6N48znDck4JyeO9dXYDQ9HsRoVtPbJHbx+W0cky557Nk5yc0AZWmr4hgEevalqVpdWskTTG1W3CNCpUkBHzyemc4rJ/tnxJZ6KPGM2qw3GnTFJBpnkBSsTHACvnJfBHGOSMV0cdj4e0q5t18+OOS1x5dsbo7YdwxkITgDBPaoLrT/CMd6LW6u7dXEgvBaSXZCBuofZnHXnpQBws/wAX7/TbvxLa6jZOsMFzLbafeRxnZ5nRY24IyOua3bqTxzb6/o9iPEFg1rqKMfNFliRCqgnjdg9etaU+h+EreLUdH1G4s7gapdSXksE86hzIcEbRkYwKv6r/AGTa6jpUgmUT6ajGO1SaNTscAZO4jj5aAOQ1vxfrlvrmsx22rIkWkSQj7OLIv527G7fIOFrc8QeLNQtPGFpYWM1oljaW4u9UMmSwjLBQF7A8k81pPa6E0N7HdmHzdUZZLmOadVYL2PBxge1IfDWkSaXqkbRNHbanERc3M8+9jjgHLEjGORzQBDfXes6rrl9Y6JeQWC6b5ckhkiDi5ZhkKTn5VwME9eaxtavvFtjr+gac+qWCR6xLJG8S2m9YQqbtoJYbx2yQK0NQ8JaJrUca2utvbhEjgvWtZ0zdIoCqsh/TjHWtPUtK0WG+0Hzr6Gy/sx2a2gLoN+UK4+bnGM9KANLXtXi8PeHrrUp/mW2jzgcbj0A/OvN4PH3iCPwL4incw3Ou6XJgxxxHCo2CrdsgA84r0TXIrW+SOCW2ku5IiJ0gimCFiDxkZGR9eKxNV07T727kBS5tr7UrcJKkMqKVVT1bnBI6d+KAOI0D4h+Lr/wPqOparbiwmtrmFIrtrc7WDsFYbDycA54Nas/irxRa+Gbm4t5zdY1GGGDUHsmXzIpDhiI+vyk4967vULOz8QaNDBLcLHG00bqY5FbLIwYAHoc4ql4rstM8RwRaJJrn2C8Eyzx/Z5lWUMpyMA/WgDM1TVNX0fwXe3kmrpcXkzpDZu1obfZI7BRlWJzyc9OgrlfEHjjVv+EKsZGujY6xbakthqEsdushVu5RTnOeCK7a48C2t3rWl3tzdX0/9nkSDzrlnWZ8EDch4GOuR60/XfCWn3d5FdR6eXle6W5mcTlQroOG28hj26UAZHwy17WNZm1q31WZrpbC4EMN1NB5MrAjJDJ2rn5NT8RaxF4q1+216K0/sm5dLey8lCCIucuxG7B5/OvQdI8Px6Vqep6pA5e81SRZZUkbhABjC4H8xWFf/DDS9U8Wz6lOJobKQK09nDJthun5+Z1HU/8A1qAOB1D4hale63p95qejI2jvpq3VyjosnlKx2eaAV3DDZwM8gg12Hgm4uvHnwvX7Xcj7XJPIiXXkI+0q52uFIAHT610UngHR31HUr1EZHv7AWDoDlUQDGVB6dvyq14O8M2nhLQ/7KshN5CTOy+aQTyc8Y7UAeb6VF4ruLHxKJ/GMiw6NLJaxq1sqq5ABDEjkfTmrGkeMdT1nxP4URY7q2iltZlmllhRRcMq9V74yPQV0dt4Ru4dH8RJcW6yy6zctNJELghVBHbA46f8A161YvDllcrpGoxWpS506IxW+52XCkYYEH+vNAHn/AIE1jxLrOvQNc6rqclu93KJlTS0FuVRiAGl45IHbNdr47vdRsW0tdNvvsAup3jnnW1MzIBGW3AD0246HrWPD8Ml0HU7O+07XdXCrdea9uLgLCdzFiWXBGO2K9CnsYbi6t7iTd5luWMeGIGSMHI6Hj1oA8w/4TLxG3g7Q78XI866vZbZ5IrMzPMi7trCMEEH5envVzUvFWpeFH0vUtevVvdGvN0cpawMD27YyCQSevTHFdTc6BpwnhiNnJHbrcNdLNHM4ZZ3JzgLyByfYVfvPD+n6jpEml30cl1ayH5lmkZiec9Sc0Aeean4n1zUofDk8NwttZa08ytD9kM7LHjKkoME8DnB707XdRvdHPhbSYrizjivXmZpW0n7hUZXbDnKnNehXuhWF8LMyI6GyJNuYZGQp8u3jafTiov7C02e+068kimmuLLe1vLLIxKbhhs5PPHrQBxI8R+KtV0LQdSs122sjzLfT28IkIVThH8s8jlckDOAaivdZutb/ALEsItSs5be6tZJ5bmLTGuEkdWwSEPKg85zXWTeDtNt9OvEtZLq0aSSW48y1cq6l8bgAOo46VJF4L0i3tLOKxWezNrCYYZIJmVlUncQeecn1oAjlSSw8K3NzHc2xvIIGdJTD9mQNt43Lnj8a8eh8ba/p1hqd3e6iY9Vl00PCLyzSN5CDkmN1BDr6A17Y+nR3kd1pM9uLjT5I9souWZmck88ntj9axLL4ceFyt1C9nNcJtNuDcvIzRpx8qMx4X6UAee6k+r64muH7VFYwWOm29/PZizikE0rIWJJIGOR19zUOn+MPEGp+ILW20Z7qxsPsMF1NBplksoDvjd8rEEL247DpXe+LPA2nXcV9PY6cZbs2qK6G8khWVV4VSfukYB61l+FNEi1U2Wq3egLY3wka0ZrG7lSONIcBBgNhlOD7cD1oA7e/v7vRPBE168zXV3b2u7zJY9hdsdSvb6VzkeqeINA1nSIdT1RdUttaLKAluImtiE3ZBBOR9a7eWztbqxfTrhfOhZNsiSMWLKfUnmsfTvD2iQahFcRTPcyxIY7cSztL5K9GC5Jx70Acn4Pu9c8RXltrcutTx2xu5IPsi6epDLGT96TqMjv0rS+I1lrFzNo66bqn2aG5vEtpkkgjlVQ2cOAw65wOtdbpekWehad9j02Dy4QzOELk/MxyeTnvSavb2ksMFxdwyy/ZpVmjWLcTvB4OB1/GgDyU694i8OeL9e0N2l1mS30xZoJ4rVFaFwvDbcgADPQfl1qSDxfq95pOjXdrcEXl5os7SO6ogM0f8RBHTOfau+TS7WW/1XXzYSW811bGBp0ZjMyqSvCdBwARjmsXQIfDGshYJNKuoW06GSxKTCTy0j6kNnjJGDzQBk/DfVdcOvx2mu38rXVxZiVoLizCuxHdJU+Vk+ppfHWqa6fH8WkWurXlrp72Yn8u2037Ud4brjH0+ldd4c8J+HNHuYb7RrV8vCVjkeWRwiE9FDEgAn0xRNp+kN44TUpJ7i31WOHYN0hKPHkdskAHp2oA4rRpfFHiDxFqujf8JFcaabG1icSfZI1kumfJEjqRlcDCke1VpfFer3cPh5J9c1C3lkguEuksLLzHnMbFfMAwQBwOfeu08YaNol7cLeSSrDqTQsFaKZ0eVBwAdh3MAWBwKvaboPh7TF0y5RIY5rG2EMLlyoVXPPB/vN6jrQB434g+I/iWLwDomqW+qyK899PBI3lLueNCNu4Y4bHXFanwv8a3Wt/E/UraK7H9kywmSKLy1TJUDnpnPWvSx4I8MXVjHBb26FInmmiZJS2x5QQzDnB6/SuetPg3odnaC3ttSuo2NtJamRCoZt5yWPHJoA9EurO3vkRbiMOFYOvPQg5HIrhPiShk1nwjHK2yBtXjCuj7WDbX/TpXcaZYrpelWtgkjyJbxLGHf7zADGTXLeOIre41bwiZFkfGrKyGPG3IR+vHSgDskBXOW3c8ewpq7QHT5iAecgnrz+NPDBmYDOVODxTqAPK/HXgnTL7w7Jq1rDG/kSNPgRCIhenZcnbyccZ7mvSdMCLpVmI3LxiBArEYyNowcVzfjjUzoPh28l8qzFq6/N58rIXYnlRjnJ7V0elsr6TZsqbFaBCFBzgbRxQBcooooAKKz9UeZI7fyfOy1wgfygCdvfOe3rWhQBlXyPZB57RFmup5VxHPcFVJ6Hb1xx2HWs2SO18NyIlqJ3S6lOId2YoX5YuxP3RWtfWySXcFxJdmJIckxlgFOeh+o7VzniKTS9NtxcSarbQ6S8rNqEMjB/NUqRhe4JOKAGX19Be/ErQFh3loorpGb+H7q9K3Na0wahLbXMdw6NZuWeIMdkqsMMrgdeCSPesKY2dx4m8Iyaa4+yyWlwYZFHVfLXaffitTWfDUeqyW0cuo3lqFcyf6NJsMrfL94/h09zQB53qWiTa78ShaaWs+k6VNYOjXQtwyz7jllTcPl/H0NJaLF8O/HkVqllql7YWumLBG9taeYxYtk7jwPyrR1OfxPZ+JHsY9Ra8he3aa38xkt2t8Erkk/ePpVzwB4082z1BdYvrkw22xluL4KrYY4xx156GgDkItUlsPGWt3V3YeKbWK+lSaP7HESHbb0YfTH61i3vhrxb4o1HU/HkcElvNY3Kva206OspSPnao9Dmvd08QaMo+2yapE6PK0MZ5GCBkrj1GM02TxfoKvC/8AbVqI2hM+Ac7o84DZ7DINAHiPiHS7kanPqcOgX9prdxLBcRw28Hn275wW3sRwxJOfTFa9hPLo/jDX5L+18TQme/8ANT+z4SYpBgdf89K9LnuYJPEy2dtr9ukUiFZLBhuJk3byVPYkNyPpWzqet2OkPbx3c8cZmJADNg4AyTjuBQByfxMsrvVtB0hLGOcSHUIH3JHuaIZ+8R7e9eXeLPCl5pVh4js57e/1G7kv7aeK+RSGlLE5XA4OBXuTeIdMtBf3tzcQxW0XllpxJkMGHHHaoJvGXhV4YLmXV7Up5pWJiT99RyMY6gGgDy7XNVvtc8P23hTRYNeVtRukjubnU7YgLERyu4dBkD9aqR6dqnhTRdU0C50y6msrLV7a6tEhBYSRkkkI3cjGcV7tbXlpqVgt3bzRz2sikrIpypHesf8A4S7w1fWVxJDrVsY7ZVeSRG/1YJwD+J4oA5rwUJtY8ea54lTTJ7Cwmt4rZEuY/Lkdl5LFfTnrXn3xB8LeKPFXifW9dtfNitdEYR2keG3yEYJ8sD3r1TU/EEmo2rX2i6jZyWlq8ZVxIQWfOGVx1xg5qx4Y1+28S3us3NneMUtpRbMgOUyozvX0zz+VAHEaF4hudC8X3l/qei6vJ9vsLRQ0NsZMOq/NuPrmp/B2pLo3jrxJaXGi6so1PUw0MwgLRYH8RbsM8/Suk1vxF4X1GFHHiGGH+z5dxIJILDOVx3IxSweL9KmujpFjqqrI1it5HcOm6MxkHP04AoAp/EHR9U1LxV4Ul0uVInhuJN0jQeYEBXq3bHGMe9cL43+H+pSWOi+DdFPnyyTTXlzcOpSPe3JHAwB6CvTdS1HS9MGnLba9b2Kw7bmUSMW8y3PHGfU45qzL4n8OQ6vAZNbt45ZFG2I5G7eBtJ+vagDyqLw34jk03wlpU0LWuo6RqT2gvIYy6xx7ch+RgjJ61atNGurX4W+LdKvLC8uL6G/Z1lER3XTFgVce2RzjtXqXiDxRYeHZ9NTUSw+23IhiZM4XI6t7Vn6V480nVb+50ue4exvobs2wil4aU9tpH1FAHC+O4HfxJomptomo2rizaRb7TELyq5QAKy4xwSRzXWaRaa9rPwiltL63gg1G5tHSNAu0YI+XcOzY6+9bkd3oPiKae0TUxdlm5hWUjG35SB079apOdN8Ppd6bqniWQfbJPNhWZsPCGboCO271oA4+1vZtfXw34fsNN1CyvtMlimuZ5rcxxhFHOG757Ctn4faNexahrN39ruYLP+1JyLOWBMPnHzbiM9fQ1sW+raTp2jz2Z1SdV0ySOG4uJPvOWHHPfOeta1q8dpqEUD6urq0W2O3cjcx67iepOKAMf4j6ZLqnhuKCG0S5BvbfzVKbm8vzF3Y/z0zUOtaVdXnjmBbe4uLaI6TMivAAuG3pxuxxn+ldJeavY2Vve3PmrI9tC0kkaNlsKCaoJq8N5a22rQ6pHDp8UJnuFb5m+YZAJ7AZ/SgDw3TtEvdMPhm2uNMuZrmK7vw4kBCumG4zjqecH3FbngCa/TxlpdtpmnaiLGKJkuYtSh4sR1xFJ1Oa9D0/V/DFpo9rfXmsWk7G5eRbjzCczNksFHXv0rZ8Ma1beJNL/te1ieOOZ2QB+pCnGfxoA8+8XX7+GPii2uX2j3F5ZT6cIIri3gMpgcHqR75xWDGBo2s6R41vvD0kGkKkkP2OCIu8UpJIlKEfLk/lxXfnxHp/jDxDdaNp+o3dldaTLuZ48bZuMHg9QCea0xr2g3FlcR/2pFOLKMm7ErfeVcjLH0zzkUAeQX3hVvEGnvOsOoWem6xr0bW0Pl7WhypDSsuPlyc47Vf8A6drdjrXjSw1oz3Etrp7QxXEqEmVRvwQx+97V1etazK1pY+JbTUZ57O2nxdWlnOu1xg4688HHHvWpb+NdGvrmJtQQ2DSRq2JXBDrn5eR7/8A16AOHuNOlX4UeDIba2S3upL2AndFnnJ+Zl71Z1KTWrCXxZpaJ52r3cdvBBcR25jjcOSDgKMDGetdAnie11LxZewi4lL6ZbmQWR2eUGzw6t6gd663TNZspNAjvvtMTjbks0g6k8AmgDyHStM13w1oOt+E7nS0LRpDqcS2zs6MqyIHTJGSTtJx7mvTNKvfDviDW5/sNgkzpaqs115JVcEnCcgZIxn2rbe5sLi0+0tcwrHIArsHB6fw5+tT+dYp5TLLCobJTDABuKAOW+HGlw6V4OKWlmsUpmn4YbSxDtjJ6+lec+NtLupdR8T3a3dwlxLPbxiwt4dxuOASA2Mge4r2/UNQtdJsJLy5cJCmOg5JJwAB3JJqlp+sQXt1MlxYy2c8YDj7QgG5D0YH+lAHlX9gif4oT62NVTTZrSCAJb3EDSK6tHg898ZxXS2Wg6hc/EnXtRtLqBINtqjLPbbw6bScIe3/ANeuz1B9JvrN0uLiIRyHZ5isAwPoD2PFTadBb2duoiu5ZkcAK00u4nA7H6UAeaCXTbXRfGlrfafM2oTXtx5aGEs8wc7Y2Tjp06ehpup+FdXuZNSSGe1hjGiRJcF4TJI7Kp+UE9Dgdq9WkELx+duQADIl4OB9aoaprljpelNqL5mjZgirEu5pGJwAPWgDziySRPEtuyuNPRdCgWOW7i81HIbkYPQjv3rtfFapffD6/WLfOJLUhTbryxx1A+vatJxYabbNe3rsqyFcm4O7aT0Uen0pbDVba+ubtLeUBLSU20kRUD95gHj8DQB51ZLqeqajqPhqQ2l662tvcJqVtD5GGWQHaxxgkY3Y/DvTPEn28aX4zsHUHUXlE1r58RcyQlFAEZHfKsK9H07WdOurL7UmLaMyvFiUBCWVip/UVPqd3Z6dZSaleOEht1Ls2OvoPf296APKNd0/xPqfiDSdR0e5ltp9N0VLjygpxLISR5ZHvjnNZvh2TV7m98NX+pWzi6ddQklHltwSp4bNet6P4hTU5Csum3liSpeNrmPaHUHrnt6496uo9tNFJ/pcTlZDhhgbPQf560AeD6Ba6/p1t4OtbhmfSNU1H7W6rCyvbOH+7nsvGa6Lxf8AaYPBssFrE1zqqasWvEaEmSWPzC2QRyF2hOnavWLjUNPs5LaKeeGN5pRDCp/ik/uj3p0tzZQTu01xAr8LtJG4f15yKACz1C2unlt4pMzW+1ZUwRsJGQOetXKjRoj8yFDu7jHOKRbmFrhrdZUMyqGZM8gHoaAH4XO7jPrSnGOTXMa/ZTPd28LTBNJncJPEMh2kZuGD9sVSg1PTLPX7zSJZ5reGwjikle7mykgOdu3POc8k+1AHRwzXEcN8kymBYXKwzSPv3gqDuP0JIx7VofMY+CN2ODjvWLaaxpw06S/k1eK4spJCEdsYXJ+76nk/yqxNrGl2jpLPqlvGkw+QPKoB+lAFxEucfPOp+UDIXv3NDlhDKbch5ecBm43f0qoPsum27zpdRQWjncGYgruY5zk+tQHWdBa8hc6hbeewKRnzOuTz7daANIlobQeaGmcAbtqjLH1xVisQ32ni5OnNfxSXjOMRhuRg5AOKuXGorb2ss4InMCsZI4fmY47AUAWJpGhHmBXkXgbEAJznrUdpcyXkENwkTRRuuSky4ce2O1VUktrmzmiivHikuVbG5wWiLDsOxGc4rH8JCe50VYf7cOpPa3jxy3QJVn2nlT7jp6UAdbRUTXEO5kMqggbjz0HrVDTL621bT2lsLqRoo5mj85uSxVvm5PUds0AXbZbhFcXEqSMZGKlV24XPA+oHem3Nx9neAcbXfacgnt7f1quuq2O6FklBFzI6Kw6FkyD/AOgmrE19awGLzbiNPNOI8t94+1AE+xd+/A3Yxn2p1RzOiwO7NtQKSWB6DHWsXwz4o0vxJpEl9p80htoJWgaSYYJK9Tz/ADoApeN9eutF8Pahd21jcTtaLG7LFgb1YkHqDwAOat+D7yC48F6dfxosMEsHnBAchAecZ746fhXN+O9L1XWPCGsR6Hq6SG4KGOMvjYozvUH/AGverXw0il0z4d6dbaq8aSIjRspkDDG5sHI7EfyoA6+e6iETBG3O8ZZNoPPpyKxbK0vLE3d7HCrusI8q3ErBnOM/MCcZ9wKkj1TTv7cls4r+LbFF5JgEnCv1xj1xWRN4j0m+s11sapaW0WnyvBI7yME8zoAfUUAdQsgntbe7uYng3RZkR3x5ZI5BA6ntVzykIcdn+9z7YrnIPEekT6ck82tWktrcxFjIkncYB2e1a39qadHdxxm9tw80YZBv+ZlBxn6c0ATyWlu0/wBqYkOqFN4cgAf570lvBCkMrwpE3nEuxTpIT3J78UqtaQlbMNGpYHEeevr/ADqtqOqW+kLb26wvLPOSsFvCvLYxn6AZ60AXkCwRcnao5wT09qztRs7IXEd7IUjlJEZLNhZB2VvXHapU1e2Mcxuj9k8ptri4wo56EE8EVXv9d0LTpoYb2+tY5Lk7olc5347j/GgBNN0y2gjDXlvai7EjSEjBIJI5z/3z+lW3061lvBLtO9Vwy/wsCc8jp15quNW0mJLx31CB1gAlnYsD5asOD9OKi1jxBDo89i8ysbW6YoZ8gJFgbsnucjOMelAD9Ims7i3aKwtTAsTk8phdwYg49ec0mj6Q2jS6jLNdNOLq6a4QEH92D/CB/hUljrOlzOIYdRgnd0addhA+TPJ49K0YJ4rmBJoZFkjcZVlPBFAClWUMU+Zic4Y8VzHilFt9Z8M3fSNNREbAerRuq8fVq6uuX8WIt22glbiNEXVoiS38RXdwPfIxQB1FFFFAHEfELw7p134Y1C9mhuHlhQzBY52XJHsP8K6nRXWXQ9PdCGU20ZBB/wBkVjeMvE8fh3QvtBtZ53uG8qNEjLYJ7tjoK2NFhjg0WzSKMxp5SkKeoyMn9TQBfooooAQ5xx1po3NH83ysRzjsaivLuOztzPJ90Mo5YDqQOp470SyKTERcBBvHHB3e1AHLeIPDkGpPJBfSPcxXhihIeULhQ2TtAwc1zGo/BnQrnRrq2gswl6G8yArdOSRngMW4x+Feh6jHpVtcJqV/9ljNspcyzAfIP72TwOe9M/tzTHvQF1mzAAw0JkXJJwQevuPzoA5yKxfTvEngyzdRGbezuIjGDuAKooyDWhqtx9l8WQzI1zIRbMTbiNmRmyNrZAOMZI49aXUknm8ceH5yimJEusOhyNpRcE/XmtKDUVufKlsbqO4tjLIJWMgLKw/gUAc8575GKAOB8Y6Lp2p+K01/W44pNItNO8uQh2O2beSBheTxmsO60y28dT3r6ZexQwyzWwtbfa6PiIZwcD5QezV2zea3xgESmQWP9kEyxlsRlmfg7emeDXKy+KZvDHxL8SwHYLBrRRbrI2EEwXKovbJ9KAHT+BdbGnwwRXAmlkvJrp44roCRVZNgPmHr6HHrVa48Datpfh/SdOkt7X7R5f2IXcM+DzIXw4P34yCcjrxWL4cj8Q694bto7ia4luU1mZ7uxju/s8rIEGQhz0Un7o/SvXfBU2ntpc2m293dXD2M5R477maEnkKxPXrwaAOJ0z4am01/7aPMuhFeSXi3rXDbQwbBQx4zu4xkcECt74h+G77XIrTUdPB86GF402SeVIGfAByR931FS+IdWvbfxbf2K6kLe0TQ5LhYNo+aTLDdu6rj5frmsbWfEXiC20qfR72IPILO1uRe277GG6RVYMM+oPI6+lABqfhu/g8NCbWxBDNBc2kpNrGXSVkGDkDkD3xUXh/Qr3XvEsOvm2hgtbbVbl3iY9VaJUBX2yK3D4t1e08VtaXiW8Onm7jtoSynDqy8t5mcBs/wdah8WwnWPH+leHpr6ewsJ7aWeX7NP5L3DjAC5HJx1oA6LSdKuNN8ITafE628wNx5buNyrudypOOowQa8w0X4W6rb6vMXCLA1vHHIguQzF0dWViOm04OB+ddRpt/f6B4gtvB2kahFqat5s8lzdy75LSMYwjDOXOT1yD7VHN4+8QNpRvI9Ps40hsZbmZ/MLZeKQoVUcHBx17ZoAnv/AAvfnxfc6vZmMeRLBMloXCLNtQg57dTwTWj4GtjEfEbultFPPfu0sMLA+U20fKSOM1zMGt6vJ4k1zWpbtLa0/sy2eGPBkCu+Cq447nk471b13xDqehW08LxWv2lYYZ7praH5pWZsNlgCFwOhYHNAFHXvhvc6h4a0lLixjkawkuGnt0nWMyB2Yhg/TgEZzSaH4U1jRJbfTFitpILrQzYyS+aBslYyspGeWHOOK6STWPEkszy2klpHYJMbQLOcTN8vMvOASDjCgcjvR8Ob/Wda+H9tqeri2vL0eY9rIR8xxkAtxwc5HHagDkZvC3iPVdXsvtdjb2zLpkVqgWdXEnlTIzH2GK3PEnhm91L+3LUpbebPcW91bM8ig+XHjcPYDBqnH8S72fXTbSWVnHcJYLsVgSwvWIBhz2PPTrxT5L2+W8iWQ3AL3d+JInm3AgRZ59s9B2oA6LxIy61BaTaS9veS6PeRTXEJYDIAzjJ745rHOi312kt2sS+ZLrUWop0V/ICoC2Dzxg03R727g+Ba3tvA73r2bncGwxOThi3XgdzzxVPUviHc+ErSxj1bTkvGvNLjlgeNSzK3ygpIecqc5z+lAEnhvwKll43tLtwyGwaZywug4leTnIQfdHJJz7VT+MGg6vezCW0uY4rCSEBgMB5HVt2wnqRzkY6HNdx4U11NcvtSgksQk2myrCtx5BjDqUDcZ5GM4x9PWuc0HXLqW9Gm2NpBITcXjPdz3JmMWx8EoCMkHjjIxQBb0Czu3hv5VtLVLa6W2mhW4xI7AKFbeD0PHBqz4z8MaprDWk9pPbRvbXiTouAmEXqN3XJ/KtiDxHbr4J/4SEQbY1tjL5YAHI7fnXH+NfF08/h66tIYY7bUktbe6LGTBjSQ4Yo2PvDOPxoA3INMuovDd/on2eKW68i4CXG9SZd5Ygeo++Bz6VDq/hS+uPDcdtbgRTRWMCkREAvJGwYr+OMZpsOsz6b4p1c+SHtreK0tkHmMXkmc8EqBjnPJ68Vt6rr09uJ7SFY4rzdIIjI+FKrHv3Z9OQD6ZoA8t0/wZqHhfxLa69cRRzXl1dyBdOuJ1IIZR8wIG0NkH8MV2eh3x0Xw7NoMdxaxa9Iss1vbq4Kjex289KXQtY1zUvHML3H2ZLN9KSWeAOr+VIXYZRxncMg+nau7e1t5GV3hjLKcglRkGgDySy+G9xY3uj3y6mZtRik3XUYKggScOSwPzDPbFaUGj6/Hos2mTafYWv2LTvLjmZlY3BVgfmI6IQvINelCCESGQRIJGABcKMkDpzVG50aG60u5015Z1t7hWDskhEmWPJDdqAPO9d8O6l4ot7XU4dPisQl3FPCttMnmTJ5Z3HP3Sc4xnsKzdC8O6z4ZutO00aNFfXj2l07NPKp8rc52/MeCemRXr1pZxWFjb20W9ktowiZPJAGB9aydX8PR+I2tZLi5v7U27GRVhl2Ek4wG29QCOh96AOLPg/W9O0i7sbeztZ7mfSlhE52iMSK2SrZ578GtLSfCuoyXT3N6ltNazpZqEGOPKbLbgOD7Yru2thLAsUsjtgfMQdu764qcAKMDgCgDlodAW21NriPTIY4VvXlCIc+YHjAL46A7u3tWfrHha+ur97qONdradNarbRECMO7E5ycEdjn2ruqaw3IRkgkdR1FAGDqugHUNBsrQyM01m8UyFjy7J2P15qpqa6p4iga1gtPsluu1pftAG6QhslBg8DHetjUtPmuo4ha3zWsyyB9xG4MO4xkdR+VaKqFUAfn60AcZrR8kJOukOz3WoWyRxEKN21uWI7cZqp4thv7fTP7St0SK7hvle1gkPARlETEhe2GLe1d66B1KnPPccEVHOIXURSlQZAUXdjJyOQM+1AGHqmg58GrpNgHJgjj8pBJgvsIO0k9jjB+tV2sL/VIpZDZi0TfD5UEuOitlmwOFPUfhXQQLDcRRyBJAEdiokDKQckdD29KkZJzdo6zIIApDxlMknsQc8flQBS8QWr3ekvGkPnOHVgmM9GFc7a+G7mO71Saa2UNNrUd3CytyUAUEn6YPFdrkVGrRTnKsH8tsHB6H0oA88Twdcaf4eVfJmnu4ft3lqhyHaZjtyD04wc9q6LUNG1DWfA8enXLQQ6j5cTNt5jEiMrY+mVxW5LeIkiJGjzMZBG4jwfLyM5b0GP51Mk0UkjRpIrOv3lB5H+cGgDmb7+3dX077LHZJaOsX77zuQ7jGFQg9DjrVa70i61C2lkg0mK3mlaBZllbBIRuSO3A6HvXT3F1aBGMlzGhRvL3bvuseAPrVSx0ZLaJ0meR2OF3mZiXA6ZBOB1oAwL/RJkvFnhs5bhP7ajvMI4yF2gFhnsCOlcn4m+HF3P4l0/xHaHUPtUl9Ib3yJAWVMny3UHjgBePevWXgMZjMBjiRPvAR9VH8I9Kyl1HVbjTjcwadJ56zugiZlQPHk7WBJ6EbfzNAHH+CNO8UaBN9k1aOK7toldIAku6aNWcsGkHfOR06YrqZY7rTtVuL6LT0kmmt40X94FUuD93c3t/KrljdLea1cy20sc0AjWOUo4PlSqTlSOvIIq8Y47t2cSBjGSqkfwnvkdCaAMbxYLubQYpLNVa4iuYpTHvUZ2sCVBPGa8m13wb4lv8AxbB4xvLRX8zUIkg0qeVW/d7uA3OB9OeTXs02iLc2ogurh7hRKXzIBnB6jjA+h6ipbfRbK2EIiVz5JBQu5cg9zznk0Aea2XhrXrPxXP4wnsHktZppNujb03RKyKu/k7ckqOPQ1Wg+GtzNbva6ppqXEf2C6kibeCI5pH3Kq89R0z0r1LUdJ/tGCeB5sRTYJVkDAYH+IB/Cq/h7Qp9G0E6Zdai982X/AHrptIViTtxk8DOOtAHHXWh383wOh0MRK+o/ZI4hEXBJYMOM/QVkat4O16LVLxLWw8+11OC3RWiKAW7IBktnkc8/LXUTeAbdtbjZJ7uGxXYFt1YNGQo7d15PvXZR2UUQUIW+Ug8nPOMd+n4UAed+GYdWs9UbQbrTLSW6W4lubq/SRf3aSZ2so+8CeRg1di8Jzw+FZNLAupLi2sbq385nA+0s/KnPU5IB9ulXn0KSLxHNeWd5Kiv/AMfz3K7cjGVKOAAcEAYz0z+PVsIjbhT80RAAxk5HagDgdDkeLU59IHhicXKpbi4viwMbMEUhjznjHaur0DS7bRzfWtrbSQxPcNNyPlYtySp+tM8ReJdH8LWEUupy+XHO4iijjUszk8YVRye3SpUmee0sLieGaPzJA+zLZTjgEKOn1oAyE0KaRILKWKSLybxrhpg+5ZkznDfXONp9Ku+DdGu9C8OjTrySOQxzylNnQIzkqPyNbHlNeWjxXkW3dlWVXPI7EEc07EVnCuGWOFOG3d+w59elAGHY2MkcEMJ00BoLm4KM4ACBixVgO4IYCuWTwtrsegKt5JcPfS2ZtQIdh8hixzg9lII56gCvSElWRnVQ3yNtOVI59s9aex2qTgnAzxQBjXFhdDwv/ZllOpuVgWDzJDuxxgk+vGa47TfDt34fmvdAi1G3vo7xPtPluiwmNxgYCg8hgPzrqbbxBp0Gr3VpLZyWtwWDbvIYeaCODkDk+3WluYdIg1f7fdo9zcSFY4nkiDrGDz8hxwOOTmgDn9WstVu7qy1y20mCBLKZ3eylmWMyrsZdz/w4Gcjmqvh7wwy6bquoQpFnWbdozbWs/nQwSHdyp6AfN2GBimfETxyvhvwz9v0i1sp4Jt0CO4BV2YcFcfeABYkV0Hw71Sz1fwRYTWwG0x7ZWW3EIMnRvlHAOfSgDmNH0q5tJdZ0LTdJMsYv4gb+WQHGFRmZiTuJPtTtZ8LX+r6FdaVLpEdva/2kZnVXQtcq3Qoc4U59a9Alguf7Qt7aK3jGneWTLJu+Yt0C469O9NGkRSW/kCQiIS7mGDkgdBknt696APM/BfgzXdOmitb3T4UtNPguoYmMquxMgBUHHpWx4Q8J6xoeiJFd2FndXB05YQJnB2OHY7CeflIbPHpXooiAcsC3PUZ4PvTIEjtSltGsgXDMCcsBzzyfr0oA4aHw1rzyzR387TTnVo71bmFgoWLbjYuecDGCO4NdbqcFwLm1v7WITSW4ZWiJwWVsZx78Voeanm+VvHmbd23POPWpKAOT1fw5N4nuA2rEf2ZGCUsduSxxwzH19BXESaQdJ8d2y2lk95LLZ3LfYQRm2iYAKOTjqM4969hLgOFOcn2rntYK2Mr6hb2tsL1ZY08yVgu6MkBuhycDOM96APPrfwZqdjq/hvRre7gx9jC6wi/N+7WQyIOexJK5+td94t0q8vV0m50+3iuJbC8WY28hCq6bWU9eMjORWzYywzl3jt2jZcLudfmI7c9fXg1U1/UrTT4ITdQvMrTINsbgFMnAY8j5QetAHmmo6RrFppunWiTQ2upanfXHmW9um8LDK2TgrwNoH05r121gS0tIbdMbYkCDAx0FUbAxf2lcRQ2rJHEi7Jjkq4bn5T0PWrkNyJppowhAjO3fkEE/gf50AWK5jxbJ9nfQSscbKdViUqy/3twyPcE5rfuXaJVl8wJGjZkyB936k8etcn8Rbz7DYaJchQ+3WLbjOM5bH9aAO0ooByKKAMHxZLBa6G95clBDbMJG3/d46E844PrV7RWlfRbN55VlkaMEup4bPcVJqFlDfWNxb3DnyZVw2QpCj6EEfnTtOWFdPgW3n8+FUCpJkHcB9OKALVFFFAGH4pXzNGEbECJ7mFJcnAKGRQR+NMuvCWlzNE9vbx2rpMkxaKMc7eg56de1P8WwLc+H5YnUspmhOBnPEqntWrKZ1SPyFVuRu3noPb3oAg1TTU1PT57ViqiZNjMY1fj6HiqMGi24mtLeZJJhZxLh5Ik2SEcAnjO4Y7YrWhlaYB9hVCOAww2fcVyl14pLeM7Xwq9sJ/tEMj3BjDAwAfdYn+6en1oAl12a2h8c+FopVUM/2kRNkgghB8oA45H8q09X0W01eKK1vLdvs4lLYjwBnGQxPUc+lVtc0tBqel6yTGItLWYt5mSFVkxu9cjA/AmsfWfHsGioq6jNYoZAcRguzEY64A6Y70AO8Q+D/Cl2pub3TUnuIoxE0kc5iPGNqsQRgnPFaaeBvDzESvpoMjGJzukZiGj+7znt+tc5Ya/YaxHf3cmmWT+RKC+YnyWJAUkEden5V0sGq3ZuFt7WSGeSQGTEocFfYcYwO2aAI7zwXobWM0UensTJdG6zHKyusrcFw24EfgRUFp4SsNK8QWd/YRz7baCaPashYNIxBJcscsT2JNapn17zVX7PY4IJxvbP50om1twwFtYnBwfnbrQBRk0211K/+16jp8A1LyntkUXGPNgbG4cdQM9x1HanfYNGnkLTaaVX7KkO6UjyyitlU6nndUUthcwyW7f2TpwkRj5RjJyuTz+HrTJdJ1PzIPs+n6SqR/KyyFm+T+6vYc80AWp/COj3WtJfz2cbScSmMyNjzB0bZnbn3xms/XLfw94hjivL4rKtjM8ZuE8yMwsCN2GGMYA65q62ratFaC8lhsVhUlXb5xjnH5VXv555tNktLmxsGtrhthhywEpbnGO4OefxoAZL4c8PXFnZWNpBGYhM025ZXWU9QzBwQxOTzk8jPWqo0Cxa+mjaw0yPQZ7M20MyXDK/lkZYY6cnnOe1T2y+JIooLPTrPR7Y2qAGJzIfLQjCLwef4ufanXFx4tgtW8220eQpkbI4pD+IG7p1oAyB4c8PanqcqiNRcQxx2NtM75EqqobIGQGI4Hes+98LCTV9R1LXreyuJMoWj3yEPEowGIyqbs/lV3V1vLrShHqcGlyQSSg/ullUxS5GCCD8v59abHq1/ZMLDTTpha3Ur9juBLJIp6jjPXrz0oAoahrekyDVb3S7CK51TSBCqCV5Ps4BG3cQSASBnkDPTrVrwprcWieEbm8t4I4pPLeVNNhMsiCQD/dzHkq3y9BW5LZeINQ03dLpuiC5mCCbKSdiCoODng+9Zlo3ie81GR7Q6NbywXL+fHGJFWU7cFnXPI44PsaALHhm0s9cs7XUb/w1Na3Fy/8AarDP7tZ+VByTncRg4IxWHfXFzFrMMtlZCG3uLibyxON0iTsvzBvmP3sd+2OldcJfF00TIy6DLFsyURZDkY4/irmf7W1bRdEvtWmstCsbOSY+aWgkDO/3c7d3WgDb8LQTat4JudLvNL+xwgNbixZirqvclsnqSewq5pvg7TbWC8gl0rKND5Ac3DMXQAcKCfkGQOh6jNYGg6xr11aPf2cejxxKgUSS2syEoDwRzyM1tXF/40tSDONCVS6qCFlPU4BPzcDNAGdoviDTdDuodOtdJurKKWRnv5LuXe8UmFChiWJJbKgc9KHTwzo96y2GmGe+jtpJmt4rg/aEEzDcNvbO4Hrx2qt4l0/V7q3hfV5/DsCPOs6NulUyyKBt6NlsADipEtfETy3eqWl74eT7YixPPAH3bu2G3ZzjAxQB3Gm6ba2ehwafBb+VarFsELMW2gjoSevWqEHhmwuNOktdQt45ZZE8qUh2Y7N2VUEnIHA4zUtrNrxtIN8Nm77Bvbcy5Pfg81c+1SSuVtViZ45Ak+8kY47etAEV/otpcW95ttY2mnVSdxIDMnKEkc8HvVS90K0vNDntJVmeQxSH55md1LKQeS2cH0ziplXWop5WSK3ZXbOHmc4HsO34VJe3N/a2F/c+XbKYoC8ZJJBIGTu9qAPMtR8BXVy+jW1jfWapDDHbXkG94ma3yGVcBmGeGP516PqVhLcWkmnWty0aG18sRgfMvYMHOeR6VUgh8TF4pQNFUSqGlYRSZzjjHzc1X1HV9d04yNPNpkMMajdNJC4XcT0B380AVtO1LxLY3p03VJLIQW1v/wAfr/N5pBABIBGDjqPU10/22RHRJPK8+bBjg3YOP4uec+tcjaarq1/JbzQXOkz28jsN8cUm5m6fMpYfrWhZXfiDUI0lt59JkaLchZ43B8wdQMN060AdJdM80M9vbTLHdGIlGIztJyAcfWsz+1I9MDtqN7bExoitgfvCd23cfbcemKZNJ4gtyJJLjSgnO790+4gAngbuTx0+tRy22tXPkzhtHkl25UvC/TI6fNQA7VNR8pr52v40jtVRgqqzNHx94gckZ7c1Xtr3U7iLT7251K1hsox5krLG2Zx0HU/KPw69qluLPXmWeUPpC3bKUR/KdSUHPJ3ZrStBqQ0zbcx2jXIQBfLJ2Mfx5oAy4tYtH8Q3TpqYktPIDPHl/kdefl7EEZzgdhW/b3kF0qNBJvV0EinBGVPQ1E00drC0t4IYkRAZJMYUE/0qYTIzbIWVmwG9tp7g0AZfiI20UME5ezjv1k/0NrkcNJg4XOR1+tXbMX39lweeIVvSoMgBLIG74J5pb+2sbtFS+jSVI2EgVxkAjofwq2pBUFSCD0xQBV1Ga8t7XzLG2W5lDDMbPtyuecH1xVCWfWxqUr/YrR9OWMNCQ584uR0I6Dk9c9K2iQOpxVW2uTcTzbGieBDsDI2TuHUH6UASWxuBaRm7Mf2jaPM8sELu74zziqwjuridZklEChsHaqsJV7cnkVeDB03IwII4I5FRf6QsEYxG0vAfGQuO+KAK8qWVreRyyErNPIFTk/M2MdBx0q6VUqRjg9cVC4MkwJiUiNuGcdPUilVCHMkblg5GcuSAPb0oAyLLQIdJltniklkSJ5naS4nYsqvzjryBgDnoBVjULq+t9U02Gytrd7eeRhdSPIFZFC5BUfxEk1oXTIlpM8ql41Riyhc5GORjvVWzePUdOtbu5gQEgSKGUjZ6cHkGgCK/0qOaV5obS2eaYoJmmBwyqcjgd6fBbwOz3c6SpIzLkTv02n5SADgVZt722u7X7VbTpNBz+8jO4HHXpVE6Yjw3UsDLLJdsHLXSllA7Ljg4HYUAa9VHKRXdtHtlAIYKwb5B04PPJ9Poaos+rxwmV7zTkjXqzQuAPzarMyaj9miKTWglXJkZ42K/gM8UAUX0iawlurvS40fULl1aWW5c7WTdyvB4IU4HHYVrWtqlpbLAjSFR3dyx/M81nyG98+I217ZfvVynmKzF+5x83TmpWOpyohtrmyJUbZCY2I3DrjDcUASzSWWn2qw3V0Ejmby1M8pyzN/CCTmprazhtFZYVKhsZ+YnoAB19hWYsWoSXnk3lxp0rqDJGnkNlewIyfWid9YjaOJtQ02KWVtsYaFssQMkAbueAaAJrDTzazXUK3ksschLP5kzM6sxOMc/KAOmKtm3kZmUzv5BjCBBkMD/AHt3X0rNWLXI7l917p2ZcbE+zsDwOf4uakvo9W+wuFv7SH92RJM0bDYTnkfNxj3oA01jZZS3msU2gBDjA989aeisM7mzk5HHQelZAh1SSzt4Y9TgWdch5Fi3bxx/eJrK1CTX9Ouo5LrxLplvDNIEiikteXP90HdkmgDc1idUt47eTTri9iuX8qRYQCFU9S2SOPpVLNpc6peQW129xcWyFZbMsRGquowpOMds+ozWbNLd2OlqU8UJvN0yzzSQ+Zkk/wCrQDpjoOtT2kU0MH2i31sNHIA0sgtF3OTgBicc8Dk0AWZtP0PxHolqlwEks7aVWUbyAkiHAGTg8EfjXQAAAAdK59bPVrqR5rXV7X7DJholW1U545JPfJ5q24uru4dbXVPLMWFkj8gHDevIoA1Ny7tuRnrjPNYdz4p0GHV302TU7ddQUorQHJb5jwAB1/p3qwLDVd2f7X5/690/wplzp0zXqSx30MMrjC/6OhYkDk5IzQAs+vRW/ia20V4pPMuIDKjKhYcHByR90D365rSnD4RkLjawJVQPmHpz/nisyzeaLU5Irq7kmcAIrG2CjJGeGA9B9K00byY41nlDOfl3EAbj9KAPP9S8JXWu69jUJLu5hikDxXUqohgGc7Y1Aw3oS3I7V02kQWsd1eC0R0kDgvHOpBAOcAcdOpGD3o1TWrGz1iG1nWZZ3jYjERbzFXkhSO9SJrFnc3r2IklSaNFndZYgMo3Rcnv7daAPAPjTd6VY+J0ggtGe4WbzJUllbAxtPygHChhx+Br2XwzaTap4bt78z280lyIJUVCdixBg20gk/N975uv5Vw3xN8R+Fl0qPVh4cg1C4updrNcLscFQwVmXGSuQfriu5+G11p0vh+3gsLWezMcEZkt5IfLXcwyWX1GSfbigDtqimhEybGLbD1UHGacyksp3EY7etDSIhUM6qWOFBOMn0FADIpYWLRRSKxiwrKDkr7GgPDEsjGRVVTlyzcA+/pUgRVLMqgFuSQOtRRLFNEz+TtEhywdcE445/KgBzOqb5JNiIv8AGW7f0pI5xJNJEEceXjLFcKcjPB705zGSInK5cHCnuB7VJQAVny2iteDZHCVOXk3oSS2MAg9PwrQqjfRzGBzFcSIWIGVIG0ZHIyDQA+zNxHZ7rzZ5wyWZFwCPpz29zVREiuZra5kRN8qbCJkG5lGSMY6dc1Wura4tYZJDquoybOqxxqSeOg4qG1RLuWU2/iC7kKAdAhB/3eMH0OPSgDolOCV2bVXgeh+lIo2uwCAKecjua56xs5723ka31nVFBGA8yKDnGMgEVlTaZfRWM73PizWmWJROXSFEO1TyvC8k+lAHbuUVfnICnjnpXBfFK7hTQtMlEsZSLWLXeSQQvz85/CtPw3o19c2tzd63e3N5FegNHa3BBWNOo4AGCeM1r3vhrRtR00addadBJZhxIISvy7h3+tAF4qRMJ2uGEQTb5Zxtzn72euasVBLawzWbWsiboSuwqe4qVVCqFHAAwKAK1zFLOJopPK+yvERyMtnvnPGMVBoVkmn6LbWsbq6Rg4KjAwSTx+dWb+Qw6fcyAE7Y2PH0rN8JSCbwtYSLdG6VkJEx6sNxx/h+FAG3RRRQBWvbKK/tjbzb9hZW+RtpyrBhz9RVgDApHYqhYKWI7DvQjB0DAEZGeRg0AQXF5bwIRNKqAsE5Pdug/GuIt/E3h2PxusM19ay6zM4sY4oAdyAZOHJ6/wCNdtNYWtwHWWEOHYOck9R0NUptH0eXVre5l02D7ZC3mxz+UAd2Mfe7nFAEvnyRw3dxexxlFYrGsR3F09CD/FnPFef+NZYfEmjRrp2qafFeJdMpAAYyKhGY89ccjIr0u4tYLq3eGaNWjYEEfXv7H3rOsfDuhaNbYstMtYY0y4IjBIOOSCeaAObfUprPQYoppEs9VljRBJFDujmkIHAHXOM8HmtPR9dd8pNYSwzElGDHuvcD0PX2p+l3sZuts+iXFrNcTl1Vo94TAwHJHC5Hoa22ht1k86O1R5GfazKoyM8Ek0ARW+q29wXCsuI22SNuG1T25/EVHeanb2HmbpY4oI42kmc5JQ5GDjuOTmriWdpHE0KW8KxsclAgAPviqIvoLrW7jS5rGVDHErrPIgCTDPIU98cZHvQBnyeILS9CSfaobeyO/E8pwW29SnqCO9ZGn+K7XU9RtVtLRJ2kCkNBc5EcBz87jsKv6j4f8OvGYf7JN0kUUgWGMkopUZ2YzgE7uKy/AukaPc2Ul1p+inSXt53jjjlQiRQcbgwzyD29qAO1kS2ksireWbLZlueMf4VSmvdMVYdUSUSKzLFGwfCZ6DrwOvWtV4lNu0QjQqVI2EfKfb6VUg021/s5bSSyiWIDb5WNy9O3tQBl6XpllpMk2oi+lllujJjMmVcbiyqo/wBkZA+pq9Lb3d7obwS3C2t7KmwTRnJQ54x74qlb6LAPsk8tnCk+nlk08ec+FjxgEg98Z9avQ2OnT+dfRRmb7Q4kYh2ILLwCBnj8KAOMuoXmmj8OXKATIwu2YTFnk+bI+X045zxVPw/4Xm1DW7nxJcSyQrqheOa1mUM5UHAUHqnA7V2kOlWX9rC7FrFJMwMX2lMl0CnheenFapsoEbzRGzOvKjeeo59aAOC13w5q+rxWVjZ6vcWhWSMahbxy/N5QOFZG7cckd6fqH27TPDjaPYrLea3JAo8+ORRJu3MdzdtoOPrk12OrPftpe7TbOOa8YpiOaTYEBPJJ9vT2qvY+GbOC0K3Kie5khEM0w3KXUMWA68cse9AHDeBPD2oWunG91q8v45baMNHDLdDgZzhgOnIx9Kn8S6cusX1nrV9qM1jbQqCLATD97KT8g29s5613sOm2bXn2xrZknEZgwzEgoDxxnB6DnrVSfSNKn8RJcy6Yk10ybjcEghNvAGM9fwoAxrrXltJN8V9G8UcH2cJgFI7nIwGPfjP5Vb07U76+u4It0F9auP8ASZEIXyiVzt2n7wznn6Vb1nRdLn0w2syG3tUYSv5KYJIPHzDkHPetH7PBZSXF9tH+rHCryAuf58flQBVkstNv2s2mjTfBJm3R1G6IheVHpwKoyeHtM0+HyrXTxJHPPiYRn7hJyGwPQ4/CtWxsktxJdxxBZ7p/NmLcE8YA9MgYH4VI3+ixNcQWxZpGDSIhyzE4GfT/APVQBHavcwWdv9uRZL0ja3kjjr1+lZHiq0sdS0xo9QnnsbWC6jeSRCV8wAjgkc4PSmeKNcvtLvtHFrZ3kvnXPlyrGmYwh4y5HT2qp4Y0O40u61Bbo3M0txcPPK0qF0aNidsaknHHU4FAHZoEWJQp+UAAHPasHULe9jvL2S5ukfSp0XdHIuREAMYHrknJ9q2Ws4GtGtSn7lgQVDEcH360u+J8wyKME7drYORj/CgDlPD15HY6vq+nLdJK29J44fMyIYyqgAexIJFan9s6Xd2dvHqwgge4lMccE5B3MP8AOaqeG9H0nR9X1WGyWTzppBMRJER5akbdqueq5BOBW0ui6Yu//QYG3tvbegb5vXnpQBkTXYjlgm0+xIWSUocgIpPQlvbHII61Npdjc2ev3PlW1rHpjwqwMT5YTZO7I+h61s/ZLf7OIPKXygMBccD6elJaWlvZW6w2yBI1GOuScccnqTQBh+IbLS59U025umnF3ay+dCsTkbjhgA3sckVKusW0EcczYhM82xY7klGB4BAzWwIYZZY7kx/vFBCsRggHqKqK1nrcMqPBuFvOU/fRdHU/eXP6GgCrqV7ZeHhJfXTXDrdTImApcRk8cDsvrV5bqVUSIoomL7QMEKw68fhToplmu7mJoGUw7VLN91wRnipYrqC4RmhlSQLwdpzz6UANMAZ5xNseCQD5GGee+c/hUoiVEjSPCKmAAB2HasoXJ1XS5JLvT5LWFZASty+0lVblvlOR0yM9eK05plgt2lwSqjIA7+lAD3RJVZXUMrAgg9we1V7ZWgmNqlssdtGg8tw459RjqKQM8bQIrRozdYmb+HuR6npU0ghic3MhCkLtLE8YzQAk9ulwYxIAyq27BHcdKjs7C30+GSKEEJJK0rBjn5mOT+pp15FLPbOlvKIp8Hy3IyFPrjvVeVls9Oj+2yNdTQJvJRMM7KMkhR/KgC3HAsEUcUAEcaYAUDjHpSXciRWzvIrsoxkIMnrUNhqEV9CZUdceYyAA8gqcEfUEGrtAEPmpIWhV8PszjuAe9Q6e7GJ4WE26F/LLypt398j25qOTU44GCyxMszMqhOCTk4HPSryOsi7lORQAyWXylY7HbClsKM5x2+tNEccyyBkbDH5g1Vb2HUpL6A2lxHFbeVIsu5csGIGxgO+DmrNtFPFZxxTz+dOqANLs27j647UAZdjoVjptp/Z9ggtIVkMkESjAVu5Hryc1m6Tq+uQ66dLv7C5uVklZvtwi2RImOB9c8VNrOoT6Hp9ndT3JnkgnVJ3MW3zFY4IUeuSOh7Vp2tg8dm0cDfZN0xkyrmTcCf8Aa6Z9KANN0SRCjqGU9QRkGo38sb2I3ZADAc8fT8amrkruwlHiq1/s+NI4opBLdmWdx5m/djaOQSMMccUAbt6v2S2We0sBcTRBUjjUhSFJAOCemBz+FWo1SHCJHs3ksQo4z1OaHdy4WIIxV8SZPQY7e/SpqAOV1vS7+48QJqdjBKtxZ25EMhnxHMx/gZPT3ratbeeeK0l1OC3a7hXduTkI5BB259jWhUTB2lQrJhVzuXGd3HH0oAeVBYMQMjocdKjubaG7gaGdA8bAhlPQgjFOfzM/Jt+6fvevb8KrX0F5PZSxW14ttM/CzeXu2D6E8mgCUwYeExbUWPg8dvSqV9pVjLPJfXqG4EYEixyfMsZX+JR2PvVuOOVrZYHuS06BQ8iLtyfp2zTWFyZpY5AjW7rhCo+YHHO4dMUAVLa70vVVgFsbeWJyLiPaMhsHIcEcZyKszreqD9mityocAK2RlMc/jnNQaJb3VnYpbXkVrFsJWFYOBt55I6A+wrQjlSWMup+UEgkjHQ4P8qAK11dpYJCsds8gdtoWJeFA6k+gpLm8+ztM4ikYLCJMrHkHnpnufahWg02MW6SBcq0iBySAowW5/GhQ95Jb3lvdZtioPl44b3z/AEoAsQzC6tEmjVlEi5AkXBH1FVNJW8WAxagIXnhYgSRDCkHpgdRxitEkAZJwBVe4kfyh5XAcEebkYTjg4PWgCzVW/cx2Uki53qMoQm4g9iB3pouFjt2mKtGqv8+9Tkj1H6U27u2OlS3VjAL11UtFErD94R0GTxQB5RBq2sT+O5pBJc6sunzCM+RZ4VC3DgN2x6V6DfG8vdVW30y4SKe0dZbkT2+VlQg7VDf1qPwulzp1t9lu7K2t7mctKI7dmkGc873wBnNbF7efZHgZYy8skiRsFyQqseSfpQB4b8X7fz723jv9Zigiu5RizSH5otoIyW7jOSF75r03Rl1mW3j02GW2hjtYLcLK0LbnjwCcZ+hB9DXnPxmurP8A4SHw7dWukXJvmnDRXCoAs2GAKEHqfT616z4SEY0+Xbp97ZyLJtkF2Tl2xksMk8ZY9PSgDceMSuokTIQhlbPehlgnkXcEd4jkZ6qfWpTnBx1qCO0iW5N0Y1FwyBGYE8jrQBYqOaTyoy+xnx2UZNSUUAQTIm9ZMJ54DLEzdie36Co2mkt7UyXUsCMNo3chcnA7+9OmtIpriOdiwkjVlQhsY3YycevFDWvmSv5zCWFgoETqCAQev8vyoAkkk2siFGbecZUcD61C6yiVYopIwiryp5Ye9W65rVI79dahn0yGJLmb9xJJOxx5YIOVUDk/XFAG8se8lipCthsHrkf/AKq57VtEt9Vs7aytI4rcwy+fGhBUdSGBx7nP1FdIPMM3OBGB+JNE0scELzSsEjRSzsegAGSaAKmmxRRWSJaSCRFYhmJJye+PxqtrM7Qxlp7lbW1yE3k5LZ9vY0lvrkF2LRbONgbneV3oVwFHX8cjHrV5fOFirXUSTTqMssYyCfbNAFpQAoA6YpaQdPSloAKKKKAMLxILtdMnmt5yY0jO+BYRIZPbnoKpfDqPZ4F05toTzA7+WMYjyx+UY9K0dfLab4f1O6s7dpZzGzlFUuXOPTNZnw1kMvw+0pyhQlH4Ix/G1AHWUUUUAUtU1FNKsGu5IpZFVkXbEuW+Zgo4/GpTceUkklxshhXGHZ+Mep9KxPHEcsvheZIQ28zwfdznHnJnp7VvKm6HZKFcHtjjFADBeQSBhDNFI44Chx1PQfjWfYajOzuupGzibmRFjlBKKOCD6kc89KqN4O0qDxC2v2lrHHqBQhjjhj6+x9/Suf0bwZZ2GvX17qNzYSXWrxhXt+NuzcNyqpPzZ7tj8KAPQFZJYwwIZHHBByCDVab7NDHDblo0Y/LDGX25wOg9eKkjsraKCCCOFEigwIkAwEwMDH4VyXiHw5Bc6xbaw9pBdRwFUjDzMFQH7z9SMjAwRgnODQBq2CXOoi9j1K2EAjm8pJVlw8yK2VYgfdB9K0bHTYrCaZkubiRpSWKyy7gPoO1cVpekaZ4kttVEEF3YXN1MZJmurfZOuGyhXsVyD+FdcbbSbXVIryc266kYxCJWIVmHoPrQBobYWn3/ACmVFxnPKg//AKqztZ0S11d7Wa4ubmH7MxdTBN5YbI5DeoxV2SKEyyRCIK86ZdxGCGA4wT3696gvNMi1GO1VzJClvMsqpGcZ29AcdvagCu93pNjcyWqvE0zMhmiBLuMgBSVGTjpzVfSILDRtImtrW3kRLWdi0bMWO4nOQe454oHhW2l1mx1W5kdruyV0ieJ2QFWOcMM84GOpqza2Nza61dhmifT7kCVVdiZFlz8wGf4eh9qANcEMAR3FQCMw+e5nkYP82GwQnHbA/wAakWWN3ZFdSy8MoPI+tOw3mZ3fLj7uKAMrRIpvsNtNJem98xC7TyJtZsnK4GBgAEjpmrGpWP8AaCLD9ou7fb82+3cKTwRgkg+tW9mJt4xgjDep9P60ksoTaMMd7bRtXOD6n2oA502CtFpBiutTkFruZHYA72wQDLwCf0zUvhS/e90u4u7qabzlmaOUSsuEK+gHQfnUXi03MWj29pbXckUssygyC2adiAcngdO3J4rasrWKxsY7Yqhz97ZEFDMepIHAzQBBqll9utN1rfGzZnjdriPB3KrZ2/Q8j8ajNzdx3c8VxcRbgweCCEAOyZA5LHuSB0FRahqunaPfadpH2J3bUJSsaQQgouOSzegqlrtvrcniGzutDkt1Ea+VeeYSx2E5ACcAnPOdw4zQBb8+bU9cZ7O4XZppeKa36F5GVSAWx0APbvWHrPhFbfxjbeKdPfUxfSMsVxBbMpjde5bdwB9KuJeJ4Li363fC6n1O9GJIbYR7SQBluT8owOT6itbUdT2albWlutxPNtMxigA5XoCWJAA9u9AF+7u49OsZ7u5ZvKiBdtq5IHoAOtV7fVVntRdlVS1f5knLjaF25y3pzxis3VdXS70+Oyjh1CO7vN0axwbVlj29SSTgD396z7O5litZIbi2a4tpJBaf2YYUHlNjcxLHh8jn8TQB0dzILqzaO2vIRdSxMkT7vlLY64744NKwfTNOt4YLeS4KlIsR4G0dC3PYVkSG3sLS0WHSTHdyu6WqLFHmJ9hywwQBnGetMk8YpZ2sbT2F7I4nW0kYIi/vjxjBbp7jigDo1t4kmE5GZQmzzCeduc0+XzDE3klRJj5S3IzXKga0sV1DefarsXiOVjEMai3BOAMlsHipP7bezun0yOC8nks7eKaZUSP5UxjHJ5Jx2oA6lTlRyD9Kofa7Yy3Dw755kAR4o2znnHTOPX8qfpd5ZX+mQXWnlDayrujKDA688djnOferEUEUAYRRIgZi7bFAyT1J96AFT7pQRlFAAHT09qS3gS2iEaM5AJ5dix/M0qiUMdzKR6Bcd/r6VJQAVHFt2/KmwZPGMd6VAVXDNuPrin0AU9Rd47X93IY2aRE3BdxALAHH59e1SW4H2VVjY4A2q5IYn3qxWHp1vrMHiPUPOkhOilENpGFAdHx8w4H3aANeCUTRBgGB7hxg/iKSK2ghiEUUSJGCWCqOAc5z+dNktV2zNAEimlGGlCDJ+vrUcZez+z2yxSyxn5TLuBK+7ZoAoy3F2+sJZxxE2KLtm3xNlmPIw+cYAznr2FaymTzmDKojAG0g8k85yPypjK4u1cSSbWGCmBtGM8+tT0AZzaNay3UN1OvmXMBPkzH70YPUA+lXTGGYliWBGNp6VFai6XzRdNG37xvLKDHydgfemXltdTy2rW94bdI5Q0qBA3mr/dyen1FAExt4muFnKnzFUqDk9D7dKwv7EvT4rvdZg1LZHJaLbpbj5l3jJ3Nn6jgY6Vu3ULXFrLCsrwtIhUSJjcuR1Ge9VrGwk07SbeyiuGleFFTzpxuZ8dS2MZJFADbS0aC6LRm3+x7MxrGuCrkkufTB4P51fLqpwWAJOOvekK/uyqnacYBA6VytloOp6b4m1bU3vWngvpY2RFQFowoxt54x7igDci0tBdzXM+JHYkRnkFFPb860O2KiuS627mMEuBkAED9TUUCSymOa4CBgAVEbkgEjnPY+3FAD2imW0eOGYmXB2ySDPPbOMcVHezSpA0VtPbJesuYxMfl64zgc4q0WUEAsBk4GT1NV3t43v0ne2hYomFmIG9cnkDjp070ASGMsFMvlsoGSCvf1qO33Rwb3dGXHSJfl69RU8kayxPGwJVwVIzjg02JIoUWCLaAigBQegoAlHIrISGK78QTvKZWNqsfloylVViGywPRuDj2rQCrblsBtjEsxyWOeOgqVkVxgjoQfyoAajOzOHj2gHCnOdw9ab5ojMaStl3OBhTgn+lRXLXKzwNEyCAMfPBUliMcYx71boAoW+safd6pdabBcq97agGaLnKA9DVjzoQks0ZVimQ+0jOR2P51Shi0j+25bqBbc6lJEEkkXl2QHgE+1TahcC1gGGgTzCV/ey+Xk47H1oAsLKwjkZkJKZOFH3h1GKVWSdBkA9CVPUH396WKRJU3I6sORkHPIOD+oqu8MrziTCKyMdhU9iOrDvz2oAsyOI0LkjAHc4qlYz38885uYIIoFbbFsl3sfc8YFZ/iv+030d4NOWxM8pVR9qmMa9cnGAcnjpWnpbu2mQPLCIHK5dAcgHvz3oAmM2yKSWePYsZJB+9lQOvFDqksJhnKusoZduMbge35U6C4huYhJBKksZyNyMCKSSJpJEbzCqod2F4yeevtz0oAR4mWJEhRMDCkOTwvekgaFEKxyR7A+0BcAKf7vFZ09trk3mxG6svJk3J8kTq6qRwQdx5H0rRhtYoYI4hGhCYI+UdR3+tAEgljbjevJ24z39K5e61bVF8ZDRI7WYW88Pmrc4RkjVRgkdwdxAwQc57V1LJuKnJG05471k67qmm6cLdby/itJ7iRYoST87kkfKMc84oA1dmYvLc7srhj0zSqqRIAoVUHYcAUPnb8qhieCCccVRjmsbhp9Nglgk+zALPAx3FQRkA0AT2KzLb5nYl2YnHHA9OOtWqo6c2y2EDTRyPCArMmAPyHSruQelAHl3xQ1PQdFurS91MtczyzwwpGJVH2Xa3mbwCCRnABI7V1/hzV7vUBPNPp8VpYuont5hc7zKrZJYg4Kj61yfxO+Hlj4n1PRr8bI7oXKxSgnaskX3m3EDOQFOK7S10CGKCaFi/ltAbVPnyfL5wenXn9KANoHPIqJ5JRMiJCWQglpNwAX2x1p8SeXEiZ3bQBn1p9AEEE/mhlbYJUOHRWzt9KepkMjhkAQY2MGyT65HaiNApLsiLI33io646VJQAx1DAEjJU5HPemQXEc4YJJGzIdsgRg21vQ0haRpJUkhXyAvDbsl/UbcVHYwQRQmWG2jhaY+ZIETaWY9z7/WgC3WVcNcRai0k0aG2Cjy5I9zSqT1G0KeK1axTbXg1u7lhvYyGiXbG6AmM59QM4Iz3oA2qqSSTGWSJ7dDCcKrNJ9/I5GMUsltJLdxS+cVSMk7UGN2R0Pt3/KnRwzLcSPJOHiOCiFACn496AI0s4y8BaBFWDIiCsfl7fyp93NLBGrxRLJlgGDPswPXn+VNSG6GpSTNd7rVowqwbB8rA8tu6nPpUOsx2Ulkq3919nh81Du8zYC2eFz7ntQBo0UVU1DULbS7Ga8u5BHBChd264H0oAt0VgeGfFlj4oiujaw3NvNayeXPb3Uex0JGRke4rfoAy9Vvo1sp4YrhEuGRgmV3c/Tisz4f3KXXguweOIRoN6gA8HDnJ6nGTmr16dWiuLyUTWYszBiBHBB8zP8AEfQ1V8E2N1p/htILwRrOZpHZI1YImWJwoYA4/CgDo6KKKAKWq3p07Srq9W2kuTBGXEMYyz47D3pmj6omr6dFdCGSFmUF4pFIZCR0OQM1R8YXt1p3hua7s1d54pYSFTksPMXIH4Zq3pOsw6vYNdRQ3EewlXjljKurDqMUAR+IriaDSmFvBeyySOqD7HjeuT156D1rm7B/HNzrMLz2WijTFuT+9DsZliBxgAjGeK7hHEsQbDKGHQ8EVBbtHGjKrtsRvLAYc5+vfrQBYYbkIBKkjGR2oCLs2kAj0xTqQkDrQBi3FrqE9vqKXckXlzPttzD8rInGMk5yc1PaWsBt40u50vJ7Q5aRwu5DjjOO9aZAI5FZyTaeusS2kRUXjp5s6Kv3lxgFjQBDa+I7G8vkghLNHLkQzgHZIwzuUfTH0rUTzd8m/btz8mOuMd/xqM2yxwrHbBIdp+XCDAGecCrFAGNqesf2cgvI47i9jZdq21tHudiGwW5x0yBUuh3zahpsV3MHjklJbyZdu+HP8Bx3FWZZYPtKWbSBXkjY+WByR3Oe1ZWg+GY/DsskNlPIbF5Hm8qT5iHY5PzHnFAGnbWlr5v2tbXypiWyWGG5PP51dNQeXP8AbfM84fZ/Lx5W3ndnrn6VHe/bfKIsxFvyv+sJ5GeR+WaAILPU0mBV1kQeeYI2dTmQgZz04HX8quzuyRjYGLMwX5RnHvWamomHWrXRnR3c2rztMwJHysqgZ7n5q16AM3W4JZ9McQSXSSKysDbMFc4I4ye3rTWN42pQ/Z3bySB5u8fKAOoH+0fWrzeVdW7KH3RyKVyp7Hjg1y58G2reMYNY/tW/E0EaiO2Ex2FV4O4d80AR+JZte0OGe+0rSjrDvcRmO23gGJP4toPQk/zqaPX9bll0lF0mOOWSOOXUklJBgVzgBD0Ygg5HoK1NXv4Yb/T7EySrcTuXUJJsGxeWLHuAO1RW3iXRtTN1Gk3yW43O8iFUIB6gnqAfSgCt4i8MHX7iRrvUJobI2rW5hiA53H5iTjPYdKzrS01/QreyuIbeC+aCAWlzCsm1mCn5WVjwDjqDWp/wl2jS6d/aBu5ordJxbsDGytvPIGMZ/wD11Imt6bLrTRC6mJKIjRsuIlZuVyezEUAZ9suoyX8ur208d7cRu0E9o77Vt14JRSBywOOTmm3lpeazpyyyQ/bM3PmyWbSBBEu0jaG2/N1B59a1DrGmzajPpkFy1vcqCzMseA5xzhujEVWs/Elha2F1e3Wo+bbfaCkTeURhQq/99AckmgCC30WaD+zreLTorHTbeZ5XhinLMx2jb6Z5JyPYVo6zoEV/ZQw2wWFkvUuzjjcwbJz+ZqFPEun3Xia60tguLG1jvDcMcKA+4cfh396u2Gpabr4aazmaT7LKUJAK4OP1BBBoAzfFtmbuBB/YL6uoGPK+0eWvX071hCy1m08U3VxpmgjE+nQ26PJOFSDGcrnHOPauze/0+S4a0W8AnlYx4RuQwHIB7GmQahpsVxJAL7MsakuJH7Dqef1NADPDGjN4f8OWemPOZ5IFO+UjG5ixYn8ya03mjjR3d1VUGWJPT61kv4h0Rbne+pRK8fyEFiAN2ME/pg1Yur6y3y2haKS4KgiBjjecEgfjt/SgC/FKk8SyxsGRhlSO4pWdUGWOBVfT7uG+0+C5gUrHIoZVIwR7YqyQD1GaAFqMMHf5JAQhw4GDzjofSpKYqKpYqoG45OB1NACPNGkfmM4CcDd25OKV5EjXc7BR6k8UySBJYxGchQwYBeOhzUV5IV8uI27TxSko4Vc4BHU+3WgCdJ4nRHSVGV/ukMCG+nrUEUQa0kiW7kkyWHmBssvtn2pj6RZNZJaLCIoo1Kx+WdpjB/untWZZ2tt4VWx0qySZ4rmdvmlYuVJGSS1AGnd6laaVpjXt9dKlvGBvmYccnGTip5rqC3jSSWQIrsqKT3J4AqO8tBeIsDrE1q2RNE6bg646fnirDIrKFKggcgEdMUAZ+tXr2liy293a293ICITcglSfoDUWhrrXlK+r3FpK3lgZtlIVm7tWHrTW8nj6zjlS4mIsmTyUUFCrMdxbPbAHNdgiLFCqRKAqrhVHTHYUASVg61LNa/vVv3UZAS28sfvXOdq7sZGSK2ITuIaQBZtvzIGzimrbQxszkbizZy5zg9sUAc9pMOv2NrNFe3CySmVJWuJmLrtb7yqO2MDHbmtbU9R/s2EXk8iQWURJnd1JJGOMY96sKq3sM0NwqugkKkYIGAciotYSZtLlSC1guSVwYJjhXXHT60AUb2e8nMF7Z3MSQmLdHDI2PNY9iPTHpzU2qNqUlg1tp11b22pNGGiLpuUkDnI9Km0qzjisIA1lFbMAHEQ58s45Gagk0Mrrb6tBeXImaPY0DPmJse3b8KAMPwjpviSwnvr7X71fs8v7wW33yjKMMwOOAcA4FdMskGo2X2qG5LWk8XyEDA56MO+elXV3FF3gBscgdM1SmdftcdjHhcxM4XYdvBGORwOe1AEOmnUY3EeozwvK0fyrEh25BPOfpiseTS9auPiBBdG4ki0WC23NHG+1Zps8ZA5OPeuoaNzbGPzSrlceYOoPrWbaqLW/a2e4mubl0yXZfuL2/WgC3FZyw4UXcrL5hkJc5Y5P3c/3aZdwtPdReXqMluYvneNNvzL75HAq6owoBOSB19aydQ0R7vWLPUre8e2kgDJKgQMs6H+Fs+nOPrQBSms7+DxJPNp5b/TDG80r8xxqgC7cep5ORXRhgWKg8r19qp29i8GpXNyLl2hnC/uCBtRgMEg+4xxVidzFEWRVL8ABjjJ+tADxEig7FCk9wKp3K280sVvLcKJIh5zIcZZRxk+2SKW6vzbttFvK5XaXIXgKTyQe5HpWVrmj293d2+pma6S4h3RK1suSUYcqw7jODQBasJL6fVrosiRWcbDy2RBidGUEHd6glqsRWRs72e6WQskoLS7yWYEdAvsOeKp6HBqkDONRkUyACNQD8rqufmA7H5gPwrSL3KfIkW/bIFLu2MrjJI+nSgCCV55oYJoTBJCAXdp1KnpwR6e+asWkJijdzM83mt5nzNkLkdF9qrW0j6glxE0pURSmPKcFh75q7GDBFtkfKrgAnrj3oAz7c+TL5mwxyT7gFVMqoXoT6f8A16qX2vsfsb6dLbC3cmSee5DKoiXIYr0+YHHX1rQnf7HLva4UPcMqDzThRgngD1IOPyqHWwkNirebDEDLGv744TBbkY9wTx34oApWutnU7ayaUPbmZfMCoSHJDY6f3SOea5/w5qGp2uqJoupNqk17BdyyeZkGKSE/d57gDHHUVuabpg0dpiNTnuxJFJIAzbmVSxK7OwABrX0v7NNarNbzrOBkeYpzk9yff1oAkt5I4I7gMrRpE5JZxgEdcjnmq11o9tqVzaXsrLK9vL59uzKCFypGB7c5pmnaPJYyzrJe3dzHI4kDTS5x1+QD+7zWq+6OBvJQMyr8idAT2HtQBl2ttqlrOZZ7+OZJpN8sbrhYlC8hO/XB5z3rl/EGo6T8Pb21ubfQTNLfnyI3gxvkkZskMT145zXdtDHI6O6AsoIGe2etY11Z2Wqa8skojk+wJ1b/AJYyHkEA9DjvQBzdmz6141hFo0cEVuJP7XtVyC8n/LMsO4/Su6hjt4fOaBVyzFpNp6tjv71zMGr6TF4ovZJ5NPtb5MRORLmSWLqhIHua6T7TarO9rG8X2hlMnlZwWHrQB5P488eQP4j0TRIESHUTPFPHOZVKQ5cqyufQqDkcV6dof9oGzkfUZoZZHmdo2gOU8vPy4/CvMfF1rap4wttF0fwlpl5q11bicvNIAkRVskkfX869S0WOeLR7RLmCO3lWJQ0Ef3YyAMqPbNAFyR3V0AjLKxO5s420yF4Jw8kLrICcMytkZFQXC6gdTtmgeH7EFYToy/MT2INTkJaxARQ8FgNsYAxnvQBS1Qx2FpJe5UCOPYVldtm0kZyB396v27SPAjSxiNyOUDbsfjVfUYRPbOkk4igKkSMeo44IPbmpJ2uIbFjbIJ51X5VZtu8+57UASln88KEHl7cl93f0xQGk84qUHl7QQ+7qfTFPGcc9aQLhmOScnoTwPpQA6qd2+118ve06gusak/MOhz2PXvVymbPnL5OcYx2oARpo0xucDLbR9fSm3MC3MJidnUHujFT+YqFtPgkZnlG53TazDjPOenrUTWmbW7JubopPFtC5+aP5cZX37/WgCtpSxyyTxR36TwwOUMaDkNnJLMerfTipPEaK2iTFkV2UqybsYVgRg8+lZfhTTk0LS4bdoJo5XlKkzSb2cFiQxPqaveIobfUNMa3lByZFEWH27pAeFoA2kJKKT1IGa5nxP4Q0HxWZra9JW9aEASRS7ZEXPBx6Z9eK6Zc7Bng4rg/EnhbQtW8Zi4vNeubPUZrMRx29vP5bbUbcW45PegDS8F+E7fw0dRmi1ifVJryRTNNMyswKjAGR7V1lcP8ADzTvDGnw6h/wjOsSahE8oacNOZAj+vPQn+ldxQB5truq61FLqcT3kkdpLI3lAwtujVR91CoyxY/pWt8Lp9QuPAtpLqYl+0tJJnzc7sbjjrW54iuorPSpJ2iE0yAmGLu7Y6Csr4dLeDwfA99F5M0ksr+T/wA81LkhaAOsooooA5b4hwtceCb6JJBG7NFtJbbz5i4Ge2Tx+NXPDekNpSXrv5u66n84+ZLv5IHT0p/iqRI/D8zSW8dwnmRApISF/wBYvPHPHX8K2E+4v0oAHRXXawyKqq0g1OQyLtiMYEbb+GPJPHbHHNWU37Pnxu9ulcbqt14vkvltrG10y+sfmFztkeN8ZHygngNg569qAO1qvdvAI1S4+47Ad8Zzxz9cUlkw+zJF5heSFQkhJydwA6nuaW5VtgkEmwR5ZgejDHf+dAD54/MhdPm5H8JwfzpyKv3toDYwT3+maztPl+yaWjTXJuI92IpFDMzKT8ue5NaSqqg7QBk5OB3oAUMG5BB+lG4Bd2RjrmolCRSCKNI1DZYhcAk+uP60/wAtDGYyi7CMFccY+lAGXperxazbyXlhiSITtDktgYViCfzrVYblIyRkYyKqwNBayfZY4hEgYLGiRbV6Z4xxU/mHezE7UUcgj9c+lAEgGABknHc1DJcpHOsRB5UsW7KPc1MGDKCDkHkVjavdRPe21gv2V5pJF8yK5UkGMnnb2LccZoAs20UNxMJhHOHt5HVWkBG7dyceq+n0rRpqqqKFUAKBgAdhVX+0bbYWDsyqcMVRjj68cUAZN5Z6fq+piOK5aC505xjyZsAMw6MgPoTjNbyhI1VNwyFxknk4rl9L1cy+K9TRraD7CyRmG+RNplboUJz8xWtTW59HsYxfazLbQQqpjWaV9pG7qM+9AFTxJo1rfXFvfXUsyRxQy27eWucLKNpYnsB1zVf/AIR2/uNHi00X9utpDCiQSJDuZgrKQWzxghcEDrmt6C9tZlKxSxtCsSv3ztIyD9MVmw+LNIOpyaS9wy30LhGhMLAnP3SOOh9aAKdxoF/rEMLahNbQXcdzDMyQMWTbGSR1A5OarX/hy+1oarYTGO3sbq8DvIoIlZAB90+ue/YVu6fc6Tqd9JfWTK92ieXJwUbGeAynB6g4yKutfQRvFHNKiSytsVM9W9BQBz9p4aurRrKySaIafp+42rOxklckEYcnpjPUdaq6x4V1W/0q309L9FiFq8EuwbCXb+IHBO3r8vet4atHNq9xYLbvmBA6zuv7st3UH1A61fFzGYo5ASyyEBSikjn6dB70AcLqXgS51C3ubKS+jhS50q3shJHw2+Ji3T0IOK3PDeyG8ure5eOPU/LiMtuJ/MYKF2qxwAATjt6Vc1CysLu9sNUu96vZs627AnAZwBu4/Ln1qRdOykKvcH7XGVLXG1DJKqk4DHHQ57UAZ0/hy5aWyeGSKPytTa8lxkb1OeOOp5rnV0fXtd1pLu4ez+z28E9qWMwYyBicMFA49Dk16Eg+zwZllLBQSzvgce9Z1vFFf3Nw72iIMKDMpw0g6jGP4aAKfiLQH1Pw7qFlbLAJ7i2WBCUAxj1brj27YqnqOh6hc6laRKifY4bxb17rf86lRjywvXn+Wa67pTDEhR02jD53AcZzQBmeHIpItGj8yMRtI7yeX/cDMSF/DOK16pafptvpkTw2q+XCW3LGOinvj6nmpLi5FvJFvZFjdtpLHnPYCgCz0orP1GawkUWF3MFa4+VI/MKNIfRSCD+VTiYz2bm0kiMoUquTuVXA6HHoetAFmmM3ynaRu6DJ71DZG6NnEb1Yludv7wRElM+2ecUyS0REcwxqXeUSNuYjnPJ/KgC2M4GevemSbAA7ru2nI+XJH0piM0flxmJzuzlg2Qv1J5qG5a4e2keEvBJEW2hl3B8DjIHJH05oAp22vQXXiC80aMsZoYhLvVCVAJxgt0zntWpC37hd0gdh8rNjGSOD+tZlrrFnLcyafBNC2qJAJni2lAx9eR0z16kd6trPDNcyDzjIYiI5IlXcFfG7PTrgigDB1nxZoFhqVvbSzwm7upGszKoUtCefvZ5xn9a1NEhtLG2e1hu55ykrBmuHJbd1IGe3pWfc65C9nb3MelG4F1c/ZyihC6jnJbnHbpnNaFlakSxeVahbJoufPZvNVhwBg9OPegDQZ4Y5lO0b5flDBeuOxNOkePoxUkchSRnjmq809ppFkhkbyoFYIOCcEnA/U1Xm0zThqX9o3MEQmQgpOzbcE4GOvXp2oAuWN2l9ZxXMYIWQZANNmu1S7S1aCV96FwwTK8Hpn1qeNt24DaApwNpzXLam1xc6812tnerDpw2nfM0UUxPO5QoJfGcUAdWjrIgZTkGkZdwA3EYIPFEbb41bGMjOKfQA1iwK7QCM85PQU6o5pDFC7hC5VSdq9T7CqVlrNrfQSXEfmLAjBPNkQqGPTjPXnjPSgCXVL2DT9OlubnJiTGQOpyQKzda/eNa+ReS29w5BhSJQS/8AvZ6gelbbosi4dQw64IzUN7bC7tWiLuncFDhuPSgCwOgz1pao6bZ3FnA63F7Pdu7lw0wUFAf4RtAGBUWuaxFoen/a5Lee4JkWNYoE3OzMcD/9dAGizbSvyk5OOO1VpGke9WF7YPb7Q3mHnDZ9P60WZvm803ghALnyvLJztzxuz3xiksrYabZrA9zJKFY4kmIzyeBn9KAJlgCXEkwdyXABUn5Rj0FZtjp9zHLezXCqkk9yHAimJXYuMHkcE9xWxTC6g7cgvgkL3IoAqW85nuJJH3xiOQwqrdH6HcKgnvYrq+utGa2uwxtyxlCFUYMMYV+m7mrqNKbUPNsSQfMTjIA//VTnnRJY42DZkztIHHHbNAFOztY9N0mGytluHS3CxrufLkD1Y9avSASZiZSVYcntT2YKpJOABk1Q1bWLLRdMk1C9l2W8a7iQCSfoBQBX1nRrPXjb29yZP9FmSdVR9oJU5GfWszUre01rz4rOe5kMd6sd2ImB8squejAg9R0/pU8+rW0Wgw69Gz2VtP5dzO8kZZthx8pA5BI/AVdtLp9QsXlis5rB50fEsiplcfdY4JznOR9KAMOx1jSNO1iawlu777Xb2y+b9ojwpQ5ZSTjGcHArctr+3gNrBa2M5gnwVlih+QZ5y2On1rF1+6nS3XUxbQzR2SLMJjGT5oJKsoAyeRg1sDW9Mt7mzhM2y71FQ0ERDfNgemPl/SgCaa3xrKXhkuAghMW0N8mSw5x61ZM7RXiQSFBG6YRi3zMw6jH05qDVr9NN057q4fy41U7iIWlwccHC84rJkC+I9Ds5prM3cbssiSwStCcZGT1DA9fl9uaANbdaaXFM1zfsFlkwXnkHysRwB6cCqs+j2Or+HzYJeTm1lj2NNFL80gxjlu9WnjttQ860naCQxurBFbLLjBUsPXIqhZ61pVpqx8PR3CfaIoxtt/KKsfUg4CnqOlAEcng7SGslV42M8Uaqt0gHmjauBg4PbtVvRtDttOtCEmubiSVeZ7o5lAPUZwCB7VW12+bR5LXUGujBZxTCOaEKMOjcZ/A+g710O4bd3bFAHzD8QPCXivQ/iHDJot7qF/Ncxs1tJGxaZEH3kOOwzX0XoKXA0DT0u5GN1HCgmPcvtGQc+9eO6rBv+Pllq8V6xj+RhbjdHIRgqT84AK564PI6V7jHMkpYIclWKnIxyKAG75CzOmx4tmVweS38sVXs54rqSVTITcIVaSAtkxHHA4q4u4MRtAQDgg/0qJo/LkaaGJWlcgOScZA70ASyRpLGUkRXQ9VYZBoVtzOuMbTjqOayLPVry413UbOawMNraBQk5LEylu4GMY655rSkKW7CRYCzSuqu0a8+gJ9hQAqxLCpPmPtG4nLepz+nanW0sc1tHLFJ5kbKCr5+8PWqv2q9OrC3Gnn7FsJa6MgGG9NvU/WrwAAwKAFrPvYV1C2ms55ZLYSNtR4ZQrsPY9q0K5y6hm1DVmaztokuLORcXNxEShB+8FAbluByaALs9zPpcVnEUeWLhJJjltgA5Zj/AJ5q1M0fnlftZjkdVwpIwBnqB78ipopjI7q0TptOMtjB9xWJ4rSaXw9qvlNao6WzLHJMzEISOSwAyMcEEc0AY+j6vpl34ma2udQaTVSW8oSDaHiBOGQA4wc9evFdjcLCtqftHzRqMktyfrXyX4c8Oalf+IMaTf3c2q2rqbe9hRngJJ4yzAFRjd164r6rNhLc6RDaXdwZJQq+a+OJCOuR6E0AaA5Ax0rzrxToWpR+OE1zTL7R457iy+xCLUCQw5J3JjvzXooGAB6V498TPBGr+IfE8txaaZ9rjnsY7eCbzABBIsoZmOTkArkZAPWgDe+F/gWfwOdYga6jura4lR4ZUIy2F+bI7c16JXA/Djwzqnh46lJf2cNhBcMnkWcN084jwME5PHJ54rvqAMzUJ7aAzzXRmWKCEyM2zKADqRx96ovDWrWGt6HDfadcGe3cth2Xa2cngjsal1uWxhsC2omUQE7T5YY5z2O3t9aq+E9R07VdAiudLheG13MirIMMcHGTQBu0UUUAYXi6My+G7hQUB3xH5xkcSKfzrbj/ANWv0FQX1sbyykgWQxl8Ycduc1YUYUD0FAHO+MPEMvhfRLjVns3urSJfnSE4kX3z6VzXw8+JY8ZWrY01Ib37RtmiR/uxkcP6npg9O1ehzrugcCJZSRwjdG9q5uHVrrS4nkv9CjhkaQRRiyPmFiem7CjA9TQB1NZ+paxZaWubqUK5RnSMDl9ozgds+gqnp2rXl4Z7e9s/sd0FMkMYfO9OMfNjrk4I7VzvinxNLpEYuL7SkNpMQobziAeoYONvTbk/hQB08OsWt5AjNvt5UjE7xToQyLjv2/WnaNc272cRR5mecGUmTLHn1PIHsM1zD+KtC0W1W6vrd7JbqFWmyGZACMqq8defSrdl4h0i50/TbNXmNtfp/oqlmEsuD8wIOMAUAdTMyriVQm8DG8gHaDWdoV3PqAvL17lpLeSdkghaHYYgpKkc8nJGefWuK1HwvdXVtqtvYyXNjqtzHILbZetsdAAFZgOgBwMe9P0az1rS/CX/AAj+p3l4bhxsN5bRZkyx3HB+m4Ek8HFAG5rniWK0tru8MV1d2lq6qosQwcuM7txBHyjHOf1qTRdSa58SXSSWkrOYEJvVRkhZcZCjJIZhk5Irz/xJdz6b4w0Gzso0aygtGWePUC2x8nJLhcnfgFuetdzdajplhqumyB7abzpAn7s/LFv5ViM8ZHG7vQB0Opanb6faG7mmWOGNhvd22rg++DSPremppY1JruFbQ8JNI2xWJ6YJ9ar6tp0GoxpaaikcluWWRByAHU5HA6j61nLY/boRcXUdvJa+YfJRZR5SIpBX5SMElh9RQB0VtIbmCGWaIRTFdxj3htp7jI61UKW1pqnyQPEZyZpJYx8rsAFw/wCGMZ9KisbO3hne4htreS6eUtJLHgbQx/njHHeq+szW63ivNN5XlAPEByZWBweO4GelAFTV57a516Efb7qJbFTJcxw3HlhVAyCyAZYH1B7U+30K31C2ne8uZdTsb+TzhHO25I4scIB3FY3i/RNR1VZGhW3PkhGaJI8/aFZvm3A8cD37V0UNnNaLLNYxwXE0cCwxRNiMKAOhIzwaAH6rpdlqumQ2hvJLWH5Wg8h/LI2Dp7jA5HoKi8PfYJGjuY7l7icwiBJ5FC+ei87l/vDOT+NS3Frd2ttpyWsFu0azFrjzXO5FbJIQ9zk457VQ0p7uPV4ROlobE+YunJbx5dY+Msx4CgfdwB6UAbunxP8Avbq4tkhuJGIxwWCg8AsOvr+NN1ADYzSXP2deEVsrjJ7kHvUiXP2q4uIYn2vbSKrZHXKg4/I057K3knlllgjJbb8xHJx0z9KAIE1SFbmK3kBQsgy0hC4YnAUj1PUVonGPSqFosVz56m0KxpJhTIAd+P4h7elTzwfaT5U0aPbkAnJOdwII/CgCm2mWz3tiReXAlsQzCMTn5w3Hzj+IccZ9KSbyrbP2q/kijnnGzzZACWzwi+xx061oiCJbgziNfOZQpfHJA6DP4mmvawyoiyLv2cqzclT6g+tAEMLfaWuIpEkCI7IQ+MOD/SpvMt7e2D740gRcbsjAA4rDOhpa6rq2qN5k8N3HH/o8f3tyenPepbzSo7yZJLxmOmtCF+xMnCyFgQ3HftQBo3yRPHFPLdyW8ULiQsr7VYDsx9KneUQxPLK2UXnKg9P60kscQJklbCBNpDN8mPcdKS4jeaGWIgGNwV4Yg7SOcHsaAODt/Fuu+JfFKWekaRNbaZp160WoXE8gXeAvAUdR6n8K7u1KJZKVlMqAEhz3FeZ/De/it21LT7ue7bUEkd5Iyu/yACdu5sksxBHP+FdgzRT6W0kJlWe22iZAhZiOu3B7nPY0AZF3f+E/FlzLdmW5F3pkePNVJI3h3NjjHPOOo7VpeD7HTNA02PTbOTaWO50cgu0vO4se5PH5VlaJas2s61fRSB5LqOK3S2uInUJtySCT1610HhvSZdPgdr5Ea/Y5eZTuyD0AJ+goA36KKjfecKo4OQWz933oAVpFUkdWxnA6kVBZzvdQidopod2R5UuMjnrxU43BsEZAH3s8k0ksYlXaWdeQcoxB4+lAGbEsTa4vnWsvnxxOYpioKqpYZGR0J449B9adq5EMSyPMkds5Mc68gybxtABHIOcc1pLuy24DGflx6VU1LT7fUYY4bm3jnjEitiQAgY5zzQBymn6fo+keJbHS7ZZbX901zDZpGWjVujMXIx6d85z611KahBcX9zZI7ie2Cs6jGSCMjHtWNFbj+0bi1vpLqVbmB9iGJdlqh42B1GcnI/KtaztESTfHE0LR4iMjAFplUYGT1xQBKmnwPZPbTeZNFISxWdix55xk09ra1uHcyQq/QMHXI+U5HB9D3qibmWy1yUXV4zWs0YaKMx8RkdeQO/uaTUftd5KIdJvooJ0lj+0EoGIjByRz3PT8aANNZ4zIFAYFl3fcIGPc4pVuIWQssisoXcSDkY9ac6h1KkkfQ4NMMRDx+W2yNchkCj5vSgDOj1f7VcoIGRIY9xuBKrB8fwlexBPfmtOOVJo98bhl5GR7dajaBj5jK/zFSFyOF9OO9LBFItmkU8gaXbh3QbcnuQO1AEd08TwhWMm1w2HiBO3g85FZuqXNsbVY7hJTYvIqzytIYRCBgrzwTk4GB61r7BHl2chF5AHAAx39aJo/ORVKhlLAnPoOf8KAGGchFMEZlTkHa3TA9+tULm/iubmLS5WntJrmEyKyvtdcHoCO9auwB92T0xjPH5VVgu4byeQ27xzCGQxSYHKOOooAuAYFVmsIXvhePvaVV2rljhevQdO9WqKAI4ozHGFaRnOT8z4z+lJPFFNEVmRWQEMQ3Tjms/WdDg1nT2tZZriI53LLDKVdDnPBFQz6Vqc81iG1QC1jjMd3b+SMTjHXPVTQBqxXUFxGskMySI5wrI2QT9RVDWpBaQx3zJct5JwVtk3OwbjGO4zg/hVyGwtreOCOGJY0g/1arwBVRbK4lv7iWW5V7RseTEgwQ2CG3Hv9KAJ5ryKOYrL5iQxwmV5SB5e0dQT696qWThLSSVZrq6Xzh5bOeoOAMY6rg5zVXw94eOm+HF0q9AlRJHKqXLjaSTjntyeKks79rTwdHeFEDRQZAC4UHoOB0H9KANpcM5bYQw+XJ70y4t0mXJRGkVWCFxkAkY/KsmJrywlgnuLiOdbyVUZETaFYjgqeuOO9cvD4z1OaKzkikhaZtSa0kgeIqpTfgENjqB70AdXp8z3on0u8tBJHDCscswTbFIxHzIqnnAGPbmtNlihjjj3JFGCEC8AEYwFFctoWr3upXNs88p4vruAheAyJnbkeowKuvqF2PiAmmMFNk+nm4APJ8xXAz7cNQBpXuoW9hCwSW2HkDLxNIqkDBwB6E9s1BY3j6vY/bUtZLeRXKxrNFh1HQ9fX2riPHGo6Po/ieO4bSrOc/uzqhmUbmiY7UZf720g5qrqeo6lZ+JNc0rSbu4jsbOyj1CGGJQxdjyV3Nnapx0oA9QvLg29q0nll+OfmCgD1JPSuN8MfELRr2zMbvPbxxXLWvm3L7g8u/wCVVYD5ic546DFRFdS8a+HbSc3YsRNZLO7RIskbseqncOnrWBrmsNb/AAdPiDT7e1gvYpUJMMYEaSRy7dwBHOdo/OgD0Ga5eR7i6TTS15ZMxSNZ0Hmg5AJPbIyeelclrnj3R4LVLy/ubeCV42t3ht2DzxPk8LKvAJ4+lYp8fax4k1Twxb6RGkdrcwJNqcqgH5m3DYR1BzG2PrWX8MrDUb/Sntr6PUBZ/a5HVTZxNDNhupLfMDkfpQBP4c+IvhG406OHxFHOUsrvFm17KJ5AT6kcke5yK9HtPHmmXlxcCCKaS1htftSzxruEgzghQOSRXk914St47Kz8deIJ5L92vBHLYvAqxhCxUAAdxxzWhJ4m+z+CoTbRxJqEmoTWFjcyuFSEA7gX45HbkUAb0nxC8Hat4qitYbSS8usCcM2OXThEVTnJ+YnA710UHj7T3t9QupLS4iSyjaVWuWjRpFDYYKM5GDgc47VwukeF/DviHQD4vsdNs49StbaQNFuCRm6Gcux9M8iqWmxWXhezvpdXk828aymurW3vLUGWNip3bGGVKbsnH09aAPbrDUIdQ061vYjmO4RXTadw5Geopt1qltYec94xgiiXcZXHyY78153pt/q9p4JutZOp37SLp++FJbOOOOPpgrgc+2ay9XuNcvPs1sby6vwbCS/UXlukZV0XgKF4YHnhqAO5X4ieH5dQls7a5Ny8dsbn9wN+5QR0x1P+FaLa/p00V79uWW0htJVR5LkbFJIDAhs9O31ryPRdTs3kur3wdYwW0dppX2i9ltow7NcMOEG4cYOScV0UTa747m1iwi1KLT7W3ggikje2R/tEjxhmdtw6Y4wKAO50TxTo+t6f9ssboSKQzmMNvcAMVztGTjI4rVju4pfuFuoHKEdfwrxbTYNR0zxME0xykUmnRl59CsoyJWV2Q7g/TBBre1m71zSpiUvbu30mK2RzPDaRyfverGdeq9vu0AenSOB8o2lj0UtjI704bI48qAEA/hHaqGlz2mq6Xa38LQzpPEHEqLw2RyRn1q9FBFDCIYkVI1GAoGABQBVtri3uZS9urMJYw/nAcEdMZ9eOlVmex1u3vNNlglliDGCfzYSFfAGeSMMO2RWlBBFbQrDCgSNRhVHQVLQBn6fpNrpiYt4huA2htoBwOi8AcDoKluL1LeIF1cMcAARs2CfXaDVuigAHSuH13w34xvdfu73SvFn9n2jwqkNubcSBWHU88c889a7iuP1mPxrJ4nlXRrizh0z7GuxrlN487fzwOfu0AW/CPh3VPD8V2NT8QXOrvPIHDTLt8v1AGTxXS1zvhSLxPFbXA8TXFnPK0paE2ykBVP8ACfpXRUAcn451rUdGtbJrAmMSzbZpvspmVFx/EARjPrWh4U1P+19DS73q+XZcqgXkcHgEjrmrus6cNV0m5smdk81Cu5SQR+IrJ8C6OdD8LQ2RiMREkjFWbccljzn360AdLRRRQAU1XVxlWDD1BzQ7rGpZjgDqaZDDFBEI4UVEHICjAoAexGMZwTwKwNR8QaV4bZIrid5J5nwyopkcnB5IHTpW+yhhnALD7uexqjHasupPI8UHluitlI8NvHUlu/tQBhHUdEvriC3uJZLe7vg7wsSVbYGGQSemdoGPaszXbNrjTrq80jxFI06xTzeW5DqxAIHyn024Fa66fb6lrc000tlLLBIVCrDu290BJP3gdx465rmPH+lGXxHokFlYR3N1cQTh41lNuJCqrtJII4BPT3oA5nS/EcX2O3k1vWbnUjHMLmyjmtmXeSNoDnGMLknArp7Twkvifzbw6l9qgWSMRyB3VgVPzKDxgc44rlNKuNU0TwVb6uxll1Dw3cy2t/bSNhfLY8KCeG2kryK9b8H6U2k+HLdJbiS4nnzcSyOxOWfnA9hnFADINKW2lhgGpSxw+QbW3RG+c4wd2487hg1n6NYajaeJ79G1e7vhBGdiXP3Iw5UgZ6sfkb6V2GxePlHHTjpUQVEklcptBALOT1x/h/WgDmdQ0TUtauo2n1CGyW2ctMLeEHzOuMs3+wcfU1yXgPwFceH9Yvb1LtbqO9f5Q3zoIVZtpUnr1HFeiXEE72Utokkky7TllIDDoQvPByMjNOt5ZJdNtltbKS1VxtZHQL5IHquRn8KAJ5meeOaKCYeYq7SQvKkjqPes64i1dNISDTobZpUVNv2v+I5G4kDoev41Yl06QMIoU226w7VKudwO7OOT0NWLuN5FYeZ5JCgrKBnHPIoAzNN0zU9MnvGa7tvszv5ypHBhmY8vu+vbFRwX19daPp84t7eS+uADtKfInUsc9QDjFQ3lqlxKl819PIyTeUkDKV3MpIIGCOvOCe1XLPQJoBLP9skhupmGfLO5I0AICID0HT8RQBjzvqkGvTvZ3LXFwlmu+0mw0an/AHhzzVTToPG1vrqQz31nJbXredLKsRIgAHEaDtxzzVxtLufDNzcX9jDDKblFWSSeRjKCD8zE8g9eABWl4b0xLUXmqRXlxeSX0vmMZJAQQOAFwcADmgCxrF28d9p9oAs3nXSbk25ZQOcj6EZJ7VoiNIybiaKNXhVwhXshwf1wPyp0ltayX8Nw8am5iVhGx6qDjdj9KratZxahZT2TXDwGdQjuh+bbnkD0zyPxoAk02O3aFr6CDymvcTSZ6k7QBn8AKkmSCWfyZJCWeMgxbuGU8EkU+RzbQxiOF5OVTCdQPX6Cpdib9+xd+Mbsc0AQWcK21uLeODyYovkjG7OVHQ1ZopiSJIWCOGKna2D0PpQBC8lzulWOAYVQY3Z+GPpjqKxNY0rWtQ160nt9TltNPgQF4YSMzsSchs9sY6Vsy3saTeUrxlkI80FwNinoT+OKgutUsbG6xPeje+1RCDnbk4zgcjnvQBW0zRLfQNLjtY724FtDuYtLJk/Mc8sfTNT6fbPHcMy3cs9uBlGebeST1H0FXLy1jvrR7eXmOQYYeo9KbG1vGxsYSsbJGCEUY2r0GKAEnj3XQJErgxMPL/5Znkdff0/GjUHkTTp2iZUl2EIWXcAe2R6VMsbKka+Yx2jBJ6tx1NZV1cO1zDpCBp0nhk86cn7mNvDY9QxoAo+EbIWNrI09vaQuz+VFJE2TIg6Anvg557jmqmsanF9scaja3SPakyxwxudtyF5DgDtnjmuhez021SyjaGNI7Y4tyekZxgY98VVlkMmpG5uooo9PRQiyyfK27PBz/dP86AKdgb3TtE+03cs8kk8huNiJucbhnb+FbtnqFvegrC53qAWRlKsufUH6GsrXvEkFhYTrZ7ru/KYhggUuzMeB0qLw3ObSxNtPFcNeIglmy/mtljyu72ORj2oA6WiimsyrjcQMnA9zQAp6UxVYFSzkkDBGMA+9OVSCxLE5OR7VBa3RuTMrQvE0TlCG7+49qAJZGkDJsQMC2GycYHrTLi2W48rczAxyCRSpxyM/4mnyB8oUPQ8j1FK7MEYqu5gCQucZPpQBXa1Ml6JpG+VCDGASOcc59akjMxupt+REMbOBzxzVGNoC95qCSSyugw8AfcEdAeFHrTre+n1bSI7uxU27TIGj+0xkFTnkMvWgC1Lbb3eRTh2jKf4UzThcfZgbtFW4zhyoGD9D3FTRT+ZJJHsdTGQCWUgNx2PenSNICoRQcn5iewoAjmEURa5c7G27d/oM8fqafHuRY0YtIdvMmMZqvc38UF1Ba/I00rYEZdQceuD16dqnkl8uaJD0ckdD1oAlyM4yM+lV5Jn85YBDLh8jzF6Lx1qO9e6S1mksbZJLpcBFkbaG59asRNIwbzUCENgYOcj1oAox2rWMkTSX80kWBGVmYcn1JPU1ZivYJZJkDFTFJ5R3jaC2AeM9etOu7K2vo0juoUlRHDqGHRh0NLcWdvd+X58SyeU4kTd/Cw6GgChcDXDqAa3NkLMOo2vu3Ff4jn19K0UiEbsVCqrckBQMn1NS1TuvtUk0C2syx7ZFaYOmdydwD2NAFs5IODg0yIsYxuzuHByMZ96V41cgnPGehpIo1hiWNc7VGBk5NAHM6rqlz4chMYuZL6eVgEEgx5e5sKSR/COck+grobFt1jCftAuCVGZVxhz68VHNY299CRfW0bnayMDyCp/pUtjDa29lDDZIiWyKBGsf3QPagCWWJJomjkGVYYIqO3jkhQozh1H3SBg9T/8AWp/73z/4PK2/8Cz/AIVSurgQXg/0htzbVSAYG45zxnrwDQBaM7C7EPkuUK58zsD6VwHiuSHw3JaQ6rrd+uk385tktba3UKobgKzjkD5v0rvbWCWAyebdNPubI3ADaPTis7W4tI1ZW0TUEhuHmTf9nLDeB03AdeOeaAMbw5oE8n2eW+vr6WCxkItrW4VRsI4Dbhy3HQmrq+EbaHw+dNE80qrd/a1bIDFt24D86bpmj2tvELC01C5/0CZWdieCdv3WPcYrpYihiXyyCmOCDxQBxU3h+6jjjtdK1SXT7pLyS682WFW3LICXAHcDOM+tMTRptTv4tWtPFVxHd20TWUkv2dCsnzBiQp4Hbp6V098bJtVtIJ1P2maOVYmVTlRgbsN24pIZhHHNdurLAHMaQiPnhtu7HckjP0xQBzFjpumRa5q2j3Mv9qale25muJ5VGIwFCBTj7uTkgCoPBelWV/da3fW2tS39vNENPIMW0RhRjAP8WM4zVzximp6TNY6towtVnmvoobrMIBkhbIwzd8ZJz9K6i3gisoJLa08pJTukVAoUAn2HbNAHm2qaFdaDpltpOna5qltpdkhW6nDqVCck8deh6VS0y7HiB7TwRaaPcWWiWzJKl0ZgzSKrB1PI5DHmuq8T20P9hahBp0qWWoBlkkct5cc0uOQxPUYzXBXtzpmieK9HitvE+pOzbVa1hcSRu5ACxq2OFznJPagDbnsNB8MeKI0jvZIjc30mo/a40+SNlDL5L46J9/HvmqejWPiLSdN/tD+09TurNbp3Ftp+0xNGxJA+bnv+tR67ZDSNS1K9n1FZxdXCynTI5d864b7qL0yC7se2K6tpvtdjBpt1rUqwK5P2m3Ijk2j7oPuRweKAPMfA11qV1ePBqqNLpWm3fmmC+uCnkEt8pKfxHJ4r1jTNC8P3WsXGoxxeeVnkMRmH7rzmwG2r68Yz7muU1vwroviuOeWLU70C3lTNyHVDIoOMZ6tjtmneIdXlstBk03wxLJJbrII7i5acBgzDGyM4O5+M+2aAMi91G4g+Jes+DrCxtDaazCDMkhIUyCMj5SPujNXNK0G7OnXmoa++o3UcGmT2nmswzaMuVdVH8SkBSDXK+FrCHwp8Z1hvLmV5EtMr58wJlkdeF3t9a9sPh671i0MWrTeTbSKFFrbSEGJccruH3s8ZoA4nSNKvLm8udDbxHq19Yiw2eTIi7Q5AIUHGOBjn3rY8R206i11aexkjubOzkggt2uAFkQqA5cjpgdq6+fTYNQjitYJbi1gtWG17aQJll42n1xVO6sLrT9DvVluJ9QubgbEU44zxx6cdaAMjwb4Et/D/AITvrLT7kRnUT5onj+YqGUYXPcDnBrP8TeF7a0i0/VRd3n9q2aRwSjT5NrzLgqF29B97lj2roNN1e0e5l8OaW7i7tbdN77QyRDG3Oc4J9hUJ0GNUGlWsn2gznGpXrMPM2jnBIOQWzgegFAHDeGdGXxNfvc6BqOr+Hza232aOEKGUoGPJY/eJbcciuh1XwLFHDd3Da/qUQe2EOqOibmuuh3Y7Eg44rq9+jrd/8I9FfJDcCENDaRNteJAMZGO1bGY5YpIRLkqNjkNyvH86APO7PxDNY6VaaZ4a06f7BBAgtzKpBlG7BAJ6H611E/iy3tdSt9NeKSa6lkWM+SCUUn1bpxRqWkz6ykdrbX8sGmOn7xrdwGbH8IPoe5rm9NmTXfF7aNpbNHo+hqVnfYcyTngANnJwM80Abeua/qrWkzaDBD+7YRm4uASpkLbdoUckg456YNdLGZ1s0MxQziMbyOFLY5/DNZlvcxXGtCytCPIsE/ebW/jPAUjvgZP5VtUAUYZrv7R++EH2d/8AVuhO456AipbuWeII0KxlN37wuSMD2qzUVwrPbuqFQxHBbpQBL1rznxTqGq6R45j1CZNVm0iOyxBFZRl1M5LAlgPYj9K9FHQZrlPEuq+J9F1FLyx0uPUtHWMCaGE/6QGz1UdxjtQBhfCW28T2Nvqdr4lknaUOkkQlOdoZckA/zr0muH8D+KR4p1zxBPBJc/ZIZIo4oriMoYjt+YYPvmu4oAQkAEk4ArO0bUo9TtJJYxgJM8RG0r0PoatXl5b2Nu01xIqRjjJ9fSs/w9qdtq1rcXFtay22J2RxIuNxAHzDHUEY5oA2KKKKAIbqITWzxkOQwx8jbT+BpJITKsYE0ibGB+Qj5sdjkdKdcSmC3llCbyiFgucZwOmTVOWznlZJ4LmSPB8wQAgIxI6MQMkZ5oAzPEF/caJpFzLDOskpfKyXj7I0z0XKjJ9AB+NQ3yeJriC0is7gJc5SdpjGEixxujblmycnGB2pPG7QHwz/AKVdm2umYJBJFGZMSnphQDn8alGtpa+GUuJ57ud7c+XcTQW+X3L947SOh9h3oA0tMtbi3d2vXVpnVSdvKqe+OB3/ABrjfEuiwahqv2me4t5Z54WTS42u5ULuv32+TvtxwOuK6K21ezja00mW7nvrwjexkTa5TGdxCgA43AYrG1Ozl0nWbGAzzahPeSXUyPcNjyAEUFUCj06D1oAy7ZL5tLutKn0Szt9MuYd8UV7O/wA8ikFt527sZ5y3P1qvf6tq2ovdQxNbW9xZQq8XlX8kcEiAfNtO0E7e/wDMVDa32maPoev3KWc93di9a1FndztkuwGEjJGQp688+9MsNaXStE0zX9K0XSY1v5kshEVbfA7NhlJ7jNAHP674z1SE6RpASaPU9Tt1dbi3vpfLTe2FODnsM1150XW7PxJCsOqST2M4MSx3WouVdgPmwwAIcEHjBGAehq5qvieHS/GbabcQ6PaX4sFlF9dsdvLY2KOuOM9a7S2sbW6gt7krE2YnwYT8h8zBYj6+vvQBzGi+HPESb/7XuYfnk+XyLyZvLQAY6kbiec9MfpV1fsdt4oh0lL+Rrna0rxtPIxCHgDG7r711gAAAHQVm3OiwXeoJeTPIzx48scfIQeoOMg9vpQBEdGtBfZ+2XgdoSnk/amwR/exnOfesLxVLNax2+m6Zq11BqExVYSx3rx1DEKSDtDEZ4+XmuxlAC7yWG3nKjJI9KxbrQTf2V9aSahdxJcPkNEFRkUjlUIHAOevWgDgr27/s+6+13Pi27Xw8szJcG4kMcpdlXb5ZC5ZRye2a6jw7NpVzdNawaney3OxZGjNy8mFOSC2R8ud3Q4zgVzUmk6bpmqW3hW2lN1czwIkgvo2kkMPcKRhVGE+mfrXoV7ZrcWV1ZSq1tFMoiSa2J8zBHsPlx60Acp4oTUtDkupdO867F4yL5U8spRMnBIKjAySeMjpWfo+l6zYeJ4dK1H7Q0K2DMrWM7rAhzgArjIJz1zW54qsGtNL81Z5LxoghjtpCuZBHzjeR97vk1i29/wCI7K3vbq50+4uvtMH2t5ILgB0A+5EMrjGDyRQB0lnZ6krRixuYwySRi4L3jzA7T86gEcHB61o6pdXWmwvOWhNrGrNJPPNt2AnPTbzgdOa5fStQu/s2nX8nhT+zb1rvH2SORNxifgyH6Z6HvXXanb2GrSLpN9btMrAXGCmU+VhgE9M57emaAKmgy3eraPp91fTTW16katPAhA5IzhgRnpj0qkll4hj8QvPNdv8A2aVYRwrOCzOemR5YwPxrqlUKOAB9Ka8UburuisyZ2kjkZ9KAM+xjv2gQ3WY3QbcecH3A9STtHIo03T57dzLPdXDOSf3bSKykdjwoOabrcST2A00SXNv9rPlLLajmPvnParc9xBpenGa5l2wwoNzkE8DjoKAMLVbu3tdVj0cCW4vNRzKqYXhVK7myVwNo5Gc81Zl8OxvfpKjNGDFtknQRiRznPzfJz+f4VqQNvmPmr++xu4BIUHgANj25FWXUOpUkjPocGgDMvrWOOIzzatdW0USDcQ6BcDucrS22mnMc66rfSoQGAZ0KsD9Fp93Z2WqSiKTa0lrKkjDbk5AyAc/WrskiQqu7gFggwO54FAFS2s2gfab27lKsGPmkYPBGOFHH/wBaor7RY75pN13dRRSY3xQuFVvrxnn61qUUAYaaLbJdCMTziRYFjQmfeyqpOGAYH5uSM0yTRZncK15fTRSPiVZZYyu0e23nPpWujxTSM4ALxEpweaXDzQIxUI+Q2DzigDKvtPgs43nGpT2iHCoiMiICeFUfL60ml6VdCzt5bm/vo5/vSQ+ajKGzkjO3kVcu7l0ujG8SC0SIySyE5I+gHNVNPtDp7QmwkiNi6tJO0vmM7Z5UhmJ9eQaAJZdPmju4mW+1F1eTLAPHtQdecrnHbjnmn6nI0EkAUXbmZ9n7kDbHxyzHHAAB5rSZVkXDAMp7EVWuVF0slrHPJDJgEsgGQM9sgjtQBnW+t/atBbVYIXK4ZYo5JFUS4OAd3QZqxps97Lpga7sp7e5QkmJpUcv34YcEdu1VDM0lnf2d5YbrSHCIYFzvHcbcdQfwrai2JEI0ydigbc5IGOM0AQxXEk8FvK1vPEzt80Z25Tr97np9Palv5J4LOWe2ga4miQskCsF8w46ZPSsf/hJEkvVtNIs5L4xzMl3sJXyDjPVhgnJHAPeuhFAGOupSyII00w/aJIUnMLkLyWwwJ9R+taMccn2l5XkbaQFWPI2j36ZzWHc3GrQ+MFkMq/2ILNgw2BSJg3HJ65HTHFZ9n4o1q7ms7RNJaG4muZUY3QwViTo5C8DJ4HNAHZkEqQDg+tQ+VL9nWPz28wYzJtGTjrx71FfahDplg13dlgiAbtiFjk8YAHPWltrlJlikaKSGaePf5cg+ZQOxxkZGfWgCGzurDV2eeKJXe1neHdJHyrqSpwT+PNXix3ABcg5yc9KjmWVYx9mWPcWGd3Ax36d6RZFS58hYWAK794X5c56Z9aAJAHVgBllJJJJ5H0qSiigCB7qCNJnaVFWAZlJP3BjPP4c0WdxDdWsdxbzieGUb0kU5DA8jB9Kqx+e2t3Sm5ja2ECD7OE+ZWJbLE9wQAMe1KbN01O2lilmWCOJ0aIP8h5GCQec9eaAF1jUrPSNKuL+/fZa2675COTgewrmYPEk2tanpM1nBLb2s215XZ1VgD91XjI3Ybsc1PPpa6zq2oXFtLeW19bOqL5rv5TgDIGMAbCeoB5rpYID5MRuFiM6gbjGuFz7e1AFmq0guPs1x+9VHIby3VC20Y4OO5qdiQpKjJA4HrUESyymG4ffCSnzwkgjJ9/b2oAb/AKREkRaRZQFCv+7ILHI+bjp9MfjVjZhl2naq5+UDg1kwRSWuvyy+eWiuh8yTT5MbL90IvYEZP4Vbhnnm1KVY5rSS0j+VghJkV/Q84FAE1wrSKyqzRuB8jg9Tj07/AI1z2oSafKtpeTx/adRtsTRpDFmU4OzOFJOAx57UyGDxFH411Ke98u40L7Or2iAAskg6gD1qPUNXvkjhuV8P6iXitpJS8bIGDcgRkDqT19OlADdU1JdPsrHVNZ1RNFeGfN3GuStywU4RSR90jngZ/Krmq6dpeq28GspcJZ3TxqqX8Q/eeXneUUn1we3rXD3XivXovEWm6Pe2k5tpP9BS9niiKtcNyrlMkghdwIzz+Naul+JLe11OytrlFh02RWW03eWhmuFLb/lU4AIxigDvLG4S605LmO3kTzV3GORQrn/eHrThe2cV5Hp4miS4ZC6QAgNtHUgelcR4f8c6FreqPBZXmqLe3UzRNZvGAYCByxGPlHvXeQ24iRAztK6jHmPjcfrigDK1rxBpPh+SGTWL+C3jlYLAHX5t3c5/H04qW91iytCk8xf7OkPnmfb+6VSQM7umcEnjtmrd1bG6aHbIqiOQM4KBtw/u89KbNBGJIWmnIjBKiNwu1i3Tt25A+tAFK+1zQ28Ptqdzf2p0xv8AluxDRnB9+D0rItfHuhXeuwWkM0LQzQb7a7D4SQj7yDPcAZxW/dWFxPp0lskluHcFfng3Rgc/wZ9/Wua8S+FYrm0sp0vRZ3WkxNLaOiKkfmY5JGeRjjFAGX4zgi1qNNOtrnU5kdfMhFlE5SPIJ3u/O9T6dK8ug0c6FqGlR2el31rd28gmnnuYcKZskJsOMYY4UZ4BI969c1jWb+0+Hllfw3+7Ubho1E1vHhHYnG0KQSFPTgH1rjdH+HlvtvtX8R6lcWd+ZQxBwwiy5KhD13ZX+Hs3TNAEttB4iuPENtqkejXDXSOZJPtNqY5MkKpHmk4OByABg8jvXX3V9qKaJcar/wATY3KWJWO2uI1jIkY4BODjd049PesSzudXt/iYthaSPfWKWTeVbztvNkcqA0hJBwQoYA5PPrzXQXN9rk+mXNz5mkXAtriNpSsbiOSMAbyScgkdRg9qAPMG+JOqaZr1lp9tdXOtRmI+XAIvIXcVx8zcFwDnJwK7L4dvp+neH77WNRntZEW4ZmmW48xFkJBwuSRntuznpXna+I11bxXea3L4ptI4YZSkNubQeYyBiFRcdj3weh5r0PwnrlvFp85urOxsororIkMgCM05O3b5Q5K4AIP1oA8U13xPb6l8QLnUba5u7OCW4jDLdDcUCtzkg7gAR0HPWvbvh/4ludalliuvEGm3YgT7dIIInDIHJ3LncBhR7HGap6r4d8JXHje2sLiTTba9V/tXl2ls3mS8EurkkgqcHjGa63wxawadqd1pVpPY74VTzIbeIBYVyflbnduIwcnPegDatLqC62SPd74ZGJtyA8eQvY5PzfXvXntzd6/4x8aT3VnczWXhiwUxi6ViBMf4yhB5z0B5xXWXuoaprGtrpWjeWunREm7vtvA5/wBUhB+9jqat6rdwaFbeZbrCWgGyK1WIhpCedq84yfXHHegDEvorhtX06z0828Ny0Tq0aytv8hujFWwTg8k9Qayb/U7jRdTg8J+Go1uLy7gm+0X0+0ebOBnJbIywzkjsCKtWd3f3UM2pxDbJL9+7nhUSsM8WsYwM4PG7nPameFHSxs1x5Go6wJHjlhUAJpwZjuXceMA+py1ADvDnhS58FQtreopdaxrV1OIn+zu0hijY8AFsfKDyeg59q7g3V22t/ZUtQlmsHmS3Dd3JwFHuByfwrJh8U2dkl0nlubO1zGk0fzCVwpZwvOQFwR+VVfDljdeIPD08uqwwRWeqjzzFCHjl+Y5w5J9MDjFAGR8R/EN9o3huaz8PGKBy6xNcu20B2OAiY6uc/QVH4SsJvCdummjV3m1TUhiK0uYvLCOvMj7sZfucnrVrxZdeH9N1LSdDlSNXiRpbWyRcGST7qbT0DA85NVbm/vrDxDZpA9m2qyLuu7ieEyfZoVIxGXB4Y5PbnNAHoGk6cdNsEgedrib70s7gAyMerYHA+lXHUujLuKkgjI6j3FQ2l5BeQiSCWOQd9jZwfSiRTHdLcvdMkITYYjtCliRg5657de9AD7csYV3En0LDBI9/eqetWlze6f5FqVEhkUks5UBQeexz9MVpVDcCYxgQFQ+4ZLenegCYUUUUAQx20EMkkkUMaSSndIyoAXPqT3qaiigDMvrYneVso5lOHLFzuDDoQP8A64rO8G3F3c6deSX13bXFz9skD/ZidqYx8vPII71u3UcktrKkUrQyMpCyKASp9eaw/CFxqs1jdJrKIl3HOw+QAKU/hOBzk4yc+tAHR0UUUAV72VILG4lkQOiRszKe4AyRXGy/E7SbPxE2j3CFSFVkdWH3SOOpAOfY11+pJ5ml3aAqN0LjL/d+6evtXzR4rtbjUbm02+FGu5d8aPcjMbOVGPLXn7vuKAPZ/Eer6NZaf/bsNtNPeWJAjtY5drKZDgMVBI59a87tNd8f2mt30f2u38vy/tVzbS3MbFFJCsQ2PkxxxUd1ol3B4Qs7208MajcXXnNHIrzlJbcDqMj7w9CaoT2etrpVxceGvD+qw298mJo7m2WZnORk+YeSDjOPWgD0fStD1Gyv7HWovFcVyZwodLqNXG3bgqrLj+IjpjOKm8deI7S0v9OmttXSG6sml3JHbGcsSoG3jlTyD71wM1lfFSU8A6x/aN1BtmmaRvLR2HzuiA4GGIIH1rO+warYaTfxL4Vlkvp5I3uLaQsHaP5gZFOdwBIGfwFAHSata+HY9dXTtc1OWU3M7apdW6RMN8jLhQpU8bcdPWqWiaR/xLVtTqNpYWL6rFe2lvdylSNrfOqk8+nXvXMeE9B17V/EV9Lo2nxQ3ViQwllncxsCT8uW6gVUufA+r67pesX0dgft8FyNtuspO1fVAeW3HoaAPeNV8M6pL40k8R6dNprrJYrbCK7jLjht24EEV06XEtnaW8dwIWuGXAER2IzDsufbJ/Cvn5LH4heG9Ntm1ATXMp8lbceeT9lGcfOo7EEqfrXtFnaapcaTqFnqVjGWKbrdUl/vKQVDdsEHn0IoA3ZriZZmSFIpCqbmUybWBPT8Dise08TyXsd00EFpm34cNeAc9snbwK5HUrPxNaeJ7CawhvJbe5/cahtbdsO3gse4XPBHoa89bUp7LUILbXtFee0k1FoDc3UDxl1JzvbHUgcY9BQB7w2q6wlssx0WM5IyBeLx7529KqSatqUN0itpUTzOwYqb7hV5+Zcr6dcU5JrmCaf7GthJZ+UGCtIwYsR8vXgDFRXd9p1tqVvcXLLPNdbktY41LZAXLKB2bIoAqWk1zfas/iSHSvOkS3+zJGboYUBiSR8vU8flS6v46g0mGC5eGy23WRDJ9tXDgfhRa+IPD8Vubq3m+z3E0bzC0kBJUM+1iVHT5l5Hsam17wtY3vhqW3h0/TiIGE9orjaikc5J7c/hQBiT3EV3ocE95p7zWkUn203D3wCtkE5J2/MPb6VRg+I1te2o023mtJHu7cyQm6uVChfQkryfY1aurBNY0qxudDv7BotPn/eWxcGOJmXDAE8ZBOQK5yPw1pOleJLTUbTTTd6hprrDewKquLgycmUL1yPyoA9C0W7FhY2QuLK3igfHl3El2p5bsoA+nArq0DY+YgnJ6enauBtvE2m6l46tvDj2N1aLaCRo454FEUrr0Kk+mcjHrXfSSJFG0kjBVUZJPagBqtJvk3qoQEbTnkjHOfxpA8c0AdwAh5+anqDliWyp6DHSs3W9PuNUtBYwzyW0TkebLEwDFe6/j60AXQ7/AGhieYyo8vac7j3+lOkCyRoJIdwYglSAcHrzWf4fsDpWkwacsMqQ24KoZZhIxGeMn8a1qAMxNTnN7HA2l3ao7lfO+UquATk89OP1qu2tvNJfWy6feRmEmNZSBh2PTbgk/icVpzubS0Zo4w+wfdZwox9TT0I3BkRdrjcWBH4fWgDmNFxp4v7s6dfteSSbblnbPmso4MYJ6du1a0l1I8sc7WN0ohjMgyygEkfdPPUVbhtbZLie8twpmmADsGznHQU64soby2lhuYw6TLtkXPBoAoJrVxIu6PSrl1PdWQj+dOutXltgnmadOVcKM7lHzH+Hk9as29mum6cltZxgiJQqKxxx9aZc6clzdwNOgnjjkMw8w/6twAFIH50AQNey2roIdJnbzIw7FGXIPTB59Knj1C4dUZtOuE3PtIJX5R6nnpSS2YlumvZreMzwE/Z23EHGO/brmpdPle509DcBfNIKyqrZAPcZ70AUn1GdXaOPTbuQK331ZTuGfc9KQ6vcODGul3QIO35WTIPp1qaCD7NZ3EWmRwpMrHEb52qfcjmnWNhPZM264Nz5szyu0o5QEcKuOw4FADhf3BeJTp1wA4yxyvyc9+aS9ilujCbe8lt5YTveKPaS4x90g/zrRrzNovEkXxAtobiCKbTDcTyrPbyfPDknYZfbHGKAO2064mQGGXz5pNwYmTYGjDcgHHpUtpqL3MMsxsLiLbJsw+3LAHG4YPSmW9g6TNNefZyQVKFF2kY7E98Gp5y6XVuqzpDETyhAPmH0HpQBQa7toXFzG4s4ROzzsNm2UbSNzHrjp78CtBL1ftC28hXeehDAbuM8DOaoS6RZ3OqCY28BgAEr4zuZxwuR0K4z+OKvLDZ38a3MajLKQsqjawHse1AGLceG4dU1+LWrye7Sa33R2sL42RkjG4AdfUZqfQPDcfh8zzSand3kkx3SSXTg4Pt/dHsOKh8W6XHrEFtajVLzT7iJxKk9ufu8/wAQ6EEjFUdV02+tPDMOl/Z7jWL68by5rgOY1BzkuxH3R9KAOzIDDkAiqwusTSrNEYY0ICyyEBXz6Vk6RpP9mJPdPc6hcTBDGFmfcQOvA7896sXjLHp0stxb3V4kexfJEeWYgg7gPxB/CgC7bTyvNNE9vKioTtkfGH57YpyRLHcPcNOzCTAVWIwvsKlQAwgKSRt6k5NQWun29raC2RAY9xfB9Scn9aALdRK4RljeQGQ5IBwCR9Krm7f+1Fs0hbYIjI8hU7euAAfWnvao+pRXZUl442QNngAkHp+FAD3tonuI5yD5keQCDjr6+tT1U1C8NjbiUW8sx3bdsY6e59B71594S+Jlz448QTxabaR2emWaIbh7o5kLMSMLjjsOvrQB6WSFBJ4A5JpkL+ZEr71cHoy9DShlZmUc7etchru64nh1q3OoKukTtG1nGgCznIG7B6gZ4oA6zzx9q8jY+du7dj5evTPrUVqqRRzPHMZhJIzDLdD02j8RSyD5YVacKTICA4GW74FOW3iK7DCqqshdQPXOc/mTQBhazdWunzaXcXT3EN1c3SoscAG6VsHCsf7oGfyrVs7KO11C7lj8oCchyqRhTnuSR1qh4t0Ma9o/kJbwyzrKjJ5pwAN43YPb5c1o6Zb3FtC8MyoERyIdh/5Z/wAI/CgCprmnTa9YXGmpdXenMGVlurdgG4OeKyvDfh5rPS9S0y4vtTulknYvdXUgDylhg7SOgFdPm3jlaTKq7EIST1PYVxHjPXLyyktNL8NXdj9vvLllnFxKNsaBCWPPTp+dAGNrfhJ9Q8eWWsz3xjtcO0KRuENrJHjMjDkOcAj8qk0jwqyaNpHmX1iIbbUWnmafbIXYsSSpIGGYkcDpWrc6PZOtjfJcnVL9pjBDLEwCKWA3MyjhsFdxrWj0DUIUtLM6u08aHdOXhQMQOhX0Oe9AEOi+D7TRvHOs63aof+JhGpcl87XzkgDtnrXVSwpMoVxkAg9e4rn725vF125ghn8lEtFeOR49yBt2GOe7YHStXS0v1gkN/cJMxcmNkQL8nbPvQBLDa20F5PLEgWafDSY/ixwD+tNE1jqfn26SxT+S4WVVbOxxyAfQjipwGZ9x+XaSMZzuFMtrK2szKbeCOIzOZJCi43sepPqaABLi3Eklus6tJCoLqWyyjHBNc54w8O2HjCxGlu5MiTRvJ5b4ZF65I7gjtUfjW11K80O+n8M3Jg1i2xzHGC8hGDsJPYipvBOp3+r6DBNrEUNtq2AZ4o1IYAcDdnvQBDqmjQ6VpDw6VHK1xvDK5kB8nAxkbuFGOMCuSuNY0KyudI/tbU7zULm1lMcCTTxlXkHA3heMjI5PpXUeKtEuF06Q2N42PN+0m1kGRMy8kFuoHHT2r548H6WNU+JMU0cFlOsN4hkt2ZgrszclQfQ849qAPXdN0fWrg3jakbyTUri4+03NtZ3CIVRiFVS4OSoVTgfWul8VyXF/4QvdIsrG4s5povJhxMkfzHovB7+lSaT4caGfVLjS5LrTnmnDtvAYynAJPPQckY7Ypnibwx9p1Cy1IW0dxJZp5rSSMwbKc5GONx6c0Aec6H4T8JWdzp8ly9zc6/bhVKxXSf6xeuADxir2r6ebPxtJ4kFoTcuqf2d590rqrLktkA/dPr2rD8SLpsHi6G8sNKlS6u4EN3ZWhxcIxGQ8Y/mTwax9b03U7vwZFFoGmaksMKyPqE0mG3EEkqT1DDj5RxQBoaLZ+JfE3io6jDFCNSs5Qbq/sblSdjkkgDoflGB+Negz6L9m8Pvp+gw3sN1qGPtF8bhPOmQdX3ZySMjp24rnPh74MkTwrNd2tlfadqzRJNFdQyZinz91dp646HPrV+T4e+ItM8QW2oWMhKW8KwWjb9zRM7EuWXoQASv5elAHoWk3MmmaZaWVpo141tFGFWQupJwOp55z61zF3oesXHju31l7XUbiz2yBoZZlxACMAIue/evQYrVhBFHLPIzJ1K/KDxjoO1Z1pFdadd2tpMJ7qLLhLndnaMZ+f+lAGNrOkQazbWENzpOpQxWEqyxiCURjI9cGprm8a+8PzwaTpUgW6QossZTDZ4Jznk9fxroZIgkN0zpLIsxwYwc8Yxx6VykXh3VdO1XytPCrpLaeYktDIQkDjI+X3bPU+9AEmk6Vb6FoD6VY+H7t4QJSqySKT85JI3ZyPStVNfnWZrRdEvQ8cQf+HYB0xuz14rn7a2vZtRea0nuktbaUB5UOWn2Rr+729yCGGa29Gs0trxLwWE8UmpIZJwwY7Hzk7gT8vXpQB59e+FvEepajD4gvtGS61hbhCiuVCRRLkYBHU4OfrXdaGY9L04xWWj3M292aWUurGR885OfX8qdrfhy+13V4Xnuli0+2w8UcMjozuDxvxxgVYs9DuLK9kiiit105HaaDDv5vmt94ntjk0AK1xK0i3C6FdRXHGWUqCcdiQeRVltVuWGG0a7I68lP8areLb24tPD80NvIFvbtxbW20kHc5wCPpyfwrQMJstNt4BI7yxxrGHC7mYDAP54oArx63NMm+LSrmRc4yjoR+hqSz1S8uJ/Lm0i4t1LEB2dSMepxVq1hitrYMjZTbk4GAffA71LLOE8rkfvGCjNAE1FFFABRRRQA1pET7zqufU4rF0F7mS51Z5bpbiE3ZEBAHyKFGVyOuDV7VkmbTLhraFZrlULRIeNzDoM1zPwzlvpvDly+oW01tOb2UmGUAFMkHAx25oA7SiiigClq0ay6NfRtna1vIpx1wVNed6jo2jt4e0kyaTbyXiqsNkGnZQqnoWZTgE89a9F1MuNJvDGSH8h9pHUHacVwniO6OraPaW+nXVvZajEqSCOW4ZFKgZ/g4Zf0oAvQanpNp9ql1C5eIKsccloqF1VgOSpXO4nvjpUkXinTbvVLXS4fPtt7ILdlYFJ0x2OeAPzzXI6D4luZtRRor/Qp4RKXkhVXeSA7fmZeOjGurW90+fWLW3+3aaIb+12WtvCmHLg5Zgw4Aznp370AdiY5vL2pMAQFALLnp1/OsiS2RdTuNQtmga7ljaBJpmwYyo4QDuM5JrZgWRIVWUqzgYJXpSSRIVcsSM8kk9OO2elAHG6BovjKCG1k1HX7Sdg0hlEUPyspHyemTnOeldFa2upfNPc3EKTtD5flxplNw6MT1P07UG/X7NAIZ7eFJ9oglBBWQ9SoH0FaS4ciRXJUjgdqAI7WO4W2VLuVJpf4nVNoP4ZNWKriCRbieUTkiRVCoRkIRnn8c/pU496AFrltb2DWLVLyeJ4kf7VEsi/MNgOQvrwc107uqKWY4Ud6x9atrWW9025nW7LQSnZ5CFlO4YIcAH5TQBpCO3uoI2MaNGdrrlfxBqjOml+d9id4xLNIWEauAwbGSRjkdKsSX8VvdwW5DhZTsTER2gj36Vh6npBh1Z/EFilqLkhY5nmgLMsYPJXuDgtz34oAvw2Vjpcy/ajFJPOWjibysMy8uV46n7xqaax065tTozD93sDmLechcn3zjrVe8vLBLeXT59QcXNtAs7S7cyIpJAcYGMkgjiizi02xup7l5VMxjJM0oO/ZuJOWPbJPAoA5e2+Hum6ZA9rpyyNZhmnnV3bc0nVSR3I4xXM2vh62s/HGn3EljeSNPg/bbqR98gPoFxhs8c4wK9L1HxLpOjbI/NRXdRIxx8qIeN7nsvGM1inxSsWiz3OpmKSVW80RlWAjB+6FOMvkcggUAac/h6PU/EWnapKtvJbWO5rfEhLbiB8x7cEDvW7efLbyMZWRduOFzg+uKzNCvtNvLGAac6opUOirE0eFb5jwfU5rbTdtG/G7vjpQA2IOE+c5J5x6e1QC58z7RbxOhu4l5XnAJGV/CrdRvlVLIF3dyR2oAxbKXWby7uN1zapbxkRlVibcHA55PBGe9accV1Fpoi+0CS7EePNdeC3qQO2amhcSp5iuWR+VyMYpciaM7WIByMjqKAMTxBpWp6z4eGnx3FrFJMAlyXQsrLj5guORmn6vYau1pZW+i3cFmkbBZt6Ekx4xhfQ/X2rVtopokcTz+cTIWU7Nu1SeB749anoAxdA02fTLI2syxxqkjNH5bli4PJLZ759K5lte8TPrT20+mzQ2FvdMkt0GVBJGwwmwE5JB61297IYLZ51RGeNSRvOPrzWRrlvpWr2lt/aMkywwyx3CeWSquw5UZxzz2oA1EF00SKs6mRJP3pZOo64H6c0tkbxLEHUDE1wCxbyAduMnGB1zjH40ttGoZ50i8vzsO4b727GOR24qYoxEg3n5un+zxQBXVrmSWeK4gQwMcRlT1QjndnvnPAqWIt5hVBH5CjA2nnPcUqO8cCm4Kh+AxXpmn7Bv3c5xjrx+VAEdxcwWcJmuJY4YwRl3IAyfeozeWj3MUHnp5zDzETdyR0zj0qh4h0mw1bTha6m8htWuI3KjoSGBCnjpmsiy8G3tr46uPEEutPcWslv8AZ0tJI/8AVpndgMD6gHNAHY15JrOjLd/EvVRcXX9lJd28Plky4N0EbLFADxwMGvUSDbSSzvM7REbmVudmP7oA6da8f8T6Z4t8Oa4/iC3u7jV9PtJZJkVjGfs4dgW4PJ+UEY4xxQB6kbdZdCP+ko48v5JmQ7cDoSuf60y7tWl0y3ubpreTUbdGeCYghFcqRnA7YNJouoS6rHDqMlteWoniBS3n2gqvXcQCefrVyQTWewRR3FyryFmO9crn64+X6UAS6fG8djCHZGby1yUzjOOeTyRnNTxyiRnADDYdpypGfp61k2Zvr77Nfhp7YGVxJbTgDCAkDjGcnAI56GtWRZMMUc5wMDjqP8aACZgkUj7PMKqW2AZJx2FVLe3b+0pbz7RchZYlX7M/3EPqPf1rP0aLXjcXs2pPEiOVNvHhdy4HIYr1Genesuzk13VdSlubm0aKTT5SkcXm7EkzwxwOSMdCfyoA7GQkRsQwXAznGa5a71qHXL1NIs5L2FLiFjJOkZTYMgDBI5zk/TFbGkNcx2ci3s8btG7DcG5UZJw3JAOMd6j0LTDo1tcQy3KyG4vJZ1PT77bgv4UAVNBWxN7ONOv5Zre0Bh8kEsiNxkEnqwx0962kme6tzJbsqh1yjkZwfcVQu9QktNXtdPtLWJjcEvIQ4BRedzFevXHPqas6lIIoc/aWtlCkmQJlVAwSSeg/GgCQyS20UaSHzWwd0pwq59/TNOjkimadIZCJEYCTHO01h6Z4osfEazrYrK0ds673mi2iQZ/hDdQfUcVs3MktvC7b0C5Hzu23AJ6dKAJZWkFtIfLDvggJng+lcR4d0Q3q3N8n2K2M0iRyJaLhCYXPO0gEHop+ma6rWru/srdJrK3Sb5tshklCLGp/jOeuPQVy1t4mt18TzW1vPBc21laPdzy28QLvvYAKAvJPykkjrkUAdgvmW0yhmmnMhOcAbUH07VhaZqXiPU4NbYW9vbyQ3TQ2Kzqwyq45f69iK3gAhkuYLctJKqsSWxnsBz04p02oWltHI9xcxRLFjzC7gBc9M0AAhMzQPcwx+ZGNykHO1sYOKS3uku5ZVXejQSFSp/i46/T/AAp7vJHHuhQzbjkfMAAK5/xLd+IIHRNEsYfMMsbPM7r88QPzrg4OeePrQBsX1yYpY4PPEbSNuBKnhQMkA9zx+Rrz7xt42uYbC0tLGcxSXBaSXDBJTbZwJEJ4z7V0viSfxC+nXltou+O+jgimSSaNfLb5jvXdnGcD+XrXm3i/V4bzWNKWxmgs1ggdo71oFmQmRRtTgEr3wCOBzQBfPjOy1Pwxqtnpt3dauLXa3mGbFwSMYK4XH4+1ePm+vPEt9CrXFvaw6pdMh85h+7lwB5hbGQORkDgkGtu61TTfCL6rpFuI1NwyQ3bRyMXIIySrADjnkAfhWtoME8drDrtvoug3FjFGllHdzONseGHzSIM8nOMkA80AVvC2na74W8TWelSTTxySXc6JLFMohICfNJz90gYPTkGvZLm41+z8G6WbQz6vfBg9w8ciIZkHUgnAx06dq8wt9L13UfFt1b6fa6VMohkluYrMqGgZ1C7GLDjgLwOuG966eDUPEWl/DxNM0y2tdQS4WWNLkSmMRrg7xtI42ZI5I6UAaOi3PiPUNah1WSWF9MiZwtgsqi5WVuDvHTIHOM16PYWr2dqIpLma5bJPmTY3cnpx6Vyvg7TNNTR9OuLCC2aOGFV8uMK7LJjlzJxuOOK623mM6MzRSRFWK4cdcdx7UAZkB1l9YbMdvDYKxLsSWeXjgD+7jiteQsI2KAF8HaCcAmn0xiw24AIzg5OMCgCuH+12qtDKo3HDPG2cY64PfkYogQyTC63SKGj2+U6gd+p75qG601ZrGW2iVIMh1Qx5ULuGCcDHPNZFzf2VtK2kyrexXMFspWYJJsYD0YcdR9e1AG7qTXK6bcGzMQudh8vzs7N3bOOcVzmj+ELHSNPj2raWt00iz3kluv35AwYYJOQue3vWxHK+oWNvcMk8Rcjy/kZXQnjLKeg+tc6+n+IpNRmhuNJsTa3kyi4u7e8YSFVHyvtZcD0wPX8aAO2QsyAsu09xnpSSMQvy7c5HU4p4GBiuY1Hw1c31vdPcandTTNIskSQ4iCbSSqjn3wSTQBDpOpaHrniKa50U2c11bEw3kzAiZB2UZ7Vr2ekixMrveyywklyjgAZzkk4HNcD8P/CT6fqs2ptpk1s7iS1dJ02MoznzCcnzC2cZFelJa+XbNEzGQDlVxgDjp7j60AZmkeJdH1LTTeWl4n2UPIqlhsHyfe2juB7U/Sddtr75GeSKWSaVYo5xtZwh5Kj0wQfoRXN+DtIiWN7e7tLa5gsrya4hu1UoschY5UIQBxkjIJHFdoq21xcJP5QaWNTskMfQNjOD74FAFqoZLmGKQRNIvmlSyx5+ZgPQVNVSaxt572K5ltonkiVgkjDLLnqPpQBWs9Qub+Kf/QprJo2AVrlRhwe4wau3bSpbs0LIsnGC/TrTS0N00tu0ZYRkbty/KT149asHODgZNADIYlgiEaZ2jJ5OepzUlNUsVBYANjkA5qN5JRcRosO6Ngd77gNnpx3zQBJu/ebdp6Zz2rJ1HWTp07iZY1iVQQWY7mJOAFGOTmtH/STcqf3awAHcOSx9MelZsdqW1m8uZSZZVCiGJtrCMf3hwCCT79qAKWiWepaheLq+uxJDcxhkt7VOViVsfMSer8Hn0OK3b1pUti8IdnQ7gijl/wDZ9s+tFtI5iYTPudDhm8soDx2B6ipWlQReZnK4zwM8UAZdteXA1SSxeGf91EHWVl+Ry2eMjjjGKv3KOyRP9pMAjcO5GMMB1U57VHpl/HqVmJ49+NzKd8ZQ5BweDU1zHHcRNbSoWSUEEY4x9e1AE3WlqEsttAg+cquEGAWPpzj+dTUAFFNZtqknOAM8DNNhlE0KyBXUMM4dcEfUUAQX000MavGF2A/OScED29ar6KLg20stxbC1aSVm8nqRzjJPfOAatXJjlWS3eJpQyZZcYBH16Vk+HNVtNUn1I2vnqYJhDJHJIrKpA/hwTgYoA36KKKAKeqf8gi94J/cP0z/dPpz+VcydB0K38OIoupbVXiQFxcsh4AHTcOcda6y5jElrMjMVDIyllOCAR1Brz+/0OfU9CsLC1uLlbaRWCONRJM4wflJ29MYPGKAKOraDoP8AZBv9Ce7kkjDrMsF1I2SByGIYhfX3rX8GeGorPRtJur25uLm9hUsHSSTYqtyAAecdOo615/4g8L6do2lHS5LmS2uwQ8sR1R8SFuo6YHA712fh+30aJdCupdQtI9SMA8iM3TEvHghFOT82CT+IoA9IRQihQScepyao6nO8UaeSI/MGWJkztVB94+nQ9zUOn6xpd9KtvBdwvcREr5YbnOOSAeSOvNY3i/V9LLpos0t097P8ogsyVl2urDcOQCBg5+lAGhoM2q38DHWdKi08wSA26wXG9XXHB4x+Vb9cRp+o6Hpes6bob6hNJfPApsRcAt8oGD8w/iODXTrcxy6zJbNbyiWGMMspHysD1APrQBoUVWur61sjELmdIjM4jjDHG5vQe9WaACqstwrRMISJG3+WQuDg988iufv7vQPDmsJDctcQzapgb8uY8g8ZPRSSfxzWTrlzYaLrWgTz6VqEsl1euY284sI5GGMsOeMdKAO4s7OGwtEtoFKxpnALE9TnqeaQRRR3UknlAPKApYZO7r1HamRPb3371HfOCuMlSOx4/rUcomtLmJra1jaJyFnkaTBVQDg478mgCq+kafc6jLrE9iUvPKNqWkJIeINkZUHBGefWrumQrHp8WVtSzLuc2y4jYnqR7VU1OPzoHZLmaG4liaNPLmG0H2B4Lde3asqCOLSZLTS7SxKYZXkMrkjYoxu3dAc9u9AEfjfStZ1SIRaTqK6dGE3XE32YSM4B4UHPTPUYqPwtNp8NhcWrD7XeWk6LdvsLETMOCN3QAenApto0msavcQSxhLOS1B8u4Dg/fIwRuxg44rSg0rS7bUnjj1GVZVdJpIxOedvADdtuD0oA6KNBGgUEnHenEgdTisuLRrG0nN5a5hYks7CQ7WGcnIzjtV6RLe6hRnCSRgiRWzkZHIINAE9MkBaNgGKkgjcO3vUKXJln2RKrxbc+arg4PoR9MGq93dWsKpNdXQjWA5kZZdqg+jDPP0NAFn7RDEII5J1LSfKhJHzkCrFZ8l5EbiCL7M8sbYZJUAKL6E88D3q2X3ceWxBbaf8AH6UAPRQihQScepyaydZ0qe+eC4tb26t57dw4jjmKJKB/C45GD9M1p+VtKeWFGAFJI52+lS0AZmsWVzf6Y8VtIILvaTFNk/unxwcd/pXOHTnmm0mym1AGbTplmvZDOVaUheDtBI2k9jity+0q+1K6QzXzW0ELLJF9mOGLDruJ6j2qrpUfh+Zr5LBIZpnmMNy4T78gXncaALOh2MUV5ql/DeTXMd7OHAkY4jKjaVUHoMjPvmpreJLa+vr6S6eYOQp5yIgOihR9c596k0+7uJJ5LWexeEwgfvRjy3P+zzn86v4UZ6DuaAEUNyWIIzxgY4rk/EWj+J7/AF+xuNL1SO00+M7biIZDypjJ57HPHGOK6ve/n7PL+Tbnfnv6Ypl1IkNu8shcIgySvXFAGJfWM1yYhdWTtDHGMLDeSbmcHocYBGOcmo7C01aPVNUneZpRNKWtRISI4k2ADjGSdwORnoetbsjxvA0rz7IGTO7dtwD33dqZpwT7IGiuzdRsTtkL7uBxjPfp1oAxdejvLCWz1lGvJ5okW2mtrVcowdl3PtPPy4JFNv10zX9Nvgt8hsJIXhl8v5SJN2CSfqAPwrUm1WRdYtLG3spbiKdGeS5Rh5cQXjk9yT2pt0kzTxWQtx5M7szvF8oVBjhvUnNAGTpF5Ar3Gm6ndH99N5NpHOgjaRVA+5g/MPeuhvI5GtfJhRSGG07yQAuPbms7ULe7ZLb7PAgmguQYkjkCjyx/e46ewqO71XWhpiXVpohkmW4MctrJIAzJnG5W6e/PagDB0bxNc23hyI6fpkurywSvbzizdVQSBuRlzngY5713MEhmgSQxtGWAOx+o9jXMXeo2TS22k+VHFqJVLz+zIyNzgHOC2McMAc+1dHHdxNOLZnVLkpvMWeccZ+o560AY2p6G11d3L2+qXttNKFby7fGCF7HcCOT9KntFeFkt44niuZ1MtwQQdhxjcTtwxzV65upohOqQgMExCzsAJHIJC1laPqWtyTR2+qabFE7jduWbJA75wuM57ZoA2Yrd1sxDJMWkK4aUKAWP97HTNZ9yt/braRrdWrt9pA33KEnZjoMEfP8A40y91m8s7OeaLTpLt4rkRFIuCEOPm564z2qzbaWii7aaQzPcy+ZvI5XA+UD6UAOtrZwSRd/acysZHJG5R2UbegB7VynjqHx1eJPB4bktra3VQ6Tg5lcgcptIxgnvW74V0a80CwlsLnUnv4o3/cPJGFZUx0JH3vrW/QBwei6d4lvotMurzxCDFbwKtxHZqmZZwfmDEjp2wMV3IZX3KCDg4IrH1J55CthaQRMxYNKRKYjEmfvAgferU8s+UkaTMGQrubglgOx+tAC3MbS27IsrRE9XUAkDv1rN0yGzvbr+2YLZFZ4vJWQxgO6Bjg567T1xWxVdrZZHjaRceS5aMISB0xyKAGWiTxCSGeSSYA5ErhRkHtgelYfiLw9c6hqGnT2cqRwxsVuoHXMcyEfLuXocH1roJXnzKsUQJVMozHhj6Vk6Jrt3qeoXtleaTLYy2oUktIHVw3TBA9qALmkXLy2O2SDyTC3lEhNiOR1KDOQueBn0qw0CPerKZCWRCFjyOM9TVK60u21G7jjuCkkNswlSIEgh8nBbnBHXAxVu61C1sSGuX8vOACVJ6sFAyB6kUAUdd0OHW40gub28hhbKvHbzGPzCemSOeMHp+Neb/wDCuvsOvXks9jEEe632t552I4Ydu0KyEEMw68jn1rvPF+tw+H9Mm1G5WSa2hRTLEq8rlsB898HtVS71htTsWTTbx5JEgYNIYwI5Nyg5B6AjNAHl3i/4Z6RZw3V4+rRH7cF+zzNOR5s2eT5aLtwB0xx9K57TNI0aGDUH0bxH9m1NIxb/AGafe4c7sOzBQwbI7DIHXtWr8QNM02P7Zb27SuljZxsyRQZELjliJCcAtnnHNch4QlnsNU1XXdM0W4ns7WBkhkkcq1vv43ZH3iASfpzQBv8A9nx6fqVtax+Io7fTNattguIInHkPGV3ADaCxLbscDr7V6RoXh7V7vQIUt/HKNYW9wQ0ltYLG7MGKspP49cdea8y/sa7sJ9GsrbULDWLC+uPtcMdypCOzFl2KSc8AknpyBXoFtq1lqdpZW02uRwyR3jMlpCJIldYxs2Ajng8nrkigD1GKwuLW2tbe2vX8uFCrGVd7yccEn2PPvV2JXSJFkfe4ADNjGT64rB0vVF16SGSzlZobc4a5UFUkboyBTz6c10VAGLreqrb7dNt7sW+p3SkWzPA7ru9yBgfia0o7cG3hSfMjx4O5uTuHepyoJyQCRSMyou5iFHqTigCvdO2PIUNulRgGBI2/iBx1rPsYXWNLZHW4a2AhknZvmJ6nII7fWthm2qTgn2FUdIWFbV/KaZsytuab7xOeaAL5O0ZPYVSXU7aWKBopCTcMyQ5jYAsM5zxx0PWrjsEQs3QDPFVjcxpGJ3LJF8oAZQME45/WgCaKVZk3IcjJHQjkHB6+4pZpkgheWRtqIMsfQVJUckiRrmRlVSQPm6ZPSgDm9Ou77UrOC+s9SjkzMyy74CgYDOFGQD171eu5Luxsnu7y+jjRbYrIFjyolJ4YcZx2xVvS7+PU7d7iEDyN5VPlKk4ODkH3qnexRwR3D3IMguJBGkEtydrHPBUEcH2FAFbwzbXn2aZbq4t5LUfult4omUK38ZJblssT7c1swyO0stuqiMRoNvcjORn07CsvTopNKuH097h5FJMtu1xcbpJRzuXnoqjFakN3HNE5SSMuHZMA9xnANAFodOaiuSy27lJFjfHys/QHtmpFcODggkHB+tRXKh4xG0IlR2Csp6AetAD4fMMKebt8zaN23pn2qSoooUh37AfmOcZ9u3pSJ+/jR5I2Qgk7W6jtQBS+2xarb40rU4Q6uCzoBIMBsMuPwI9q0VLHO5QOeMHORVO30mytLGSyt4Fjt5N2UXj7xJOPTkmriqFUKOgGBQA1WkMhBQBOx3cn8MVj3tvHHLLdX91FE5k2WrM+3G4YCn1Oa2JZRDE0jBiFGcKMmqs2nRXUiyzEuySrLHkAbcdvpQAmnziNI9PuLsT6hDAjT+pzxu4GOSDVsRRiYyhR5jAKW74HakijZRuk2mU9WA7Z4FS0AQIXkjKSFUk6kI2cDPFT0xCGy20g5xyPSn0AFQQXUF0HNvNHKEbaxRgcN6cd6nNUbGwNpLNK8wkeQ9RGFwPTjr1oAtPEshQtn5G3DBI5xj8etSUySRIl3OyqvTLHApFEgkcsymM42gDkeuTQA5jtUnrgZrjvh7qo1e11aZJJjDHfyRRxzJhkAPIJHXkn14xXS6nFcS22ILgQKMmRsfMRjoD2riPhOyJaa7aretcvFqDFstuClucZ6e3HpQB6LRRRQBBdlhZzlM7hG2MDJzj0715ofHPh7w94c0mPUpW89RyHQ745F77euK9SrPm0PSrm8N3Pp9tNcEY8ySIMcfjQB4JqviTSNUa7vpdOW+tPtAj85Z9jSoehKHnHOCa6e11nwfdanZRSaRpy3sUAhF1I58pFXPyo3qPWvVBoWkBy40uyDFdufIXp6dKcdG0sxCI6bZmMHITyFwD64xQBnaOfDU91F/Zb2UtzbQ+WrREM6xjjGfTn9a15EtPtSvIsP2hVyrMBvA9u+KZbabY2bl7WytoHIwWiiVSR6cCpmt4Xl8x4Y2k27d5UE49M+lAGHapo1j5t0JbRC11IwcuGyx5IBPT6CpvD+sXOrWk11c28NvGjsilJg+QD1yOMVof2bY+WI/sVt5YJYL5S4BPU4x1p1vY2lpbfZre2iigOcxogCnPXigCO5u9PW2+13M1uYImB81yCqN9exqe2uYbuBZ7eVZYn+66nINM+wWf2c2/2SDyWOTH5Y2k/TpUsUMcEYjijWNB0VAAB+AoAbLFBcq0csaSBSMqwzg9RWZrl7HYR28jRtM4lRUhWPccnIBHp9a2MCk2Lv3bRuxjOOcUAYS6pbxaZJLNqNnBLKxCSDgA56c9abP4kt7LTWvLuaGaFmEaeQCxZicYx+XNbMtjaT4861gk2nI3xg4P409beBAAsMYA6AKOKAPOPH+qW1vbQwXCWdw8m4SATbSsXB3qB/GGIx680/TbyNdSk0i9f7ZbRRK6SRSHGxV3NnPJ5Aznua7p9F0uSUyvpto8jDBZoVJP6VLHp1jE7PHZW6Mw2syxKCR6HigDjNK1fw4W/tmfVY2utQCiOO4bYVj3ZRQv9a2rm/wDDt0qJvtbhZZyjFXGN+M8n8K0p9C0m6CCfTbR9mNhMK5XHTBxxTZPD+jyxeU+mWvl+Z5u0RAfP/e470AZuk61Bqeo3Kx3dl9gt0EaIkwYuSMkntgYx+daWnTRXcEiJHF9kcsIDG25ZEwMn25JGKkXRtMQRhNPtl8rhNsQG2rUMEVvGI4Y1jQdFUYA+goAyNMbT9LaOzKR2d3cu+238zcWweo9sY/Ci7v7f7akAFoYmb98ZEzkAfTrWv9ng8/z/ACY/OxjzNo3Y+vWnGJD1RT26UAeS+KPHWjnUbA2tqbm4S7+yDypCAF3D+AfeH6V6Fo3iKHVLe7keJ7cWj7JDJ0OM8j24q8NI0xXVxp1oHXlWEC5H04q15aAEbFweox1oAFlR8bWByu4fT1rPg1HzNRNrLJDFIrMBEG3M44w3tx2rSAA6AelMMMRkEhjTeOjYGfzoAgvUuLmykSxuVgn6LIU3AEexrntF1lTcxIdGkhuLm4kgnkRNoBQZDt7NjiurAA6UtAEOIbSOWQlY0yZHYnjpyf0qvDf6dfLK8NxDMqp85Vs4U56+3WrjosiFHUMrDBBGQRUMVnawFjDbQx7hhtkYGR6HFAFGLVreXU1jivoJInRVSFR8wbk7s+mMVcRZFvZF8s+SyZ3E5Ge4xT1s7dSGWCJSpBBCgYwMCp6AKOpyQQ2D/aNnkEbCjLkNngLVbQG26db2yaabKGOBCqA/KpOcqPpjr71rEAjBGaWgDLv1u47C7MRECxDzI/IXLuByVweAT0/Gq93r0FtPZLJPHH5oDSRu4DKCOOO//wBatyoZLW3llWSSCJ5F6MyAkfjQByniHxZNaWqf2batK80ggS5jUSKrtyOB1Hqe1ZvhzxL4q1GS3XWNMFqisyHyyCbhgeD1+QAc+9d8lvDFGI44Y0T+6qgD8qYljaR7NlrCuw7lxGBtPqPSgCjBcaTcauUSW1lvrZNudwMqAnBB746VdnFv5gnkkCNCCSwYDC45B9u/5VUtfDuk2Woy6hb2MUd5LnfN1ZskE5z7gflV428JaRjEhMnD5XO7jHP4AUAVJXjkls28+OUkhlG4DIIPzAd6r3tlq9zqts8OoC3sonDyIqDdL6qT2FaYtbcSJIIIg6DajbBlR6A9qmoA5C6Emna/JqNvFrF5IVS1kijGY8Zzvwfr1rM0TV9cf+2JpdN1BjpjyfZ4pdqi5DclcjglSOvvXoDbsDbjqM59O9LgDpQBi+H9Lm02C8uLm5mea+nN06StuEBYD5FP90Yqrpev6RDJLBN4js7qeWYlR5iqRn+HFdIQCMHpWJ/wh/hz7S9x/Ylh5z53P5C5OetAGJqviDSXkk0u9ubSbTZx5ElwLgFwx5IOOmPWuR8LaZY6Z4zl1Wy8ZtJo1qNk8F1Nks5GACSenQg+1egnwF4W+z+SNEtQm/zPu87vXPrUqeCfDSReWNFsyu3acxg5Hv69aANW3vLS5gF3BdRyQyYCurgqfpUsZdIVE8il8csOAait9OsrW0jtILWFLePGyNUG1cegqWSCOV0d0DMmdue2aAHk5yFI3YrNsZGadoJJ4HuVAMzxYBYg9CvYYrS2qG3ADJ71GtrAlw9wkMazOAGkCjcQPU0AVopdOsYLqZJYo443JnctwrdTk/jU8c9tdWonjkjlgPzB1IZTjv8ApRJZ20sM0MlvE0c2fMQoMPnrn1pLKxtdOso7OzgSG2iG1I0GABQBSNhp+o3Ts8DSGAeViTJRs4PQ8HBrndRXXrYafpFtHbt5xmWR3g3ROgHy5x936V24AHQYpaAPGLXR9T1nStQsdU0xjBdBy5iQpll7gfwnAwPWsK3t/E1raNojwyR6PJasgk/s4s2CAAWA/i6D8TX0JRQB8+Xnw/1PUP7F0C30p7L+xoPOn1QcvIx52p77j09MV20VroGmaLoF+ujXEwhlZVEcREkTy/K0jr25H4ZNemYpAqjOFHPXigDBsIbG3hsbSGOK2SNDL5RyWAJ9fr1rbeThwjAFQCS3QCn7V/uj8qRUVU2AZX0PNAGa+pebfLBa3dozOAVjbO4jPJ49s1pSRpKhR1DKeoNNWCFXDrCgZRgEKMgelS0AFc1F4kM/iC7t4FdrK2t1dpDCQpkLYIVu/HaulpBx0oApQztqempNHG0Bk5CTLyMHuPwqO/0m2vt0c0CyxTlfODMf4eVI/HFaVFAEcMSQQpEgwqAKOc8Uk0EVwmyVA6hg2D6g5FS0UAYl3GmmOkiB2h817iQYJ2gD+ED+VXPKt9Uit7oBXUYkhLx8o3rz3q/RQBRvbK1lmiu5bQTTxBo0IHKq+A34f4Vnpox0+5R9Ms7WOKTeLlOcuCflIP4nP1reooAguZ47S1eaT5VQZPFEM++3ikcbTJjgc8mp6KAI958/y/Lbbtzv7fSmQEh5IyoXa2RznIPf881PRQBAZnQOWiY4cKu0ZyDjn9anoooAKhZ3FyiBCYypJb0NTUUAFFFFABUc0nlQvIEZ9oJ2r1NSUUAYFv4iivNRtLYW1/C8hbG6A7Dgcgt2rfoooAwbzxHpqXJsrmC5bDYYm3ZkBBHOfyp48U6ZhuZ8hgoHkNlvcccituigDjtS+I+gWNxLbOt5M6MEbyrVmXcf4c461nfDG8tL+bxHcWzRM0l/ufy4DGB8vA569PzzXfiNAThF5OTx1NQ21haWTyvbW8cTTNukKLjcfU/nQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q=="
|
ffml0162
| 0 |
{"lines_data": [{"Word": "---- Original Message -\u00b7\u00b7\u00b7", "Confidence": 0.5535, "X1": 0.11038, "Y1": 0.0342, "X2": 0.26413, "Y2": 0.034, "X3": 0.26413, "Y3": 0.0448, "X4": 0.11038, "Y4": 0.0458, "page": 0}, {"Word": "Daragan, Karen M.", "Confidence": 0.972, "X1": 0.23522, "Y1": 0.0442, "X2": 0.34954, "Y2": 0.044, "X3": 0.34954, "Y3": 0.0578, "X4": 0.23522, "Y4": 0.0588, "page": 0}, {"Word": "From:", "Confidence": 0.992, "X1": 0.1117, "Y1": 0.0472, "X2": 0.15506, "Y2": 0.047, "X3": 0.15637, "Y3": 0.0588, "X4": 0.1117, "Y4": 0.0588, "page": 0}, {"Word": "Sent:", "Confidence": 0.995, "X1": 0.1117, "Y1": 0.0592, "X2": 0.15243, "Y2": 0.059, "X3": 0.15112, "Y3": 0.0688, "X4": 0.11038, "Y4": 0.0698, "page": 0}, {"Word": "Monday, December 13, 1999 12:26 PM", "Confidence": 0.84667, "X1": 0.2339, "Y1": 0.0572, "X2": 0.47175, "Y2": 0.057, "X3": 0.47175, "Y3": 0.0708, "X4": 0.2339, "Y4": 0.0708, "page": 0}, {"Word": "To: Femandez, Henry L .; Levy, Carolyn J.", "Confidence": 0.84938, "X1": 0.1117, "Y1": 0.0712, "X2": 0.36925, "Y2": 0.071, "X3": 0.36925, "Y3": 0.0828, "X4": 0.1117, "Y4": 0.0828, "page": 0}, {"Word": "Subject:", "Confidence": 0.908, "X1": 0.10907, "Y1": 0.0842, "X2": 0.17083, "Y2": 0.084, "X3": 0.17083, "Y3": 0.0948, "X4": 0.10907, "Y4": 0.0958, "page": 0}, {"Word": "District 6", "Confidence": 0.963, "X1": 0.2339, "Y1": 0.0842, "X2": 0.29172, "Y2": 0.084, "X3": 0.29172, "Y3": 0.0938, "X4": 0.2339, "Y4": 0.0948, "page": 0}, {"Word": "District 6 proposal looks fine to me (I take exception to the hade salary for staff coordinator and ...., for staff", "Confidence": 0.8631, "X1": 0.11038, "Y1": 0.1112, "X2": 0.95007, "Y2": 0.111, "X3": 0.95007, "Y3": 0.1258, "X4": 0.11038, "Y4": 0.1248, "page": 0}, {"Word": "participation, but if that's what it takes ... to get community action going ... I suppose people are needed to", "Confidence": 0.9043, "X1": 0.11038, "Y1": 0.1272, "X2": 0.90145, "Y2": 0.127, "X3": 0.90145, "Y3": 0.1418, "X4": 0.11038, "Y4": 0.1398, "page": 0}, {"Word": "2083634139C", "Confidence": 0.993, "X1": 0.99343, "Y1": 0.1582, "X2": 0.99606, "Y2": 0.158, "X3": 0.97109, "Y3": 0.1578, "X4": 0.96978, "Y4": 0.0278, "page": 0}, {"Word": "orchestrate. If we could get that out, it may be more reasonable. vadelis a lot of $ for small segment of city.", "Confidence": 0.94345, "X1": 0.1117, "Y1": 0.1412, "X2": 0.94612, "Y2": 0.141, "X3": 0.94612, "Y3": 0.1588, "X4": 0.1117, "Y4": 0.1568, "page": 0}, {"Word": "How much is the LST proposal?)", "Confidence": 0.994, "X1": 0.1117, "Y1": 0.1562, "X2": 0.36399, "Y2": 0.156, "X3": 0.36399, "Y3": 0.1728, "X4": 0.1117, "Y4": 0.1718, "page": 0}, {"Word": "My question is : will we be doing this with B&W? I'm not sure we need to. NYC is our hometown. The", "Confidence": 0.98791, "X1": 0.1117, "Y1": 0.1862, "X2": 0.89882, "Y2": 0.186, "X3": 0.89882, "Y3": 0.2028, "X4": 0.1117, "Y4": 0.2028, "page": 0}, {"Word": "communication-education-community action-access approach is ours. should be good Investment for entry", "Confidence": 0.97427, "X1": 0.1117, "Y1": 0.2032, "X2": 0.92773, "Y2": 0.203, "X3": 0.92773, "Y3": 0.2188, "X4": 0.1117, "Y4": 0.2178, "page": 0}, {"Word": "into hispanic community. What are your thoughts?", "Confidence": 0.96257, "X1": 0.11038, "Y1": 0.2172, "X2": 0.50329, "Y2": 0.217, "X3": 0.50329, "Y3": 0.2338, "X4": 0.11038, "Y4": 0.2338, "page": 0}, {"Word": "KD", "Confidence": 0.949, "X1": 0.11301, "Y1": 0.2492, "X2": 0.14192, "Y2": 0.249, "X3": 0.1406, "Y3": 0.2648, "X4": 0.11301, "Y4": 0.2648, "page": 0}, {"Word": "Youth Smoking Prevention", "Confidence": 0.99467, "X1": 0.1117, "Y1": 0.2672, "X2": 0.34954, "Y2": 0.267, "X3": 0.34954, "Y3": 0.2848, "X4": 0.1117, "Y4": 0.2848, "page": 0}, {"Word": "73", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.3972, "X2": 0.4954, "Y2": 0.397, "X3": 0.4954, "Y3": 0.4118, "X4": 0.47438, "Y4": 0.4118, "page": 0}], "words_data": [{"Word": "----", "Confidence": 0.575, "X1": 0.11301, "Y1": 0.0342, "X2": 0.13141, "Y2": 0.034, "X3": 0.13009, "Y3": 0.0468, "X4": 0.1117, "Y4": 0.0468, "page": 0, "Index": 0}, {"Word": "Original", "Confidence": 0.904, "X1": 0.13403, "Y1": 0.0342, "X2": 0.18134, "Y2": 0.034, "X3": 0.17871, "Y3": 0.0468, "X4": 0.13272, "Y4": 0.0468, "page": 0, "Index": 1}, {"Word": "Message", "Confidence": 0.681, "X1": 0.18397, "Y1": 0.0342, "X2": 0.23784, "Y2": 0.034, "X3": 0.23653, "Y3": 0.0458, "X4": 0.18265, "Y4": 0.0468, "page": 0, "Index": 2}, {"Word": "-\u00b7\u00b7\u00b7", "Confidence": 0.054, "X1": 0.24047, "Y1": 0.0352, "X2": 0.26413, "Y2": 0.035, "X3": 0.26281, "Y3": 0.0448, "X4": 0.23916, "Y4": 0.0458, "page": 0, "Index": 3}, {"Word": "Karen", "Confidence": 0.955, "X1": 0.29435, "Y1": 0.0452, "X2": 0.32983, "Y2": 0.045, "X3": 0.32852, "Y3": 0.0578, "X4": 0.29304, "Y4": 0.0578, "page": 0, "Index": 4}, {"Word": "M.", "Confidence": 0.97, "X1": 0.33246, "Y1": 0.0452, "X2": 0.35085, "Y2": 0.045, "X3": 0.34954, "Y3": 0.0578, "X4": 0.33246, "Y4": 0.0578, "page": 0, "Index": 5}, {"Word": "From:", "Confidence": 0.992, "X1": 0.11301, "Y1": 0.0482, "X2": 0.15506, "Y2": 0.048, "X3": 0.15375, "Y3": 0.0588, "X4": 0.1117, "Y4": 0.0588, "page": 0, "Index": 6}, {"Word": "Daragan,", "Confidence": 0.991, "X1": 0.23653, "Y1": 0.0462, "X2": 0.29041, "Y2": 0.046, "X3": 0.29041, "Y3": 0.0588, "X4": 0.23522, "Y4": 0.0588, "page": 0, "Index": 7}, {"Word": "Sent:", "Confidence": 0.995, "X1": 0.11038, "Y1": 0.0592, "X2": 0.1498, "Y2": 0.059, "X3": 0.1498, "Y3": 0.0698, "X4": 0.1117, "Y4": 0.0698, "page": 0, "Index": 8}, {"Word": "Monday,", "Confidence": 0.666, "X1": 0.23522, "Y1": 0.0582, "X2": 0.28647, "Y2": 0.058, "X3": 0.28515, "Y3": 0.0698, "X4": 0.23522, "Y4": 0.0698, "page": 0, "Index": 9}, {"Word": "December", "Confidence": 0.672, "X1": 0.28909, "Y1": 0.0582, "X2": 0.35217, "Y2": 0.058, "X3": 0.35085, "Y3": 0.0708, "X4": 0.28778, "Y4": 0.0708, "page": 0, "Index": 10}, {"Word": "13,", "Confidence": 0.996, "X1": 0.35611, "Y1": 0.0582, "X2": 0.37451, "Y2": 0.058, "X3": 0.37319, "Y3": 0.0708, "X4": 0.3548, "Y4": 0.0708, "page": 0, "Index": 11}, {"Word": "1999", "Confidence": 0.941, "X1": 0.37845, "Y1": 0.0582, "X2": 0.40736, "Y2": 0.058, "X3": 0.40604, "Y3": 0.0708, "X4": 0.37714, "Y4": 0.0708, "page": 0, "Index": 12}, {"Word": "12:26", "Confidence": 0.807, "X1": 0.4113, "Y1": 0.0572, "X2": 0.44284, "Y2": 0.057, "X3": 0.44152, "Y3": 0.0708, "X4": 0.40999, "Y4": 0.0708, "page": 0, "Index": 13}, {"Word": "PM", "Confidence": 0.998, "X1": 0.44678, "Y1": 0.0572, "X2": 0.46518, "Y2": 0.057, "X3": 0.46386, "Y3": 0.0708, "X4": 0.44547, "Y4": 0.0708, "page": 0, "Index": 14}, {"Word": "To:", "Confidence": 0.993, "X1": 0.11432, "Y1": 0.0722, "X2": 0.13798, "Y2": 0.072, "X3": 0.13666, "Y3": 0.0828, "X4": 0.11301, "Y4": 0.0828, "page": 0, "Index": 15}, {"Word": "Femandez,", "Confidence": 0.881, "X1": 0.14323, "Y1": 0.0712, "X2": 0.21025, "Y2": 0.071, "X3": 0.20894, "Y3": 0.0838, "X4": 0.1406, "Y4": 0.0828, "page": 0, "Index": 16}, {"Word": "Henry", "Confidence": 0.629, "X1": 0.21288, "Y1": 0.0712, "X2": 0.24836, "Y2": 0.071, "X3": 0.24704, "Y3": 0.0838, "X4": 0.21156, "Y4": 0.0838, "page": 0, "Index": 17}, {"Word": "L", "Confidence": 0.994, "X1": 0.2523, "Y1": 0.0712, "X2": 0.25756, "Y2": 0.071, "X3": 0.25493, "Y3": 0.0838, "X4": 0.24967, "Y4": 0.0838, "page": 0, "Index": 18}, {"Word": ".;", "Confidence": 0.961, "X1": 0.26018, "Y1": 0.0712, "X2": 0.26675, "Y2": 0.071, "X3": 0.26544, "Y3": 0.0838, "X4": 0.25887, "Y4": 0.0838, "page": 0, "Index": 19}, {"Word": "Levy,", "Confidence": 0.939, "X1": 0.2707, "Y1": 0.0712, "X2": 0.30223, "Y2": 0.071, "X3": 0.30092, "Y3": 0.0838, "X4": 0.26807, "Y4": 0.0838, "page": 0, "Index": 20}, {"Word": "Carolyn", "Confidence": 0.453, "X1": 0.30486, "Y1": 0.0722, "X2": 0.35217, "Y2": 0.072, "X3": 0.35085, "Y3": 0.0838, "X4": 0.30355, "Y4": 0.0838, "page": 0, "Index": 21}, {"Word": "J.", "Confidence": 0.945, "X1": 0.35611, "Y1": 0.0722, "X2": 0.37057, "Y2": 0.072, "X3": 0.36794, "Y3": 0.0838, "X4": 0.35348, "Y4": 0.0838, "page": 0, "Index": 22}, {"Word": "Subject:", "Confidence": 0.908, "X1": 0.1117, "Y1": 0.0842, "X2": 0.17083, "Y2": 0.084, "X3": 0.16951, "Y3": 0.0948, "X4": 0.11038, "Y4": 0.0958, "page": 0, "Index": 23}, {"Word": "District", "Confidence": 0.928, "X1": 0.23522, "Y1": 0.0842, "X2": 0.27858, "Y2": 0.084, "X3": 0.27727, "Y3": 0.0948, "X4": 0.23522, "Y4": 0.0948, "page": 0, "Index": 24}, {"Word": "6", "Confidence": 0.998, "X1": 0.28121, "Y1": 0.0842, "X2": 0.28909, "Y2": 0.084, "X3": 0.28778, "Y3": 0.0948, "X4": 0.27989, "Y4": 0.0948, "page": 0, "Index": 25}, {"Word": "District", "Confidence": 0.991, "X1": 0.11301, "Y1": 0.1112, "X2": 0.16426, "Y2": 0.111, "X3": 0.16426, "Y3": 0.1258, "X4": 0.1117, "Y4": 0.1258, "page": 0, "Index": 26}, {"Word": "6", "Confidence": 0.995, "X1": 0.1682, "Y1": 0.1112, "X2": 0.18003, "Y2": 0.111, "X3": 0.17871, "Y3": 0.1258, "X4": 0.1682, "Y4": 0.1258, "page": 0, "Index": 27}, {"Word": "proposal", "Confidence": 0.992, "X1": 0.18397, "Y1": 0.1112, "X2": 0.25099, "Y2": 0.111, "X3": 0.24967, "Y3": 0.1258, "X4": 0.18265, "Y4": 0.1258, "page": 0, "Index": 28}, {"Word": "looks", "Confidence": 0.994, "X1": 0.25493, "Y1": 0.1102, "X2": 0.29698, "Y2": 0.11, "X3": 0.29566, "Y3": 0.1258, "X4": 0.25361, "Y4": 0.1258, "page": 0, "Index": 29}, {"Word": "fine", "Confidence": 0.991, "X1": 0.30092, "Y1": 0.1102, "X2": 0.32983, "Y2": 0.11, "X3": 0.32852, "Y3": 0.1258, "X4": 0.29961, "Y4": 0.1258, "page": 0, "Index": 30}, {"Word": "to", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.1102, "X2": 0.34954, "Y2": 0.11, "X3": 0.34823, "Y3": 0.1258, "X4": 0.33246, "Y4": 0.1258, "page": 0, "Index": 31}, {"Word": "me", "Confidence": 0.997, "X1": 0.35348, "Y1": 0.1102, "X2": 0.37845, "Y2": 0.11, "X3": 0.37714, "Y3": 0.1258, "X4": 0.35217, "Y4": 0.1258, "page": 0, "Index": 32}, {"Word": "(I", "Confidence": 0.61, "X1": 0.38239, "Y1": 0.1102, "X2": 0.3929, "Y2": 0.11, "X3": 0.39159, "Y3": 0.1258, "X4": 0.38108, "Y4": 0.1258, "page": 0, "Index": 33}, {"Word": "take", "Confidence": 0.982, "X1": 0.39685, "Y1": 0.1102, "X2": 0.43101, "Y2": 0.11, "X3": 0.4297, "Y3": 0.1258, "X4": 0.39553, "Y4": 0.1258, "page": 0, "Index": 34}, {"Word": "exception", "Confidence": 0.993, "X1": 0.43495, "Y1": 0.1102, "X2": 0.50854, "Y2": 0.11, "X3": 0.50723, "Y3": 0.1258, "X4": 0.43364, "Y4": 0.1258, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.996, "X1": 0.51248, "Y1": 0.1102, "X2": 0.52825, "Y2": 0.11, "X3": 0.52694, "Y3": 0.1258, "X4": 0.51117, "Y4": 0.1258, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.53219, "Y1": 0.1102, "X2": 0.55979, "Y2": 0.11, "X3": 0.55848, "Y3": 0.1258, "X4": 0.53088, "Y4": 0.1258, "page": 0, "Index": 37}, {"Word": "hade", "Confidence": 0.155, "X1": 0.56767, "Y1": 0.1112, "X2": 0.60053, "Y2": 0.111, "X3": 0.59921, "Y3": 0.1258, "X4": 0.56636, "Y4": 0.1258, "page": 0, "Index": 38}, {"Word": "salary", "Confidence": 0.991, "X1": 0.60447, "Y1": 0.1112, "X2": 0.65046, "Y2": 0.111, "X3": 0.64915, "Y3": 0.1258, "X4": 0.60315, "Y4": 0.1258, "page": 0, "Index": 39}, {"Word": "for", "Confidence": 0.998, "X1": 0.6544, "Y1": 0.1112, "X2": 0.67674, "Y2": 0.111, "X3": 0.67543, "Y3": 0.1258, "X4": 0.65309, "Y4": 0.1258, "page": 0, "Index": 40}, {"Word": "staff", "Confidence": 0.896, "X1": 0.68068, "Y1": 0.1112, "X2": 0.71353, "Y2": 0.111, "X3": 0.71222, "Y3": 0.1258, "X4": 0.67937, "Y4": 0.1258, "page": 0, "Index": 41}, {"Word": "coordinator", "Confidence": 0.991, "X1": 0.71748, "Y1": 0.1122, "X2": 0.80683, "Y2": 0.112, "X3": 0.8042, "Y3": 0.1268, "X4": 0.71616, "Y4": 0.1258, "page": 0, "Index": 42}, {"Word": "and", "Confidence": 0.685, "X1": 0.81078, "Y1": 0.1122, "X2": 0.841, "Y2": 0.112, "X3": 0.83968, "Y3": 0.1268, "X4": 0.80815, "Y4": 0.1268, "page": 0, "Index": 43}, {"Word": "....,", "Confidence": 0.001, "X1": 0.84625, "Y1": 0.1122, "X2": 0.88305, "Y2": 0.112, "X3": 0.88042, "Y3": 0.1268, "X4": 0.84363, "Y4": 0.1268, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.932, "X1": 0.88699, "Y1": 0.1122, "X2": 0.90802, "Y2": 0.112, "X3": 0.90539, "Y3": 0.1268, "X4": 0.88436, "Y4": 0.1268, "page": 0, "Index": 45}, {"Word": "staff", "Confidence": 0.939, "X1": 0.91064, "Y1": 0.1132, "X2": 0.95138, "Y2": 0.113, "X3": 0.94875, "Y3": 0.1268, "X4": 0.90933, "Y4": 0.1268, "page": 0, "Index": 46}, {"Word": "participation,", "Confidence": 0.991, "X1": 0.1117, "Y1": 0.1272, "X2": 0.21025, "Y2": 0.127, "X3": 0.21025, "Y3": 0.1408, "X4": 0.1117, "Y4": 0.1408, "page": 0, "Index": 47}, {"Word": "but", "Confidence": 0.998, "X1": 0.21288, "Y1": 0.1272, "X2": 0.23784, "Y2": 0.127, "X3": 0.23784, "Y3": 0.1408, "X4": 0.21288, "Y4": 0.1408, "page": 0, "Index": 48}, {"Word": "if", "Confidence": 0.997, "X1": 0.24179, "Y1": 0.1272, "X2": 0.2523, "Y2": 0.127, "X3": 0.2523, "Y3": 0.1408, "X4": 0.24179, "Y4": 0.1408, "page": 0, "Index": 49}, {"Word": "that's", "Confidence": 0.642, "X1": 0.25624, "Y1": 0.1272, "X2": 0.29829, "Y2": 0.127, "X3": 0.29829, "Y3": 0.1408, "X4": 0.25624, "Y4": 0.1408, "page": 0, "Index": 50}, {"Word": "what", "Confidence": 0.987, "X1": 0.30223, "Y1": 0.1272, "X2": 0.34034, "Y2": 0.127, "X3": 0.34034, "Y3": 0.1408, "X4": 0.30223, "Y4": 0.1408, "page": 0, "Index": 51}, {"Word": "it", "Confidence": 0.997, "X1": 0.34428, "Y1": 0.1272, "X2": 0.35348, "Y2": 0.127, "X3": 0.35348, "Y3": 0.1408, "X4": 0.34297, "Y4": 0.1408, "page": 0, "Index": 52}, {"Word": "takes", "Confidence": 0.991, "X1": 0.35742, "Y1": 0.1272, "X2": 0.39685, "Y2": 0.127, "X3": 0.39553, "Y3": 0.1418, "X4": 0.35742, "Y4": 0.1408, "page": 0, "Index": 53}, {"Word": "...", "Confidence": 0.994, "X1": 0.39947, "Y1": 0.1272, "X2": 0.40867, "Y2": 0.127, "X3": 0.40867, "Y3": 0.1418, "X4": 0.39947, "Y4": 0.1418, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.997, "X1": 0.41261, "Y1": 0.1272, "X2": 0.42707, "Y2": 0.127, "X3": 0.42707, "Y3": 0.1418, "X4": 0.41261, "Y4": 0.1418, "page": 0, "Index": 55}, {"Word": "get", "Confidence": 0.998, "X1": 0.43101, "Y1": 0.1272, "X2": 0.45598, "Y2": 0.127, "X3": 0.45598, "Y3": 0.1418, "X4": 0.43101, "Y4": 0.1418, "page": 0, "Index": 56}, {"Word": "community", "Confidence": 0.967, "X1": 0.45992, "Y1": 0.1272, "X2": 0.54534, "Y2": 0.127, "X3": 0.54534, "Y3": 0.1418, "X4": 0.45992, "Y4": 0.1418, "page": 0, "Index": 57}, {"Word": "action", "Confidence": 0.996, "X1": 0.54928, "Y1": 0.1272, "X2": 0.59527, "Y2": 0.127, "X3": 0.59527, "Y3": 0.1418, "X4": 0.54928, "Y4": 0.1418, "page": 0, "Index": 58}, {"Word": "going", "Confidence": 0.789, "X1": 0.59921, "Y1": 0.1272, "X2": 0.63863, "Y2": 0.127, "X3": 0.63863, "Y3": 0.1418, "X4": 0.59921, "Y4": 0.1418, "page": 0, "Index": 59}, {"Word": "...", "Confidence": 0.375, "X1": 0.64258, "Y1": 0.1272, "X2": 0.65309, "Y2": 0.127, "X3": 0.65309, "Y3": 0.1418, "X4": 0.64258, "Y4": 0.1418, "page": 0, "Index": 60}, {"Word": "I", "Confidence": 0.42, "X1": 0.65703, "Y1": 0.1272, "X2": 0.66229, "Y2": 0.127, "X3": 0.66097, "Y3": 0.1418, "X4": 0.65703, "Y4": 0.1418, "page": 0, "Index": 61}, {"Word": "suppose", "Confidence": 0.991, "X1": 0.66491, "Y1": 0.1272, "X2": 0.73193, "Y2": 0.127, "X3": 0.73193, "Y3": 0.1418, "X4": 0.66491, "Y4": 0.1418, "page": 0, "Index": 62}, {"Word": "people", "Confidence": 0.966, "X1": 0.73587, "Y1": 0.1282, "X2": 0.78844, "Y2": 0.128, "X3": 0.78844, "Y3": 0.1418, "X4": 0.73587, "Y4": 0.1418, "page": 0, "Index": 63}, {"Word": "are", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.1282, "X2": 0.81866, "Y2": 0.128, "X3": 0.81735, "Y3": 0.1418, "X4": 0.79106, "Y4": 0.1418, "page": 0, "Index": 64}, {"Word": "needed", "Confidence": 0.995, "X1": 0.8226, "Y1": 0.1282, "X2": 0.88042, "Y2": 0.128, "X3": 0.88042, "Y3": 0.1418, "X4": 0.82129, "Y4": 0.1418, "page": 0, "Index": 65}, {"Word": "to", "Confidence": 0.997, "X1": 0.88436, "Y1": 0.1282, "X2": 0.90145, "Y2": 0.128, "X3": 0.90013, "Y3": 0.1418, "X4": 0.88436, "Y4": 0.1418, "page": 0, "Index": 66}, {"Word": "orchestrate.", "Confidence": 0.248, "X1": 0.11301, "Y1": 0.1422, "X2": 0.20762, "Y2": 0.142, "X3": 0.20762, "Y3": 0.1568, "X4": 0.11301, "Y4": 0.1568, "page": 0, "Index": 67}, {"Word": "If", "Confidence": 1, "X1": 0.21156, "Y1": 0.1422, "X2": 0.22208, "Y2": 0.142, "X3": 0.22208, "Y3": 0.1568, "X4": 0.21156, "Y4": 0.1568, "page": 0, "Index": 68}, {"Word": "we", "Confidence": 1, "X1": 0.22602, "Y1": 0.1422, "X2": 0.24967, "Y2": 0.142, "X3": 0.24967, "Y3": 0.1568, "X4": 0.22602, "Y4": 0.1568, "page": 0, "Index": 69}, {"Word": "could", "Confidence": 1, "X1": 0.25493, "Y1": 0.1422, "X2": 0.29698, "Y2": 0.142, "X3": 0.29698, "Y3": 0.1568, "X4": 0.25361, "Y4": 0.1568, "page": 0, "Index": 70}, {"Word": "get", "Confidence": 1, "X1": 0.30092, "Y1": 0.1422, "X2": 0.32589, "Y2": 0.142, "X3": 0.32457, "Y3": 0.1568, "X4": 0.30092, "Y4": 0.1568, "page": 0, "Index": 71}, {"Word": "that", "Confidence": 1, "X1": 0.32983, "Y1": 0.1412, "X2": 0.36005, "Y2": 0.141, "X3": 0.36005, "Y3": 0.1568, "X4": 0.32852, "Y4": 0.1568, "page": 0, "Index": 72}, {"Word": "out,", "Confidence": 1, "X1": 0.36399, "Y1": 0.1412, "X2": 0.3929, "Y2": 0.141, "X3": 0.3929, "Y3": 0.1568, "X4": 0.36399, "Y4": 0.1568, "page": 0, "Index": 73}, {"Word": "it", "Confidence": 1, "X1": 0.39816, "Y1": 0.1412, "X2": 0.40736, "Y2": 0.141, "X3": 0.40604, "Y3": 0.1568, "X4": 0.39685, "Y4": 0.1568, "page": 0, "Index": 74}, {"Word": "may", "Confidence": 1, "X1": 0.4113, "Y1": 0.1412, "X2": 0.44284, "Y2": 0.141, "X3": 0.44284, "Y3": 0.1568, "X4": 0.40999, "Y4": 0.1568, "page": 0, "Index": 75}, {"Word": "be", "Confidence": 1, "X1": 0.44678, "Y1": 0.1412, "X2": 0.46781, "Y2": 0.141, "X3": 0.46781, "Y3": 0.1568, "X4": 0.44678, "Y4": 0.1568, "page": 0, "Index": 76}, {"Word": "more", "Confidence": 1, "X1": 0.47306, "Y1": 0.1412, "X2": 0.51248, "Y2": 0.141, "X3": 0.51248, "Y3": 0.1568, "X4": 0.47175, "Y4": 0.1568, "page": 0, "Index": 77}, {"Word": "reasonable.", "Confidence": 0.933, "X1": 0.51643, "Y1": 0.1412, "X2": 0.61498, "Y2": 0.141, "X3": 0.61498, "Y3": 0.1568, "X4": 0.51643, "Y4": 0.1568, "page": 0, "Index": 78}, {"Word": "vadelis", "Confidence": 0.589, "X1": 0.62418, "Y1": 0.1422, "X2": 0.6728, "Y2": 0.142, "X3": 0.6728, "Y3": 0.1578, "X4": 0.62286, "Y4": 0.1568, "page": 0, "Index": 79}, {"Word": "a", "Confidence": 1, "X1": 0.67674, "Y1": 0.1422, "X2": 0.68725, "Y2": 0.142, "X3": 0.68725, "Y3": 0.1578, "X4": 0.67674, "Y4": 0.1578, "page": 0, "Index": 80}, {"Word": "lot", "Confidence": 1, "X1": 0.69251, "Y1": 0.1422, "X2": 0.71091, "Y2": 0.142, "X3": 0.70959, "Y3": 0.1578, "X4": 0.6912, "Y4": 0.1578, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 1, "X1": 0.71485, "Y1": 0.1422, "X2": 0.73062, "Y2": 0.142, "X3": 0.7293, "Y3": 0.1578, "X4": 0.71353, "Y4": 0.1578, "page": 0, "Index": 82}, {"Word": "$", "Confidence": 1, "X1": 0.73456, "Y1": 0.1422, "X2": 0.74376, "Y2": 0.142, "X3": 0.74244, "Y3": 0.1578, "X4": 0.73325, "Y4": 0.1578, "page": 0, "Index": 83}, {"Word": "for", "Confidence": 1, "X1": 0.7477, "Y1": 0.1422, "X2": 0.77004, "Y2": 0.142, "X3": 0.76873, "Y3": 0.1578, "X4": 0.7477, "Y4": 0.1578, "page": 0, "Index": 84}, {"Word": "small", "Confidence": 1, "X1": 0.77398, "Y1": 0.1422, "X2": 0.81603, "Y2": 0.142, "X3": 0.81472, "Y3": 0.1578, "X4": 0.77267, "Y4": 0.1578, "page": 0, "Index": 85}, {"Word": "2083634139C", "Confidence": 0.993, "X1": 0.99343, "Y1": 0.1512, "X2": 0.99606, "Y2": 0.151, "X3": 0.9724, "Y3": 0.1508, "X4": 0.97109, "Y4": 0.0298, "page": 0, "Index": 86}, {"Word": "segment", "Confidence": 0.988, "X1": 0.81997, "Y1": 0.1432, "X2": 0.88699, "Y2": 0.143, "X3": 0.88568, "Y3": 0.1588, "X4": 0.81866, "Y4": 0.1578, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.999, "X1": 0.89093, "Y1": 0.1432, "X2": 0.90539, "Y2": 0.143, "X3": 0.90407, "Y3": 0.1588, "X4": 0.88962, "Y4": 0.1588, "page": 0, "Index": 88}, {"Word": "city.", "Confidence": 0.999, "X1": 0.91064, "Y1": 0.1432, "X2": 0.94612, "Y2": 0.143, "X3": 0.94481, "Y3": 0.1588, "X4": 0.90933, "Y4": 0.1588, "page": 0, "Index": 89}, {"Word": "How", "Confidence": 0.991, "X1": 0.11301, "Y1": 0.1572, "X2": 0.14586, "Y2": 0.157, "X3": 0.14586, "Y3": 0.1718, "X4": 0.11301, "Y4": 0.1708, "page": 0, "Index": 90}, {"Word": "much", "Confidence": 0.988, "X1": 0.1498, "Y1": 0.1572, "X2": 0.19317, "Y2": 0.157, "X3": 0.19317, "Y3": 0.1718, "X4": 0.1498, "Y4": 0.1718, "page": 0, "Index": 91}, {"Word": "is", "Confidence": 0.998, "X1": 0.19711, "Y1": 0.1572, "X2": 0.21025, "Y2": 0.157, "X3": 0.21025, "Y3": 0.1718, "X4": 0.19711, "Y4": 0.1718, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.1572, "X2": 0.23916, "Y2": 0.157, "X3": 0.23916, "Y3": 0.1718, "X4": 0.21419, "Y4": 0.1718, "page": 0, "Index": 93}, {"Word": "LST", "Confidence": 0.998, "X1": 0.2431, "Y1": 0.1572, "X2": 0.27595, "Y2": 0.157, "X3": 0.27595, "Y3": 0.1718, "X4": 0.2431, "Y4": 0.1718, "page": 0, "Index": 94}, {"Word": "proposal?)", "Confidence": 0.991, "X1": 0.27989, "Y1": 0.1572, "X2": 0.36399, "Y2": 0.157, "X3": 0.36399, "Y3": 0.1728, "X4": 0.27989, "Y4": 0.1718, "page": 0, "Index": 95}, {"Word": "My", "Confidence": 0.992, "X1": 0.11301, "Y1": 0.1882, "X2": 0.13403, "Y2": 0.188, "X3": 0.13403, "Y3": 0.2028, "X4": 0.11301, "Y4": 0.2028, "page": 0, "Index": 96}, {"Word": "question", "Confidence": 0.993, "X1": 0.13929, "Y1": 0.1872, "X2": 0.20499, "Y2": 0.187, "X3": 0.20499, "Y3": 0.2028, "X4": 0.13798, "Y4": 0.2028, "page": 0, "Index": 97}, {"Word": "is", "Confidence": 0.998, "X1": 0.20894, "Y1": 0.1872, "X2": 0.22339, "Y2": 0.187, "X3": 0.22208, "Y3": 0.2028, "X4": 0.20894, "Y4": 0.2028, "page": 0, "Index": 98}, {"Word": ":", "Confidence": 0.995, "X1": 0.22733, "Y1": 0.1872, "X2": 0.23259, "Y2": 0.187, "X3": 0.23259, "Y3": 0.2028, "X4": 0.22602, "Y4": 0.2028, "page": 0, "Index": 99}, {"Word": "will", "Confidence": 0.991, "X1": 0.23653, "Y1": 0.1872, "X2": 0.26281, "Y2": 0.187, "X3": 0.2615, "Y3": 0.2028, "X4": 0.23653, "Y4": 0.2028, "page": 0, "Index": 100}, {"Word": "we", "Confidence": 0.998, "X1": 0.26675, "Y1": 0.1872, "X2": 0.28778, "Y2": 0.187, "X3": 0.28778, "Y3": 0.2028, "X4": 0.26544, "Y4": 0.2028, "page": 0, "Index": 101}, {"Word": "be", "Confidence": 0.998, "X1": 0.29172, "Y1": 0.1872, "X2": 0.31275, "Y2": 0.187, "X3": 0.31275, "Y3": 0.2028, "X4": 0.29172, "Y4": 0.2028, "page": 0, "Index": 102}, {"Word": "doing", "Confidence": 0.997, "X1": 0.31669, "Y1": 0.1872, "X2": 0.36005, "Y2": 0.187, "X3": 0.36005, "Y3": 0.2018, "X4": 0.31669, "Y4": 0.2028, "page": 0, "Index": 103}, {"Word": "this", "Confidence": 0.988, "X1": 0.36399, "Y1": 0.1872, "X2": 0.39159, "Y2": 0.187, "X3": 0.39028, "Y3": 0.2018, "X4": 0.36399, "Y4": 0.2018, "page": 0, "Index": 104}, {"Word": "with", "Confidence": 0.991, "X1": 0.39553, "Y1": 0.1872, "X2": 0.42707, "Y2": 0.187, "X3": 0.42576, "Y3": 0.2018, "X4": 0.39553, "Y4": 0.2018, "page": 0, "Index": 105}, {"Word": "B&W?", "Confidence": 0.989, "X1": 0.43101, "Y1": 0.1862, "X2": 0.48357, "Y2": 0.186, "X3": 0.48226, "Y3": 0.2018, "X4": 0.4297, "Y4": 0.2018, "page": 0, "Index": 106}, {"Word": "I'm", "Confidence": 0.904, "X1": 0.48883, "Y1": 0.1862, "X2": 0.50986, "Y2": 0.186, "X3": 0.50986, "Y3": 0.2018, "X4": 0.48883, "Y4": 0.2018, "page": 0, "Index": 107}, {"Word": "not", "Confidence": 0.998, "X1": 0.51643, "Y1": 0.1862, "X2": 0.54008, "Y2": 0.186, "X3": 0.54008, "Y3": 0.2018, "X4": 0.51643, "Y4": 0.2018, "page": 0, "Index": 108}, {"Word": "sure", "Confidence": 0.986, "X1": 0.54534, "Y1": 0.1862, "X2": 0.57819, "Y2": 0.186, "X3": 0.57819, "Y3": 0.2018, "X4": 0.54402, "Y4": 0.2018, "page": 0, "Index": 109}, {"Word": "we", "Confidence": 0.997, "X1": 0.58344, "Y1": 0.1872, "X2": 0.60578, "Y2": 0.187, "X3": 0.60578, "Y3": 0.2028, "X4": 0.58213, "Y4": 0.2018, "page": 0, "Index": 110}, {"Word": "need", "Confidence": 0.985, "X1": 0.60972, "Y1": 0.1872, "X2": 0.64783, "Y2": 0.187, "X3": 0.64783, "Y3": 0.2028, "X4": 0.60972, "Y4": 0.2028, "page": 0, "Index": 111}, {"Word": "to.", "Confidence": 0.993, "X1": 0.65177, "Y1": 0.1872, "X2": 0.67674, "Y2": 0.187, "X3": 0.67543, "Y3": 0.2028, "X4": 0.65177, "Y4": 0.2028, "page": 0, "Index": 112}, {"Word": "NYC", "Confidence": 0.992, "X1": 0.68068, "Y1": 0.1872, "X2": 0.71879, "Y2": 0.187, "X3": 0.71748, "Y3": 0.2028, "X4": 0.68068, "Y4": 0.2028, "page": 0, "Index": 113}, {"Word": "is", "Confidence": 0.998, "X1": 0.72273, "Y1": 0.1872, "X2": 0.73587, "Y2": 0.187, "X3": 0.73587, "Y3": 0.2028, "X4": 0.72273, "Y4": 0.2028, "page": 0, "Index": 114}, {"Word": "our", "Confidence": 0.998, "X1": 0.73982, "Y1": 0.1872, "X2": 0.7661, "Y2": 0.187, "X3": 0.7661, "Y3": 0.2028, "X4": 0.73982, "Y4": 0.2028, "page": 0, "Index": 115}, {"Word": "hometown.", "Confidence": 0.955, "X1": 0.77004, "Y1": 0.1872, "X2": 0.86071, "Y2": 0.187, "X3": 0.86071, "Y3": 0.2028, "X4": 0.77004, "Y4": 0.2028, "page": 0, "Index": 116}, {"Word": "The", "Confidence": 0.998, "X1": 0.86465, "Y1": 0.1882, "X2": 0.89882, "Y2": 0.188, "X3": 0.89882, "Y3": 0.2028, "X4": 0.86465, "Y4": 0.2028, "page": 0, "Index": 117}, {"Word": "communication-education-community", "Confidence": 0.911, "X1": 0.11301, "Y1": 0.2032, "X2": 0.39947, "Y2": 0.203, "X3": 0.39947, "Y3": 0.2178, "X4": 0.11301, "Y4": 0.2178, "page": 0, "Index": 118}, {"Word": "action-access", "Confidence": 0.972, "X1": 0.40342, "Y1": 0.2032, "X2": 0.50854, "Y2": 0.203, "X3": 0.50854, "Y3": 0.2178, "X4": 0.40342, "Y4": 0.2178, "page": 0, "Index": 119}, {"Word": "approach", "Confidence": 0.991, "X1": 0.51248, "Y1": 0.2032, "X2": 0.58607, "Y2": 0.203, "X3": 0.58607, "Y3": 0.2188, "X4": 0.51248, "Y4": 0.2178, "page": 0, "Index": 120}, {"Word": "is", "Confidence": 0.997, "X1": 0.59001, "Y1": 0.2032, "X2": 0.60184, "Y2": 0.203, "X3": 0.60184, "Y3": 0.2188, "X4": 0.59001, "Y4": 0.2188, "page": 0, "Index": 121}, {"Word": "ours.", "Confidence": 0.955, "X1": 0.60578, "Y1": 0.2032, "X2": 0.6452, "Y2": 0.203, "X3": 0.6452, "Y3": 0.2188, "X4": 0.60578, "Y4": 0.2188, "page": 0, "Index": 122}, {"Word": "should", "Confidence": 0.997, "X1": 0.64915, "Y1": 0.2032, "X2": 0.70171, "Y2": 0.203, "X3": 0.70171, "Y3": 0.2188, "X4": 0.64915, "Y4": 0.2188, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.2032, "X2": 0.72536, "Y2": 0.203, "X3": 0.72536, "Y3": 0.2188, "X4": 0.70565, "Y4": 0.2188, "page": 0, "Index": 124}, {"Word": "good", "Confidence": 0.934, "X1": 0.7293, "Y1": 0.2032, "X2": 0.76873, "Y2": 0.203, "X3": 0.76873, "Y3": 0.2188, "X4": 0.7293, "Y4": 0.2188, "page": 0, "Index": 125}, {"Word": "Investment", "Confidence": 0.969, "X1": 0.77267, "Y1": 0.2032, "X2": 0.85808, "Y2": 0.203, "X3": 0.85677, "Y3": 0.2188, "X4": 0.77267, "Y4": 0.2188, "page": 0, "Index": 126}, {"Word": "for", "Confidence": 0.998, "X1": 0.86202, "Y1": 0.2032, "X2": 0.88305, "Y2": 0.203, "X3": 0.88305, "Y3": 0.2188, "X4": 0.86071, "Y4": 0.2188, "page": 0, "Index": 127}, {"Word": "entry", "Confidence": 0.996, "X1": 0.88699, "Y1": 0.2032, "X2": 0.92773, "Y2": 0.203, "X3": 0.92773, "Y3": 0.2188, "X4": 0.88699, "Y4": 0.2188, "page": 0, "Index": 128}, {"Word": "into", "Confidence": 0.987, "X1": 0.1117, "Y1": 0.2182, "X2": 0.13929, "Y2": 0.218, "X3": 0.13929, "Y3": 0.2348, "X4": 0.1117, "Y4": 0.2348, "page": 0, "Index": 129}, {"Word": "hispanic", "Confidence": 0.79, "X1": 0.14455, "Y1": 0.2182, "X2": 0.20894, "Y2": 0.218, "X3": 0.20894, "Y3": 0.2338, "X4": 0.14323, "Y4": 0.2348, "page": 0, "Index": 130}, {"Word": "community.", "Confidence": 0.992, "X1": 0.21288, "Y1": 0.2182, "X2": 0.30618, "Y2": 0.218, "X3": 0.30618, "Y3": 0.2338, "X4": 0.21288, "Y4": 0.2338, "page": 0, "Index": 131}, {"Word": "What", "Confidence": 0.991, "X1": 0.31012, "Y1": 0.2182, "X2": 0.35348, "Y2": 0.218, "X3": 0.35217, "Y3": 0.2338, "X4": 0.31012, "Y4": 0.2338, "page": 0, "Index": 132}, {"Word": "are", "Confidence": 0.998, "X1": 0.35742, "Y1": 0.2182, "X2": 0.38239, "Y2": 0.218, "X3": 0.38239, "Y3": 0.2338, "X4": 0.35611, "Y4": 0.2338, "page": 0, "Index": 133}, {"Word": "your", "Confidence": 0.989, "X1": 0.38633, "Y1": 0.2182, "X2": 0.4205, "Y2": 0.218, "X3": 0.4205, "Y3": 0.2338, "X4": 0.38633, "Y4": 0.2338, "page": 0, "Index": 134}, {"Word": "thoughts?", "Confidence": 0.991, "X1": 0.42444, "Y1": 0.2182, "X2": 0.50329, "Y2": 0.218, "X3": 0.50197, "Y3": 0.2338, "X4": 0.42444, "Y4": 0.2338, "page": 0, "Index": 135}, {"Word": "KD", "Confidence": 0.949, "X1": 0.11301, "Y1": 0.2492, "X2": 0.13929, "Y2": 0.249, "X3": 0.13929, "Y3": 0.2648, "X4": 0.11301, "Y4": 0.2648, "page": 0, "Index": 136}, {"Word": "Youth", "Confidence": 0.993, "X1": 0.11301, "Y1": 0.2682, "X2": 0.16294, "Y2": 0.268, "X3": 0.16294, "Y3": 0.2858, "X4": 0.11301, "Y4": 0.2858, "page": 0, "Index": 137}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.1682, "Y1": 0.2682, "X2": 0.24442, "Y2": 0.268, "X3": 0.24442, "Y3": 0.2858, "X4": 0.16689, "Y4": 0.2858, "page": 0, "Index": 138}, {"Word": "Prevention", "Confidence": 0.995, "X1": 0.24967, "Y1": 0.2672, "X2": 0.34691, "Y2": 0.267, "X3": 0.34691, "Y3": 0.2858, "X4": 0.24967, "Y4": 0.2858, "page": 0, "Index": 139}, {"Word": "73", "Confidence": 0.998, "X1": 0.477, "Y1": 0.3972, "X2": 0.4954, "Y2": 0.397, "X3": 0.4954, "Y3": 0.4108, "X4": 0.47832, "Y4": 0.4118, "page": 0, "Index": 140}]}
|
"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"
|
fflx0214
| 2 |
{"lines_data": [{"Word": "1682", "Confidence": 0.987, "X1": 0.76078, "Y1": 0.0962, "X2": 0.8025, "Y2": 0.096, "X3": 0.8025, "Y3": 0.1108, "X4": 0.76078, "Y4": 0.1108, "page": 0}, {"Word": "VISIT REQUEST FORM (PART 2)", "Confidence": 0.7918, "X1": 0.46036, "Y1": 0.1492, "X2": 0.70515, "Y2": 0.149, "X3": 0.70515, "Y3": 0.1648, "X4": 0.46036, "Y4": 0.1658, "page": 0}, {"Word": "TERRITORIAL MANAGER MEv. A.G. Makett", "Confidence": 0.597, "X1": 0.21836, "Y1": 0.1932, "X2": 0.637, "Y2": 0.193, "X3": 0.637, "Y3": 0.2158, "X4": 0.21836, "Y4": 0.2178, "page": 0}, {"Word": "TO: 15", "Confidence": 0.2855, "X1": 0.14465, "Y1": 0.2022, "X2": 0.21001, "Y2": 0.202, "X3": 0.2114, "Y3": 0.2208, "X4": 0.14604, "Y4": 0.2188, "page": 0}, {"Word": "RESEARCH & DEVELOPMENT CENTRE, SOUTHAMPTON (Pachoro)", "Confidence": 0.64267, "X1": 0.22253, "Y1": 0.2262, "X2": 0.74687, "Y2": 0.226, "X3": 0.74687, "Y3": 0.2548, "X4": 0.22253, "Y4": 0.2518, "page": 0}, {"Word": "-", "Confidence": 0.919, "X1": 0.96523, "Y1": 0.2722, "X2": 0.96523, "Y2": 0.272, "X3": 0.9541, "Y3": 0.2728, "X4": 0.95549, "Y4": 0.2508, "page": 0}, {"Word": "THE FOLLOWING VISIT IS PROPOSED", "Confidence": 0.9186, "X1": 0.14047, "Y1": 0.2822, "X2": 0.42003, "Y2": 0.282, "X3": 0.42003, "Y3": 0.2968, "X4": 0.14047, "Y4": 0.2978, "page": 0}, {"Word": "BY NAME OF PERSON(S)", "Confidence": 0.52725, "X1": 0.14186, "Y1": 0.3332, "X2": 0.32267, "Y2": 0.333, "X3": 0.32406, "Y3": 0.3498, "X4": 0.14186, "Y4": 0.3518, "page": 0}, {"Word": "DR. T. HIRJI", "Confidence": 0.878, "X1": 0.44924, "Y1": 0.3362, "X2": 0.56606, "Y2": 0.336, "X3": 0.56606, "Y3": 0.3488, "X4": 0.45063, "Y4": 0.3498, "page": 0}, {"Word": "LA SOCIETE DES TABACS, CIGARES ET CIGARETTES, J. BASTOS DE L'AFRIQUE,", "Confidence": 0.79573, "X1": 0.30737, "Y1": 0.3482, "X2": 0.91099, "Y2": 0.348, "X3": 0.91099, "Y3": 0.3638, "X4": 0.30737, "Y4": 0.3628, "page": 0}, {"Word": "(? COMPANY (YES)", "Confidence": 0.25033, "X1": 0.13074, "Y1": 0.3602, "X2": 0.27538, "Y2": 0.36, "X3": 0.27677, "Y3": 0.3778, "X4": 0.13074, "Y4": 0.3808, "page": 0}, {"Word": "CENTRALE, REPUBLIC DE CAMEROON", "Confidence": 0.6675, "X1": 0.29485, "Y1": 0.3612, "X2": 0.5758, "Y2": 0.361, "X3": 0.5758, "Y3": 0.3768, "X4": 0.29485, "Y4": 0.3778, "page": 0}, {"Word": "DATES", "Confidence": 0.904, "X1": 0.23088, "Y1": 0.3902, "X2": 0.27955, "Y2": 0.39, "X3": 0.27816, "Y3": 0.4018, "X4": 0.22949, "Y4": 0.4018, "page": 0}, {"Word": "1ST - STH JULY, 1986", "Confidence": 0.895, "X1": 0.45341, "Y1": 0.3872, "X2": 0.63561, "Y2": 0.387, "X3": 0.63561, "Y3": 0.4018, "X4": 0.45341, "Y4": 0.4028, "page": 0}, {"Word": "VISITING SBAC FOR DISCUSSIONS", "Confidence": 0.828, "X1": 0.45202, "Y1": 0.4142, "X2": 0.7121, "Y2": 0.414, "X3": 0.7121, "Y3": 0.4278, "X4": 0.45202, "Y4": 0.4288, "page": 0}, {"Word": "PURPOSE OF VISIT", "Confidence": 0.86367, "X1": 0.23088, "Y1": 0.4152, "X2": 0.37274, "Y2": 0.415, "X3": 0.37274, "Y3": 0.4288, "X4": 0.23088, "Y4": 0.4288, "page": 0}, {"Word": "VISIT REQUESTED BY", "Confidence": 0.76267, "X1": 0.22949, "Y1": 0.5472, "X2": 0.39082, "Y2": 0.547, "X3": 0.39082, "Y3": 0.5618, "X4": 0.22949, "Y4": 0.5608, "page": 0}, {"Word": "TERRITORIAL", "Confidence": 0.489, "X1": 0.45341, "Y1": 0.5472, "X2": 0.55772, "Y2": 0.547, "X3": 0.55772, "Y3": 0.5598, "X4": 0.45341, "Y4": 0.5618, "page": 0}, {"Word": "AGREED M. VAYID", "Confidence": 0.778, "X1": 0.67038, "Y1": 0.5482, "X2": 0.82615, "Y2": 0.548, "X3": 0.82754, "Y3": 0.5598, "X4": 0.67038, "Y4": 0.5608, "page": 0}, {"Word": "CHARGING ARRANGEMENTS", "Confidence": 0.741, "X1": 0.22949, "Y1": 0.5712, "X2": 0.41725, "Y2": 0.571, "X3": 0.41725, "Y3": 0.5858, "X4": 0.22949, "Y4": 0.5868, "page": 0}, {"Word": "TERRITORIAL, MILLBANK", "Confidence": 0.873, "X1": 0.53268, "Y1": 0.5722, "X2": 0.72184, "Y2": 0.572, "X3": 0.72184, "Y3": 0.5848, "X4": 0.53268, "Y4": 0.5858, "page": 0}, {"Word": "CONTACT IN ASSOCIATED COMPANY", "Confidence": 0.85875, "X1": 0.22949, "Y1": 0.5982, "X2": 0.48957, "Y2": 0.598, "X3": 0.48957, "Y3": 0.6128, "X4": 0.22949, "Y4": 0.6128, "page": 0}, {"Word": "M. VAYID", "Confidence": 0.927, "X1": 0.53129, "Y1": 0.5992, "X2": 0.60779, "Y2": 0.599, "X3": 0.60779, "Y3": 0.6118, "X4": 0.53129, "Y4": 0.6118, "page": 0}, {"Word": "-", "Confidence": 0.746, "X1": 0.70097, "Y1": 0.6362, "X2": 0.69958, "Y2": 0.636, "X3": 0.68428, "Y3": 0.6358, "X4": 0.68567, "Y4": 0.6158, "page": 0}, {"Word": "SIGNATURE: R&D MANAGER", "Confidence": 0.68967, "X1": 0.22809, "Y1": 0.6242, "X2": 0.42698, "Y2": 0.624, "X3": 0.42698, "Y3": 0.6388, "X4": 0.22809, "Y4": 0.6388, "page": 0}, {"Word": "DATE", "Confidence": 0.605, "X1": 0.23088, "Y1": 0.6512, "X2": 0.27121, "Y2": 0.651, "X3": 0.27121, "Y3": 0.6638, "X4": 0.22949, "Y4": 0.6638, "page": 0}, {"Word": "23.6.86", "Confidence": 0.855, "X1": 0.57719, "Y1": 0.6472, "X2": 0.68567, "Y2": 0.647, "X3": 0.68567, "Y3": 0.6658, "X4": 0.57719, "Y4": 0.6648, "page": 0}, {"Word": "1", "Confidence": 0.657, "X1": 0.0904, "Y1": 0.6882, "X2": 0.10292, "Y2": 0.688, "X3": 0.10153, "Y3": 0.6978, "X4": 0.08901, "Y4": 0.6978, "page": 0}, {"Word": "VISIT REPORT TO BE SENT TO", "Confidence": 0.9225, "X1": 0.22949, "Y1": 0.6772, "X2": 0.46314, "Y2": 0.677, "X3": 0.46314, "Y3": 0.6898, "X4": 0.22949, "Y4": 0.6908, "page": 0}, {"Word": "TERRITORIAL MANAGER/DIRECTOR Ville", "Confidence": 0.46433, "X1": 0.49791, "Y1": 0.7692, "X2": 0.83171, "Y2": 0.769, "X3": 0.8331, "Y3": 0.7968, "X4": 0.49791, "Y4": 0.7988, "page": 0}, {"Word": "VISIT APPROVED/NOT APPROVED", "Confidence": 0.861, "X1": 0.4993, "Y1": 0.8052, "X2": 0.74687, "Y2": 0.805, "X3": 0.74687, "Y3": 0.8228, "X4": 0.4993, "Y4": 0.8248, "page": 0}, {"Word": "Copy for information to:", "Confidence": 0.9545, "X1": 0.14047, "Y1": 0.8472, "X2": 0.35327, "Y2": 0.847, "X3": 0.35327, "Y3": 0.8628, "X4": 0.14047, "Y4": 0.8638, "page": 0}, {"Word": "1. Relevant Millbank Department", "Confidence": 0.8805, "X1": 0.17524, "Y1": 0.8732, "X2": 0.45897, "Y2": 0.873, "X3": 0.45897, "Y3": 0.8888, "X4": 0.17524, "Y4": 0.8878, "page": 0}, {"Word": "2. R & D ., Millbank.", "Confidence": 0.92483, "X1": 0.17385, "Y1": 0.9002, "X2": 0.363, "Y2": 0.9, "X3": 0.363, "Y3": 0.9148, "X4": 0.17385, "Y4": 0.9148, "page": 0}, {"Word": "1097666", "Confidence": 0.996, "X1": 0.9388, "Y1": 0.9942, "X2": 0.94019, "Y2": 0.994, "X3": 0.91099, "Y3": 0.9938, "X4": 0.91099, "Y4": 0.9048, "page": 0}], "words_data": [{"Word": "1682", "Confidence": 0.987, "X1": 0.76217, "Y1": 0.0962, "X2": 0.80111, "Y2": 0.096, "X3": 0.80111, "Y3": 0.1108, "X4": 0.76217, "Y4": 0.1108, "page": 0, "Index": 0}, {"Word": "VISIT", "Confidence": 0.624, "X1": 0.46175, "Y1": 0.1502, "X2": 0.51182, "Y2": 0.15, "X3": 0.51182, "Y3": 0.1648, "X4": 0.46175, "Y4": 0.1658, "page": 0, "Index": 1}, {"Word": "REQUEST", "Confidence": 0.638, "X1": 0.51599, "Y1": 0.1502, "X2": 0.58136, "Y2": 0.15, "X3": 0.58275, "Y3": 0.1648, "X4": 0.51599, "Y4": 0.1648, "page": 0, "Index": 2}, {"Word": "FORM", "Confidence": 0.708, "X1": 0.58554, "Y1": 0.1492, "X2": 0.62587, "Y2": 0.149, "X3": 0.62587, "Y3": 0.1648, "X4": 0.58693, "Y4": 0.1648, "page": 0, "Index": 3}, {"Word": "(PART", "Confidence": 0.993, "X1": 0.63004, "Y1": 0.1492, "X2": 0.67872, "Y2": 0.149, "X3": 0.68011, "Y3": 0.1648, "X4": 0.63143, "Y4": 0.1648, "page": 0, "Index": 4}, {"Word": "2)", "Confidence": 0.996, "X1": 0.68289, "Y1": 0.1492, "X2": 0.70515, "Y2": 0.149, "X3": 0.70654, "Y3": 0.1658, "X4": 0.68428, "Y4": 0.1648, "page": 0, "Index": 5}, {"Word": "TERRITORIAL", "Confidence": 0.85, "X1": 0.21975, "Y1": 0.2012, "X2": 0.31293, "Y2": 0.201, "X3": 0.31293, "Y3": 0.2178, "X4": 0.21975, "Y4": 0.2178, "page": 0, "Index": 6}, {"Word": "MANAGER", "Confidence": 0.382, "X1": 0.31711, "Y1": 0.1992, "X2": 0.39082, "Y2": 0.199, "X3": 0.39082, "Y3": 0.2178, "X4": 0.3185, "Y4": 0.2178, "page": 0, "Index": 7}, {"Word": "MEv.", "Confidence": 0.153, "X1": 0.42698, "Y1": 0.1972, "X2": 0.47288, "Y2": 0.197, "X3": 0.47288, "Y3": 0.2178, "X4": 0.42698, "Y4": 0.2178, "page": 0, "Index": 8}, {"Word": "A.G.", "Confidence": 0.885, "X1": 0.48679, "Y1": 0.1952, "X2": 0.55633, "Y2": 0.195, "X3": 0.55772, "Y3": 0.2168, "X4": 0.48679, "Y4": 0.2178, "page": 0, "Index": 9}, {"Word": "Makett", "Confidence": 0.715, "X1": 0.56467, "Y1": 0.1942, "X2": 0.63839, "Y2": 0.194, "X3": 0.63839, "Y3": 0.2168, "X4": 0.56467, "Y4": 0.2168, "page": 0, "Index": 10}, {"Word": "TO:", "Confidence": 0.446, "X1": 0.14465, "Y1": 0.2022, "X2": 0.17107, "Y2": 0.202, "X3": 0.17107, "Y3": 0.2208, "X4": 0.14465, "Y4": 0.2198, "page": 0, "Index": 11}, {"Word": "15", "Confidence": 0.125, "X1": 0.17663, "Y1": 0.2022, "X2": 0.20445, "Y2": 0.202, "X3": 0.20445, "Y3": 0.2208, "X4": 0.17663, "Y4": 0.2208, "page": 0, "Index": 12}, {"Word": "RESEARCH", "Confidence": 0.737, "X1": 0.22392, "Y1": 0.2292, "X2": 0.2879, "Y2": 0.229, "X3": 0.2879, "Y3": 0.2448, "X4": 0.22253, "Y4": 0.2448, "page": 0, "Index": 13}, {"Word": "&", "Confidence": 0.958, "X1": 0.29485, "Y1": 0.2292, "X2": 0.30459, "Y2": 0.229, "X3": 0.3032, "Y3": 0.2448, "X4": 0.29346, "Y4": 0.2448, "page": 0, "Index": 14}, {"Word": "DEVELOPMENT", "Confidence": 0.686, "X1": 0.31015, "Y1": 0.2272, "X2": 0.4089, "Y2": 0.227, "X3": 0.4089, "Y3": 0.2458, "X4": 0.30876, "Y4": 0.2448, "page": 0, "Index": 15}, {"Word": "CENTRE,", "Confidence": 0.911, "X1": 0.41446, "Y1": 0.2272, "X2": 0.47983, "Y2": 0.227, "X3": 0.47844, "Y3": 0.2468, "X4": 0.41446, "Y4": 0.2458, "page": 0, "Index": 16}, {"Word": "SOUTHAMPTON", "Confidence": 0.447, "X1": 0.4854, "Y1": 0.2262, "X2": 0.58414, "Y2": 0.226, "X3": 0.58414, "Y3": 0.2498, "X4": 0.4854, "Y4": 0.2468, "page": 0, "Index": 17}, {"Word": "(Pachoro)", "Confidence": 0.117, "X1": 0.58971, "Y1": 0.2262, "X2": 0.74548, "Y2": 0.226, "X3": 0.74548, "Y3": 0.2558, "X4": 0.58971, "Y4": 0.2498, "page": 0, "Index": 18}, {"Word": "-", "Confidence": 0.919, "X1": 0.96523, "Y1": 0.2592, "X2": 0.96523, "Y2": 0.259, "X3": 0.9541, "Y3": 0.2588, "X4": 0.9541, "Y4": 0.2538, "page": 0, "Index": 19}, {"Word": "THE", "Confidence": 0.993, "X1": 0.14325, "Y1": 0.2832, "X2": 0.17385, "Y2": 0.283, "X3": 0.17385, "Y3": 0.2978, "X4": 0.14325, "Y4": 0.2988, "page": 0, "Index": 20}, {"Word": "FOLLOWING", "Confidence": 0.624, "X1": 0.17803, "Y1": 0.2832, "X2": 0.26008, "Y2": 0.283, "X3": 0.26008, "Y3": 0.2978, "X4": 0.17803, "Y4": 0.2978, "page": 0, "Index": 21}, {"Word": "VISIT", "Confidence": 0.991, "X1": 0.26426, "Y1": 0.2832, "X2": 0.31293, "Y2": 0.283, "X3": 0.31293, "Y3": 0.2968, "X4": 0.26426, "Y4": 0.2978, "page": 0, "Index": 22}, {"Word": "IS", "Confidence": 0.994, "X1": 0.31711, "Y1": 0.2832, "X2": 0.33797, "Y2": 0.283, "X3": 0.33658, "Y3": 0.2968, "X4": 0.31711, "Y4": 0.2968, "page": 0, "Index": 23}, {"Word": "PROPOSED", "Confidence": 0.991, "X1": 0.34214, "Y1": 0.2822, "X2": 0.41586, "Y2": 0.282, "X3": 0.41586, "Y3": 0.2978, "X4": 0.34075, "Y4": 0.2968, "page": 0, "Index": 24}, {"Word": "BY", "Confidence": 0.955, "X1": 0.14325, "Y1": 0.3362, "X2": 0.16412, "Y2": 0.336, "X3": 0.16273, "Y3": 0.3518, "X4": 0.14325, "Y4": 0.3518, "page": 0, "Index": 25}, {"Word": "NAME", "Confidence": 0.02, "X1": 0.16829, "Y1": 0.3362, "X2": 0.20584, "Y2": 0.336, "X3": 0.20584, "Y3": 0.3518, "X4": 0.1669, "Y4": 0.3518, "page": 0, "Index": 26}, {"Word": "OF", "Confidence": 0.341, "X1": 0.21419, "Y1": 0.3362, "X2": 0.23366, "Y2": 0.336, "X3": 0.23366, "Y3": 0.3518, "X4": 0.2128, "Y4": 0.3518, "page": 0, "Index": 27}, {"Word": "PERSON(S)", "Confidence": 0.793, "X1": 0.23922, "Y1": 0.3342, "X2": 0.32267, "Y2": 0.334, "X3": 0.32128, "Y3": 0.3498, "X4": 0.23783, "Y4": 0.3518, "page": 0, "Index": 28}, {"Word": "DR.", "Confidence": 0.962, "X1": 0.4548, "Y1": 0.3372, "X2": 0.48679, "Y2": 0.337, "X3": 0.48679, "Y3": 0.3508, "X4": 0.45341, "Y4": 0.3508, "page": 0, "Index": 29}, {"Word": "T.", "Confidence": 0.997, "X1": 0.49235, "Y1": 0.3372, "X2": 0.51182, "Y2": 0.337, "X3": 0.51182, "Y3": 0.3498, "X4": 0.49096, "Y4": 0.3498, "page": 0, "Index": 30}, {"Word": "HIRJI", "Confidence": 0.675, "X1": 0.51599, "Y1": 0.3372, "X2": 0.56467, "Y2": 0.337, "X3": 0.56467, "Y3": 0.3488, "X4": 0.5146, "Y4": 0.3498, "page": 0, "Index": 31}, {"Word": "LA", "Confidence": 0.363, "X1": 0.30737, "Y1": 0.3492, "X2": 0.32823, "Y2": 0.349, "X3": 0.32823, "Y3": 0.3618, "X4": 0.30876, "Y4": 0.3618, "page": 0, "Index": 32}, {"Word": "SOCIETE", "Confidence": 0.642, "X1": 0.33241, "Y1": 0.3482, "X2": 0.39777, "Y2": 0.348, "X3": 0.39777, "Y3": 0.3628, "X4": 0.33241, "Y4": 0.3618, "page": 0, "Index": 33}, {"Word": "DES", "Confidence": 0.958, "X1": 0.40195, "Y1": 0.3482, "X2": 0.43255, "Y2": 0.348, "X3": 0.43394, "Y3": 0.3628, "X4": 0.40334, "Y4": 0.3628, "page": 0, "Index": 34}, {"Word": "TABACS,", "Confidence": 0.955, "X1": 0.43811, "Y1": 0.3482, "X2": 0.50209, "Y2": 0.348, "X3": 0.50209, "Y3": 0.3628, "X4": 0.43811, "Y4": 0.3628, "page": 0, "Index": 35}, {"Word": "CIGARES", "Confidence": 0.849, "X1": 0.50626, "Y1": 0.3482, "X2": 0.57163, "Y2": 0.348, "X3": 0.57302, "Y3": 0.3628, "X4": 0.50626, "Y4": 0.3628, "page": 0, "Index": 36}, {"Word": "ET", "Confidence": 0.998, "X1": 0.5758, "Y1": 0.3482, "X2": 0.59666, "Y2": 0.348, "X3": 0.59805, "Y3": 0.3638, "X4": 0.57719, "Y4": 0.3628, "page": 0, "Index": 37}, {"Word": "CIGARETTES,", "Confidence": 0.666, "X1": 0.60083, "Y1": 0.3482, "X2": 0.70376, "Y2": 0.348, "X3": 0.70376, "Y3": 0.3638, "X4": 0.60223, "Y4": 0.3638, "page": 0, "Index": 38}, {"Word": "J.", "Confidence": 0.957, "X1": 0.70793, "Y1": 0.3482, "X2": 0.72879, "Y2": 0.348, "X3": 0.72879, "Y3": 0.3638, "X4": 0.70793, "Y4": 0.3638, "page": 0, "Index": 39}, {"Word": "BASTOS", "Confidence": 0.743, "X1": 0.73296, "Y1": 0.3482, "X2": 0.78999, "Y2": 0.348, "X3": 0.79138, "Y3": 0.3638, "X4": 0.73296, "Y4": 0.3638, "page": 0, "Index": 40}, {"Word": "DE", "Confidence": 0.993, "X1": 0.79416, "Y1": 0.3482, "X2": 0.81641, "Y2": 0.348, "X3": 0.81641, "Y3": 0.3638, "X4": 0.79555, "Y4": 0.3638, "page": 0, "Index": 41}, {"Word": "L'AFRIQUE,", "Confidence": 0.629, "X1": 0.82058, "Y1": 0.3482, "X2": 0.9096, "Y2": 0.348, "X3": 0.91099, "Y3": 0.3648, "X4": 0.82058, "Y4": 0.3638, "page": 0, "Index": 42}, {"Word": "(YES)", "Confidence": 0.446, "X1": 0.2267, "Y1": 0.3612, "X2": 0.27399, "Y2": 0.361, "X3": 0.27399, "Y3": 0.3778, "X4": 0.22531, "Y4": 0.3788, "page": 0, "Index": 43}, {"Word": "CENTRALE,", "Confidence": 0.601, "X1": 0.30737, "Y1": 0.3622, "X2": 0.39082, "Y2": 0.362, "X3": 0.38943, "Y3": 0.3758, "X4": 0.30737, "Y4": 0.3778, "page": 0, "Index": 44}, {"Word": "REPUBLIC", "Confidence": 0.468, "X1": 0.3936, "Y1": 0.3632, "X2": 0.46871, "Y2": 0.363, "X3": 0.46871, "Y3": 0.3748, "X4": 0.3936, "Y4": 0.3758, "page": 0, "Index": 45}, {"Word": "DE", "Confidence": 0.992, "X1": 0.47427, "Y1": 0.3632, "X2": 0.49374, "Y2": 0.363, "X3": 0.49374, "Y3": 0.3758, "X4": 0.47288, "Y4": 0.3748, "page": 0, "Index": 46}, {"Word": "CAMEROON", "Confidence": 0.609, "X1": 0.4993, "Y1": 0.3632, "X2": 0.57302, "Y2": 0.363, "X3": 0.57163, "Y3": 0.3768, "X4": 0.4993, "Y4": 0.3758, "page": 0, "Index": 47}, {"Word": "(?", "Confidence": 0.061, "X1": 0.13213, "Y1": 0.3622, "X2": 0.16273, "Y2": 0.362, "X3": 0.16273, "Y3": 0.3798, "X4": 0.13213, "Y4": 0.3808, "page": 0, "Index": 48}, {"Word": "COMPANY", "Confidence": 0.244, "X1": 0.16829, "Y1": 0.3612, "X2": 0.22114, "Y2": 0.361, "X3": 0.22114, "Y3": 0.3788, "X4": 0.1669, "Y4": 0.3798, "page": 0, "Index": 49}, {"Word": "DATES", "Confidence": 0.904, "X1": 0.23088, "Y1": 0.3902, "X2": 0.27816, "Y2": 0.39, "X3": 0.27816, "Y3": 0.4018, "X4": 0.23088, "Y4": 0.4018, "page": 0, "Index": 50}, {"Word": "1ST", "Confidence": 0.886, "X1": 0.45619, "Y1": 0.3892, "X2": 0.48679, "Y2": 0.389, "X3": 0.4854, "Y3": 0.4038, "X4": 0.45619, "Y4": 0.4038, "page": 0, "Index": 51}, {"Word": "-", "Confidence": 0.967, "X1": 0.49096, "Y1": 0.3892, "X2": 0.50209, "Y2": 0.389, "X3": 0.50209, "Y3": 0.4028, "X4": 0.48957, "Y4": 0.4028, "page": 0, "Index": 52}, {"Word": "STH", "Confidence": 0.849, "X1": 0.50765, "Y1": 0.3892, "X2": 0.53686, "Y2": 0.389, "X3": 0.53686, "Y3": 0.4028, "X4": 0.50765, "Y4": 0.4028, "page": 0, "Index": 53}, {"Word": "JULY,", "Confidence": 0.995, "X1": 0.54381, "Y1": 0.3882, "X2": 0.5911, "Y2": 0.388, "X3": 0.58971, "Y3": 0.4028, "X4": 0.54242, "Y4": 0.4028, "page": 0, "Index": 54}, {"Word": "1986", "Confidence": 0.778, "X1": 0.59388, "Y1": 0.3882, "X2": 0.63282, "Y2": 0.388, "X3": 0.63282, "Y3": 0.4028, "X4": 0.59388, "Y4": 0.4028, "page": 0, "Index": 55}, {"Word": "PURPOSE", "Confidence": 0.738, "X1": 0.23227, "Y1": 0.4152, "X2": 0.29346, "Y2": 0.415, "X3": 0.29207, "Y3": 0.4288, "X4": 0.23088, "Y4": 0.4288, "page": 0, "Index": 56}, {"Word": "OF", "Confidence": 0.955, "X1": 0.29903, "Y1": 0.4162, "X2": 0.32128, "Y2": 0.416, "X3": 0.31989, "Y3": 0.4288, "X4": 0.29764, "Y4": 0.4288, "page": 0, "Index": 57}, {"Word": "VISIT", "Confidence": 0.898, "X1": 0.32684, "Y1": 0.4162, "X2": 0.37413, "Y2": 0.416, "X3": 0.37274, "Y3": 0.4288, "X4": 0.32545, "Y4": 0.4288, "page": 0, "Index": 58}, {"Word": "VISITING", "Confidence": 0.991, "X1": 0.45341, "Y1": 0.4152, "X2": 0.5299, "Y2": 0.415, "X3": 0.5299, "Y3": 0.4288, "X4": 0.45341, "Y4": 0.4288, "page": 0, "Index": 59}, {"Word": "SBAC", "Confidence": 0.981, "X1": 0.53408, "Y1": 0.4152, "X2": 0.57302, "Y2": 0.415, "X3": 0.57302, "Y3": 0.4288, "X4": 0.53408, "Y4": 0.4288, "page": 0, "Index": 60}, {"Word": "FOR", "Confidence": 0.662, "X1": 0.57719, "Y1": 0.4152, "X2": 0.60779, "Y2": 0.415, "X3": 0.60779, "Y3": 0.4288, "X4": 0.57719, "Y4": 0.4288, "page": 0, "Index": 61}, {"Word": "DISCUSSIONS", "Confidence": 0.678, "X1": 0.61196, "Y1": 0.4152, "X2": 0.71349, "Y2": 0.415, "X3": 0.71349, "Y3": 0.4288, "X4": 0.61196, "Y4": 0.4288, "page": 0, "Index": 62}, {"Word": "VISIT", "Confidence": 0.658, "X1": 0.23227, "Y1": 0.5482, "X2": 0.27816, "Y2": 0.548, "X3": 0.27816, "Y3": 0.5618, "X4": 0.23088, "Y4": 0.5618, "page": 0, "Index": 63}, {"Word": "REQUESTED", "Confidence": 0.632, "X1": 0.28234, "Y1": 0.5472, "X2": 0.363, "Y2": 0.547, "X3": 0.363, "Y3": 0.5618, "X4": 0.28234, "Y4": 0.5618, "page": 0, "Index": 64}, {"Word": "BY", "Confidence": 0.998, "X1": 0.36718, "Y1": 0.5472, "X2": 0.39082, "Y2": 0.547, "X3": 0.39082, "Y3": 0.5618, "X4": 0.36718, "Y4": 0.5618, "page": 0, "Index": 65}, {"Word": "TERRITORIAL", "Confidence": 0.489, "X1": 0.45619, "Y1": 0.5482, "X2": 0.55355, "Y2": 0.548, "X3": 0.55355, "Y3": 0.5608, "X4": 0.45619, "Y4": 0.5618, "page": 0, "Index": 66}, {"Word": "AGREED", "Confidence": 0.436, "X1": 0.67177, "Y1": 0.5492, "X2": 0.72879, "Y2": 0.549, "X3": 0.7274, "Y3": 0.5608, "X4": 0.67177, "Y4": 0.5608, "page": 0, "Index": 67}, {"Word": "M.", "Confidence": 0.962, "X1": 0.75104, "Y1": 0.5492, "X2": 0.77469, "Y2": 0.549, "X3": 0.77469, "Y3": 0.5608, "X4": 0.75104, "Y4": 0.5608, "page": 0, "Index": 68}, {"Word": "VAYID", "Confidence": 0.936, "X1": 0.77747, "Y1": 0.5482, "X2": 0.82337, "Y2": 0.548, "X3": 0.82337, "Y3": 0.5608, "X4": 0.77747, "Y4": 0.5608, "page": 0, "Index": 69}, {"Word": "CHARGING", "Confidence": 0.797, "X1": 0.23088, "Y1": 0.5722, "X2": 0.30181, "Y2": 0.572, "X3": 0.30181, "Y3": 0.5868, "X4": 0.22949, "Y4": 0.5868, "page": 0, "Index": 70}, {"Word": "ARRANGEMENTS", "Confidence": 0.685, "X1": 0.30598, "Y1": 0.5722, "X2": 0.41446, "Y2": 0.572, "X3": 0.41446, "Y3": 0.5868, "X4": 0.30598, "Y4": 0.5868, "page": 0, "Index": 71}, {"Word": "TERRITORIAL,", "Confidence": 0.899, "X1": 0.53547, "Y1": 0.5732, "X2": 0.64117, "Y2": 0.573, "X3": 0.64117, "Y3": 0.5858, "X4": 0.53547, "Y4": 0.5858, "page": 0, "Index": 72}, {"Word": "MILLBANK", "Confidence": 0.847, "X1": 0.64534, "Y1": 0.5732, "X2": 0.71905, "Y2": 0.573, "X3": 0.71905, "Y3": 0.5848, "X4": 0.64395, "Y4": 0.5858, "page": 0, "Index": 73}, {"Word": "CONTACT", "Confidence": 0.614, "X1": 0.23088, "Y1": 0.5992, "X2": 0.29485, "Y2": 0.599, "X3": 0.29485, "Y3": 0.6138, "X4": 0.23088, "Y4": 0.6138, "page": 0, "Index": 74}, {"Word": "IN", "Confidence": 0.997, "X1": 0.29903, "Y1": 0.5992, "X2": 0.31989, "Y2": 0.599, "X3": 0.3185, "Y3": 0.6138, "X4": 0.29903, "Y4": 0.6138, "page": 0, "Index": 75}, {"Word": "ASSOCIATED", "Confidence": 0.883, "X1": 0.32406, "Y1": 0.5992, "X2": 0.41586, "Y2": 0.599, "X3": 0.41586, "Y3": 0.6128, "X4": 0.32267, "Y4": 0.6138, "page": 0, "Index": 76}, {"Word": "COMPANY", "Confidence": 0.941, "X1": 0.42003, "Y1": 0.5992, "X2": 0.48679, "Y2": 0.599, "X3": 0.48679, "Y3": 0.6128, "X4": 0.42003, "Y4": 0.6128, "page": 0, "Index": 77}, {"Word": "M.", "Confidence": 0.952, "X1": 0.53268, "Y1": 0.5992, "X2": 0.55494, "Y2": 0.599, "X3": 0.55494, "Y3": 0.6128, "X4": 0.53268, "Y4": 0.6128, "page": 0, "Index": 78}, {"Word": "VAYID", "Confidence": 0.902, "X1": 0.55911, "Y1": 0.5992, "X2": 0.6064, "Y2": 0.599, "X3": 0.6064, "Y3": 0.6118, "X4": 0.55911, "Y4": 0.6128, "page": 0, "Index": 79}, {"Word": "-", "Confidence": 0.746, "X1": 0.70097, "Y1": 0.6312, "X2": 0.69958, "Y2": 0.631, "X3": 0.68428, "Y3": 0.6298, "X4": 0.68567, "Y4": 0.6228, "page": 0, "Index": 80}, {"Word": "SIGNATURE:", "Confidence": 0.345, "X1": 0.22949, "Y1": 0.6252, "X2": 0.31989, "Y2": 0.625, "X3": 0.31989, "Y3": 0.6388, "X4": 0.22949, "Y4": 0.6388, "page": 0, "Index": 81}, {"Word": "R&D", "Confidence": 0.791, "X1": 0.32406, "Y1": 0.6252, "X2": 0.35327, "Y2": 0.625, "X3": 0.35327, "Y3": 0.6388, "X4": 0.32406, "Y4": 0.6388, "page": 0, "Index": 82}, {"Word": "MANAGER", "Confidence": 0.933, "X1": 0.35744, "Y1": 0.6242, "X2": 0.42281, "Y2": 0.624, "X3": 0.42281, "Y3": 0.6388, "X4": 0.35744, "Y4": 0.6388, "page": 0, "Index": 83}, {"Word": "DATE", "Confidence": 0.605, "X1": 0.22949, "Y1": 0.6512, "X2": 0.26704, "Y2": 0.651, "X3": 0.26704, "Y3": 0.6638, "X4": 0.23088, "Y4": 0.6638, "page": 0, "Index": 84}, {"Word": "23.6.86", "Confidence": 0.855, "X1": 0.58693, "Y1": 0.6472, "X2": 0.68428, "Y2": 0.647, "X3": 0.68428, "Y3": 0.6668, "X4": 0.58554, "Y4": 0.6648, "page": 0, "Index": 85}, {"Word": "1", "Confidence": 0.657, "X1": 0.09318, "Y1": 0.6882, "X2": 0.10153, "Y2": 0.688, "X3": 0.10153, "Y3": 0.6978, "X4": 0.09318, "Y4": 0.6978, "page": 0, "Index": 86}, {"Word": "VISIT", "Confidence": 0.993, "X1": 0.23088, "Y1": 0.6772, "X2": 0.27816, "Y2": 0.677, "X3": 0.27677, "Y3": 0.6908, "X4": 0.23088, "Y4": 0.6908, "page": 0, "Index": 87}, {"Word": "REPORT", "Confidence": 0.902, "X1": 0.28234, "Y1": 0.6772, "X2": 0.33797, "Y2": 0.677, "X3": 0.33658, "Y3": 0.6908, "X4": 0.28095, "Y4": 0.6908, "page": 0, "Index": 88}, {"Word": "TO", "Confidence": 0.996, "X1": 0.34353, "Y1": 0.6772, "X2": 0.363, "Y2": 0.677, "X3": 0.36161, "Y3": 0.6908, "X4": 0.34214, "Y4": 0.6908, "page": 0, "Index": 89}, {"Word": "BE", "Confidence": 0.998, "X1": 0.36718, "Y1": 0.6772, "X2": 0.38943, "Y2": 0.677, "X3": 0.38804, "Y3": 0.6908, "X4": 0.36579, "Y4": 0.6908, "page": 0, "Index": 90}, {"Word": "SENT", "Confidence": 0.648, "X1": 0.3936, "Y1": 0.6772, "X2": 0.43394, "Y2": 0.677, "X3": 0.43255, "Y3": 0.6908, "X4": 0.3936, "Y4": 0.6908, "page": 0, "Index": 91}, {"Word": "TO", "Confidence": 0.998, "X1": 0.4395, "Y1": 0.6772, "X2": 0.45897, "Y2": 0.677, "X3": 0.45758, "Y3": 0.6908, "X4": 0.43811, "Y4": 0.6908, "page": 0, "Index": 92}, {"Word": "TERRITORIAL", "Confidence": 0.968, "X1": 0.4993, "Y1": 0.7842, "X2": 0.5911, "Y2": 0.784, "X3": 0.5911, "Y3": 0.7978, "X4": 0.4993, "Y4": 0.7988, "page": 0, "Index": 93}, {"Word": "MANAGER/DIRECTOR", "Confidence": 0.367, "X1": 0.59527, "Y1": 0.7782, "X2": 0.74409, "Y2": 0.778, "X3": 0.74409, "Y3": 0.7978, "X4": 0.59527, "Y4": 0.7978, "page": 0, "Index": 94}, {"Word": "Ville", "Confidence": 0.058, "X1": 0.75104, "Y1": 0.7732, "X2": 0.80668, "Y2": 0.773, "X3": 0.80668, "Y3": 0.7978, "X4": 0.75104, "Y4": 0.7978, "page": 0, "Index": 95}, {"Word": "VISIT", "Confidence": 0.988, "X1": 0.5007, "Y1": 0.8102, "X2": 0.5452, "Y2": 0.81, "X3": 0.5452, "Y3": 0.8248, "X4": 0.5007, "Y4": 0.8238, "page": 0, "Index": 96}, {"Word": "APPROVED/NOT", "Confidence": 0.686, "X1": 0.54937, "Y1": 0.8082, "X2": 0.65647, "Y2": 0.808, "X3": 0.65508, "Y3": 0.8248, "X4": 0.54937, "Y4": 0.8248, "page": 0, "Index": 97}, {"Word": "APPROVED", "Confidence": 0.909, "X1": 0.66064, "Y1": 0.8062, "X2": 0.73992, "Y2": 0.806, "X3": 0.73713, "Y3": 0.8238, "X4": 0.65925, "Y4": 0.8248, "page": 0, "Index": 98}, {"Word": "Copy", "Confidence": 0.983, "X1": 0.14186, "Y1": 0.8482, "X2": 0.1822, "Y2": 0.848, "X3": 0.1822, "Y3": 0.8638, "X4": 0.14186, "Y4": 0.8638, "page": 0, "Index": 99}, {"Word": "for", "Confidence": 0.958, "X1": 0.18637, "Y1": 0.8482, "X2": 0.21697, "Y2": 0.848, "X3": 0.21697, "Y3": 0.8638, "X4": 0.18637, "Y4": 0.8638, "page": 0, "Index": 100}, {"Word": "information", "Confidence": 0.886, "X1": 0.22114, "Y1": 0.8482, "X2": 0.31989, "Y2": 0.848, "X3": 0.31989, "Y3": 0.8628, "X4": 0.22114, "Y4": 0.8638, "page": 0, "Index": 101}, {"Word": "to:", "Confidence": 0.991, "X1": 0.32406, "Y1": 0.8482, "X2": 0.35327, "Y2": 0.848, "X3": 0.35327, "Y3": 0.8628, "X4": 0.32406, "Y4": 0.8628, "page": 0, "Index": 102}, {"Word": "1.", "Confidence": 0.97, "X1": 0.17663, "Y1": 0.8732, "X2": 0.20028, "Y2": 0.873, "X3": 0.19889, "Y3": 0.8888, "X4": 0.17663, "Y4": 0.8888, "page": 0, "Index": 103}, {"Word": "Relevant", "Confidence": 0.991, "X1": 0.2114, "Y1": 0.8742, "X2": 0.28234, "Y2": 0.874, "X3": 0.28234, "Y3": 0.8888, "X4": 0.2114, "Y4": 0.8888, "page": 0, "Index": 104}, {"Word": "Millbank", "Confidence": 0.885, "X1": 0.28651, "Y1": 0.8742, "X2": 0.36161, "Y2": 0.874, "X3": 0.36161, "Y3": 0.8898, "X4": 0.28651, "Y4": 0.8888, "page": 0, "Index": 105}, {"Word": "Department", "Confidence": 0.676, "X1": 0.36579, "Y1": 0.8742, "X2": 0.45897, "Y2": 0.874, "X3": 0.45897, "Y3": 0.8898, "X4": 0.36579, "Y4": 0.8898, "page": 0, "Index": 106}, {"Word": "2.", "Confidence": 0.959, "X1": 0.17663, "Y1": 0.9012, "X2": 0.19889, "Y2": 0.901, "X3": 0.19889, "Y3": 0.9148, "X4": 0.17663, "Y4": 0.9148, "page": 0, "Index": 107}, {"Word": "R", "Confidence": 0.994, "X1": 0.2114, "Y1": 0.9002, "X2": 0.22392, "Y2": 0.9, "X3": 0.22392, "Y3": 0.9148, "X4": 0.2114, "Y4": 0.9148, "page": 0, "Index": 108}, {"Word": "&", "Confidence": 0.941, "X1": 0.22949, "Y1": 0.9002, "X2": 0.24061, "Y2": 0.9, "X3": 0.24061, "Y3": 0.9148, "X4": 0.22949, "Y4": 0.9148, "page": 0, "Index": 109}, {"Word": "D", "Confidence": 0.995, "X1": 0.24478, "Y1": 0.9002, "X2": 0.25452, "Y2": 0.9, "X3": 0.25452, "Y3": 0.9148, "X4": 0.24478, "Y4": 0.9148, "page": 0, "Index": 110}, {"Word": ".,", "Confidence": 0.96, "X1": 0.25869, "Y1": 0.9002, "X2": 0.27399, "Y2": 0.9, "X3": 0.27399, "Y3": 0.9148, "X4": 0.25869, "Y4": 0.9148, "page": 0, "Index": 111}, {"Word": "Millbank.", "Confidence": 0.7, "X1": 0.27816, "Y1": 0.9012, "X2": 0.36439, "Y2": 0.901, "X3": 0.36439, "Y3": 0.9148, "X4": 0.27816, "Y4": 0.9148, "page": 0, "Index": 112}, {"Word": "1097666", "Confidence": 0.996, "X1": 0.93741, "Y1": 0.9942, "X2": 0.94019, "Y2": 0.994, "X3": 0.91238, "Y3": 0.9938, "X4": 0.91099, "Y4": 0.9068, "page": 0, "Index": 113}]}
|
"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"
|
fflx0214
| 0 |
{"lines_data": [{"Word": "R SEARCH & DEVELOSENT CPUTRE", "Confidence": 0.6382, "X1": 0.11266, "Y1": 0.1262, "X2": 0.37274, "Y2": 0.126, "X3": 0.37274, "Y3": 0.1408, "X4": 0.11266, "Y4": 0.1398, "page": 0}, {"Word": "OVERSEAS TRAVLL - PART 1", "Confidence": 0.8992, "X1": 0.54937, "Y1": 0.1272, "X2": 0.76495, "Y2": 0.127, "X3": 0.76495, "Y3": 0.1408, "X4": 0.54937, "Y4": 0.1418, "page": 0}, {"Word": "ITME: DR. T. HINJI", "Confidence": 0.6755, "X1": 0.55076, "Y1": 0.1522, "X2": 0.73018, "Y2": 0.152, "X3": 0.73018, "Y3": 0.1668, "X4": 0.55076, "Y4": 0.1688, "page": 0}, {"Word": "FILE NO:", "Confidence": 0.8925, "X1": 0.55076, "Y1": 0.2202, "X2": 0.62587, "Y2": 0.22, "X3": 0.62587, "Y3": 0.2328, "X4": 0.55076, "Y4": 0.2328, "page": 0}, {"Word": "DATE", "Confidence": 0.972, "X1": 0.69819, "Y1": 0.2212, "X2": 0.73992, "Y2": 0.221, "X3": 0.74131, "Y3": 0.2328, "X4": 0.69819, "Y4": 0.2318, "page": 0}, {"Word": "MU PER", "Confidence": 0.3295, "X1": 0.83727, "Y1": 0.2212, "X2": 0.89152, "Y2": 0.221, "X3": 0.89291, "Y3": 0.2328, "X4": 0.83727, "Y4": 0.2338, "page": 0}, {"Word": "33D", "Confidence": 0.882, "X1": 0.57024, "Y1": 0.2332, "X2": 0.59944, "Y2": 0.233, "X3": 0.59944, "Y3": 0.2458, "X4": 0.57024, "Y4": 0.2468, "page": 0}, {"Word": "16.6.86", "Confidence": 0.995, "X1": 0.68289, "Y1": 0.2342, "X2": 0.74687, "Y2": 0.234, "X3": 0.74687, "Y3": 0.2468, "X4": 0.68289, "Y4": 0.2468, "page": 0}, {"Word": "1682", "Confidence": 0.987, "X1": 0.84423, "Y1": 0.2352, "X2": 0.88595, "Y2": 0.235, "X3": 0.88595, "Y3": 0.2468, "X4": 0.84562, "Y4": 0.2468, "page": 0}, {"Word": "DESTINATION(S):", "Confidence": 0.602, "X1": 0.11266, "Y1": 0.2722, "X2": 0.24896, "Y2": 0.272, "X3": 0.24896, "Y3": 0.2888, "X4": 0.11266, "Y4": 0.2898, "page": 0}, {"Word": "PROGENTE REFERENCE NO:", "Confidence": 0.493, "X1": 0.69819, "Y1": 0.2742, "X2": 0.90264, "Y2": 0.274, "X3": 0.90264, "Y3": 0.2888, "X4": 0.69819, "Y4": 0.2888, "page": 0}, {"Word": "603.06.400", "Confidence": 0.993, "X1": 0.7427, "Y1": 0.3152, "X2": 0.8331, "Y2": 0.315, "X3": 0.8331, "Y3": 0.3278, "X4": 0.7427, "Y4": 0.3278, "page": 0}, {"Word": "LA SOCIETE DES TAPACS, CIGARES ET CIGARETTES", "Confidence": 0.87857, "X1": 0.17524, "Y1": 0.3252, "X2": 0.56606, "Y2": 0.325, "X3": 0.56606, "Y3": 0.3418, "X4": 0.17524, "Y4": 0.3408, "page": 0}, {"Word": "J. BASTOS DE L'AFRIQUE CENTRALE,", "Confidence": 0.8028, "X1": 0.17524, "Y1": 0.3532, "X2": 0.45619, "Y2": 0.353, "X3": 0.45619, "Y3": 0.3688, "X4": 0.17524, "Y4": 0.3678, "page": 0}, {"Word": "CHARGING ARRANGEMENTS:", "Confidence": 0.6085, "X1": 0.6968, "Y1": 0.3552, "X2": 0.89013, "Y2": 0.355, "X3": 0.89013, "Y3": 0.3688, "X4": 0.6968, "Y4": 0.3688, "page": 0}, {"Word": "REPUBLIC DE CAMEROON", "Confidence": 0.76833, "X1": 0.17663, "Y1": 0.3782, "X2": 0.35744, "Y2": 0.378, "X3": 0.35744, "Y3": 0.3938, "X4": 0.17663, "Y4": 0.3938, "page": 0}, {"Word": "TERRITORIAL,", "Confidence": 0.332, "X1": 0.75104, "Y1": 0.3952, "X2": 0.87483, "Y2": 0.395, "X3": 0.87483, "Y3": 0.4078, "X4": 0.75104, "Y4": 0.4078, "page": 0}, {"Word": "1597", "Confidence": 0.986, "X1": 0.65925, "Y1": 0.3952, "X2": 0.71905, "Y2": 0.395, "X3": 0.72045, "Y3": 0.4138, "X4": 0.66203, "Y4": 0.4208, "page": 0}, {"Word": "Ti", "Confidence": 0.333, "X1": 0.10014, "Y1": 0.4062, "X2": 0.14047, "Y2": 0.406, "X3": 0.14186, "Y3": 0.4238, "X4": 0.10014, "Y4": 0.4238, "page": 0}, {"Word": "HILLDANK", "Confidence": 0.499, "X1": 0.76634, "Y1": 0.4082, "X2": 0.84284, "Y2": 0.408, "X3": 0.84145, "Y3": 0.4198, "X4": 0.76634, "Y4": 0.4198, "page": 0}, {"Word": "REASON FOR VISIT(S):", "Confidence": 0.72567, "X1": 0.11544, "Y1": 0.4712, "X2": 0.29207, "Y2": 0.471, "X3": 0.29207, "Y3": 0.4868, "X4": 0.11544, "Y4": 0.4878, "page": 0}, {"Word": "06/114 CURA \u20ac172.61 V", "Confidence": 0.61375, "X1": 0.66481, "Y1": 0.4662, "X2": 0.91655, "Y2": 0.466, "X3": 0.91655, "Y3": 0.4828, "X4": 0.66481, "Y4": 0.4848, "page": 0}, {"Word": "07/513 Axes \u00a3 6.98", "Confidence": 0.50525, "X1": 0.66203, "Y1": 0.4852, "X2": 0.90542, "Y2": 0.485, "X3": 0.90682, "Y3": 0.5008, "X4": 0.66203, "Y4": 0.5108, "page": 0}, {"Word": "07/515 VISA \u00a310-85", "Confidence": 0.80267, "X1": 0.66064, "Y1": 0.5072, "X2": 0.879, "Y2": 0.507, "X3": 0.88039, "Y3": 0.5238, "X4": 0.66203, "Y4": 0.5318, "page": 0}, {"Word": "07/515 FAILS \u00a31962-00", "Confidence": 0.67567, "X1": 0.65369, "Y1": 0.5282, "X2": 0.879, "Y2": 0.528, "X3": 0.88039, "Y3": 0.5438, "X4": 0.65508, "Y4": 0.5508, "page": 0}, {"Word": "VISITING SBAC FOR DISCUSSIOUS", "Confidence": 0.87425, "X1": 0.17524, "Y1": 0.5382, "X2": 0.43394, "Y2": 0.538, "X3": 0.43394, "Y3": 0.5538, "X4": 0.17524, "Y4": 0.5538, "page": 0}, {"Word": "02/115 TCH \u00a3100.00 V", "Confidence": 0.798, "X1": 0.65786, "Y1": 0.5492, "X2": 0.9096, "Y2": 0.549, "X3": 0.91099, "Y3": 0.5628, "X4": 0.65925, "Y4": 0.5698, "page": 0}, {"Word": "07/115 TCH \u00a3100.000", "Confidence": 0.718, "X1": 0.65786, "Y1": 0.5632, "X2": 0.90403, "Y2": 0.563, "X3": 0.90542, "Y3": 0.5778, "X4": 0.65925, "Y4": 0.5868, "page": 0}, {"Word": "Trip 1665 07/20 TCH \u00a3100.000", "Confidence": 0.7554, "X1": 0.52851, "Y1": 0.5812, "X2": 0.91099, "Y2": 0.581, "X3": 0.91238, "Y3": 0.6008, "X4": 0.52851, "Y4": 0.6098, "page": 0}, {"Word": "Pur ADe. 1597.", "Confidence": 0.42133, "X1": 0.65229, "Y1": 0.6292, "X2": 0.82476, "Y2": 0.629, "X3": 0.82615, "Y3": 0.6558, "X4": 0.65369, "Y4": 0.6608, "page": 0}, {"Word": "U.K. DEPARTURE DATE: 1ST JULY, 1986", "Confidence": 0.84783, "X1": 0.10987, "Y1": 0.6952, "X2": 0.4395, "Y2": 0.695, "X3": 0.4395, "Y3": 0.7108, "X4": 0.10987, "Y4": 0.7108, "page": 0}, {"Word": "SIGNATURE.", "Confidence": 0.38, "X1": 0.53964, "Y1": 0.6942, "X2": 0.63143, "Y2": 0.694, "X3": 0.63143, "Y3": 0.7098, "X4": 0.53964, "Y4": 0.7108, "page": 0}, {"Word": "U.K. RETURU DATE:", "Confidence": 0.80767, "X1": 0.11266, "Y1": 0.7352, "X2": 0.26704, "Y2": 0.735, "X3": 0.26704, "Y3": 0.7508, "X4": 0.11266, "Y4": 0.7518, "page": 0}, {"Word": "5TH JULY, 1986", "Confidence": 0.762, "X1": 0.31154, "Y1": 0.7352, "X2": 0.4395, "Y2": 0.735, "X3": 0.4395, "Y3": 0.7508, "X4": 0.31154, "Y4": 0.7508, "page": 0}, {"Word": "APPROVED", "Confidence": 0.955, "X1": 0.53686, "Y1": 0.7372, "X2": 0.61752, "Y2": 0.737, "X3": 0.61752, "Y3": 0.7498, "X4": 0.53686, "Y4": 0.7498, "page": 0}, {"Word": "(DEPARTMENTAL MANAGER)", "Confidence": 0.599, "X1": 0.64534, "Y1": 0.7502, "X2": 0.83449, "Y2": 0.75, "X3": 0.83449, "Y3": 0.7638, "X4": 0.64534, "Y4": 0.7638, "page": 0}, {"Word": "DURATION !!", "Confidence": 0.0955, "X1": 0.11266, "Y1": 0.7752, "X2": 0.1975, "Y2": 0.775, "X3": 0.1975, "Y3": 0.7888, "X4": 0.11266, "Y4": 0.7888, "page": 0}, {"Word": ". 3 NIGHTS + 1 OVERNIGHT", "Confidence": 0.6475, "X1": 0.29624, "Y1": 0.7752, "X2": 0.51043, "Y2": 0.775, "X3": 0.51043, "Y3": 0.7898, "X4": 0.29624, "Y4": 0.7898, "page": 0}, {"Word": "FLIGHT", "Confidence": 0.674, "X1": 0.40334, "Y1": 0.7902, "X2": 0.46592, "Y2": 0.79, "X3": 0.46592, "Y3": 0.8018, "X4": 0.40334, "Y4": 0.8018, "page": 0}, {"Word": "TO: HR. A.L. HEARD", "Confidence": 0.73925, "X1": 0.53825, "Y1": 0.7892, "X2": 0.71071, "Y2": 0.789, "X3": 0.7121, "Y3": 0.8018, "X4": 0.53825, "Y4": 0.8038, "page": 0}, {"Word": "DR. R. BINIS", "Confidence": 0.86367, "X1": 0.58136, "Y1": 0.8032, "X2": 0.69263, "Y2": 0.803, "X3": 0.69263, "Y3": 0.8138, "X4": 0.58136, "Y4": 0.8148, "page": 0}, {"Word": "MRS. S.R. BALL", "Confidence": 0.91067, "X1": 0.58275, "Y1": 0.8162, "X2": 0.71071, "Y2": 0.816, "X3": 0.7121, "Y3": 0.8298, "X4": 0.58275, "Y4": 0.8298, "page": 0}, {"Word": "xx", "Confidence": 0.662, "X1": 0.56606, "Y1": 0.8552, "X2": 0.59249, "Y2": 0.855, "X3": 0.59388, "Y3": 0.8678, "X4": 0.56745, "Y4": 0.8678, "page": 0}, {"Word": "VISIT REQUEST FORM/LETTER", "Confidence": 0.86333, "X1": 0.11405, "Y1": 0.8542, "X2": 0.33797, "Y2": 0.854, "X3": 0.33797, "Y3": 0.8688, "X4": 0.11405, "Y4": 0.8678, "page": 0}, {"Word": "REQUIRED/XXXXXX", "Confidence": 0.04, "X1": 0.39777, "Y1": 0.8542, "X2": 0.5146, "Y2": 0.854, "X3": 0.51321, "Y3": 0.8708, "X4": 0.39638, "Y4": 0.8698, "page": 0}, {"Word": "POSSIBLE RETURN VISIT ROQUIRED.", "Confidence": 0.632, "X1": 0.11127, "Y1": 0.8802, "X2": 0.38108, "Y2": 0.88, "X3": 0.38108, "Y3": 0.8958, "X4": 0.11127, "Y4": 0.8958, "page": 0}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.94019, "Y1": 0.9942, "X2": 0.94019, "Y2": 0.994, "X3": 0.9096, "Y3": 0.9938, "X4": 0.9096, "Y4": 0.8968, "page": 0}], "words_data": [{"Word": "R", "Confidence": 0.318, "X1": 0.11544, "Y1": 0.1262, "X2": 0.12656, "Y2": 0.126, "X3": 0.12656, "Y3": 0.1398, "X4": 0.11544, "Y4": 0.1408, "page": 0, "Index": 0}, {"Word": "SEARCH", "Confidence": 0.64, "X1": 0.13352, "Y1": 0.1262, "X2": 0.18915, "Y2": 0.126, "X3": 0.18915, "Y3": 0.1398, "X4": 0.13352, "Y4": 0.1398, "page": 0, "Index": 1}, {"Word": "&", "Confidence": 0.996, "X1": 0.19332, "Y1": 0.1262, "X2": 0.20445, "Y2": 0.126, "X3": 0.20445, "Y3": 0.1398, "X4": 0.19332, "Y4": 0.1398, "page": 0, "Index": 2}, {"Word": "DEVELOSENT", "Confidence": 0.616, "X1": 0.2114, "Y1": 0.1262, "X2": 0.31154, "Y2": 0.126, "X3": 0.31015, "Y3": 0.1398, "X4": 0.2114, "Y4": 0.1398, "page": 0, "Index": 3}, {"Word": "CPUTRE", "Confidence": 0.621, "X1": 0.31433, "Y1": 0.1262, "X2": 0.37135, "Y2": 0.126, "X3": 0.37135, "Y3": 0.1408, "X4": 0.31433, "Y4": 0.1398, "page": 0, "Index": 4}, {"Word": "OVERSEAS", "Confidence": 0.609, "X1": 0.55076, "Y1": 0.1282, "X2": 0.62587, "Y2": 0.128, "X3": 0.62587, "Y3": 0.1418, "X4": 0.55076, "Y4": 0.1418, "page": 0, "Index": 5}, {"Word": "TRAVLL", "Confidence": 0.917, "X1": 0.63143, "Y1": 0.1282, "X2": 0.68567, "Y2": 0.128, "X3": 0.68428, "Y3": 0.1418, "X4": 0.63143, "Y4": 0.1418, "page": 0, "Index": 6}, {"Word": "-", "Confidence": 0.991, "X1": 0.69124, "Y1": 0.1282, "X2": 0.70236, "Y2": 0.128, "X3": 0.70236, "Y3": 0.1418, "X4": 0.69124, "Y4": 0.1418, "page": 0, "Index": 7}, {"Word": "PART", "Confidence": 0.988, "X1": 0.70793, "Y1": 0.1282, "X2": 0.74826, "Y2": 0.128, "X3": 0.74826, "Y3": 0.1418, "X4": 0.70793, "Y4": 0.1418, "page": 0, "Index": 8}, {"Word": "1", "Confidence": 0.991, "X1": 0.75243, "Y1": 0.1282, "X2": 0.76356, "Y2": 0.128, "X3": 0.76356, "Y3": 0.1418, "X4": 0.75243, "Y4": 0.1418, "page": 0, "Index": 9}, {"Word": "DR.", "Confidence": 0.933, "X1": 0.62031, "Y1": 0.1532, "X2": 0.65229, "Y2": 0.153, "X3": 0.65229, "Y3": 0.1678, "X4": 0.62031, "Y4": 0.1678, "page": 0, "Index": 10}, {"Word": "T.", "Confidence": 0.997, "X1": 0.65647, "Y1": 0.1532, "X2": 0.67733, "Y2": 0.153, "X3": 0.67733, "Y3": 0.1678, "X4": 0.65647, "Y4": 0.1678, "page": 0, "Index": 11}, {"Word": "HINJI", "Confidence": 0.616, "X1": 0.6815, "Y1": 0.1532, "X2": 0.73018, "Y2": 0.153, "X3": 0.73018, "Y3": 0.1668, "X4": 0.68011, "Y4": 0.1678, "page": 0, "Index": 12}, {"Word": "ITME:", "Confidence": 0.156, "X1": 0.55216, "Y1": 0.1542, "X2": 0.60083, "Y2": 0.154, "X3": 0.59944, "Y3": 0.1688, "X4": 0.55076, "Y4": 0.1688, "page": 0, "Index": 13}, {"Word": "FILE", "Confidence": 0.9, "X1": 0.55076, "Y1": 0.2202, "X2": 0.58693, "Y2": 0.22, "X3": 0.58832, "Y3": 0.2338, "X4": 0.55076, "Y4": 0.2328, "page": 0, "Index": 14}, {"Word": "NO:", "Confidence": 0.885, "X1": 0.59388, "Y1": 0.2202, "X2": 0.62448, "Y2": 0.22, "X3": 0.62587, "Y3": 0.2338, "X4": 0.59388, "Y4": 0.2338, "page": 0, "Index": 15}, {"Word": "DATE", "Confidence": 0.972, "X1": 0.70097, "Y1": 0.2212, "X2": 0.73713, "Y2": 0.221, "X3": 0.73574, "Y3": 0.2328, "X4": 0.70097, "Y4": 0.2328, "page": 0, "Index": 16}, {"Word": "MU", "Confidence": 0.036, "X1": 0.83866, "Y1": 0.2222, "X2": 0.85675, "Y2": 0.222, "X3": 0.85675, "Y3": 0.2338, "X4": 0.83866, "Y4": 0.2338, "page": 0, "Index": 17}, {"Word": "PER", "Confidence": 0.623, "X1": 0.86092, "Y1": 0.2222, "X2": 0.89152, "Y2": 0.222, "X3": 0.89152, "Y3": 0.2338, "X4": 0.86231, "Y4": 0.2338, "page": 0, "Index": 18}, {"Word": "33D", "Confidence": 0.882, "X1": 0.57024, "Y1": 0.2332, "X2": 0.59805, "Y2": 0.233, "X3": 0.59944, "Y3": 0.2458, "X4": 0.57024, "Y4": 0.2468, "page": 0, "Index": 19}, {"Word": "16.6.86", "Confidence": 0.995, "X1": 0.68428, "Y1": 0.2352, "X2": 0.74687, "Y2": 0.235, "X3": 0.74687, "Y3": 0.2468, "X4": 0.68289, "Y4": 0.2468, "page": 0, "Index": 20}, {"Word": "1682", "Confidence": 0.987, "X1": 0.84562, "Y1": 0.2352, "X2": 0.88317, "Y2": 0.235, "X3": 0.88317, "Y3": 0.2468, "X4": 0.84562, "Y4": 0.2468, "page": 0, "Index": 21}, {"Word": "DESTINATION(S):", "Confidence": 0.602, "X1": 0.11544, "Y1": 0.2732, "X2": 0.25035, "Y2": 0.273, "X3": 0.25035, "Y3": 0.2898, "X4": 0.11683, "Y4": 0.2898, "page": 0, "Index": 22}, {"Word": "PROGENTE", "Confidence": 0.469, "X1": 0.69958, "Y1": 0.2752, "X2": 0.77886, "Y2": 0.275, "X3": 0.77886, "Y3": 0.2888, "X4": 0.69958, "Y4": 0.2898, "page": 0, "Index": 23}, {"Word": "REFERENCE", "Confidence": 0.04, "X1": 0.78581, "Y1": 0.2752, "X2": 0.86648, "Y2": 0.275, "X3": 0.86648, "Y3": 0.2888, "X4": 0.78442, "Y4": 0.2888, "page": 0, "Index": 24}, {"Word": "NO:", "Confidence": 0.97, "X1": 0.87065, "Y1": 0.2752, "X2": 0.90125, "Y2": 0.275, "X3": 0.90264, "Y3": 0.2898, "X4": 0.87065, "Y4": 0.2888, "page": 0, "Index": 25}, {"Word": "603.06.400", "Confidence": 0.993, "X1": 0.7427, "Y1": 0.3162, "X2": 0.83032, "Y2": 0.316, "X3": 0.82893, "Y3": 0.3278, "X4": 0.7427, "Y4": 0.3278, "page": 0, "Index": 26}, {"Word": "LA", "Confidence": 0.798, "X1": 0.17524, "Y1": 0.3262, "X2": 0.1975, "Y2": 0.326, "X3": 0.1975, "Y3": 0.3418, "X4": 0.17663, "Y4": 0.3418, "page": 0, "Index": 27}, {"Word": "SOCIETE", "Confidence": 0.842, "X1": 0.20167, "Y1": 0.3262, "X2": 0.26565, "Y2": 0.326, "X3": 0.26704, "Y3": 0.3418, "X4": 0.20167, "Y4": 0.3418, "page": 0, "Index": 28}, {"Word": "DES", "Confidence": 0.882, "X1": 0.26982, "Y1": 0.3262, "X2": 0.3032, "Y2": 0.326, "X3": 0.30459, "Y3": 0.3418, "X4": 0.27121, "Y4": 0.3418, "page": 0, "Index": 29}, {"Word": "TAPACS,", "Confidence": 0.849, "X1": 0.30737, "Y1": 0.3262, "X2": 0.36996, "Y2": 0.326, "X3": 0.36996, "Y3": 0.3418, "X4": 0.30876, "Y4": 0.3418, "page": 0, "Index": 30}, {"Word": "CIGARES", "Confidence": 0.971, "X1": 0.37413, "Y1": 0.3262, "X2": 0.4395, "Y2": 0.326, "X3": 0.4395, "Y3": 0.3418, "X4": 0.37413, "Y4": 0.3418, "page": 0, "Index": 31}, {"Word": "ET", "Confidence": 0.996, "X1": 0.44367, "Y1": 0.3262, "X2": 0.46592, "Y2": 0.326, "X3": 0.46592, "Y3": 0.3418, "X4": 0.44367, "Y4": 0.3418, "page": 0, "Index": 32}, {"Word": "CIGARETTES", "Confidence": 0.812, "X1": 0.4701, "Y1": 0.3262, "X2": 0.56606, "Y2": 0.326, "X3": 0.56606, "Y3": 0.3418, "X4": 0.4701, "Y4": 0.3418, "page": 0, "Index": 33}, {"Word": "J.", "Confidence": 0.955, "X1": 0.17803, "Y1": 0.3532, "X2": 0.19889, "Y2": 0.353, "X3": 0.1975, "Y3": 0.3678, "X4": 0.17663, "Y4": 0.3678, "page": 0, "Index": 34}, {"Word": "BASTOS", "Confidence": 0.656, "X1": 0.20306, "Y1": 0.3542, "X2": 0.26008, "Y2": 0.354, "X3": 0.25869, "Y3": 0.3678, "X4": 0.20167, "Y4": 0.3678, "page": 0, "Index": 35}, {"Word": "DE", "Confidence": 0.997, "X1": 0.26287, "Y1": 0.3542, "X2": 0.28512, "Y2": 0.354, "X3": 0.28373, "Y3": 0.3678, "X4": 0.26287, "Y4": 0.3678, "page": 0, "Index": 36}, {"Word": "L'AFRIQUE", "Confidence": 0.637, "X1": 0.28929, "Y1": 0.3542, "X2": 0.37135, "Y2": 0.354, "X3": 0.36996, "Y3": 0.3678, "X4": 0.2879, "Y4": 0.3678, "page": 0, "Index": 37}, {"Word": "CENTRALE,", "Confidence": 0.769, "X1": 0.37552, "Y1": 0.3532, "X2": 0.45758, "Y2": 0.353, "X3": 0.45758, "Y3": 0.3688, "X4": 0.37413, "Y4": 0.3678, "page": 0, "Index": 38}, {"Word": "CHARGING", "Confidence": 0.983, "X1": 0.70097, "Y1": 0.3562, "X2": 0.7733, "Y2": 0.356, "X3": 0.77191, "Y3": 0.3688, "X4": 0.69958, "Y4": 0.3688, "page": 0, "Index": 39}, {"Word": "ARRANGEMENTS:", "Confidence": 0.234, "X1": 0.77747, "Y1": 0.3552, "X2": 0.89013, "Y2": 0.355, "X3": 0.89013, "Y3": 0.3688, "X4": 0.77608, "Y4": 0.3688, "page": 0, "Index": 40}, {"Word": "REPUBLIC", "Confidence": 0.881, "X1": 0.17803, "Y1": 0.3802, "X2": 0.25035, "Y2": 0.38, "X3": 0.24896, "Y3": 0.3938, "X4": 0.17803, "Y4": 0.3928, "page": 0, "Index": 41}, {"Word": "DE", "Confidence": 0.905, "X1": 0.25591, "Y1": 0.3802, "X2": 0.27538, "Y2": 0.38, "X3": 0.27538, "Y3": 0.3938, "X4": 0.25452, "Y4": 0.3938, "page": 0, "Index": 42}, {"Word": "CAMEROON", "Confidence": 0.519, "X1": 0.27955, "Y1": 0.3792, "X2": 0.35466, "Y2": 0.379, "X3": 0.35466, "Y3": 0.3938, "X4": 0.27955, "Y4": 0.3938, "page": 0, "Index": 43}, {"Word": "1597", "Confidence": 0.986, "X1": 0.65925, "Y1": 0.3952, "X2": 0.71627, "Y2": 0.395, "X3": 0.72045, "Y3": 0.4138, "X4": 0.66203, "Y4": 0.4208, "page": 0, "Index": 44}, {"Word": "TERRITORIAL,", "Confidence": 0.332, "X1": 0.76773, "Y1": 0.3952, "X2": 0.87344, "Y2": 0.395, "X3": 0.87483, "Y3": 0.4088, "X4": 0.77051, "Y4": 0.4078, "page": 0, "Index": 45}, {"Word": "Ti", "Confidence": 0.333, "X1": 0.11127, "Y1": 0.4062, "X2": 0.14047, "Y2": 0.406, "X3": 0.14047, "Y3": 0.4238, "X4": 0.11127, "Y4": 0.4238, "page": 0, "Index": 46}, {"Word": "HILLDANK", "Confidence": 0.499, "X1": 0.76773, "Y1": 0.4082, "X2": 0.83727, "Y2": 0.408, "X3": 0.83727, "Y3": 0.4208, "X4": 0.76912, "Y4": 0.4208, "page": 0, "Index": 47}, {"Word": "REASON", "Confidence": 0.676, "X1": 0.11683, "Y1": 0.4722, "X2": 0.17246, "Y2": 0.472, "X3": 0.17107, "Y3": 0.4868, "X4": 0.11544, "Y4": 0.4878, "page": 0, "Index": 48}, {"Word": "FOR", "Confidence": 0.62, "X1": 0.17663, "Y1": 0.4722, "X2": 0.20723, "Y2": 0.472, "X3": 0.20584, "Y3": 0.4868, "X4": 0.17524, "Y4": 0.4868, "page": 0, "Index": 49}, {"Word": "VISIT(S):", "Confidence": 0.881, "X1": 0.2114, "Y1": 0.4712, "X2": 0.29207, "Y2": 0.471, "X3": 0.29068, "Y3": 0.4878, "X4": 0.21001, "Y4": 0.4868, "page": 0, "Index": 50}, {"Word": "06/114", "Confidence": 0.831, "X1": 0.66481, "Y1": 0.4682, "X2": 0.72323, "Y2": 0.468, "X3": 0.72323, "Y3": 0.4848, "X4": 0.6662, "Y4": 0.4858, "page": 0, "Index": 51}, {"Word": "CURA", "Confidence": 0.707, "X1": 0.73574, "Y1": 0.4682, "X2": 0.77747, "Y2": 0.468, "X3": 0.77886, "Y3": 0.4838, "X4": 0.73574, "Y4": 0.4848, "page": 0, "Index": 52}, {"Word": "\u20ac172.61", "Confidence": 0.643, "X1": 0.80946, "Y1": 0.4672, "X2": 0.89152, "Y2": 0.467, "X3": 0.89152, "Y3": 0.4838, "X4": 0.80946, "Y4": 0.4838, "page": 0, "Index": 53}, {"Word": "V", "Confidence": 0.274, "X1": 0.89708, "Y1": 0.4672, "X2": 0.91238, "Y2": 0.467, "X3": 0.91377, "Y3": 0.4838, "X4": 0.89847, "Y4": 0.4838, "page": 0, "Index": 54}, {"Word": "Axes", "Confidence": 0.398, "X1": 0.73435, "Y1": 0.4902, "X2": 0.77608, "Y2": 0.49, "X3": 0.77747, "Y3": 0.5068, "X4": 0.73574, "Y4": 0.5088, "page": 0, "Index": 55}, {"Word": "\u00a3", "Confidence": 0.085, "X1": 0.7886, "Y1": 0.4892, "X2": 0.80389, "Y2": 0.489, "X3": 0.80529, "Y3": 0.5058, "X4": 0.78999, "Y4": 0.5068, "page": 0, "Index": 56}, {"Word": "6.98", "Confidence": 0.609, "X1": 0.81919, "Y1": 0.4872, "X2": 0.87065, "Y2": 0.487, "X3": 0.87204, "Y3": 0.5028, "X4": 0.82058, "Y4": 0.5048, "page": 0, "Index": 57}, {"Word": "07/513", "Confidence": 0.929, "X1": 0.66203, "Y1": 0.4932, "X2": 0.72184, "Y2": 0.493, "X3": 0.72323, "Y3": 0.5088, "X4": 0.66342, "Y4": 0.5108, "page": 0, "Index": 58}, {"Word": "VISA", "Confidence": 0.919, "X1": 0.73574, "Y1": 0.5112, "X2": 0.77747, "Y2": 0.511, "X3": 0.77747, "Y3": 0.5268, "X4": 0.73574, "Y4": 0.5288, "page": 0, "Index": 59}, {"Word": "\u00a310-85", "Confidence": 0.605, "X1": 0.8025, "Y1": 0.5072, "X2": 0.87761, "Y2": 0.507, "X3": 0.879, "Y3": 0.5238, "X4": 0.8025, "Y4": 0.5258, "page": 0, "Index": 60}, {"Word": "07/515", "Confidence": 0.884, "X1": 0.66203, "Y1": 0.5132, "X2": 0.72323, "Y2": 0.513, "X3": 0.72323, "Y3": 0.5288, "X4": 0.66203, "Y4": 0.5328, "page": 0, "Index": 61}, {"Word": "FAILS", "Confidence": 0.448, "X1": 0.72323, "Y1": 0.5332, "X2": 0.7733, "Y2": 0.533, "X3": 0.77469, "Y3": 0.5478, "X4": 0.72462, "Y4": 0.5498, "page": 0, "Index": 62}, {"Word": "\u00a31962-00", "Confidence": 0.737, "X1": 0.78303, "Y1": 0.5292, "X2": 0.87761, "Y2": 0.529, "X3": 0.87761, "Y3": 0.5428, "X4": 0.78303, "Y4": 0.5478, "page": 0, "Index": 63}, {"Word": "VISITING", "Confidence": 0.991, "X1": 0.17524, "Y1": 0.5382, "X2": 0.24896, "Y2": 0.538, "X3": 0.24896, "Y3": 0.5528, "X4": 0.17524, "Y4": 0.5538, "page": 0, "Index": 64}, {"Word": "SBAC", "Confidence": 0.845, "X1": 0.25313, "Y1": 0.5382, "X2": 0.29207, "Y2": 0.538, "X3": 0.29068, "Y3": 0.5528, "X4": 0.25313, "Y4": 0.5528, "page": 0, "Index": 65}, {"Word": "FOR", "Confidence": 0.995, "X1": 0.29624, "Y1": 0.5382, "X2": 0.32684, "Y2": 0.538, "X3": 0.32684, "Y3": 0.5528, "X4": 0.29485, "Y4": 0.5528, "page": 0, "Index": 66}, {"Word": "DISCUSSIOUS", "Confidence": 0.666, "X1": 0.33102, "Y1": 0.5392, "X2": 0.43255, "Y2": 0.539, "X3": 0.43255, "Y3": 0.5538, "X4": 0.33102, "Y4": 0.5528, "page": 0, "Index": 67}, {"Word": "07/515", "Confidence": 0.842, "X1": 0.65786, "Y1": 0.5342, "X2": 0.71349, "Y2": 0.534, "X3": 0.71488, "Y3": 0.5498, "X4": 0.65925, "Y4": 0.5508, "page": 0, "Index": 68}, {"Word": "02/115", "Confidence": 0.634, "X1": 0.65925, "Y1": 0.5522, "X2": 0.7121, "Y2": 0.552, "X3": 0.71488, "Y3": 0.5678, "X4": 0.66064, "Y4": 0.5708, "page": 0, "Index": 69}, {"Word": "TCH", "Confidence": 0.992, "X1": 0.72879, "Y1": 0.5512, "X2": 0.76356, "Y2": 0.551, "X3": 0.76495, "Y3": 0.5658, "X4": 0.73018, "Y4": 0.5678, "page": 0, "Index": 70}, {"Word": "\u00a3100.00", "Confidence": 0.705, "X1": 0.7886, "Y1": 0.5492, "X2": 0.879, "Y2": 0.549, "X3": 0.88039, "Y3": 0.5618, "X4": 0.78999, "Y4": 0.5648, "page": 0, "Index": 71}, {"Word": "V", "Confidence": 0.861, "X1": 0.89291, "Y1": 0.5492, "X2": 0.90682, "Y2": 0.549, "X3": 0.90821, "Y3": 0.5618, "X4": 0.8943, "Y4": 0.5618, "page": 0, "Index": 72}, {"Word": "\u00a3100.000", "Confidence": 0.42, "X1": 0.79555, "Y1": 0.5642, "X2": 0.90264, "Y2": 0.564, "X3": 0.90403, "Y3": 0.5768, "X4": 0.79555, "Y4": 0.5818, "page": 0, "Index": 73}, {"Word": "07/115", "Confidence": 0.779, "X1": 0.65925, "Y1": 0.5702, "X2": 0.71627, "Y2": 0.57, "X3": 0.71766, "Y3": 0.5858, "X4": 0.66064, "Y4": 0.5878, "page": 0, "Index": 74}, {"Word": "TCH", "Confidence": 0.955, "X1": 0.73018, "Y1": 0.5682, "X2": 0.76495, "Y2": 0.568, "X3": 0.76634, "Y3": 0.5828, "X4": 0.73157, "Y4": 0.5848, "page": 0, "Index": 75}, {"Word": "\u00a3100.000", "Confidence": 0.472, "X1": 0.78999, "Y1": 0.5812, "X2": 0.9096, "Y2": 0.581, "X3": 0.9096, "Y3": 0.5968, "X4": 0.78999, "Y4": 0.6028, "page": 0, "Index": 76}, {"Word": "1665", "Confidence": 0.943, "X1": 0.58554, "Y1": 0.5882, "X2": 0.64117, "Y2": 0.588, "X3": 0.64117, "Y3": 0.6078, "X4": 0.58554, "Y4": 0.6098, "page": 0, "Index": 77}, {"Word": "07/20", "Confidence": 0.683, "X1": 0.65508, "Y1": 0.5882, "X2": 0.71627, "Y2": 0.588, "X3": 0.71627, "Y3": 0.6058, "X4": 0.65508, "Y4": 0.6078, "page": 0, "Index": 78}, {"Word": "TCH", "Confidence": 0.989, "X1": 0.72462, "Y1": 0.5872, "X2": 0.76078, "Y2": 0.587, "X3": 0.76217, "Y3": 0.6048, "X4": 0.72462, "Y4": 0.6058, "page": 0, "Index": 79}, {"Word": "Trip", "Confidence": 0.69, "X1": 0.53408, "Y1": 0.5872, "X2": 0.58136, "Y2": 0.587, "X3": 0.57997, "Y3": 0.6098, "X4": 0.53408, "Y4": 0.6098, "page": 0, "Index": 80}, {"Word": "1597.", "Confidence": 0.395, "X1": 0.75522, "Y1": 0.6302, "X2": 0.82337, "Y2": 0.63, "X3": 0.82476, "Y3": 0.6548, "X4": 0.75661, "Y4": 0.6588, "page": 0, "Index": 81}, {"Word": "Pur", "Confidence": 0.725, "X1": 0.65369, "Y1": 0.6342, "X2": 0.69541, "Y2": 0.634, "X3": 0.6968, "Y3": 0.6608, "X4": 0.65508, "Y4": 0.6608, "page": 0, "Index": 82}, {"Word": "ADe.", "Confidence": 0.144, "X1": 0.70236, "Y1": 0.6322, "X2": 0.74826, "Y2": 0.632, "X3": 0.74965, "Y3": 0.6588, "X4": 0.70376, "Y4": 0.6608, "page": 0, "Index": 83}, {"Word": "U.K.", "Confidence": 0.981, "X1": 0.11266, "Y1": 0.6962, "X2": 0.1516, "Y2": 0.696, "X3": 0.15021, "Y3": 0.7108, "X4": 0.11127, "Y4": 0.7098, "page": 0, "Index": 84}, {"Word": "DEPARTURE", "Confidence": 0.625, "X1": 0.15577, "Y1": 0.6962, "X2": 0.23922, "Y2": 0.696, "X3": 0.23783, "Y3": 0.7118, "X4": 0.15438, "Y4": 0.7108, "page": 0, "Index": 85}, {"Word": "DATE:", "Confidence": 0.955, "X1": 0.24339, "Y1": 0.6962, "X2": 0.29485, "Y2": 0.696, "X3": 0.29346, "Y3": 0.7118, "X4": 0.242, "Y4": 0.7118, "page": 0, "Index": 86}, {"Word": "1ST", "Confidence": 0.619, "X1": 0.31293, "Y1": 0.6962, "X2": 0.34214, "Y2": 0.696, "X3": 0.34214, "Y3": 0.7118, "X4": 0.31154, "Y4": 0.7118, "page": 0, "Index": 87}, {"Word": "JULY,", "Confidence": 0.955, "X1": 0.34631, "Y1": 0.6962, "X2": 0.3936, "Y2": 0.696, "X3": 0.3936, "Y3": 0.7118, "X4": 0.34631, "Y4": 0.7118, "page": 0, "Index": 88}, {"Word": "1986", "Confidence": 0.952, "X1": 0.39917, "Y1": 0.6962, "X2": 0.4395, "Y2": 0.696, "X3": 0.43811, "Y3": 0.7118, "X4": 0.39777, "Y4": 0.7118, "page": 0, "Index": 89}, {"Word": "SIGNATURE.", "Confidence": 0.38, "X1": 0.53964, "Y1": 0.6952, "X2": 0.63143, "Y2": 0.695, "X3": 0.63143, "Y3": 0.7098, "X4": 0.54103, "Y4": 0.7118, "page": 0, "Index": 90}, {"Word": "U.K.", "Confidence": 0.981, "X1": 0.11405, "Y1": 0.7352, "X2": 0.1516, "Y2": 0.735, "X3": 0.1516, "Y3": 0.7518, "X4": 0.11266, "Y4": 0.7518, "page": 0, "Index": 91}, {"Word": "RETURU", "Confidence": 0.787, "X1": 0.15577, "Y1": 0.7352, "X2": 0.2114, "Y2": 0.735, "X3": 0.2128, "Y3": 0.7518, "X4": 0.15577, "Y4": 0.7518, "page": 0, "Index": 92}, {"Word": "DATE:", "Confidence": 0.655, "X1": 0.21697, "Y1": 0.7352, "X2": 0.26704, "Y2": 0.735, "X3": 0.26704, "Y3": 0.7518, "X4": 0.21697, "Y4": 0.7518, "page": 0, "Index": 93}, {"Word": "5TH", "Confidence": 0.624, "X1": 0.31433, "Y1": 0.7352, "X2": 0.34214, "Y2": 0.735, "X3": 0.34075, "Y3": 0.7508, "X4": 0.31293, "Y4": 0.7508, "page": 0, "Index": 94}, {"Word": "JULY,", "Confidence": 0.837, "X1": 0.34771, "Y1": 0.7362, "X2": 0.39499, "Y2": 0.736, "X3": 0.39499, "Y3": 0.7508, "X4": 0.34771, "Y4": 0.7508, "page": 0, "Index": 95}, {"Word": "1986", "Confidence": 0.825, "X1": 0.39917, "Y1": 0.7362, "X2": 0.4395, "Y2": 0.736, "X3": 0.4395, "Y3": 0.7508, "X4": 0.39917, "Y4": 0.7508, "page": 0, "Index": 96}, {"Word": "APPROVED", "Confidence": 0.955, "X1": 0.53964, "Y1": 0.7372, "X2": 0.61196, "Y2": 0.737, "X3": 0.61196, "Y3": 0.7508, "X4": 0.53964, "Y4": 0.7508, "page": 0, "Index": 97}, {"Word": "(DEPARTMENTAL", "Confidence": 0.576, "X1": 0.64673, "Y1": 0.7512, "X2": 0.75939, "Y2": 0.751, "X3": 0.75939, "Y3": 0.7638, "X4": 0.64673, "Y4": 0.7638, "page": 0, "Index": 98}, {"Word": "MANAGER)", "Confidence": 0.622, "X1": 0.76495, "Y1": 0.7512, "X2": 0.83449, "Y2": 0.751, "X3": 0.83588, "Y3": 0.7638, "X4": 0.76495, "Y4": 0.7638, "page": 0, "Index": 99}, {"Word": "DURATION", "Confidence": 0.19, "X1": 0.11405, "Y1": 0.7752, "X2": 0.17663, "Y2": 0.775, "X3": 0.17524, "Y3": 0.7898, "X4": 0.11405, "Y4": 0.7898, "page": 0, "Index": 100}, {"Word": "!!", "Confidence": 0.001, "X1": 0.18081, "Y1": 0.7752, "X2": 0.1975, "Y2": 0.775, "X3": 0.19611, "Y3": 0.7898, "X4": 0.17942, "Y4": 0.7898, "page": 0, "Index": 101}, {"Word": ".", "Confidence": 0.649, "X1": 0.29624, "Y1": 0.7762, "X2": 0.30737, "Y2": 0.776, "X3": 0.30737, "Y3": 0.7908, "X4": 0.29624, "Y4": 0.7908, "page": 0, "Index": 102}, {"Word": "3", "Confidence": 0.994, "X1": 0.31293, "Y1": 0.7762, "X2": 0.32267, "Y2": 0.776, "X3": 0.32267, "Y3": 0.7908, "X4": 0.31293, "Y4": 0.7908, "page": 0, "Index": 103}, {"Word": "NIGHTS", "Confidence": 0.144, "X1": 0.32684, "Y1": 0.7762, "X2": 0.38526, "Y2": 0.776, "X3": 0.38526, "Y3": 0.7898, "X4": 0.32684, "Y4": 0.7908, "page": 0, "Index": 104}, {"Word": "+", "Confidence": 0.996, "X1": 0.39082, "Y1": 0.7762, "X2": 0.40334, "Y2": 0.776, "X3": 0.40334, "Y3": 0.7898, "X4": 0.39082, "Y4": 0.7898, "page": 0, "Index": 105}, {"Word": "1", "Confidence": 0.835, "X1": 0.40751, "Y1": 0.7762, "X2": 0.41864, "Y2": 0.776, "X3": 0.41864, "Y3": 0.7898, "X4": 0.40751, "Y4": 0.7898, "page": 0, "Index": 106}, {"Word": "OVERNIGHT", "Confidence": 0.267, "X1": 0.42281, "Y1": 0.7762, "X2": 0.51043, "Y2": 0.776, "X3": 0.51043, "Y3": 0.7898, "X4": 0.42281, "Y4": 0.7898, "page": 0, "Index": 107}, {"Word": "FLIGHT", "Confidence": 0.674, "X1": 0.40612, "Y1": 0.7912, "X2": 0.46314, "Y2": 0.791, "X3": 0.46175, "Y3": 0.8028, "X4": 0.40612, "Y4": 0.8018, "page": 0, "Index": 108}, {"Word": "TO:", "Confidence": 0.853, "X1": 0.53964, "Y1": 0.7912, "X2": 0.56885, "Y2": 0.791, "X3": 0.56885, "Y3": 0.8038, "X4": 0.54103, "Y4": 0.8038, "page": 0, "Index": 109}, {"Word": "HR.", "Confidence": 0.682, "X1": 0.57997, "Y1": 0.7902, "X2": 0.61335, "Y2": 0.79, "X3": 0.61335, "Y3": 0.8028, "X4": 0.57997, "Y4": 0.8028, "page": 0, "Index": 110}, {"Word": "A.L.", "Confidence": 0.985, "X1": 0.61752, "Y1": 0.7902, "X2": 0.65647, "Y2": 0.79, "X3": 0.65647, "Y3": 0.8028, "X4": 0.61752, "Y4": 0.8028, "page": 0, "Index": 111}, {"Word": "HEARD", "Confidence": 0.437, "X1": 0.66064, "Y1": 0.7902, "X2": 0.70932, "Y2": 0.79, "X3": 0.70793, "Y3": 0.8018, "X4": 0.66064, "Y4": 0.8028, "page": 0, "Index": 112}, {"Word": "DR.", "Confidence": 0.981, "X1": 0.58275, "Y1": 0.8042, "X2": 0.61335, "Y2": 0.804, "X3": 0.61335, "Y3": 0.8148, "X4": 0.58275, "Y4": 0.8148, "page": 0, "Index": 113}, {"Word": "R.", "Confidence": 0.997, "X1": 0.61752, "Y1": 0.8042, "X2": 0.63978, "Y2": 0.804, "X3": 0.63839, "Y3": 0.8148, "X4": 0.61752, "Y4": 0.8148, "page": 0, "Index": 114}, {"Word": "BINIS", "Confidence": 0.613, "X1": 0.64395, "Y1": 0.8032, "X2": 0.68846, "Y2": 0.803, "X3": 0.68707, "Y3": 0.8148, "X4": 0.64256, "Y4": 0.8148, "page": 0, "Index": 115}, {"Word": "MRS.", "Confidence": 0.944, "X1": 0.58275, "Y1": 0.8172, "X2": 0.6217, "Y2": 0.817, "X3": 0.6217, "Y3": 0.8298, "X4": 0.58414, "Y4": 0.8298, "page": 0, "Index": 116}, {"Word": "S.R.", "Confidence": 0.986, "X1": 0.62448, "Y1": 0.8172, "X2": 0.6662, "Y2": 0.817, "X3": 0.66481, "Y3": 0.8298, "X4": 0.62448, "Y4": 0.8298, "page": 0, "Index": 117}, {"Word": "BALL", "Confidence": 0.802, "X1": 0.67038, "Y1": 0.8172, "X2": 0.70793, "Y2": 0.817, "X3": 0.70515, "Y3": 0.8298, "X4": 0.66898, "Y4": 0.8298, "page": 0, "Index": 118}, {"Word": "VISIT", "Confidence": 0.991, "X1": 0.11544, "Y1": 0.8542, "X2": 0.16134, "Y2": 0.854, "X3": 0.15994, "Y3": 0.8678, "X4": 0.11405, "Y4": 0.8678, "page": 0, "Index": 119}, {"Word": "xx", "Confidence": 0.662, "X1": 0.56745, "Y1": 0.8552, "X2": 0.58971, "Y2": 0.855, "X3": 0.58971, "Y3": 0.8678, "X4": 0.56745, "Y4": 0.8678, "page": 0, "Index": 120}, {"Word": "REQUEST", "Confidence": 0.991, "X1": 0.16551, "Y1": 0.8542, "X2": 0.23088, "Y2": 0.854, "X3": 0.22949, "Y3": 0.8688, "X4": 0.16412, "Y4": 0.8688, "page": 0, "Index": 121}, {"Word": "FORM/LETTER", "Confidence": 0.608, "X1": 0.23505, "Y1": 0.8542, "X2": 0.33519, "Y2": 0.854, "X3": 0.33519, "Y3": 0.8698, "X4": 0.23366, "Y4": 0.8688, "page": 0, "Index": 122}, {"Word": "REQUIRED/XXXXXX", "Confidence": 0.04, "X1": 0.39917, "Y1": 0.8542, "X2": 0.51321, "Y2": 0.854, "X3": 0.5146, "Y3": 0.8708, "X4": 0.39777, "Y4": 0.8688, "page": 0, "Index": 123}, {"Word": "POSSIBLE", "Confidence": 0.605, "X1": 0.11405, "Y1": 0.8812, "X2": 0.18637, "Y2": 0.881, "X3": 0.18498, "Y3": 0.8958, "X4": 0.11266, "Y4": 0.8968, "page": 0, "Index": 124}, {"Word": "RETURN", "Confidence": 0.757, "X1": 0.19193, "Y1": 0.8822, "X2": 0.24757, "Y2": 0.882, "X3": 0.24618, "Y3": 0.8958, "X4": 0.19054, "Y4": 0.8958, "page": 0, "Index": 125}, {"Word": "VISIT", "Confidence": 0.996, "X1": 0.25174, "Y1": 0.8822, "X2": 0.30042, "Y2": 0.882, "X3": 0.29903, "Y3": 0.8958, "X4": 0.25035, "Y4": 0.8958, "page": 0, "Index": 126}, {"Word": "ROQUIRED.", "Confidence": 0.17, "X1": 0.30459, "Y1": 0.8812, "X2": 0.38108, "Y2": 0.881, "X3": 0.38108, "Y3": 0.8958, "X4": 0.3032, "Y4": 0.8958, "page": 0, "Index": 127}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.9388, "Y1": 0.9942, "X2": 0.94159, "Y2": 0.994, "X3": 0.91099, "Y3": 0.9948, "X4": 0.9096, "Y4": 0.8978, "page": 0, "Index": 128}]}
|
"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"
|
fflx0214
| 1 |
{"lines_data": [{"Word": "1682", "Confidence": 0.982, "X1": 0.74965, "Y1": 0.0992, "X2": 0.79138, "Y2": 0.099, "X3": 0.78999, "Y3": 0.1138, "X4": 0.74965, "Y4": 0.1128, "page": 0}, {"Word": "VISIT REQUEST FORM (PART 2)", "Confidence": 0.914, "X1": 0.45202, "Y1": 0.1492, "X2": 0.6968, "Y2": 0.149, "X3": 0.6968, "Y3": 0.1668, "X4": 0.45202, "Y4": 0.1678, "page": 0}, {"Word": "TO:", "Confidence": 0.457, "X1": 0.13491, "Y1": 0.2052, "X2": 0.16551, "Y2": 0.205, "X3": 0.1669, "Y3": 0.2188, "X4": 0.13491, "Y4": 0.2178, "page": 0}, {"Word": "TERRITORIAL MANAGER", "Confidence": 0.8785, "X1": 0.2128, "Y1": 0.2012, "X2": 0.3936, "Y2": 0.201, "X3": 0.3936, "Y3": 0.2188, "X4": 0.2128, "Y4": 0.2208, "page": 0}, {"Word": "Mr. A.G. Mikett", "Confidence": 0.71067, "X1": 0.39777, "Y1": 0.1972, "X2": 0.6217, "Y2": 0.197, "X3": 0.6217, "Y3": 0.2208, "X4": 0.39777, "Y4": 0.2188, "page": 0}, {"Word": "FROM:", "Confidence": 0.799, "X1": 0.13213, "Y1": 0.2322, "X2": 0.18637, "Y2": 0.232, "X3": 0.18637, "Y3": 0.2448, "X4": 0.13213, "Y4": 0.2448, "page": 0}, {"Word": "RESEARCH & DEVELOPMENT CENTRE, SOUTHAMPTON", "Confidence": 0.8782, "X1": 0.21001, "Y1": 0.2312, "X2": 0.58136, "Y2": 0.231, "X3": 0.58136, "Y3": 0.2448, "X4": 0.21001, "Y4": 0.2458, "page": 0}, {"Word": "THE FOLLOWING VISIT IS PROPOSED", "Confidence": 0.9174, "X1": 0.13213, "Y1": 0.2842, "X2": 0.4089, "Y2": 0.284, "X3": 0.4089, "Y3": 0.2988, "X4": 0.13213, "Y4": 0.2988, "page": 0}, {"Word": "BY NAME OF PERSON(S)", "Confidence": 0.88575, "X1": 0.13491, "Y1": 0.3362, "X2": 0.30876, "Y2": 0.336, "X3": 0.30876, "Y3": 0.3508, "X4": 0.13491, "Y4": 0.3518, "page": 0}, {"Word": "DR. T. HIRJI", "Confidence": 0.872, "X1": 0.44506, "Y1": 0.3372, "X2": 0.55355, "Y2": 0.337, "X3": 0.55355, "Y3": 0.3498, "X4": 0.44506, "Y4": 0.3508, "page": 0}, {"Word": "LA SOCIETE DES TABACS, CIGARES ET CIGARETTES, J. BASTOS DE L'AFRIQUE,", "Confidence": 0.85709, "X1": 0.29764, "Y1": 0.3502, "X2": 0.90125, "Y2": 0.35, "X3": 0.90125, "Y3": 0.3648, "X4": 0.29764, "Y4": 0.3638, "page": 0}, {"Word": "TO COMPANY(IES)", "Confidence": 0.8295, "X1": 0.13491, "Y1": 0.3632, "X2": 0.26843, "Y2": 0.363, "X3": 0.26843, "Y3": 0.3768, "X4": 0.13491, "Y4": 0.3778, "page": 0}, {"Word": "CENTRALE, REPUBLIC DE CAMEROON", "Confidence": 0.79475, "X1": 0.29346, "Y1": 0.3622, "X2": 0.56745, "Y2": 0.362, "X3": 0.56745, "Y3": 0.3788, "X4": 0.29346, "Y4": 0.3778, "page": 0}, {"Word": "DATES", "Confidence": 0.981, "X1": 0.22253, "Y1": 0.3912, "X2": 0.26843, "Y2": 0.391, "X3": 0.26843, "Y3": 0.4028, "X4": 0.22253, "Y4": 0.4028, "page": 0}, {"Word": "1ST - 518 JULY, 1986", "Confidence": 0.7306, "X1": 0.44645, "Y1": 0.3902, "X2": 0.62448, "Y2": 0.39, "X3": 0.62448, "Y3": 0.4038, "X4": 0.44645, "Y4": 0.4038, "page": 0}, {"Word": "C", "Confidence": 0.885, "X1": 0.121, "Y1": 0.3962, "X2": 0.14465, "Y2": 0.396, "X3": 0.14604, "Y3": 0.4158, "X4": 0.12239, "Y4": 0.4148, "page": 0}, {"Word": "PURPOSE OF VISIT", "Confidence": 0.97967, "X1": 0.22114, "Y1": 0.4162, "X2": 0.36439, "Y2": 0.416, "X3": 0.36439, "Y3": 0.4298, "X4": 0.22114, "Y4": 0.4298, "page": 0}, {"Word": "VISITING SBAC FOR DISCUSSIONS", "Confidence": 0.96075, "X1": 0.44506, "Y1": 0.4162, "X2": 0.70097, "Y2": 0.416, "X3": 0.70097, "Y3": 0.4288, "X4": 0.44506, "Y4": 0.4298, "page": 0}, {"Word": "---.", "Confidence": 0.653, "X1": 0.94993, "Y1": 0.4912, "X2": 0.95132, "Y2": 0.491, "X3": 0.94159, "Y3": 0.4908, "X4": 0.94019, "Y4": 0.4328, "page": 0}, {"Word": "VISIT REQUESTED BY", "Confidence": 0.82833, "X1": 0.22114, "Y1": 0.5482, "X2": 0.38248, "Y2": 0.548, "X3": 0.38248, "Y3": 0.5608, "X4": 0.22114, "Y4": 0.5608, "page": 0}, {"Word": "TERRITORIAL", "Confidence": 0.775, "X1": 0.44645, "Y1": 0.5492, "X2": 0.54798, "Y2": 0.549, "X3": 0.54798, "Y3": 0.5608, "X4": 0.44645, "Y4": 0.5618, "page": 0}, {"Word": "AGREED M. VAYID", "Confidence": 0.82833, "X1": 0.65925, "Y1": 0.5482, "X2": 0.81502, "Y2": 0.548, "X3": 0.81641, "Y3": 0.5598, "X4": 0.65925, "Y4": 0.5608, "page": 0}, {"Word": "CHARGING ARRANGEMENTS", "Confidence": 0.9145, "X1": 0.21975, "Y1": 0.5742, "X2": 0.40751, "Y2": 0.574, "X3": 0.40751, "Y3": 0.5868, "X4": 0.21975, "Y4": 0.5868, "page": 0}, {"Word": "TERRITORIAL, MILLBANK", "Confidence": 0.791, "X1": 0.52295, "Y1": 0.5732, "X2": 0.71071, "Y2": 0.573, "X3": 0.71071, "Y3": 0.5858, "X4": 0.52295, "Y4": 0.5858, "page": 0}, {"Word": "CONTACT IN ASSOCIATED COMPANY", "Confidence": 0.9615, "X1": 0.21975, "Y1": 0.6002, "X2": 0.47844, "Y2": 0.6, "X3": 0.47844, "Y3": 0.6128, "X4": 0.21975, "Y4": 0.6128, "page": 0}, {"Word": "M. VAYID", "Confidence": 0.971, "X1": 0.52295, "Y1": 0.6002, "X2": 0.59944, "Y2": 0.6, "X3": 0.59944, "Y3": 0.6118, "X4": 0.52295, "Y4": 0.6118, "page": 0}, {"Word": "SIGNATURE: R&D MANAGER", "Confidence": 0.813, "X1": 0.22114, "Y1": 0.6272, "X2": 0.41864, "Y2": 0.627, "X3": 0.41864, "Y3": 0.6388, "X4": 0.22114, "Y4": 0.6388, "page": 0}, {"Word": "RB -", "Confidence": 0.4595, "X1": 0.61057, "Y1": 0.6062, "X2": 0.73992, "Y2": 0.606, "X3": 0.73992, "Y3": 0.6398, "X4": 0.61057, "Y4": 0.6398, "page": 0}, {"Word": "DATE", "Confidence": 0.292, "X1": 0.21975, "Y1": 0.6532, "X2": 0.26287, "Y2": 0.653, "X3": 0.26287, "Y3": 0.6658, "X4": 0.21836, "Y4": 0.6648, "page": 0}, {"Word": "23.6.86", "Confidence": 0.798, "X1": 0.60083, "Y1": 0.6482, "X2": 0.70793, "Y2": 0.648, "X3": 0.70793, "Y3": 0.6678, "X4": 0.60083, "Y4": 0.6668, "page": 0}, {"Word": "VISIT REPORT TO BE SENT TO", "Confidence": 0.89967, "X1": 0.21697, "Y1": 0.6782, "X2": 0.45341, "Y2": 0.678, "X3": 0.45341, "Y3": 0.6918, "X4": 0.21697, "Y4": 0.6918, "page": 0}, {"Word": "TERRITORIAL MANAGER/DIRECTOR Sur", "Confidence": 0.42333, "X1": 0.48957, "Y1": 0.7662, "X2": 0.84562, "Y2": 0.766, "X3": 0.84562, "Y3": 0.8088, "X4": 0.48957, "Y4": 0.8098, "page": 0}, {"Word": "VISIT APPROVED/NOT APPROVED", "Confidence": 0.883, "X1": 0.48818, "Y1": 0.8082, "X2": 0.72879, "Y2": 0.808, "X3": 0.72879, "Y3": 0.8228, "X4": 0.48818, "Y4": 0.8238, "page": 0}, {"Word": "Copy for information to:", "Confidence": 0.97625, "X1": 0.13352, "Y1": 0.8492, "X2": 0.34631, "Y2": 0.849, "X3": 0.34631, "Y3": 0.8628, "X4": 0.13352, "Y4": 0.8638, "page": 0}, {"Word": "1. Relevant Millbank Department", "Confidence": 0.962, "X1": 0.16829, "Y1": 0.8752, "X2": 0.45063, "Y2": 0.875, "X3": 0.45063, "Y3": 0.8908, "X4": 0.16829, "Y4": 0.8898, "page": 0}, {"Word": "2. R & D ., Millbank.", "Confidence": 0.973, "X1": 0.1669, "Y1": 0.9022, "X2": 0.35188, "Y2": 0.902, "X3": 0.35188, "Y3": 0.9168, "X4": 0.1669, "Y4": 0.9178, "page": 0}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.9388, "Y1": 0.9972, "X2": 0.94437, "Y2": 0.997, "X3": 0.91516, "Y3": 0.9978, "X4": 0.9096, "Y4": 0.8928, "page": 0}], "words_data": [{"Word": "1682", "Confidence": 0.982, "X1": 0.75104, "Y1": 0.0992, "X2": 0.79138, "Y2": 0.099, "X3": 0.79138, "Y3": 0.1138, "X4": 0.74965, "Y4": 0.1128, "page": 0, "Index": 0}, {"Word": "VISIT", "Confidence": 0.996, "X1": 0.4548, "Y1": 0.1532, "X2": 0.50209, "Y2": 0.153, "X3": 0.50209, "Y3": 0.1668, "X4": 0.45341, "Y4": 0.1668, "page": 0, "Index": 1}, {"Word": "REQUEST", "Confidence": 0.621, "X1": 0.50765, "Y1": 0.1522, "X2": 0.57024, "Y2": 0.152, "X3": 0.57024, "Y3": 0.1658, "X4": 0.50626, "Y4": 0.1658, "page": 0, "Index": 2}, {"Word": "FORM", "Confidence": 0.962, "X1": 0.5758, "Y1": 0.1522, "X2": 0.61474, "Y2": 0.152, "X3": 0.61474, "Y3": 0.1668, "X4": 0.57441, "Y4": 0.1658, "page": 0, "Index": 3}, {"Word": "(PART", "Confidence": 0.995, "X1": 0.6217, "Y1": 0.1512, "X2": 0.66759, "Y2": 0.151, "X3": 0.66759, "Y3": 0.1668, "X4": 0.6217, "Y4": 0.1668, "page": 0, "Index": 4}, {"Word": "2)", "Confidence": 0.996, "X1": 0.67316, "Y1": 0.1502, "X2": 0.69402, "Y2": 0.15, "X3": 0.69541, "Y3": 0.1678, "X4": 0.67316, "Y4": 0.1668, "page": 0, "Index": 5}, {"Word": "TO:", "Confidence": 0.457, "X1": 0.13491, "Y1": 0.2052, "X2": 0.16551, "Y2": 0.205, "X3": 0.16551, "Y3": 0.2188, "X4": 0.13491, "Y4": 0.2178, "page": 0, "Index": 6}, {"Word": "TERRITORIAL", "Confidence": 0.857, "X1": 0.2128, "Y1": 0.2042, "X2": 0.30876, "Y2": 0.204, "X3": 0.30876, "Y3": 0.2198, "X4": 0.2128, "Y4": 0.2208, "page": 0, "Index": 7}, {"Word": "MANAGER", "Confidence": 0.9, "X1": 0.31433, "Y1": 0.2022, "X2": 0.38108, "Y2": 0.202, "X3": 0.38108, "Y3": 0.2198, "X4": 0.31433, "Y4": 0.2198, "page": 0, "Index": 8}, {"Word": "Mr.", "Confidence": 0.596, "X1": 0.40751, "Y1": 0.1972, "X2": 0.46036, "Y2": 0.197, "X3": 0.46036, "Y3": 0.2188, "X4": 0.40751, "Y4": 0.2188, "page": 0, "Index": 9}, {"Word": "A.G.", "Confidence": 0.855, "X1": 0.46871, "Y1": 0.1972, "X2": 0.53268, "Y2": 0.197, "X3": 0.53268, "Y3": 0.2198, "X4": 0.46871, "Y4": 0.2188, "page": 0, "Index": 10}, {"Word": "Mikett", "Confidence": 0.681, "X1": 0.53825, "Y1": 0.1982, "X2": 0.62031, "Y2": 0.198, "X3": 0.6217, "Y3": 0.2218, "X4": 0.53964, "Y4": 0.2198, "page": 0, "Index": 11}, {"Word": "FROM:", "Confidence": 0.799, "X1": 0.13491, "Y1": 0.2332, "X2": 0.1822, "Y2": 0.233, "X3": 0.1822, "Y3": 0.2458, "X4": 0.13491, "Y4": 0.2448, "page": 0, "Index": 12}, {"Word": "RESEARCH", "Confidence": 0.8, "X1": 0.2114, "Y1": 0.2322, "X2": 0.28512, "Y2": 0.232, "X3": 0.28512, "Y3": 0.2458, "X4": 0.2114, "Y4": 0.2458, "page": 0, "Index": 13}, {"Word": "&", "Confidence": 0.983, "X1": 0.28929, "Y1": 0.2322, "X2": 0.30181, "Y2": 0.232, "X3": 0.30181, "Y3": 0.2458, "X4": 0.28929, "Y4": 0.2458, "page": 0, "Index": 14}, {"Word": "DEVELOPMENT", "Confidence": 0.902, "X1": 0.30598, "Y1": 0.2322, "X2": 0.40751, "Y2": 0.232, "X3": 0.40612, "Y3": 0.2458, "X4": 0.30598, "Y4": 0.2458, "page": 0, "Index": 15}, {"Word": "CENTRE,", "Confidence": 0.838, "X1": 0.41029, "Y1": 0.2322, "X2": 0.47705, "Y2": 0.232, "X3": 0.47566, "Y3": 0.2458, "X4": 0.41029, "Y4": 0.2458, "page": 0, "Index": 16}, {"Word": "SOUTHAMPTON", "Confidence": 0.868, "X1": 0.47983, "Y1": 0.2312, "X2": 0.57997, "Y2": 0.231, "X3": 0.57858, "Y3": 0.2458, "X4": 0.47983, "Y4": 0.2458, "page": 0, "Index": 17}, {"Word": "THE", "Confidence": 0.966, "X1": 0.13491, "Y1": 0.2852, "X2": 0.16412, "Y2": 0.285, "X3": 0.16412, "Y3": 0.2988, "X4": 0.13491, "Y4": 0.2988, "page": 0, "Index": 18}, {"Word": "FOLLOWING", "Confidence": 0.71, "X1": 0.16829, "Y1": 0.2842, "X2": 0.25035, "Y2": 0.284, "X3": 0.25035, "Y3": 0.2998, "X4": 0.16829, "Y4": 0.2988, "page": 0, "Index": 19}, {"Word": "VISIT", "Confidence": 0.964, "X1": 0.25452, "Y1": 0.2842, "X2": 0.3032, "Y2": 0.284, "X3": 0.3032, "Y3": 0.2998, "X4": 0.25452, "Y4": 0.2998, "page": 0, "Index": 20}, {"Word": "IS", "Confidence": 0.995, "X1": 0.30737, "Y1": 0.2842, "X2": 0.32823, "Y2": 0.284, "X3": 0.32823, "Y3": 0.2988, "X4": 0.30737, "Y4": 0.2998, "page": 0, "Index": 21}, {"Word": "PROPOSED", "Confidence": 0.952, "X1": 0.33241, "Y1": 0.2852, "X2": 0.40612, "Y2": 0.285, "X3": 0.40612, "Y3": 0.2988, "X4": 0.33102, "Y4": 0.2988, "page": 0, "Index": 22}, {"Word": "BY", "Confidence": 0.957, "X1": 0.13491, "Y1": 0.3382, "X2": 0.15577, "Y2": 0.338, "X3": 0.15577, "Y3": 0.3528, "X4": 0.13491, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "NAME", "Confidence": 0.906, "X1": 0.15994, "Y1": 0.3382, "X2": 0.19889, "Y2": 0.338, "X3": 0.19889, "Y3": 0.3518, "X4": 0.15994, "Y4": 0.3528, "page": 0, "Index": 24}, {"Word": "OF", "Confidence": 0.864, "X1": 0.20306, "Y1": 0.3382, "X2": 0.22392, "Y2": 0.338, "X3": 0.22392, "Y3": 0.3518, "X4": 0.20306, "Y4": 0.3518, "page": 0, "Index": 25}, {"Word": "PERSON(S)", "Confidence": 0.816, "X1": 0.22949, "Y1": 0.3372, "X2": 0.30876, "Y2": 0.337, "X3": 0.30876, "Y3": 0.3518, "X4": 0.22809, "Y4": 0.3518, "page": 0, "Index": 26}, {"Word": "DR.", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.3392, "X2": 0.47705, "Y2": 0.339, "X3": 0.47705, "Y3": 0.3518, "X4": 0.44645, "Y4": 0.3518, "page": 0, "Index": 27}, {"Word": "T.", "Confidence": 0.998, "X1": 0.48122, "Y1": 0.3382, "X2": 0.5007, "Y2": 0.338, "X3": 0.5007, "Y3": 0.3518, "X4": 0.48122, "Y4": 0.3518, "page": 0, "Index": 28}, {"Word": "HIRJI", "Confidence": 0.62, "X1": 0.50487, "Y1": 0.3382, "X2": 0.55355, "Y2": 0.338, "X3": 0.55355, "Y3": 0.3508, "X4": 0.50487, "Y4": 0.3518, "page": 0, "Index": 29}, {"Word": "LA", "Confidence": 0.886, "X1": 0.29903, "Y1": 0.3512, "X2": 0.32128, "Y2": 0.351, "X3": 0.31989, "Y3": 0.3638, "X4": 0.29764, "Y4": 0.3638, "page": 0, "Index": 30}, {"Word": "SOCIETE", "Confidence": 0.607, "X1": 0.32545, "Y1": 0.3512, "X2": 0.38804, "Y2": 0.351, "X3": 0.38804, "Y3": 0.3638, "X4": 0.32406, "Y4": 0.3638, "page": 0, "Index": 31}, {"Word": "DES", "Confidence": 0.997, "X1": 0.3936, "Y1": 0.3512, "X2": 0.4242, "Y2": 0.351, "X3": 0.42281, "Y3": 0.3638, "X4": 0.3936, "Y4": 0.3638, "page": 0, "Index": 32}, {"Word": "TABACS,", "Confidence": 0.991, "X1": 0.42976, "Y1": 0.3512, "X2": 0.49374, "Y2": 0.351, "X3": 0.49374, "Y3": 0.3638, "X4": 0.42976, "Y4": 0.3638, "page": 0, "Index": 33}, {"Word": "CIGARES", "Confidence": 0.824, "X1": 0.49791, "Y1": 0.3512, "X2": 0.56328, "Y2": 0.351, "X3": 0.56189, "Y3": 0.3638, "X4": 0.49791, "Y4": 0.3638, "page": 0, "Index": 34}, {"Word": "ET", "Confidence": 0.998, "X1": 0.56745, "Y1": 0.3512, "X2": 0.58832, "Y2": 0.351, "X3": 0.58832, "Y3": 0.3638, "X4": 0.56606, "Y4": 0.3638, "page": 0, "Index": 35}, {"Word": "CIGARETTES,", "Confidence": 0.741, "X1": 0.59249, "Y1": 0.3512, "X2": 0.69402, "Y2": 0.351, "X3": 0.69402, "Y3": 0.3638, "X4": 0.5911, "Y4": 0.3638, "page": 0, "Index": 36}, {"Word": "J.", "Confidence": 0.997, "X1": 0.69819, "Y1": 0.3512, "X2": 0.72045, "Y2": 0.351, "X3": 0.72045, "Y3": 0.3648, "X4": 0.69819, "Y4": 0.3638, "page": 0, "Index": 37}, {"Word": "BASTOS", "Confidence": 0.628, "X1": 0.72323, "Y1": 0.3512, "X2": 0.78025, "Y2": 0.351, "X3": 0.78025, "Y3": 0.3648, "X4": 0.72323, "Y4": 0.3648, "page": 0, "Index": 38}, {"Word": "DE", "Confidence": 0.974, "X1": 0.78442, "Y1": 0.3512, "X2": 0.80529, "Y2": 0.351, "X3": 0.80529, "Y3": 0.3648, "X4": 0.78442, "Y4": 0.3648, "page": 0, "Index": 39}, {"Word": "L'AFRIQUE,", "Confidence": 0.785, "X1": 0.80946, "Y1": 0.3512, "X2": 0.89986, "Y2": 0.351, "X3": 0.89986, "Y3": 0.3648, "X4": 0.80946, "Y4": 0.3648, "page": 0, "Index": 40}, {"Word": "COMPANY(IES)", "Confidence": 0.758, "X1": 0.16134, "Y1": 0.3632, "X2": 0.26843, "Y2": 0.363, "X3": 0.26843, "Y3": 0.3778, "X4": 0.15994, "Y4": 0.3788, "page": 0, "Index": 41}, {"Word": "CENTRALE,", "Confidence": 0.664, "X1": 0.29903, "Y1": 0.3642, "X2": 0.38108, "Y2": 0.364, "X3": 0.38108, "Y3": 0.3778, "X4": 0.29764, "Y4": 0.3788, "page": 0, "Index": 42}, {"Word": "REPUBLIC", "Confidence": 0.781, "X1": 0.38526, "Y1": 0.3642, "X2": 0.45758, "Y2": 0.364, "X3": 0.45758, "Y3": 0.3768, "X4": 0.38387, "Y4": 0.3768, "page": 0, "Index": 43}, {"Word": "DE", "Confidence": 0.958, "X1": 0.46314, "Y1": 0.3652, "X2": 0.48401, "Y2": 0.365, "X3": 0.48401, "Y3": 0.3768, "X4": 0.46314, "Y4": 0.3768, "page": 0, "Index": 44}, {"Word": "CAMEROON", "Confidence": 0.776, "X1": 0.48818, "Y1": 0.3642, "X2": 0.56189, "Y2": 0.364, "X3": 0.56189, "Y3": 0.3778, "X4": 0.48818, "Y4": 0.3768, "page": 0, "Index": 45}, {"Word": "TO", "Confidence": 0.901, "X1": 0.1363, "Y1": 0.3642, "X2": 0.15716, "Y2": 0.364, "X3": 0.15577, "Y3": 0.3788, "X4": 0.1363, "Y4": 0.3788, "page": 0, "Index": 46}, {"Word": "DATES", "Confidence": 0.981, "X1": 0.22253, "Y1": 0.3912, "X2": 0.26843, "Y2": 0.391, "X3": 0.26843, "Y3": 0.4028, "X4": 0.22253, "Y4": 0.4028, "page": 0, "Index": 47}, {"Word": "1ST", "Confidence": 0.901, "X1": 0.44784, "Y1": 0.3912, "X2": 0.47566, "Y2": 0.391, "X3": 0.47566, "Y3": 0.4038, "X4": 0.44784, "Y4": 0.4048, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.994, "X1": 0.48122, "Y1": 0.3912, "X2": 0.49235, "Y2": 0.391, "X3": 0.49096, "Y3": 0.4038, "X4": 0.48122, "Y4": 0.4038, "page": 0, "Index": 49}, {"Word": "518", "Confidence": 0.253, "X1": 0.49791, "Y1": 0.3912, "X2": 0.52712, "Y2": 0.391, "X3": 0.52712, "Y3": 0.4038, "X4": 0.49791, "Y4": 0.4038, "page": 0, "Index": 50}, {"Word": "JULY,", "Confidence": 0.828, "X1": 0.53268, "Y1": 0.3912, "X2": 0.58136, "Y2": 0.391, "X3": 0.57997, "Y3": 0.4038, "X4": 0.53129, "Y4": 0.4038, "page": 0, "Index": 51}, {"Word": "1986", "Confidence": 0.677, "X1": 0.58554, "Y1": 0.3912, "X2": 0.6217, "Y2": 0.391, "X3": 0.6217, "Y3": 0.4038, "X4": 0.58414, "Y4": 0.4038, "page": 0, "Index": 52}, {"Word": "C", "Confidence": 0.885, "X1": 0.12935, "Y1": 0.3952, "X2": 0.14465, "Y2": 0.395, "X3": 0.14186, "Y3": 0.4158, "X4": 0.12656, "Y4": 0.4148, "page": 0, "Index": 53}, {"Word": "PURPOSE", "Confidence": 0.953, "X1": 0.22253, "Y1": 0.4172, "X2": 0.28512, "Y2": 0.417, "X3": 0.28373, "Y3": 0.4298, "X4": 0.22114, "Y4": 0.4298, "page": 0, "Index": 54}, {"Word": "OF", "Confidence": 0.993, "X1": 0.28929, "Y1": 0.4172, "X2": 0.31154, "Y2": 0.417, "X3": 0.31015, "Y3": 0.4298, "X4": 0.28929, "Y4": 0.4298, "page": 0, "Index": 55}, {"Word": "VISIT", "Confidence": 0.993, "X1": 0.31572, "Y1": 0.4172, "X2": 0.363, "Y2": 0.417, "X3": 0.36161, "Y3": 0.4308, "X4": 0.31433, "Y4": 0.4298, "page": 0, "Index": 56}, {"Word": "VISITING", "Confidence": 0.992, "X1": 0.44645, "Y1": 0.4172, "X2": 0.51878, "Y2": 0.417, "X3": 0.51878, "Y3": 0.4298, "X4": 0.44645, "Y4": 0.4308, "page": 0, "Index": 57}, {"Word": "SBAC", "Confidence": 0.972, "X1": 0.52295, "Y1": 0.4172, "X2": 0.5605, "Y2": 0.417, "X3": 0.5605, "Y3": 0.4298, "X4": 0.52295, "Y4": 0.4298, "page": 0, "Index": 58}, {"Word": "FOR", "Confidence": 0.996, "X1": 0.56745, "Y1": 0.4172, "X2": 0.59527, "Y2": 0.417, "X3": 0.59527, "Y3": 0.4298, "X4": 0.56606, "Y4": 0.4298, "page": 0, "Index": 59}, {"Word": "DISCUSSIONS", "Confidence": 0.883, "X1": 0.60083, "Y1": 0.4162, "X2": 0.70236, "Y2": 0.416, "X3": 0.70236, "Y3": 0.4298, "X4": 0.60083, "Y4": 0.4298, "page": 0, "Index": 60}, {"Word": "---.", "Confidence": 0.653, "X1": 0.95132, "Y1": 0.4912, "X2": 0.95271, "Y2": 0.491, "X3": 0.94298, "Y3": 0.4908, "X4": 0.94159, "Y4": 0.4338, "page": 0, "Index": 61}, {"Word": "VISIT", "Confidence": 0.903, "X1": 0.22253, "Y1": 0.5492, "X2": 0.26843, "Y2": 0.549, "X3": 0.26843, "Y3": 0.5608, "X4": 0.22253, "Y4": 0.5618, "page": 0, "Index": 62}, {"Word": "REQUESTED", "Confidence": 0.625, "X1": 0.27399, "Y1": 0.5492, "X2": 0.35327, "Y2": 0.549, "X3": 0.35188, "Y3": 0.5608, "X4": 0.27399, "Y4": 0.5608, "page": 0, "Index": 63}, {"Word": "BY", "Confidence": 0.957, "X1": 0.36022, "Y1": 0.5492, "X2": 0.38108, "Y2": 0.549, "X3": 0.37969, "Y3": 0.5618, "X4": 0.35883, "Y4": 0.5608, "page": 0, "Index": 64}, {"Word": "TERRITORIAL", "Confidence": 0.775, "X1": 0.44784, "Y1": 0.5492, "X2": 0.54381, "Y2": 0.549, "X3": 0.54242, "Y3": 0.5618, "X4": 0.44784, "Y4": 0.5618, "page": 0, "Index": 65}, {"Word": "AGREED", "Confidence": 0.616, "X1": 0.66203, "Y1": 0.5492, "X2": 0.71766, "Y2": 0.549, "X3": 0.71766, "Y3": 0.5618, "X4": 0.66203, "Y4": 0.5608, "page": 0, "Index": 66}, {"Word": "M.", "Confidence": 0.983, "X1": 0.73992, "Y1": 0.5492, "X2": 0.76356, "Y2": 0.549, "X3": 0.76356, "Y3": 0.5608, "X4": 0.73992, "Y4": 0.5608, "page": 0, "Index": 67}, {"Word": "VAYID", "Confidence": 0.886, "X1": 0.76773, "Y1": 0.5492, "X2": 0.81224, "Y2": 0.549, "X3": 0.81085, "Y3": 0.5608, "X4": 0.76634, "Y4": 0.5608, "page": 0, "Index": 68}, {"Word": "CHARGING", "Confidence": 0.951, "X1": 0.22114, "Y1": 0.5742, "X2": 0.29485, "Y2": 0.574, "X3": 0.29346, "Y3": 0.5868, "X4": 0.21975, "Y4": 0.5868, "page": 0, "Index": 69}, {"Word": "ARRANGEMENTS", "Confidence": 0.878, "X1": 0.29903, "Y1": 0.5752, "X2": 0.40751, "Y2": 0.575, "X3": 0.40612, "Y3": 0.5878, "X4": 0.29764, "Y4": 0.5868, "page": 0, "Index": 70}, {"Word": "TERRITORIAL,", "Confidence": 0.794, "X1": 0.52573, "Y1": 0.5742, "X2": 0.63143, "Y2": 0.574, "X3": 0.63143, "Y3": 0.5868, "X4": 0.52434, "Y4": 0.5858, "page": 0, "Index": 71}, {"Word": "MILLBANK", "Confidence": 0.788, "X1": 0.63561, "Y1": 0.5752, "X2": 0.70932, "Y2": 0.575, "X3": 0.70932, "Y3": 0.5868, "X4": 0.63561, "Y4": 0.5868, "page": 0, "Index": 72}, {"Word": "CONTACT", "Confidence": 0.913, "X1": 0.22114, "Y1": 0.6002, "X2": 0.28651, "Y2": 0.6, "X3": 0.28512, "Y3": 0.6128, "X4": 0.22114, "Y4": 0.6138, "page": 0, "Index": 73}, {"Word": "IN", "Confidence": 0.997, "X1": 0.29068, "Y1": 0.6002, "X2": 0.31015, "Y2": 0.6, "X3": 0.31015, "Y3": 0.6128, "X4": 0.29068, "Y4": 0.6128, "page": 0, "Index": 74}, {"Word": "ASSOCIATED", "Confidence": 0.965, "X1": 0.31572, "Y1": 0.6002, "X2": 0.40612, "Y2": 0.6, "X3": 0.40612, "Y3": 0.6128, "X4": 0.31433, "Y4": 0.6128, "page": 0, "Index": 75}, {"Word": "COMPANY", "Confidence": 0.971, "X1": 0.41168, "Y1": 0.6012, "X2": 0.47566, "Y2": 0.601, "X3": 0.47566, "Y3": 0.6128, "X4": 0.41029, "Y4": 0.6128, "page": 0, "Index": 76}, {"Word": "M.", "Confidence": 0.971, "X1": 0.52434, "Y1": 0.6012, "X2": 0.5452, "Y2": 0.601, "X3": 0.5452, "Y3": 0.6128, "X4": 0.52434, "Y4": 0.6128, "page": 0, "Index": 77}, {"Word": "VAYID", "Confidence": 0.971, "X1": 0.54937, "Y1": 0.6012, "X2": 0.59388, "Y2": 0.601, "X3": 0.59388, "Y3": 0.6128, "X4": 0.54937, "Y4": 0.6128, "page": 0, "Index": 78}, {"Word": "SIGNATURE:", "Confidence": 0.548, "X1": 0.22253, "Y1": 0.6272, "X2": 0.31154, "Y2": 0.627, "X3": 0.31154, "Y3": 0.6398, "X4": 0.22253, "Y4": 0.6398, "page": 0, "Index": 79}, {"Word": "R&D", "Confidence": 0.9, "X1": 0.31572, "Y1": 0.6272, "X2": 0.34353, "Y2": 0.627, "X3": 0.34353, "Y3": 0.6398, "X4": 0.31572, "Y4": 0.6398, "page": 0, "Index": 80}, {"Word": "MANAGER", "Confidence": 0.991, "X1": 0.35049, "Y1": 0.6272, "X2": 0.41446, "Y2": 0.627, "X3": 0.41446, "Y3": 0.6398, "X4": 0.3491, "Y4": 0.6398, "page": 0, "Index": 81}, {"Word": "RB", "Confidence": 0.855, "X1": 0.61752, "Y1": 0.6062, "X2": 0.68011, "Y2": 0.606, "X3": 0.68011, "Y3": 0.6398, "X4": 0.61752, "Y4": 0.6398, "page": 0, "Index": 82}, {"Word": "-", "Confidence": 0.064, "X1": 0.69958, "Y1": 0.6062, "X2": 0.73018, "Y2": 0.606, "X3": 0.73018, "Y3": 0.6398, "X4": 0.69958, "Y4": 0.6398, "page": 0, "Index": 83}, {"Word": "DATE", "Confidence": 0.292, "X1": 0.22392, "Y1": 0.6532, "X2": 0.25869, "Y2": 0.653, "X3": 0.25869, "Y3": 0.6658, "X4": 0.22253, "Y4": 0.6658, "page": 0, "Index": 84}, {"Word": "23.6.86", "Confidence": 0.798, "X1": 0.60501, "Y1": 0.6482, "X2": 0.70515, "Y2": 0.648, "X3": 0.70515, "Y3": 0.6678, "X4": 0.60501, "Y4": 0.6658, "page": 0, "Index": 85}, {"Word": "VISIT", "Confidence": 0.996, "X1": 0.22114, "Y1": 0.6792, "X2": 0.26982, "Y2": 0.679, "X3": 0.26843, "Y3": 0.6918, "X4": 0.21975, "Y4": 0.6928, "page": 0, "Index": 86}, {"Word": "REPORT", "Confidence": 0.61, "X1": 0.27399, "Y1": 0.6792, "X2": 0.32962, "Y2": 0.679, "X3": 0.32823, "Y3": 0.6918, "X4": 0.2726, "Y4": 0.6918, "page": 0, "Index": 87}, {"Word": "TO", "Confidence": 0.964, "X1": 0.3338, "Y1": 0.6792, "X2": 0.35327, "Y2": 0.679, "X3": 0.35188, "Y3": 0.6918, "X4": 0.33241, "Y4": 0.6918, "page": 0, "Index": 88}, {"Word": "BE", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.6792, "X2": 0.37969, "Y2": 0.679, "X3": 0.3783, "Y3": 0.6918, "X4": 0.35744, "Y4": 0.6918, "page": 0, "Index": 89}, {"Word": "SENT", "Confidence": 0.866, "X1": 0.38526, "Y1": 0.6792, "X2": 0.4242, "Y2": 0.679, "X3": 0.4242, "Y3": 0.6918, "X4": 0.38387, "Y4": 0.6918, "page": 0, "Index": 90}, {"Word": "TO", "Confidence": 0.964, "X1": 0.42976, "Y1": 0.6792, "X2": 0.44924, "Y2": 0.679, "X3": 0.44924, "Y3": 0.6928, "X4": 0.42976, "Y4": 0.6928, "page": 0, "Index": 91}, {"Word": "TERRITORIAL", "Confidence": 0.637, "X1": 0.48957, "Y1": 0.7832, "X2": 0.5758, "Y2": 0.783, "X3": 0.57441, "Y3": 0.7988, "X4": 0.48957, "Y4": 0.7938, "page": 0, "Index": 92}, {"Word": "MANAGER/DIRECTOR", "Confidence": 0.575, "X1": 0.58275, "Y1": 0.7762, "X2": 0.72601, "Y2": 0.776, "X3": 0.72462, "Y3": 0.8058, "X4": 0.58136, "Y4": 0.7988, "page": 0, "Index": 93}, {"Word": "Sur", "Confidence": 0.058, "X1": 0.73296, "Y1": 0.7702, "X2": 0.80111, "Y2": 0.77, "X3": 0.79833, "Y3": 0.8088, "X4": 0.73157, "Y4": 0.8058, "page": 0, "Index": 94}, {"Word": "VISIT", "Confidence": 1, "X1": 0.48957, "Y1": 0.8112, "X2": 0.53686, "Y2": 0.811, "X3": 0.53547, "Y3": 0.8238, "X4": 0.48957, "Y4": 0.8238, "page": 0, "Index": 95}, {"Word": "APPROVED/NOT", "Confidence": 0.649, "X1": 0.54103, "Y1": 0.8102, "X2": 0.64812, "Y2": 0.81, "X3": 0.64812, "Y3": 0.8238, "X4": 0.53964, "Y4": 0.8238, "page": 0, "Index": 96}, {"Word": "APPROVED", "Confidence": 1, "X1": 0.65369, "Y1": 0.8082, "X2": 0.7274, "Y2": 0.808, "X3": 0.72601, "Y3": 0.8238, "X4": 0.65229, "Y4": 0.8238, "page": 0, "Index": 97}, {"Word": "Copy", "Confidence": 0.997, "X1": 0.13491, "Y1": 0.8502, "X2": 0.17385, "Y2": 0.85, "X3": 0.17385, "Y3": 0.8638, "X4": 0.13491, "Y4": 0.8638, "page": 0, "Index": 98}, {"Word": "for", "Confidence": 0.998, "X1": 0.17942, "Y1": 0.8492, "X2": 0.20862, "Y2": 0.849, "X3": 0.20862, "Y3": 0.8638, "X4": 0.17942, "Y4": 0.8638, "page": 0, "Index": 99}, {"Word": "information", "Confidence": 0.939, "X1": 0.2128, "Y1": 0.8492, "X2": 0.31154, "Y2": 0.849, "X3": 0.31154, "Y3": 0.8638, "X4": 0.2128, "Y4": 0.8638, "page": 0, "Index": 100}, {"Word": "to:", "Confidence": 0.971, "X1": 0.31711, "Y1": 0.8502, "X2": 0.34631, "Y2": 0.85, "X3": 0.34492, "Y3": 0.8638, "X4": 0.31572, "Y4": 0.8638, "page": 0, "Index": 101}, {"Word": "1.", "Confidence": 0.958, "X1": 0.16968, "Y1": 0.8752, "X2": 0.19193, "Y2": 0.875, "X3": 0.19193, "Y3": 0.8908, "X4": 0.16968, "Y4": 0.8908, "page": 0, "Index": 102}, {"Word": "Relevant", "Confidence": 0.971, "X1": 0.20167, "Y1": 0.8752, "X2": 0.27538, "Y2": 0.875, "X3": 0.27538, "Y3": 0.8898, "X4": 0.20167, "Y4": 0.8908, "page": 0, "Index": 103}, {"Word": "Millbank", "Confidence": 0.991, "X1": 0.27955, "Y1": 0.8762, "X2": 0.35327, "Y2": 0.876, "X3": 0.35327, "Y3": 0.8908, "X4": 0.27955, "Y4": 0.8898, "page": 0, "Index": 104}, {"Word": "Department", "Confidence": 0.928, "X1": 0.35744, "Y1": 0.8762, "X2": 0.44924, "Y2": 0.876, "X3": 0.45063, "Y3": 0.8908, "X4": 0.35744, "Y4": 0.8908, "page": 0, "Index": 105}, {"Word": "2.", "Confidence": 0.997, "X1": 0.16968, "Y1": 0.9032, "X2": 0.19332, "Y2": 0.903, "X3": 0.19332, "Y3": 0.9178, "X4": 0.17107, "Y4": 0.9178, "page": 0, "Index": 106}, {"Word": "R", "Confidence": 0.995, "X1": 0.20306, "Y1": 0.9032, "X2": 0.21558, "Y2": 0.903, "X3": 0.21558, "Y3": 0.9178, "X4": 0.20306, "Y4": 0.9178, "page": 0, "Index": 107}, {"Word": "&", "Confidence": 0.996, "X1": 0.21975, "Y1": 0.9032, "X2": 0.23088, "Y2": 0.903, "X3": 0.23227, "Y3": 0.9178, "X4": 0.21975, "Y4": 0.9178, "page": 0, "Index": 108}, {"Word": "D", "Confidence": 0.995, "X1": 0.23783, "Y1": 0.9032, "X2": 0.24618, "Y2": 0.903, "X3": 0.24618, "Y3": 0.9178, "X4": 0.23783, "Y4": 0.9178, "page": 0, "Index": 109}, {"Word": ".,", "Confidence": 0.971, "X1": 0.24896, "Y1": 0.9032, "X2": 0.26704, "Y2": 0.903, "X3": 0.26704, "Y3": 0.9178, "X4": 0.25035, "Y4": 0.9178, "page": 0, "Index": 110}, {"Word": "Millbank.", "Confidence": 0.884, "X1": 0.27121, "Y1": 0.9022, "X2": 0.35327, "Y2": 0.902, "X3": 0.35188, "Y3": 0.9168, "X4": 0.27121, "Y4": 0.9178, "page": 0, "Index": 111}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.94019, "Y1": 0.9972, "X2": 0.94576, "Y2": 0.997, "X3": 0.91516, "Y3": 0.9978, "X4": 0.9096, "Y4": 0.8938, "page": 0, "Index": 112}]}
|
"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"
|
fflx0214
| 3 |
{"lines_data": [{"Word": "1682", "Confidence": 0.993, "X1": 0.879, "Y1": 0.0832, "X2": 0.94019, "Y2": 0.083, "X3": 0.94298, "Y3": 0.0998, "X4": 0.88039, "Y4": 0.1028, "page": 0}, {"Word": "JANTE AND DEPARTMENT", "Confidence": 0.63067, "X1": 0.18915, "Y1": 0.1142, "X2": 0.34353, "Y2": 0.114, "X3": 0.34353, "Y3": 0.1328, "X4": 0.18915, "Y4": 0.1318, "page": 0}, {"Word": "R & L", "Confidence": 0.78067, "X1": 0.23227, "Y1": 0.1382, "X2": 0.31433, "Y2": 0.138, "X3": 0.31293, "Y3": 0.1578, "X4": 0.23227, "Y4": 0.1538, "page": 0}, {"Word": "EXPENSE STATEMENT", "Confidence": 0.9945, "X1": 0.4548, "Y1": 0.1342, "X2": 0.63004, "Y2": 0.134, "X3": 0.63004, "Y3": 0.1488, "X4": 0.4548, "Y4": 0.1498, "page": 0}, {"Word": ".", "Confidence": 0.788, "X1": 0.92768, "Y1": 0.1792, "X2": 0.92629, "Y2": 0.179, "X3": 0.91099, "Y3": 0.1778, "X4": 0.91238, "Y4": 0.1648, "page": 0}, {"Word": "T. HIRJI", "Confidence": 0.8405, "X1": 0.1669, "Y1": 0.1652, "X2": 0.30737, "Y2": 0.165, "X3": 0.30876, "Y3": 0.1848, "X4": 0.1669, "Y4": 0.1868, "page": 0}, {"Word": "SIGNATURE OF CLAIMANT", "Confidence": 0.914, "X1": 0.19054, "Y1": 0.1952, "X2": 0.3491, "Y2": 0.195, "X3": 0.3491, "Y3": 0.2078, "X4": 0.19054, "Y4": 0.2098, "page": 0}, {"Word": "Plus Cash Advanced - Sterline", "Confidence": 0.8098, "X1": 0.45758, "Y1": 0.2032, "X2": 0.66064, "Y2": 0.203, "X3": 0.66203, "Y3": 0.2248, "X4": 0.45758, "Y4": 0.2258, "page": 0}, {"Word": "Balance from last report 200 7/c + Krofr.", "Confidence": 0.57412, "X1": 0.45897, "Y1": 0.1982, "X2": 0.81224, "Y2": 0.198, "X3": 0.80946, "Y3": 0.2218, "X4": 0.45758, "Y4": 0.2058, "page": 0}, {"Word": "371 7.6", "Confidence": 0.6215, "X1": 0.84284, "Y1": 0.2062, "X2": 0.96523, "Y2": 0.206, "X3": 0.96523, "Y3": 0.2238, "X4": 0.84284, "Y4": 0.2218, "page": 0}, {"Word": "if", "Confidence": 0.801, "X1": 0.94715, "Y1": 0.2262, "X2": 0.96523, "Y2": 0.226, "X3": 0.96523, "Y3": 0.2368, "X4": 0.94854, "Y4": 0.2368, "page": 0}, {"Word": "Less Expenses detailed below", "Confidence": 0.75175, "X1": 0.45758, "Y1": 0.2342, "X2": 0.65925, "Y2": 0.234, "X3": 0.65925, "Y3": 0.2468, "X4": 0.45758, "Y4": 0.2478, "page": 0}, {"Word": "278", "Confidence": 0.954, "X1": 0.84701, "Y1": 0.2352, "X2": 0.88873, "Y2": 0.235, "X3": 0.88873, "Y3": 0.2478, "X4": 0.84562, "Y4": 0.2458, "page": 0}, {"Word": "...", "Confidence": 0.274, "X1": 0.78025, "Y1": 0.2422, "X2": 0.80389, "Y2": 0.242, "X3": 0.80389, "Y3": 0.2498, "X4": 0.78025, "Y4": 0.2498, "page": 0}, {"Word": "74", "Confidence": 0.77, "X1": 0.91238, "Y1": 0.2362, "X2": 0.94437, "Y2": 0.236, "X3": 0.94437, "Y3": 0.2518, "X4": 0.91099, "Y4": 0.2488, "page": 0}, {"Word": "TRIP 1682", "Confidence": 0.73, "X1": 0.60362, "Y1": 0.2502, "X2": 0.69541, "Y2": 0.25, "X3": 0.69541, "Y3": 0.2668, "X4": 0.60362, "Y4": 0.2678, "page": 0}, {"Word": "APPROVED", "Confidence": 0.655, "X1": 0.23088, "Y1": 0.2622, "X2": 0.3032, "Y2": 0.262, "X3": 0.3032, "Y3": 0.2738, "X4": 0.23088, "Y4": 0.2728, "page": 0}, {"Word": "Due to", "Confidence": 0.503, "X1": 0.53547, "Y1": 0.2562, "X2": 0.60362, "Y2": 0.256, "X3": 0.60362, "Y3": 0.2728, "X4": 0.53547, "Y4": 0.2738, "page": 0}, {"Word": "6", "Confidence": 0.992, "X1": 0.86509, "Y1": 0.2532, "X2": 0.88456, "Y2": 0.253, "X3": 0.88456, "Y3": 0.2688, "X4": 0.8637, "Y4": 0.2688, "page": 0}, {"Word": "198-", "Confidence": 0.803, "X1": 0.89013, "Y1": 0.2592, "X2": 0.95828, "Y2": 0.259, "X3": 0.95688, "Y3": 0.2708, "X4": 0.89013, "Y4": 0.2708, "page": 0}, {"Word": "Balance", "Confidence": 0.641, "X1": 0.45758, "Y1": 0.2712, "X2": 0.50904, "Y2": 0.271, "X3": 0.50904, "Y3": 0.2818, "X4": 0.45758, "Y4": 0.2828, "page": 0}, {"Word": "-", "Confidence": 0.93, "X1": 0.53547, "Y1": 0.2942, "X2": 0.53408, "Y2": 0.294, "X3": 0.51878, "Y3": 0.2928, "X4": 0.51878, "Y4": 0.2558, "page": 0}, {"Word": "Carried forward/ returned To/h", "Confidence": 0.47425, "X1": 0.53686, "Y1": 0.2742, "X2": 0.758, "Y2": 0.274, "X3": 0.758, "Y3": 0.2928, "X4": 0.53686, "Y4": 0.2938, "page": 0}, {"Word": "100", "Confidence": 0.98, "X1": 0.84423, "Y1": 0.2852, "X2": 0.88456, "Y2": 0.285, "X3": 0.88456, "Y3": 0.2968, "X4": 0.84284, "Y4": 0.2958, "page": 0}, {"Word": "RBi", "Confidence": 0.595, "X1": 0.25591, "Y1": 0.2762, "X2": 0.36022, "Y2": 0.276, "X3": 0.36022, "Y3": 0.3128, "X4": 0.2573, "Y4": 0.3158, "page": 0}, {"Word": "EXPENSES", "Confidence": 0.188, "X1": 0.70793, "Y1": 0.3162, "X2": 0.77469, "Y2": 0.316, "X3": 0.77469, "Y3": 0.3248, "X4": 0.70793, "Y4": 0.3248, "page": 0}, {"Word": "EXPENSE DETAILS", "Confidence": 0.773, "X1": 0.40612, "Y1": 0.3242, "X2": 0.51182, "Y2": 0.324, "X3": 0.51182, "Y3": 0.3358, "X4": 0.40612, "Y4": 0.3358, "page": 0}, {"Word": "excluding V.A.T.", "Confidence": 0.5365, "X1": 0.6968, "Y1": 0.3262, "X2": 0.78025, "Y2": 0.326, "X3": 0.78164, "Y3": 0.3348, "X4": 0.6968, "Y4": 0.3348, "page": 0}, {"Word": "V.A.T.", "Confidence": 0.981, "X1": 0.84284, "Y1": 0.3222, "X2": 0.88178, "Y2": 0.322, "X3": 0.88039, "Y3": 0.3328, "X4": 0.84284, "Y4": 0.3328, "page": 0}, {"Word": "-", "Confidence": 0.822, "X1": 0.96801, "Y1": 0.3372, "X2": 0.9694, "Y2": 0.337, "X3": 0.9541, "Y3": 0.3378, "X4": 0.9541, "Y4": 0.3018, "page": 0}, {"Word": "Visit to SBAC Camerons", "Confidence": 0.8255, "X1": 0.31154, "Y1": 0.3442, "X2": 0.64395, "Y2": 0.344, "X3": 0.64395, "Y3": 0.3628, "X4": 0.31154, "Y4": 0.3618, "page": 0}, {"Word": "268", "Confidence": 0.943, "X1": 0.68846, "Y1": 0.3642, "X2": 0.74548, "Y2": 0.364, "X3": 0.74548, "Y3": 0.3778, "X4": 0.68846, "Y4": 0.3778, "page": 0}, {"Word": "Living expenses (3 eighte)", "Confidence": 0.64525, "X1": 0.33797, "Y1": 0.3622, "X2": 0.65508, "Y2": 0.362, "X3": 0.65508, "Y3": 0.3838, "X4": 0.33797, "Y4": 0.3838, "page": 0}, {"Word": "174", "Confidence": 0.637, "X1": 0.75522, "Y1": 0.3652, "X2": 0.79277, "Y2": 0.365, "X3": 0.79138, "Y3": 0.3808, "X4": 0.75522, "Y4": 0.3788, "page": 0}, {"Word": "4/7", "Confidence": 0.999, "X1": 0.17246, "Y1": 0.3952, "X2": 0.2114, "Y2": 0.395, "X3": 0.2114, "Y3": 0.4098, "X4": 0.17107, "Y4": 0.4098, "page": 0}, {"Word": "Overnight flight to U.K", "Confidence": 0.5225, "X1": 0.32684, "Y1": 0.4092, "X2": 0.62031, "Y2": 0.409, "X3": 0.62031, "Y3": 0.4358, "X4": 0.32684, "Y4": 0.4388, "page": 0}, {"Word": "10", "Confidence": 0.978, "X1": 0.71349, "Y1": 0.4192, "X2": 0.7427, "Y2": 0.419, "X3": 0.7427, "Y3": 0.4318, "X4": 0.71349, "Y4": 0.4318, "page": 0}, {"Word": "00", "Confidence": 0.982, "X1": 0.76078, "Y1": 0.4232, "X2": 0.7872, "Y2": 0.423, "X3": 0.78581, "Y3": 0.4328, "X4": 0.75939, "Y4": 0.4318, "page": 0}, {"Word": "REIMBURSED", "Confidence": 0.68, "X1": 0.37969, "Y1": 0.4532, "X2": 0.57441, "Y2": 0.453, "X3": 0.5758, "Y3": 0.4778, "X4": 0.37969, "Y4": 0.4848, "page": 0}, {"Word": ".", "Confidence": 0.935, "X1": 0.96106, "Y1": 0.4962, "X2": 0.95967, "Y2": 0.496, "X3": 0.94715, "Y3": 0.4948, "X4": 0.94854, "Y4": 0.4808, "page": 0}, {"Word": ".... .", "Confidence": 0.703, "X1": 0.72323, "Y1": 0.5012, "X2": 0.75104, "Y2": 0.501, "X3": 0.74965, "Y3": 0.5078, "X4": 0.72323, "Y4": 0.5078, "page": 0}, {"Word": "CHECKED", "Confidence": 0.659, "X1": 0.15716, "Y1": 0.5182, "X2": 0.21697, "Y2": 0.518, "X3": 0.21836, "Y3": 0.5288, "X4": 0.15716, "Y4": 0.5298, "page": 0}, {"Word": "VOUCHER No: 67.", "Confidence": 0.853, "X1": 0.40473, "Y1": 0.5172, "X2": 0.55494, "Y2": 0.517, "X3": 0.55633, "Y3": 0.5368, "X4": 0.40751, "Y4": 0.5468, "page": 0}, {"Word": "TOTALS", "Confidence": 0.991, "X1": 0.59388, "Y1": 0.5272, "X2": 0.64395, "Y2": 0.527, "X3": 0.64395, "Y3": 0.5378, "X4": 0.59388, "Y4": 0.5378, "page": 0}, {"Word": "278", "Confidence": 0.66, "X1": 0.68567, "Y1": 0.5212, "X2": 0.73713, "Y2": 0.521, "X3": 0.73713, "Y3": 0.5338, "X4": 0.68567, "Y4": 0.5338, "page": 0}, {"Word": "742", "Confidence": 0.51, "X1": 0.75661, "Y1": 0.5192, "X2": 0.81085, "Y2": 0.519, "X3": 0.81085, "Y3": 0.5378, "X4": 0.75661, "Y4": 0.5368, "page": 0}, {"Word": "EXPENSE -VOUCHER / JOURNAL", "Confidence": 0.988, "X1": 0.41446, "Y1": 0.5542, "X2": 0.65508, "Y2": 0.554, "X3": 0.65508, "Y3": 0.5678, "X4": 0.41446, "Y4": 0.5678, "page": 0}, {"Word": "To:", "Confidence": 0.389, "X1": 0.16273, "Y1": 0.5762, "X2": 0.18498, "Y2": 0.576, "X3": 0.18498, "Y3": 0.5838, "X4": 0.16273, "Y4": 0.5838, "page": 0}, {"Word": "(Name In Block letters)", "Confidence": 0.51475, "X1": 0.18776, "Y1": 0.5852, "X2": 0.3185, "Y2": 0.585, "X3": 0.3185, "Y3": 0.5948, "X4": 0.18776, "Y4": 0.5938, "page": 0}, {"Word": "Amount Due", "Confidence": 0.3375, "X1": 0.7121, "Y1": 0.5822, "X2": 0.83032, "Y2": 0.582, "X3": 0.83032, "Y3": 0.5948, "X4": 0.7121, "Y4": 0.5948, "page": 0}, {"Word": "6.9%", "Confidence": 0.316, "X1": 0.83866, "Y1": 0.5712, "X2": 0.93185, "Y2": 0.571, "X3": 0.93324, "Y3": 0.5938, "X4": 0.83866, "Y4": 0.5958, "page": 0}, {"Word": "Mark X to indicate disposal of", "Confidence": 0.5535, "X1": 0.44924, "Y1": 0.5912, "X2": 0.62587, "Y2": 0.591, "X3": 0.62587, "Y3": 0.6028, "X4": 0.45063, "Y4": 0.6038, "page": 0}, {"Word": "NAME & ADDRESS OF BANK :", "Confidence": 0.93217, "X1": 0.16134, "Y1": 0.6022, "X2": 0.3338, "Y2": 0.602, "X3": 0.3338, "Y3": 0.6118, "X4": 0.16134, "Y4": 0.6108, "page": 0}, {"Word": "amount due.", "Confidence": 0.5845, "X1": 0.45063, "Y1": 0.6032, "X2": 0.52017, "Y2": 0.603, "X3": 0.52017, "Y3": 0.6138, "X4": 0.45063, "Y4": 0.6138, "page": 0}, {"Word": "Amount In -de :-", "Confidence": 0.58125, "X1": 0.71071, "Y1": 0.5992, "X2": 0.8178, "Y2": 0.599, "X3": 0.8178, "Y3": 0.6108, "X4": 0.71071, "Y4": 0.6108, "page": 0}, {"Word": "(Il It dillera from last voucher submitted)", "Confidence": 0.61314, "X1": 0.15994, "Y1": 0.6102, "X2": 0.38387, "Y2": 0.61, "X3": 0.38387, "Y3": 0.6208, "X4": 0.15994, "Y4": 0.6208, "page": 0}, {"Word": "bank (give detalla).", "Confidence": 0.55333, "X1": 0.52017, "Y1": 0.6652, "X2": 0.64117, "Y2": 0.665, "X3": 0.64117, "Y3": 0.6778, "X4": 0.52017, "Y4": 0.6798, "page": 0}, {"Word": "SIGNATURE OF CLAIMANT", "Confidence": 0.81967, "X1": 0.74965, "Y1": 0.6592, "X2": 0.89708, "Y2": 0.659, "X3": 0.89708, "Y3": 0.6698, "X4": 0.74965, "Y4": 0.6698, "page": 0}, {"Word": "HEQUES ARE NORMALLY SENT TO YOUR BANK WITHIN FOUR FORKING DAYS.", "Confidence": 0.80427, "X1": 0.16968, "Y1": 0.7212, "X2": 0.57997, "Y2": 0.721, "X3": 0.57997, "Y3": 0.7318, "X4": 0.16968, "Y4": 0.7328, "page": 0}, {"Word": "-", "Confidence": 0.884, "X1": 0.96523, "Y1": 0.7452, "X2": 0.96384, "Y2": 0.745, "X3": 0.94993, "Y3": 0.7438, "X4": 0.94993, "Y4": 0.7298, "page": 0}, {"Word": "CHARGING INSTRUCTIONS", "Confidence": 0.9915, "X1": 0.44645, "Y1": 0.7412, "X2": 0.62031, "Y2": 0.741, "X3": 0.62031, "Y3": 0.7528, "X4": 0.44645, "Y4": 0.7538, "page": 0}, {"Word": "COMP", "Confidence": 0.384, "X1": 0.2726, "Y1": 0.8052, "X2": 0.3032, "Y2": 0.805, "X3": 0.3032, "Y3": 0.8158, "X4": 0.2726, "Y4": 0.8158, "page": 0}, {"Word": "INVOICE AMOUNT", "Confidence": 0.7385, "X1": 0.48261, "Y1": 0.8032, "X2": 0.58275, "Y2": 0.803, "X3": 0.58275, "Y3": 0.8128, "X4": 0.48261, "Y4": 0.8138, "page": 0}, {"Word": "DEDUCTIONS", "Confidence": 0.885, "X1": 0.62309, "Y1": 0.8032, "X2": 0.69819, "Y2": 0.803, "X3": 0.69819, "Y3": 0.8138, "X4": 0.62309, "Y4": 0.8138, "page": 0}, {"Word": "CHEQUE No.", "Confidence": 0.6945, "X1": 0.73713, "Y1": 0.8042, "X2": 0.80807, "Y2": 0.804, "X3": 0.80807, "Y3": 0.8128, "X4": 0.73574, "Y4": 0.8128, "page": 0}, {"Word": "BNK", "Confidence": 0.603, "X1": 0.83171, "Y1": 0.8052, "X2": 0.85814, "Y2": 0.805, "X3": 0.85814, "Y3": 0.8128, "X4": 0.83171, "Y4": 0.8128, "page": 0}, {"Word": "UE", "Confidence": 0.713, "X1": 0.45202, "Y1": 0.8222, "X2": 0.45063, "Y2": 0.822, "X3": 0.44089, "Y3": 0.8218, "X4": 0.44228, "Y4": 0.8058, "page": 0}, {"Word": "60306420", "Confidence": 0.624, "X1": 0.46314, "Y1": 0.8342, "X2": 0.5911, "Y2": 0.834, "X3": 0.5911, "Y3": 0.8508, "X4": 0.46175, "Y4": 0.8478, "page": 0}, {"Word": "6.98", "Confidence": 0.884, "X1": 0.77469, "Y1": 0.8312, "X2": 0.84979, "Y2": 0.831, "X3": 0.84979, "Y3": 0.8518, "X4": 0.77469, "Y4": 0.8508, "page": 0}, {"Word": "VAT AMT.", "Confidence": 0.8895, "X1": 0.86787, "Y1": 0.9272, "X2": 0.9249, "Y2": 0.927, "X3": 0.9249, "Y3": 0.9348, "X4": 0.86787, "Y4": 0.9348, "page": 0}, {"Word": "T", "Confidence": 0.688, "X1": 0.8331, "Y1": 0.9582, "X2": 0.80389, "Y2": 0.958, "X3": 0.80529, "Y3": 0.9458, "X4": 0.83449, "Y4": 0.9478, "page": 0}, {"Word": "INV. AMT.", "Confidence": 0.8615, "X1": 0.82893, "Y1": 0.9432, "X2": 0.88734, "Y2": 0.943, "X3": 0.88734, "Y3": 0.9508, "X4": 0.82893, "Y4": 0.9508, "page": 0}, {"Word": "+ VAT - DED.", "Confidence": 0.72275, "X1": 0.82337, "Y1": 0.9532, "X2": 0.90682, "Y2": 0.953, "X3": 0.90682, "Y3": 0.9618, "X4": 0.82337, "Y4": 0.9618, "page": 0}, {"Word": "If Cash Due tear off this Slip and Retain.", "Confidence": 0.86122, "X1": 0.18915, "Y1": 0.9712, "X2": 0.48401, "Y2": 0.971, "X3": 0.48401, "Y3": 0.9858, "X4": 0.18915, "Y4": 0.9858, "page": 0}, {"Word": ".", "Confidence": 0.84, "X1": 0.59805, "Y1": 0.9872, "X2": 0.61335, "Y2": 0.987, "X3": 0.61335, "Y3": 0.9928, "X4": 0.59805, "Y4": 0.9928, "page": 0}, {"Word": "...", "Confidence": 0.734, "X1": 0.6217, "Y1": 0.9892, "X2": 0.65647, "Y2": 0.989, "X3": 0.65647, "Y3": 0.9948, "X4": 0.6217, "Y4": 0.9918, "page": 0}, {"Word": "-", "Confidence": 0.906, "X1": 0.68846, "Y1": 0.9872, "X2": 0.70793, "Y2": 0.987, "X3": 0.70793, "Y3": 0.9938, "X4": 0.68846, "Y4": 0.9928, "page": 0}, {"Word": ".", "Confidence": 0.857, "X1": 0.79972, "Y1": 0.9872, "X2": 0.81641, "Y2": 0.987, "X3": 0.81502, "Y3": 0.9938, "X4": 0.79972, "Y4": 0.9948, "page": 0}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.97079, "Y1": 0.9962, "X2": 0.97218, "Y2": 0.996, "X3": 0.94298, "Y3": 0.9958, "X4": 0.94159, "Y4": 0.8928, "page": 0}], "words_data": [{"Word": "1682", "Confidence": 0.993, "X1": 0.879, "Y1": 0.0832, "X2": 0.9388, "Y2": 0.083, "X3": 0.94019, "Y3": 0.1008, "X4": 0.88039, "Y4": 0.1028, "page": 0, "Index": 0}, {"Word": "JANTE", "Confidence": 0.231, "X1": 0.19193, "Y1": 0.1162, "X2": 0.22531, "Y2": 0.116, "X3": 0.22392, "Y3": 0.1328, "X4": 0.18915, "Y4": 0.1328, "page": 0, "Index": 1}, {"Word": "AND", "Confidence": 0.824, "X1": 0.22949, "Y1": 0.1182, "X2": 0.25591, "Y2": 0.118, "X3": 0.25313, "Y3": 0.1318, "X4": 0.22809, "Y4": 0.1328, "page": 0, "Index": 2}, {"Word": "DEPARTMENT", "Confidence": 0.837, "X1": 0.26008, "Y1": 0.1202, "X2": 0.34353, "Y2": 0.12, "X3": 0.34214, "Y3": 0.1308, "X4": 0.2573, "Y4": 0.1318, "page": 0, "Index": 3}, {"Word": "R", "Confidence": 0.91, "X1": 0.24061, "Y1": 0.1372, "X2": 0.2573, "Y2": 0.137, "X3": 0.2573, "Y3": 0.1558, "X4": 0.24061, "Y4": 0.1548, "page": 0, "Index": 4}, {"Word": "&", "Confidence": 0.979, "X1": 0.26426, "Y1": 0.1382, "X2": 0.28512, "Y2": 0.138, "X3": 0.28512, "Y3": 0.1568, "X4": 0.26565, "Y4": 0.1558, "page": 0, "Index": 5}, {"Word": "L", "Confidence": 0.453, "X1": 0.29207, "Y1": 0.1382, "X2": 0.30876, "Y2": 0.138, "X3": 0.30876, "Y3": 0.1578, "X4": 0.29207, "Y4": 0.1568, "page": 0, "Index": 6}, {"Word": "EXPENSE", "Confidence": 0.994, "X1": 0.45897, "Y1": 0.1352, "X2": 0.5299, "Y2": 0.135, "X3": 0.5299, "Y3": 0.1488, "X4": 0.45758, "Y4": 0.1498, "page": 0, "Index": 7}, {"Word": "STATEMENT", "Confidence": 0.995, "X1": 0.53408, "Y1": 0.1342, "X2": 0.62587, "Y2": 0.134, "X3": 0.62587, "Y3": 0.1498, "X4": 0.53408, "Y4": 0.1488, "page": 0, "Index": 8}, {"Word": ".", "Confidence": 0.788, "X1": 0.92768, "Y1": 0.1782, "X2": 0.92629, "Y2": 0.178, "X3": 0.91099, "Y3": 0.1768, "X4": 0.91238, "Y4": 0.1698, "page": 0, "Index": 9}, {"Word": "T.", "Confidence": 0.921, "X1": 0.1822, "Y1": 0.1672, "X2": 0.2114, "Y2": 0.167, "X3": 0.2114, "Y3": 0.1868, "X4": 0.1822, "Y4": 0.1878, "page": 0, "Index": 10}, {"Word": "HIRJI", "Confidence": 0.76, "X1": 0.22253, "Y1": 0.1662, "X2": 0.30598, "Y2": 0.166, "X3": 0.30737, "Y3": 0.1848, "X4": 0.22253, "Y4": 0.1868, "page": 0, "Index": 11}, {"Word": "Balance", "Confidence": 0.747, "X1": 0.46036, "Y1": 0.1902, "X2": 0.49652, "Y2": 0.19, "X3": 0.49513, "Y3": 0.2028, "X4": 0.45897, "Y4": 0.2008, "page": 0, "Index": 12}, {"Word": "from", "Confidence": 0.99, "X1": 0.5007, "Y1": 0.1912, "X2": 0.52712, "Y2": 0.191, "X3": 0.52573, "Y3": 0.2058, "X4": 0.5007, "Y4": 0.2038, "page": 0, "Index": 13}, {"Word": "last", "Confidence": 0.67, "X1": 0.53129, "Y1": 0.1922, "X2": 0.55355, "Y2": 0.192, "X3": 0.55355, "Y3": 0.2078, "X4": 0.53129, "Y4": 0.2058, "page": 0, "Index": 14}, {"Word": "SIGNATURE", "Confidence": 0.951, "X1": 0.19193, "Y1": 0.1962, "X2": 0.25869, "Y2": 0.196, "X3": 0.25869, "Y3": 0.2088, "X4": 0.19193, "Y4": 0.2108, "page": 0, "Index": 15}, {"Word": "OF", "Confidence": 0.995, "X1": 0.26287, "Y1": 0.1962, "X2": 0.27816, "Y2": 0.196, "X3": 0.27816, "Y3": 0.2088, "X4": 0.26147, "Y4": 0.2088, "page": 0, "Index": 16}, {"Word": "CLAIMANT", "Confidence": 0.796, "X1": 0.28234, "Y1": 0.1962, "X2": 0.34771, "Y2": 0.196, "X3": 0.34771, "Y3": 0.2088, "X4": 0.28095, "Y4": 0.2088, "page": 0, "Index": 17}, {"Word": "report", "Confidence": 0.105, "X1": 0.55911, "Y1": 0.1942, "X2": 0.60779, "Y2": 0.194, "X3": 0.60779, "Y3": 0.2118, "X4": 0.55772, "Y4": 0.2078, "page": 0, "Index": 18}, {"Word": "200", "Confidence": 0.892, "X1": 0.61335, "Y1": 0.1952, "X2": 0.65369, "Y2": 0.195, "X3": 0.65369, "Y3": 0.2148, "X4": 0.61335, "Y4": 0.2118, "page": 0, "Index": 19}, {"Word": "7/c", "Confidence": 0.234, "X1": 0.66481, "Y1": 0.1962, "X2": 0.69819, "Y2": 0.196, "X3": 0.69819, "Y3": 0.2168, "X4": 0.66342, "Y4": 0.2148, "page": 0, "Index": 20}, {"Word": "Plus", "Confidence": 0.979, "X1": 0.45758, "Y1": 0.2112, "X2": 0.48401, "Y2": 0.211, "X3": 0.48401, "Y3": 0.2248, "X4": 0.45758, "Y4": 0.2248, "page": 0, "Index": 21}, {"Word": "Cash", "Confidence": 0.969, "X1": 0.48818, "Y1": 0.2112, "X2": 0.51599, "Y2": 0.211, "X3": 0.51739, "Y3": 0.2248, "X4": 0.48818, "Y4": 0.2248, "page": 0, "Index": 22}, {"Word": "Advanced", "Confidence": 0.932, "X1": 0.52156, "Y1": 0.2092, "X2": 0.5758, "Y2": 0.209, "X3": 0.57719, "Y3": 0.2248, "X4": 0.52156, "Y4": 0.2248, "page": 0, "Index": 23}, {"Word": "-", "Confidence": 0.936, "X1": 0.57997, "Y1": 0.2082, "X2": 0.5911, "Y2": 0.208, "X3": 0.59249, "Y3": 0.2248, "X4": 0.58136, "Y4": 0.2248, "page": 0, "Index": 24}, {"Word": "Sterline", "Confidence": 0.233, "X1": 0.59527, "Y1": 0.2052, "X2": 0.64812, "Y2": 0.205, "X3": 0.6509, "Y3": 0.2248, "X4": 0.59666, "Y4": 0.2248, "page": 0, "Index": 25}, {"Word": "+", "Confidence": 0.852, "X1": 0.71627, "Y1": 0.1962, "X2": 0.73296, "Y2": 0.196, "X3": 0.73157, "Y3": 0.2188, "X4": 0.71488, "Y4": 0.2178, "page": 0, "Index": 26}, {"Word": "Krofr.", "Confidence": 0.103, "X1": 0.74687, "Y1": 0.1982, "X2": 0.81085, "Y2": 0.198, "X3": 0.81085, "Y3": 0.2228, "X4": 0.74548, "Y4": 0.2198, "page": 0, "Index": 27}, {"Word": "371", "Confidence": 0.812, "X1": 0.84423, "Y1": 0.2072, "X2": 0.88178, "Y2": 0.207, "X3": 0.88039, "Y3": 0.2228, "X4": 0.84284, "Y4": 0.2208, "page": 0, "Index": 28}, {"Word": "7.6", "Confidence": 0.431, "X1": 0.9096, "Y1": 0.2082, "X2": 0.9388, "Y2": 0.208, "X3": 0.9388, "Y3": 0.2228, "X4": 0.9096, "Y4": 0.2238, "page": 0, "Index": 29}, {"Word": "if", "Confidence": 0.801, "X1": 0.94993, "Y1": 0.2252, "X2": 0.96523, "Y2": 0.225, "X3": 0.96384, "Y3": 0.2368, "X4": 0.94854, "Y4": 0.2368, "page": 0, "Index": 30}, {"Word": "Expenses", "Confidence": 0.908, "X1": 0.49235, "Y1": 0.2362, "X2": 0.55076, "Y2": 0.236, "X3": 0.55076, "Y3": 0.2478, "X4": 0.49096, "Y4": 0.2488, "page": 0, "Index": 31}, {"Word": "detailed", "Confidence": 0.963, "X1": 0.55355, "Y1": 0.2352, "X2": 0.60362, "Y2": 0.235, "X3": 0.60362, "Y3": 0.2478, "X4": 0.55355, "Y4": 0.2478, "page": 0, "Index": 32}, {"Word": "below", "Confidence": 0.194, "X1": 0.6064, "Y1": 0.2352, "X2": 0.64256, "Y2": 0.235, "X3": 0.64256, "Y3": 0.2478, "X4": 0.6064, "Y4": 0.2478, "page": 0, "Index": 33}, {"Word": "278", "Confidence": 0.954, "X1": 0.85257, "Y1": 0.2352, "X2": 0.88595, "Y2": 0.235, "X3": 0.88595, "Y3": 0.2478, "X4": 0.85257, "Y4": 0.2468, "page": 0, "Index": 34}, {"Word": "Less", "Confidence": 0.942, "X1": 0.45758, "Y1": 0.2362, "X2": 0.48818, "Y2": 0.236, "X3": 0.48818, "Y3": 0.2488, "X4": 0.45758, "Y4": 0.2488, "page": 0, "Index": 35}, {"Word": "...", "Confidence": 0.274, "X1": 0.78025, "Y1": 0.2422, "X2": 0.80111, "Y2": 0.242, "X3": 0.80111, "Y3": 0.2498, "X4": 0.78025, "Y4": 0.2498, "page": 0, "Index": 36}, {"Word": "74", "Confidence": 0.77, "X1": 0.91516, "Y1": 0.2362, "X2": 0.94159, "Y2": 0.236, "X3": 0.94019, "Y3": 0.2518, "X4": 0.91377, "Y4": 0.2498, "page": 0, "Index": 37}, {"Word": "TRIP", "Confidence": 0.728, "X1": 0.61057, "Y1": 0.2512, "X2": 0.64395, "Y2": 0.251, "X3": 0.64256, "Y3": 0.2668, "X4": 0.61057, "Y4": 0.2678, "page": 0, "Index": 38}, {"Word": "1682", "Confidence": 0.732, "X1": 0.64812, "Y1": 0.2512, "X2": 0.69402, "Y2": 0.251, "X3": 0.69263, "Y3": 0.2668, "X4": 0.64673, "Y4": 0.2668, "page": 0, "Index": 39}, {"Word": "APPROVED", "Confidence": 0.655, "X1": 0.23366, "Y1": 0.2632, "X2": 0.30042, "Y2": 0.263, "X3": 0.30181, "Y3": 0.2738, "X4": 0.23366, "Y4": 0.2738, "page": 0, "Index": 40}, {"Word": "-", "Confidence": 0.93, "X1": 0.53547, "Y1": 0.2782, "X2": 0.53408, "Y2": 0.278, "X3": 0.51878, "Y3": 0.2758, "X4": 0.51878, "Y4": 0.2668, "page": 0, "Index": 41}, {"Word": "Due", "Confidence": 0.958, "X1": 0.53825, "Y1": 0.2582, "X2": 0.55911, "Y2": 0.258, "X3": 0.55911, "Y3": 0.2718, "X4": 0.53686, "Y4": 0.2718, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.048, "X1": 0.56328, "Y1": 0.2572, "X2": 0.57997, "Y2": 0.257, "X3": 0.57997, "Y3": 0.2728, "X4": 0.56328, "Y4": 0.2718, "page": 0, "Index": 43}, {"Word": "6", "Confidence": 0.992, "X1": 0.87065, "Y1": 0.2532, "X2": 0.88456, "Y2": 0.253, "X3": 0.88456, "Y3": 0.2688, "X4": 0.87065, "Y4": 0.2688, "page": 0, "Index": 44}, {"Word": "198-", "Confidence": 0.803, "X1": 0.8943, "Y1": 0.2562, "X2": 0.95688, "Y2": 0.256, "X3": 0.95549, "Y3": 0.2718, "X4": 0.89291, "Y4": 0.2708, "page": 0, "Index": 45}, {"Word": "Balance", "Confidence": 0.641, "X1": 0.45897, "Y1": 0.2702, "X2": 0.50765, "Y2": 0.27, "X3": 0.50765, "Y3": 0.2828, "X4": 0.45897, "Y4": 0.2828, "page": 0, "Index": 46}, {"Word": "Carried", "Confidence": 0.756, "X1": 0.53964, "Y1": 0.2822, "X2": 0.57719, "Y2": 0.282, "X3": 0.5758, "Y3": 0.2938, "X4": 0.53825, "Y4": 0.2938, "page": 0, "Index": 47}, {"Word": "forward/", "Confidence": 0.589, "X1": 0.58136, "Y1": 0.2802, "X2": 0.62587, "Y2": 0.28, "X3": 0.62587, "Y3": 0.2938, "X4": 0.57997, "Y4": 0.2938, "page": 0, "Index": 48}, {"Word": "returned", "Confidence": 0.382, "X1": 0.63004, "Y1": 0.2782, "X2": 0.68567, "Y2": 0.278, "X3": 0.68428, "Y3": 0.2938, "X4": 0.63004, "Y4": 0.2938, "page": 0, "Index": 49}, {"Word": "To/h", "Confidence": 0.17, "X1": 0.71071, "Y1": 0.2742, "X2": 0.75661, "Y2": 0.274, "X3": 0.75661, "Y3": 0.2938, "X4": 0.70932, "Y4": 0.2938, "page": 0, "Index": 50}, {"Word": "100", "Confidence": 0.98, "X1": 0.84284, "Y1": 0.2852, "X2": 0.88317, "Y2": 0.285, "X3": 0.88178, "Y3": 0.2968, "X4": 0.84284, "Y4": 0.2958, "page": 0, "Index": 51}, {"Word": "RBi", "Confidence": 0.595, "X1": 0.25591, "Y1": 0.2762, "X2": 0.33936, "Y2": 0.276, "X3": 0.34214, "Y3": 0.3138, "X4": 0.2573, "Y4": 0.3158, "page": 0, "Index": 52}, {"Word": "-", "Confidence": 0.822, "X1": 0.96662, "Y1": 0.3082, "X2": 0.96801, "Y2": 0.308, "X3": 0.95549, "Y3": 0.3088, "X4": 0.95549, "Y4": 0.3038, "page": 0, "Index": 53}, {"Word": "EXPENSES", "Confidence": 0.188, "X1": 0.70932, "Y1": 0.3172, "X2": 0.76495, "Y2": 0.317, "X3": 0.76495, "Y3": 0.3248, "X4": 0.70932, "Y4": 0.3258, "page": 0, "Index": 54}, {"Word": "EXPENSE", "Confidence": 0.837, "X1": 0.4089, "Y1": 0.3242, "X2": 0.45897, "Y2": 0.324, "X3": 0.45758, "Y3": 0.3358, "X4": 0.40751, "Y4": 0.3358, "page": 0, "Index": 55}, {"Word": "DETAILS", "Confidence": 0.709, "X1": 0.46175, "Y1": 0.3242, "X2": 0.51182, "Y2": 0.324, "X3": 0.51043, "Y3": 0.3368, "X4": 0.46036, "Y4": 0.3358, "page": 0, "Index": 56}, {"Word": "excluding", "Confidence": 0.21, "X1": 0.6968, "Y1": 0.3262, "X2": 0.7427, "Y2": 0.326, "X3": 0.7427, "Y3": 0.3348, "X4": 0.6968, "Y4": 0.3358, "page": 0, "Index": 57}, {"Word": "V.A.T.", "Confidence": 0.863, "X1": 0.74548, "Y1": 0.3272, "X2": 0.78164, "Y2": 0.327, "X3": 0.78164, "Y3": 0.3338, "X4": 0.74548, "Y4": 0.3348, "page": 0, "Index": 58}, {"Word": "V.A.T.", "Confidence": 0.981, "X1": 0.84701, "Y1": 0.3222, "X2": 0.88178, "Y2": 0.322, "X3": 0.88178, "Y3": 0.3328, "X4": 0.84701, "Y4": 0.3328, "page": 0, "Index": 59}, {"Word": "Visit", "Confidence": 0.97, "X1": 0.31989, "Y1": 0.3432, "X2": 0.37413, "Y2": 0.343, "X3": 0.37413, "Y3": 0.3618, "X4": 0.31989, "Y4": 0.3618, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.984, "X1": 0.39638, "Y1": 0.3432, "X2": 0.4242, "Y2": 0.343, "X3": 0.4242, "Y3": 0.3618, "X4": 0.39638, "Y4": 0.3618, "page": 0, "Index": 61}, {"Word": "SBAC", "Confidence": 0.731, "X1": 0.44784, "Y1": 0.3442, "X2": 0.50487, "Y2": 0.344, "X3": 0.50487, "Y3": 0.3618, "X4": 0.44784, "Y4": 0.3618, "page": 0, "Index": 62}, {"Word": "Camerons", "Confidence": 0.617, "X1": 0.53129, "Y1": 0.3482, "X2": 0.64534, "Y2": 0.348, "X3": 0.64534, "Y3": 0.3628, "X4": 0.5299, "Y4": 0.3618, "page": 0, "Index": 63}, {"Word": "268", "Confidence": 0.943, "X1": 0.69958, "Y1": 0.3642, "X2": 0.74548, "Y2": 0.364, "X3": 0.74548, "Y3": 0.3778, "X4": 0.69958, "Y4": 0.3778, "page": 0, "Index": 64}, {"Word": "Living", "Confidence": 0.716, "X1": 0.33797, "Y1": 0.3642, "X2": 0.40473, "Y2": 0.364, "X3": 0.40473, "Y3": 0.3838, "X4": 0.33797, "Y4": 0.3838, "page": 0, "Index": 65}, {"Word": "expenses", "Confidence": 0.393, "X1": 0.4242, "Y1": 0.3632, "X2": 0.52712, "Y2": 0.363, "X3": 0.52712, "Y3": 0.3838, "X4": 0.4242, "Y4": 0.3838, "page": 0, "Index": 66}, {"Word": "(3", "Confidence": 0.744, "X1": 0.53268, "Y1": 0.3632, "X2": 0.56467, "Y2": 0.363, "X3": 0.56467, "Y3": 0.3838, "X4": 0.53268, "Y4": 0.3838, "page": 0, "Index": 67}, {"Word": "eighte)", "Confidence": 0.728, "X1": 0.57024, "Y1": 0.3632, "X2": 0.65508, "Y2": 0.363, "X3": 0.65647, "Y3": 0.3848, "X4": 0.57024, "Y4": 0.3838, "page": 0, "Index": 68}, {"Word": "174", "Confidence": 0.637, "X1": 0.75522, "Y1": 0.3652, "X2": 0.79138, "Y2": 0.365, "X3": 0.78999, "Y3": 0.3808, "X4": 0.75522, "Y4": 0.3788, "page": 0, "Index": 69}, {"Word": "4/7", "Confidence": 0.999, "X1": 0.17663, "Y1": 0.3952, "X2": 0.20862, "Y2": 0.395, "X3": 0.21001, "Y3": 0.4098, "X4": 0.17663, "Y4": 0.4108, "page": 0, "Index": 70}, {"Word": "Overnight", "Confidence": 0.246, "X1": 0.32823, "Y1": 0.4122, "X2": 0.43811, "Y2": 0.412, "X3": 0.4395, "Y3": 0.4378, "X4": 0.33102, "Y4": 0.4358, "page": 0, "Index": 71}, {"Word": "flight", "Confidence": 0.688, "X1": 0.44506, "Y1": 0.4112, "X2": 0.5146, "Y2": 0.411, "X3": 0.5146, "Y3": 0.4378, "X4": 0.44645, "Y4": 0.4378, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.886, "X1": 0.52434, "Y1": 0.4102, "X2": 0.55911, "Y2": 0.41, "X3": 0.55772, "Y3": 0.4368, "X4": 0.52434, "Y4": 0.4378, "page": 0, "Index": 73}, {"Word": "U.K", "Confidence": 0.27, "X1": 0.56606, "Y1": 0.4092, "X2": 0.61752, "Y2": 0.409, "X3": 0.61474, "Y3": 0.4348, "X4": 0.56467, "Y4": 0.4368, "page": 0, "Index": 74}, {"Word": "10", "Confidence": 0.978, "X1": 0.71349, "Y1": 0.4192, "X2": 0.73992, "Y2": 0.419, "X3": 0.73992, "Y3": 0.4318, "X4": 0.71349, "Y4": 0.4318, "page": 0, "Index": 75}, {"Word": "00", "Confidence": 0.982, "X1": 0.76495, "Y1": 0.4232, "X2": 0.7872, "Y2": 0.423, "X3": 0.78581, "Y3": 0.4328, "X4": 0.76495, "Y4": 0.4318, "page": 0, "Index": 76}, {"Word": "REIMBURSED", "Confidence": 0.68, "X1": 0.38248, "Y1": 0.4542, "X2": 0.56745, "Y2": 0.454, "X3": 0.56885, "Y3": 0.4788, "X4": 0.38248, "Y4": 0.4848, "page": 0, "Index": 77}, {"Word": ".", "Confidence": 0.935, "X1": 0.96106, "Y1": 0.4902, "X2": 0.95967, "Y2": 0.49, "X3": 0.94854, "Y3": 0.4898, "X4": 0.94854, "Y4": 0.4838, "page": 0, "Index": 78}, {"Word": "....", "Confidence": 0.658, "X1": 0.72323, "Y1": 0.5002, "X2": 0.7427, "Y2": 0.5, "X3": 0.7427, "Y3": 0.5078, "X4": 0.72323, "Y4": 0.5068, "page": 0, "Index": 79}, {"Word": ".", "Confidence": 0.748, "X1": 0.74409, "Y1": 0.5002, "X2": 0.75104, "Y2": 0.5, "X3": 0.75104, "Y3": 0.5078, "X4": 0.74409, "Y4": 0.5078, "page": 0, "Index": 80}, {"Word": "CHECKED", "Confidence": 0.659, "X1": 0.15716, "Y1": 0.5192, "X2": 0.20862, "Y2": 0.519, "X3": 0.20723, "Y3": 0.5298, "X4": 0.15716, "Y4": 0.5298, "page": 0, "Index": 81}, {"Word": "67.", "Confidence": 0.839, "X1": 0.51182, "Y1": 0.5172, "X2": 0.55216, "Y2": 0.517, "X3": 0.55216, "Y3": 0.5378, "X4": 0.51043, "Y4": 0.5408, "page": 0, "Index": 82}, {"Word": "TOTALS", "Confidence": 0.991, "X1": 0.59805, "Y1": 0.5282, "X2": 0.64256, "Y2": 0.528, "X3": 0.64256, "Y3": 0.5378, "X4": 0.59805, "Y4": 0.5388, "page": 0, "Index": 83}, {"Word": "278", "Confidence": 0.66, "X1": 0.68567, "Y1": 0.5212, "X2": 0.72879, "Y2": 0.521, "X3": 0.72879, "Y3": 0.5338, "X4": 0.68567, "Y4": 0.5338, "page": 0, "Index": 84}, {"Word": "742", "Confidence": 0.51, "X1": 0.76078, "Y1": 0.5192, "X2": 0.80529, "Y2": 0.519, "X3": 0.80529, "Y3": 0.5378, "X4": 0.76078, "Y4": 0.5378, "page": 0, "Index": 85}, {"Word": "VOUCHER", "Confidence": 0.801, "X1": 0.40612, "Y1": 0.5252, "X2": 0.47149, "Y2": 0.525, "X3": 0.47149, "Y3": 0.5438, "X4": 0.40751, "Y4": 0.5468, "page": 0, "Index": 86}, {"Word": "No:", "Confidence": 0.919, "X1": 0.47566, "Y1": 0.5222, "X2": 0.50626, "Y2": 0.522, "X3": 0.50626, "Y3": 0.5408, "X4": 0.47705, "Y4": 0.5428, "page": 0, "Index": 87}, {"Word": "EXPENSE", "Confidence": 0.995, "X1": 0.41725, "Y1": 0.5552, "X2": 0.48401, "Y2": 0.555, "X3": 0.48401, "Y3": 0.5678, "X4": 0.41725, "Y4": 0.5688, "page": 0, "Index": 88}, {"Word": "-VOUCHER", "Confidence": 0.967, "X1": 0.48679, "Y1": 0.5552, "X2": 0.56885, "Y2": 0.555, "X3": 0.56885, "Y3": 0.5668, "X4": 0.48818, "Y4": 0.5678, "page": 0, "Index": 89}, {"Word": "/", "Confidence": 0.995, "X1": 0.57163, "Y1": 0.5552, "X2": 0.57858, "Y2": 0.555, "X3": 0.57858, "Y3": 0.5668, "X4": 0.57302, "Y4": 0.5668, "page": 0, "Index": 90}, {"Word": "JOURNAL", "Confidence": 0.995, "X1": 0.58136, "Y1": 0.5552, "X2": 0.64951, "Y2": 0.555, "X3": 0.64951, "Y3": 0.5688, "X4": 0.58275, "Y4": 0.5668, "page": 0, "Index": 91}, {"Word": "To:", "Confidence": 0.389, "X1": 0.16412, "Y1": 0.5762, "X2": 0.18498, "Y2": 0.576, "X3": 0.18498, "Y3": 0.5838, "X4": 0.16412, "Y4": 0.5838, "page": 0, "Index": 92}, {"Word": "(Name", "Confidence": 0.662, "X1": 0.18915, "Y1": 0.5852, "X2": 0.22114, "Y2": 0.585, "X3": 0.22114, "Y3": 0.5938, "X4": 0.18776, "Y4": 0.5938, "page": 0, "Index": 93}, {"Word": "In", "Confidence": 0.402, "X1": 0.22392, "Y1": 0.5852, "X2": 0.23644, "Y2": 0.585, "X3": 0.23505, "Y3": 0.5938, "X4": 0.22392, "Y4": 0.5938, "page": 0, "Index": 94}, {"Word": "Block", "Confidence": 0.628, "X1": 0.23922, "Y1": 0.5852, "X2": 0.27121, "Y2": 0.585, "X3": 0.27121, "Y3": 0.5938, "X4": 0.23783, "Y4": 0.5938, "page": 0, "Index": 95}, {"Word": "letters)", "Confidence": 0.367, "X1": 0.27399, "Y1": 0.5852, "X2": 0.31572, "Y2": 0.585, "X3": 0.31572, "Y3": 0.5948, "X4": 0.2726, "Y4": 0.5938, "page": 0, "Index": 96}, {"Word": "Amount", "Confidence": 0.147, "X1": 0.71349, "Y1": 0.5832, "X2": 0.75104, "Y2": 0.583, "X3": 0.75104, "Y3": 0.5948, "X4": 0.71349, "Y4": 0.5948, "page": 0, "Index": 97}, {"Word": "Due", "Confidence": 0.528, "X1": 0.75522, "Y1": 0.5822, "X2": 0.77747, "Y2": 0.582, "X3": 0.77886, "Y3": 0.5948, "X4": 0.75522, "Y4": 0.5948, "page": 0, "Index": 98}, {"Word": "6.9%", "Confidence": 0.316, "X1": 0.84284, "Y1": 0.5722, "X2": 0.9235, "Y2": 0.572, "X3": 0.9235, "Y3": 0.5948, "X4": 0.84423, "Y4": 0.5948, "page": 0, "Index": 99}, {"Word": "Mark", "Confidence": 0.65, "X1": 0.45341, "Y1": 0.5922, "X2": 0.48261, "Y2": 0.592, "X3": 0.47983, "Y3": 0.6028, "X4": 0.45202, "Y4": 0.6038, "page": 0, "Index": 100}, {"Word": "X", "Confidence": 0.981, "X1": 0.4854, "Y1": 0.5922, "X2": 0.49374, "Y2": 0.592, "X3": 0.49235, "Y3": 0.6028, "X4": 0.48261, "Y4": 0.6028, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.118, "X1": 0.4993, "Y1": 0.5922, "X2": 0.51043, "Y2": 0.592, "X3": 0.50904, "Y3": 0.6028, "X4": 0.49791, "Y4": 0.6028, "page": 0, "Index": 102}, {"Word": "indicate", "Confidence": 0.621, "X1": 0.5146, "Y1": 0.5922, "X2": 0.55911, "Y2": 0.592, "X3": 0.55772, "Y3": 0.6028, "X4": 0.51182, "Y4": 0.6028, "page": 0, "Index": 103}, {"Word": "disposal", "Confidence": 0.325, "X1": 0.56189, "Y1": 0.5922, "X2": 0.60779, "Y2": 0.592, "X3": 0.6064, "Y3": 0.6028, "X4": 0.5605, "Y4": 0.6028, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.626, "X1": 0.61196, "Y1": 0.5922, "X2": 0.62726, "Y2": 0.592, "X3": 0.62587, "Y3": 0.6038, "X4": 0.61057, "Y4": 0.6038, "page": 0, "Index": 105}, {"Word": "NAME", "Confidence": 0.926, "X1": 0.16273, "Y1": 0.6022, "X2": 0.19471, "Y2": 0.602, "X3": 0.19471, "Y3": 0.6118, "X4": 0.16273, "Y4": 0.6118, "page": 0, "Index": 106}, {"Word": "&", "Confidence": 0.997, "X1": 0.19889, "Y1": 0.6022, "X2": 0.20584, "Y2": 0.602, "X3": 0.20584, "Y3": 0.6118, "X4": 0.19889, "Y4": 0.6118, "page": 0, "Index": 107}, {"Word": "ADDRESS", "Confidence": 0.864, "X1": 0.2114, "Y1": 0.6022, "X2": 0.26704, "Y2": 0.602, "X3": 0.26565, "Y3": 0.6118, "X4": 0.2114, "Y4": 0.6118, "page": 0, "Index": 108}, {"Word": "OF", "Confidence": 0.998, "X1": 0.26843, "Y1": 0.6022, "X2": 0.28651, "Y2": 0.602, "X3": 0.28651, "Y3": 0.6118, "X4": 0.26843, "Y4": 0.6118, "page": 0, "Index": 109}, {"Word": "BANK", "Confidence": 0.991, "X1": 0.29068, "Y1": 0.6022, "X2": 0.32267, "Y2": 0.602, "X3": 0.32267, "Y3": 0.6118, "X4": 0.28929, "Y4": 0.6118, "page": 0, "Index": 110}, {"Word": ":", "Confidence": 0.817, "X1": 0.32684, "Y1": 0.6022, "X2": 0.33519, "Y2": 0.602, "X3": 0.3338, "Y3": 0.6118, "X4": 0.32684, "Y4": 0.6118, "page": 0, "Index": 111}, {"Word": "amount", "Confidence": 0.635, "X1": 0.4548, "Y1": 0.6042, "X2": 0.49235, "Y2": 0.604, "X3": 0.49096, "Y3": 0.6138, "X4": 0.4548, "Y4": 0.6138, "page": 0, "Index": 112}, {"Word": "due.", "Confidence": 0.534, "X1": 0.49513, "Y1": 0.6052, "X2": 0.52017, "Y2": 0.605, "X3": 0.51878, "Y3": 0.6148, "X4": 0.49374, "Y4": 0.6138, "page": 0, "Index": 113}, {"Word": "Amount", "Confidence": 0.998, "X1": 0.7121, "Y1": 0.6002, "X2": 0.75243, "Y2": 0.6, "X3": 0.75104, "Y3": 0.6108, "X4": 0.7121, "Y4": 0.6108, "page": 0, "Index": 114}, {"Word": "In", "Confidence": 0.707, "X1": 0.75522, "Y1": 0.5992, "X2": 0.76773, "Y2": 0.599, "X3": 0.76634, "Y3": 0.6108, "X4": 0.75522, "Y4": 0.6108, "page": 0, "Index": 115}, {"Word": "-de", "Confidence": 0.162, "X1": 0.77051, "Y1": 0.5992, "X2": 0.79972, "Y2": 0.599, "X3": 0.79833, "Y3": 0.6108, "X4": 0.76912, "Y4": 0.6108, "page": 0, "Index": 116}, {"Word": ":-", "Confidence": 0.458, "X1": 0.8025, "Y1": 0.6002, "X2": 0.81641, "Y2": 0.6, "X3": 0.81502, "Y3": 0.6108, "X4": 0.80111, "Y4": 0.6108, "page": 0, "Index": 117}, {"Word": "(Il", "Confidence": 0.201, "X1": 0.16134, "Y1": 0.6112, "X2": 0.17385, "Y2": 0.611, "X3": 0.17385, "Y3": 0.6208, "X4": 0.16134, "Y4": 0.6208, "page": 0, "Index": 118}, {"Word": "It", "Confidence": 0.911, "X1": 0.17663, "Y1": 0.6112, "X2": 0.18915, "Y2": 0.611, "X3": 0.18915, "Y3": 0.6208, "X4": 0.17663, "Y4": 0.6208, "page": 0, "Index": 119}, {"Word": "dillera", "Confidence": 0.659, "X1": 0.19193, "Y1": 0.6112, "X2": 0.22809, "Y2": 0.611, "X3": 0.22809, "Y3": 0.6218, "X4": 0.19193, "Y4": 0.6208, "page": 0, "Index": 120}, {"Word": "from", "Confidence": 0.188, "X1": 0.23088, "Y1": 0.6112, "X2": 0.25452, "Y2": 0.611, "X3": 0.25452, "Y3": 0.6218, "X4": 0.23088, "Y4": 0.6218, "page": 0, "Index": 121}, {"Word": "last", "Confidence": 0.955, "X1": 0.2573, "Y1": 0.6112, "X2": 0.27955, "Y2": 0.611, "X3": 0.27816, "Y3": 0.6218, "X4": 0.2573, "Y4": 0.6218, "page": 0, "Index": 122}, {"Word": "voucher", "Confidence": 0.611, "X1": 0.28234, "Y1": 0.6112, "X2": 0.32406, "Y2": 0.611, "X3": 0.32267, "Y3": 0.6218, "X4": 0.28095, "Y4": 0.6218, "page": 0, "Index": 123}, {"Word": "submitted)", "Confidence": 0.767, "X1": 0.32684, "Y1": 0.6102, "X2": 0.38387, "Y2": 0.61, "X3": 0.38387, "Y3": 0.6208, "X4": 0.32684, "Y4": 0.6218, "page": 0, "Index": 124}, {"Word": "(give", "Confidence": 0.31, "X1": 0.55911, "Y1": 0.6672, "X2": 0.58832, "Y2": 0.667, "X3": 0.58832, "Y3": 0.6778, "X4": 0.5605, "Y4": 0.6788, "page": 0, "Index": 125}, {"Word": "detalla).", "Confidence": 0.555, "X1": 0.5911, "Y1": 0.6662, "X2": 0.64256, "Y2": 0.666, "X3": 0.64117, "Y3": 0.6778, "X4": 0.59249, "Y4": 0.6778, "page": 0, "Index": 126}, {"Word": "SIGNATURE", "Confidence": 0.537, "X1": 0.75243, "Y1": 0.6592, "X2": 0.81363, "Y2": 0.659, "X3": 0.81363, "Y3": 0.6698, "X4": 0.75243, "Y4": 0.6708, "page": 0, "Index": 127}, {"Word": "OF", "Confidence": 0.996, "X1": 0.8178, "Y1": 0.6592, "X2": 0.8331, "Y2": 0.659, "X3": 0.8331, "Y3": 0.6698, "X4": 0.81641, "Y4": 0.6698, "page": 0, "Index": 128}, {"Word": "CLAIMANT", "Confidence": 0.926, "X1": 0.83588, "Y1": 0.6592, "X2": 0.89569, "Y2": 0.659, "X3": 0.8943, "Y3": 0.6698, "X4": 0.83588, "Y4": 0.6698, "page": 0, "Index": 129}, {"Word": "bank", "Confidence": 0.795, "X1": 0.5299, "Y1": 0.6672, "X2": 0.55494, "Y2": 0.667, "X3": 0.55772, "Y3": 0.6788, "X4": 0.53129, "Y4": 0.6798, "page": 0, "Index": 130}, {"Word": "HEQUES", "Confidence": 0.779, "X1": 0.17107, "Y1": 0.7232, "X2": 0.2128, "Y2": 0.723, "X3": 0.2114, "Y3": 0.7328, "X4": 0.16968, "Y4": 0.7328, "page": 0, "Index": 131}, {"Word": "ARE", "Confidence": 0.957, "X1": 0.21558, "Y1": 0.7222, "X2": 0.23783, "Y2": 0.722, "X3": 0.23644, "Y3": 0.7328, "X4": 0.21419, "Y4": 0.7328, "page": 0, "Index": 132}, {"Word": "NORMALLY", "Confidence": 0.415, "X1": 0.24061, "Y1": 0.7222, "X2": 0.30042, "Y2": 0.722, "X3": 0.29903, "Y3": 0.7318, "X4": 0.23922, "Y4": 0.7328, "page": 0, "Index": 133}, {"Word": "SENT", "Confidence": 0.607, "X1": 0.3032, "Y1": 0.7212, "X2": 0.3338, "Y2": 0.721, "X3": 0.33241, "Y3": 0.7318, "X4": 0.3032, "Y4": 0.7318, "page": 0, "Index": 134}, {"Word": "TO", "Confidence": 0.995, "X1": 0.33658, "Y1": 0.7212, "X2": 0.35049, "Y2": 0.721, "X3": 0.35049, "Y3": 0.7318, "X4": 0.33519, "Y4": 0.7318, "page": 0, "Index": 135}, {"Word": "YOUR", "Confidence": 0.932, "X1": 0.35327, "Y1": 0.7212, "X2": 0.38387, "Y2": 0.721, "X3": 0.38248, "Y3": 0.7318, "X4": 0.35327, "Y4": 0.7318, "page": 0, "Index": 136}, {"Word": "BANK", "Confidence": 0.643, "X1": 0.38665, "Y1": 0.7212, "X2": 0.41586, "Y2": 0.721, "X3": 0.41446, "Y3": 0.7318, "X4": 0.38526, "Y4": 0.7318, "page": 0, "Index": 137}, {"Word": "WITHIN", "Confidence": 0.86, "X1": 0.41864, "Y1": 0.7212, "X2": 0.45619, "Y2": 0.721, "X3": 0.45619, "Y3": 0.7318, "X4": 0.41725, "Y4": 0.7318, "page": 0, "Index": 138}, {"Word": "FOUR", "Confidence": 0.949, "X1": 0.46036, "Y1": 0.7212, "X2": 0.49096, "Y2": 0.721, "X3": 0.48957, "Y3": 0.7318, "X4": 0.45897, "Y4": 0.7318, "page": 0, "Index": 139}, {"Word": "FORKING", "Confidence": 0.891, "X1": 0.49374, "Y1": 0.7222, "X2": 0.54103, "Y2": 0.722, "X3": 0.53964, "Y3": 0.7328, "X4": 0.49235, "Y4": 0.7318, "page": 0, "Index": 140}, {"Word": "DAYS.", "Confidence": 0.819, "X1": 0.54381, "Y1": 0.7222, "X2": 0.57997, "Y2": 0.722, "X3": 0.57997, "Y3": 0.7328, "X4": 0.54242, "Y4": 0.7328, "page": 0, "Index": 141}, {"Word": "-", "Confidence": 0.884, "X1": 0.96523, "Y1": 0.7402, "X2": 0.96523, "Y2": 0.74, "X3": 0.94993, "Y3": 0.7398, "X4": 0.94993, "Y4": 0.7328, "page": 0, "Index": 142}, {"Word": "CHARGING", "Confidence": 0.992, "X1": 0.44645, "Y1": 0.7422, "X2": 0.5146, "Y2": 0.742, "X3": 0.5146, "Y3": 0.7528, "X4": 0.44645, "Y4": 0.7538, "page": 0, "Index": 143}, {"Word": "INSTRUCTIONS", "Confidence": 0.991, "X1": 0.51878, "Y1": 0.7422, "X2": 0.61752, "Y2": 0.742, "X3": 0.61752, "Y3": 0.7538, "X4": 0.51739, "Y4": 0.7528, "page": 0, "Index": 144}, {"Word": "COMP", "Confidence": 0.384, "X1": 0.2726, "Y1": 0.8052, "X2": 0.30181, "Y2": 0.805, "X3": 0.30181, "Y3": 0.8158, "X4": 0.2726, "Y4": 0.8158, "page": 0, "Index": 145}, {"Word": "INVOICE", "Confidence": 0.849, "X1": 0.48401, "Y1": 0.8032, "X2": 0.52851, "Y2": 0.803, "X3": 0.5299, "Y3": 0.8138, "X4": 0.48401, "Y4": 0.8148, "page": 0, "Index": 146}, {"Word": "AMOUNT", "Confidence": 0.628, "X1": 0.53268, "Y1": 0.8032, "X2": 0.57997, "Y2": 0.803, "X3": 0.57997, "Y3": 0.8138, "X4": 0.53268, "Y4": 0.8138, "page": 0, "Index": 147}, {"Word": "DEDUCTIONS", "Confidence": 0.885, "X1": 0.62309, "Y1": 0.8032, "X2": 0.69541, "Y2": 0.803, "X3": 0.69402, "Y3": 0.8138, "X4": 0.62309, "Y4": 0.8148, "page": 0, "Index": 148}, {"Word": "CHEQUE", "Confidence": 0.601, "X1": 0.73853, "Y1": 0.8042, "X2": 0.78303, "Y2": 0.804, "X3": 0.78164, "Y3": 0.8138, "X4": 0.73713, "Y4": 0.8128, "page": 0, "Index": 149}, {"Word": "No.", "Confidence": 0.788, "X1": 0.78442, "Y1": 0.8052, "X2": 0.80668, "Y2": 0.805, "X3": 0.80668, "Y3": 0.8138, "X4": 0.78442, "Y4": 0.8138, "page": 0, "Index": 150}, {"Word": "BNK", "Confidence": 0.603, "X1": 0.83171, "Y1": 0.8052, "X2": 0.85396, "Y2": 0.805, "X3": 0.85396, "Y3": 0.8128, "X4": 0.83171, "Y4": 0.8128, "page": 0, "Index": 151}, {"Word": "UE", "Confidence": 0.713, "X1": 0.45202, "Y1": 0.8192, "X2": 0.45063, "Y2": 0.819, "X3": 0.44089, "Y3": 0.8188, "X4": 0.44228, "Y4": 0.8058, "page": 0, "Index": 152}, {"Word": "60306420", "Confidence": 0.624, "X1": 0.46314, "Y1": 0.8352, "X2": 0.58554, "Y2": 0.835, "X3": 0.58554, "Y3": 0.8498, "X4": 0.46314, "Y4": 0.8488, "page": 0, "Index": 153}, {"Word": "6.98", "Confidence": 0.884, "X1": 0.77886, "Y1": 0.8322, "X2": 0.84701, "Y2": 0.832, "X3": 0.84562, "Y3": 0.8528, "X4": 0.77886, "Y4": 0.8508, "page": 0, "Index": 154}, {"Word": "VAT", "Confidence": 0.892, "X1": 0.86926, "Y1": 0.9282, "X2": 0.89152, "Y2": 0.928, "X3": 0.89152, "Y3": 0.9358, "X4": 0.86926, "Y4": 0.9358, "page": 0, "Index": 155}, {"Word": "AMT.", "Confidence": 0.887, "X1": 0.89569, "Y1": 0.9272, "X2": 0.9249, "Y2": 0.927, "X3": 0.9249, "Y3": 0.9358, "X4": 0.89569, "Y4": 0.9358, "page": 0, "Index": 156}, {"Word": "T", "Confidence": 0.688, "X1": 0.8178, "Y1": 0.9582, "X2": 0.80946, "Y2": 0.958, "X3": 0.81085, "Y3": 0.9458, "X4": 0.82058, "Y4": 0.9468, "page": 0, "Index": 157}, {"Word": "INV.", "Confidence": 0.841, "X1": 0.83032, "Y1": 0.9442, "X2": 0.85535, "Y2": 0.944, "X3": 0.85535, "Y3": 0.9508, "X4": 0.83032, "Y4": 0.9508, "page": 0, "Index": 158}, {"Word": "AMT.", "Confidence": 0.882, "X1": 0.85814, "Y1": 0.9442, "X2": 0.88734, "Y2": 0.944, "X3": 0.88734, "Y3": 0.9518, "X4": 0.85814, "Y4": 0.9508, "page": 0, "Index": 159}, {"Word": "+", "Confidence": 0.155, "X1": 0.82893, "Y1": 0.9532, "X2": 0.83588, "Y2": 0.953, "X3": 0.83449, "Y3": 0.9618, "X4": 0.82893, "Y4": 0.9618, "page": 0, "Index": 160}, {"Word": "VAT", "Confidence": 0.965, "X1": 0.83727, "Y1": 0.9542, "X2": 0.86231, "Y2": 0.954, "X3": 0.86092, "Y3": 0.9618, "X4": 0.83727, "Y4": 0.9618, "page": 0, "Index": 161}, {"Word": "-", "Confidence": 0.847, "X1": 0.86787, "Y1": 0.9542, "X2": 0.87483, "Y2": 0.954, "X3": 0.87344, "Y3": 0.9618, "X4": 0.86787, "Y4": 0.9618, "page": 0, "Index": 162}, {"Word": "DED.", "Confidence": 0.924, "X1": 0.87761, "Y1": 0.9542, "X2": 0.90682, "Y2": 0.954, "X3": 0.90682, "Y3": 0.9618, "X4": 0.87761, "Y4": 0.9618, "page": 0, "Index": 163}, {"Word": "If", "Confidence": 0.581, "X1": 0.19054, "Y1": 0.9722, "X2": 0.20306, "Y2": 0.972, "X3": 0.20306, "Y3": 0.9868, "X4": 0.19054, "Y4": 0.9868, "page": 0, "Index": 164}, {"Word": "Cash", "Confidence": 0.764, "X1": 0.20723, "Y1": 0.9712, "X2": 0.24339, "Y2": 0.971, "X3": 0.24339, "Y3": 0.9868, "X4": 0.20723, "Y4": 0.9868, "page": 0, "Index": 165}, {"Word": "Due", "Confidence": 0.997, "X1": 0.24757, "Y1": 0.9712, "X2": 0.27677, "Y2": 0.971, "X3": 0.27538, "Y3": 0.9868, "X4": 0.24757, "Y4": 0.9868, "page": 0, "Index": 166}, {"Word": "tear", "Confidence": 0.861, "X1": 0.28095, "Y1": 0.9712, "X2": 0.30876, "Y2": 0.971, "X3": 0.30876, "Y3": 0.9868, "X4": 0.27955, "Y4": 0.9868, "page": 0, "Index": 167}, {"Word": "off", "Confidence": 0.942, "X1": 0.31293, "Y1": 0.9722, "X2": 0.33519, "Y2": 0.972, "X3": 0.3338, "Y3": 0.9868, "X4": 0.31293, "Y4": 0.9868, "page": 0, "Index": 168}, {"Word": "this", "Confidence": 0.968, "X1": 0.33936, "Y1": 0.9722, "X2": 0.36579, "Y2": 0.972, "X3": 0.36579, "Y3": 0.9858, "X4": 0.33797, "Y4": 0.9868, "page": 0, "Index": 169}, {"Word": "Slip", "Confidence": 0.784, "X1": 0.36996, "Y1": 0.9722, "X2": 0.39917, "Y2": 0.972, "X3": 0.39777, "Y3": 0.9858, "X4": 0.36996, "Y4": 0.9858, "page": 0, "Index": 170}, {"Word": "and", "Confidence": 0.994, "X1": 0.40195, "Y1": 0.9722, "X2": 0.42837, "Y2": 0.972, "X3": 0.42837, "Y3": 0.9858, "X4": 0.40195, "Y4": 0.9858, "page": 0, "Index": 171}, {"Word": "Retain.", "Confidence": 0.86, "X1": 0.43255, "Y1": 0.9722, "X2": 0.48401, "Y2": 0.972, "X3": 0.48401, "Y3": 0.9858, "X4": 0.43255, "Y4": 0.9858, "page": 0, "Index": 172}, {"Word": ".", "Confidence": 0.84, "X1": 0.60362, "Y1": 0.9862, "X2": 0.60918, "Y2": 0.986, "X3": 0.60918, "Y3": 0.9928, "X4": 0.60362, "Y4": 0.9928, "page": 0, "Index": 173}, {"Word": "...", "Confidence": 0.734, "X1": 0.62587, "Y1": 0.9892, "X2": 0.64812, "Y2": 0.989, "X3": 0.64812, "Y3": 0.9938, "X4": 0.62726, "Y4": 0.9928, "page": 0, "Index": 174}, {"Word": "-", "Confidence": 0.906, "X1": 0.69124, "Y1": 0.9872, "X2": 0.6968, "Y2": 0.987, "X3": 0.6968, "Y3": 0.9938, "X4": 0.69124, "Y4": 0.9938, "page": 0, "Index": 175}, {"Word": ".", "Confidence": 0.857, "X1": 0.8025, "Y1": 0.9872, "X2": 0.80946, "Y2": 0.987, "X3": 0.80946, "Y3": 0.9948, "X4": 0.8025, "Y4": 0.9948, "page": 0, "Index": 176}, {"Word": "10976667", "Confidence": 0.994, "X1": 0.9694, "Y1": 0.9952, "X2": 0.97357, "Y2": 0.995, "X3": 0.94298, "Y3": 0.9948, "X4": 0.94298, "Y4": 0.8928, "page": 0, "Index": 177}]}
|
"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"
|
ffbl0141
| 0 |
{"lines_data": [{"Word": "ITEMS TO BE SUBMITTED AND COMPLETED IN 1987", "Confidence": 0.78225, "X1": 0.091, "Y1": 0.08687, "X2": 0.34, "Y2": 0.08667, "X3": 0.34, "Y3": 0.1038, "X4": 0.091, "Y4": 0.10113, "page": 0}, {"Word": "1980 CAPITAL BUDGET", "Confidence": 0.802, "X1": 0.487, "Y1": 0.10553, "X2": 0.595, "Y2": 0.10533, "X3": 0.595, "Y3": 0.11847, "X4": 0.487, "Y4": 0.11847, "page": 0}, {"Word": "TECHNICAL CENTER", "Confidence": 0.994, "X1": 0.493, "Y1": 0.12153, "X2": 0.584, "Y2": 0.12133, "X3": 0.584, "Y3": 0.13447, "X4": 0.493, "Y4": 0.13447, "page": 0}, {"Word": "07/147", "Confidence": 0.647, "X1": 0.957, "Y1": 0.1242, "X2": 0.998, "Y2": 0.124, "X3": 0.999, "Y3": 0.13713, "X4": 0.957, "Y4": 0.13847, "page": 0}, {"Word": "PROJECT", "Confidence": 0.993, "X1": 0.09, "Y1": 0.19487, "X2": 0.132, "Y2": 0.19467, "X3": 0.132, "Y3": 0.20647, "X4": 0.091, "Y4": 0.2078, "page": 0}, {"Word": "EXPECTED", "Confidence": 0.995, "X1": 0.372, "Y1": 0.19887, "X2": 0.417, "Y2": 0.19867, "X3": 0.417, "Y3": 0.2118, "X4": 0.371, "Y4": 0.21047, "page": 0}, {"Word": "SPENDING SCHEDULE", "Confidence": 0.8405, "X1": 0.61, "Y1": 0.19887, "X2": 0.71, "Y2": 0.19867, "X3": 0.71, "Y3": 0.2118, "X4": 0.61, "Y4": 0.21313, "page": 0}, {"Word": "CODE", "Confidence": 0.834, "X1": 0.09, "Y1": 0.21087, "X2": 0.115, "Y2": 0.21067, "X3": 0.115, "Y3": 0.22247, "X4": 0.09, "Y4": 0.22247, "page": 0}, {"Word": "PROJECT DESCRIPTION", "Confidence": 0.829, "X1": 0.141, "Y1": 0.20953, "X2": 0.252, "Y2": 0.20933, "X3": 0.252, "Y3": 0.2238, "X4": 0.141, "Y4": 0.22247, "page": 0}, {"Word": "APPROVAL", "Confidence": 0.993, "X1": 0.371, "Y1": 0.21487, "X2": 0.417, "Y2": 0.21467, "X3": 0.417, "Y3": 0.22647, "X4": 0.371, "Y4": 0.22513, "page": 0}, {"Word": ":967 BUDGE", "Confidence": 0.6845, "X1": 0.936, "Y1": 0.21753, "X2": 0.996, "Y2": 0.21733, "X3": 0.996, "Y3": 0.23047, "X4": 0.936, "Y4": 0.23047, "page": 0}, {"Word": "DATE", "Confidence": 0.857, "X1": 0.382, "Y1": 0.2442, "X2": 0.406, "Y2": 0.244, "X3": 0.406, "Y3": 0.25713, "X4": 0.382, "Y4": 0.2558, "page": 0}, {"Word": "TOTAL", "Confidence": 0.06, "X1": 0.433, "Y1": 0.24287, "X2": 0.462, "Y2": 0.24267, "X3": 0.462, "Y3": 0.25713, "X4": 0.433, "Y4": 0.2558, "page": 0}, {"Word": "PRIOR", "Confidence": 0.909, "X1": 0.496, "Y1": 0.24287, "X2": 0.527, "Y2": 0.24267, "X3": 0.527, "Y3": 0.25713, "X4": 0.495, "Y4": 0.2558, "page": 0}, {"Word": "1988", "Confidence": 0.941, "X1": 0.566, "Y1": 0.2442, "X2": 0.587, "Y2": 0.244, "X3": 0.586, "Y3": 0.25713, "X4": 0.566, "Y4": 0.25713, "page": 0}, {"Word": "1989", "Confidence": 0.558, "X1": 0.627, "Y1": 0.2442, "X2": 0.649, "Y2": 0.244, "X3": 0.649, "Y3": 0.25713, "X4": 0.627, "Y4": 0.25713, "page": 0}, {"Word": "1990", "Confidence": 0.231, "X1": 0.693, "Y1": 0.2442, "X2": 0.713, "Y2": 0.244, "X3": 0.713, "Y3": 0.2558, "X4": 0.693, "Y4": 0.2558, "page": 0}, {"Word": "1992 AREA PURPOSE OR PROPOSAL", "Confidence": 0.8508, "X1": 0.815, "Y1": 0.24687, "X2": 0.999, "Y2": 0.24667, "X3": 0.998, "Y3": 0.26247, "X4": 0.815, "Y4": 0.26113, "page": 0}, {"Word": "SMOKE LAB 5890GC", "Confidence": 0.81433, "X1": 0.141, "Y1": 0.28553, "X2": 0.234, "Y2": 0.28533, "X3": 0.234, "Y3": 0.29847, "X4": 0.141, "Y4": 0.29847, "page": 0}, {"Word": "87/09", "Confidence": 0.935, "X1": 0.381, "Y1": 0.28953, "X2": 0.411, "Y2": 0.28933, "X3": 0.41, "Y3": 0.30247, "X4": 0.381, "Y4": 0.30113, "page": 0}, {"Word": "TCRT", "Confidence": 0.821, "X1": 0.855, "Y1": 0.2922, "X2": 0.879, "Y2": 0.292, "X3": 0.879, "Y3": 0.30513, "X4": 0.855, "Y4": 0.30647, "page": 0}, {"Word": "EDE&1", "Confidence": 0.196, "X1": 0.935, "Y1": 0.29353, "X2": 0.964, "Y2": 0.29333, "X3": 0.964, "Y3": 0.30647, "X4": 0.934, "Y4": 0.30513, "page": 0}, {"Word": "FOUR CHANNEL AA !11 SYSTEM .", "Confidence": 0.81867, "X1": 0.141, "Y1": 0.30287, "X2": 0.305, "Y2": 0.30267, "X3": 0.305, "Y3": 0.3158, "X4": 0.141, "Y4": 0.31447, "page": 0}, {"Word": "87/10", "Confidence": 0.992, "X1": 0.381, "Y1": 0.3042, "X2": 0.411, "Y2": 0.304, "X3": 0.41, "Y3": 0.31713, "X4": 0.381, "Y4": 0.3158, "page": 0}, {"Word": "50", "Confidence": 0.967, "X1": 0.458, "Y1": 0.3042, "X2": 0.469, "Y2": 0.304, "X3": 0.467, "Y3": 0.3158, "X4": 0.458, "Y4": 0.3158, "page": 0}, {"Word": "50", "Confidence": 0.637, "X1": 0.521, "Y1": 0.30553, "X2": 0.531, "Y2": 0.30533, "X3": 0.53, "Y3": 0.31847, "X4": 0.52, "Y4": 0.31713, "page": 0}, {"Word": "FCRT", "Confidence": 0.323, "X1": 0.857, "Y1": 0.30687, "X2": 0.881, "Y2": 0.30667, "X3": 0.88, "Y3": 0.3198, "X4": 0.857, "Y4": 0.3198, "page": 0}, {"Word": "-", "Confidence": 0.683, "X1": 0.912, "Y1": 0.32153, "X2": 0.912, "Y2": 0.32133, "X3": 0.909, "Y3": 0.32113, "X4": 0.909, "Y4": 0.30513, "page": 0}, {"Word": "SPECIAL SMOKE MACHINE", "Confidence": 0.86167, "X1": 0.141, "Y1": 0.31753, "X2": 0.262, "Y2": 0.31733, "X3": 0.262, "Y3": 0.33047, "X4": 0.141, "Y4": 0.32913, "page": 0}, {"Word": "87/08", "Confidence": 0.44, "X1": 0.381, "Y1": 0.3202, "X2": 0.41, "Y2": 0.32, "X3": 0.41, "Y3": 0.3318, "X4": 0.381, "Y4": 0.32913, "page": 0}, {"Word": "54", "Confidence": 0.993, "X1": 0.52, "Y1": 0.3202, "X2": 0.531, "Y2": 0.32, "X3": 0.531, "Y3": 0.33447, "X4": 0.52, "Y4": 0.33313, "page": 0}, {"Word": "TCRT", "Confidence": 0.927, "X1": 0.856, "Y1": 0.32287, "X2": 0.879, "Y2": 0.32267, "X3": 0.879, "Y3": 0.3358, "X4": 0.856, "Y4": 0.3358, "page": 0}, {"Word": "1", "Confidence": 0.994, "X1": 0.907, "Y1": 0.32553, "X2": 0.916, "Y2": 0.32533, "X3": 0.916, "Y3": 0.3358, "X4": 0.907, "Y4": 0.3358, "page": 0}, {"Word": "RDF68", "Confidence": 0.626, "X1": 0.936, "Y1": 0.3242, "X2": 0.964, "Y2": 0.324, "X3": 0.964, "Y3": 0.33713, "X4": 0.936, "Y4": 0.3358, "page": 0}, {"Word": "TOTAL N2 ANALYZER", "Confidence": 0.82767, "X1": 0.141, "Y1": 0.3322, "X2": 0.239, "Y2": 0.332, "X3": 0.239, "Y3": 0.34513, "X4": 0.141, "Y4": 0.3438, "page": 0}, {"Word": "37/10", "Confidence": 0.621, "X1": 0.381, "Y1": 0.3362, "X2": 0.41, "Y2": 0.336, "X3": 0.41, "Y3": 0.34913, "X4": 0.381, "Y4": 0.3478, "page": 0}, {"Word": "25", "Confidence": 0.994, "X1": 0.455, "Y1": 0.33487, "X2": 0.467, "Y2": 0.33467, "X3": 0.468, "Y3": 0.35047, "X4": 0.455, "Y4": 0.35047, "page": 0}, {"Word": "25", "Confidence": 0.996, "X1": 0.52, "Y1": 0.3362, "X2": 0.532, "Y2": 0.336, "X3": 0.531, "Y3": 0.34913, "X4": 0.519, "Y4": 0.3478, "page": 0}, {"Word": "TCAT", "Confidence": 0.668, "X1": 0.856, "Y1": 0.33887, "X2": 0.879, "Y2": 0.33867, "X3": 0.879, "Y3": 0.35047, "X4": 0.856, "Y4": 0.35047, "page": 0}, {"Word": "RDE97", "Confidence": 0.931, "X1": 0.936, "Y1": 0.33887, "X2": 0.965, "Y2": 0.33867, "X3": 0.965, "Y3": 0.35047, "X4": 0.936, "Y4": 0.35047, "page": 0}, {"Word": "VAPOR PHAGE RC", "Confidence": 0.66967, "X1": 0.141, "Y1": 0.34687, "X2": 0.222, "Y2": 0.34667, "X3": 0.222, "Y3": 0.3598, "X4": 0.141, "Y4": 0.35847, "page": 0}, {"Word": "87/05", "Confidence": 0.564, "X1": 0.381, "Y1": 0.35087, "X2": 0.41, "Y2": 0.35067, "X3": 0.41, "Y3": 0.36247, "X4": 0.381, "Y4": 0.36247, "page": 0}, {"Word": "30", "Confidence": 0.945, "X1": 0.455, "Y1": 0.35087, "X2": 0.468, "Y2": 0.35067, "X3": 0.467, "Y3": 0.3638, "X4": 0.455, "Y4": 0.3638, "page": 0}, {"Word": "30", "Confidence": 0.788, "X1": 0.518, "Y1": 0.3522, "X2": 0.531, "Y2": 0.352, "X3": 0.53, "Y3": 0.36513, "X4": 0.517, "Y4": 0.3638, "page": 0}, {"Word": "TCRT", "Confidence": 0.801, "X1": 0.857, "Y1": 0.35353, "X2": 0.879, "Y2": 0.35333, "X3": 0.879, "Y3": 0.36647, "X4": 0.857, "Y4": 0.36647, "page": 0}, {"Word": "RDE92", "Confidence": 0.678, "X1": 0.936, "Y1": 0.35487, "X2": 0.965, "Y2": 0.35467, "X3": 0.965, "Y3": 0.3678, "X4": 0.935, "Y4": 0.36513, "page": 0}, {"Word": "SPECIAL SMOKE LAB IC", "Confidence": 0.84175, "X1": 0.14, "Y1": 0.36287, "X2": 0.256, "Y2": 0.36267, "X3": 0.256, "Y3": 0.37447, "X4": 0.14, "Y4": 0.37447, "page": 0}, {"Word": "97/07", "Confidence": 0.991, "X1": 0.382, "Y1": 0.36553, "X2": 0.41, "Y2": 0.36533, "X3": 0.41, "Y3": 0.37713, "X4": 0.382, "Y4": 0.37847, "page": 0}, {"Word": "24", "Confidence": 0.955, "X1": 0.454, "Y1": 0.3642, "X2": 0.467, "Y2": 0.364, "X3": 0.467, "Y3": 0.3798, "X4": 0.454, "Y4": 0.3798, "page": 0}, {"Word": "24", "Confidence": 0.997, "X1": 0.518, "Y1": 0.36553, "X2": 0.531, "Y2": 0.36533, "X3": 0.53, "Y3": 0.3798, "X4": 0.517, "Y4": 0.37847, "page": 0}, {"Word": "TERT", "Confidence": 0.6, "X1": 0.857, "Y1": 0.36953, "X2": 0.88, "Y2": 0.36933, "X3": 0.88, "Y3": 0.38113, "X4": 0.856, "Y4": 0.3798, "page": 0}, {"Word": "DUPLICATION OF FIELD STORAGE.", "Confidence": 0.8135, "X1": 0.141, "Y1": 0.37753, "X2": 0.304, "Y2": 0.37733, "X3": 0.304, "Y3": 0.3918, "X4": 0.141, "Y4": 0.39047, "page": 0}, {"Word": "87/10", "Confidence": 0.809, "X1": 0.378, "Y1": 0.3802, "X2": 0.41, "Y2": 0.38, "X3": 0.41, "Y3": 0.39313, "X4": 0.378, "Y4": 0.39447, "page": 0}, {"Word": "55", "Confidence": 0.67, "X1": 0.52, "Y1": 0.38153, "X2": 0.532, "Y2": 0.38133, "X3": 0.531, "Y3": 0.39313, "X4": 0.519, "Y4": 0.39313, "page": 0}, {"Word": "0", "Confidence": 0.616, "X1": 0.839, "Y1": 0.38553, "X2": 0.846, "Y2": 0.38533, "X3": 0.846, "Y3": 0.39447, "X4": 0.84, "Y4": 0.39447, "page": 0}, {"Word": "TORT", "Confidence": 0.382, "X1": 0.856, "Y1": 0.3842, "X2": 0.878, "Y2": 0.384, "X3": 0.878, "Y3": 0.3958, "X4": 0.855, "Y4": 0.3958, "page": 0}, {"Word": "5890 GC/AT FOR FLAVORS .", "Confidence": 0.8498, "X1": 0.14, "Y1": 0.39353, "X2": 0.28, "Y2": 0.39333, "X3": 0.28, "Y3": 0.40647, "X4": 0.14, "Y4": 0.40513, "page": 0}, {"Word": "87/10", "Confidence": 0.991, "X1": 0.379, "Y1": 0.39487, "X2": 0.41, "Y2": 0.39467, "X3": 0.411, "Y3": 0.4078, "X4": 0.379, "Y4": 0.40913, "page": 0}, {"Word": "35", "Confidence": 0.994, "X1": 0.455, "Y1": 0.39487, "X2": 0.467, "Y2": 0.39467, "X3": 0.467, "Y3": 0.41047, "X4": 0.455, "Y4": 0.41047, "page": 0}, {"Word": "SS", "Confidence": 0.461, "X1": 0.517, "Y1": 0.39487, "X2": 0.531, "Y2": 0.39467, "X3": 0.531, "Y3": 0.40913, "X4": 0.517, "Y4": 0.41047, "page": 0}, {"Word": "5", "Confidence": 0.849, "X1": 0.839, "Y1": 0.40153, "X2": 0.846, "Y2": 0.40133, "X3": 0.845, "Y3": 0.41047, "X4": 0.84, "Y4": 0.41047, "page": 0}, {"Word": "TERT", "Confidence": 0.877, "X1": 0.856, "Y1": 0.4002, "X2": 0.878, "Y2": 0.4, "X3": 0.878, "Y3": 0.4118, "X4": 0.855, "Y4": 0.41047, "page": 0}, {"Word": "SAS DISTRIBUTION SYSTEM", "Confidence": 0.76267, "X1": 0.141, "Y1": 0.40953, "X2": 0.274, "Y2": 0.40933, "X3": 0.274, "Y3": 0.42247, "X4": 0.141, "Y4": 0.4198, "page": 0}, {"Word": "87/10", "Confidence": 0.655, "X1": 0.381, "Y1": 0.4122, "X2": 0.409, "Y2": 0.412, "X3": 0.409, "Y3": 0.4238, "X4": 0.381, "Y4": 0.42247, "page": 0}, {"Word": "28", "Confidence": 0.713, "X1": 0.454, "Y1": 0.41087, "X2": 0.467, "Y2": 0.41067, "X3": 0.467, "Y3": 0.42647, "X4": 0.454, "Y4": 0.42647, "page": 0}, {"Word": "26", "Confidence": 0.801, "X1": 0.517, "Y1": 0.41087, "X2": 0.53, "Y2": 0.41067, "X3": 0.53, "Y3": 0.4238, "X4": 0.517, "Y4": 0.4238, "page": 0}, {"Word": "TCR1", "Confidence": 0.65, "X1": 0.856, "Y1": 0.41487, "X2": 0.878, "Y2": 0.41467, "X3": 0.878, "Y3": 0.42647, "X4": 0.856, "Y4": 0.42647, "page": 0}, {"Word": "PRELO", "Confidence": 0.435, "X1": 0.937, "Y1": 0.41487, "X2": 0.965, "Y2": 0.41467, "X3": 0.965, "Y3": 0.42647, "X4": 0.937, "Y4": 0.42513, "page": 0}, {"Word": "BUTT MARKING UPGRADE", "Confidence": 0.856, "X1": 0.139, "Y1": 0.42287, "X2": 0.256, "Y2": 0.42267, "X3": 0.256, "Y3": 0.43713, "X4": 0.139, "Y4": 0.4358, "page": 0}, {"Word": "87/10", "Confidence": 0.619, "X1": 0.382, "Y1": 0.42687, "X2": 0.408, "Y2": 0.42667, "X3": 0.408, "Y3": 0.43847, "X4": 0.381, "Y4": 0.43847, "page": 0}, {"Word": "50", "Confidence": 0.88, "X1": 0.518, "Y1": 0.42687, "X2": 0.531, "Y2": 0.42667, "X3": 0.53, "Y3": 0.44113, "X4": 0.517, "Y4": 0.4398, "page": 0}, {"Word": "TORT", "Confidence": 0.266, "X1": 0.856, "Y1": 0.42953, "X2": 0.878, "Y2": 0.42933, "X3": 0.878, "Y3": 0.44113, "X4": 0.856, "Y4": 0.44113, "page": 0}, {"Word": "-", "Confidence": 0.644, "X1": 0.913, "Y1": 0.44287, "X2": 0.912, "Y2": 0.44267, "X3": 0.908, "Y3": 0.44247, "X4": 0.908, "Y4": 0.42113, "page": 0}, {"Word": "RDE70", "Confidence": 0.955, "X1": 0.937, "Y1": 0.42953, "X2": 0.965, "Y2": 0.42933, "X3": 0.964, "Y3": 0.44113, "X4": 0.937, "Y4": 0.44113, "page": 0}, {"Word": "REPLACE DETECTORS/DATA SYSTEMS ON 2 LO'S", "Confidence": 0.76433, "X1": 0.139, "Y1": 0.4402, "X2": 0.374, "Y2": 0.44, "X3": 0.373, "Y3": 0.45447, "X4": 0.139, "Y4": 0.4518, "page": 0}, {"Word": "87/09", "Confidence": 0.8, "X1": 0.377, "Y1": 0.44153, "X2": 0.409, "Y2": 0.44133, "X3": 0.409, "Y3": 0.45447, "X4": 0.377, "Y4": 0.4558, "page": 0}, {"Word": "65", "Confidence": 0.963, "X1": 0.458, "Y1": 0.44287, "X2": 0.469, "Y2": 0.44267, "X3": 0.467, "Y3": 0.4558, "X4": 0.456, "Y4": 0.45313, "page": 0}, {"Word": "65", "Confidence": 0.989, "X1": 0.518, "Y1": 0.4442, "X2": 0.53, "Y2": 0.444, "X3": 0.529, "Y3": 0.4558, "X4": 0.517, "Y4": 0.45447, "page": 0}, {"Word": "TCRA", "Confidence": 0.964, "X1": 0.856, "Y1": 0.44553, "X2": 0.879, "Y2": 0.44533, "X3": 0.879, "Y3": 0.4558, "X4": 0.856, "Y4": 0.4558, "page": 0}, {"Word": "LC-MS IMPROVEMENTS", "Confidence": 0.8125, "X1": 0.139, "Y1": 0.45353, "X2": 0.243, "Y2": 0.45333, "X3": 0.243, "Y3": 0.4678, "X4": 0.139, "Y4": 0.4678, "page": 0}, {"Word": "87/09", "Confidence": 0.648, "X1": 0.38, "Y1": 0.45887, "X2": 0.409, "Y2": 0.45867, "X3": 0.409, "Y3": 0.47047, "X4": 0.38, "Y4": 0.47047, "page": 0}, {"Word": "60", "Confidence": 0.971, "X1": 0.454, "Y1": 0.45887, "X2": 0.467, "Y2": 0.45867, "X3": 0.465, "Y3": 0.46913, "X4": 0.453, "Y4": 0.46913, "page": 0}, {"Word": "60", "Confidence": 0.801, "X1": 0.518, "Y1": 0.45753, "X2": 0.53, "Y2": 0.45733, "X3": 0.529, "Y3": 0.47047, "X4": 0.517, "Y4": 0.47047, "page": 0}, {"Word": "ICRA", "Confidence": 0.669, "X1": 0.857, "Y1": 0.4602, "X2": 0.878, "Y2": 0.46, "X3": 0.878, "Y3": 0.47047, "X4": 0.857, "Y4": 0.47047, "page": 0}, {"Word": "506", "Confidence": 0.805, "X1": 0.448, "Y1": 0.47487, "X2": 0.467, "Y2": 0.47467, "X3": 0.466, "Y3": 0.48513, "X4": 0.448, "Y4": 0.48513, "page": 0}, {"Word": "506", "Confidence": 0.726, "X1": 0.511, "Y1": 0.47353, "X2": 0.529, "Y2": 0.47333, "X3": 0.529, "Y3": 0.48513, "X4": 0.511, "Y4": 0.48513, "page": 0}, {"Word": "620678423", "Confidence": 0.991, "X1": 0.074, "Y1": 0.80687, "X2": 0.075, "Y2": 0.80667, "X3": 0.057, "Y3": 0.80647, "X4": 0.056, "Y4": 0.6798, "page": 0}], "words_data": [{"Word": "ITEMS", "Confidence": 0.76, "X1": 0.092, "Y1": 0.08553, "X2": 0.122, "Y2": 0.08533, "X3": 0.122, "Y3": 0.10247, "X4": 0.092, "Y4": 0.10247, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.997, "X1": 0.126, "Y1": 0.08553, "X2": 0.139, "Y2": 0.08533, "X3": 0.138, "Y3": 0.10247, "X4": 0.125, "Y4": 0.10247, "page": 0, "Index": 1}, {"Word": "BE", "Confidence": 0.181, "X1": 0.142, "Y1": 0.08553, "X2": 0.156, "Y2": 0.08533, "X3": 0.156, "Y3": 0.10247, "X4": 0.142, "Y4": 0.10247, "page": 0, "Index": 2}, {"Word": "SUBMITTED", "Confidence": 0.635, "X1": 0.16, "Y1": 0.08553, "X2": 0.214, "Y2": 0.08533, "X3": 0.213, "Y3": 0.10247, "X4": 0.159, "Y4": 0.10247, "page": 0, "Index": 3}, {"Word": "AND", "Confidence": 0.997, "X1": 0.217, "Y1": 0.08553, "X2": 0.237, "Y2": 0.08533, "X3": 0.236, "Y3": 0.10247, "X4": 0.217, "Y4": 0.10247, "page": 0, "Index": 4}, {"Word": "COMPLETED", "Confidence": 0.882, "X1": 0.24, "Y1": 0.08687, "X2": 0.293, "Y2": 0.08667, "X3": 0.292, "Y3": 0.1038, "X4": 0.239, "Y4": 0.10247, "page": 0, "Index": 5}, {"Word": "IN", "Confidence": 0.998, "X1": 0.297, "Y1": 0.08687, "X2": 0.31, "Y2": 0.08667, "X3": 0.309, "Y3": 0.1038, "X4": 0.296, "Y4": 0.1038, "page": 0, "Index": 6}, {"Word": "1987", "Confidence": 0.808, "X1": 0.315, "Y1": 0.0882, "X2": 0.339, "Y2": 0.088, "X3": 0.338, "Y3": 0.10513, "X4": 0.314, "Y4": 0.1038, "page": 0, "Index": 7}, {"Word": "1980", "Confidence": 0.784, "X1": 0.488, "Y1": 0.10687, "X2": 0.508, "Y2": 0.10667, "X3": 0.509, "Y3": 0.11847, "X4": 0.488, "Y4": 0.11847, "page": 0, "Index": 8}, {"Word": "CAPITAL", "Confidence": 0.994, "X1": 0.514, "Y1": 0.10687, "X2": 0.554, "Y2": 0.10667, "X3": 0.554, "Y3": 0.11847, "X4": 0.514, "Y4": 0.11847, "page": 0, "Index": 9}, {"Word": "BUDGET", "Confidence": 0.628, "X1": 0.56, "Y1": 0.10687, "X2": 0.594, "Y2": 0.10667, "X3": 0.594, "Y3": 0.11847, "X4": 0.56, "Y4": 0.11847, "page": 0, "Index": 10}, {"Word": "TECHNICAL", "Confidence": 0.991, "X1": 0.493, "Y1": 0.12153, "X2": 0.543, "Y2": 0.12133, "X3": 0.543, "Y3": 0.13447, "X4": 0.493, "Y4": 0.1358, "page": 0, "Index": 11}, {"Word": "CENTER", "Confidence": 0.997, "X1": 0.548, "Y1": 0.12153, "X2": 0.582, "Y2": 0.12133, "X3": 0.582, "Y3": 0.13447, "X4": 0.548, "Y4": 0.13447, "page": 0, "Index": 12}, {"Word": "07/147", "Confidence": 0.647, "X1": 0.958, "Y1": 0.1242, "X2": 0.995, "Y2": 0.124, "X3": 0.995, "Y3": 0.13847, "X4": 0.958, "Y4": 0.1398, "page": 0, "Index": 13}, {"Word": "PROJECT", "Confidence": 0.993, "X1": 0.091, "Y1": 0.19487, "X2": 0.131, "Y2": 0.19467, "X3": 0.131, "Y3": 0.2078, "X4": 0.091, "Y4": 0.2078, "page": 0, "Index": 14}, {"Word": "EXPECTED", "Confidence": 0.995, "X1": 0.372, "Y1": 0.2002, "X2": 0.417, "Y2": 0.2, "X3": 0.417, "Y3": 0.2118, "X4": 0.372, "Y4": 0.21047, "page": 0, "Index": 15}, {"Word": "SPENDING", "Confidence": 0.885, "X1": 0.61, "Y1": 0.19887, "X2": 0.655, "Y2": 0.19867, "X3": 0.655, "Y3": 0.21313, "X4": 0.611, "Y4": 0.21447, "page": 0, "Index": 16}, {"Word": "SCHEDULE", "Confidence": 0.796, "X1": 0.661, "Y1": 0.2002, "X2": 0.707, "Y2": 0.2, "X3": 0.707, "Y3": 0.2118, "X4": 0.661, "Y4": 0.2118, "page": 0, "Index": 17}, {"Word": "CODE", "Confidence": 0.834, "X1": 0.09, "Y1": 0.21087, "X2": 0.113, "Y2": 0.21067, "X3": 0.113, "Y3": 0.22247, "X4": 0.09, "Y4": 0.22247, "page": 0, "Index": 18}, {"Word": "PROJECT", "Confidence": 0.97, "X1": 0.142, "Y1": 0.20953, "X2": 0.182, "Y2": 0.20933, "X3": 0.181, "Y3": 0.2238, "X4": 0.142, "Y4": 0.2238, "page": 0, "Index": 19}, {"Word": "DESCRIPTION", "Confidence": 0.688, "X1": 0.187, "Y1": 0.21087, "X2": 0.251, "Y2": 0.21067, "X3": 0.25, "Y3": 0.22513, "X4": 0.187, "Y4": 0.2238, "page": 0, "Index": 20}, {"Word": "APPROVAL", "Confidence": 0.993, "X1": 0.372, "Y1": 0.21487, "X2": 0.416, "Y2": 0.21467, "X3": 0.415, "Y3": 0.2278, "X4": 0.372, "Y4": 0.22647, "page": 0, "Index": 21}, {"Word": ":967", "Confidence": 0.924, "X1": 0.937, "Y1": 0.21887, "X2": 0.958, "Y2": 0.21867, "X3": 0.958, "Y3": 0.2318, "X4": 0.937, "Y4": 0.23047, "page": 0, "Index": 22}, {"Word": "BUDGE", "Confidence": 0.445, "X1": 0.963, "Y1": 0.21753, "X2": 0.993, "Y2": 0.21733, "X3": 0.993, "Y3": 0.23047, "X4": 0.963, "Y4": 0.2318, "page": 0, "Index": 23}, {"Word": "DATE", "Confidence": 0.857, "X1": 0.383, "Y1": 0.2442, "X2": 0.405, "Y2": 0.244, "X3": 0.405, "Y3": 0.25713, "X4": 0.382, "Y4": 0.2558, "page": 0, "Index": 24}, {"Word": "TOTAL", "Confidence": 0.06, "X1": 0.434, "Y1": 0.24287, "X2": 0.462, "Y2": 0.24267, "X3": 0.461, "Y3": 0.25713, "X4": 0.433, "Y4": 0.2558, "page": 0, "Index": 25}, {"Word": "PRIOR", "Confidence": 0.909, "X1": 0.496, "Y1": 0.24287, "X2": 0.526, "Y2": 0.24267, "X3": 0.526, "Y3": 0.25713, "X4": 0.496, "Y4": 0.2558, "page": 0, "Index": 26}, {"Word": "1988", "Confidence": 0.941, "X1": 0.566, "Y1": 0.2442, "X2": 0.586, "Y2": 0.244, "X3": 0.587, "Y3": 0.25713, "X4": 0.566, "Y4": 0.25713, "page": 0, "Index": 27}, {"Word": "1989", "Confidence": 0.558, "X1": 0.628, "Y1": 0.2442, "X2": 0.649, "Y2": 0.244, "X3": 0.649, "Y3": 0.25713, "X4": 0.628, "Y4": 0.25713, "page": 0, "Index": 28}, {"Word": "1990", "Confidence": 0.231, "X1": 0.693, "Y1": 0.2442, "X2": 0.712, "Y2": 0.244, "X3": 0.712, "Y3": 0.2558, "X4": 0.693, "Y4": 0.2558, "page": 0, "Index": 29}, {"Word": "1992", "Confidence": 0.981, "X1": 0.816, "Y1": 0.24687, "X2": 0.84, "Y2": 0.24667, "X3": 0.84, "Y3": 0.26113, "X4": 0.816, "Y4": 0.26113, "page": 0, "Index": 30}, {"Word": "AREA", "Confidence": 0.741, "X1": 0.856, "Y1": 0.24687, "X2": 0.88, "Y2": 0.24667, "X3": 0.88, "Y3": 0.26113, "X4": 0.855, "Y4": 0.26113, "page": 0, "Index": 31}, {"Word": "PURPOSE", "Confidence": 0.99, "X1": 0.889, "Y1": 0.2482, "X2": 0.931, "Y2": 0.248, "X3": 0.931, "Y3": 0.26113, "X4": 0.889, "Y4": 0.26113, "page": 0, "Index": 32}, {"Word": "OR", "Confidence": 0.904, "X1": 0.935, "Y1": 0.2482, "X2": 0.948, "Y2": 0.248, "X3": 0.948, "Y3": 0.26113, "X4": 0.935, "Y4": 0.26113, "page": 0, "Index": 33}, {"Word": "PROPOSAL", "Confidence": 0.638, "X1": 0.952, "Y1": 0.2482, "X2": 0.999, "Y2": 0.248, "X3": 0.999, "Y3": 0.26247, "X4": 0.952, "Y4": 0.26113, "page": 0, "Index": 34}, {"Word": "SMOKE", "Confidence": 0.886, "X1": 0.141, "Y1": 0.28687, "X2": 0.169, "Y2": 0.28667, "X3": 0.169, "Y3": 0.2998, "X4": 0.141, "Y4": 0.29847, "page": 0, "Index": 35}, {"Word": "LAB", "Confidence": 0.93, "X1": 0.174, "Y1": 0.28687, "X2": 0.192, "Y2": 0.28667, "X3": 0.192, "Y3": 0.2998, "X4": 0.174, "Y4": 0.2998, "page": 0, "Index": 36}, {"Word": "5890GC", "Confidence": 0.627, "X1": 0.197, "Y1": 0.28687, "X2": 0.233, "Y2": 0.28667, "X3": 0.232, "Y3": 0.2998, "X4": 0.197, "Y4": 0.2998, "page": 0, "Index": 37}, {"Word": "87/09", "Confidence": 0.935, "X1": 0.382, "Y1": 0.29087, "X2": 0.41, "Y2": 0.29067, "X3": 0.409, "Y3": 0.30247, "X4": 0.381, "Y4": 0.30247, "page": 0, "Index": 38}, {"Word": "TCRT", "Confidence": 0.821, "X1": 0.856, "Y1": 0.2922, "X2": 0.879, "Y2": 0.292, "X3": 0.879, "Y3": 0.30513, "X4": 0.856, "Y4": 0.30647, "page": 0, "Index": 39}, {"Word": "EDE&1", "Confidence": 0.196, "X1": 0.935, "Y1": 0.29487, "X2": 0.963, "Y2": 0.29467, "X3": 0.963, "Y3": 0.3078, "X4": 0.935, "Y4": 0.30647, "page": 0, "Index": 40}, {"Word": "FOUR", "Confidence": 0.981, "X1": 0.142, "Y1": 0.30287, "X2": 0.164, "Y2": 0.30267, "X3": 0.163, "Y3": 0.31447, "X4": 0.142, "Y4": 0.31447, "page": 0, "Index": 41}, {"Word": "CHANNEL", "Confidence": 0.991, "X1": 0.169, "Y1": 0.30287, "X2": 0.21, "Y2": 0.30267, "X3": 0.21, "Y3": 0.3158, "X4": 0.168, "Y4": 0.31447, "page": 0, "Index": 42}, {"Word": "AA", "Confidence": 0.962, "X1": 0.215, "Y1": 0.30287, "X2": 0.228, "Y2": 0.30267, "X3": 0.227, "Y3": 0.3158, "X4": 0.215, "Y4": 0.3158, "page": 0, "Index": 43}, {"Word": "!11", "Confidence": 0.106, "X1": 0.233, "Y1": 0.30287, "X2": 0.25, "Y2": 0.30267, "X3": 0.25, "Y3": 0.3158, "X4": 0.233, "Y4": 0.3158, "page": 0, "Index": 44}, {"Word": "SYSTEM", "Confidence": 0.964, "X1": 0.255, "Y1": 0.30287, "X2": 0.29, "Y2": 0.30267, "X3": 0.29, "Y3": 0.3158, "X4": 0.255, "Y4": 0.3158, "page": 0, "Index": 45}, {"Word": ".", "Confidence": 0.908, "X1": 0.3, "Y1": 0.30287, "X2": 0.305, "Y2": 0.30267, "X3": 0.305, "Y3": 0.3158, "X4": 0.3, "Y4": 0.3158, "page": 0, "Index": 46}, {"Word": "50", "Confidence": 0.967, "X1": 0.458, "Y1": 0.3042, "X2": 0.467, "Y2": 0.304, "X3": 0.467, "Y3": 0.3158, "X4": 0.458, "Y4": 0.3158, "page": 0, "Index": 47}, {"Word": "-", "Confidence": 0.683, "X1": 0.913, "Y1": 0.3122, "X2": 0.913, "Y2": 0.312, "X3": 0.91, "Y3": 0.3118, "X4": 0.91, "Y4": 0.30913, "page": 0, "Index": 48}, {"Word": "87/10", "Confidence": 0.992, "X1": 0.382, "Y1": 0.30553, "X2": 0.409, "Y2": 0.30533, "X3": 0.409, "Y3": 0.31847, "X4": 0.381, "Y4": 0.31713, "page": 0, "Index": 49}, {"Word": "50", "Confidence": 0.637, "X1": 0.52, "Y1": 0.30553, "X2": 0.531, "Y2": 0.30533, "X3": 0.53, "Y3": 0.31847, "X4": 0.52, "Y4": 0.31713, "page": 0, "Index": 50}, {"Word": "FCRT", "Confidence": 0.323, "X1": 0.857, "Y1": 0.30687, "X2": 0.88, "Y2": 0.30667, "X3": 0.88, "Y3": 0.3198, "X4": 0.857, "Y4": 0.3198, "page": 0, "Index": 51}, {"Word": "SPECIAL", "Confidence": 0.996, "X1": 0.142, "Y1": 0.31753, "X2": 0.181, "Y2": 0.31733, "X3": 0.18, "Y3": 0.33047, "X4": 0.142, "Y4": 0.32913, "page": 0, "Index": 52}, {"Word": "SMOKE", "Confidence": 0.634, "X1": 0.186, "Y1": 0.31753, "X2": 0.215, "Y2": 0.31733, "X3": 0.215, "Y3": 0.33047, "X4": 0.185, "Y4": 0.33047, "page": 0, "Index": 53}, {"Word": "MACHINE", "Confidence": 0.955, "X1": 0.221, "Y1": 0.31887, "X2": 0.261, "Y2": 0.31867, "X3": 0.261, "Y3": 0.3318, "X4": 0.22, "Y4": 0.33047, "page": 0, "Index": 54}, {"Word": "87/08", "Confidence": 0.44, "X1": 0.382, "Y1": 0.32153, "X2": 0.409, "Y2": 0.32133, "X3": 0.408, "Y3": 0.3318, "X4": 0.382, "Y4": 0.33047, "page": 0, "Index": 55}, {"Word": "54", "Confidence": 0.993, "X1": 0.52, "Y1": 0.3202, "X2": 0.531, "Y2": 0.32, "X3": 0.53, "Y3": 0.33447, "X4": 0.52, "Y4": 0.33313, "page": 0, "Index": 56}, {"Word": "TCRT", "Confidence": 0.927, "X1": 0.856, "Y1": 0.32287, "X2": 0.879, "Y2": 0.32267, "X3": 0.879, "Y3": 0.3358, "X4": 0.856, "Y4": 0.3358, "page": 0, "Index": 57}, {"Word": "1", "Confidence": 0.994, "X1": 0.907, "Y1": 0.32553, "X2": 0.912, "Y2": 0.32533, "X3": 0.912, "Y3": 0.3358, "X4": 0.907, "Y4": 0.3358, "page": 0, "Index": 58}, {"Word": "RDF68", "Confidence": 0.626, "X1": 0.937, "Y1": 0.32553, "X2": 0.963, "Y2": 0.32533, "X3": 0.963, "Y3": 0.33713, "X4": 0.936, "Y4": 0.3358, "page": 0, "Index": 59}, {"Word": "TOTAL", "Confidence": 0.613, "X1": 0.142, "Y1": 0.3322, "X2": 0.169, "Y2": 0.332, "X3": 0.168, "Y3": 0.34513, "X4": 0.142, "Y4": 0.3438, "page": 0, "Index": 60}, {"Word": "N2", "Confidence": 0.915, "X1": 0.174, "Y1": 0.3322, "X2": 0.186, "Y2": 0.332, "X3": 0.185, "Y3": 0.34513, "X4": 0.173, "Y4": 0.34513, "page": 0, "Index": 61}, {"Word": "ANALYZER", "Confidence": 0.955, "X1": 0.192, "Y1": 0.33353, "X2": 0.238, "Y2": 0.33333, "X3": 0.237, "Y3": 0.34513, "X4": 0.191, "Y4": 0.34513, "page": 0, "Index": 62}, {"Word": "37/10", "Confidence": 0.621, "X1": 0.381, "Y1": 0.3362, "X2": 0.409, "Y2": 0.336, "X3": 0.409, "Y3": 0.34913, "X4": 0.381, "Y4": 0.3478, "page": 0, "Index": 63}, {"Word": "25", "Confidence": 0.994, "X1": 0.456, "Y1": 0.33487, "X2": 0.468, "Y2": 0.33467, "X3": 0.468, "Y3": 0.35047, "X4": 0.456, "Y4": 0.35047, "page": 0, "Index": 64}, {"Word": "25", "Confidence": 0.996, "X1": 0.519, "Y1": 0.3362, "X2": 0.53, "Y2": 0.336, "X3": 0.529, "Y3": 0.34913, "X4": 0.519, "Y4": 0.3478, "page": 0, "Index": 65}, {"Word": "TCAT", "Confidence": 0.668, "X1": 0.857, "Y1": 0.33753, "X2": 0.879, "Y2": 0.33733, "X3": 0.878, "Y3": 0.35047, "X4": 0.856, "Y4": 0.34913, "page": 0, "Index": 66}, {"Word": "RDE97", "Confidence": 0.931, "X1": 0.936, "Y1": 0.3402, "X2": 0.963, "Y2": 0.34, "X3": 0.963, "Y3": 0.3518, "X4": 0.936, "Y4": 0.35047, "page": 0, "Index": 67}, {"Word": "VAPOR", "Confidence": 0.819, "X1": 0.143, "Y1": 0.3482, "X2": 0.169, "Y2": 0.348, "X3": 0.168, "Y3": 0.3598, "X4": 0.142, "Y4": 0.35847, "page": 0, "Index": 68}, {"Word": "PHAGE", "Confidence": 0.572, "X1": 0.174, "Y1": 0.3482, "X2": 0.204, "Y2": 0.348, "X3": 0.203, "Y3": 0.3598, "X4": 0.173, "Y4": 0.3598, "page": 0, "Index": 69}, {"Word": "RC", "Confidence": 0.618, "X1": 0.209, "Y1": 0.3482, "X2": 0.221, "Y2": 0.348, "X3": 0.22, "Y3": 0.3598, "X4": 0.209, "Y4": 0.3598, "page": 0, "Index": 70}, {"Word": "87/05", "Confidence": 0.564, "X1": 0.382, "Y1": 0.35087, "X2": 0.408, "Y2": 0.35067, "X3": 0.409, "Y3": 0.3638, "X4": 0.381, "Y4": 0.36247, "page": 0, "Index": 71}, {"Word": "30", "Confidence": 0.945, "X1": 0.455, "Y1": 0.34953, "X2": 0.467, "Y2": 0.34933, "X3": 0.466, "Y3": 0.3638, "X4": 0.455, "Y4": 0.36247, "page": 0, "Index": 72}, {"Word": "30", "Confidence": 0.788, "X1": 0.519, "Y1": 0.3522, "X2": 0.531, "Y2": 0.352, "X3": 0.53, "Y3": 0.36513, "X4": 0.518, "Y4": 0.3638, "page": 0, "Index": 73}, {"Word": "TCRT", "Confidence": 0.801, "X1": 0.857, "Y1": 0.35353, "X2": 0.879, "Y2": 0.35333, "X3": 0.879, "Y3": 0.36647, "X4": 0.857, "Y4": 0.36647, "page": 0, "Index": 74}, {"Word": "RDE92", "Confidence": 0.678, "X1": 0.936, "Y1": 0.3562, "X2": 0.964, "Y2": 0.356, "X3": 0.964, "Y3": 0.3678, "X4": 0.936, "Y4": 0.36647, "page": 0, "Index": 75}, {"Word": "SPECIAL", "Confidence": 0.971, "X1": 0.141, "Y1": 0.36287, "X2": 0.18, "Y2": 0.36267, "X3": 0.18, "Y3": 0.3758, "X4": 0.14, "Y4": 0.3758, "page": 0, "Index": 76}, {"Word": "SMOKE", "Confidence": 0.663, "X1": 0.186, "Y1": 0.3642, "X2": 0.214, "Y2": 0.364, "X3": 0.214, "Y3": 0.3758, "X4": 0.186, "Y4": 0.3758, "page": 0, "Index": 77}, {"Word": "LAB", "Confidence": 0.962, "X1": 0.22, "Y1": 0.36287, "X2": 0.238, "Y2": 0.36267, "X3": 0.238, "Y3": 0.3758, "X4": 0.22, "Y4": 0.3758, "page": 0, "Index": 78}, {"Word": "IC", "Confidence": 0.771, "X1": 0.244, "Y1": 0.36287, "X2": 0.254, "Y2": 0.36267, "X3": 0.254, "Y3": 0.3758, "X4": 0.244, "Y4": 0.3758, "page": 0, "Index": 79}, {"Word": "97/07", "Confidence": 0.991, "X1": 0.382, "Y1": 0.36687, "X2": 0.409, "Y2": 0.36667, "X3": 0.409, "Y3": 0.37847, "X4": 0.382, "Y4": 0.37847, "page": 0, "Index": 80}, {"Word": "24", "Confidence": 0.955, "X1": 0.455, "Y1": 0.3642, "X2": 0.467, "Y2": 0.364, "X3": 0.467, "Y3": 0.3798, "X4": 0.455, "Y4": 0.3798, "page": 0, "Index": 81}, {"Word": "24", "Confidence": 0.997, "X1": 0.519, "Y1": 0.36553, "X2": 0.531, "Y2": 0.36533, "X3": 0.531, "Y3": 0.3798, "X4": 0.519, "Y4": 0.37847, "page": 0, "Index": 82}, {"Word": "TERT", "Confidence": 0.6, "X1": 0.856, "Y1": 0.36953, "X2": 0.88, "Y2": 0.36933, "X3": 0.879, "Y3": 0.38113, "X4": 0.856, "Y4": 0.3798, "page": 0, "Index": 83}, {"Word": "DUPLICATION", "Confidence": 0.6, "X1": 0.142, "Y1": 0.37887, "X2": 0.203, "Y2": 0.37867, "X3": 0.203, "Y3": 0.3918, "X4": 0.141, "Y4": 0.39047, "page": 0, "Index": 84}, {"Word": "OF", "Confidence": 0.969, "X1": 0.208, "Y1": 0.37887, "X2": 0.221, "Y2": 0.37867, "X3": 0.221, "Y3": 0.3918, "X4": 0.208, "Y4": 0.3918, "page": 0, "Index": 85}, {"Word": "FIELD", "Confidence": 0.884, "X1": 0.226, "Y1": 0.37887, "X2": 0.254, "Y2": 0.37867, "X3": 0.254, "Y3": 0.3918, "X4": 0.226, "Y4": 0.3918, "page": 0, "Index": 86}, {"Word": "STORAGE.", "Confidence": 0.801, "X1": 0.259, "Y1": 0.37887, "X2": 0.304, "Y2": 0.37867, "X3": 0.305, "Y3": 0.39313, "X4": 0.259, "Y4": 0.3918, "page": 0, "Index": 87}, {"Word": "87/10", "Confidence": 0.809, "X1": 0.38, "Y1": 0.38153, "X2": 0.408, "Y2": 0.38133, "X3": 0.408, "Y3": 0.39313, "X4": 0.379, "Y4": 0.39447, "page": 0, "Index": 88}, {"Word": "55", "Confidence": 0.67, "X1": 0.519, "Y1": 0.38153, "X2": 0.529, "Y2": 0.38133, "X3": 0.529, "Y3": 0.39313, "X4": 0.519, "Y4": 0.39313, "page": 0, "Index": 89}, {"Word": "0", "Confidence": 0.616, "X1": 0.839, "Y1": 0.38553, "X2": 0.843, "Y2": 0.38533, "X3": 0.843, "Y3": 0.39447, "X4": 0.839, "Y4": 0.39447, "page": 0, "Index": 90}, {"Word": "TORT", "Confidence": 0.382, "X1": 0.855, "Y1": 0.3842, "X2": 0.878, "Y2": 0.384, "X3": 0.878, "Y3": 0.3958, "X4": 0.855, "Y4": 0.3958, "page": 0, "Index": 91}, {"Word": "5890", "Confidence": 0.805, "X1": 0.142, "Y1": 0.39353, "X2": 0.163, "Y2": 0.39333, "X3": 0.162, "Y3": 0.40647, "X4": 0.141, "Y4": 0.40513, "page": 0, "Index": 92}, {"Word": "GC/AT", "Confidence": 0.659, "X1": 0.167, "Y1": 0.39353, "X2": 0.198, "Y2": 0.39333, "X3": 0.197, "Y3": 0.40647, "X4": 0.166, "Y4": 0.40647, "page": 0, "Index": 93}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.202, "Y1": 0.39353, "X2": 0.22, "Y2": 0.39333, "X3": 0.22, "Y3": 0.40647, "X4": 0.201, "Y4": 0.40647, "page": 0, "Index": 94}, {"Word": "FLAVORS", "Confidence": 0.902, "X1": 0.226, "Y1": 0.39487, "X2": 0.266, "Y2": 0.39467, "X3": 0.265, "Y3": 0.40647, "X4": 0.225, "Y4": 0.40647, "page": 0, "Index": 95}, {"Word": ".", "Confidence": 0.885, "X1": 0.274, "Y1": 0.39487, "X2": 0.28, "Y2": 0.39467, "X3": 0.28, "Y3": 0.40647, "X4": 0.274, "Y4": 0.40647, "page": 0, "Index": 96}, {"Word": "87/10", "Confidence": 0.991, "X1": 0.38, "Y1": 0.3962, "X2": 0.409, "Y2": 0.396, "X3": 0.408, "Y3": 0.40913, "X4": 0.38, "Y4": 0.41047, "page": 0, "Index": 97}, {"Word": "35", "Confidence": 0.994, "X1": 0.455, "Y1": 0.39487, "X2": 0.467, "Y2": 0.39467, "X3": 0.467, "Y3": 0.41047, "X4": 0.455, "Y4": 0.41047, "page": 0, "Index": 98}, {"Word": "SS", "Confidence": 0.461, "X1": 0.518, "Y1": 0.39487, "X2": 0.529, "Y2": 0.39467, "X3": 0.53, "Y3": 0.40913, "X4": 0.519, "Y4": 0.41047, "page": 0, "Index": 99}, {"Word": "5", "Confidence": 0.849, "X1": 0.839, "Y1": 0.40153, "X2": 0.843, "Y2": 0.40133, "X3": 0.843, "Y3": 0.41047, "X4": 0.839, "Y4": 0.41047, "page": 0, "Index": 100}, {"Word": "TERT", "Confidence": 0.877, "X1": 0.855, "Y1": 0.4002, "X2": 0.878, "Y2": 0.4, "X3": 0.877, "Y3": 0.4118, "X4": 0.855, "Y4": 0.41047, "page": 0, "Index": 101}, {"Word": "SAS", "Confidence": 0.998, "X1": 0.142, "Y1": 0.4082, "X2": 0.156, "Y2": 0.408, "X3": 0.156, "Y3": 0.42113, "X4": 0.142, "Y4": 0.4198, "page": 0, "Index": 102}, {"Word": "DISTRIBUTION", "Confidence": 0.682, "X1": 0.162, "Y1": 0.40953, "X2": 0.232, "Y2": 0.40933, "X3": 0.232, "Y3": 0.42247, "X4": 0.161, "Y4": 0.42113, "page": 0, "Index": 103}, {"Word": "SYSTEM", "Confidence": 0.608, "X1": 0.237, "Y1": 0.40953, "X2": 0.271, "Y2": 0.40933, "X3": 0.271, "Y3": 0.42247, "X4": 0.237, "Y4": 0.42247, "page": 0, "Index": 104}, {"Word": "87/10", "Confidence": 0.655, "X1": 0.381, "Y1": 0.4122, "X2": 0.408, "Y2": 0.412, "X3": 0.407, "Y3": 0.4238, "X4": 0.381, "Y4": 0.4238, "page": 0, "Index": 105}, {"Word": "28", "Confidence": 0.713, "X1": 0.455, "Y1": 0.41087, "X2": 0.467, "Y2": 0.41067, "X3": 0.467, "Y3": 0.42647, "X4": 0.455, "Y4": 0.42647, "page": 0, "Index": 106}, {"Word": "26", "Confidence": 0.801, "X1": 0.518, "Y1": 0.41087, "X2": 0.529, "Y2": 0.41067, "X3": 0.529, "Y3": 0.4238, "X4": 0.518, "Y4": 0.4238, "page": 0, "Index": 107}, {"Word": "TCR1", "Confidence": 0.65, "X1": 0.856, "Y1": 0.41487, "X2": 0.878, "Y2": 0.41467, "X3": 0.878, "Y3": 0.42647, "X4": 0.856, "Y4": 0.42647, "page": 0, "Index": 108}, {"Word": "PRELO", "Confidence": 0.435, "X1": 0.938, "Y1": 0.41487, "X2": 0.963, "Y2": 0.41467, "X3": 0.963, "Y3": 0.42647, "X4": 0.938, "Y4": 0.42647, "page": 0, "Index": 109}, {"Word": "BUTT", "Confidence": 0.88, "X1": 0.141, "Y1": 0.42287, "X2": 0.163, "Y2": 0.42267, "X3": 0.162, "Y3": 0.43713, "X4": 0.14, "Y4": 0.4358, "page": 0, "Index": 110}, {"Word": "MARKING", "Confidence": 0.879, "X1": 0.168, "Y1": 0.4242, "X2": 0.209, "Y2": 0.424, "X3": 0.208, "Y3": 0.43713, "X4": 0.167, "Y4": 0.43713, "page": 0, "Index": 111}, {"Word": "UPGRADE", "Confidence": 0.809, "X1": 0.214, "Y1": 0.4242, "X2": 0.254, "Y2": 0.424, "X3": 0.254, "Y3": 0.4358, "X4": 0.213, "Y4": 0.43713, "page": 0, "Index": 112}, {"Word": "-", "Confidence": 0.644, "X1": 0.913, "Y1": 0.4322, "X2": 0.913, "Y2": 0.432, "X3": 0.909, "Y3": 0.43313, "X4": 0.909, "Y4": 0.42913, "page": 0, "Index": 113}, {"Word": "87/10", "Confidence": 0.619, "X1": 0.381, "Y1": 0.42553, "X2": 0.408, "Y2": 0.42533, "X3": 0.407, "Y3": 0.43847, "X4": 0.381, "Y4": 0.43713, "page": 0, "Index": 114}, {"Word": "50", "Confidence": 0.88, "X1": 0.519, "Y1": 0.42687, "X2": 0.53, "Y2": 0.42667, "X3": 0.53, "Y3": 0.44113, "X4": 0.518, "Y4": 0.4398, "page": 0, "Index": 115}, {"Word": "TORT", "Confidence": 0.266, "X1": 0.856, "Y1": 0.42953, "X2": 0.878, "Y2": 0.42933, "X3": 0.878, "Y3": 0.44113, "X4": 0.856, "Y4": 0.44113, "page": 0, "Index": 116}, {"Word": "RDE70", "Confidence": 0.955, "X1": 0.938, "Y1": 0.43087, "X2": 0.963, "Y2": 0.43067, "X3": 0.962, "Y3": 0.44247, "X4": 0.937, "Y4": 0.44247, "page": 0, "Index": 117}, {"Word": "REPLACE", "Confidence": 0.993, "X1": 0.14, "Y1": 0.43887, "X2": 0.179, "Y2": 0.43867, "X3": 0.178, "Y3": 0.45313, "X4": 0.14, "Y4": 0.4518, "page": 0, "Index": 118}, {"Word": "DETECTORS/DATA", "Confidence": 0.488, "X1": 0.184, "Y1": 0.43887, "X2": 0.265, "Y2": 0.43867, "X3": 0.265, "Y3": 0.45447, "X4": 0.184, "Y4": 0.45313, "page": 0, "Index": 119}, {"Word": "SYSTEMS", "Confidence": 0.631, "X1": 0.27, "Y1": 0.4402, "X2": 0.312, "Y2": 0.44, "X3": 0.311, "Y3": 0.45447, "X4": 0.27, "Y4": 0.45447, "page": 0, "Index": 120}, {"Word": "ON", "Confidence": 0.949, "X1": 0.316, "Y1": 0.4402, "X2": 0.329, "Y2": 0.44, "X3": 0.329, "Y3": 0.45447, "X4": 0.316, "Y4": 0.45447, "page": 0, "Index": 121}, {"Word": "2", "Confidence": 0.998, "X1": 0.334, "Y1": 0.4402, "X2": 0.341, "Y2": 0.44, "X3": 0.341, "Y3": 0.4558, "X4": 0.334, "Y4": 0.4558, "page": 0, "Index": 122}, {"Word": "LO'S", "Confidence": 0.527, "X1": 0.344, "Y1": 0.4402, "X2": 0.369, "Y2": 0.44, "X3": 0.369, "Y3": 0.4558, "X4": 0.344, "Y4": 0.4558, "page": 0, "Index": 123}, {"Word": "87/09", "Confidence": 0.8, "X1": 0.379, "Y1": 0.44153, "X2": 0.408, "Y2": 0.44133, "X3": 0.408, "Y3": 0.4558, "X4": 0.379, "Y4": 0.4558, "page": 0, "Index": 124}, {"Word": "65", "Confidence": 0.963, "X1": 0.457, "Y1": 0.44287, "X2": 0.469, "Y2": 0.44267, "X3": 0.467, "Y3": 0.4558, "X4": 0.456, "Y4": 0.4518, "page": 0, "Index": 125}, {"Word": "65", "Confidence": 0.989, "X1": 0.52, "Y1": 0.44287, "X2": 0.53, "Y2": 0.44267, "X3": 0.529, "Y3": 0.4558, "X4": 0.518, "Y4": 0.45313, "page": 0, "Index": 126}, {"Word": "TCRA", "Confidence": 0.964, "X1": 0.856, "Y1": 0.44553, "X2": 0.878, "Y2": 0.44533, "X3": 0.878, "Y3": 0.4558, "X4": 0.856, "Y4": 0.4558, "page": 0, "Index": 127}, {"Word": "LC-MS", "Confidence": 0.941, "X1": 0.14, "Y1": 0.45487, "X2": 0.168, "Y2": 0.45467, "X3": 0.168, "Y3": 0.4678, "X4": 0.14, "Y4": 0.4678, "page": 0, "Index": 128}, {"Word": "IMPROVEMENTS", "Confidence": 0.684, "X1": 0.173, "Y1": 0.45487, "X2": 0.242, "Y2": 0.45467, "X3": 0.242, "Y3": 0.46913, "X4": 0.173, "Y4": 0.4678, "page": 0, "Index": 129}, {"Word": "87/09", "Confidence": 0.648, "X1": 0.381, "Y1": 0.45887, "X2": 0.409, "Y2": 0.45867, "X3": 0.408, "Y3": 0.4718, "X4": 0.38, "Y4": 0.47047, "page": 0, "Index": 130}, {"Word": "60", "Confidence": 0.971, "X1": 0.454, "Y1": 0.45887, "X2": 0.465, "Y2": 0.45867, "X3": 0.465, "Y3": 0.46913, "X4": 0.454, "Y4": 0.46913, "page": 0, "Index": 131}, {"Word": "60", "Confidence": 0.801, "X1": 0.518, "Y1": 0.45753, "X2": 0.529, "Y2": 0.45733, "X3": 0.529, "Y3": 0.47047, "X4": 0.518, "Y4": 0.47047, "page": 0, "Index": 132}, {"Word": "ICRA", "Confidence": 0.669, "X1": 0.857, "Y1": 0.4602, "X2": 0.878, "Y2": 0.46, "X3": 0.878, "Y3": 0.47047, "X4": 0.857, "Y4": 0.47047, "page": 0, "Index": 133}, {"Word": "506", "Confidence": 0.805, "X1": 0.449, "Y1": 0.47487, "X2": 0.465, "Y2": 0.47467, "X3": 0.465, "Y3": 0.48513, "X4": 0.449, "Y4": 0.48513, "page": 0, "Index": 134}, {"Word": "506", "Confidence": 0.726, "X1": 0.512, "Y1": 0.47353, "X2": 0.528, "Y2": 0.47333, "X3": 0.529, "Y3": 0.4838, "X4": 0.512, "Y4": 0.48513, "page": 0, "Index": 135}, {"Word": "620678423", "Confidence": 0.991, "X1": 0.074, "Y1": 0.8042, "X2": 0.075, "Y2": 0.804, "X3": 0.057, "Y3": 0.80513, "X4": 0.056, "Y4": 0.68113, "page": 0, "Index": 136}]}
|
"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"
|
ffmj0065
| 0 |
{"lines_data": [{"Word": "No. 0575 P. 2/9", "Confidence": 0.99, "X1": 0.73585, "Y1": 0.0492, "X2": 0.88814, "Y2": 0.049, "X3": 0.88814, "Y3": 0.0638, "X4": 0.73585, "Y4": 0.0638, "page": 0}, {"Word": "-", "Confidence": 0.729, "X1": 0.47709, "Y1": 0.1172, "X2": 0.47574, "Y2": 0.117, "X3": 0.45687, "Y3": 0.1168, "X4": 0.45687, "Y4": 0.0828, "page": 0}, {"Word": "FOR YOUR INFORMATION", "Confidence": 0.98067, "X1": 0.16846, "Y1": 0.1152, "X2": 0.40162, "Y2": 0.115, "X3": 0.40162, "Y3": 0.1318, "X4": 0.16846, "Y4": 0.1348, "page": 0}, {"Word": "CLARE C. PURCELL", "Confidence": 0.99567, "X1": 0.17385, "Y1": 0.1332, "X2": 0.36658, "Y2": 0.133, "X3": 0.36792, "Y3": 0.1488, "X4": 0.17385, "Y4": 0.1528, "page": 0}, {"Word": "UPDATE", "Confidence": 0.911, "X1": 0.47439, "Y1": 0.0682, "X2": 0.93935, "Y2": 0.068, "X3": 0.93935, "Y3": 0.1668, "X4": 0.47439, "Y4": 0.1668, "page": 0}, {"Word": "VOLUME 15, NUMBER 2", "Confidence": 0.99475, "X1": 0.54043, "Y1": 0.1782, "X2": 0.76954, "Y2": 0.178, "X3": 0.76954, "Y3": 0.1938, "X4": 0.54043, "Y4": 0.1948, "page": 0}, {"Word": "SUMMER 1996", "Confidence": 0.949, "X1": 0.81536, "Y1": 0.1782, "X2": 0.95553, "Y2": 0.178, "X3": 0.95553, "Y3": 0.1928, "X4": 0.81536, "Y4": 0.1928, "page": 0}, {"Word": "ANR Launches National", "Confidence": 0.99667, "X1": 0.53369, "Y1": 0.2212, "X2": 0.93666, "Y2": 0.221, "X3": 0.93666, "Y3": 0.2548, "X4": 0.53369, "Y4": 0.2548, "page": 0}, {"Word": "Preemption Project", "Confidence": 0.9935, "X1": 0.57412, "Y1": 0.2592, "X2": 0.89623, "Y2": 0.259, "X3": 0.89623, "Y3": 0.2958, "X4": 0.57412, "Y4": 0.2968, "page": 0}, {"Word": "You've heard it all before. Once again, we face an", "Confidence": 0.9572, "X1": 0.54043, "Y1": 0.3142, "X2": 0.95687, "Y2": 0.314, "X3": 0.95687, "Y3": 0.3298, "X4": 0.54043, "Y4": 0.3298, "page": 0}, {"Word": "onslaught of tobacco industry bilis - in a total of 20 state", "Confidence": 0.93733, "X1": 0.50943, "Y1": 0.3302, "X2": 0.95822, "Y2": 0.33, "X3": 0.95822, "Y3": 0.3458, "X4": 0.50943, "Y4": 0.3458, "page": 0}, {"Word": "legislatures-all containing preemption clauses designed", "Confidence": 0.9592, "X1": 0.51078, "Y1": 0.3462, "X2": 0.95822, "Y2": 0.346, "X3": 0.95822, "Y3": 0.3628, "X4": 0.51078, "Y4": 0.3628, "page": 0}, {"Word": "to put an end to local tobacco control ordinances. So what", "Confidence": 0.975, "X1": 0.51213, "Y1": 0.3612, "X2": 0.95822, "Y2": 0.361, "X3": 0.95822, "Y3": 0.3768, "X4": 0.51213, "Y4": 0.3778, "page": 0}, {"Word": "else is new?", "Confidence": 0.99267, "X1": 0.50943, "Y1": 0.3792, "X2": 0.60916, "Y2": 0.379, "X3": 0.60916, "Y3": 0.3928, "X4": 0.50943, "Y4": 0.3938, "page": 0}, {"Word": "What's new is the National Preemption Project (NPP).", "Confidence": 0.97525, "X1": 0.54043, "Y1": 0.3932, "X2": 0.95418, "Y2": 0.393, "X3": 0.95418, "Y3": 0.4098, "X4": 0.54043, "Y4": 0.4098, "page": 0}, {"Word": "The NPP is an unprecedented partnership between", "Confidence": 0.98914, "X1": 0.53369, "Y1": 0.4112, "X2": 0.95553, "Y2": 0.411, "X3": 0.95553, "Y3": 0.4268, "X4": 0.53369, "Y4": 0.4258, "page": 0}, {"Word": "ANR Executive Director Julia Carol meets Prezident Bill Clintont et &", "Confidence": 0.70218, "X1": 0.03774, "Y1": 0.4242, "X2": 0.49057, "Y2": 0.424, "X3": 0.49057, "Y3": 0.4378, "X4": 0.03774, "Y4": 0.4378, "page": 0}, {"Word": "ANR and representatives from the Coalition on Smoking", "Confidence": 0.994, "X1": 0.50404, "Y1": 0.4262, "X2": 0.95822, "Y2": 0.426, "X3": 0.95822, "Y3": 0.4428, "X4": 0.50404, "Y4": 0.4418, "page": 0}, {"Word": "reception in the White House March 20th tuhere the President received the", "Confidence": 0.79958, "X1": 0.03639, "Y1": 0.4382, "X2": 0.48652, "Y2": 0.438, "X3": 0.48652, "Y3": 0.4508, "X4": 0.03639, "Y4": 0.4508, "page": 0}, {"Word": "OR Health, the American Cancer Society, the American", "Confidence": 0.875, "X1": 0.51213, "Y1": 0.4422, "X2": 0.95957, "Y2": 0.442, "X3": 0.95957, "Y3": 0.4578, "X4": 0.51213, "Y4": 0.4568, "page": 0}, {"Word": "first annual \"Mike Synar\" attra. The White House reception honored", "Confidence": 0.6646, "X1": 0.03639, "Y1": 0.4512, "X2": 0.48652, "Y2": 0.451, "X3": 0.48652, "Y3": 0.4648, "X4": 0.03639, "Y4": 0.4648, "page": 0}, {"Word": "Lung Association, the National Association of African", "Confidence": 0.97286, "X1": 0.51213, "Y1": 0.4572, "X2": 0.95553, "Y2": 0.457, "X3": 0.95687, "Y3": 0.4728, "X4": 0.51213, "Y4": 0.4738, "page": 0}, {"Word": "adwvestes who have made a difference in raising e tobacco-free generation.", "Confidence": 0.55573, "X1": 0.03639, "Y1": 0.4652, "X2": 0.47978, "Y2": 0.465, "X3": 0.47978, "Y3": 0.4788, "X4": 0.03639, "Y4": 0.4788, "page": 0}, {"Word": "Americans for Positive Imagery, and a Boston University", "Confidence": 0.96337, "X1": 0.51213, "Y1": 0.4732, "X2": 0.95687, "Y2": 0.473, "X3": 0.95687, "Y3": 0.4888, "X4": 0.51213, "Y4": 0.4898, "page": 0}, {"Word": "researcher. (We jokingly call ourselves the \"preemption", "Confidence": 0.95057, "X1": 0.50943, "Y1": 0.4902, "X2": 0.95822, "Y2": 0.49, "X3": 0.95822, "Y3": 0.5068, "X4": 0.50943, "Y4": 0.5058, "page": 0}, {"Word": "strike force.\")", "Confidence": 0.8875, "X1": 0.50943, "Y1": 0.5062, "X2": 0.62399, "Y2": 0.506, "X3": 0.62399, "Y3": 0.5208, "X4": 0.50943, "Y4": 0.5208, "page": 0}, {"Word": "The goals of the project are to educate the health", "Confidence": 0.9819, "X1": 0.54178, "Y1": 0.5212, "X2": 0.95687, "Y2": 0.521, "X3": 0.95687, "Y3": 0.5368, "X4": 0.54178, "Y4": 0.5378, "page": 0}, {"Word": "ANR's Clearing the Air", "Confidence": 0.9965, "X1": 0.07278, "Y1": 0.5082, "X2": 0.45418, "Y2": 0.508, "X3": 0.45283, "Y3": 0.5428, "X4": 0.07278, "Y4": 0.5398, "page": 0}, {"Word": "community on the issue of preemption and its impact on", "Confidence": 0.996, "X1": 0.50943, "Y1": 0.5382, "X2": 0.95553, "Y2": 0.538, "X3": 0.95553, "Y3": 0.5538, "X4": 0.50943, "Y4": 0.5538, "page": 0}, {"Word": "Guidebook Available", "Confidence": 0.994, "X1": 0.0876, "Y1": 0.5432, "X2": 0.43396, "Y2": 0.543, "X3": 0.43396, "Y3": 0.5778, "X4": 0.0876, "Y4": 0.5758, "page": 0}, {"Word": "tobacco policy, and to offer assistance to groups working", "Confidence": 0.976, "X1": 0.51213, "Y1": 0.5552, "X2": 0.95687, "Y2": 0.555, "X3": 0.95687, "Y3": 0.5708, "X4": 0.51213, "Y4": 0.5688, "page": 0}, {"Word": "to defeat and repeai preemption legislation.", "Confidence": 0.89867, "X1": 0.51213, "Y1": 0.5702, "X2": 0.86119, "Y2": 0.57, "X3": 0.85984, "Y3": 0.5868, "X4": 0.51213, "Y4": 0.5858, "page": 0}, {"Word": "ANR believes the best tool for creating a smokefree", "Confidence": 0.972, "X1": 0.06604, "Y1": 0.5852, "X2": 0.48518, "Y2": 0.585, "X3": 0.48518, "Y3": 0.6018, "X4": 0.06604, "Y4": 0.6008, "page": 0}, {"Word": "Initial funding for the project comes from the Robert", "Confidence": 0.99511, "X1": 0.53639, "Y1": 0.5852, "X2": 0.95687, "Y2": 0.585, "X3": 0.95687, "Y3": 0.6018, "X4": 0.53639, "Y4": 0.6008, "page": 0}, {"Word": "society is the process involved in passing local smoking", "Confidence": 0.98922, "X1": 0.03639, "Y1": 0.6022, "X2": 0.48652, "Y2": 0.602, "X3": 0.48652, "Y3": 0.6178, "X4": 0.03639, "Y4": 0.6168, "page": 0}, {"Word": "Wood Johnson Foundation, which is funding the project's", "Confidence": 0.94437, "X1": 0.51078, "Y1": 0.6012, "X2": 0.95687, "Y2": 0.601, "X3": 0.95687, "Y3": 0.6168, "X4": 0.51078, "Y4": 0.6158, "page": 0}, {"Word": "ordinances. We've witnessed it hundreds of times in", "Confidence": 0.94163, "X1": 0.03504, "Y1": 0.6182, "X2": 0.48518, "Y2": 0.618, "X3": 0.48518, "Y3": 0.6328, "X4": 0.03504, "Y4": 0.6318, "page": 0}, {"Word": "research component, as well as providing partial support", "Confidence": 0.97588, "X1": 0.50943, "Y1": 0.6172, "X2": 0.95822, "Y2": 0.617, "X3": 0.95822, "Y3": 0.6318, "X4": 0.50943, "Y4": 0.6328, "page": 0}, {"Word": "to develop a clearinghouse and educate the media. A.NR", "Confidence": 0.92911, "X1": 0.50943, "Y1": 0.6322, "X2": 0.95553, "Y2": 0.632, "X3": 0.95553, "Y3": 0.6468, "X4": 0.50943, "Y4": 0.6478, "page": 0}, {"Word": "hundreds of communities: pass or fail, there's only suc-", "Confidence": 0.98922, "X1": 0.03639, "Y1": 0.6322, "X2": 0.48518, "Y2": 0.632, "X3": 0.48518, "Y3": 0.6488, "X4": 0.03639, "Y4": 0.6478, "page": 0}, {"Word": "cess in working at the community level to clear the air.", "Confidence": 0.98891, "X1": 0.03369, "Y1": 0.6492, "X2": 0.47305, "Y2": 0.649, "X3": 0.47305, "Y3": 0.6648, "X4": 0.03369, "Y4": 0.6648, "page": 0}, {"Word": "members are supporting ANR's legislative activities.", "Confidence": 0.95483, "X1": 0.50674, "Y1": 0.6482, "X2": 0.92992, "Y2": 0.648, "X3": 0.92992, "Y3": 0.6628, "X4": 0.50674, "Y4": 0.6638, "page": 0}, {"Word": "That's why we've written Clearing the Air. Over the", "Confidence": 0.97278, "X1": 0.06739, "Y1": 0.6642, "X2": 0.48652, "Y2": 0.664, "X3": 0.48652, "Y3": 0.6808, "X4": 0.06739, "Y4": 0.6798, "page": 0}, {"Word": "The NPP has accomplished a great deal in a short", "Confidence": 0.9499, "X1": 0.54043, "Y1": 0.6642, "X2": 0.95687, "Y2": 0.664, "X3": 0.95687, "Y3": 0.6798, "X4": 0.54043, "Y4": 0.6788, "page": 0}, {"Word": "years, we've seen that all it takes to pass a strong local", "Confidence": 0.99042, "X1": 0.03369, "Y1": 0.6812, "X2": 0.48518, "Y2": 0.681, "X3": 0.48518, "Y3": 0.6968, "X4": 0.03369, "Y4": 0.6958, "page": 0}, {"Word": "time. Working together over the first few months of 1996,", "Confidence": 0.9903, "X1": 0.50943, "Y1": 0.6802, "X2": 0.95553, "Y2": 0.68, "X3": 0.95553, "Y3": 0.6948, "X4": 0.50943, "Y4": 0.6958, "page": 0}, {"Word": "ordinance clearing the air of tobacco smoke in restau-", "Confidence": 0.94467, "X1": 0.03504, "Y1": 0.6962, "X2": 0.48383, "Y2": 0.696, "X3": 0.48383, "Y3": 0.7118, "X4": 0.03504, "Y4": 0.7108, "page": 0}, {"Word": "the \"preemption strike force\" has provided assistance to", "Confidence": 0.96725, "X1": 0.51078, "Y1": 0.6952, "X2": 0.95553, "Y2": 0.695, "X3": 0.95553, "Y3": 0.7108, "X4": 0.51078, "Y4": 0.7118, "page": 0}, {"Word": "rants, public places and private workplaces is a few", "Confidence": 0.95889, "X1": 0.03504, "Y1": 0.7112, "X2": 0.48518, "Y2": 0.711, "X3": 0.48518, "Y3": 0.7268, "X4": 0.03504, "Y4": 0.7278, "page": 0}, {"Word": "all 20 states facing preemption battles. Together we've", "Confidence": 0.988, "X1": 0.51213, "Y1": 0.7112, "X2": 0.95687, "Y2": 0.711, "X3": 0.95687, "Y3": 0.7258, "X4": 0.51213, "Y4": 0.7268, "page": 0}, {"Word": "tenacious advocates and a little help from ANR. We've", "Confidence": 0.98111, "X1": 0.03504, "Y1": 0.7272, "X2": 0.48652, "Y2": 0.727, "X3": 0.48652, "Y3": 0.7428, "X4": 0.03504, "Y4": 0.7428, "page": 0}, {"Word": "helped 12 states defeat preemption; we've conducted a", "Confidence": 0.96212, "X1": 0.50943, "Y1": 0.7262, "X2": 0.95687, "Y2": 0.726, "X3": 0.95687, "Y3": 0.7418, "X4": 0.50943, "Y4": 0.7428, "page": 0}, {"Word": "national opinion poll on preemption and local control:", "Confidence": 0.945, "X1": 0.50943, "Y1": 0.7422, "X2": 0.95687, "Y2": 0.742, "X3": 0.95687, "Y3": 0.7568, "X4": 0.50943, "Y4": 0.7588, "page": 0}, {"Word": "written a step-by-step guide based on our 20 years of", "Confidence": 0.9569, "X1": 0.03504, "Y1": 0.7432, "X2": 0.48652, "Y2": 0.743, "X3": 0.48652, "Y3": 0.7598, "X4": 0.03504, "Y4": 0.7588, "page": 0}, {"Word": "experience helping communities pass local ordinances.", "Confidence": 0.949, "X1": 0.03908, "Y1": 0.7602, "X2": 0.47709, "Y2": 0.76, "X3": 0.47709, "Y3": 0.7758, "X4": 0.03908, "Y4": 0.7758, "page": 0}, {"Word": "we've worked with a New York Times reporter and others", "Confidence": 0.9869, "X1": 0.51078, "Y1": 0.7582, "X2": 0.95553, "Y2": 0.758, "X3": 0.95553, "Y3": 0.7738, "X4": 0.51078, "Y4": 0.7748, "page": 0}, {"Word": "We strongly encourage our members living in com-", "Confidence": 0.9855, "X1": 0.06469, "Y1": 0.7762, "X2": 0.48787, "Y2": 0.776, "X3": 0.48787, "Y3": 0.7918, "X4": 0.06469, "Y4": 0.7908, "page": 0}, {"Word": "on stories exposing preemption as a national tobacco", "Confidence": 0.96637, "X1": 0.50943, "Y1": 0.7742, "X2": 0.95553, "Y2": 0.774, "X3": 0.95553, "Y3": 0.7888, "X4": 0.50943, "Y4": 0.7918, "page": 0}, {"Word": "munities where smoke is still allowed in public places and", "Confidence": 0.9566, "X1": 0.03504, "Y1": 0.7912, "X2": 0.48652, "Y2": 0.791, "X3": 0.48652, "Y3": 0.8068, "X4": 0.03504, "Y4": 0.8058, "page": 0}, {"Word": "industry strategy; and we've exposed how the tobacco", "Confidence": 0.97713, "X1": 0.50809, "Y1": 0.7902, "X2": 0.95553, "Y2": 0.79, "X3": 0.95553, "Y3": 0.8048, "X4": 0.50809, "Y4": 0.8068, "page": 0}, {"Word": "workplaces to consider making the commitment to work", "Confidence": 0.99075, "X1": 0.03369, "Y1": 0.8062, "X2": 0.48652, "Y2": 0.806, "X3": 0.48652, "Y3": 0.8218, "X4": 0.03369, "Y4": 0.8218, "page": 0}, {"Word": "industry is hiding behind grocer and retailer associations.", "Confidence": 0.988, "X1": 0.50943, "Y1": 0.8052, "X2": 0.95418, "Y2": 0.805, "X3": 0.95418, "Y3": 0.8208, "X4": 0.50943, "Y4": 0.8218, "page": 0}, {"Word": "on passing a local ordinance. ANR staff will be with you", "Confidence": 0.98827, "X1": 0.03504, "Y1": 0.8212, "X2": 0.48652, "Y2": 0.821, "X3": 0.48652, "Y3": 0.8378, "X4": 0.03504, "Y4": 0.8388, "page": 0}, {"Word": "As the 1995-1996 legislative session winds down to a", "Confidence": 0.98733, "X1": 0.54043, "Y1": 0.8212, "X2": 0.95553, "Y2": 0.821, "X3": 0.95553, "Y3": 0.8368, "X4": 0.54043, "Y4": 0.8368, "page": 0}, {"Word": "every step of the way - with technical assistance, model", "Confidence": 0.9892, "X1": 0.03639, "Y1": 0.8372, "X2": 0.48922, "Y2": 0.837, "X3": 0.48922, "Y3": 0.8538, "X4": 0.03639, "Y4": 0.8548, "page": 0}, {"Word": "close in many states (and not a minute too soon for us), the", "Confidence": 0.97185, "X1": 0.50943, "Y1": 0.8372, "X2": 0.95687, "Y2": 0.837, "X3": 0.95687, "Y3": 0.8518, "X4": 0.50943, "Y4": 0.8538, "page": 0}, {"Word": "ordinances, action alerts, and any other help you need!", "Confidence": 0.94289, "X1": 0.03369, "Y1": 0.8542, "X2": 0.47709, "Y2": 0.854, "X3": 0.47709, "Y3": 0.8698, "X4": 0.03369, "Y4": 0.8698, "page": 0}, {"Word": "partnership is now turning its eye to developing an action", "Confidence": 0.988, "X1": 0.50943, "Y1": 0.8542, "X2": 0.95687, "Y2": 0.854, "X3": 0.95687, "Y3": 0.8698, "X4": 0.50943, "Y4": 0.8698, "page": 0}, {"Word": "Clearing the Air is available from our office for $9 for", "Confidence": 0.98527, "X1": 0.06469, "Y1": 0.8702, "X2": 0.49057, "Y2": 0.87, "X3": 0.49057, "Y3": 0.8858, "X4": 0.06469, "Y4": 0.8848, "page": 0}, {"Word": "plan and strategies for the next legislative session. We", "Confidence": 0.982, "X1": 0.51078, "Y1": 0.8702, "X2": 0.95687, "Y2": 0.87, "X3": 0.95687, "Y3": 0.8848, "X4": 0.51078, "Y4": 0.8858, "page": 0}, {"Word": "members and $12 for non-members (price breaks are", "Confidence": 0.96975, "X1": 0.03639, "Y1": 0.8852, "X2": 0.48383, "Y2": 0.885, "X3": 0.48383, "Y3": 0.8998, "X4": 0.03639, "Y4": 0.8998, "page": 0}, {"Word": "know the tobacco industry will be back - and we plan to", "Confidence": 0.983, "X1": 0.50943, "Y1": 0.8852, "X2": 0.95553, "Y2": 0.885, "X3": 0.95553, "Y3": 0.9018, "X4": 0.50943, "Y4": 0.9008, "page": 0}, {"Word": "available for bulk orders). Call (510) 841-3032 to order", "Confidence": 0.93178, "X1": 0.03639, "Y1": 0.9012, "X2": 0.48518, "Y2": 0.901, "X3": 0.48518, "Y3": 0.9168, "X4": 0.03639, "Y4": 0.9168, "page": 0}, {"Word": "be ready!", "Confidence": 0.9745, "X1": 0.51078, "Y1": 0.9032, "X2": 0.5876, "Y2": 0.903, "X3": 0.5876, "Y3": 0.9188, "X4": 0.51078, "Y4": 0.9168, "page": 0}, {"Word": "your copy today!", "Confidence": 0.988, "X1": 0.03235, "Y1": 0.9192, "X2": 0.17385, "Y2": 0.919, "X3": 0.17385, "Y3": 0.9348, "X4": 0.03235, "Y4": 0.9338, "page": 0}, {"Word": "2074240712", "Confidence": 0.965, "X1": 0.71968, "Y1": 0.9312, "X2": 0.85175, "Y2": 0.931, "X3": 0.8504, "Y3": 0.9488, "X4": 0.71833, "Y4": 0.9468, "page": 0}], "words_data": [{"Word": "No.", "Confidence": 0.993, "X1": 0.73585, "Y1": 0.0502, "X2": 0.75876, "Y2": 0.05, "X3": 0.75876, "Y3": 0.0638, "X4": 0.73585, "Y4": 0.0638, "page": 0, "Index": 0}, {"Word": "0575", "Confidence": 0.973, "X1": 0.7628, "Y1": 0.0492, "X2": 0.80323, "Y2": 0.049, "X3": 0.80323, "Y3": 0.0638, "X4": 0.7628, "Y4": 0.0638, "page": 0, "Index": 1}, {"Word": "P.", "Confidence": 0.996, "X1": 0.82749, "Y1": 0.0492, "X2": 0.8504, "Y2": 0.049, "X3": 0.8504, "Y3": 0.0648, "X4": 0.82749, "Y4": 0.0638, "page": 0, "Index": 2}, {"Word": "2/9", "Confidence": 0.998, "X1": 0.85849, "Y1": 0.0502, "X2": 0.88814, "Y2": 0.05, "X3": 0.88814, "Y3": 0.0648, "X4": 0.85849, "Y4": 0.0648, "page": 0, "Index": 3}, {"Word": "-", "Confidence": 0.729, "X1": 0.47709, "Y1": 0.1122, "X2": 0.47709, "Y2": 0.112, "X3": 0.45687, "Y3": 0.1118, "X4": 0.45687, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "FOR", "Confidence": 0.959, "X1": 0.17116, "Y1": 0.1182, "X2": 0.21024, "Y2": 0.118, "X3": 0.20889, "Y3": 0.1338, "X4": 0.16981, "Y4": 0.1348, "page": 0, "Index": 5}, {"Word": "YOUR", "Confidence": 0.989, "X1": 0.21429, "Y1": 0.1172, "X2": 0.2655, "Y2": 0.117, "X3": 0.2655, "Y3": 0.1328, "X4": 0.21429, "Y4": 0.1338, "page": 0, "Index": 6}, {"Word": "INFORMATION", "Confidence": 0.994, "X1": 0.27089, "Y1": 0.1162, "X2": 0.39488, "Y2": 0.116, "X3": 0.39623, "Y3": 0.1328, "X4": 0.26954, "Y4": 0.1328, "page": 0, "Index": 7}, {"Word": "CLARE", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.1352, "X2": 0.23989, "Y2": 0.135, "X3": 0.23989, "Y3": 0.1518, "X4": 0.17385, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "C.", "Confidence": 0.998, "X1": 0.24528, "Y1": 0.1352, "X2": 0.2655, "Y2": 0.135, "X3": 0.26685, "Y3": 0.1508, "X4": 0.24528, "Y4": 0.1508, "page": 0, "Index": 9}, {"Word": "PURCELL", "Confidence": 0.995, "X1": 0.27089, "Y1": 0.1332, "X2": 0.36523, "Y2": 0.133, "X3": 0.36523, "Y3": 0.1498, "X4": 0.27089, "Y4": 0.1508, "page": 0, "Index": 10}, {"Word": "UPDATE", "Confidence": 0.911, "X1": 0.47439, "Y1": 0.0722, "X2": 0.93396, "Y2": 0.072, "X3": 0.93396, "Y3": 0.1638, "X4": 0.47709, "Y4": 0.1678, "page": 0, "Index": 11}, {"Word": "VOLUME", "Confidence": 0.993, "X1": 0.54043, "Y1": 0.1782, "X2": 0.62264, "Y2": 0.178, "X3": 0.62264, "Y3": 0.1948, "X4": 0.54043, "Y4": 0.1948, "page": 0, "Index": 12}, {"Word": "15,", "Confidence": 0.991, "X1": 0.63073, "Y1": 0.1782, "X2": 0.65633, "Y2": 0.178, "X3": 0.65633, "Y3": 0.1948, "X4": 0.63073, "Y4": 0.1948, "page": 0, "Index": 13}, {"Word": "NUMBER", "Confidence": 0.997, "X1": 0.66038, "Y1": 0.1792, "X2": 0.74394, "Y2": 0.179, "X3": 0.74394, "Y3": 0.1938, "X4": 0.66038, "Y4": 0.1948, "page": 0, "Index": 14}, {"Word": "2", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.1792, "X2": 0.76415, "Y2": 0.179, "X3": 0.76415, "Y3": 0.1938, "X4": 0.75202, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "SUMMER", "Confidence": 0.908, "X1": 0.81806, "Y1": 0.1792, "X2": 0.90162, "Y2": 0.179, "X3": 0.90162, "Y3": 0.1928, "X4": 0.81671, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "1996", "Confidence": 0.99, "X1": 0.91105, "Y1": 0.1792, "X2": 0.95283, "Y2": 0.179, "X3": 0.95148, "Y3": 0.1938, "X4": 0.9097, "Y4": 0.1928, "page": 0, "Index": 17}, {"Word": "ANR", "Confidence": 0.998, "X1": 0.53369, "Y1": 0.2222, "X2": 0.60512, "Y2": 0.222, "X3": 0.60647, "Y3": 0.2558, "X4": 0.53504, "Y4": 0.2558, "page": 0, "Index": 18}, {"Word": "Launches", "Confidence": 0.996, "X1": 0.61456, "Y1": 0.2222, "X2": 0.77898, "Y2": 0.222, "X3": 0.77898, "Y3": 0.2548, "X4": 0.61456, "Y4": 0.2558, "page": 0, "Index": 19}, {"Word": "National", "Confidence": 0.996, "X1": 0.78706, "Y1": 0.2222, "X2": 0.93396, "Y2": 0.222, "X3": 0.93531, "Y3": 0.2558, "X4": 0.78841, "Y4": 0.2548, "page": 0, "Index": 20}, {"Word": "Preemption", "Confidence": 0.994, "X1": 0.57547, "Y1": 0.2612, "X2": 0.76011, "Y2": 0.261, "X3": 0.76146, "Y3": 0.2968, "X4": 0.57412, "Y4": 0.2958, "page": 0, "Index": 21}, {"Word": "Project", "Confidence": 0.993, "X1": 0.76954, "Y1": 0.2602, "X2": 0.89353, "Y2": 0.26, "X3": 0.89488, "Y3": 0.2958, "X4": 0.77089, "Y4": 0.2968, "page": 0, "Index": 22}, {"Word": "You've", "Confidence": 0.992, "X1": 0.54178, "Y1": 0.3142, "X2": 0.59704, "Y2": 0.314, "X3": 0.59704, "Y3": 0.3298, "X4": 0.54178, "Y4": 0.3298, "page": 0, "Index": 23}, {"Word": "heard", "Confidence": 0.997, "X1": 0.60108, "Y1": 0.3142, "X2": 0.65094, "Y2": 0.314, "X3": 0.6496, "Y3": 0.3298, "X4": 0.60108, "Y4": 0.3298, "page": 0, "Index": 24}, {"Word": "it", "Confidence": 0.998, "X1": 0.65499, "Y1": 0.3142, "X2": 0.66846, "Y2": 0.314, "X3": 0.66846, "Y3": 0.3298, "X4": 0.65499, "Y4": 0.3298, "page": 0, "Index": 25}, {"Word": "all", "Confidence": 0.994, "X1": 0.67251, "Y1": 0.3142, "X2": 0.69407, "Y2": 0.314, "X3": 0.69407, "Y3": 0.3298, "X4": 0.67251, "Y4": 0.3298, "page": 0, "Index": 26}, {"Word": "before.", "Confidence": 0.991, "X1": 0.69811, "Y1": 0.3142, "X2": 0.76146, "Y2": 0.314, "X3": 0.76011, "Y3": 0.3298, "X4": 0.69811, "Y4": 0.3298, "page": 0, "Index": 27}, {"Word": "Once", "Confidence": 0.986, "X1": 0.7655, "Y1": 0.3152, "X2": 0.80863, "Y2": 0.315, "X3": 0.80863, "Y3": 0.3298, "X4": 0.7655, "Y4": 0.3298, "page": 0, "Index": 28}, {"Word": "again,", "Confidence": 0.662, "X1": 0.81267, "Y1": 0.3152, "X2": 0.86523, "Y2": 0.315, "X3": 0.86388, "Y3": 0.3298, "X4": 0.81267, "Y4": 0.3298, "page": 0, "Index": 29}, {"Word": "we", "Confidence": 0.997, "X1": 0.86927, "Y1": 0.3152, "X2": 0.89218, "Y2": 0.315, "X3": 0.89218, "Y3": 0.3298, "X4": 0.86792, "Y4": 0.3298, "page": 0, "Index": 30}, {"Word": "face", "Confidence": 0.987, "X1": 0.89623, "Y1": 0.3152, "X2": 0.92992, "Y2": 0.315, "X3": 0.92992, "Y3": 0.3298, "X4": 0.89623, "Y4": 0.3298, "page": 0, "Index": 31}, {"Word": "an", "Confidence": 0.968, "X1": 0.93531, "Y1": 0.3162, "X2": 0.95553, "Y2": 0.316, "X3": 0.95418, "Y3": 0.3298, "X4": 0.93396, "Y4": 0.3298, "page": 0, "Index": 32}, {"Word": "onslaught", "Confidence": 0.63, "X1": 0.51078, "Y1": 0.3312, "X2": 0.5903, "Y2": 0.331, "X3": 0.5903, "Y3": 0.3468, "X4": 0.51078, "Y4": 0.3468, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.59434, "Y1": 0.3312, "X2": 0.61051, "Y2": 0.331, "X3": 0.61051, "Y3": 0.3468, "X4": 0.59434, "Y4": 0.3468, "page": 0, "Index": 34}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.3312, "X2": 0.6752, "Y2": 0.331, "X3": 0.6752, "Y3": 0.3468, "X4": 0.61456, "Y4": 0.3468, "page": 0, "Index": 35}, {"Word": "industry", "Confidence": 0.981, "X1": 0.67925, "Y1": 0.3312, "X2": 0.74798, "Y2": 0.331, "X3": 0.74798, "Y3": 0.3468, "X4": 0.67925, "Y4": 0.3468, "page": 0, "Index": 36}, {"Word": "bilis", "Confidence": 0.675, "X1": 0.75202, "Y1": 0.3312, "X2": 0.78571, "Y2": 0.331, "X3": 0.78571, "Y3": 0.3468, "X4": 0.75202, "Y4": 0.3468, "page": 0, "Index": 37}, {"Word": "-", "Confidence": 0.995, "X1": 0.78976, "Y1": 0.3312, "X2": 0.79784, "Y2": 0.331, "X3": 0.79784, "Y3": 0.3468, "X4": 0.78976, "Y4": 0.3468, "page": 0, "Index": 38}, {"Word": "in", "Confidence": 0.998, "X1": 0.80323, "Y1": 0.3312, "X2": 0.81941, "Y2": 0.331, "X3": 0.81941, "Y3": 0.3468, "X4": 0.80189, "Y4": 0.3468, "page": 0, "Index": 39}, {"Word": "a", "Confidence": 0.995, "X1": 0.82345, "Y1": 0.3312, "X2": 0.83154, "Y2": 0.331, "X3": 0.83154, "Y3": 0.3468, "X4": 0.82345, "Y4": 0.3468, "page": 0, "Index": 40}, {"Word": "total", "Confidence": 0.995, "X1": 0.83558, "Y1": 0.3312, "X2": 0.87062, "Y2": 0.331, "X3": 0.87062, "Y3": 0.3458, "X4": 0.83558, "Y4": 0.3468, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.87466, "Y1": 0.3312, "X2": 0.89218, "Y2": 0.331, "X3": 0.89218, "Y3": 0.3458, "X4": 0.87466, "Y4": 0.3458, "page": 0, "Index": 42}, {"Word": "20", "Confidence": 0.995, "X1": 0.89623, "Y1": 0.3312, "X2": 0.91375, "Y2": 0.331, "X3": 0.91375, "Y3": 0.3458, "X4": 0.89623, "Y4": 0.3458, "page": 0, "Index": 43}, {"Word": "state", "Confidence": 0.997, "X1": 0.91779, "Y1": 0.3312, "X2": 0.95687, "Y2": 0.331, "X3": 0.95687, "Y3": 0.3458, "X4": 0.91779, "Y4": 0.3458, "page": 0, "Index": 44}, {"Word": "legislatures-all", "Confidence": 0.888, "X1": 0.51213, "Y1": 0.3472, "X2": 0.63477, "Y2": 0.347, "X3": 0.63477, "Y3": 0.3618, "X4": 0.51213, "Y4": 0.3618, "page": 0, "Index": 45}, {"Word": "containing", "Confidence": 0.993, "X1": 0.63881, "Y1": 0.3472, "X2": 0.72237, "Y2": 0.347, "X3": 0.72237, "Y3": 0.3618, "X4": 0.63881, "Y4": 0.3618, "page": 0, "Index": 46}, {"Word": "preemption", "Confidence": 0.991, "X1": 0.72642, "Y1": 0.3472, "X2": 0.81941, "Y2": 0.347, "X3": 0.81941, "Y3": 0.3628, "X4": 0.72642, "Y4": 0.3618, "page": 0, "Index": 47}, {"Word": "clauses", "Confidence": 0.933, "X1": 0.82345, "Y1": 0.3472, "X2": 0.87736, "Y2": 0.347, "X3": 0.87871, "Y3": 0.3628, "X4": 0.82345, "Y4": 0.3628, "page": 0, "Index": 48}, {"Word": "designed", "Confidence": 0.991, "X1": 0.8814, "Y1": 0.3462, "X2": 0.95553, "Y2": 0.346, "X3": 0.95687, "Y3": 0.3638, "X4": 0.88275, "Y4": 0.3628, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.3642, "X2": 0.52426, "Y2": 0.364, "X3": 0.52426, "Y3": 0.3778, "X4": 0.51348, "Y4": 0.3778, "page": 0, "Index": 50}, {"Word": "put", "Confidence": 0.998, "X1": 0.5283, "Y1": 0.3632, "X2": 0.5566, "Y2": 0.363, "X3": 0.5566, "Y3": 0.3778, "X4": 0.5283, "Y4": 0.3778, "page": 0, "Index": 51}, {"Word": "an", "Confidence": 0.997, "X1": 0.56065, "Y1": 0.3632, "X2": 0.57817, "Y2": 0.363, "X3": 0.57817, "Y3": 0.3778, "X4": 0.56065, "Y4": 0.3778, "page": 0, "Index": 52}, {"Word": "end", "Confidence": 0.998, "X1": 0.58221, "Y1": 0.3632, "X2": 0.61051, "Y2": 0.363, "X3": 0.61051, "Y3": 0.3778, "X4": 0.58221, "Y4": 0.3778, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.998, "X1": 0.61456, "Y1": 0.3622, "X2": 0.62803, "Y2": 0.362, "X3": 0.62803, "Y3": 0.3778, "X4": 0.61456, "Y4": 0.3778, "page": 0, "Index": 54}, {"Word": "local", "Confidence": 0.941, "X1": 0.63208, "Y1": 0.3622, "X2": 0.66981, "Y2": 0.362, "X3": 0.66981, "Y3": 0.3778, "X4": 0.63208, "Y4": 0.3778, "page": 0, "Index": 55}, {"Word": "tobacco", "Confidence": 0.887, "X1": 0.67385, "Y1": 0.3622, "X2": 0.73181, "Y2": 0.362, "X3": 0.73181, "Y3": 0.3778, "X4": 0.67385, "Y4": 0.3778, "page": 0, "Index": 56}, {"Word": "control", "Confidence": 0.955, "X1": 0.73585, "Y1": 0.3622, "X2": 0.79245, "Y2": 0.362, "X3": 0.79245, "Y3": 0.3778, "X4": 0.73585, "Y4": 0.3778, "page": 0, "Index": 57}, {"Word": "ordinances.", "Confidence": 0.965, "X1": 0.7965, "Y1": 0.3622, "X2": 0.88814, "Y2": 0.362, "X3": 0.88679, "Y3": 0.3778, "X4": 0.7965, "Y4": 0.3778, "page": 0, "Index": 58}, {"Word": "So", "Confidence": 0.997, "X1": 0.89218, "Y1": 0.3632, "X2": 0.9097, "Y2": 0.363, "X3": 0.9097, "Y3": 0.3778, "X4": 0.89218, "Y4": 0.3778, "page": 0, "Index": 59}, {"Word": "what", "Confidence": 0.991, "X1": 0.91375, "Y1": 0.3632, "X2": 0.95822, "Y2": 0.363, "X3": 0.95822, "Y3": 0.3778, "X4": 0.91375, "Y4": 0.3778, "page": 0, "Index": 60}, {"Word": "else", "Confidence": 0.994, "X1": 0.51213, "Y1": 0.3802, "X2": 0.54313, "Y2": 0.38, "X3": 0.54043, "Y3": 0.3928, "X4": 0.51078, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "is", "Confidence": 0.998, "X1": 0.54582, "Y1": 0.3802, "X2": 0.5593, "Y2": 0.38, "X3": 0.55795, "Y3": 0.3928, "X4": 0.54447, "Y4": 0.3928, "page": 0, "Index": 62}, {"Word": "new?", "Confidence": 0.986, "X1": 0.56334, "Y1": 0.3792, "X2": 0.60916, "Y2": 0.379, "X3": 0.60916, "Y3": 0.3928, "X4": 0.56199, "Y4": 0.3928, "page": 0, "Index": 63}, {"Word": "What's", "Confidence": 0.992, "X1": 0.54043, "Y1": 0.3942, "X2": 0.59299, "Y2": 0.394, "X3": 0.59299, "Y3": 0.4088, "X4": 0.54178, "Y4": 0.4088, "page": 0, "Index": 64}, {"Word": "new", "Confidence": 0.998, "X1": 0.59704, "Y1": 0.3942, "X2": 0.62938, "Y2": 0.394, "X3": 0.62938, "Y3": 0.4088, "X4": 0.59838, "Y4": 0.4088, "page": 0, "Index": 65}, {"Word": "is", "Confidence": 0.998, "X1": 0.63342, "Y1": 0.3932, "X2": 0.64286, "Y2": 0.393, "X3": 0.6442, "Y3": 0.4088, "X4": 0.63342, "Y4": 0.4088, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.64825, "Y1": 0.3932, "X2": 0.66981, "Y2": 0.393, "X3": 0.66981, "Y3": 0.4088, "X4": 0.64825, "Y4": 0.4088, "page": 0, "Index": 67}, {"Word": "National", "Confidence": 0.943, "X1": 0.67385, "Y1": 0.3932, "X2": 0.74663, "Y2": 0.393, "X3": 0.74663, "Y3": 0.4098, "X4": 0.67385, "Y4": 0.4088, "page": 0, "Index": 68}, {"Word": "Preemption", "Confidence": 0.958, "X1": 0.75067, "Y1": 0.3932, "X2": 0.83962, "Y2": 0.393, "X3": 0.83962, "Y3": 0.4098, "X4": 0.75067, "Y4": 0.4098, "page": 0, "Index": 69}, {"Word": "Project", "Confidence": 0.974, "X1": 0.84367, "Y1": 0.3942, "X2": 0.89757, "Y2": 0.394, "X3": 0.89757, "Y3": 0.4108, "X4": 0.84501, "Y4": 0.4098, "page": 0, "Index": 70}, {"Word": "(NPP).", "Confidence": 0.941, "X1": 0.90162, "Y1": 0.3942, "X2": 0.95418, "Y2": 0.394, "X3": 0.95418, "Y3": 0.4108, "X4": 0.90162, "Y4": 0.4108, "page": 0, "Index": 71}, {"Word": "The", "Confidence": 0.994, "X1": 0.54043, "Y1": 0.4102, "X2": 0.57008, "Y2": 0.41, "X3": 0.57008, "Y3": 0.4258, "X4": 0.54043, "Y4": 0.4258, "page": 0, "Index": 72}, {"Word": "NPP", "Confidence": 0.997, "X1": 0.57547, "Y1": 0.4102, "X2": 0.61321, "Y2": 0.41, "X3": 0.61321, "Y3": 0.4258, "X4": 0.57547, "Y4": 0.4258, "page": 0, "Index": 73}, {"Word": "is", "Confidence": 0.998, "X1": 0.61725, "Y1": 0.4102, "X2": 0.63342, "Y2": 0.41, "X3": 0.63342, "Y3": 0.4258, "X4": 0.61725, "Y4": 0.4258, "page": 0, "Index": 74}, {"Word": "an", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.4102, "X2": 0.65768, "Y2": 0.41, "X3": 0.65633, "Y3": 0.4258, "X4": 0.63747, "Y4": 0.4258, "page": 0, "Index": 75}, {"Word": "unprecedented", "Confidence": 0.992, "X1": 0.66173, "Y1": 0.4102, "X2": 0.78437, "Y2": 0.41, "X3": 0.78437, "Y3": 0.4258, "X4": 0.66173, "Y4": 0.4258, "page": 0, "Index": 76}, {"Word": "partnership", "Confidence": 0.957, "X1": 0.78841, "Y1": 0.4112, "X2": 0.88275, "Y2": 0.411, "X3": 0.8814, "Y3": 0.4268, "X4": 0.78841, "Y4": 0.4258, "page": 0, "Index": 77}, {"Word": "between", "Confidence": 0.995, "X1": 0.88679, "Y1": 0.4122, "X2": 0.95553, "Y2": 0.412, "X3": 0.95553, "Y3": 0.4278, "X4": 0.88679, "Y4": 0.4268, "page": 0, "Index": 78}, {"Word": "ANR", "Confidence": 0.958, "X1": 0.03908, "Y1": 0.4262, "X2": 0.07143, "Y2": 0.426, "X3": 0.07008, "Y3": 0.4388, "X4": 0.03908, "Y4": 0.4388, "page": 0, "Index": 79}, {"Word": "Executive", "Confidence": 0.849, "X1": 0.07547, "Y1": 0.4252, "X2": 0.13747, "Y2": 0.425, "X3": 0.13612, "Y3": 0.4388, "X4": 0.07412, "Y4": 0.4388, "page": 0, "Index": 80}, {"Word": "Director", "Confidence": 0.97, "X1": 0.14151, "Y1": 0.4252, "X2": 0.19272, "Y2": 0.425, "X3": 0.19137, "Y3": 0.4388, "X4": 0.14016, "Y4": 0.4388, "page": 0, "Index": 81}, {"Word": "Julia", "Confidence": 0.634, "X1": 0.19677, "Y1": 0.4252, "X2": 0.22776, "Y2": 0.425, "X3": 0.22642, "Y3": 0.4388, "X4": 0.19542, "Y4": 0.4388, "page": 0, "Index": 82}, {"Word": "Carol", "Confidence": 0.991, "X1": 0.23181, "Y1": 0.4252, "X2": 0.26819, "Y2": 0.425, "X3": 0.26685, "Y3": 0.4388, "X4": 0.23046, "Y4": 0.4388, "page": 0, "Index": 83}, {"Word": "meets", "Confidence": 0.849, "X1": 0.27224, "Y1": 0.4252, "X2": 0.30863, "Y2": 0.425, "X3": 0.30593, "Y3": 0.4388, "X4": 0.27089, "Y4": 0.4388, "page": 0, "Index": 84}, {"Word": "Prezident", "Confidence": 0.646, "X1": 0.31132, "Y1": 0.4252, "X2": 0.37332, "Y2": 0.425, "X3": 0.37062, "Y3": 0.4388, "X4": 0.30997, "Y4": 0.4388, "page": 0, "Index": 85}, {"Word": "Bill", "Confidence": 0.842, "X1": 0.37601, "Y1": 0.4252, "X2": 0.40162, "Y2": 0.425, "X3": 0.40027, "Y3": 0.4388, "X4": 0.37466, "Y4": 0.4388, "page": 0, "Index": 86}, {"Word": "Clintont", "Confidence": 0.649, "X1": 0.40566, "Y1": 0.4262, "X2": 0.45418, "Y2": 0.426, "X3": 0.45283, "Y3": 0.4388, "X4": 0.40296, "Y4": 0.4388, "page": 0, "Index": 87}, {"Word": "et", "Confidence": 0.318, "X1": 0.45822, "Y1": 0.4262, "X2": 0.47305, "Y2": 0.426, "X3": 0.47035, "Y3": 0.4388, "X4": 0.45687, "Y4": 0.4388, "page": 0, "Index": 88}, {"Word": "&", "Confidence": 0.018, "X1": 0.47574, "Y1": 0.4262, "X2": 0.48652, "Y2": 0.426, "X3": 0.48518, "Y3": 0.4388, "X4": 0.47439, "Y4": 0.4388, "page": 0, "Index": 89}, {"Word": "ANR", "Confidence": 0.994, "X1": 0.51078, "Y1": 0.4272, "X2": 0.55121, "Y2": 0.427, "X3": 0.54987, "Y3": 0.4418, "X4": 0.50943, "Y4": 0.4428, "page": 0, "Index": 90}, {"Word": "and", "Confidence": 0.998, "X1": 0.55526, "Y1": 0.4262, "X2": 0.58491, "Y2": 0.426, "X3": 0.58356, "Y3": 0.4418, "X4": 0.55391, "Y4": 0.4418, "page": 0, "Index": 91}, {"Word": "representatives", "Confidence": 0.993, "X1": 0.58895, "Y1": 0.4262, "X2": 0.70889, "Y2": 0.426, "X3": 0.70889, "Y3": 0.4418, "X4": 0.5876, "Y4": 0.4418, "page": 0, "Index": 92}, {"Word": "from", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.4262, "X2": 0.74933, "Y2": 0.426, "X3": 0.74933, "Y3": 0.4418, "X4": 0.71294, "Y4": 0.4418, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.994, "X1": 0.75606, "Y1": 0.4262, "X2": 0.78032, "Y2": 0.426, "X3": 0.77898, "Y3": 0.4418, "X4": 0.75472, "Y4": 0.4418, "page": 0, "Index": 94}, {"Word": "Coalition", "Confidence": 0.995, "X1": 0.78437, "Y1": 0.4272, "X2": 0.8558, "Y2": 0.427, "X3": 0.8558, "Y3": 0.4428, "X4": 0.78302, "Y4": 0.4418, "page": 0, "Index": 95}, {"Word": "on", "Confidence": 0.991, "X1": 0.86119, "Y1": 0.4272, "X2": 0.87871, "Y2": 0.427, "X3": 0.87871, "Y3": 0.4428, "X4": 0.85984, "Y4": 0.4428, "page": 0, "Index": 96}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.88275, "Y1": 0.4272, "X2": 0.95687, "Y2": 0.427, "X3": 0.95687, "Y3": 0.4438, "X4": 0.88275, "Y4": 0.4428, "page": 0, "Index": 97}, {"Word": "reception", "Confidence": 0.687, "X1": 0.03774, "Y1": 0.4392, "X2": 0.09164, "Y2": 0.439, "X3": 0.0903, "Y3": 0.4518, "X4": 0.03639, "Y4": 0.4518, "page": 0, "Index": 98}, {"Word": "in", "Confidence": 0.998, "X1": 0.09569, "Y1": 0.4392, "X2": 0.10782, "Y2": 0.439, "X3": 0.10647, "Y3": 0.4518, "X4": 0.09434, "Y4": 0.4518, "page": 0, "Index": 99}, {"Word": "the", "Confidence": 0.998, "X1": 0.11051, "Y1": 0.4392, "X2": 0.13073, "Y2": 0.439, "X3": 0.13073, "Y3": 0.4518, "X4": 0.11051, "Y4": 0.4518, "page": 0, "Index": 100}, {"Word": "White", "Confidence": 0.666, "X1": 0.13477, "Y1": 0.4392, "X2": 0.16981, "Y2": 0.439, "X3": 0.16846, "Y3": 0.4508, "X4": 0.13342, "Y4": 0.4518, "page": 0, "Index": 101}, {"Word": "House", "Confidence": 0.655, "X1": 0.17251, "Y1": 0.4382, "X2": 0.21159, "Y2": 0.438, "X3": 0.21024, "Y3": 0.4508, "X4": 0.17116, "Y4": 0.4508, "page": 0, "Index": 102}, {"Word": "March", "Confidence": 0.887, "X1": 0.21429, "Y1": 0.4382, "X2": 0.25472, "Y2": 0.438, "X3": 0.25337, "Y3": 0.4508, "X4": 0.21294, "Y4": 0.4508, "page": 0, "Index": 103}, {"Word": "20th", "Confidence": 0.774, "X1": 0.25876, "Y1": 0.4382, "X2": 0.28571, "Y2": 0.438, "X3": 0.28571, "Y3": 0.4508, "X4": 0.25741, "Y4": 0.4508, "page": 0, "Index": 104}, {"Word": "tuhere", "Confidence": 0.532, "X1": 0.28976, "Y1": 0.4392, "X2": 0.32615, "Y2": 0.439, "X3": 0.3248, "Y3": 0.4508, "X4": 0.28841, "Y4": 0.4508, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.32884, "Y1": 0.4392, "X2": 0.34771, "Y2": 0.439, "X3": 0.34771, "Y3": 0.4508, "X4": 0.32749, "Y4": 0.4508, "page": 0, "Index": 106}, {"Word": "President", "Confidence": 0.957, "X1": 0.35175, "Y1": 0.4392, "X2": 0.4097, "Y2": 0.439, "X3": 0.4097, "Y3": 0.4518, "X4": 0.3504, "Y4": 0.4508, "page": 0, "Index": 107}, {"Word": "received", "Confidence": 0.445, "X1": 0.41375, "Y1": 0.4392, "X2": 0.46226, "Y2": 0.439, "X3": 0.46092, "Y3": 0.4518, "X4": 0.4124, "Y4": 0.4518, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.46496, "Y1": 0.4402, "X2": 0.48652, "Y2": 0.44, "X3": 0.48652, "Y3": 0.4518, "X4": 0.46361, "Y4": 0.4518, "page": 0, "Index": 109}, {"Word": "OR", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.4422, "X2": 0.53639, "Y2": 0.442, "X3": 0.53639, "Y3": 0.4578, "X4": 0.51213, "Y4": 0.4578, "page": 0, "Index": 110}, {"Word": "Health,", "Confidence": 0.991, "X1": 0.54178, "Y1": 0.4422, "X2": 0.60243, "Y2": 0.442, "X3": 0.60108, "Y3": 0.4578, "X4": 0.54043, "Y4": 0.4578, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.995, "X1": 0.60647, "Y1": 0.4422, "X2": 0.63342, "Y2": 0.442, "X3": 0.63208, "Y3": 0.4578, "X4": 0.60512, "Y4": 0.4578, "page": 0, "Index": 112}, {"Word": "American", "Confidence": 0.994, "X1": 0.63747, "Y1": 0.4422, "X2": 0.71429, "Y2": 0.442, "X3": 0.71294, "Y3": 0.4578, "X4": 0.63612, "Y4": 0.4578, "page": 0, "Index": 113}, {"Word": "Cancer", "Confidence": 0.996, "X1": 0.71833, "Y1": 0.4422, "X2": 0.77493, "Y2": 0.442, "X3": 0.77358, "Y3": 0.4578, "X4": 0.71833, "Y4": 0.4578, "page": 0, "Index": 114}, {"Word": "Society,", "Confidence": 0.942, "X1": 0.77898, "Y1": 0.4422, "X2": 0.84232, "Y2": 0.442, "X3": 0.84232, "Y3": 0.4578, "X4": 0.77763, "Y4": 0.4578, "page": 0, "Index": 115}, {"Word": "first", "Confidence": 0.991, "X1": 0.03774, "Y1": 0.4522, "X2": 0.06334, "Y2": 0.452, "X3": 0.06199, "Y3": 0.4658, "X4": 0.03639, "Y4": 0.4658, "page": 0, "Index": 116}, {"Word": "annual", "Confidence": 0.166, "X1": 0.06604, "Y1": 0.4522, "X2": 0.11186, "Y2": 0.452, "X3": 0.11051, "Y3": 0.4658, "X4": 0.06604, "Y4": 0.4658, "page": 0, "Index": 117}, {"Word": "\"Mike", "Confidence": 0.303, "X1": 0.1159, "Y1": 0.4522, "X2": 0.15499, "Y2": 0.452, "X3": 0.15364, "Y3": 0.4658, "X4": 0.11456, "Y4": 0.4658, "page": 0, "Index": 118}, {"Word": "Synar\"", "Confidence": 0.966, "X1": 0.15768, "Y1": 0.4512, "X2": 0.20216, "Y2": 0.451, "X3": 0.20216, "Y3": 0.4658, "X4": 0.15768, "Y4": 0.4658, "page": 0, "Index": 119}, {"Word": "attra.", "Confidence": 0.614, "X1": 0.2062, "Y1": 0.4522, "X2": 0.25606, "Y2": 0.452, "X3": 0.25472, "Y3": 0.4658, "X4": 0.20485, "Y4": 0.4658, "page": 0, "Index": 120}, {"Word": "The", "Confidence": 0.959, "X1": 0.26146, "Y1": 0.4522, "X2": 0.28437, "Y2": 0.452, "X3": 0.28302, "Y3": 0.4658, "X4": 0.26011, "Y4": 0.4658, "page": 0, "Index": 121}, {"Word": "White", "Confidence": 0.618, "X1": 0.28841, "Y1": 0.4522, "X2": 0.32615, "Y2": 0.452, "X3": 0.3248, "Y3": 0.4658, "X4": 0.28706, "Y4": 0.4658, "page": 0, "Index": 122}, {"Word": "House", "Confidence": 0.634, "X1": 0.32884, "Y1": 0.4522, "X2": 0.36927, "Y2": 0.452, "X3": 0.36927, "Y3": 0.4658, "X4": 0.32884, "Y4": 0.4658, "page": 0, "Index": 123}, {"Word": "reception", "Confidence": 0.73, "X1": 0.37332, "Y1": 0.4522, "X2": 0.42992, "Y2": 0.452, "X3": 0.42857, "Y3": 0.4658, "X4": 0.37332, "Y4": 0.4658, "page": 0, "Index": 124}, {"Word": "honored", "Confidence": 0.665, "X1": 0.43396, "Y1": 0.4532, "X2": 0.48652, "Y2": 0.453, "X3": 0.48518, "Y3": 0.4658, "X4": 0.43261, "Y4": 0.4658, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.957, "X1": 0.84636, "Y1": 0.4422, "X2": 0.87332, "Y2": 0.442, "X3": 0.87197, "Y3": 0.4588, "X4": 0.84636, "Y4": 0.4578, "page": 0, "Index": 126}, {"Word": "American", "Confidence": 0.127, "X1": 0.87736, "Y1": 0.4432, "X2": 0.95687, "Y2": 0.443, "X3": 0.95553, "Y3": 0.4588, "X4": 0.87736, "Y4": 0.4588, "page": 0, "Index": 127}, {"Word": "Lung", "Confidence": 0.991, "X1": 0.51348, "Y1": 0.4592, "X2": 0.5566, "Y2": 0.459, "X3": 0.5566, "Y3": 0.4738, "X4": 0.51213, "Y4": 0.4738, "page": 0, "Index": 128}, {"Word": "Association,", "Confidence": 0.923, "X1": 0.56199, "Y1": 0.4582, "X2": 0.65903, "Y2": 0.458, "X3": 0.65903, "Y3": 0.4738, "X4": 0.56065, "Y4": 0.4738, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.66307, "Y1": 0.4582, "X2": 0.69137, "Y2": 0.458, "X3": 0.69137, "Y3": 0.4738, "X4": 0.66307, "Y4": 0.4738, "page": 0, "Index": 130}, {"Word": "National", "Confidence": 0.951, "X1": 0.69542, "Y1": 0.4582, "X2": 0.76954, "Y2": 0.458, "X3": 0.76954, "Y3": 0.4738, "X4": 0.69542, "Y4": 0.4738, "page": 0, "Index": 131}, {"Word": "Association", "Confidence": 0.953, "X1": 0.77358, "Y1": 0.4582, "X2": 0.86792, "Y2": 0.458, "X3": 0.86658, "Y3": 0.4738, "X4": 0.77358, "Y4": 0.4738, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.87197, "Y1": 0.4582, "X2": 0.88949, "Y2": 0.458, "X3": 0.88949, "Y3": 0.4738, "X4": 0.87062, "Y4": 0.4738, "page": 0, "Index": 133}, {"Word": "African", "Confidence": 0.996, "X1": 0.89488, "Y1": 0.4592, "X2": 0.95553, "Y2": 0.459, "X3": 0.95418, "Y3": 0.4738, "X4": 0.89353, "Y4": 0.4738, "page": 0, "Index": 134}, {"Word": "adwvestes", "Confidence": 0.351, "X1": 0.03774, "Y1": 0.4652, "X2": 0.09299, "Y2": 0.465, "X3": 0.09299, "Y3": 0.4788, "X4": 0.03774, "Y4": 0.4788, "page": 0, "Index": 135}, {"Word": "who", "Confidence": 0.508, "X1": 0.09704, "Y1": 0.4652, "X2": 0.12129, "Y2": 0.465, "X3": 0.11995, "Y3": 0.4788, "X4": 0.09569, "Y4": 0.4788, "page": 0, "Index": 136}, {"Word": "have", "Confidence": 0.196, "X1": 0.12534, "Y1": 0.4652, "X2": 0.15229, "Y2": 0.465, "X3": 0.15094, "Y3": 0.4788, "X4": 0.12399, "Y4": 0.4788, "page": 0, "Index": 137}, {"Word": "made", "Confidence": 0.756, "X1": 0.15499, "Y1": 0.4652, "X2": 0.18598, "Y2": 0.465, "X3": 0.18464, "Y3": 0.4788, "X4": 0.15499, "Y4": 0.4788, "page": 0, "Index": 138}, {"Word": "a", "Confidence": 0.863, "X1": 0.19003, "Y1": 0.4652, "X2": 0.19542, "Y2": 0.465, "X3": 0.19542, "Y3": 0.4788, "X4": 0.18868, "Y4": 0.4788, "page": 0, "Index": 139}, {"Word": "difference", "Confidence": 0.658, "X1": 0.19946, "Y1": 0.4652, "X2": 0.25741, "Y2": 0.465, "X3": 0.25606, "Y3": 0.4788, "X4": 0.19946, "Y4": 0.4788, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.044, "X1": 0.26011, "Y1": 0.4652, "X2": 0.27358, "Y2": 0.465, "X3": 0.27224, "Y3": 0.4788, "X4": 0.26011, "Y4": 0.4788, "page": 0, "Index": 141}, {"Word": "raising", "Confidence": 0.791, "X1": 0.27763, "Y1": 0.4652, "X2": 0.31941, "Y2": 0.465, "X3": 0.31806, "Y3": 0.4798, "X4": 0.27628, "Y4": 0.4788, "page": 0, "Index": 142}, {"Word": "e", "Confidence": 0.855, "X1": 0.3221, "Y1": 0.4652, "X2": 0.32884, "Y2": 0.465, "X3": 0.32749, "Y3": 0.4798, "X4": 0.3221, "Y4": 0.4798, "page": 0, "Index": 143}, {"Word": "tobacco-free", "Confidence": 0.781, "X1": 0.33288, "Y1": 0.4662, "X2": 0.40431, "Y2": 0.466, "X3": 0.40296, "Y3": 0.4798, "X4": 0.33154, "Y4": 0.4798, "page": 0, "Index": 144}, {"Word": "generation.", "Confidence": 0.31, "X1": 0.40701, "Y1": 0.4662, "X2": 0.47978, "Y2": 0.466, "X3": 0.47844, "Y3": 0.4798, "X4": 0.40566, "Y4": 0.4798, "page": 0, "Index": 145}, {"Word": "Americans", "Confidence": 0.994, "X1": 0.51348, "Y1": 0.4742, "X2": 0.59569, "Y2": 0.474, "X3": 0.59569, "Y3": 0.4898, "X4": 0.51213, "Y4": 0.4898, "page": 0, "Index": 146}, {"Word": "for", "Confidence": 0.998, "X1": 0.59973, "Y1": 0.4742, "X2": 0.62264, "Y2": 0.474, "X3": 0.62129, "Y3": 0.4898, "X4": 0.59973, "Y4": 0.4898, "page": 0, "Index": 147}, {"Word": "Positive", "Confidence": 0.903, "X1": 0.62668, "Y1": 0.4742, "X2": 0.68868, "Y2": 0.474, "X3": 0.68733, "Y3": 0.4898, "X4": 0.62534, "Y4": 0.4898, "page": 0, "Index": 148}, {"Word": "Imagery,", "Confidence": 0.941, "X1": 0.69272, "Y1": 0.4742, "X2": 0.76415, "Y2": 0.474, "X3": 0.7628, "Y3": 0.4898, "X4": 0.69137, "Y4": 0.4898, "page": 0, "Index": 149}, {"Word": "and", "Confidence": 0.886, "X1": 0.76819, "Y1": 0.4742, "X2": 0.7965, "Y2": 0.474, "X3": 0.79515, "Y3": 0.4898, "X4": 0.76685, "Y4": 0.4898, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.996, "X1": 0.80054, "Y1": 0.4742, "X2": 0.80997, "Y2": 0.474, "X3": 0.80863, "Y3": 0.4898, "X4": 0.79919, "Y4": 0.4898, "page": 0, "Index": 151}, {"Word": "Boston", "Confidence": 0.995, "X1": 0.81402, "Y1": 0.4742, "X2": 0.86792, "Y2": 0.474, "X3": 0.86658, "Y3": 0.4898, "X4": 0.81267, "Y4": 0.4898, "page": 0, "Index": 152}, {"Word": "University", "Confidence": 0.994, "X1": 0.87197, "Y1": 0.4752, "X2": 0.95553, "Y2": 0.475, "X3": 0.95418, "Y3": 0.4898, "X4": 0.87062, "Y4": 0.4898, "page": 0, "Index": 153}, {"Word": "researcher.", "Confidence": 0.992, "X1": 0.51078, "Y1": 0.4902, "X2": 0.59973, "Y2": 0.49, "X3": 0.59973, "Y3": 0.5068, "X4": 0.51078, "Y4": 0.5058, "page": 0, "Index": 154}, {"Word": "(We", "Confidence": 0.82, "X1": 0.60377, "Y1": 0.4902, "X2": 0.63747, "Y2": 0.49, "X3": 0.63612, "Y3": 0.5068, "X4": 0.60377, "Y4": 0.5068, "page": 0, "Index": 155}, {"Word": "jokingly", "Confidence": 0.991, "X1": 0.64151, "Y1": 0.4902, "X2": 0.70755, "Y2": 0.49, "X3": 0.70755, "Y3": 0.5068, "X4": 0.64016, "Y4": 0.5068, "page": 0, "Index": 156}, {"Word": "call", "Confidence": 0.983, "X1": 0.71294, "Y1": 0.4902, "X2": 0.73989, "Y2": 0.49, "X3": 0.73854, "Y3": 0.5068, "X4": 0.71159, "Y4": 0.5068, "page": 0, "Index": 157}, {"Word": "ourselves", "Confidence": 0.891, "X1": 0.74394, "Y1": 0.4912, "X2": 0.81941, "Y2": 0.491, "X3": 0.81806, "Y3": 0.5068, "X4": 0.74259, "Y4": 0.5068, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.4912, "X2": 0.84906, "Y2": 0.491, "X3": 0.84771, "Y3": 0.5068, "X4": 0.8221, "Y4": 0.5068, "page": 0, "Index": 159}, {"Word": "\"preemption", "Confidence": 0.979, "X1": 0.8531, "Y1": 0.4922, "X2": 0.95418, "Y2": 0.492, "X3": 0.95148, "Y3": 0.5068, "X4": 0.85175, "Y4": 0.5068, "page": 0, "Index": 160}, {"Word": "strike", "Confidence": 0.903, "X1": 0.51078, "Y1": 0.5072, "X2": 0.5566, "Y2": 0.507, "X3": 0.5566, "Y3": 0.5208, "X4": 0.51078, "Y4": 0.5208, "page": 0, "Index": 161}, {"Word": "force.\")", "Confidence": 0.872, "X1": 0.56065, "Y1": 0.5072, "X2": 0.62399, "Y2": 0.507, "X3": 0.62399, "Y3": 0.5218, "X4": 0.56065, "Y4": 0.5208, "page": 0, "Index": 162}, {"Word": "The", "Confidence": 0.998, "X1": 0.54313, "Y1": 0.5222, "X2": 0.57412, "Y2": 0.522, "X3": 0.57412, "Y3": 0.5378, "X4": 0.54313, "Y4": 0.5378, "page": 0, "Index": 163}, {"Word": "are", "Confidence": 0.998, "X1": 0.74528, "Y1": 0.5222, "X2": 0.77358, "Y2": 0.522, "X3": 0.77358, "Y3": 0.5378, "X4": 0.74394, "Y4": 0.5388, "page": 0, "Index": 164}, {"Word": "to", "Confidence": 0.998, "X1": 0.77763, "Y1": 0.5222, "X2": 0.79784, "Y2": 0.522, "X3": 0.79784, "Y3": 0.5378, "X4": 0.77763, "Y4": 0.5378, "page": 0, "Index": 165}, {"Word": "educate", "Confidence": 0.995, "X1": 0.80189, "Y1": 0.5222, "X2": 0.86658, "Y2": 0.522, "X3": 0.86658, "Y3": 0.5378, "X4": 0.80189, "Y4": 0.5378, "page": 0, "Index": 166}, {"Word": "the", "Confidence": 0.998, "X1": 0.87062, "Y1": 0.5222, "X2": 0.89892, "Y2": 0.522, "X3": 0.89757, "Y3": 0.5378, "X4": 0.87062, "Y4": 0.5378, "page": 0, "Index": 167}, {"Word": "health", "Confidence": 0.847, "X1": 0.90296, "Y1": 0.5212, "X2": 0.95418, "Y2": 0.521, "X3": 0.95283, "Y3": 0.5368, "X4": 0.90162, "Y4": 0.5378, "page": 0, "Index": 168}, {"Word": "ANR's", "Confidence": 0.994, "X1": 0.07412, "Y1": 0.5072, "X2": 0.17385, "Y2": 0.507, "X3": 0.17251, "Y3": 0.5418, "X4": 0.07278, "Y4": 0.5398, "page": 0, "Index": 169}, {"Word": "Clearing", "Confidence": 0.996, "X1": 0.18329, "Y1": 0.5082, "X2": 0.32345, "Y2": 0.508, "X3": 0.3221, "Y3": 0.5428, "X4": 0.18194, "Y4": 0.5418, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.5092, "X2": 0.38679, "Y2": 0.509, "X3": 0.38679, "Y3": 0.5428, "X4": 0.33154, "Y4": 0.5428, "page": 0, "Index": 171}, {"Word": "Air", "Confidence": 0.998, "X1": 0.39623, "Y1": 0.5092, "X2": 0.45148, "Y2": 0.509, "X3": 0.45148, "Y3": 0.5428, "X4": 0.39488, "Y4": 0.5428, "page": 0, "Index": 172}, {"Word": "goals", "Confidence": 0.997, "X1": 0.57817, "Y1": 0.5222, "X2": 0.62264, "Y2": 0.522, "X3": 0.62264, "Y3": 0.5388, "X4": 0.57817, "Y4": 0.5378, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.997, "X1": 0.62668, "Y1": 0.5222, "X2": 0.64555, "Y2": 0.522, "X3": 0.64555, "Y3": 0.5388, "X4": 0.62668, "Y4": 0.5388, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.995, "X1": 0.6496, "Y1": 0.5222, "X2": 0.67925, "Y2": 0.522, "X3": 0.6779, "Y3": 0.5388, "X4": 0.6496, "Y4": 0.5388, "page": 0, "Index": 175}, {"Word": "project", "Confidence": 0.996, "X1": 0.68329, "Y1": 0.5222, "X2": 0.73989, "Y2": 0.522, "X3": 0.73989, "Y3": 0.5388, "X4": 0.68329, "Y4": 0.5388, "page": 0, "Index": 176}, {"Word": "community", "Confidence": 0.994, "X1": 0.51078, "Y1": 0.5392, "X2": 0.60243, "Y2": 0.539, "X3": 0.60108, "Y3": 0.5538, "X4": 0.51078, "Y4": 0.5538, "page": 0, "Index": 177}, {"Word": "on", "Confidence": 0.998, "X1": 0.60647, "Y1": 0.5392, "X2": 0.62668, "Y2": 0.539, "X3": 0.62534, "Y3": 0.5538, "X4": 0.60512, "Y4": 0.5538, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.996, "X1": 0.63073, "Y1": 0.5392, "X2": 0.65364, "Y2": 0.539, "X3": 0.65229, "Y3": 0.5538, "X4": 0.62938, "Y4": 0.5538, "page": 0, "Index": 179}, {"Word": "issue", "Confidence": 0.996, "X1": 0.65768, "Y1": 0.5392, "X2": 0.69946, "Y2": 0.539, "X3": 0.69946, "Y3": 0.5548, "X4": 0.65633, "Y4": 0.5538, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.998, "X1": 0.7035, "Y1": 0.5392, "X2": 0.71833, "Y2": 0.539, "X3": 0.71833, "Y3": 0.5548, "X4": 0.7035, "Y4": 0.5548, "page": 0, "Index": 181}, {"Word": "preemption", "Confidence": 0.992, "X1": 0.72237, "Y1": 0.5392, "X2": 0.81536, "Y2": 0.539, "X3": 0.81536, "Y3": 0.5548, "X4": 0.72237, "Y4": 0.5548, "page": 0, "Index": 182}, {"Word": "and", "Confidence": 0.998, "X1": 0.81941, "Y1": 0.5392, "X2": 0.84771, "Y2": 0.539, "X3": 0.84771, "Y3": 0.5548, "X4": 0.81941, "Y4": 0.5548, "page": 0, "Index": 183}, {"Word": "its", "Confidence": 0.998, "X1": 0.85175, "Y1": 0.5392, "X2": 0.86927, "Y2": 0.539, "X3": 0.86927, "Y3": 0.5548, "X4": 0.85175, "Y4": 0.5548, "page": 0, "Index": 184}, {"Word": "impact", "Confidence": 0.993, "X1": 0.87332, "Y1": 0.5392, "X2": 0.92722, "Y2": 0.539, "X3": 0.92722, "Y3": 0.5538, "X4": 0.87332, "Y4": 0.5548, "page": 0, "Index": 185}, {"Word": "on", "Confidence": 0.997, "X1": 0.93127, "Y1": 0.5392, "X2": 0.95418, "Y2": 0.539, "X3": 0.95418, "Y3": 0.5538, "X4": 0.93127, "Y4": 0.5538, "page": 0, "Index": 186}, {"Word": "Guidebook", "Confidence": 0.994, "X1": 0.08895, "Y1": 0.5462, "X2": 0.26819, "Y2": 0.546, "X3": 0.26819, "Y3": 0.5768, "X4": 0.0876, "Y4": 0.5768, "page": 0, "Index": 187}, {"Word": "Available", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.5462, "X2": 0.43531, "Y2": 0.546, "X3": 0.43531, "Y3": 0.5758, "X4": 0.27628, "Y4": 0.5768, "page": 0, "Index": 188}, {"Word": "tobacco", "Confidence": 0.909, "X1": 0.51213, "Y1": 0.5552, "X2": 0.57008, "Y2": 0.555, "X3": 0.57008, "Y3": 0.5698, "X4": 0.51213, "Y4": 0.5698, "page": 0, "Index": 189}, {"Word": "policy,", "Confidence": 0.898, "X1": 0.57412, "Y1": 0.5552, "X2": 0.62668, "Y2": 0.555, "X3": 0.62668, "Y3": 0.5698, "X4": 0.57412, "Y4": 0.5698, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.63073, "Y1": 0.5552, "X2": 0.66038, "Y2": 0.555, "X3": 0.66038, "Y3": 0.5698, "X4": 0.63073, "Y4": 0.5698, "page": 0, "Index": 191}, {"Word": "to", "Confidence": 0.998, "X1": 0.66442, "Y1": 0.5552, "X2": 0.68059, "Y2": 0.555, "X3": 0.67925, "Y3": 0.5698, "X4": 0.66442, "Y4": 0.5698, "page": 0, "Index": 192}, {"Word": "offer", "Confidence": 0.997, "X1": 0.68464, "Y1": 0.5552, "X2": 0.72102, "Y2": 0.555, "X3": 0.72102, "Y3": 0.5698, "X4": 0.68329, "Y4": 0.5698, "page": 0, "Index": 193}, {"Word": "assistance", "Confidence": 0.994, "X1": 0.72507, "Y1": 0.5552, "X2": 0.80458, "Y2": 0.555, "X3": 0.80323, "Y3": 0.5708, "X4": 0.72507, "Y4": 0.5698, "page": 0, "Index": 194}, {"Word": "to", "Confidence": 0.998, "X1": 0.80863, "Y1": 0.5552, "X2": 0.82345, "Y2": 0.555, "X3": 0.82345, "Y3": 0.5708, "X4": 0.80728, "Y4": 0.5708, "page": 0, "Index": 195}, {"Word": "groups", "Confidence": 0.995, "X1": 0.82749, "Y1": 0.5552, "X2": 0.88275, "Y2": 0.555, "X3": 0.8814, "Y3": 0.5708, "X4": 0.82749, "Y4": 0.5708, "page": 0, "Index": 196}, {"Word": "working", "Confidence": 0.997, "X1": 0.88679, "Y1": 0.5562, "X2": 0.95418, "Y2": 0.556, "X3": 0.95283, "Y3": 0.5718, "X4": 0.88544, "Y4": 0.5708, "page": 0, "Index": 197}, {"Word": "to", "Confidence": 0.996, "X1": 0.51348, "Y1": 0.5692, "X2": 0.52561, "Y2": 0.569, "X3": 0.52561, "Y3": 0.5838, "X4": 0.51348, "Y4": 0.5828, "page": 0, "Index": 198}, {"Word": "defeat", "Confidence": 0.992, "X1": 0.52965, "Y1": 0.5702, "X2": 0.57951, "Y2": 0.57, "X3": 0.57951, "Y3": 0.5848, "X4": 0.52965, "Y4": 0.5838, "page": 0, "Index": 199}, {"Word": "and", "Confidence": 0.998, "X1": 0.58356, "Y1": 0.5702, "X2": 0.61456, "Y2": 0.57, "X3": 0.61321, "Y3": 0.5858, "X4": 0.58356, "Y4": 0.5848, "page": 0, "Index": 200}, {"Word": "repeai", "Confidence": 0.629, "X1": 0.6186, "Y1": 0.5702, "X2": 0.66981, "Y2": 0.57, "X3": 0.66846, "Y3": 0.5868, "X4": 0.61725, "Y4": 0.5858, "page": 0, "Index": 201}, {"Word": "preemption", "Confidence": 0.809, "X1": 0.67385, "Y1": 0.5702, "X2": 0.76685, "Y2": 0.57, "X3": 0.7655, "Y3": 0.5868, "X4": 0.67251, "Y4": 0.5868, "page": 0, "Index": 202}, {"Word": "legislation.", "Confidence": 0.968, "X1": 0.77089, "Y1": 0.5712, "X2": 0.86119, "Y2": 0.571, "X3": 0.85984, "Y3": 0.5848, "X4": 0.76954, "Y4": 0.5868, "page": 0, "Index": 203}, {"Word": "ANR", "Confidence": 0.998, "X1": 0.06739, "Y1": 0.5852, "X2": 0.10512, "Y2": 0.585, "X3": 0.10512, "Y3": 0.6018, "X4": 0.06739, "Y4": 0.6018, "page": 0, "Index": 204}, {"Word": "believes", "Confidence": 0.797, "X1": 0.10916, "Y1": 0.5852, "X2": 0.1752, "Y2": 0.585, "X3": 0.1752, "Y3": 0.6018, "X4": 0.10916, "Y4": 0.6018, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.17925, "Y1": 0.5862, "X2": 0.2062, "Y2": 0.586, "X3": 0.2062, "Y3": 0.6018, "X4": 0.17925, "Y4": 0.6018, "page": 0, "Index": 206}, {"Word": "best", "Confidence": 0.987, "X1": 0.21024, "Y1": 0.5862, "X2": 0.24259, "Y2": 0.586, "X3": 0.24259, "Y3": 0.6018, "X4": 0.21024, "Y4": 0.6018, "page": 0, "Index": 207}, {"Word": "tool", "Confidence": 0.988, "X1": 0.24663, "Y1": 0.5862, "X2": 0.28032, "Y2": 0.586, "X3": 0.28032, "Y3": 0.6018, "X4": 0.24663, "Y4": 0.6018, "page": 0, "Index": 208}, {"Word": "for", "Confidence": 0.998, "X1": 0.28437, "Y1": 0.5862, "X2": 0.30728, "Y2": 0.586, "X3": 0.30728, "Y3": 0.6018, "X4": 0.28437, "Y4": 0.6018, "page": 0, "Index": 209}, {"Word": "creating", "Confidence": 0.996, "X1": 0.31132, "Y1": 0.5862, "X2": 0.37871, "Y2": 0.586, "X3": 0.38005, "Y3": 0.6018, "X4": 0.31267, "Y4": 0.6018, "page": 0, "Index": 210}, {"Word": "a", "Confidence": 0.995, "X1": 0.38275, "Y1": 0.5862, "X2": 0.39218, "Y2": 0.586, "X3": 0.39218, "Y3": 0.6018, "X4": 0.3841, "Y4": 0.6018, "page": 0, "Index": 211}, {"Word": "smokefree", "Confidence": 0.991, "X1": 0.39623, "Y1": 0.5862, "X2": 0.48383, "Y2": 0.586, "X3": 0.48518, "Y3": 0.6018, "X4": 0.39757, "Y4": 0.6018, "page": 0, "Index": 212}, {"Word": "Initial", "Confidence": 0.991, "X1": 0.53908, "Y1": 0.5862, "X2": 0.58625, "Y2": 0.586, "X3": 0.58491, "Y3": 0.6018, "X4": 0.53774, "Y4": 0.6008, "page": 0, "Index": 213}, {"Word": "funding", "Confidence": 0.996, "X1": 0.5903, "Y1": 0.5862, "X2": 0.65499, "Y2": 0.586, "X3": 0.65364, "Y3": 0.6018, "X4": 0.58895, "Y4": 0.6018, "page": 0, "Index": 214}, {"Word": "for", "Confidence": 0.998, "X1": 0.66038, "Y1": 0.5862, "X2": 0.68194, "Y2": 0.586, "X3": 0.68059, "Y3": 0.6018, "X4": 0.65903, "Y4": 0.6018, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.5862, "X2": 0.71159, "Y2": 0.586, "X3": 0.71024, "Y3": 0.6018, "X4": 0.68598, "Y4": 0.6018, "page": 0, "Index": 216}, {"Word": "project", "Confidence": 0.996, "X1": 0.71698, "Y1": 0.5862, "X2": 0.77224, "Y2": 0.586, "X3": 0.77089, "Y3": 0.6018, "X4": 0.71563, "Y4": 0.6018, "page": 0, "Index": 217}, {"Word": "comes", "Confidence": 0.997, "X1": 0.77628, "Y1": 0.5862, "X2": 0.8248, "Y2": 0.586, "X3": 0.82345, "Y3": 0.6018, "X4": 0.77493, "Y4": 0.6018, "page": 0, "Index": 218}, {"Word": "from", "Confidence": 0.988, "X1": 0.82884, "Y1": 0.5862, "X2": 0.86523, "Y2": 0.586, "X3": 0.86388, "Y3": 0.6018, "X4": 0.82749, "Y4": 0.6018, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.998, "X1": 0.87197, "Y1": 0.5862, "X2": 0.89488, "Y2": 0.586, "X3": 0.89353, "Y3": 0.6018, "X4": 0.87062, "Y4": 0.6018, "page": 0, "Index": 220}, {"Word": "Robert", "Confidence": 0.994, "X1": 0.89892, "Y1": 0.5862, "X2": 0.95687, "Y2": 0.586, "X3": 0.95553, "Y3": 0.6018, "X4": 0.89757, "Y4": 0.6018, "page": 0, "Index": 221}, {"Word": "society", "Confidence": 0.994, "X1": 0.03774, "Y1": 0.6022, "X2": 0.09299, "Y2": 0.602, "X3": 0.09164, "Y3": 0.6168, "X4": 0.03639, "Y4": 0.6168, "page": 0, "Index": 222}, {"Word": "is", "Confidence": 0.998, "X1": 0.09704, "Y1": 0.6022, "X2": 0.11186, "Y2": 0.602, "X3": 0.11051, "Y3": 0.6168, "X4": 0.09569, "Y4": 0.6168, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.6022, "X2": 0.14151, "Y2": 0.602, "X3": 0.14016, "Y3": 0.6168, "X4": 0.11456, "Y4": 0.6168, "page": 0, "Index": 224}, {"Word": "process", "Confidence": 0.937, "X1": 0.14555, "Y1": 0.6022, "X2": 0.19811, "Y2": 0.602, "X3": 0.19811, "Y3": 0.6178, "X4": 0.1442, "Y4": 0.6168, "page": 0, "Index": 225}, {"Word": "involved", "Confidence": 0.991, "X1": 0.20216, "Y1": 0.6032, "X2": 0.27493, "Y2": 0.603, "X3": 0.27493, "Y3": 0.6178, "X4": 0.20216, "Y4": 0.6178, "page": 0, "Index": 226}, {"Word": "in", "Confidence": 0.998, "X1": 0.27898, "Y1": 0.6032, "X2": 0.2965, "Y2": 0.603, "X3": 0.2965, "Y3": 0.6178, "X4": 0.27898, "Y4": 0.6178, "page": 0, "Index": 227}, {"Word": "passing", "Confidence": 0.997, "X1": 0.30054, "Y1": 0.6032, "X2": 0.36388, "Y2": 0.603, "X3": 0.36388, "Y3": 0.6178, "X4": 0.30054, "Y4": 0.6178, "page": 0, "Index": 228}, {"Word": "local", "Confidence": 0.997, "X1": 0.36792, "Y1": 0.6032, "X2": 0.40701, "Y2": 0.603, "X3": 0.40701, "Y3": 0.6178, "X4": 0.36792, "Y4": 0.6178, "page": 0, "Index": 229}, {"Word": "smoking", "Confidence": 0.993, "X1": 0.41105, "Y1": 0.6032, "X2": 0.48383, "Y2": 0.603, "X3": 0.48518, "Y3": 0.6178, "X4": 0.41105, "Y4": 0.6178, "page": 0, "Index": 230}, {"Word": "Wood", "Confidence": 0.941, "X1": 0.51213, "Y1": 0.6012, "X2": 0.55795, "Y2": 0.601, "X3": 0.5566, "Y3": 0.6168, "X4": 0.51213, "Y4": 0.6168, "page": 0, "Index": 231}, {"Word": "Johnson", "Confidence": 0.991, "X1": 0.56199, "Y1": 0.6012, "X2": 0.62399, "Y2": 0.601, "X3": 0.62399, "Y3": 0.6168, "X4": 0.56065, "Y4": 0.6168, "page": 0, "Index": 232}, {"Word": "Foundation,", "Confidence": 0.684, "X1": 0.62803, "Y1": 0.6022, "X2": 0.72642, "Y2": 0.602, "X3": 0.72507, "Y3": 0.6168, "X4": 0.62803, "Y4": 0.6168, "page": 0, "Index": 233}, {"Word": "which", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.6022, "X2": 0.77493, "Y2": 0.602, "X3": 0.77358, "Y3": 0.6168, "X4": 0.72911, "Y4": 0.6168, "page": 0, "Index": 234}, {"Word": "is", "Confidence": 0.997, "X1": 0.77898, "Y1": 0.6022, "X2": 0.78976, "Y2": 0.602, "X3": 0.78841, "Y3": 0.6168, "X4": 0.77763, "Y4": 0.6168, "page": 0, "Index": 235}, {"Word": "funding", "Confidence": 0.991, "X1": 0.79515, "Y1": 0.6022, "X2": 0.85714, "Y2": 0.602, "X3": 0.8558, "Y3": 0.6168, "X4": 0.79245, "Y4": 0.6168, "page": 0, "Index": 236}, {"Word": "the", "Confidence": 0.998, "X1": 0.86119, "Y1": 0.6022, "X2": 0.8841, "Y2": 0.602, "X3": 0.8814, "Y3": 0.6168, "X4": 0.85984, "Y4": 0.6168, "page": 0, "Index": 237}, {"Word": "project's", "Confidence": 0.955, "X1": 0.88814, "Y1": 0.6022, "X2": 0.95822, "Y2": 0.602, "X3": 0.95553, "Y3": 0.6178, "X4": 0.88544, "Y4": 0.6168, "page": 0, "Index": 238}, {"Word": "ordinances.", "Confidence": 0.969, "X1": 0.03774, "Y1": 0.6182, "X2": 0.13612, "Y2": 0.618, "X3": 0.13477, "Y3": 0.6328, "X4": 0.03504, "Y4": 0.6318, "page": 0, "Index": 239}, {"Word": "We've", "Confidence": 0.944, "X1": 0.14286, "Y1": 0.6182, "X2": 0.19542, "Y2": 0.618, "X3": 0.19407, "Y3": 0.6328, "X4": 0.14151, "Y4": 0.6328, "page": 0, "Index": 240}, {"Word": "witnessed", "Confidence": 0.938, "X1": 0.20081, "Y1": 0.6182, "X2": 0.28167, "Y2": 0.618, "X3": 0.28167, "Y3": 0.6328, "X4": 0.19811, "Y4": 0.6328, "page": 0, "Index": 241}, {"Word": "it", "Confidence": 0.997, "X1": 0.28571, "Y1": 0.6182, "X2": 0.30054, "Y2": 0.618, "X3": 0.30054, "Y3": 0.6328, "X4": 0.28571, "Y4": 0.6328, "page": 0, "Index": 242}, {"Word": "hundreds", "Confidence": 0.697, "X1": 0.30458, "Y1": 0.6182, "X2": 0.38679, "Y2": 0.618, "X3": 0.38679, "Y3": 0.6328, "X4": 0.30458, "Y4": 0.6328, "page": 0, "Index": 243}, {"Word": "of", "Confidence": 0.996, "X1": 0.39084, "Y1": 0.6182, "X2": 0.41105, "Y2": 0.618, "X3": 0.41105, "Y3": 0.6328, "X4": 0.39084, "Y4": 0.6328, "page": 0, "Index": 244}, {"Word": "times", "Confidence": 0.994, "X1": 0.41509, "Y1": 0.6192, "X2": 0.45957, "Y2": 0.619, "X3": 0.45957, "Y3": 0.6328, "X4": 0.41509, "Y4": 0.6328, "page": 0, "Index": 245}, {"Word": "in", "Confidence": 0.998, "X1": 0.46361, "Y1": 0.6192, "X2": 0.48383, "Y2": 0.619, "X3": 0.48383, "Y3": 0.6318, "X4": 0.46361, "Y4": 0.6328, "page": 0, "Index": 246}, {"Word": "research", "Confidence": 0.991, "X1": 0.51078, "Y1": 0.6182, "X2": 0.57682, "Y2": 0.618, "X3": 0.57547, "Y3": 0.6328, "X4": 0.51078, "Y4": 0.6318, "page": 0, "Index": 247}, {"Word": "component,", "Confidence": 0.991, "X1": 0.58086, "Y1": 0.6172, "X2": 0.67385, "Y2": 0.617, "X3": 0.67251, "Y3": 0.6328, "X4": 0.57951, "Y4": 0.6328, "page": 0, "Index": 248}, {"Word": "as", "Confidence": 0.998, "X1": 0.6779, "Y1": 0.6172, "X2": 0.69272, "Y2": 0.617, "X3": 0.69272, "Y3": 0.6328, "X4": 0.67655, "Y4": 0.6328, "page": 0, "Index": 249}, {"Word": "well", "Confidence": 0.983, "X1": 0.69677, "Y1": 0.6172, "X2": 0.73046, "Y2": 0.617, "X3": 0.72911, "Y3": 0.6328, "X4": 0.69677, "Y4": 0.6328, "page": 0, "Index": 250}, {"Word": "as", "Confidence": 0.998, "X1": 0.7345, "Y1": 0.6172, "X2": 0.75067, "Y2": 0.617, "X3": 0.74933, "Y3": 0.6328, "X4": 0.73315, "Y4": 0.6328, "page": 0, "Index": 251}, {"Word": "providing", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.6182, "X2": 0.83423, "Y2": 0.618, "X3": 0.83288, "Y3": 0.6328, "X4": 0.75337, "Y4": 0.6328, "page": 0, "Index": 252}, {"Word": "partial", "Confidence": 0.899, "X1": 0.83693, "Y1": 0.6182, "X2": 0.88814, "Y2": 0.618, "X3": 0.88679, "Y3": 0.6328, "X4": 0.83693, "Y4": 0.6328, "page": 0, "Index": 253}, {"Word": "support", "Confidence": 0.953, "X1": 0.89218, "Y1": 0.6192, "X2": 0.95822, "Y2": 0.619, "X3": 0.95687, "Y3": 0.6328, "X4": 0.89084, "Y4": 0.6328, "page": 0, "Index": 254}, {"Word": "to", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.6332, "X2": 0.52561, "Y2": 0.633, "X3": 0.52561, "Y3": 0.6478, "X4": 0.50943, "Y4": 0.6478, "page": 0, "Index": 255}, {"Word": "develop", "Confidence": 0.995, "X1": 0.52965, "Y1": 0.6332, "X2": 0.59434, "Y2": 0.633, "X3": 0.59434, "Y3": 0.6478, "X4": 0.5283, "Y4": 0.6478, "page": 0, "Index": 256}, {"Word": "a", "Confidence": 0.998, "X1": 0.59838, "Y1": 0.6332, "X2": 0.60647, "Y2": 0.633, "X3": 0.60512, "Y3": 0.6478, "X4": 0.59838, "Y4": 0.6478, "page": 0, "Index": 257}, {"Word": "clearinghouse", "Confidence": 0.833, "X1": 0.61051, "Y1": 0.6342, "X2": 0.72372, "Y2": 0.634, "X3": 0.72237, "Y3": 0.6478, "X4": 0.60916, "Y4": 0.6478, "page": 0, "Index": 258}, {"Word": "and", "Confidence": 0.998, "X1": 0.72776, "Y1": 0.6332, "X2": 0.75741, "Y2": 0.633, "X3": 0.75606, "Y3": 0.6478, "X4": 0.72642, "Y4": 0.6478, "page": 0, "Index": 259}, {"Word": "educate", "Confidence": 0.994, "X1": 0.76146, "Y1": 0.6332, "X2": 0.8221, "Y2": 0.633, "X3": 0.82075, "Y3": 0.6478, "X4": 0.76011, "Y4": 0.6478, "page": 0, "Index": 260}, {"Word": "the", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.6332, "X2": 0.8504, "Y2": 0.633, "X3": 0.8504, "Y3": 0.6478, "X4": 0.8248, "Y4": 0.6478, "page": 0, "Index": 261}, {"Word": "media.", "Confidence": 0.969, "X1": 0.85445, "Y1": 0.6332, "X2": 0.9097, "Y2": 0.633, "X3": 0.90836, "Y3": 0.6478, "X4": 0.85445, "Y4": 0.6478, "page": 0, "Index": 262}, {"Word": "A.NR", "Confidence": 0.579, "X1": 0.91375, "Y1": 0.6322, "X2": 0.95148, "Y2": 0.632, "X3": 0.95148, "Y3": 0.6478, "X4": 0.9124, "Y4": 0.6478, "page": 0, "Index": 263}, {"Word": "hundreds", "Confidence": 0.991, "X1": 0.03908, "Y1": 0.6332, "X2": 0.11321, "Y2": 0.633, "X3": 0.11186, "Y3": 0.6488, "X4": 0.03774, "Y4": 0.6488, "page": 0, "Index": 264}, {"Word": "of", "Confidence": 0.998, "X1": 0.11725, "Y1": 0.6332, "X2": 0.13477, "Y2": 0.633, "X3": 0.13342, "Y3": 0.6488, "X4": 0.1159, "Y4": 0.6488, "page": 0, "Index": 265}, {"Word": "communities:", "Confidence": 0.991, "X1": 0.13881, "Y1": 0.6342, "X2": 0.24663, "Y2": 0.634, "X3": 0.24663, "Y3": 0.6488, "X4": 0.13747, "Y4": 0.6488, "page": 0, "Index": 266}, {"Word": "pass", "Confidence": 0.987, "X1": 0.25067, "Y1": 0.6342, "X2": 0.28706, "Y2": 0.634, "X3": 0.28706, "Y3": 0.6488, "X4": 0.25067, "Y4": 0.6488, "page": 0, "Index": 267}, {"Word": "or", "Confidence": 0.997, "X1": 0.29111, "Y1": 0.6342, "X2": 0.30863, "Y2": 0.634, "X3": 0.30863, "Y3": 0.6488, "X4": 0.29111, "Y4": 0.6488, "page": 0, "Index": 268}, {"Word": "fail,", "Confidence": 0.994, "X1": 0.31402, "Y1": 0.6342, "X2": 0.34367, "Y2": 0.634, "X3": 0.34367, "Y3": 0.6488, "X4": 0.31267, "Y4": 0.6488, "page": 0, "Index": 269}, {"Word": "there's", "Confidence": 0.993, "X1": 0.34771, "Y1": 0.6342, "X2": 0.40431, "Y2": 0.634, "X3": 0.40296, "Y3": 0.6488, "X4": 0.34771, "Y4": 0.6488, "page": 0, "Index": 270}, {"Word": "only", "Confidence": 0.988, "X1": 0.40836, "Y1": 0.6342, "X2": 0.4434, "Y2": 0.634, "X3": 0.4434, "Y3": 0.6488, "X4": 0.40701, "Y4": 0.6488, "page": 0, "Index": 271}, {"Word": "suc-", "Confidence": 0.964, "X1": 0.44879, "Y1": 0.6342, "X2": 0.48518, "Y2": 0.634, "X3": 0.48518, "Y3": 0.6488, "X4": 0.44744, "Y4": 0.6488, "page": 0, "Index": 272}, {"Word": "cess", "Confidence": 0.963, "X1": 0.03639, "Y1": 0.6492, "X2": 0.06739, "Y2": 0.649, "X3": 0.06604, "Y3": 0.6638, "X4": 0.03504, "Y4": 0.6638, "page": 0, "Index": 273}, {"Word": "in", "Confidence": 0.997, "X1": 0.07143, "Y1": 0.6492, "X2": 0.0876, "Y2": 0.649, "X3": 0.08625, "Y3": 0.6638, "X4": 0.07008, "Y4": 0.6638, "page": 0, "Index": 274}, {"Word": "working", "Confidence": 0.995, "X1": 0.09164, "Y1": 0.6502, "X2": 0.16038, "Y2": 0.65, "X3": 0.15903, "Y3": 0.6648, "X4": 0.0903, "Y4": 0.6638, "page": 0, "Index": 275}, {"Word": "at", "Confidence": 0.998, "X1": 0.16442, "Y1": 0.6502, "X2": 0.17925, "Y2": 0.65, "X3": 0.1779, "Y3": 0.6648, "X4": 0.16307, "Y4": 0.6648, "page": 0, "Index": 276}, {"Word": "the", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.6502, "X2": 0.20889, "Y2": 0.65, "X3": 0.20755, "Y3": 0.6648, "X4": 0.18194, "Y4": 0.6648, "page": 0, "Index": 277}, {"Word": "community", "Confidence": 0.982, "X1": 0.21294, "Y1": 0.6502, "X2": 0.30458, "Y2": 0.65, "X3": 0.30458, "Y3": 0.6648, "X4": 0.21159, "Y4": 0.6648, "page": 0, "Index": 278}, {"Word": "level", "Confidence": 0.994, "X1": 0.30863, "Y1": 0.6502, "X2": 0.34771, "Y2": 0.65, "X3": 0.34771, "Y3": 0.6648, "X4": 0.30863, "Y4": 0.6648, "page": 0, "Index": 279}, {"Word": "to", "Confidence": 0.998, "X1": 0.35175, "Y1": 0.6502, "X2": 0.36792, "Y2": 0.65, "X3": 0.36792, "Y3": 0.6648, "X4": 0.35175, "Y4": 0.6648, "page": 0, "Index": 280}, {"Word": "clear", "Confidence": 0.997, "X1": 0.37197, "Y1": 0.6502, "X2": 0.41105, "Y2": 0.65, "X3": 0.41105, "Y3": 0.6648, "X4": 0.37197, "Y4": 0.6648, "page": 0, "Index": 281}, {"Word": "the", "Confidence": 0.991, "X1": 0.41509, "Y1": 0.6502, "X2": 0.4407, "Y2": 0.65, "X3": 0.4407, "Y3": 0.6648, "X4": 0.41509, "Y4": 0.6648, "page": 0, "Index": 282}, {"Word": "air.", "Confidence": 0.965, "X1": 0.44474, "Y1": 0.6492, "X2": 0.47305, "Y2": 0.649, "X3": 0.47305, "Y3": 0.6638, "X4": 0.44474, "Y4": 0.6648, "page": 0, "Index": 283}, {"Word": "members", "Confidence": 0.82, "X1": 0.51078, "Y1": 0.6502, "X2": 0.58491, "Y2": 0.65, "X3": 0.58221, "Y3": 0.6638, "X4": 0.50943, "Y4": 0.6638, "page": 0, "Index": 284}, {"Word": "are", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.6502, "X2": 0.61456, "Y2": 0.65, "X3": 0.61186, "Y3": 0.6638, "X4": 0.58625, "Y4": 0.6638, "page": 0, "Index": 285}, {"Word": "supporting", "Confidence": 0.993, "X1": 0.61725, "Y1": 0.6492, "X2": 0.70889, "Y2": 0.649, "X3": 0.70755, "Y3": 0.6638, "X4": 0.6159, "Y4": 0.6638, "page": 0, "Index": 286}, {"Word": "ANR's", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.6492, "X2": 0.76415, "Y2": 0.649, "X3": 0.7628, "Y3": 0.6638, "X4": 0.71159, "Y4": 0.6638, "page": 0, "Index": 287}, {"Word": "legislative", "Confidence": 0.978, "X1": 0.76819, "Y1": 0.6492, "X2": 0.8504, "Y2": 0.649, "X3": 0.84906, "Y3": 0.6638, "X4": 0.76685, "Y4": 0.6638, "page": 0, "Index": 288}, {"Word": "activities.", "Confidence": 0.949, "X1": 0.85445, "Y1": 0.6502, "X2": 0.92992, "Y2": 0.65, "X3": 0.92857, "Y3": 0.6628, "X4": 0.8531, "Y4": 0.6638, "page": 0, "Index": 289}, {"Word": "That's", "Confidence": 0.991, "X1": 0.06873, "Y1": 0.6652, "X2": 0.11456, "Y2": 0.665, "X3": 0.11456, "Y3": 0.6808, "X4": 0.06739, "Y4": 0.6798, "page": 0, "Index": 290}, {"Word": "why", "Confidence": 0.998, "X1": 0.1186, "Y1": 0.6652, "X2": 0.15364, "Y2": 0.665, "X3": 0.15364, "Y3": 0.6808, "X4": 0.1186, "Y4": 0.6808, "page": 0, "Index": 291}, {"Word": "we've", "Confidence": 0.996, "X1": 0.15903, "Y1": 0.6652, "X2": 0.2062, "Y2": 0.665, "X3": 0.2062, "Y3": 0.6808, "X4": 0.15768, "Y4": 0.6808, "page": 0, "Index": 292}, {"Word": "written", "Confidence": 0.991, "X1": 0.21159, "Y1": 0.6652, "X2": 0.26954, "Y2": 0.665, "X3": 0.26819, "Y3": 0.6808, "X4": 0.21024, "Y4": 0.6808, "page": 0, "Index": 293}, {"Word": "Clearing", "Confidence": 0.812, "X1": 0.27358, "Y1": 0.6652, "X2": 0.33827, "Y2": 0.665, "X3": 0.33827, "Y3": 0.6818, "X4": 0.27358, "Y4": 0.6808, "page": 0, "Index": 294}, {"Word": "the", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.6652, "X2": 0.36658, "Y2": 0.665, "X3": 0.36658, "Y3": 0.6818, "X4": 0.34232, "Y4": 0.6818, "page": 0, "Index": 295}, {"Word": "Air.", "Confidence": 0.991, "X1": 0.37062, "Y1": 0.6652, "X2": 0.40566, "Y2": 0.665, "X3": 0.40566, "Y3": 0.6808, "X4": 0.37062, "Y4": 0.6818, "page": 0, "Index": 296}, {"Word": "Over", "Confidence": 0.987, "X1": 0.4097, "Y1": 0.6652, "X2": 0.45013, "Y2": 0.665, "X3": 0.45013, "Y3": 0.6808, "X4": 0.4097, "Y4": 0.6808, "page": 0, "Index": 297}, {"Word": "the", "Confidence": 0.991, "X1": 0.45418, "Y1": 0.6652, "X2": 0.48518, "Y2": 0.665, "X3": 0.48518, "Y3": 0.6808, "X4": 0.45418, "Y4": 0.6808, "page": 0, "Index": 298}, {"Word": "The", "Confidence": 0.996, "X1": 0.54178, "Y1": 0.6652, "X2": 0.57143, "Y2": 0.665, "X3": 0.57008, "Y3": 0.6798, "X4": 0.54178, "Y4": 0.6788, "page": 0, "Index": 299}, {"Word": "NPP", "Confidence": 0.994, "X1": 0.57547, "Y1": 0.6652, "X2": 0.61456, "Y2": 0.665, "X3": 0.61456, "Y3": 0.6798, "X4": 0.57412, "Y4": 0.6798, "page": 0, "Index": 300}, {"Word": "has", "Confidence": 0.976, "X1": 0.6186, "Y1": 0.6652, "X2": 0.6496, "Y2": 0.665, "X3": 0.6496, "Y3": 0.6798, "X4": 0.6186, "Y4": 0.6798, "page": 0, "Index": 301}, {"Word": "accomplished", "Confidence": 0.895, "X1": 0.65364, "Y1": 0.6652, "X2": 0.7655, "Y2": 0.665, "X3": 0.7655, "Y3": 0.6798, "X4": 0.65364, "Y4": 0.6798, "page": 0, "Index": 302}, {"Word": "a", "Confidence": 0.995, "X1": 0.76954, "Y1": 0.6652, "X2": 0.78167, "Y2": 0.665, "X3": 0.78167, "Y3": 0.6798, "X4": 0.76954, "Y4": 0.6798, "page": 0, "Index": 303}, {"Word": "great", "Confidence": 0.997, "X1": 0.78571, "Y1": 0.6652, "X2": 0.82884, "Y2": 0.665, "X3": 0.82884, "Y3": 0.6798, "X4": 0.78571, "Y4": 0.6798, "page": 0, "Index": 304}, {"Word": "deal", "Confidence": 0.657, "X1": 0.83288, "Y1": 0.6652, "X2": 0.86927, "Y2": 0.665, "X3": 0.86792, "Y3": 0.6798, "X4": 0.83288, "Y4": 0.6798, "page": 0, "Index": 305}, {"Word": "in", "Confidence": 0.997, "X1": 0.87332, "Y1": 0.6652, "X2": 0.89218, "Y2": 0.665, "X3": 0.89084, "Y3": 0.6798, "X4": 0.87197, "Y4": 0.6798, "page": 0, "Index": 306}, {"Word": "a", "Confidence": 0.995, "X1": 0.89623, "Y1": 0.6652, "X2": 0.90701, "Y2": 0.665, "X3": 0.90566, "Y3": 0.6798, "X4": 0.89488, "Y4": 0.6798, "page": 0, "Index": 307}, {"Word": "short", "Confidence": 0.997, "X1": 0.91105, "Y1": 0.6662, "X2": 0.95822, "Y2": 0.666, "X3": 0.95687, "Y3": 0.6798, "X4": 0.9097, "Y4": 0.6798, "page": 0, "Index": 308}, {"Word": "years,", "Confidence": 0.992, "X1": 0.03639, "Y1": 0.6812, "X2": 0.08356, "Y2": 0.681, "X3": 0.08356, "Y3": 0.6968, "X4": 0.03639, "Y4": 0.6968, "page": 0, "Index": 309}, {"Word": "we've", "Confidence": 0.993, "X1": 0.08895, "Y1": 0.6812, "X2": 0.13612, "Y2": 0.681, "X3": 0.13612, "Y3": 0.6968, "X4": 0.0876, "Y4": 0.6968, "page": 0, "Index": 310}, {"Word": "seen", "Confidence": 0.991, "X1": 0.14016, "Y1": 0.6812, "X2": 0.1779, "Y2": 0.681, "X3": 0.17655, "Y3": 0.6968, "X4": 0.14016, "Y4": 0.6968, "page": 0, "Index": 311}, {"Word": "that", "Confidence": 0.988, "X1": 0.18194, "Y1": 0.6812, "X2": 0.21294, "Y2": 0.681, "X3": 0.21294, "Y3": 0.6968, "X4": 0.18059, "Y4": 0.6968, "page": 0, "Index": 312}, {"Word": "all", "Confidence": 0.995, "X1": 0.21698, "Y1": 0.6812, "X2": 0.23989, "Y2": 0.681, "X3": 0.23854, "Y3": 0.6968, "X4": 0.21698, "Y4": 0.6968, "page": 0, "Index": 313}, {"Word": "it", "Confidence": 0.998, "X1": 0.24394, "Y1": 0.6812, "X2": 0.25741, "Y2": 0.681, "X3": 0.25606, "Y3": 0.6968, "X4": 0.24259, "Y4": 0.6968, "page": 0, "Index": 314}, {"Word": "takes", "Confidence": 0.958, "X1": 0.26146, "Y1": 0.6812, "X2": 0.30323, "Y2": 0.681, "X3": 0.30323, "Y3": 0.6968, "X4": 0.26146, "Y4": 0.6968, "page": 0, "Index": 315}, {"Word": "to", "Confidence": 0.997, "X1": 0.30728, "Y1": 0.6812, "X2": 0.32615, "Y2": 0.681, "X3": 0.3248, "Y3": 0.6968, "X4": 0.30728, "Y4": 0.6968, "page": 0, "Index": 316}, {"Word": "pass", "Confidence": 0.986, "X1": 0.33019, "Y1": 0.6812, "X2": 0.36658, "Y2": 0.681, "X3": 0.36658, "Y3": 0.6968, "X4": 0.32884, "Y4": 0.6968, "page": 0, "Index": 317}, {"Word": "a", "Confidence": 0.995, "X1": 0.37062, "Y1": 0.6812, "X2": 0.38005, "Y2": 0.681, "X3": 0.38005, "Y3": 0.6968, "X4": 0.37062, "Y4": 0.6968, "page": 0, "Index": 318}, {"Word": "strong", "Confidence": 0.996, "X1": 0.38544, "Y1": 0.6822, "X2": 0.43801, "Y2": 0.682, "X3": 0.43801, "Y3": 0.6968, "X4": 0.3841, "Y4": 0.6968, "page": 0, "Index": 319}, {"Word": "local", "Confidence": 0.996, "X1": 0.44205, "Y1": 0.6822, "X2": 0.48518, "Y2": 0.682, "X3": 0.48518, "Y3": 0.6968, "X4": 0.44205, "Y4": 0.6968, "page": 0, "Index": 320}, {"Word": "time.", "Confidence": 0.994, "X1": 0.51078, "Y1": 0.6812, "X2": 0.55121, "Y2": 0.681, "X3": 0.55121, "Y3": 0.6968, "X4": 0.51078, "Y4": 0.6968, "page": 0, "Index": 321}, {"Word": "Working", "Confidence": 0.994, "X1": 0.55526, "Y1": 0.6812, "X2": 0.62534, "Y2": 0.681, "X3": 0.62399, "Y3": 0.6958, "X4": 0.55526, "Y4": 0.6958, "page": 0, "Index": 322}, {"Word": "together", "Confidence": 0.994, "X1": 0.62938, "Y1": 0.6802, "X2": 0.69407, "Y2": 0.68, "X3": 0.69272, "Y3": 0.6958, "X4": 0.62803, "Y4": 0.6958, "page": 0, "Index": 323}, {"Word": "over", "Confidence": 0.988, "X1": 0.69811, "Y1": 0.6802, "X2": 0.7345, "Y2": 0.68, "X3": 0.73315, "Y3": 0.6958, "X4": 0.69811, "Y4": 0.6958, "page": 0, "Index": 324}, {"Word": "the", "Confidence": 0.998, "X1": 0.73854, "Y1": 0.6802, "X2": 0.76146, "Y2": 0.68, "X3": 0.76011, "Y3": 0.6958, "X4": 0.7372, "Y4": 0.6958, "page": 0, "Index": 325}, {"Word": "first", "Confidence": 0.996, "X1": 0.7655, "Y1": 0.6802, "X2": 0.7965, "Y2": 0.68, "X3": 0.79515, "Y3": 0.6958, "X4": 0.76415, "Y4": 0.6958, "page": 0, "Index": 326}, {"Word": "few", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.6802, "X2": 0.82749, "Y2": 0.68, "X3": 0.82615, "Y3": 0.6958, "X4": 0.79919, "Y4": 0.6958, "page": 0, "Index": 327}, {"Word": "months", "Confidence": 0.994, "X1": 0.83154, "Y1": 0.6812, "X2": 0.89084, "Y2": 0.681, "X3": 0.88949, "Y3": 0.6948, "X4": 0.83019, "Y4": 0.6958, "page": 0, "Index": 328}, {"Word": "of", "Confidence": 0.992, "X1": 0.89488, "Y1": 0.6812, "X2": 0.9097, "Y2": 0.681, "X3": 0.90836, "Y3": 0.6948, "X4": 0.89353, "Y4": 0.6948, "page": 0, "Index": 329}, {"Word": "1996,", "Confidence": 0.955, "X1": 0.91375, "Y1": 0.6812, "X2": 0.95687, "Y2": 0.681, "X3": 0.95553, "Y3": 0.6948, "X4": 0.9124, "Y4": 0.6948, "page": 0, "Index": 330}, {"Word": "ordinance", "Confidence": 0.649, "X1": 0.03639, "Y1": 0.6962, "X2": 0.11725, "Y2": 0.696, "X3": 0.1159, "Y3": 0.7118, "X4": 0.03639, "Y4": 0.7118, "page": 0, "Index": 331}, {"Word": "clearing", "Confidence": 0.941, "X1": 0.12129, "Y1": 0.6962, "X2": 0.18868, "Y2": 0.696, "X3": 0.18733, "Y3": 0.7118, "X4": 0.12129, "Y4": 0.7118, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.19272, "Y1": 0.6962, "X2": 0.21968, "Y2": 0.696, "X3": 0.21968, "Y3": 0.7118, "X4": 0.19272, "Y4": 0.7118, "page": 0, "Index": 333}, {"Word": "air", "Confidence": 0.998, "X1": 0.22372, "Y1": 0.6962, "X2": 0.24798, "Y2": 0.696, "X3": 0.24798, "Y3": 0.7118, "X4": 0.22372, "Y4": 0.7118, "page": 0, "Index": 334}, {"Word": "of", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.6962, "X2": 0.27089, "Y2": 0.696, "X3": 0.27089, "Y3": 0.7118, "X4": 0.25202, "Y4": 0.7118, "page": 0, "Index": 335}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.6972, "X2": 0.33693, "Y2": 0.697, "X3": 0.33693, "Y3": 0.7118, "X4": 0.27493, "Y4": 0.7118, "page": 0, "Index": 336}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.34097, "Y1": 0.6972, "X2": 0.39757, "Y2": 0.697, "X3": 0.39757, "Y3": 0.7118, "X4": 0.34097, "Y4": 0.7118, "page": 0, "Index": 337}, {"Word": "in", "Confidence": 0.998, "X1": 0.40162, "Y1": 0.6972, "X2": 0.42049, "Y2": 0.697, "X3": 0.42049, "Y3": 0.7118, "X4": 0.40162, "Y4": 0.7118, "page": 0, "Index": 338}, {"Word": "restau-", "Confidence": 0.932, "X1": 0.42453, "Y1": 0.6982, "X2": 0.48518, "Y2": 0.698, "X3": 0.48518, "Y3": 0.7118, "X4": 0.42453, "Y4": 0.7118, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.994, "X1": 0.51213, "Y1": 0.6972, "X2": 0.53504, "Y2": 0.697, "X3": 0.53504, "Y3": 0.7118, "X4": 0.51213, "Y4": 0.7128, "page": 0, "Index": 340}, {"Word": "\"preemption", "Confidence": 0.984, "X1": 0.53908, "Y1": 0.6962, "X2": 0.64151, "Y2": 0.696, "X3": 0.64016, "Y3": 0.7118, "X4": 0.53908, "Y4": 0.7118, "page": 0, "Index": 341}, {"Word": "strike", "Confidence": 0.996, "X1": 0.64555, "Y1": 0.6962, "X2": 0.69003, "Y2": 0.696, "X3": 0.68868, "Y3": 0.7118, "X4": 0.6442, "Y4": 0.7118, "page": 0, "Index": 342}, {"Word": "force\"", "Confidence": 0.991, "X1": 0.69407, "Y1": 0.6962, "X2": 0.74124, "Y2": 0.696, "X3": 0.74124, "Y3": 0.7118, "X4": 0.69272, "Y4": 0.7118, "page": 0, "Index": 343}, {"Word": "has", "Confidence": 0.998, "X1": 0.74528, "Y1": 0.6962, "X2": 0.77493, "Y2": 0.696, "X3": 0.77358, "Y3": 0.7118, "X4": 0.74528, "Y4": 0.7118, "page": 0, "Index": 344}, {"Word": "provided", "Confidence": 0.955, "X1": 0.77898, "Y1": 0.6962, "X2": 0.85175, "Y2": 0.696, "X3": 0.85175, "Y3": 0.7108, "X4": 0.77763, "Y4": 0.7118, "page": 0, "Index": 345}, {"Word": "assistance", "Confidence": 0.853, "X1": 0.8558, "Y1": 0.6962, "X2": 0.93396, "Y2": 0.696, "X3": 0.93396, "Y3": 0.7108, "X4": 0.8558, "Y4": 0.7108, "page": 0, "Index": 346}, {"Word": "to", "Confidence": 0.967, "X1": 0.93801, "Y1": 0.6972, "X2": 0.95553, "Y2": 0.697, "X3": 0.95553, "Y3": 0.7108, "X4": 0.93801, "Y4": 0.7108, "page": 0, "Index": 347}, {"Word": "rants,", "Confidence": 0.918, "X1": 0.03639, "Y1": 0.7132, "X2": 0.08356, "Y2": 0.713, "X3": 0.08221, "Y3": 0.7278, "X4": 0.03639, "Y4": 0.7278, "page": 0, "Index": 348}, {"Word": "public", "Confidence": 0.967, "X1": 0.0876, "Y1": 0.7122, "X2": 0.14151, "Y2": 0.712, "X3": 0.14151, "Y3": 0.7278, "X4": 0.08625, "Y4": 0.7278, "page": 0, "Index": 349}, {"Word": "places", "Confidence": 0.996, "X1": 0.1469, "Y1": 0.7122, "X2": 0.19946, "Y2": 0.712, "X3": 0.19946, "Y3": 0.7278, "X4": 0.14555, "Y4": 0.7278, "page": 0, "Index": 350}, {"Word": "and", "Confidence": 0.81, "X1": 0.2035, "Y1": 0.7122, "X2": 0.2372, "Y2": 0.712, "X3": 0.23585, "Y3": 0.7278, "X4": 0.2035, "Y4": 0.7278, "page": 0, "Index": 351}, {"Word": "private", "Confidence": 0.996, "X1": 0.24394, "Y1": 0.7122, "X2": 0.30593, "Y2": 0.712, "X3": 0.30458, "Y3": 0.7278, "X4": 0.24394, "Y4": 0.7278, "page": 0, "Index": 352}, {"Word": "workplaces", "Confidence": 0.994, "X1": 0.30997, "Y1": 0.7122, "X2": 0.40701, "Y2": 0.712, "X3": 0.40566, "Y3": 0.7278, "X4": 0.30997, "Y4": 0.7278, "page": 0, "Index": 353}, {"Word": "is", "Confidence": 0.998, "X1": 0.41105, "Y1": 0.7122, "X2": 0.42992, "Y2": 0.712, "X3": 0.42857, "Y3": 0.7278, "X4": 0.4097, "Y4": 0.7278, "page": 0, "Index": 354}, {"Word": "a", "Confidence": 0.996, "X1": 0.43396, "Y1": 0.7122, "X2": 0.44609, "Y2": 0.712, "X3": 0.44609, "Y3": 0.7278, "X4": 0.43396, "Y4": 0.7278, "page": 0, "Index": 355}, {"Word": "few", "Confidence": 0.955, "X1": 0.45013, "Y1": 0.7132, "X2": 0.47978, "Y2": 0.713, "X3": 0.47844, "Y3": 0.7278, "X4": 0.45013, "Y4": 0.7278, "page": 0, "Index": 356}, {"Word": "all", "Confidence": 0.941, "X1": 0.51348, "Y1": 0.7122, "X2": 0.53235, "Y2": 0.712, "X3": 0.531, "Y3": 0.7268, "X4": 0.51213, "Y4": 0.7268, "page": 0, "Index": 357}, {"Word": "20", "Confidence": 0.998, "X1": 0.53639, "Y1": 0.7122, "X2": 0.55391, "Y2": 0.712, "X3": 0.55256, "Y3": 0.7268, "X4": 0.53504, "Y4": 0.7268, "page": 0, "Index": 358}, {"Word": "states", "Confidence": 0.996, "X1": 0.55795, "Y1": 0.7122, "X2": 0.60377, "Y2": 0.712, "X3": 0.60243, "Y3": 0.7268, "X4": 0.5566, "Y4": 0.7268, "page": 0, "Index": 359}, {"Word": "facing", "Confidence": 0.994, "X1": 0.60782, "Y1": 0.7122, "X2": 0.65768, "Y2": 0.712, "X3": 0.65633, "Y3": 0.7268, "X4": 0.60647, "Y4": 0.7268, "page": 0, "Index": 360}, {"Word": "preemption", "Confidence": 0.994, "X1": 0.66173, "Y1": 0.7112, "X2": 0.75606, "Y2": 0.711, "X3": 0.75606, "Y3": 0.7268, "X4": 0.66038, "Y4": 0.7268, "page": 0, "Index": 361}, {"Word": "battles.", "Confidence": 0.992, "X1": 0.76011, "Y1": 0.7112, "X2": 0.82615, "Y2": 0.711, "X3": 0.8248, "Y3": 0.7268, "X4": 0.76011, "Y4": 0.7268, "page": 0, "Index": 362}, {"Word": "Together", "Confidence": 0.995, "X1": 0.83019, "Y1": 0.7112, "X2": 0.90162, "Y2": 0.711, "X3": 0.90162, "Y3": 0.7258, "X4": 0.82884, "Y4": 0.7268, "page": 0, "Index": 363}, {"Word": "we've", "Confidence": 0.994, "X1": 0.90566, "Y1": 0.7112, "X2": 0.95553, "Y2": 0.711, "X3": 0.95418, "Y3": 0.7258, "X4": 0.90566, "Y4": 0.7258, "page": 0, "Index": 364}, {"Word": "tenacious", "Confidence": 0.991, "X1": 0.03639, "Y1": 0.7292, "X2": 0.11186, "Y2": 0.729, "X3": 0.11051, "Y3": 0.7428, "X4": 0.03639, "Y4": 0.7428, "page": 0, "Index": 365}, {"Word": "advocates", "Confidence": 0.981, "X1": 0.1159, "Y1": 0.7282, "X2": 0.19407, "Y2": 0.728, "X3": 0.19407, "Y3": 0.7428, "X4": 0.11456, "Y4": 0.7428, "page": 0, "Index": 366}, {"Word": "and", "Confidence": 0.998, "X1": 0.19811, "Y1": 0.7282, "X2": 0.23046, "Y2": 0.728, "X3": 0.22911, "Y3": 0.7428, "X4": 0.19811, "Y4": 0.7428, "page": 0, "Index": 367}, {"Word": "a", "Confidence": 0.994, "X1": 0.2345, "Y1": 0.7282, "X2": 0.24259, "Y2": 0.728, "X3": 0.24259, "Y3": 0.7428, "X4": 0.23315, "Y4": 0.7428, "page": 0, "Index": 368}, {"Word": "little", "Confidence": 0.946, "X1": 0.24663, "Y1": 0.7282, "X2": 0.28571, "Y2": 0.728, "X3": 0.28437, "Y3": 0.7428, "X4": 0.24663, "Y4": 0.7428, "page": 0, "Index": 369}, {"Word": "help", "Confidence": 0.982, "X1": 0.28976, "Y1": 0.7282, "X2": 0.32615, "Y2": 0.728, "X3": 0.3248, "Y3": 0.7428, "X4": 0.28841, "Y4": 0.7428, "page": 0, "Index": 370}, {"Word": "from", "Confidence": 0.991, "X1": 0.33019, "Y1": 0.7282, "X2": 0.36523, "Y2": 0.728, "X3": 0.36388, "Y3": 0.7428, "X4": 0.32884, "Y4": 0.7428, "page": 0, "Index": 371}, {"Word": "ANR.", "Confidence": 0.953, "X1": 0.37601, "Y1": 0.7282, "X2": 0.42722, "Y2": 0.728, "X3": 0.42588, "Y3": 0.7438, "X4": 0.37466, "Y4": 0.7428, "page": 0, "Index": 372}, {"Word": "We've", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.7292, "X2": 0.48518, "Y2": 0.729, "X3": 0.48383, "Y3": 0.7438, "X4": 0.42992, "Y4": 0.7438, "page": 0, "Index": 373}, {"Word": "helped", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.7282, "X2": 0.56739, "Y2": 0.728, "X3": 0.56604, "Y3": 0.7438, "X4": 0.51078, "Y4": 0.7438, "page": 0, "Index": 374}, {"Word": "12", "Confidence": 0.998, "X1": 0.57143, "Y1": 0.7282, "X2": 0.5876, "Y2": 0.728, "X3": 0.5876, "Y3": 0.7438, "X4": 0.57008, "Y4": 0.7438, "page": 0, "Index": 375}, {"Word": "states", "Confidence": 0.994, "X1": 0.59164, "Y1": 0.7282, "X2": 0.64016, "Y2": 0.728, "X3": 0.63881, "Y3": 0.7438, "X4": 0.59164, "Y4": 0.7438, "page": 0, "Index": 376}, {"Word": "defeat", "Confidence": 0.964, "X1": 0.6442, "Y1": 0.7272, "X2": 0.69407, "Y2": 0.727, "X3": 0.69407, "Y3": 0.7428, "X4": 0.64286, "Y4": 0.7438, "page": 0, "Index": 377}, {"Word": "preemption;", "Confidence": 0.767, "X1": 0.69811, "Y1": 0.7272, "X2": 0.79784, "Y2": 0.727, "X3": 0.79784, "Y3": 0.7428, "X4": 0.69811, "Y4": 0.7428, "page": 0, "Index": 378}, {"Word": "we've", "Confidence": 0.994, "X1": 0.80189, "Y1": 0.7272, "X2": 0.8504, "Y2": 0.727, "X3": 0.8504, "Y3": 0.7428, "X4": 0.80189, "Y4": 0.7428, "page": 0, "Index": 379}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.8558, "Y1": 0.7272, "X2": 0.93801, "Y2": 0.727, "X3": 0.93801, "Y3": 0.7418, "X4": 0.8558, "Y4": 0.7428, "page": 0, "Index": 380}, {"Word": "a", "Confidence": 0.995, "X1": 0.94205, "Y1": 0.7272, "X2": 0.95418, "Y2": 0.727, "X3": 0.95418, "Y3": 0.7418, "X4": 0.94205, "Y4": 0.7418, "page": 0, "Index": 381}, {"Word": "local", "Confidence": 0.996, "X1": 0.84771, "Y1": 0.7432, "X2": 0.88814, "Y2": 0.743, "X3": 0.88814, "Y3": 0.7578, "X4": 0.84771, "Y4": 0.7588, "page": 0, "Index": 382}, {"Word": "control:", "Confidence": 0.805, "X1": 0.89218, "Y1": 0.7432, "X2": 0.95822, "Y2": 0.743, "X3": 0.95687, "Y3": 0.7578, "X4": 0.89218, "Y4": 0.7578, "page": 0, "Index": 383}, {"Word": "written", "Confidence": 0.97, "X1": 0.03774, "Y1": 0.7442, "X2": 0.09434, "Y2": 0.744, "X3": 0.09299, "Y3": 0.7598, "X4": 0.03639, "Y4": 0.7598, "page": 0, "Index": 384}, {"Word": "a", "Confidence": 0.994, "X1": 0.10108, "Y1": 0.7442, "X2": 0.11186, "Y2": 0.744, "X3": 0.11051, "Y3": 0.7598, "X4": 0.09973, "Y4": 0.7598, "page": 0, "Index": 385}, {"Word": "step-by-step", "Confidence": 0.991, "X1": 0.1159, "Y1": 0.7432, "X2": 0.21698, "Y2": 0.743, "X3": 0.21563, "Y3": 0.7598, "X4": 0.11456, "Y4": 0.7598, "page": 0, "Index": 386}, {"Word": "guide", "Confidence": 0.996, "X1": 0.22102, "Y1": 0.7432, "X2": 0.26954, "Y2": 0.743, "X3": 0.26819, "Y3": 0.7598, "X4": 0.21968, "Y4": 0.7598, "page": 0, "Index": 387}, {"Word": "based", "Confidence": 0.997, "X1": 0.27358, "Y1": 0.7442, "X2": 0.3221, "Y2": 0.744, "X3": 0.32075, "Y3": 0.7598, "X4": 0.27224, "Y4": 0.7598, "page": 0, "Index": 388}, {"Word": "on", "Confidence": 0.961, "X1": 0.32749, "Y1": 0.7442, "X2": 0.3504, "Y2": 0.744, "X3": 0.34906, "Y3": 0.7598, "X4": 0.32615, "Y4": 0.7598, "page": 0, "Index": 389}, {"Word": "our", "Confidence": 0.67, "X1": 0.3558, "Y1": 0.7442, "X2": 0.38679, "Y2": 0.744, "X3": 0.38544, "Y3": 0.7598, "X4": 0.35445, "Y4": 0.7598, "page": 0, "Index": 390}, {"Word": "20", "Confidence": 0.998, "X1": 0.39084, "Y1": 0.7452, "X2": 0.4124, "Y2": 0.745, "X3": 0.41105, "Y3": 0.7598, "X4": 0.38949, "Y4": 0.7598, "page": 0, "Index": 391}, {"Word": "years", "Confidence": 0.997, "X1": 0.41644, "Y1": 0.7462, "X2": 0.46226, "Y2": 0.746, "X3": 0.46092, "Y3": 0.7598, "X4": 0.41509, "Y4": 0.7598, "page": 0, "Index": 392}, {"Word": "of", "Confidence": 0.995, "X1": 0.46631, "Y1": 0.7462, "X2": 0.48787, "Y2": 0.746, "X3": 0.48652, "Y3": 0.7608, "X4": 0.46496, "Y4": 0.7598, "page": 0, "Index": 393}, {"Word": "national", "Confidence": 0.984, "X1": 0.51078, "Y1": 0.7452, "X2": 0.57682, "Y2": 0.745, "X3": 0.57547, "Y3": 0.7588, "X4": 0.51078, "Y4": 0.7588, "page": 0, "Index": 394}, {"Word": "opinion", "Confidence": 0.995, "X1": 0.58086, "Y1": 0.7442, "X2": 0.64555, "Y2": 0.744, "X3": 0.6442, "Y3": 0.7588, "X4": 0.57951, "Y4": 0.7588, "page": 0, "Index": 395}, {"Word": "poll", "Confidence": 0.793, "X1": 0.6496, "Y1": 0.7442, "X2": 0.68194, "Y2": 0.744, "X3": 0.68194, "Y3": 0.7588, "X4": 0.6496, "Y4": 0.7588, "page": 0, "Index": 396}, {"Word": "on", "Confidence": 0.998, "X1": 0.68598, "Y1": 0.7432, "X2": 0.70889, "Y2": 0.743, "X3": 0.70889, "Y3": 0.7588, "X4": 0.68598, "Y4": 0.7588, "page": 0, "Index": 397}, {"Word": "preemption", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.7432, "X2": 0.80863, "Y2": 0.743, "X3": 0.80863, "Y3": 0.7588, "X4": 0.71294, "Y4": 0.7588, "page": 0, "Index": 398}, {"Word": "and", "Confidence": 0.998, "X1": 0.81267, "Y1": 0.7432, "X2": 0.84367, "Y2": 0.743, "X3": 0.84367, "Y3": 0.7588, "X4": 0.81267, "Y4": 0.7588, "page": 0, "Index": 399}, {"Word": "experience", "Confidence": 0.796, "X1": 0.04043, "Y1": 0.7602, "X2": 0.11995, "Y2": 0.76, "X3": 0.11995, "Y3": 0.7758, "X4": 0.04043, "Y4": 0.7768, "page": 0, "Index": 400}, {"Word": "helping", "Confidence": 0.955, "X1": 0.12399, "Y1": 0.7602, "X2": 0.18464, "Y2": 0.76, "X3": 0.18464, "Y3": 0.7758, "X4": 0.12399, "Y4": 0.7758, "page": 0, "Index": 401}, {"Word": "communities", "Confidence": 0.991, "X1": 0.19003, "Y1": 0.7602, "X2": 0.2938, "Y2": 0.76, "X3": 0.2938, "Y3": 0.7758, "X4": 0.18868, "Y4": 0.7758, "page": 0, "Index": 402}, {"Word": "pass", "Confidence": 0.991, "X1": 0.29784, "Y1": 0.7602, "X2": 0.33288, "Y2": 0.76, "X3": 0.33288, "Y3": 0.7758, "X4": 0.29784, "Y4": 0.7758, "page": 0, "Index": 403}, {"Word": "local", "Confidence": 0.997, "X1": 0.33827, "Y1": 0.7602, "X2": 0.37736, "Y2": 0.76, "X3": 0.37736, "Y3": 0.7758, "X4": 0.33693, "Y4": 0.7758, "page": 0, "Index": 404}, {"Word": "ordinances.", "Confidence": 0.964, "X1": 0.3814, "Y1": 0.7612, "X2": 0.47844, "Y2": 0.761, "X3": 0.47709, "Y3": 0.7768, "X4": 0.3814, "Y4": 0.7758, "page": 0, "Index": 405}, {"Word": "we've", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.7602, "X2": 0.5566, "Y2": 0.76, "X3": 0.55526, "Y3": 0.7748, "X4": 0.51078, "Y4": 0.7758, "page": 0, "Index": 406}, {"Word": "worked", "Confidence": 0.994, "X1": 0.56065, "Y1": 0.7592, "X2": 0.62264, "Y2": 0.759, "X3": 0.62129, "Y3": 0.7748, "X4": 0.5593, "Y4": 0.7748, "page": 0, "Index": 407}, {"Word": "with", "Confidence": 0.989, "X1": 0.62668, "Y1": 0.7592, "X2": 0.66173, "Y2": 0.759, "X3": 0.66038, "Y3": 0.7738, "X4": 0.62534, "Y4": 0.7748, "page": 0, "Index": 408}, {"Word": "a", "Confidence": 0.994, "X1": 0.66577, "Y1": 0.7592, "X2": 0.6752, "Y2": 0.759, "X3": 0.67385, "Y3": 0.7738, "X4": 0.66442, "Y4": 0.7738, "page": 0, "Index": 409}, {"Word": "New", "Confidence": 0.991, "X1": 0.67925, "Y1": 0.7582, "X2": 0.71294, "Y2": 0.758, "X3": 0.71294, "Y3": 0.7738, "X4": 0.6779, "Y4": 0.7738, "page": 0, "Index": 410}, {"Word": "York", "Confidence": 0.987, "X1": 0.71833, "Y1": 0.7582, "X2": 0.75337, "Y2": 0.758, "X3": 0.75202, "Y3": 0.7738, "X4": 0.71698, "Y4": 0.7738, "page": 0, "Index": 411}, {"Word": "Times", "Confidence": 0.972, "X1": 0.75741, "Y1": 0.7592, "X2": 0.79919, "Y2": 0.759, "X3": 0.79784, "Y3": 0.7738, "X4": 0.75606, "Y4": 0.7738, "page": 0, "Index": 412}, {"Word": "reporter", "Confidence": 0.995, "X1": 0.80323, "Y1": 0.7592, "X2": 0.86658, "Y2": 0.759, "X3": 0.86523, "Y3": 0.7738, "X4": 0.80189, "Y4": 0.7738, "page": 0, "Index": 413}, {"Word": "and", "Confidence": 0.998, "X1": 0.86927, "Y1": 0.7592, "X2": 0.89757, "Y2": 0.759, "X3": 0.89757, "Y3": 0.7738, "X4": 0.86927, "Y4": 0.7738, "page": 0, "Index": 414}, {"Word": "others", "Confidence": 0.951, "X1": 0.90162, "Y1": 0.7602, "X2": 0.95553, "Y2": 0.76, "X3": 0.95418, "Y3": 0.7738, "X4": 0.90162, "Y4": 0.7738, "page": 0, "Index": 415}, {"Word": "We", "Confidence": 0.997, "X1": 0.06604, "Y1": 0.7762, "X2": 0.09164, "Y2": 0.776, "X3": 0.09164, "Y3": 0.7908, "X4": 0.06604, "Y4": 0.7908, "page": 0, "Index": 416}, {"Word": "strongly", "Confidence": 0.991, "X1": 0.09569, "Y1": 0.7762, "X2": 0.16173, "Y2": 0.776, "X3": 0.16173, "Y3": 0.7908, "X4": 0.09569, "Y4": 0.7908, "page": 0, "Index": 417}, {"Word": "encourage", "Confidence": 0.955, "X1": 0.16577, "Y1": 0.7762, "X2": 0.25067, "Y2": 0.776, "X3": 0.25067, "Y3": 0.7918, "X4": 0.16577, "Y4": 0.7908, "page": 0, "Index": 418}, {"Word": "our", "Confidence": 0.997, "X1": 0.25472, "Y1": 0.7762, "X2": 0.28302, "Y2": 0.776, "X3": 0.28302, "Y3": 0.7918, "X4": 0.25472, "Y4": 0.7918, "page": 0, "Index": 419}, {"Word": "members", "Confidence": 0.979, "X1": 0.28706, "Y1": 0.7772, "X2": 0.36388, "Y2": 0.777, "X3": 0.36388, "Y3": 0.7918, "X4": 0.28706, "Y4": 0.7918, "page": 0, "Index": 420}, {"Word": "living", "Confidence": 0.997, "X1": 0.36792, "Y1": 0.7772, "X2": 0.41644, "Y2": 0.777, "X3": 0.41509, "Y3": 0.7918, "X4": 0.36658, "Y4": 0.7918, "page": 0, "Index": 421}, {"Word": "in", "Confidence": 0.998, "X1": 0.42049, "Y1": 0.7772, "X2": 0.43666, "Y2": 0.777, "X3": 0.43531, "Y3": 0.7918, "X4": 0.41914, "Y4": 0.7918, "page": 0, "Index": 422}, {"Word": "com-", "Confidence": 0.97, "X1": 0.4407, "Y1": 0.7772, "X2": 0.48787, "Y2": 0.777, "X3": 0.48652, "Y3": 0.7918, "X4": 0.43935, "Y4": 0.7918, "page": 0, "Index": 423}, {"Word": "on", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.7772, "X2": 0.53235, "Y2": 0.777, "X3": 0.531, "Y3": 0.7918, "X4": 0.51078, "Y4": 0.7918, "page": 0, "Index": 424}, {"Word": "stories", "Confidence": 0.809, "X1": 0.53639, "Y1": 0.7762, "X2": 0.59434, "Y2": 0.776, "X3": 0.59299, "Y3": 0.7918, "X4": 0.53639, "Y4": 0.7918, "page": 0, "Index": 425}, {"Word": "exposing", "Confidence": 0.995, "X1": 0.59838, "Y1": 0.7752, "X2": 0.67251, "Y2": 0.775, "X3": 0.67251, "Y3": 0.7918, "X4": 0.59704, "Y4": 0.7918, "page": 0, "Index": 426}, {"Word": "preemption", "Confidence": 0.992, "X1": 0.67655, "Y1": 0.7752, "X2": 0.77358, "Y2": 0.775, "X3": 0.77358, "Y3": 0.7908, "X4": 0.67655, "Y4": 0.7918, "page": 0, "Index": 427}, {"Word": "as", "Confidence": 0.991, "X1": 0.77898, "Y1": 0.7752, "X2": 0.79784, "Y2": 0.775, "X3": 0.79784, "Y3": 0.7908, "X4": 0.77898, "Y4": 0.7908, "page": 0, "Index": 428}, {"Word": "a", "Confidence": 0.994, "X1": 0.80189, "Y1": 0.7752, "X2": 0.81402, "Y2": 0.775, "X3": 0.81402, "Y3": 0.7908, "X4": 0.80189, "Y4": 0.7908, "page": 0, "Index": 429}, {"Word": "national", "Confidence": 0.994, "X1": 0.81806, "Y1": 0.7752, "X2": 0.88814, "Y2": 0.775, "X3": 0.88814, "Y3": 0.7898, "X4": 0.81806, "Y4": 0.7908, "page": 0, "Index": 430}, {"Word": "tobacco", "Confidence": 0.958, "X1": 0.89218, "Y1": 0.7762, "X2": 0.95418, "Y2": 0.776, "X3": 0.95418, "Y3": 0.7888, "X4": 0.89218, "Y4": 0.7898, "page": 0, "Index": 431}, {"Word": "munities", "Confidence": 0.749, "X1": 0.03639, "Y1": 0.7922, "X2": 0.10377, "Y2": 0.792, "X3": 0.10243, "Y3": 0.8058, "X4": 0.03504, "Y4": 0.8058, "page": 0, "Index": 432}, {"Word": "where", "Confidence": 0.927, "X1": 0.10782, "Y1": 0.7922, "X2": 0.15499, "Y2": 0.792, "X3": 0.15364, "Y3": 0.8058, "X4": 0.10647, "Y4": 0.8058, "page": 0, "Index": 433}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.15903, "Y1": 0.7912, "X2": 0.21024, "Y2": 0.791, "X3": 0.20889, "Y3": 0.8068, "X4": 0.15768, "Y4": 0.8058, "page": 0, "Index": 434}, {"Word": "is", "Confidence": 0.996, "X1": 0.21429, "Y1": 0.7912, "X2": 0.22237, "Y2": 0.791, "X3": 0.22237, "Y3": 0.8068, "X4": 0.21294, "Y4": 0.8068, "page": 0, "Index": 435}, {"Word": "still", "Confidence": 0.991, "X1": 0.22642, "Y1": 0.7912, "X2": 0.25606, "Y2": 0.791, "X3": 0.25606, "Y3": 0.8068, "X4": 0.22642, "Y4": 0.8068, "page": 0, "Index": 436}, {"Word": "allowed", "Confidence": 0.996, "X1": 0.26011, "Y1": 0.7912, "X2": 0.3221, "Y2": 0.791, "X3": 0.32075, "Y3": 0.8068, "X4": 0.26011, "Y4": 0.8068, "page": 0, "Index": 437}, {"Word": "in", "Confidence": 0.997, "X1": 0.32615, "Y1": 0.7912, "X2": 0.34097, "Y2": 0.791, "X3": 0.33962, "Y3": 0.8068, "X4": 0.3248, "Y4": 0.8068, "page": 0, "Index": 438}, {"Word": "public", "Confidence": 0.92, "X1": 0.34501, "Y1": 0.7912, "X2": 0.39488, "Y2": 0.791, "X3": 0.39353, "Y3": 0.8068, "X4": 0.34367, "Y4": 0.8068, "page": 0, "Index": 439}, {"Word": "places", "Confidence": 0.996, "X1": 0.39892, "Y1": 0.7922, "X2": 0.44744, "Y2": 0.792, "X3": 0.44609, "Y3": 0.8068, "X4": 0.39757, "Y4": 0.8068, "page": 0, "Index": 440}, {"Word": "and", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.7922, "X2": 0.48383, "Y2": 0.792, "X3": 0.48248, "Y3": 0.8078, "X4": 0.45013, "Y4": 0.8068, "page": 0, "Index": 441}, {"Word": "industry", "Confidence": 0.907, "X1": 0.51078, "Y1": 0.7922, "X2": 0.57951, "Y2": 0.792, "X3": 0.57951, "Y3": 0.8068, "X4": 0.50943, "Y4": 0.8068, "page": 0, "Index": 442}, {"Word": "strategy;", "Confidence": 0.935, "X1": 0.58356, "Y1": 0.7912, "X2": 0.65364, "Y2": 0.791, "X3": 0.65364, "Y3": 0.8068, "X4": 0.58356, "Y4": 0.8068, "page": 0, "Index": 443}, {"Word": "and", "Confidence": 0.998, "X1": 0.65768, "Y1": 0.7912, "X2": 0.69003, "Y2": 0.791, "X3": 0.69003, "Y3": 0.8058, "X4": 0.65768, "Y4": 0.8068, "page": 0, "Index": 444}, {"Word": "we've", "Confidence": 0.997, "X1": 0.69677, "Y1": 0.7912, "X2": 0.74528, "Y2": 0.791, "X3": 0.74394, "Y3": 0.8058, "X4": 0.69542, "Y4": 0.8058, "page": 0, "Index": 445}, {"Word": "exposed", "Confidence": 0.991, "X1": 0.74933, "Y1": 0.7912, "X2": 0.81536, "Y2": 0.791, "X3": 0.81402, "Y3": 0.8058, "X4": 0.74798, "Y4": 0.8058, "page": 0, "Index": 446}, {"Word": "how", "Confidence": 0.998, "X1": 0.81941, "Y1": 0.7912, "X2": 0.8531, "Y2": 0.791, "X3": 0.8531, "Y3": 0.8058, "X4": 0.81806, "Y4": 0.8058, "page": 0, "Index": 447}, {"Word": "the", "Confidence": 0.998, "X1": 0.86119, "Y1": 0.7912, "X2": 0.88814, "Y2": 0.791, "X3": 0.88679, "Y3": 0.8058, "X4": 0.86119, "Y4": 0.8058, "page": 0, "Index": 448}, {"Word": "tobacco", "Confidence": 0.993, "X1": 0.89218, "Y1": 0.7912, "X2": 0.95553, "Y2": 0.791, "X3": 0.95418, "Y3": 0.8048, "X4": 0.89084, "Y4": 0.8058, "page": 0, "Index": 449}, {"Word": "workplaces", "Confidence": 0.958, "X1": 0.03639, "Y1": 0.8072, "X2": 0.12534, "Y2": 0.807, "X3": 0.12399, "Y3": 0.8218, "X4": 0.03504, "Y4": 0.8228, "page": 0, "Index": 450}, {"Word": "to", "Confidence": 0.998, "X1": 0.12938, "Y1": 0.8072, "X2": 0.1442, "Y2": 0.807, "X3": 0.14286, "Y3": 0.8218, "X4": 0.12803, "Y4": 0.8218, "page": 0, "Index": 451}, {"Word": "consider", "Confidence": 0.995, "X1": 0.14825, "Y1": 0.8072, "X2": 0.21429, "Y2": 0.807, "X3": 0.21429, "Y3": 0.8218, "X4": 0.14825, "Y4": 0.8218, "page": 0, "Index": 452}, {"Word": "making", "Confidence": 0.997, "X1": 0.21968, "Y1": 0.8072, "X2": 0.28167, "Y2": 0.807, "X3": 0.28032, "Y3": 0.8218, "X4": 0.21833, "Y4": 0.8218, "page": 0, "Index": 453}, {"Word": "the", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.8072, "X2": 0.30863, "Y2": 0.807, "X3": 0.30728, "Y3": 0.8218, "X4": 0.28437, "Y4": 0.8218, "page": 0, "Index": 454}, {"Word": "commitment", "Confidence": 0.991, "X1": 0.31267, "Y1": 0.8072, "X2": 0.41644, "Y2": 0.807, "X3": 0.41509, "Y3": 0.8228, "X4": 0.31132, "Y4": 0.8218, "page": 0, "Index": 455}, {"Word": "to", "Confidence": 0.998, "X1": 0.42049, "Y1": 0.8072, "X2": 0.43531, "Y2": 0.807, "X3": 0.43531, "Y3": 0.8228, "X4": 0.41914, "Y4": 0.8228, "page": 0, "Index": 456}, {"Word": "work", "Confidence": 0.991, "X1": 0.43935, "Y1": 0.8072, "X2": 0.48383, "Y2": 0.807, "X3": 0.48248, "Y3": 0.8228, "X4": 0.43935, "Y4": 0.8228, "page": 0, "Index": 457}, {"Word": "industry", "Confidence": 0.995, "X1": 0.51078, "Y1": 0.8072, "X2": 0.57547, "Y2": 0.807, "X3": 0.57547, "Y3": 0.8218, "X4": 0.50943, "Y4": 0.8218, "page": 0, "Index": 458}, {"Word": "is", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.8072, "X2": 0.59164, "Y2": 0.807, "X3": 0.5903, "Y3": 0.8218, "X4": 0.57951, "Y4": 0.8218, "page": 0, "Index": 459}, {"Word": "hiding", "Confidence": 0.996, "X1": 0.59569, "Y1": 0.8062, "X2": 0.6469, "Y2": 0.806, "X3": 0.64555, "Y3": 0.8218, "X4": 0.59434, "Y4": 0.8218, "page": 0, "Index": 460}, {"Word": "behind", "Confidence": 0.939, "X1": 0.65094, "Y1": 0.8062, "X2": 0.70485, "Y2": 0.806, "X3": 0.70485, "Y3": 0.8218, "X4": 0.6496, "Y4": 0.8218, "page": 0, "Index": 461}, {"Word": "grocer", "Confidence": 0.996, "X1": 0.70889, "Y1": 0.8062, "X2": 0.75741, "Y2": 0.806, "X3": 0.75741, "Y3": 0.8218, "X4": 0.70889, "Y4": 0.8218, "page": 0, "Index": 462}, {"Word": "and", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.8062, "X2": 0.79111, "Y2": 0.806, "X3": 0.78976, "Y3": 0.8218, "X4": 0.76146, "Y4": 0.8218, "page": 0, "Index": 463}, {"Word": "retailer", "Confidence": 0.991, "X1": 0.79515, "Y1": 0.8062, "X2": 0.8504, "Y2": 0.806, "X3": 0.8504, "Y3": 0.8208, "X4": 0.7938, "Y4": 0.8218, "page": 0, "Index": 464}, {"Word": "associations.", "Confidence": 0.991, "X1": 0.85445, "Y1": 0.8072, "X2": 0.95418, "Y2": 0.807, "X3": 0.95418, "Y3": 0.8208, "X4": 0.85445, "Y4": 0.8208, "page": 0, "Index": 465}, {"Word": "local", "Confidence": 0.996, "X1": 0.13612, "Y1": 0.8222, "X2": 0.17251, "Y2": 0.822, "X3": 0.17116, "Y3": 0.8378, "X4": 0.13477, "Y4": 0.8378, "page": 0, "Index": 466}, {"Word": "ordinance.", "Confidence": 0.982, "X1": 0.17655, "Y1": 0.8222, "X2": 0.2655, "Y2": 0.822, "X3": 0.26415, "Y3": 0.8378, "X4": 0.1752, "Y4": 0.8378, "page": 0, "Index": 467}, {"Word": "ANR", "Confidence": 0.995, "X1": 0.26954, "Y1": 0.8222, "X2": 0.30863, "Y2": 0.822, "X3": 0.30728, "Y3": 0.8378, "X4": 0.26819, "Y4": 0.8378, "page": 0, "Index": 468}, {"Word": "staff", "Confidence": 0.955, "X1": 0.31267, "Y1": 0.8222, "X2": 0.34906, "Y2": 0.822, "X3": 0.34771, "Y3": 0.8378, "X4": 0.31132, "Y4": 0.8378, "page": 0, "Index": 469}, {"Word": "will", "Confidence": 0.991, "X1": 0.3531, "Y1": 0.8222, "X2": 0.38275, "Y2": 0.822, "X3": 0.3814, "Y3": 0.8378, "X4": 0.35175, "Y4": 0.8378, "page": 0, "Index": 470}, {"Word": "be", "Confidence": 0.998, "X1": 0.38679, "Y1": 0.8222, "X2": 0.40701, "Y2": 0.822, "X3": 0.40566, "Y3": 0.8378, "X4": 0.38544, "Y4": 0.8378, "page": 0, "Index": 471}, {"Word": "As", "Confidence": 0.998, "X1": 0.54178, "Y1": 0.8222, "X2": 0.56065, "Y2": 0.822, "X3": 0.5593, "Y3": 0.8378, "X4": 0.54178, "Y4": 0.8378, "page": 0, "Index": 472}, {"Word": "the", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.8222, "X2": 0.58895, "Y2": 0.822, "X3": 0.58895, "Y3": 0.8378, "X4": 0.56469, "Y4": 0.8378, "page": 0, "Index": 473}, {"Word": "1995-1996", "Confidence": 0.994, "X1": 0.59299, "Y1": 0.8212, "X2": 0.66846, "Y2": 0.821, "X3": 0.66846, "Y3": 0.8378, "X4": 0.59299, "Y4": 0.8378, "page": 0, "Index": 474}, {"Word": "legislative", "Confidence": 0.964, "X1": 0.67251, "Y1": 0.8212, "X2": 0.75606, "Y2": 0.821, "X3": 0.75472, "Y3": 0.8378, "X4": 0.67251, "Y4": 0.8378, "page": 0, "Index": 475}, {"Word": "session", "Confidence": 0.995, "X1": 0.76011, "Y1": 0.8212, "X2": 0.81671, "Y2": 0.821, "X3": 0.81671, "Y3": 0.8368, "X4": 0.75876, "Y4": 0.8378, "page": 0, "Index": 476}, {"Word": "winds", "Confidence": 0.997, "X1": 0.82075, "Y1": 0.8222, "X2": 0.86927, "Y2": 0.822, "X3": 0.86792, "Y3": 0.8368, "X4": 0.82075, "Y4": 0.8368, "page": 0, "Index": 477}, {"Word": "down", "Confidence": 0.983, "X1": 0.87332, "Y1": 0.8222, "X2": 0.91914, "Y2": 0.822, "X3": 0.91779, "Y3": 0.8368, "X4": 0.87197, "Y4": 0.8368, "page": 0, "Index": 478}, {"Word": "to", "Confidence": 0.966, "X1": 0.92318, "Y1": 0.8222, "X2": 0.93801, "Y2": 0.822, "X3": 0.93801, "Y3": 0.8368, "X4": 0.92183, "Y4": 0.8368, "page": 0, "Index": 479}, {"Word": "a", "Confidence": 0.991, "X1": 0.94205, "Y1": 0.8222, "X2": 0.95553, "Y2": 0.822, "X3": 0.95418, "Y3": 0.8368, "X4": 0.94205, "Y4": 0.8368, "page": 0, "Index": 480}, {"Word": "on", "Confidence": 0.995, "X1": 0.03639, "Y1": 0.8242, "X2": 0.05391, "Y2": 0.824, "X3": 0.05256, "Y3": 0.8388, "X4": 0.03504, "Y4": 0.8398, "page": 0, "Index": 481}, {"Word": "passing", "Confidence": 0.996, "X1": 0.0593, "Y1": 0.8232, "X2": 0.1186, "Y2": 0.823, "X3": 0.11725, "Y3": 0.8388, "X4": 0.05795, "Y4": 0.8388, "page": 0, "Index": 482}, {"Word": "a", "Confidence": 0.995, "X1": 0.12264, "Y1": 0.8232, "X2": 0.13208, "Y2": 0.823, "X3": 0.13073, "Y3": 0.8388, "X4": 0.12129, "Y4": 0.8388, "page": 0, "Index": 483}, {"Word": "with", "Confidence": 0.986, "X1": 0.41105, "Y1": 0.8232, "X2": 0.44744, "Y2": 0.823, "X3": 0.44609, "Y3": 0.8388, "X4": 0.4097, "Y4": 0.8378, "page": 0, "Index": 484}, {"Word": "you", "Confidence": 0.982, "X1": 0.45148, "Y1": 0.8242, "X2": 0.48383, "Y2": 0.824, "X3": 0.48248, "Y3": 0.8388, "X4": 0.45013, "Y4": 0.8388, "page": 0, "Index": 485}, {"Word": "every", "Confidence": 0.994, "X1": 0.03774, "Y1": 0.8402, "X2": 0.07951, "Y2": 0.84, "X3": 0.07817, "Y3": 0.8548, "X4": 0.03639, "Y4": 0.8548, "page": 0, "Index": 486}, {"Word": "step", "Confidence": 0.989, "X1": 0.08356, "Y1": 0.8392, "X2": 0.11725, "Y2": 0.839, "X3": 0.1159, "Y3": 0.8538, "X4": 0.08221, "Y4": 0.8548, "page": 0, "Index": 487}, {"Word": "of", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.8392, "X2": 0.13881, "Y2": 0.839, "X3": 0.13747, "Y3": 0.8538, "X4": 0.11995, "Y4": 0.8538, "page": 0, "Index": 488}, {"Word": "the", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.8382, "X2": 0.16712, "Y2": 0.838, "X3": 0.16577, "Y3": 0.8538, "X4": 0.14151, "Y4": 0.8538, "page": 0, "Index": 489}, {"Word": "way", "Confidence": 0.994, "X1": 0.17116, "Y1": 0.8382, "X2": 0.2035, "Y2": 0.838, "X3": 0.2035, "Y3": 0.8538, "X4": 0.16981, "Y4": 0.8538, "page": 0, "Index": 490}, {"Word": "-", "Confidence": 0.991, "X1": 0.20755, "Y1": 0.8382, "X2": 0.21833, "Y2": 0.838, "X3": 0.21833, "Y3": 0.8538, "X4": 0.20755, "Y4": 0.8538, "page": 0, "Index": 491}, {"Word": "with", "Confidence": 0.992, "X1": 0.22237, "Y1": 0.8382, "X2": 0.26011, "Y2": 0.838, "X3": 0.26011, "Y3": 0.8528, "X4": 0.22237, "Y4": 0.8538, "page": 0, "Index": 492}, {"Word": "technical", "Confidence": 0.97, "X1": 0.26415, "Y1": 0.8382, "X2": 0.33558, "Y2": 0.838, "X3": 0.33558, "Y3": 0.8528, "X4": 0.26415, "Y4": 0.8528, "page": 0, "Index": 493}, {"Word": "assistance,", "Confidence": 0.991, "X1": 0.33962, "Y1": 0.8392, "X2": 0.42588, "Y2": 0.839, "X3": 0.42588, "Y3": 0.8538, "X4": 0.33962, "Y4": 0.8528, "page": 0, "Index": 494}, {"Word": "model", "Confidence": 0.975, "X1": 0.42992, "Y1": 0.8402, "X2": 0.48787, "Y2": 0.84, "X3": 0.48787, "Y3": 0.8538, "X4": 0.42992, "Y4": 0.8538, "page": 0, "Index": 495}, {"Word": "close", "Confidence": 0.993, "X1": 0.51213, "Y1": 0.8392, "X2": 0.54582, "Y2": 0.839, "X3": 0.54582, "Y3": 0.8538, "X4": 0.51078, "Y4": 0.8538, "page": 0, "Index": 496}, {"Word": "in", "Confidence": 0.995, "X1": 0.54987, "Y1": 0.8392, "X2": 0.56469, "Y2": 0.839, "X3": 0.56469, "Y3": 0.8538, "X4": 0.54987, "Y4": 0.8538, "page": 0, "Index": 497}, {"Word": "many", "Confidence": 0.991, "X1": 0.56873, "Y1": 0.8382, "X2": 0.61186, "Y2": 0.838, "X3": 0.61186, "Y3": 0.8538, "X4": 0.56873, "Y4": 0.8538, "page": 0, "Index": 498}, {"Word": "states", "Confidence": 0.996, "X1": 0.6159, "Y1": 0.8382, "X2": 0.66038, "Y2": 0.838, "X3": 0.66038, "Y3": 0.8528, "X4": 0.6159, "Y4": 0.8538, "page": 0, "Index": 499}, {"Word": "(and", "Confidence": 0.986, "X1": 0.66442, "Y1": 0.8382, "X2": 0.69946, "Y2": 0.838, "X3": 0.69811, "Y3": 0.8528, "X4": 0.66442, "Y4": 0.8528, "page": 0, "Index": 500}, {"Word": "not", "Confidence": 0.995, "X1": 0.7035, "Y1": 0.8382, "X2": 0.73046, "Y2": 0.838, "X3": 0.72911, "Y3": 0.8528, "X4": 0.70216, "Y4": 0.8528, "page": 0, "Index": 501}, {"Word": "a", "Confidence": 0.991, "X1": 0.7345, "Y1": 0.8382, "X2": 0.74124, "Y2": 0.838, "X3": 0.73989, "Y3": 0.8528, "X4": 0.73315, "Y4": 0.8528, "page": 0, "Index": 502}, {"Word": "minute", "Confidence": 0.994, "X1": 0.74528, "Y1": 0.8382, "X2": 0.80054, "Y2": 0.838, "X3": 0.79919, "Y3": 0.8528, "X4": 0.74394, "Y4": 0.8528, "page": 0, "Index": 503}, {"Word": "too", "Confidence": 0.935, "X1": 0.80458, "Y1": 0.8382, "X2": 0.82749, "Y2": 0.838, "X3": 0.82615, "Y3": 0.8528, "X4": 0.80323, "Y4": 0.8528, "page": 0, "Index": 504}, {"Word": "soon", "Confidence": 0.78, "X1": 0.83154, "Y1": 0.8382, "X2": 0.86792, "Y2": 0.838, "X3": 0.86658, "Y3": 0.8528, "X4": 0.83019, "Y4": 0.8528, "page": 0, "Index": 505}, {"Word": "for", "Confidence": 0.998, "X1": 0.87197, "Y1": 0.8382, "X2": 0.89353, "Y2": 0.838, "X3": 0.89218, "Y3": 0.8528, "X4": 0.87062, "Y4": 0.8528, "page": 0, "Index": 506}, {"Word": "us),", "Confidence": 0.982, "X1": 0.89757, "Y1": 0.8382, "X2": 0.92453, "Y2": 0.838, "X3": 0.92318, "Y3": 0.8528, "X4": 0.89623, "Y4": 0.8528, "page": 0, "Index": 507}, {"Word": "the", "Confidence": 0.998, "X1": 0.92857, "Y1": 0.8382, "X2": 0.95553, "Y2": 0.838, "X3": 0.95418, "Y3": 0.8528, "X4": 0.92722, "Y4": 0.8528, "page": 0, "Index": 508}, {"Word": "ordinances,", "Confidence": 0.991, "X1": 0.03639, "Y1": 0.8552, "X2": 0.12668, "Y2": 0.855, "X3": 0.12668, "Y3": 0.8698, "X4": 0.03504, "Y4": 0.8688, "page": 0, "Index": 509}, {"Word": "action", "Confidence": 0.997, "X1": 0.13208, "Y1": 0.8542, "X2": 0.17925, "Y2": 0.854, "X3": 0.1779, "Y3": 0.8698, "X4": 0.13073, "Y4": 0.8698, "page": 0, "Index": 510}, {"Word": "alerts,", "Confidence": 0.774, "X1": 0.18329, "Y1": 0.8542, "X2": 0.23046, "Y2": 0.854, "X3": 0.22911, "Y3": 0.8708, "X4": 0.18194, "Y4": 0.8698, "page": 0, "Index": 511}, {"Word": "and", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.8542, "X2": 0.2655, "Y2": 0.854, "X3": 0.26415, "Y3": 0.8708, "X4": 0.2345, "Y4": 0.8708, "page": 0, "Index": 512}, {"Word": "any", "Confidence": 0.998, "X1": 0.26954, "Y1": 0.8542, "X2": 0.30054, "Y2": 0.854, "X3": 0.29919, "Y3": 0.8708, "X4": 0.26954, "Y4": 0.8708, "page": 0, "Index": 513}, {"Word": "other", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.8542, "X2": 0.34636, "Y2": 0.854, "X3": 0.34636, "Y3": 0.8708, "X4": 0.30323, "Y4": 0.8708, "page": 0, "Index": 514}, {"Word": "help", "Confidence": 0.987, "X1": 0.35175, "Y1": 0.8542, "X2": 0.38949, "Y2": 0.854, "X3": 0.38814, "Y3": 0.8708, "X4": 0.3504, "Y4": 0.8708, "page": 0, "Index": 515}, {"Word": "you", "Confidence": 0.963, "X1": 0.39353, "Y1": 0.8542, "X2": 0.42453, "Y2": 0.854, "X3": 0.42318, "Y3": 0.8708, "X4": 0.39218, "Y4": 0.8708, "page": 0, "Index": 516}, {"Word": "need!", "Confidence": 0.78, "X1": 0.42857, "Y1": 0.8552, "X2": 0.47709, "Y2": 0.855, "X3": 0.47709, "Y3": 0.8708, "X4": 0.42722, "Y4": 0.8708, "page": 0, "Index": 517}, {"Word": "partnership", "Confidence": 0.968, "X1": 0.51078, "Y1": 0.8552, "X2": 0.59838, "Y2": 0.855, "X3": 0.59838, "Y3": 0.8708, "X4": 0.50943, "Y4": 0.8708, "page": 0, "Index": 518}, {"Word": "is", "Confidence": 0.997, "X1": 0.60377, "Y1": 0.8552, "X2": 0.6159, "Y2": 0.855, "X3": 0.61456, "Y3": 0.8708, "X4": 0.60243, "Y4": 0.8708, "page": 0, "Index": 519}, {"Word": "now", "Confidence": 0.998, "X1": 0.61995, "Y1": 0.8542, "X2": 0.65229, "Y2": 0.854, "X3": 0.65229, "Y3": 0.8708, "X4": 0.61995, "Y4": 0.8708, "page": 0, "Index": 520}, {"Word": "turning", "Confidence": 0.993, "X1": 0.65633, "Y1": 0.8542, "X2": 0.71833, "Y2": 0.854, "X3": 0.71698, "Y3": 0.8708, "X4": 0.65633, "Y4": 0.8708, "page": 0, "Index": 521}, {"Word": "its", "Confidence": 0.998, "X1": 0.72237, "Y1": 0.8542, "X2": 0.73854, "Y2": 0.854, "X3": 0.7372, "Y3": 0.8708, "X4": 0.72102, "Y4": 0.8708, "page": 0, "Index": 522}, {"Word": "eye", "Confidence": 0.996, "X1": 0.74259, "Y1": 0.8542, "X2": 0.76819, "Y2": 0.854, "X3": 0.76685, "Y3": 0.8708, "X4": 0.74259, "Y4": 0.8708, "page": 0, "Index": 523}, {"Word": "to", "Confidence": 0.998, "X1": 0.77358, "Y1": 0.8542, "X2": 0.78706, "Y2": 0.854, "X3": 0.78571, "Y3": 0.8708, "X4": 0.77224, "Y4": 0.8708, "page": 0, "Index": 524}, {"Word": "developing", "Confidence": 0.994, "X1": 0.79111, "Y1": 0.8542, "X2": 0.87871, "Y2": 0.854, "X3": 0.87736, "Y3": 0.8708, "X4": 0.78976, "Y4": 0.8708, "page": 0, "Index": 525}, {"Word": "an", "Confidence": 0.997, "X1": 0.88275, "Y1": 0.8552, "X2": 0.90027, "Y2": 0.855, "X3": 0.89892, "Y3": 0.8708, "X4": 0.8814, "Y4": 0.8708, "page": 0, "Index": 526}, {"Word": "action", "Confidence": 0.941, "X1": 0.90431, "Y1": 0.8552, "X2": 0.95553, "Y2": 0.855, "X3": 0.95283, "Y3": 0.8708, "X4": 0.90296, "Y4": 0.8708, "page": 0, "Index": 527}, {"Word": "Clearing", "Confidence": 0.992, "X1": 0.06604, "Y1": 0.8702, "X2": 0.12668, "Y2": 0.87, "X3": 0.12534, "Y3": 0.8858, "X4": 0.06469, "Y4": 0.8858, "page": 0, "Index": 528}, {"Word": "the", "Confidence": 0.998, "X1": 0.13073, "Y1": 0.8702, "X2": 0.15499, "Y2": 0.87, "X3": 0.15364, "Y3": 0.8858, "X4": 0.13073, "Y4": 0.8858, "page": 0, "Index": 529}, {"Word": "Air", "Confidence": 0.998, "X1": 0.15903, "Y1": 0.8702, "X2": 0.18194, "Y2": 0.87, "X3": 0.18194, "Y3": 0.8858, "X4": 0.15768, "Y4": 0.8858, "page": 0, "Index": 530}, {"Word": "is", "Confidence": 0.991, "X1": 0.18598, "Y1": 0.8702, "X2": 0.20081, "Y2": 0.87, "X3": 0.19946, "Y3": 0.8858, "X4": 0.18598, "Y4": 0.8858, "page": 0, "Index": 531}, {"Word": "available", "Confidence": 0.891, "X1": 0.20485, "Y1": 0.8702, "X2": 0.27763, "Y2": 0.87, "X3": 0.27628, "Y3": 0.8858, "X4": 0.2035, "Y4": 0.8858, "page": 0, "Index": 532}, {"Word": "from", "Confidence": 0.986, "X1": 0.28167, "Y1": 0.8702, "X2": 0.31671, "Y2": 0.87, "X3": 0.31671, "Y3": 0.8858, "X4": 0.28032, "Y4": 0.8858, "page": 0, "Index": 533}, {"Word": "our", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.8702, "X2": 0.3531, "Y2": 0.87, "X3": 0.3531, "Y3": 0.8858, "X4": 0.32345, "Y4": 0.8858, "page": 0, "Index": 534}, {"Word": "office", "Confidence": 0.997, "X1": 0.35849, "Y1": 0.8702, "X2": 0.40431, "Y2": 0.87, "X3": 0.40296, "Y3": 0.8858, "X4": 0.35714, "Y4": 0.8858, "page": 0, "Index": 535}, {"Word": "for", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.8712, "X2": 0.42992, "Y2": 0.871, "X3": 0.42992, "Y3": 0.8858, "X4": 0.40701, "Y4": 0.8858, "page": 0, "Index": 536}, {"Word": "$9", "Confidence": 0.991, "X1": 0.43396, "Y1": 0.8712, "X2": 0.45418, "Y2": 0.871, "X3": 0.45283, "Y3": 0.8858, "X4": 0.43396, "Y4": 0.8858, "page": 0, "Index": 537}, {"Word": "for", "Confidence": 0.998, "X1": 0.45822, "Y1": 0.8712, "X2": 0.48518, "Y2": 0.871, "X3": 0.48518, "Y3": 0.8858, "X4": 0.45687, "Y4": 0.8858, "page": 0, "Index": 538}, {"Word": "plan", "Confidence": 0.991, "X1": 0.51078, "Y1": 0.8712, "X2": 0.54582, "Y2": 0.871, "X3": 0.54582, "Y3": 0.8858, "X4": 0.51078, "Y4": 0.8858, "page": 0, "Index": 539}, {"Word": "and", "Confidence": 0.998, "X1": 0.54987, "Y1": 0.8712, "X2": 0.58221, "Y2": 0.871, "X3": 0.58221, "Y3": 0.8858, "X4": 0.54987, "Y4": 0.8858, "page": 0, "Index": 540}, {"Word": "strategies", "Confidence": 0.991, "X1": 0.58625, "Y1": 0.8702, "X2": 0.66307, "Y2": 0.87, "X3": 0.66173, "Y3": 0.8858, "X4": 0.58625, "Y4": 0.8858, "page": 0, "Index": 541}, {"Word": "for", "Confidence": 0.998, "X1": 0.66712, "Y1": 0.8702, "X2": 0.69272, "Y2": 0.87, "X3": 0.69137, "Y3": 0.8858, "X4": 0.66577, "Y4": 0.8858, "page": 0, "Index": 542}, {"Word": "the", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.8702, "X2": 0.72372, "Y2": 0.87, "X3": 0.72237, "Y3": 0.8858, "X4": 0.69542, "Y4": 0.8858, "page": 0, "Index": 543}, {"Word": "next", "Confidence": 0.988, "X1": 0.72776, "Y1": 0.8702, "X2": 0.7628, "Y2": 0.87, "X3": 0.7628, "Y3": 0.8858, "X4": 0.72642, "Y4": 0.8858, "page": 0, "Index": 544}, {"Word": "legislative", "Confidence": 0.882, "X1": 0.76685, "Y1": 0.8702, "X2": 0.84906, "Y2": 0.87, "X3": 0.84906, "Y3": 0.8858, "X4": 0.76685, "Y4": 0.8858, "page": 0, "Index": 545}, {"Word": "session.", "Confidence": 0.994, "X1": 0.8531, "Y1": 0.8712, "X2": 0.92183, "Y2": 0.871, "X3": 0.92049, "Y3": 0.8858, "X4": 0.8531, "Y4": 0.8858, "page": 0, "Index": 546}, {"Word": "We", "Confidence": 0.998, "X1": 0.92588, "Y1": 0.8712, "X2": 0.95687, "Y2": 0.871, "X3": 0.95553, "Y3": 0.8848, "X4": 0.92453, "Y4": 0.8858, "page": 0, "Index": 547}, {"Word": "members", "Confidence": 0.89, "X1": 0.03774, "Y1": 0.8862, "X2": 0.11186, "Y2": 0.886, "X3": 0.11051, "Y3": 0.9008, "X4": 0.03639, "Y4": 0.8998, "page": 0, "Index": 548}, {"Word": "and", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.8862, "X2": 0.14825, "Y2": 0.886, "X3": 0.14825, "Y3": 0.9008, "X4": 0.11456, "Y4": 0.9008, "page": 0, "Index": 549}, {"Word": "$12", "Confidence": 0.991, "X1": 0.15229, "Y1": 0.8862, "X2": 0.18329, "Y2": 0.886, "X3": 0.18329, "Y3": 0.9008, "X4": 0.15229, "Y4": 0.9008, "page": 0, "Index": 550}, {"Word": "for", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.8862, "X2": 0.21563, "Y2": 0.886, "X3": 0.21563, "Y3": 0.9008, "X4": 0.18733, "Y4": 0.9008, "page": 0, "Index": 551}, {"Word": "non-members", "Confidence": 0.894, "X1": 0.21968, "Y1": 0.8862, "X2": 0.33558, "Y2": 0.886, "X3": 0.33423, "Y3": 0.9008, "X4": 0.21833, "Y4": 0.9008, "page": 0, "Index": 552}, {"Word": "(price", "Confidence": 0.994, "X1": 0.33962, "Y1": 0.8862, "X2": 0.39084, "Y2": 0.886, "X3": 0.38949, "Y3": 0.9008, "X4": 0.33827, "Y4": 0.9008, "page": 0, "Index": 553}, {"Word": "breaks", "Confidence": 0.995, "X1": 0.39353, "Y1": 0.8862, "X2": 0.45148, "Y2": 0.886, "X3": 0.45148, "Y3": 0.9008, "X4": 0.39353, "Y4": 0.9008, "page": 0, "Index": 554}, {"Word": "are", "Confidence": 0.998, "X1": 0.45553, "Y1": 0.8852, "X2": 0.48383, "Y2": 0.885, "X3": 0.48383, "Y3": 0.9008, "X4": 0.45553, "Y4": 0.9008, "page": 0, "Index": 555}, {"Word": "know", "Confidence": 0.985, "X1": 0.51078, "Y1": 0.8872, "X2": 0.55256, "Y2": 0.887, "X3": 0.55121, "Y3": 0.9008, "X4": 0.50943, "Y4": 0.8998, "page": 0, "Index": 556}, {"Word": "the", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.8862, "X2": 0.58221, "Y2": 0.886, "X3": 0.58221, "Y3": 0.9008, "X4": 0.55795, "Y4": 0.9008, "page": 0, "Index": 557}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.5876, "Y1": 0.8862, "X2": 0.64555, "Y2": 0.886, "X3": 0.64555, "Y3": 0.9018, "X4": 0.58625, "Y4": 0.9008, "page": 0, "Index": 558}, {"Word": "industry", "Confidence": 0.991, "X1": 0.65094, "Y1": 0.8862, "X2": 0.72102, "Y2": 0.886, "X3": 0.71968, "Y3": 0.9018, "X4": 0.6496, "Y4": 0.9018, "page": 0, "Index": 559}, {"Word": "will", "Confidence": 0.971, "X1": 0.72507, "Y1": 0.8862, "X2": 0.75472, "Y2": 0.886, "X3": 0.75472, "Y3": 0.9018, "X4": 0.72372, "Y4": 0.9018, "page": 0, "Index": 560}, {"Word": "be", "Confidence": 0.997, "X1": 0.75876, "Y1": 0.8862, "X2": 0.77763, "Y2": 0.886, "X3": 0.77628, "Y3": 0.9018, "X4": 0.75876, "Y4": 0.9018, "page": 0, "Index": 561}, {"Word": "back", "Confidence": 0.991, "X1": 0.78167, "Y1": 0.8862, "X2": 0.81806, "Y2": 0.886, "X3": 0.81671, "Y3": 0.9018, "X4": 0.78032, "Y4": 0.9018, "page": 0, "Index": 562}, {"Word": "-", "Confidence": 0.996, "X1": 0.8221, "Y1": 0.8862, "X2": 0.83019, "Y2": 0.886, "X3": 0.83019, "Y3": 0.9018, "X4": 0.8221, "Y4": 0.9018, "page": 0, "Index": 563}, {"Word": "and", "Confidence": 0.998, "X1": 0.83558, "Y1": 0.8862, "X2": 0.86658, "Y2": 0.886, "X3": 0.86523, "Y3": 0.9018, "X4": 0.83423, "Y4": 0.9018, "page": 0, "Index": 564}, {"Word": "we", "Confidence": 0.998, "X1": 0.87062, "Y1": 0.8862, "X2": 0.89353, "Y2": 0.886, "X3": 0.89353, "Y3": 0.9018, "X4": 0.86927, "Y4": 0.9018, "page": 0, "Index": 565}, {"Word": "plan", "Confidence": 0.883, "X1": 0.89892, "Y1": 0.8872, "X2": 0.93127, "Y2": 0.887, "X3": 0.92992, "Y3": 0.9018, "X4": 0.89757, "Y4": 0.9018, "page": 0, "Index": 566}, {"Word": "to", "Confidence": 0.997, "X1": 0.93531, "Y1": 0.8872, "X2": 0.95418, "Y2": 0.887, "X3": 0.95283, "Y3": 0.9018, "X4": 0.93396, "Y4": 0.9018, "page": 0, "Index": 567}, {"Word": "available", "Confidence": 0.824, "X1": 0.03774, "Y1": 0.9022, "X2": 0.10647, "Y2": 0.902, "X3": 0.10647, "Y3": 0.9168, "X4": 0.03774, "Y4": 0.9158, "page": 0, "Index": 568}, {"Word": "for", "Confidence": 0.998, "X1": 0.11051, "Y1": 0.9012, "X2": 0.13342, "Y2": 0.901, "X3": 0.13342, "Y3": 0.9168, "X4": 0.11051, "Y4": 0.9168, "page": 0, "Index": 569}, {"Word": "bulk", "Confidence": 0.95, "X1": 0.13881, "Y1": 0.9012, "X2": 0.17655, "Y2": 0.901, "X3": 0.17655, "Y3": 0.9168, "X4": 0.13747, "Y4": 0.9168, "page": 0, "Index": 570}, {"Word": "orders).", "Confidence": 0.994, "X1": 0.18059, "Y1": 0.9012, "X2": 0.25067, "Y2": 0.901, "X3": 0.24933, "Y3": 0.9178, "X4": 0.18059, "Y4": 0.9168, "page": 0, "Index": 571}, {"Word": "Call", "Confidence": 0.982, "X1": 0.25472, "Y1": 0.9012, "X2": 0.28841, "Y2": 0.901, "X3": 0.28841, "Y3": 0.9178, "X4": 0.25337, "Y4": 0.9178, "page": 0, "Index": 572}, {"Word": "(510)", "Confidence": 0.955, "X1": 0.29245, "Y1": 0.9012, "X2": 0.33288, "Y2": 0.901, "X3": 0.33288, "Y3": 0.9178, "X4": 0.29245, "Y4": 0.9178, "page": 0, "Index": 573}, {"Word": "841-3032", "Confidence": 0.829, "X1": 0.33693, "Y1": 0.9022, "X2": 0.41105, "Y2": 0.902, "X3": 0.4097, "Y3": 0.9178, "X4": 0.33693, "Y4": 0.9178, "page": 0, "Index": 574}, {"Word": "to", "Confidence": 0.998, "X1": 0.41509, "Y1": 0.9022, "X2": 0.43127, "Y2": 0.902, "X3": 0.42992, "Y3": 0.9168, "X4": 0.41375, "Y4": 0.9178, "page": 0, "Index": 575}, {"Word": "order", "Confidence": 0.856, "X1": 0.43531, "Y1": 0.9022, "X2": 0.48518, "Y2": 0.902, "X3": 0.48383, "Y3": 0.9168, "X4": 0.43396, "Y4": 0.9168, "page": 0, "Index": 576}, {"Word": "be", "Confidence": 0.994, "X1": 0.51213, "Y1": 0.9022, "X2": 0.5283, "Y2": 0.902, "X3": 0.52695, "Y3": 0.9168, "X4": 0.51078, "Y4": 0.9168, "page": 0, "Index": 577}, {"Word": "ready!", "Confidence": 0.955, "X1": 0.53235, "Y1": 0.9032, "X2": 0.5876, "Y2": 0.903, "X3": 0.58625, "Y3": 0.9198, "X4": 0.531, "Y4": 0.9168, "page": 0, "Index": 578}, {"Word": "your", "Confidence": 0.982, "X1": 0.03504, "Y1": 0.9192, "X2": 0.07143, "Y2": 0.919, "X3": 0.07008, "Y3": 0.9348, "X4": 0.03504, "Y4": 0.9338, "page": 0, "Index": 579}, {"Word": "copy", "Confidence": 0.985, "X1": 0.07547, "Y1": 0.9192, "X2": 0.11456, "Y2": 0.919, "X3": 0.11321, "Y3": 0.9348, "X4": 0.07412, "Y4": 0.9348, "page": 0, "Index": 580}, {"Word": "today!", "Confidence": 0.997, "X1": 0.1186, "Y1": 0.9202, "X2": 0.1752, "Y2": 0.92, "X3": 0.17251, "Y3": 0.9358, "X4": 0.11725, "Y4": 0.9348, "page": 0, "Index": 581}, {"Word": "2074240712", "Confidence": 0.965, "X1": 0.71968, "Y1": 0.9322, "X2": 0.84906, "Y2": 0.932, "X3": 0.84906, "Y3": 0.9488, "X4": 0.71968, "Y4": 0.9468, "page": 0, "Index": 582}]}
|
"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"
|
ffpc0075
| 0 |
{"lines_data": [{"Word": "~ from the office of", "Confidence": 0.8686, "X1": 0.26685, "Y1": 0.1182, "X2": 0.54582, "Y2": 0.118, "X3": 0.54717, "Y3": 0.1478, "X4": 0.26819, "Y4": 0.1538, "page": 0}, {"Word": "Senator Edward M. Kennedy", "Confidence": 0.8925, "X1": 0.31806, "Y1": 0.1592, "X2": 0.89892, "Y2": 0.159, "X3": 0.89757, "Y3": 0.2078, "X4": 0.31806, "Y4": 0.2028, "page": 0}, {"Word": "of Massachusetts", "Confidence": 0.9935, "X1": 0.65499, "Y1": 0.2082, "X2": 0.89892, "Y2": 0.208, "X3": 0.89892, "Y3": 0.2378, "X4": 0.65499, "Y4": 0.2388, "page": 0}, {"Word": "WITNESS LIST", "Confidence": 0.856, "X1": 0.53235, "Y1": 0.2802, "X2": 0.64151, "Y2": 0.28, "X3": 0.64151, "Y3": 0.2918, "X4": 0.53235, "Y4": 0.2908, "page": 0}, {"Word": "FOR", "Confidence": 0.556, "X1": 0.57682, "Y1": 0.3012, "X2": 0.60512, "Y2": 0.301, "X3": 0.60512, "Y3": 0.3118, "X4": 0.57682, "Y4": 0.3118, "page": 0}, {"Word": "HEARING ON", "Confidence": 0.46, "X1": 0.54043, "Y1": 0.3222, "X2": 0.63342, "Y2": 0.322, "X3": 0.63342, "Y3": 0.3328, "X4": 0.54043, "Y4": 0.3338, "page": 0}, {"Word": "CIGARETTE SMOKING AND DISEASE (S. 2942)", "Confidence": 0.59783, "X1": 0.4097, "Y1": 0.3432, "X2": 0.75337, "Y2": 0.343, "X3": 0.75337, "Y3": 0.3578, "X4": 0.4097, "Y4": 0.3568, "page": 0}, {"Word": "by the", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.3662, "X2": 0.6159, "Y2": 0.366, "X3": 0.6159, "Y3": 0.3788, "X4": 0.55795, "Y4": 0.3788, "page": 0}, {"Word": "Senato Health Subcommittee", "Confidence": 0.64233, "X1": 0.46226, "Y1": 0.3872, "X2": 0.69407, "Y2": 0.387, "X3": 0.69407, "Y3": 0.3998, "X4": 0.46226, "Y4": 0.4008, "page": 0}, {"Word": "Thursday, May 27, 1976", "Confidence": 0.717, "X1": 0.48922, "Y1": 0.4082, "X2": 0.68598, "Y2": 0.408, "X3": 0.68598, "Y3": 0.4218, "X4": 0.48922, "Y4": 0.4228, "page": 0}, {"Word": "Poow 1517, Dirksen. Senate Office Mit.lin\"", "Confidence": 0.62033, "X1": 0.41105, "Y1": 0.4302, "X2": 0.77089, "Y2": 0.43, "X3": 0.77089, "Y3": 0.4428, "X4": 0.41105, "Y4": 0.4438, "page": 0}, {"Word": "9:30 a.m.", "Confidence": 0.745, "X1": 0.54178, "Y1": 0.4542, "X2": 0.62129, "Y2": 0.454, "X3": 0.62129, "Y3": 0.4658, "X4": 0.54178, "Y4": 0.4648, "page": 0}, {"Word": "1. Administration", "Confidence": 0.965, "X1": 0.29784, "Y1": 0.5172, "X2": 0.45822, "Y2": 0.517, "X3": 0.45822, "Y3": 0.5308, "X4": 0.29784, "Y4": 0.5298, "page": 0}, {"Word": "Mr. Gene Naislin.", "Confidence": 0.599, "X1": 0.33154, "Y1": 0.5402, "X2": 0.48113, "Y2": 0.54, "X3": 0.48113, "Y3": 0.5528, "X4": 0.33154, "Y4": 0.5508, "page": 0}, {"Word": "Denuty Assistant Secretary for Nicaislation (Health)", "Confidence": 0.71567, "X1": 0.33288, "Y1": 0.5492, "X2": 0.78032, "Y2": 0.549, "X3": 0.78032, "Y3": 0.5638, "X4": 0.33288, "Y4": 0.5638, "page": 0}, {"Word": "Accompanied by:", "Confidence": 0.668, "X1": 0.33154, "Y1": 0.5722, "X2": 0.46631, "Y2": 0.572, "X3": 0.46631, "Y3": 0.5858, "X4": 0.33154, "Y4": 0.5848, "page": 0}, {"Word": "Dr. Dawid Sencer", "Confidence": 0.885, "X1": 0.33154, "Y1": 0.5932, "X2": 0.47709, "Y2": 0.593, "X3": 0.47709, "Y3": 0.6058, "X4": 0.33154, "Y4": 0.6048, "page": 0}, {"Word": "Director", "Confidence": 0.848, "X1": 0.33019, "Y1": 0.6042, "X2": 0.40836, "Y2": 0.604, "X3": 0.40836, "Y3": 0.6158, "X4": 0.33019, "Y4": 0.6158, "page": 0}, {"Word": "Center for Disease Control", "Confidence": 0.70575, "X1": 0.33154, "Y1": 0.6142, "X2": 0.56334, "Y2": 0.614, "X3": 0.56334, "Y3": 0.6278, "X4": 0.33154, "Y4": 0.6268, "page": 0}, {"Word": "\"r. Ronaldi Lamont-fisvers", "Confidence": 0.60167, "X1": 0.33154, "Y1": 0.6372, "X2": 0.54582, "Y2": 0.637, "X3": 0.54582, "Y3": 0.6498, "X4": 0.33154, "Y4": 0.6488, "page": 0}, {"Word": "Deputy Director", "Confidence": 0.7805, "X1": 0.33154, "Y1": 0.6482, "X2": 0.46631, "Y2": 0.648, "X3": 0.46631, "Y3": 0.6588, "X4": 0.33154, "Y4": 0.6578, "page": 0}, {"Word": "National Institutes of Health", "Confidence": 0.6945, "X1": 0.33019, "Y1": 0.6572, "X2": 0.5876, "Y2": 0.657, "X3": 0.5876, "Y3": 0.6698, "X4": 0.33019, "Y4": 0.6688, "page": 0}, {"Word": "Dr. Gerald Rosenthal", "Confidence": 0.649, "X1": 0.33019, "Y1": 0.6782, "X2": 0.50674, "Y2": 0.678, "X3": 0.50674, "Y3": 0.6908, "X4": 0.33019, "Y4": 0.6908, "page": 0}, {"Word": "Director", "Confidence": 0.778, "X1": 0.32884, "Y1": 0.6902, "X2": 0.4097, "Y2": 0.69, "X3": 0.4097, "Y3": 0.7008, "X4": 0.32884, "Y4": 0.7018, "page": 0}, {"Word": "National Center for Health Services Research", "Confidence": 0.69383, "X1": 0.33019, "Y1": 0.7012, "X2": 0.71833, "Y2": 0.701, "X3": 0.71833, "Y3": 0.7148, "X4": 0.33019, "Y4": 0.7138, "page": 0}, {"Word": "Health Pesources Administration", "Confidence": 0.637, "X1": 0.33154, "Y1": 0.7122, "X2": 0.61051, "Y2": 0.712, "X3": 0.60916, "Y3": 0.7248, "X4": 0.33154, "Y4": 0.7238, "page": 0}, {"Word": "2. Mr. Curtis H. Julge", "Confidence": 0.799, "X1": 0.30593, "Y1": 0.7962, "X2": 0.5027, "Y2": 0.796, "X3": 0.5027, "Y3": 0.8088, "X4": 0.30458, "Y4": 0.8078, "page": 0}, {"Word": "President, P. Lorillard and Company", "Confidence": 0.8124, "X1": 0.32884, "Y1": 0.8072, "X2": 0.64151, "Y2": 0.807, "X3": 0.64151, "Y3": 0.8198, "X4": 0.32749, "Y4": 0.8188, "page": 0}, {"Word": "Chairman, Tobacco Institute Executive Committee", "Confidence": 0.6274, "X1": 0.33154, "Y1": 0.8182, "X2": 0.74663, "Y2": 0.818, "X3": 0.74663, "Y3": 0.8298, "X4": 0.33154, "Y4": 0.8298, "page": 0}, {"Word": "Accompanied hy:", "Confidence": 0.5815, "X1": 0.33154, "Y1": 0.8382, "X2": 0.46765, "Y2": 0.838, "X3": 0.46765, "Y3": 0.8508, "X4": 0.33154, "Y4": 0.8508, "page": 0}, {"Word": "!F. Arthur Stevens", "Confidence": 0.598, "X1": 0.32884, "Y1": 0.8602, "X2": 0.49461, "Y2": 0.86, "X3": 0.49461, "Y3": 0.8738, "X4": 0.32884, "Y4": 0.8748, "page": 0}, {"Word": "Vice President and' General Counsel", "Confidence": 0.6748, "X1": 0.33154, "Y1": 0.8702, "X2": 0.63073, "Y2": 0.87, "X3": 0.63073, "Y3": 0.8838, "X4": 0.33019, "Y4": 0.8818, "page": 0}, {"Word": "03602823", "Confidence": 0.981, "X1": 0.9097, "Y1": 0.9082, "X2": 0.9097, "Y2": 0.908, "X3": 0.88544, "Y3": 0.9078, "X4": 0.88679, "Y4": 0.8178, "page": 0}], "words_data": [{"Word": "~", "Confidence": 0.346, "X1": 0.26685, "Y1": 0.1242, "X2": 0.28976, "Y2": 0.124, "X3": 0.29111, "Y3": 0.1538, "X4": 0.26954, "Y4": 0.1548, "page": 0, "Index": 0}, {"Word": "from", "Confidence": 1, "X1": 0.31132, "Y1": 0.1212, "X2": 0.36792, "Y2": 0.121, "X3": 0.36927, "Y3": 0.1518, "X4": 0.31267, "Y4": 0.1528, "page": 0, "Index": 1}, {"Word": "the", "Confidence": 1, "X1": 0.37601, "Y1": 0.1202, "X2": 0.4124, "Y2": 0.12, "X3": 0.4124, "Y3": 0.1508, "X4": 0.37736, "Y4": 0.1518, "page": 0, "Index": 2}, {"Word": "office", "Confidence": 1, "X1": 0.42049, "Y1": 0.1192, "X2": 0.48787, "Y2": 0.119, "X3": 0.48922, "Y3": 0.1498, "X4": 0.42049, "Y4": 0.1508, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.997, "X1": 0.49596, "Y1": 0.1192, "X2": 0.53908, "Y2": 0.119, "X3": 0.53908, "Y3": 0.1488, "X4": 0.4973, "Y4": 0.1498, "page": 0, "Index": 4}, {"Word": "Senator", "Confidence": 0.672, "X1": 0.31941, "Y1": 0.1592, "X2": 0.46226, "Y2": 0.159, "X3": 0.46092, "Y3": 0.2008, "X4": 0.31806, "Y4": 0.1998, "page": 0, "Index": 5}, {"Word": "Edward", "Confidence": 0.994, "X1": 0.47439, "Y1": 0.1582, "X2": 0.63342, "Y2": 0.158, "X3": 0.63342, "Y3": 0.2028, "X4": 0.47305, "Y4": 0.2008, "page": 0, "Index": 6}, {"Word": "M.", "Confidence": 0.933, "X1": 0.64555, "Y1": 0.1582, "X2": 0.70081, "Y2": 0.158, "X3": 0.70081, "Y3": 0.2048, "X4": 0.6442, "Y4": 0.2038, "page": 0, "Index": 7}, {"Word": "Kennedy", "Confidence": 0.971, "X1": 0.71294, "Y1": 0.1592, "X2": 0.89623, "Y2": 0.159, "X3": 0.89757, "Y3": 0.2088, "X4": 0.71294, "Y4": 0.2048, "page": 0, "Index": 8}, {"Word": "Massachusetts", "Confidence": 0.989, "X1": 0.7035, "Y1": 0.2092, "X2": 0.89488, "Y2": 0.209, "X3": 0.89623, "Y3": 0.2378, "X4": 0.7062, "Y4": 0.2388, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.998, "X1": 0.65499, "Y1": 0.2102, "X2": 0.68733, "Y2": 0.21, "X3": 0.69003, "Y3": 0.2388, "X4": 0.65903, "Y4": 0.2398, "page": 0, "Index": 10}, {"Word": "WITNESS", "Confidence": 0.778, "X1": 0.53369, "Y1": 0.2802, "X2": 0.59434, "Y2": 0.28, "X3": 0.59434, "Y3": 0.2908, "X4": 0.53369, "Y4": 0.2908, "page": 0, "Index": 11}, {"Word": "LIST", "Confidence": 0.934, "X1": 0.60243, "Y1": 0.2802, "X2": 0.64016, "Y2": 0.28, "X3": 0.63881, "Y3": 0.2918, "X4": 0.60243, "Y4": 0.2918, "page": 0, "Index": 12}, {"Word": "FOR", "Confidence": 0.556, "X1": 0.57682, "Y1": 0.3012, "X2": 0.60243, "Y2": 0.301, "X3": 0.60243, "Y3": 0.3118, "X4": 0.57682, "Y4": 0.3118, "page": 0, "Index": 13}, {"Word": "HEARING", "Confidence": 0.153, "X1": 0.54178, "Y1": 0.3232, "X2": 0.60377, "Y2": 0.323, "X3": 0.60377, "Y3": 0.3338, "X4": 0.54178, "Y4": 0.3348, "page": 0, "Index": 14}, {"Word": "ON", "Confidence": 0.767, "X1": 0.61051, "Y1": 0.3222, "X2": 0.63073, "Y2": 0.322, "X3": 0.63073, "Y3": 0.3338, "X4": 0.61051, "Y4": 0.3338, "page": 0, "Index": 15}, {"Word": "CIGARETTE", "Confidence": 0.594, "X1": 0.4097, "Y1": 0.3432, "X2": 0.49191, "Y2": 0.343, "X3": 0.49191, "Y3": 0.3568, "X4": 0.4097, "Y4": 0.3578, "page": 0, "Index": 16}, {"Word": "SMOKING", "Confidence": 0.302, "X1": 0.4973, "Y1": 0.3442, "X2": 0.56199, "Y2": 0.344, "X3": 0.56199, "Y3": 0.3578, "X4": 0.49596, "Y4": 0.3568, "page": 0, "Index": 17}, {"Word": "AND", "Confidence": 0.652, "X1": 0.56739, "Y1": 0.3442, "X2": 0.59704, "Y2": 0.344, "X3": 0.59704, "Y3": 0.3578, "X4": 0.56739, "Y4": 0.3578, "page": 0, "Index": 18}, {"Word": "DISEASE", "Confidence": 0.623, "X1": 0.60108, "Y1": 0.3442, "X2": 0.66712, "Y2": 0.344, "X3": 0.66577, "Y3": 0.3578, "X4": 0.60108, "Y4": 0.3578, "page": 0, "Index": 19}, {"Word": "(S.", "Confidence": 0.617, "X1": 0.67385, "Y1": 0.3442, "X2": 0.70216, "Y2": 0.344, "X3": 0.70081, "Y3": 0.3578, "X4": 0.67251, "Y4": 0.3578, "page": 0, "Index": 20}, {"Word": "2942)", "Confidence": 0.799, "X1": 0.70755, "Y1": 0.3442, "X2": 0.75337, "Y2": 0.344, "X3": 0.75202, "Y3": 0.3588, "X4": 0.7062, "Y4": 0.3578, "page": 0, "Index": 21}, {"Word": "by", "Confidence": 0.998, "X1": 0.5593, "Y1": 0.3672, "X2": 0.57817, "Y2": 0.367, "X3": 0.57682, "Y3": 0.3788, "X4": 0.55795, "Y4": 0.3788, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.58625, "Y1": 0.3672, "X2": 0.61321, "Y2": 0.367, "X3": 0.61186, "Y3": 0.3798, "X4": 0.58491, "Y4": 0.3798, "page": 0, "Index": 23}, {"Word": "Senato", "Confidence": 0.641, "X1": 0.46361, "Y1": 0.3882, "X2": 0.51617, "Y2": 0.388, "X3": 0.51617, "Y3": 0.4008, "X4": 0.46361, "Y4": 0.4018, "page": 0, "Index": 24}, {"Word": "Health", "Confidence": 0.934, "X1": 0.52291, "Y1": 0.3872, "X2": 0.57817, "Y2": 0.387, "X3": 0.57682, "Y3": 0.3998, "X4": 0.52156, "Y4": 0.4008, "page": 0, "Index": 25}, {"Word": "Subcommittee", "Confidence": 0.352, "X1": 0.58491, "Y1": 0.3882, "X2": 0.69137, "Y2": 0.388, "X3": 0.69137, "Y3": 0.3998, "X4": 0.58356, "Y4": 0.3998, "page": 0, "Index": 26}, {"Word": "Thursday,", "Confidence": 0.641, "X1": 0.49057, "Y1": 0.4092, "X2": 0.57143, "Y2": 0.409, "X3": 0.57143, "Y3": 0.4228, "X4": 0.49057, "Y4": 0.4228, "page": 0, "Index": 27}, {"Word": "May", "Confidence": 0.464, "X1": 0.57547, "Y1": 0.4092, "X2": 0.60512, "Y2": 0.409, "X3": 0.60377, "Y3": 0.4218, "X4": 0.57547, "Y4": 0.4228, "page": 0, "Index": 28}, {"Word": "27,", "Confidence": 0.981, "X1": 0.61186, "Y1": 0.4092, "X2": 0.64286, "Y2": 0.409, "X3": 0.64151, "Y3": 0.4218, "X4": 0.61051, "Y4": 0.4218, "page": 0, "Index": 29}, {"Word": "1976", "Confidence": 0.782, "X1": 0.64825, "Y1": 0.4092, "X2": 0.68464, "Y2": 0.409, "X3": 0.68329, "Y3": 0.4218, "X4": 0.6469, "Y4": 0.4218, "page": 0, "Index": 30}, {"Word": "Poow", "Confidence": 0.328, "X1": 0.4124, "Y1": 0.4312, "X2": 0.44744, "Y2": 0.431, "X3": 0.44609, "Y3": 0.4438, "X4": 0.41105, "Y4": 0.4448, "page": 0, "Index": 31}, {"Word": "1517,", "Confidence": 0.176, "X1": 0.45553, "Y1": 0.4312, "X2": 0.50135, "Y2": 0.431, "X3": 0.50135, "Y3": 0.4438, "X4": 0.45553, "Y4": 0.4438, "page": 0, "Index": 32}, {"Word": "Dirksen.", "Confidence": 0.962, "X1": 0.50539, "Y1": 0.4312, "X2": 0.57278, "Y2": 0.431, "X3": 0.57278, "Y3": 0.4438, "X4": 0.50539, "Y4": 0.4438, "page": 0, "Index": 33}, {"Word": "Senate", "Confidence": 0.985, "X1": 0.57682, "Y1": 0.4312, "X2": 0.63073, "Y2": 0.431, "X3": 0.63073, "Y3": 0.4438, "X4": 0.57682, "Y4": 0.4438, "page": 0, "Index": 34}, {"Word": "Office", "Confidence": 1, "X1": 0.63747, "Y1": 0.4312, "X2": 0.69272, "Y2": 0.431, "X3": 0.69272, "Y3": 0.4438, "X4": 0.63747, "Y4": 0.4438, "page": 0, "Index": 35}, {"Word": "Mit.lin\"", "Confidence": 0.271, "X1": 0.70216, "Y1": 0.4312, "X2": 0.77224, "Y2": 0.431, "X3": 0.77224, "Y3": 0.4438, "X4": 0.70216, "Y4": 0.4438, "page": 0, "Index": 36}, {"Word": "9:30", "Confidence": 0.868, "X1": 0.54313, "Y1": 0.4542, "X2": 0.57817, "Y2": 0.454, "X3": 0.57817, "Y3": 0.4658, "X4": 0.54313, "Y4": 0.4648, "page": 0, "Index": 37}, {"Word": "a.m.", "Confidence": 0.622, "X1": 0.58491, "Y1": 0.4552, "X2": 0.62264, "Y2": 0.455, "X3": 0.62129, "Y3": 0.4658, "X4": 0.58491, "Y4": 0.4658, "page": 0, "Index": 38}, {"Word": "1.", "Confidence": 0.998, "X1": 0.29919, "Y1": 0.5162, "X2": 0.31806, "Y2": 0.516, "X3": 0.31806, "Y3": 0.5308, "X4": 0.29919, "Y4": 0.5298, "page": 0, "Index": 39}, {"Word": "Administration", "Confidence": 0.932, "X1": 0.33154, "Y1": 0.5182, "X2": 0.45687, "Y2": 0.518, "X3": 0.45553, "Y3": 0.5308, "X4": 0.33154, "Y4": 0.5308, "page": 0, "Index": 40}, {"Word": "Mr.", "Confidence": 0.687, "X1": 0.33288, "Y1": 0.5392, "X2": 0.36119, "Y2": 0.539, "X3": 0.36119, "Y3": 0.5518, "X4": 0.33154, "Y4": 0.5518, "page": 0, "Index": 41}, {"Word": "Gene", "Confidence": 0.477, "X1": 0.36658, "Y1": 0.5392, "X2": 0.40431, "Y2": 0.539, "X3": 0.40296, "Y3": 0.5518, "X4": 0.36658, "Y4": 0.5518, "page": 0, "Index": 42}, {"Word": "Naislin.", "Confidence": 0.633, "X1": 0.4097, "Y1": 0.5412, "X2": 0.48113, "Y2": 0.541, "X3": 0.48113, "Y3": 0.5528, "X4": 0.4097, "Y4": 0.5518, "page": 0, "Index": 43}, {"Word": "Denuty", "Confidence": 0.62, "X1": 0.33423, "Y1": 0.5512, "X2": 0.38814, "Y2": 0.551, "X3": 0.38679, "Y3": 0.5628, "X4": 0.33288, "Y4": 0.5638, "page": 0, "Index": 44}, {"Word": "Assistant", "Confidence": 0.993, "X1": 0.39218, "Y1": 0.5512, "X2": 0.47439, "Y2": 0.551, "X3": 0.47439, "Y3": 0.5628, "X4": 0.39218, "Y4": 0.5628, "page": 0, "Index": 45}, {"Word": "Secretary", "Confidence": 0.644, "X1": 0.48113, "Y1": 0.5502, "X2": 0.56065, "Y2": 0.55, "X3": 0.56065, "Y3": 0.5628, "X4": 0.47978, "Y4": 0.5628, "page": 0, "Index": 46}, {"Word": "for", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.5502, "X2": 0.59569, "Y2": 0.55, "X3": 0.59569, "Y3": 0.5638, "X4": 0.56739, "Y4": 0.5628, "page": 0, "Index": 47}, {"Word": "Nicaislation", "Confidence": 0.551, "X1": 0.60108, "Y1": 0.5502, "X2": 0.70081, "Y2": 0.55, "X3": 0.70081, "Y3": 0.5638, "X4": 0.60108, "Y4": 0.5638, "page": 0, "Index": 48}, {"Word": "(Health)", "Confidence": 0.488, "X1": 0.70889, "Y1": 0.5492, "X2": 0.78032, "Y2": 0.549, "X3": 0.78032, "Y3": 0.5648, "X4": 0.70889, "Y4": 0.5638, "page": 0, "Index": 49}, {"Word": "Accompanied", "Confidence": 0.338, "X1": 0.33288, "Y1": 0.5722, "X2": 0.43127, "Y2": 0.572, "X3": 0.42992, "Y3": 0.5858, "X4": 0.33288, "Y4": 0.5848, "page": 0, "Index": 50}, {"Word": "by:", "Confidence": 0.998, "X1": 0.43666, "Y1": 0.5722, "X2": 0.46631, "Y2": 0.572, "X3": 0.46496, "Y3": 0.5858, "X4": 0.43531, "Y4": 0.5858, "page": 0, "Index": 51}, {"Word": "Dr.", "Confidence": 0.901, "X1": 0.33154, "Y1": 0.5932, "X2": 0.35984, "Y2": 0.593, "X3": 0.35984, "Y3": 0.6048, "X4": 0.33288, "Y4": 0.6048, "page": 0, "Index": 52}, {"Word": "Dawid", "Confidence": 0.821, "X1": 0.36658, "Y1": 0.5932, "X2": 0.4124, "Y2": 0.593, "X3": 0.4124, "Y3": 0.6058, "X4": 0.36658, "Y4": 0.6048, "page": 0, "Index": 53}, {"Word": "Sencer", "Confidence": 0.933, "X1": 0.41914, "Y1": 0.5942, "X2": 0.47439, "Y2": 0.594, "X3": 0.47305, "Y3": 0.6068, "X4": 0.41779, "Y4": 0.6058, "page": 0, "Index": 54}, {"Word": "Director", "Confidence": 0.848, "X1": 0.33288, "Y1": 0.6062, "X2": 0.40431, "Y2": 0.606, "X3": 0.40431, "Y3": 0.6158, "X4": 0.33154, "Y4": 0.6158, "page": 0, "Index": 55}, {"Word": "Center", "Confidence": 0.78, "X1": 0.33288, "Y1": 0.6152, "X2": 0.38679, "Y2": 0.615, "X3": 0.38544, "Y3": 0.6268, "X4": 0.33154, "Y4": 0.6258, "page": 0, "Index": 56}, {"Word": "for", "Confidence": 0.998, "X1": 0.39488, "Y1": 0.6152, "X2": 0.42183, "Y2": 0.615, "X3": 0.42183, "Y3": 0.6278, "X4": 0.39353, "Y4": 0.6268, "page": 0, "Index": 57}, {"Word": "Disease", "Confidence": 0.369, "X1": 0.42857, "Y1": 0.6152, "X2": 0.49057, "Y2": 0.615, "X3": 0.49057, "Y3": 0.6278, "X4": 0.42722, "Y4": 0.6278, "page": 0, "Index": 58}, {"Word": "Control", "Confidence": 0.676, "X1": 0.4973, "Y1": 0.6152, "X2": 0.56065, "Y2": 0.615, "X3": 0.56065, "Y3": 0.6278, "X4": 0.4973, "Y4": 0.6278, "page": 0, "Index": 59}, {"Word": "Ronaldi", "Confidence": 0.484, "X1": 0.36792, "Y1": 0.6362, "X2": 0.42318, "Y2": 0.636, "X3": 0.42318, "Y3": 0.6478, "X4": 0.36792, "Y4": 0.6488, "page": 0, "Index": 60}, {"Word": "\"r.", "Confidence": 0.886, "X1": 0.33288, "Y1": 0.6362, "X2": 0.36119, "Y2": 0.636, "X3": 0.36119, "Y3": 0.6488, "X4": 0.33154, "Y4": 0.6488, "page": 0, "Index": 61}, {"Word": "Lamont-fisvers", "Confidence": 0.435, "X1": 0.42722, "Y1": 0.6382, "X2": 0.54313, "Y2": 0.638, "X3": 0.54313, "Y3": 0.6498, "X4": 0.42722, "Y4": 0.6478, "page": 0, "Index": 62}, {"Word": "Deputy", "Confidence": 0.933, "X1": 0.33288, "Y1": 0.6482, "X2": 0.38544, "Y2": 0.648, "X3": 0.3841, "Y3": 0.6588, "X4": 0.33154, "Y4": 0.6588, "page": 0, "Index": 63}, {"Word": "Director", "Confidence": 0.628, "X1": 0.39353, "Y1": 0.6492, "X2": 0.46496, "Y2": 0.649, "X3": 0.46361, "Y3": 0.6588, "X4": 0.39218, "Y4": 0.6588, "page": 0, "Index": 64}, {"Word": "National", "Confidence": 0.251, "X1": 0.33154, "Y1": 0.6582, "X2": 0.40296, "Y2": 0.658, "X3": 0.40296, "Y3": 0.6698, "X4": 0.33154, "Y4": 0.6688, "page": 0, "Index": 65}, {"Word": "Institutes", "Confidence": 0.991, "X1": 0.41105, "Y1": 0.6582, "X2": 0.49865, "Y2": 0.658, "X3": 0.49865, "Y3": 0.6708, "X4": 0.41105, "Y4": 0.6698, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.904, "X1": 0.50674, "Y1": 0.6582, "X2": 0.52695, "Y2": 0.658, "X3": 0.52561, "Y3": 0.6708, "X4": 0.50674, "Y4": 0.6708, "page": 0, "Index": 67}, {"Word": "Health", "Confidence": 0.632, "X1": 0.531, "Y1": 0.6582, "X2": 0.58491, "Y2": 0.658, "X3": 0.58491, "Y3": 0.6708, "X4": 0.531, "Y4": 0.6708, "page": 0, "Index": 68}, {"Word": "Dr.", "Confidence": 0.66, "X1": 0.33019, "Y1": 0.6792, "X2": 0.36119, "Y2": 0.679, "X3": 0.35984, "Y3": 0.6918, "X4": 0.33019, "Y4": 0.6918, "page": 0, "Index": 69}, {"Word": "Gerald", "Confidence": 0.614, "X1": 0.36658, "Y1": 0.6782, "X2": 0.42049, "Y2": 0.678, "X3": 0.42049, "Y3": 0.6918, "X4": 0.36658, "Y4": 0.6918, "page": 0, "Index": 70}, {"Word": "Rosenthal", "Confidence": 0.673, "X1": 0.42722, "Y1": 0.6802, "X2": 0.50674, "Y2": 0.68, "X3": 0.50674, "Y3": 0.6918, "X4": 0.42722, "Y4": 0.6918, "page": 0, "Index": 71}, {"Word": "Director", "Confidence": 0.778, "X1": 0.33154, "Y1": 0.6912, "X2": 0.40296, "Y2": 0.691, "X3": 0.40162, "Y3": 0.7018, "X4": 0.33154, "Y4": 0.7018, "page": 0, "Index": 72}, {"Word": "National", "Confidence": 0.678, "X1": 0.33154, "Y1": 0.7012, "X2": 0.40431, "Y2": 0.701, "X3": 0.40431, "Y3": 0.7128, "X4": 0.33154, "Y4": 0.7128, "page": 0, "Index": 73}, {"Word": "Center", "Confidence": 0.991, "X1": 0.40836, "Y1": 0.7012, "X2": 0.46496, "Y2": 0.701, "X3": 0.46496, "Y3": 0.7128, "X4": 0.40836, "Y4": 0.7128, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.7012, "X2": 0.49865, "Y2": 0.701, "X3": 0.49865, "Y3": 0.7138, "X4": 0.4717, "Y4": 0.7128, "page": 0, "Index": 75}, {"Word": "Health", "Confidence": 0.186, "X1": 0.50404, "Y1": 0.7012, "X2": 0.5593, "Y2": 0.701, "X3": 0.5593, "Y3": 0.7138, "X4": 0.50404, "Y4": 0.7138, "page": 0, "Index": 76}, {"Word": "Services", "Confidence": 0.668, "X1": 0.56739, "Y1": 0.7012, "X2": 0.63881, "Y2": 0.701, "X3": 0.63747, "Y3": 0.7148, "X4": 0.56739, "Y4": 0.7138, "page": 0, "Index": 77}, {"Word": "Research", "Confidence": 0.642, "X1": 0.6442, "Y1": 0.7012, "X2": 0.71563, "Y2": 0.701, "X3": 0.71563, "Y3": 0.7158, "X4": 0.6442, "Y4": 0.7148, "page": 0, "Index": 78}, {"Word": "Health", "Confidence": 0.931, "X1": 0.33288, "Y1": 0.7122, "X2": 0.38544, "Y2": 0.712, "X3": 0.38544, "Y3": 0.7248, "X4": 0.33288, "Y4": 0.7238, "page": 0, "Index": 79}, {"Word": "Pesources", "Confidence": 0.94, "X1": 0.39218, "Y1": 0.7132, "X2": 0.4717, "Y2": 0.713, "X3": 0.4717, "Y3": 0.7248, "X4": 0.39084, "Y4": 0.7248, "page": 0, "Index": 80}, {"Word": "Administration", "Confidence": 0.04, "X1": 0.47978, "Y1": 0.7132, "X2": 0.60377, "Y2": 0.713, "X3": 0.60243, "Y3": 0.7248, "X4": 0.47844, "Y4": 0.7248, "page": 0, "Index": 81}, {"Word": "2.", "Confidence": 0.886, "X1": 0.30728, "Y1": 0.7962, "X2": 0.32615, "Y2": 0.796, "X3": 0.3248, "Y3": 0.8078, "X4": 0.30728, "Y4": 0.8078, "page": 0, "Index": 82}, {"Word": "Mr.", "Confidence": 0.763, "X1": 0.33154, "Y1": 0.7962, "X2": 0.36119, "Y2": 0.796, "X3": 0.35984, "Y3": 0.8088, "X4": 0.33019, "Y4": 0.8078, "page": 0, "Index": 83}, {"Word": "Curtis", "Confidence": 0.882, "X1": 0.36658, "Y1": 0.7962, "X2": 0.42049, "Y2": 0.796, "X3": 0.41914, "Y3": 0.8088, "X4": 0.36523, "Y4": 0.8088, "page": 0, "Index": 84}, {"Word": "H.", "Confidence": 0.853, "X1": 0.42722, "Y1": 0.7972, "X2": 0.44879, "Y2": 0.797, "X3": 0.44744, "Y3": 0.8088, "X4": 0.42588, "Y4": 0.8088, "page": 0, "Index": 85}, {"Word": "Julge", "Confidence": 0.611, "X1": 0.45418, "Y1": 0.7982, "X2": 0.5, "Y2": 0.798, "X3": 0.49865, "Y3": 0.8088, "X4": 0.45283, "Y4": 0.8088, "page": 0, "Index": 86}, {"Word": "President,", "Confidence": 0.901, "X1": 0.33154, "Y1": 0.8072, "X2": 0.42183, "Y2": 0.807, "X3": 0.42049, "Y3": 0.8188, "X4": 0.33019, "Y4": 0.8198, "page": 0, "Index": 87}, {"Word": "P.", "Confidence": 0.996, "X1": 0.42722, "Y1": 0.8072, "X2": 0.44744, "Y2": 0.807, "X3": 0.44609, "Y3": 0.8188, "X4": 0.42722, "Y4": 0.8188, "page": 0, "Index": 88}, {"Word": "Lorillard", "Confidence": 0.605, "X1": 0.45283, "Y1": 0.8082, "X2": 0.53369, "Y2": 0.808, "X3": 0.53235, "Y3": 0.8188, "X4": 0.45283, "Y4": 0.8188, "page": 0, "Index": 89}, {"Word": "and", "Confidence": 0.94, "X1": 0.54178, "Y1": 0.8082, "X2": 0.56739, "Y2": 0.808, "X3": 0.56739, "Y3": 0.8198, "X4": 0.54043, "Y4": 0.8188, "page": 0, "Index": 90}, {"Word": "Company", "Confidence": 0.62, "X1": 0.57412, "Y1": 0.8092, "X2": 0.63747, "Y2": 0.809, "X3": 0.63747, "Y3": 0.8198, "X4": 0.57412, "Y4": 0.8198, "page": 0, "Index": 91}, {"Word": "Chairman,", "Confidence": 0.853, "X1": 0.33288, "Y1": 0.8192, "X2": 0.4124, "Y2": 0.819, "X3": 0.4124, "Y3": 0.8298, "X4": 0.33288, "Y4": 0.8298, "page": 0, "Index": 92}, {"Word": "Tobacco", "Confidence": 0.193, "X1": 0.41914, "Y1": 0.8192, "X2": 0.47978, "Y2": 0.819, "X3": 0.47978, "Y3": 0.8298, "X4": 0.41914, "Y4": 0.8298, "page": 0, "Index": 93}, {"Word": "Institute", "Confidence": 0.967, "X1": 0.48922, "Y1": 0.8192, "X2": 0.56604, "Y2": 0.819, "X3": 0.56604, "Y3": 0.8308, "X4": 0.48922, "Y4": 0.8298, "page": 0, "Index": 94}, {"Word": "Executive", "Confidence": 0.798, "X1": 0.57547, "Y1": 0.8192, "X2": 0.65499, "Y2": 0.819, "X3": 0.65499, "Y3": 0.8308, "X4": 0.57547, "Y4": 0.8308, "page": 0, "Index": 95}, {"Word": "Committee", "Confidence": 0.326, "X1": 0.66307, "Y1": 0.8182, "X2": 0.74124, "Y2": 0.818, "X3": 0.74124, "Y3": 0.8308, "X4": 0.66307, "Y4": 0.8308, "page": 0, "Index": 96}, {"Word": "Accompanied", "Confidence": 0.173, "X1": 0.33288, "Y1": 0.8392, "X2": 0.42992, "Y2": 0.839, "X3": 0.42857, "Y3": 0.8508, "X4": 0.33288, "Y4": 0.8508, "page": 0, "Index": 97}, {"Word": "hy:", "Confidence": 0.99, "X1": 0.43531, "Y1": 0.8392, "X2": 0.46496, "Y2": 0.839, "X3": 0.46361, "Y3": 0.8508, "X4": 0.43396, "Y4": 0.8508, "page": 0, "Index": 98}, {"Word": "!F.", "Confidence": 0.049, "X1": 0.33019, "Y1": 0.8612, "X2": 0.36119, "Y2": 0.861, "X3": 0.35984, "Y3": 0.8748, "X4": 0.32884, "Y4": 0.8758, "page": 0, "Index": 99}, {"Word": "Arthur", "Confidence": 0.858, "X1": 0.36658, "Y1": 0.8612, "X2": 0.42183, "Y2": 0.861, "X3": 0.42049, "Y3": 0.8728, "X4": 0.36523, "Y4": 0.8748, "page": 0, "Index": 100}, {"Word": "Stevens", "Confidence": 0.887, "X1": 0.42722, "Y1": 0.8612, "X2": 0.49057, "Y2": 0.861, "X3": 0.49057, "Y3": 0.8728, "X4": 0.42588, "Y4": 0.8728, "page": 0, "Index": 101}, {"Word": "Vice", "Confidence": 0.6, "X1": 0.33288, "Y1": 0.8702, "X2": 0.36792, "Y2": 0.87, "X3": 0.36658, "Y3": 0.8828, "X4": 0.33154, "Y4": 0.8828, "page": 0, "Index": 102}, {"Word": "President", "Confidence": 0.534, "X1": 0.37466, "Y1": 0.8712, "X2": 0.45687, "Y2": 0.871, "X3": 0.45553, "Y3": 0.8838, "X4": 0.37332, "Y4": 0.8828, "page": 0, "Index": 103}, {"Word": "and'", "Confidence": 0.805, "X1": 0.46226, "Y1": 0.8722, "X2": 0.49326, "Y2": 0.872, "X3": 0.49326, "Y3": 0.8838, "X4": 0.46092, "Y4": 0.8838, "page": 0, "Index": 104}, {"Word": "General", "Confidence": 0.487, "X1": 0.4973, "Y1": 0.8722, "X2": 0.56065, "Y2": 0.872, "X3": 0.56065, "Y3": 0.8838, "X4": 0.49596, "Y4": 0.8838, "page": 0, "Index": 105}, {"Word": "Counsel", "Confidence": 0.948, "X1": 0.56604, "Y1": 0.8712, "X2": 0.62938, "Y2": 0.871, "X3": 0.62938, "Y3": 0.8848, "X4": 0.56469, "Y4": 0.8838, "page": 0, "Index": 106}, {"Word": "03602823", "Confidence": 0.981, "X1": 0.9097, "Y1": 0.9072, "X2": 0.90836, "Y2": 0.907, "X3": 0.88544, "Y3": 0.9058, "X4": 0.88679, "Y4": 0.8198, "page": 0, "Index": 107}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKZht+cjbjpjnNPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimlgv3iBnjmgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJIklADoGAIYZHQjvT6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivPfE3xi8MeFtYl0q7e4luYv9YIUyFPpn1rIH7QXhAgny70YGeYutAHrNFeWxfHbw1NB50VlqbxbxHvEHG7rjPrUB/aE8Ig4MV//AN+qAPWaK830D41eGfEWuWuk2cd4Li5fYhePAz716RQAUUUUAFFFFABRRRQAUUUhGRg0AAIIyOaWmRRJDGscahUUYAHan0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBG0e6VH3sNmeAeDn1qSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyLxr8DLTxVr9xrFvqj2c9wwaSMxblJxjPXrXNf8ADNT/APQxL/34/wDr19BUUAeBL+zndLCYV8UMIid2wRHbn1xnrUf/AAzU/wD0MS/9+P8A69fQNFAHj3g74EweGPEVrrE2tPcS2sgeONItoP15r2GiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq90bkQ/wCirG0m4cSEgYyM9O+M4qLVNSj0qxa7kimlVWVdkKbm5OOlXAcigBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACimsyqMsQB6k06gAooooAKKKKACiiigAooooAKKKKACiiigDwn4ofFzXvCfjKXStJe2aCOJWYSw5KseozXF/8NA+M/Wx/78V6Z44+CR8YeKLjWRrItvOVR5fk7sYHrmuVu/2bL1Y1+x6/A755EsRUY/DNAHO/8NA+M/Wx/wC/FH/DQPjP1sf+/Fa3/DN2vf8AQa078n/wo/4Zu17/AKDWnfk/+FAGT/w0D4z9bH/vxUC/HjxsLwzm5tipGPKMI2it+P8AZu1oyL5mt2ATPzFVcnHtxV2X9my4GPK8QRH13wkd/agDmv8AhoHxn62P/fij/hoHxn62P/fitqf9m7WBMwg1yyaL+EujhvxAFR/8M3a9/wBBrTvyf/CgDJ/4aB8Z+tj/AN+KP+GgfGfrY/8Afitb/hm7Xv8AoNad+T/4VUuf2dvFEW7yL2wnxjGHK59eooAqf8NA+M/Wx/78Uf8ADQPjP1sf+/FL/wAM++MvWx/7/VYk/Z48VLaxyJd2DzMfmi3kbfxxg0AVv+GgfGfrY/8Afij/AIaB8Z+tj/34pf8Ahn3xl62P/f6j/hn3xl62P/f6gBP+GgfGfrY/9+KP+GgfGfrY/wDfil/4Z98Zetj/AN/qP+GffGXrY/8Af6gBP+GgfGfrY/8Afiq938ePG1zGES5toCDndHCAT7VZ/wCGffGXrY/9/qs2n7PHiqaQrcXdhboBkMXLZPpwKAMZPjf45WZJP7SjYLj5TCMHHrV//hoHxn62P/firV3+zv4qhlC293YXCkZLByuD6ciq3/DPvjL1sf8Av9QAn/DQPjP1sf8AvxR/w0D4z9bH/vxS/wDDPvjL1sf+/wBR/wAM++MvWx/7/UAJ/wANA+M/Wx/78Uf8NA+M/Wx/78Uv/DPvjL1sf+/1H/DPvjL1sf8Av9QAn/DQPjP1sf8AvxR/w0D4z9bH/vxS/wDDPvjL1sf+/wBR/wAM++MvWx/7/UAJ/wANA+M/Wx/78Uf8NA+M/Wx/78VXvPgP43tghitbe4znIjnXj86qf8KS8ef9Ahf+/wCn+NAGvD+0J4wSZWljsZUHVPKxn8RV5f2jvEIUBtJsGPc5YZrlLr4OeOrSMO2hySAnGInVz+QNUv8AhVvjf/oW7/8A79mgDtR+0X4k+0lzptgYiuBH83B9c1dtf2kdVVj9q0O0cZGPLkYf57Vwq/CPxy9sZxoFwFBxsOA//fPWq/8Awq3xv/0Ld/8A9+zQB6d/w0pJ/wBC+v8A3+o/4aUk/wChfX/v9XmP/CrfG/8A0Ld//wB+zR/wq3xv/wBC3f8A/fs0Aenf8NKSf9C+v/f6j/hpST/oX1/7/V5j/wAKt8b/APQt3/8A37NH/CrfG/8A0Ld//wB+zQB6Rc/tJXjRYttBhWTI5klJGPwqkf2j9dLkjR7HbngbmziuE/4Vb43/AOhbv/8Av2aP+FW+N/8AoW7/AP79mgDu2/aP14sduj2IXtlmob9o/XTjbo1iOOcs3WuE/wCFW+N/+hbv/wDv2aP+FW+N/wDoW7//AL9mgDuf+Gj/ABB/0B7D/vpqP+Gj/EH/AEB7D/vpq4b/AIVb43/6Fu//AO/Zo/4Vb43/AOhbv/8Av2aAO5/4aP8AEH/QHsP++mrOf9oLxizsVFiqk8L5OcVy/wDwq3xv/wBC3f8A/fs1am+EHjmFEc6DOwYZwhDEfUA8UAbn/DQPjP1sf+/FH/DQPjP1sf8AvxWNN8HfHUIjJ0ORvMOAEdWx9cHiqjfCzxurFf8AhHL04OMiPIoA6T/hoHxn62P/AH4o/wCGgfGfrY/9+K5n/hVvjf8A6Fu//wC/Zo/4Vb43/wChbv8A/v2aAOm/4aB8Z+tj/wB+Kcf2gvGRVQBYgjOT5PWuX/4Vb43/AOhbv/8Av2aP+FW+N/8AoW7/AP79mgDpv+GgfGfrY/8Afij/AIaB8Z+tj/34rmf+FW+N/wDoW7//AL9mj/hVvjf/AKFu/wD+/ZoA6b/hoHxn62P/AH4o/wCGgfGfrY/9+K5n/hVvjf8A6Fu//wC/Zo/4Vb43/wChbv8A/v2aAOoP7QXjIqoAsQRnJ8nrS/8ADQfjDP3LH7uP9T39a5b/AIVb43/6Fu//AO/Zo/4Vb43/AOhbv/8Av2aAOm/4aB8Z+tj/AN+Ksw/tD+Kkt2SW1sJJSwIk2EYHpiuQ/wCFW+N/+hbv/wDv2aP+FW+N/wDoW7//AL9mgDr1/aH8Vi4d2tbBoj92PYfl/HvVr/ho/wAQf9Aew/76auG/4Vb43/6Fu/8A+/Zo/wCFW+N/+hbv/wDv2aAO5/4aP8Qf9Aew/wC+mo/4aP8AEH/QHsP++mrzq58B+K7SQpP4f1BSOP8AUMar/wDCH+JP+gFqH/gO3+FAHey/tB+MHlZo0sY0JyE8nOB6ZpP+GgvGWwjFjuznd5Pb0rlIvhn40mgWaPw7flGGQfKPSs8+DfEqsQdC1DIOP+Pdv8KAPQLb9oXxbFLungsZ0xjZ5e3n1yKdB+0P4qj83zbSwl3fc+Qrs/LrXnn/AAh/iT/oBah/4Dt/hR/wh/iT/oBah/4Dt/hQB6b/AMNH+IMf8giw/wC+mo/4aP8AEH/QHsP++mrzL/hD/En/AEAtQ/8AAdv8KRvCPiJBubRL8DpkwN/hQB9BfDL4t6t458Utpt5ZWtvCsDSExZJJH1r2Ovmz4D6Bq+m+Oppr3Tbq2jFq3zSxlRyfevpOgAooooAKKKKACiiigAooooAKKKKAK93aW9/btb3UQkibGUPQ45qnc6VPcanBdrqt5DHER/o0ewRv7NlSf1rUooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikJCgk8Ada8S8WfEHxBf+JLT/hGb2O30iK+WyMhAb7VLnLbcjoBQB7dRUNvKZoEkZGRmHKsORU1ABRRRQAUUVGkscilkkVlUkEqcgEUASUVh+H/ABRZeJJtQWwSRobKcwGcj5JGA52n26VuUAFFFFABRWB4u8VWfhHQZdSuv3j8JDAp+aVz0UVyPhH4g6k+ga/qfiyOGBdNlX5YFOV3DPln1YZUfjQB6RPPDbQtNcSpFEgyzuwCge5NZ9h4k0TVJFjsNWsriRs4SOZWY468ZzXzT4t+IWvfErV7Pw7BF9hgluDGIFcjeS3y7z3wMfjmvoPwx4D8P+Fra2FjpsC3USYNyyBpCT1+brQB1FFFFABRRXH+N/HkPhH7La29lJqOqXefJtImAOAOWb0H/wBegDsKK57wT4il8VeFLTWJrZbeSfduiVshcEjr+FdDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARzTRW8LyzSLHGgyzucAD1JrMi8UaDcXkVpBrFjLcTZEccc6sW+mDXlHxZ1DUvEHjvSfAVpfPa2d4FNwQmd2TxnHJGB0r0nw74F8PeGYYV0/TYFlRFBmZAXYj+LJ5zQB0tFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAYooooAKKKKACiiigCnaalbXs88MLOXgbbIGjZcH2JHP4VcoooAKKKguoZJ7cxxTtA5IO9QCRggkc+vT8aAJ6KinaWOBmhj82QDhS23P40y0kuJYd1zbiCTP3Q4bj6igCxRRRQAUUhOBTYpPNiV9jrkZ2uMEfUUAPoopMjOO9AC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVFPNHbW8k8rBY41LsT2AGTWJ4Z8YaV4tsftemPIY/MaL50Iyy9cfhQBa8Qa/aeHNJuNRvBI0cEZkZY1ySAQOPzFWLXVbW60aPVVZktHh8/LrghMZyR9KmvbG21C3NvdwJNCSGKOMgkHI/UCi4kgs7GWWQKsEMZZhjgKBk/pQB458QfitDqmmjQPBz3VxqV42wywxspCd9meSTyPzqazsPCGn2/hqw1WS9sn0wNdxx3C7fPbGWkYA8c/iaj+HECeJNb8QeP51aONJGiso/LGYo15OMccjir3grw6PG+t3PjnxHZOJWkMVlaSZ2Ii8BiD3oA6C3+LfhSeKad7qe2t4yFSWeFlEpPZB1Nan/CeaC/hSfxLFctJp0CFmYLg5H8OD/FyOK848S6sNN+K0j6hptzdW9pAE022httyb3U/N0wDnHNQL4O8XSJ9lu9LieyaZ9YurRSNk0xbCwA+mAD+NAHoFn8UvDN3YXV41xNDFA4T95Edzkpvwo6nA610+navZ6tpUWp2Uvm20sfmIyjkjGenr7V49ceAdZ0rw47afYS3XiXWCxnnLDyrFG+8q56Hbha9X0jTrbw3oCW0cQSG2hyQgySFXk49eKAPN/GXxN1G7jPhzw/o2p2+tXp2QPNGEOzPLLzVXVtVbw94N0zwha/arC8vlZr64uWzJbRk/PIxXPJJwK0PB+nXOpa/qnxE1lJo0G9bCGUHMcAHUL1BPpXPWul6pMmp/EjUbKa8vLqQJpumKGwRu2oXU9h1xQB1XgPxl4R0nwpcW1vPLDb6OTFNLcrteQsxwcDnJPtXT+FvGsfii/vbWPTLu0NrHHJunx8wcZHA6HHOPevItR+Hc+n6bZah4hn1L7RdtJdXK6fEHIuSwMan26gehNeo/DLR7vSPDLfb9Pa0uppSzGV98si9FMh9cdvSgDoPEPiLTfDGlSajqc3lQqcADkux6KB3JrnLP4o6RcRSedZajb3CKr/ZXgzIUYZDgDtWR8UdC1XVde8PXUGnXOoafZO0stvBg5cEEZBrkPE0WuXGozSi1ltfEWuMtrZWpf5re1A5LEcBu1AGhZava/EX4kwa1Npl9NoOmQM1mTF8ryqcliM89sCoFvH8W+KJdK0TSLuTw/a3T3N7vGPNun5AkBP3VYZwPSu01+8t/ht8MYoNPtvLuvLW3gjTqZ3ABPvzzWZe6Zq/g74QrY6RFPLr9+yiSROX86U5c59uRQB5hJ4ftdG1S08TaQhmt9CuooNRfhY5JVxuaM5yxzn9K+i28U6MmhvrMl/CljGMvIW+6fQjrn2rw3ULSx0fXdM8K3WnXstra2sV2bSCMk3l6+AWc+wP6VB4w0+DTdRtvDVjPNbx2hW5eGaJpHv7hm4xjgkDHJ4FAHvXhzxLpnirS/7R0qZpbbeUyy7TkdeKzPFXj7SPChMdys9zcBPMeG2Xc0aDqzegq54O8PweHPDkFnCkiu+ZZfMxuLtyc44ryS70DXdY17X9Lj0+8gu9Ruil7qkwHlLZjHyp68YoA7jxb8WtI8LQwiS0vZp54BLHtiOwFlyqlumfYVyfg/w/qnjnwt4j1e9eaw1vVJjDHNNGw8iIEHagPOCCRVXw/AnxC8cW2mFnufDXhmJUHmHmaYDAY+vI/T3r3dVCqAAAB2FAGV4b0RPDug22lxyeYkAIBxj9K1qKjMQaZZdz5UEYB4P1FAElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHlnxC8M31t4y0bxxpltJdmxZUu7eIfO0YP3h6454r0XTtVtNU0yO/tn3QuueQQVPcEdiKvUxY0jXCKqjOcAYoAd1paKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprMqDLEAepNOoAKKKKACiiobgzCFvs6qZf4d54B96AJqKhVpWjwVCyDAJPQnvipFLEtlcAHg560AOooooAKKKKACiiigAooooAKbtUuHx8wGAajmnWBVLLI25gvyIWx9cdBU1ABRRRQAUUU1d/O7HXjHpQA6iiigAooooAKKKKACs3WNd0/QbaO41G48mKSQRK20nLH6fStKmSRRyrtkRXAOcMMjNAHmujWWueM9XOo6pqk1vYW7yw/YIrdo1ljbgFmPDZFdt4e8N6X4W03+z9Jt/Jt95cqWJJJ6nNa9FABWR4n0271jw1qGnWU8cFxcwtEskgJUZ4Occ9M1r0UAYnhLQE8MeF7DSFMbNbxBZHjXAdsct+JraAA6DFLRQAmATnAzS0UUAFFFFACYGMY4oAA4FLRQAUUUUAFRNbwtOszQxmVRhXKjcB7GpaKAK91Y2t8sYureOYRuHTzFB2sOhHvViiigCPyYvO87y083GN+0bsemaa9tbyTLM8ETSr91ygLD6GpqKAIbl5o4S8EQlcEfJuxkfWnKfNQh4yoIwQ3epKKAKWn6Tp2lK66fZQWokOXEKBdx98VdoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqGr6xYaFp0l/qNykFvGOWY9T6AdzU1neRXsRkhJ28Hn3AI/nQBZooooAKKKKACiiigAooooAKKKaXUMqk8t0oAdRRRQAUUUUAFFFFABRRRQAySNJV2yKGXrgin0UUAFFFFABVS5N7uj+yrDgSDf5hPKY5xjoc1booAjaMM27cwPHQ8flUlFFABRTDu3LjG3+LPX8KfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAySRIo2kkYIiglmY4AHqa4y38R614pvZo/Dsdvb6VGdo1WYGQSnuI046epyKrfGW+u7D4aak1mrlpNsbsn8CE8n+n41l/BPxXpF/4MstFjnij1C0Uq8GNpYZ+8PX3oA5bxlL488BeLtM1T/hIJ9Vs7yfylhddqZP8ACY1ODxnkV7zEXK5fGTyAKx9R0U6pr+nXdx/qNPLTRLwd0hG3n6Amp9c8Q6V4b0977VbyO3hQZ+Y8sfQDuaANSiuO0r4l+HdV0S81lZpbbT7Z9nnXCbBIcZ+T19K3tC12x8RaNDq2nuzWkwJRnG08HB4/CgDTorn9P8ZaLqviK50OwuftF3bJvlMYyi+271q1r3iTSfDVg15q17FbRgZAY/M3sB1NAGtWB4q8X6R4O037bq1xsD5WKNRlpGAzgCsrQ/ih4b8STm30mS5upghkaNYcFRkDnJxyTxXlniK/1D4hfGC3ttO06K6tdCw7W8zhfMAI35PI6kD8KAPdtEvbnU9Itr66tvs0k6CQQk5KA8gH3rRrOOpx2emQXOpBbJn2qYy27ax/hBA5rl9Z+Keg6X4mtfD8bSXV/NMkTiIZWPd6n19qAO5orhdY+JumWHjDT/DNkv2y+uLgRT7ThYB3JPc1pad480fVvGFz4bsWlnubaIySSouYxg4Iz+NAHUVn6vrFnolibq8k2rkKiDlpGPRVHcmtCvDfFnjqOz+Oem2WpAJpVioQmQfKGZc7/fB6GgCL4s6z49stBg1f7YmkWTzhEtLVyJgCOC79z7Cu6+Fvia81zwVpb6hDdm7JeF55l/1m0Z3Z9COM+tXbvw/pHi3XLfVrnUo9QsYY8W9mrho1fu5x1OPXpXVwxRwW8cUYARFCj6AUAS15p8Q/iNe6Jq9v4X8P2X2nXL1QY3JBWLJPUdzgE81e8XfFbQ/C1uzJHPqMoONtup2Ag4IL4wO9edfCW2TxR471zx5qCeTbxyt5HmvkI7ckZPouB+NAHuejWk9jpFrb3NxJcXCRjzZZDlmbufzq/XN6b478O6xrkuk6dfrc3EMRlkaMfIoHXLdKn0zxfous61c6Vp16lzc20YllMfKAE4+960AbtFYNv4w0W61+40a3uhLdW0fmTFOUQZxgt657VT8QfEHQPDkrpezTP5eBK1vGZFiJ6BiOhNAHVUVymleP9F17V5rLSpftMVvEJbi7B2xRAjgZPU/yxWfa/FrwxfeI5tGtbh5HhRne4wBEAvX5qAO7orA8N+MNI8WQ3E2kSyTxwS+U7FMDOOv0pb/xl4d0y+Wxu9XtI7ps4iMgznBPPp070Ac542+IjaJr1h4Z0eFbjWr50VS/McIZsZYZyTjJxxXeW6zLbRrO4eYKA7AYBOOTjtXgPwxgXxt8WdY8X3MZSCBz5AGcFmBVR/3wCfqa+gVUIoVRgAYAoAdXIeNvEeuaLp10+iaOLh4ITM91cOFhQDtjqx9uPrXX15x8Xrme68PweHLBmN9qkgUxx/f8ocufpQB578HPGmueJviPdDVtQmuI7iB3EJb92hBBG1e2PavdNf1+y8Oaab29MpXdsSOJC7yMeiqByTXzf8CIGtfinLbt96KCZD9RxX0N4p1WOxtILRZdl7fSeTbMIw5RsEl9p7AAmgDyHw38SNd8ffFazso5JNN0qJXL2isQzADnce5zivfAMCvm74EaKbrxxq+qrI0iWaskcjgjezt1P4D9a+kqACuZ8U+PNA8I2jy6lep5oB228fzOzYyBgdM++K6avE/2h7u2svDNnZRQxLcX10HdgvzEIOufqRQB2fw7+ID+OrO7vW042dus/kwfPvLELlsnHHUfnXTa5rmn+HdJm1LUrhIYIlJ+Y4LH0HqTXLfC/TLbwt8MNOe4lWNHhN3PJINoXd83P0GBXHXdnc/GjxRGzRz2/hLTiTHKcj7W2ew/DrQAnhvTdT+K/ipPE+vQtBoNm+bGycHEuOjEE/r3r2xVVFCqAABgAVFbWsFlbxwwRrHHEgRQBjCjpXNat8RvDWja1b6PcX3mXs7hBHAu/aT03Y6UAdZRXPeIvGug+FlUapfLHM+NkCfNI2TgYWta61C1sdPa+vJkt7dFDO8p2hR70AW6KxtJ8T6VrOjf2vbXG2y+YiWYbAQpwW57cdag8O+M9F8Vz3sWj3Jn+xuEkfbhSfY9xQB0FFY154p0ex1u20aa8X+0bj7lugLNj1OOgrSurq3sraS5uZkhhjUs7u2AAPegCeiuT8NfETw94t1W407SLiWWeBS7kx4XAOMg10t1d29lbvcXU8cMKDLPIwUD8TQBT13XtN8N6XJqWqXK29tH1Y9SewA7msPwJ4vn8a2l3qsdp9m00SeVbB+XfH3mJ6Y6cV5H8bfFFp4t1HRvD+hXi3n7zc4h5Us3A5717DbXmifD/wAIWNtqN1BaR28CqV4Bdsc4Uck5oA6qiqh1G0XTv7QeZY7UJ5hkk+UBfU5rO8OeK9K8VW81xpcjvDHI0W912hyOu31HI5oA3KKKKACiiigAooooAKKKKACiiigAooooAa+/b8mN3v0p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWZda5aafBd3N/vtLW1IDTzLtRvp6j3qzp+oWuqWUd5ZyiW3kGUcdGFAFqiiigAooooAKKKKACiiigAooooAKKKKAMDxNc6bJbxaLqEBuRqZMPkDuv8TE9gOOfpXzr8RPhhqfgG8Gs6JNM+mbwVkQnfAewbHb3rqdQ+JkGn/GjVv7UcxWEMRsYt670RlYEsQOcEg9PavQtQ8aeG/FelXWhaTdDU7u7t2URWylguRjLHGFA96AKvw9+IsWr/AA7/ALX1m4VJ7PdHcSEYDFRkH8RXOf2Y/wAU7q3nnt8QXSH7XcAHbDCCrJFH2L8jLejGsfx/p6+APAGheD7U7xf3Ia9k7SYIyB+OPwr13SNT0jTJYtBtFaOYOVjtkXOxAB83HRfc96APNfjfo+iaD8O9NsbaApLFIsFooboo5YkdzwOfeprvUY9F+Fr6Tp0kkdhZaYGubhThnmfGI1Prk5OPpXN/Fya+8bfFKw8LaUru1mArYHCs2GZvoFxVv4zTWWlab4f8GWc0cW6QSXRyB1IG5vTJJNAFv4SxWXhH4aX3ivU0ZZJ5t0eeGk28Ko9cmur1vTNOs/AOp+IfFMSXd5c2xciYZWLcPkjUdsEgZFcV421nT/7d8F+ErCW3/sWEwzOVJKNzxz6d6k+OfjNb7TbPRNN+bT5pv312D+7ZlI+VT3x3oA0fhXDb+C/hRe+I7u0fzLhJLkvtGdi4CKCfU5IqP9n/AEq4mi1bxJMi77y4Kb2HLAZJx/wI/pR8QtdtLT4IxaZao/lN5NpFJIMCbaAzMnqOOvfmjwb40bR/gyJLG2kUafaSGS5aP935xchV9+vJoA62zu4/G/jjVfLdZtP0ZPsscbA7Hlb77H1wBgVzE/hmK5/aFszZ26R2unWcc8vl4wpAIGfqavfBC5gsvhxeatcSEyTXUss2TyWHAA9zir2k20vhjQ/EXjfWkK3d8GuDH/EkY+4h9O2RQBwWn6F/wnPx51uRLt0sbMtvlt8DcoAXbn3JIPevXtG8C2ei+Jr3WLSTyjNDFbxRIvCRpjIPqTjrXnnwGu7WK3vp5tgvdWu2aNE+ZlVQWJb0GT1r3GgBrOsaF3YKqjJJ6AV5D4q8LWfxU8Rw/ZbLybC3GJdYwQZcH7iDv9TU/wAcvF1xoWi2Ok2k7QSalIVmkxwIRwwz75/LNdbB428JabocTrrVgIIIAdscoJwB0A60AS+GvAXh/wAJAnTLQpIyBWd3LE/nwM1k/EjXzZ2un+HLC4aK/wBXmW3HlDLxxH7zAD271nQavr3xIukXTYLjSvC4O6S6k+Sa6wcgJ6KfWuEt/F1l/wAL3vdS1q6H2bTIXt7cgHJIGMAdySTQB0/xcmtPCXw0h8P2MSie9cW8KgZYoGyT9eg/Gus8GeG7Lwx8N7W0uIY4yLf7RcmTp5hXLE5rx59fl8c/Gi1uNXQ2ml6SWmMErD9ykfJLDsSQMivXviPq6N8JdW1G1UtFPajZvUqdrkDODyODQB5n8C9PsJ7PxXdXgCQk+W82cAR8k81X+B1tYt4t8V2yTeZYm3KiQHGY9/XP0qT4ZW81x8O5bCzdjbTXBuNVlUZEcK/8sh/tMBn6VW+E0I1bVfEtlokElpFdyBftSgYgg3cryepHAoA6yzudK8IeGde8RaTCouNXujb6YhUt5u0BUAHuwY5roLiC38HfCG/k1G3jW4a3kabzAC0sz5AJz1OSPpXmnxV12HTPiJ4e0SJxFpGjGGTykU/Kc8n34H61T+L3ibWNUj0lLtHtdKuZZJobcghpED8O4PIJB4FAHq3wx8KWukfDK3h1KzTddqbq5VwOQTuXPsABXk3wy8H2/ivx3qWqT28g0W3mfhRhXJbhD7Y5r03xr4qnsPg9d3i2smlvOotbONyC5Q8ZI7ZUH8MVN8FIdN0/wXbWdtMst7Mgu7opkhS3QE9AcdqADxPbR+FY5NL8OpKmpa7dKwgtQFKxqMOR6YXvXO/GPwj4Y0bwCsywrFqMcipaSE/PIT95WP8AFxk81YtLyTxT+0HM8M6tY6NbNGRu4yRg4/E1i/EzW4/HvxB0XwbpVwj28FwDPIF3ASd+e4C5zQB6T8JvDw8PfD3ToXtxFc3Cm4n7ks3Q/wDfOK7isnTdY0+8mns7F/MWzYQOyL8gbH3QenAHPpVPxl4nj8K6GbvZ5l1NItvaxZHzytwvXtnGaAOhBBzgjjrXD6dYprXjfWddmPmR2URsLXb93plzn1zgVLezXOg+GUto2M3iHUwFAySXlI+ZvYKPw4re0bRoNB8Px6fbg7Y4yXYnJZzyzE+5oA+d/g26xfGHUXc7UVbkknsAxr0XU5ZdS0LxV43imYqLOS20puyxAYaRfQs2efQCvIvAWiarrnxLv7bTrh7aAzSreTr2iLnK59W6fjXr/wAZ2XQvhKLCyYWqGSOARxnAKc5X36UAZ37OmmyweFtR1GQnbdXO1Ae4UYJ/PP5V7RXj3wn13T9L8D6LaW0jSyFJZbyOMZEQLffdv4cY6d816fo2vaV4gtWudKvYbuFGKM8TZAPpQBpV8zfFy7uvEvxds9Fht/taWhSNIIjhn3YZgT2NfSGoXsGnafPeXEqxQwoXZ2OAABXyx4F0bW/HPxEu9ZtbmWC389jc3nQqj5G0f7RU4HpQBu6V441n4heJI/BuprFZaTIWRrO3XDMIwSI9/blevtX0TYWNtpthBZ2kCwW8KBEjQcKB2r5o+IPh9Phl8S9I1bSllhsHZJVOc4KnEi5PXI5/4FX0PF4p0eaS3iivY5ZJrc3S+WdwEYGSxI4A+tAHL+OfEc0uqReGtOv47NShl1O8LYNtDjoP9pu1cr8P/AGlXvjW48UW1pLHpVsVSxE5O+aQDmUg849Ko/C3TtN8c+KfEmr6vG18yXI8rzWO0qCduVHBx2zXsuq6tY6Fol9qEjKkFnEWkCY+XA6fWgDw7xHomn6r8fLKxhdo7ezQXV3KzbjuUlzknt90e2awPif4p1rxp4yt9Btopo7BmQWtuDgzhuQ5HuMECp/hd4WufGni/UPFGoPONKileWRt+DM2dwQ+oxjP0rN8M+IbC9+Mt14k1K4SO0gae5jEmOQoIRFz3xjH0oA9p8ZaVpOk/CaSK4t2SHTbYxwRyHALY2gkDr615/4E1OP4ffCqXVoo/O1nV2ZreD/ZXjd9B1q18evFsOo6XpOhafvke6IuXAznHRRj1zmsjxZp8ng/4U2a6nOza5qMUdvHGT/x7wLyUX0z3oA1vgdpN7r+t6p411d2lnJMcM78/OfvEfQcfjXReLfED+IL97SA281ukph0+zYb/ttwP4mx0RT68Hmsee8s/AXwQstOtbvy9R1YKC6tyrSfeb2wteg+HPDfh/wB4YFyNjLFHvkvHG53HJGPz4AoAreD/Bmk/DnRrzU7qRFu5k82+uDwgxyVUdlBJxVTQseOLeXxHrvly6SUkaysmBCpGCQWfsWIH4Vy3xa8US6raeHdBMUtidTvFaeGQjzPK3BVJA6A5JwfSrXxT8e2eh+Dbnw/pg8u+f8A0dhb42wJkj5iOASB068mgDifgvoVpq/xK1G/hgCWtiHeAHkISSFI9cUnxO8LiD4naPptle3V7d3jK8q3DltrF+MDsOvHtXf/AAC0u007wgboyL9u1B2kZd+TsU4Bx2rmLbxHaav+0Dc6vcTpDZaXC8eZcDO0EYHuWPFAG1+0FrSweF9P0e2uws1zPl4U6vGoI/LdivQ/AGhRaB4L0qwCgzQw/OxXB3N8zfr/ACrxqyju/iX8czNe2u2y0wBzbS4yqLyFIz1LMM//AFq+i0yUGV2nHI9KAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARTwRXMDwzxrJE4wyOMgj3FORFjRY0AVFACgdAB2p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHiHjH4D3HiLxldatZ6rDbWt2/mSpIhZ1Y9cdiM+4r0TwV4B0bwNYtDpyM88gHnXEmC7/4D2rq6KAPMvi78PtV8bW+nS6RcQJcWbk7JSV3ZxyD7Yrd8IeEbnRFbU9WvPt+uzwiOac5wFAGEX0AI9OTzXYUUAebeCPh3faT4t1PxVr1zDcalek+WkZJ8lSeRnjPGB07Ua/8ACe08UfEI+IdWnD2Kxoq2ijl2UfxH09q9JooA8o8TfBm28R+NbPUWnht9GghSJrOJSrYXsMcAVreIfhZpet3WgW6RxW+j6YXL2yDBkzjA/Mc16DRQBwvj/wCHqeMtF0vSLaaKxtLS4EjAJ0QKRtUD61c1D4f6ZN4CufCen5s7SWIIpHzbWDbtx9ST1rrqKAPLPA/wdj8NW80Oqao+oRPIkqW6grEjr0Yrnk12njLQpvEnhDUdGt5UiluovLV5M7R9cVv0UAcT8Pfh1p3gPTSsZWfUZVxPdYxu9gOwrtqKKAOO+IfgG18faNFaTXDW1xbuXhmC7sEjBBHoePyrzrwz+ztDaahHc+INSju4UJP2aBSA3pljzj2xXu1FAEMVtFb2iW0CCKNE2IqjhQBgYrynwz8FYtM8UXGvaxerfXBuHmgUA7UJOQzZHJ9uleuUUAeP+F/hBdweNtS8Q+IbuKYTzSOlvATiQMxPz8dMY4rrviT4f1jxP4W/sbSHgjW4lVblpe0Q5+X3yBXZUUAcpYeC7bQfBk+iaGEt5pbdo/NfJDOwwWb1qTwT4L0/wVo4s7NVaVwGnmx80j45OfT0FdPRQB5hF8JbbU/iBqXibxBJ9qR5w1pa5+UAAYLfiDxWl4k+G0Hibxppes3tyJLGxXH2F1JDHJOc/Xbx7V3tFAHnfxQ8B3/juHR7C0uUtrSGZ3uGbnA2jbhe56/nXVeGfDGl+E9ITTtKtxFGOXbq0jY5Yn1raooA8Z8NfB/UrbxzqWu6nqBgtZppNsFtIQ0yN2Zh0HtWDpHwp8QT/E3UNStVPh/TbeciGSMZLIRjCA9cjqT619CUUAUNH0iy0LTo7Cwi8uFCTycliTkknuSe9eJfHfWprbxj4atntJZra2IugqcGV9/3QcdflH5175VG+0fTdSmgmvrG3uJYDuieWMMUPsT0oA5DwZYaxrOqy+K/EdoLaVk8vTrQ8tbxHk5/2j3ruZgTC4AySpwPXinjgUtAHnvwy8Ct4asdQu9RgC6hf3bTMhYNsQMSg44z3qp8aPC+qeLNB0rTtKt2llN8C7fwxrtYbm9BzXptFAHmNl8JxpPw4vfDmm3yQ398B9pvCpw+O2M8DoPzrb+G3gYeA/Dr6c90tzPLKZZJFUqCegABrs6KAOX8e6Ve694Xm0WxXD37LBJKRkRIT8zH8KteEvCmneENDh03T4lXao82ULhpX7sa3qKAPPfi14Du/HWgWkGnvCl5az71MpIBUjDDP5H8KseEPhza+FfCl1piT+ffXcDQy3bDsQQAB2UZ6V3VFAHgPw98JfEHwbruq6Xa2FqttcAf6bO37tfRlxyxx2ruPF3g/Xr7wb/wj+k3Qlmvpgb+8nYAlcfMce/TAr0aigDk9G8Hx+FvAc2haM/+kGCTEz8F5WX7x/HFch4D+COlaCiX2vpHqOpH5tjDMURI5GP4jnPNet0UAeMaT8NNYv8A4qXPivWoI4rGKdntbbeCxAOFyBwABzWz8Ufhxf8Aj7VdIEFzFb2luGE8rcsAfQd69OooA8G+JnwouYPCmlw+HLWfUbm3l/0iVsNM424Bz1wP7o6V2HgfQPFN/oWnp4xmRILQRmCyjX53KcqZTznGBwPTmvSaKAPHPiX8NfEHi3x9pmqaZJDBbQxIrTu/zRsrk5A79eKr/Ev4ZX17pum6d4ctnnuLm5ebULmVwPMbAw7np3PQV7XRQBwvgbwEngrw5NAhjn1SSEq9wScMccLz0UGvJ9K8AXPguy1bxl4vSPbEGMNjGwYSyMflLdsZwRXrnxZ1G50v4b6tPavIkrIIw8Y5UMcE+31rzSxjvvi5oXhrSrZbi207TgP7TeUEJIVwAEP8Rxn6ZoA3vgh4WvINLm8U3sn+mapKW3t8zPFznPoS2D+Fex1BaWkFjZw2ltGscEKBI0UcKoGAKnoAKKKKAG7xvCZ+YjP4U6iigAooqC6vLeyjWS5mSJGcIpY4BY9BQBPRRRQAUUUUAFFFFADWYLjJAycDPrTqQgHqAaqWunQ2s0k6s7zSZy7sScZzj6UAXKKKKACiiigAooooAa+7admN3bPSnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU11DoVyRkYyDzQA6ikAwKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqeoanY6Vbme/u4baIEDfK4Uc0AXKoaxrFloOk3Gp38vl20CF3bvj2Hc1LJqNlFarcvdwLAy7lkaQBWHqDXi+uXt58SLfVtXsyZbHSQ8enWEWGe4lwFMjr3UE8fSgD2DQdcsvEejW+q6ezNazglC64PBx0/Cr000dvC8s0ixxoMszHAA9zXO+ANDuPDvgfS9Muj/pEUWZB6MxyR+GcVx2t6jcfEbxhP4PspFj0Oy2yajcIx3Tf7Cn69aAOk0D4hWniDxK2kw2M8cLxNLa3TkbbhVOGIHYZ70vijxq+napB4f0SBL3W5xuKM2Et0wfnc/h0rzaXxCU8cXWneGIIZdSs4RpWmRIPliXq8rH0HT61t63ZW3wp8A6jqLTfbfEOpYja5mOWkkbsPZeTj2oAl+FfijXNT1zxFDrOpi/t470QQSImF3/NnaOy4WvW68++E/hyPwt4Gt2uztuLzF3NJL8uGYfd59B/Wu6iu7edC8M8UiAZLI4Ix+FAE9FYNv4y0G81tNItL+O5vGUtth+YLjrkjgVck17SYtTTTZNRtlvXICwGQbyT04oA0qKo6lrGm6PEsupXsFqjHAaVwuTU1teW17brcW08c0LAMHRgQQRn+VAFiqWq6nbaNpdxqN4+y3t0LufYUyHW9LuL9rGG/tpLpV3GJJAWA9a8p8Za3a+M/GC+HZdTisvD+muHv5mlAW4ftGPX3oA9B8G+I7zxTocOrPZC1hmkfYrE7vLH3Tz3NdLWcNR0nTobO3F1bQxygJbIGA3jHAUd+KdHrOmS3FxBHfQNLblRMgcZjLdM+maAL9FZdh4i0fVbmS3sNStrmaIbnSKQMVHTJqpqPjXw1pLSpe6zaRPEcOm/LA+mBQBsXdnb39pLa3cCTwSrteOQZVh6EUWlnbWFrHbWkEcEEYwkcagAD6V5F48+Mek/ZYdM8P6iXe5bbc3cUZb7PF3IH96qun/FS11Dxdouj6ZqF0NFtUVZJzAzSXcgGAp9B3JoA9uormrjx74YtdY/smXVoBfbxGYhkkMeg47810tABRRRQAUUUUAFQSwR3UbR3MKPHuBCtyDjkGp6xtV1i403VtMt1spJ7a7ZkkljUsYmAGM+x9aANmiqaR3w1SWR54zZGMCOIJ8wfuSfT2q5QAUUUUAFFFFABRRTCgZlY5yvTmgB9FFFABRRRQAUUUUAFJuG7GRn0pabtXduAGTxnHNADqKKhe3SSaOVg2+PO3DkDn1A4P40ATUUUUAFFNTftG/BbvjpTqACiiigAooooAKKKKAIY5XeeRDEyxqBtkyMPnrj6VNVS1tEtQUilfZ5jPtJBxnnH0qw+7HyYzkdfSgB9FNTftG/BbvjpTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5z8Wata694l1y41VLqe6t2NjpmjqMksQf3pX0zzmvoysnULPTrF7jXBpsUt9DCxEkcQMrAD7oI5NAHhHiHw7Jf6f4Q8DFGm1uKENeSLKQtrEWyQwzjPPf0r2zw34M0LwrHnS9Oht5igjeVSSzgdMk/ma5H4Y6JcXsupeLNat511HVXZfJnUjyYlYYTB69BjjtXp9AHH/EnxWfCXhKe5hQy3tx+4to1PJcjqPp1rn9JRPh58IZtQdPtGoPE0srKvzvK/Y9+Cf0r0uSCKbb5sSPsO5dyg4PqKeyK6lWUMD1BGRQB5f8GvBJ0TRX17UogdW1ImUsw+aNDzj6nqa57WJpPiJ8W7exuElj8P6GTKzmIje4IznPXLYH0zXuQGOlGB6UAfN/ivxtqPiXVdWmMUxsdGlItrBI2CuQdu+Vh1H+z7jtW94cSx0z4EX91qdxdaVJqDt5k4T5txbgIvpgY/Ova1s7VS5FtEC53PhB8x9T60y+0yx1O2Ftf2cFzCCGEc0YZcjvg0AeN+C510TwtreoQXuzQoLQQ215NaCOQy4+ZuOWGTWZ8LdIm1DxBFPGqapY22bqXVJYmWQTlflVWPLY+le7Xel2F9Y/YruzgmteP3MiApx046VNbWtvZQLBawRwwoMLHGoVR+AoA+Z9f8Q6pqGtaz4g1HQrm9mtnaytIJIiYLUHI3kEcscZHFbvmX+hfBjTbe1hudPn1i5SC4uLh9pjRuTIMfdXsPavoDA9BTJYYp4zHNGkkZ6q6gj8qAPBLvTbLwroDa3otrfyziNtMsW8rHnu4+a4z1IPQVgR+AZNNaz8LeWbvxBrO2W8lI+Szhzk4PdiOpr6dwMAYGB0pvlR+b5uxfMxjfjnHpmgD5nmvdWHiPWNSttJnuZdBg+yWS7SI7dV4EuT1b2HWuhuoLPw38GYkvY9QttU12QfaLgRb52YncSfQYGAOvNe8BFUnCgbjk4HWkeKOTbvRW2nI3DOD60AfPVnHr/hr4ReYumw6dc386Wi3iQFZUtjnLy9+/UVNpPhOy0rQpPF2oT2+qWekoTbw20Tjzpg2Gdywy2Tj2r6AZVdSrAFTwQRwaR4keMxsishGCpGQfwoA+dRbS6P4Kk1AQpP4j8WyDyYDAMRIx7cdhXqFhpeifDP4cLJexxxG2gzPPGgMjSMMHB65ycV272tvI0TyQRs0JzGSoJQ+3pTL6wtNStWtb62iubd8bo5VDKcexoA+f8A4dQt/wAJhYjw5PdXtg/+kajLqFuuxdxHCt1Ljp1619E1DbWsFnbpb20McMKDakcahVUegAqagAooooAKKKKAGksHAC/KQcnPSnUUUAFFFFABRRRQAVDdXKWlrJcS7tkY3NgZOKmpCARgjIoAq/bM3MUSQSMsieYZMYVR2/H2qrJrWzUVtF0+9cMVAnWP93yfXPGO9WItOSLUZrzzXJkA+TgAY+nX8aR02Trugkmw+9X4wueDj6DmgC2d28Yxtwc+tPoooAKKKKACiiigAqKeUwQNIInlKjOyPG4/TJAqWkIz1oAjgl8+BJfLePcM7XxkfXBIqWoH2xtFiFm52jaPu57n2qegAooooAKKKKACmZbeMAbcHJz3p9FABRRRQBStDeG5u/tIUQiQeRgc7cd/xq7XzD8SPiT4k0f4j6rb6Rq1zb28JWLyicqCByQD0rmP+FxeO/8AoOy/98L/AIUAfYYUAkgAE8k+tOr46/4XF47/AOg7L/3wv+FH/C4vHf8A0HZf++F/woA+xaK+PF+MnjpWDf25Icdii4/lSf8AC4vHX/Qdl/74X/CgD7Eor46/4XF47/6Dsv8A3wv+FH/C4vHf/Qdl/wC+F/woA+xaK+Ov+FxeO/8AoOy/98L/AIUf8Li8d/8AQdl/74X/AAoA+xaK+Ov+FxeO/wDoOy/98L/hR/wuLx3/ANB2X/vhf8KAPsWivjr/AIXF47/6Dsv/AHwv+FH/AAuLx3/0HZf++F/woA+xaK+Ov+FxeO/+g7L/AN8L/hR/wuLx3/0HZf8Avhf8KAPsWivjr/hcXjv/AKDsv/fC/wCFH/C4vHf/AEHZf++F/wAKAPsWivjr/hcXjv8A6Dsv/fC/4Uf8Li8d/wDQdl/74X/CgD7For46/wCFxeO/+g7L/wB8L/hR/wALi8d/9B2X/vhf8KAPsWivjwfGTx0F2/22/XOfLXP8qvw/HfxzEm031u/u9upP8qAPrSivj2T4yeOnkZv7bdcnOFRQB+lM/wCFxeO/+g7L/wB8L/hQB9i0V8df8Li8d/8AQdl/74X/AAq1Z/G3xzaM5OqLNu7Swq2PpxQB9d0V8n/8L88cf8/Vr/4DJ/hVm0/aD8YQbvPSxuc9N8O3H/fOKAPqeivle7/aC8YzupgFjbADkJDuz/31mq//AAvzxx/z9Wv/AIDJ/hQB9YUV8on4+eN9gAuLQEHlvsy81La/tA+MoZS032K4XGNjQBR9flxQB9U0V8w/8NGeKP8AoH6b/wB8t/jR/wANGeKP+gfpv/fLf40AfT1FfL8v7RPip42VLPTo2I4YIxI/M0yf9oXxbKE8u3sIsHJIiJ3fmaAPqOivmL/hozxR/wBA/Tf++W/xpP8AhozxR/0D9N/75b/GgD6eor5h/wCGjPFH/QP03/vlv8aP+GjPFH/QP03/AL5b/GgD6eor5h/4aM8Uf9A/Tf8Avlv8aoTfH3xtJMzxzWcaE8ILdSF9snmgD6tor5P/AOF+eOP+fq1/8Bk/wo/4X544/wCfq1/8Bk/woA+sKK+WB+0F4x+X5bHhQD+56kHk/j0q1/w0Z4o/6B+m/wDfLf40AfTtFfMP/DRnij/oH6b/AN8t/jUF3+0J4vnRRBFYWzA8skW7Pt82aAPqWivk/wD4X544/wCfq1/8Bk/wo/4X544/5+rX/wABk/woA+sKK+T/APhfnjj/AJ+rX/wGT/Cj/hfnjj/n6tf/AAGT/CgD6wor5P8A+F+eOP8An6tf/AZP8KbJ8ePHDxsn2y2XIIytuoI+nFAH1lRXyJbfG7xzbSbzqiS/LtxJCpH16dat/wDC/PHH/P1a/wDgMn+FAH1hRXyf/wAL88cf8/Vr/wCAyf4U6P4++N1cM09o6j+E26jP5UAfV1FfLFt+0F4xhldplsZ0PRGh2hfxGDVn/hozxR/0D9N/75b/ABoA+nqK+Vbn9oDxnNNvhaygTH3FgDD8zk1D/wAL88cf8/Vr/wCAyf4UAfWFFfJ//C+/HH/P1af+Ayf4VoR/tEeK0XD2WnOfUow/kaAPqCivmH/hozxR/wBA/Tf++W/xo/4aM8Uf9A/Tf++W/wAaAPp6ivGfhb8Wda8b+KH0zULW0iiWBpAYQQcj6mvZqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKq22oWd5NNDb3MUssDbZVRslD6H0q1QAUUUUAFFFFABRRRQB8jfGuyMPxP1ExwECVElO0dcjk15zX2dAbK5+JWq2NxZJNJ9hhk8ySJWULkjbk81rf8If4b/wCgFp//AIDr/hQB8N0V9y/8If4b/wCgFp//AIDr/hR/wh/hv/oBaf8A+A6/4UAfDVFfcMngrwxKAH0HTzj/AKYKKf8A8If4bHH9haf/AOA6/wCFAHw3RX3L/wAIf4b/AOgFp/8A4Dr/AIUf8If4b/6AWn/+A6/4UAfDVFfcv/CH+G/+gFp//gOv+FH/AAh/hv8A6AWn/wDgOv8AhQB8NUV9y/8ACH+G/wDoBaf/AOA6/wCFH/CH+G/+gFp//gOv+FAHw1RX3L/wh/hv/oBaf/4Dr/hR/wAIf4b/AOgFp/8A4Dr/AIUAfDVFfcv/AAh/hv8A6AWn/wDgOv8AhR/wh/hv/oBaf/4Dr/hQB8NUV9y/8If4b/6AWn/+A6/4Uf8ACH+G/wDoBaf/AOA6/wCFAHw1RX3L/wAIf4b/AOgFp/8A4Dr/AIUf8If4b/6AWn/+A6/4UAfDVFfcv/CH+G/+gFp//gOv+FH/AAh/hv8A6AWn/wDgOv8AhQB8NUV9y/8ACH+G/wDoBaf/AOA6/wCFH/CH+G/+gFp//gOv+FAHw1RX3L/wh/hv/oBaf/4Dr/hR/wAIf4b/AOgFp/8A4Dr/AIUAfDVFfcT+DfDUkbI2haeVYYP7hRx+VZ3/AAq/wT/0Lln+Tf40AfF1FfaP/Cr/AAT/ANC5Z/k3+NH/AAq/wT/0Lln+Tf40AfF1Ffa8Pw58HwRSxR+HrEJKMOCmcj6np+FQ/wDCr/BP/QuWf5N/jQB8XUV9o/8ACr/BP/QuWf5N/jR/wq/wT/0Lln+Tf40AfF1FfaP/AAq/wT/0Lln+Tf40f8Kv8E/9C5Z/k3+NAHxdRX2OPhH4IF2LkaHEGDbtu47emMYz0q1/wq/wT/0Lln+Tf40AfF1FfaP/AAq/wT/0Lln+Tf41A3wm8DtvzoFuN7BuC3GPTmgD41or6+b4K+BWYt/ZJGTnAlbFJ/wpPwL/ANApv+/rUAfIVFfXv/Ck/Av/AECm/wC/rVft/hR4ItoFiHh+2cD+KQsSfxzQB8Z0V9o/8Kv8E/8AQuWf5N/jR/wq/wAE/wDQuWf5N/jQB8XUV9o/8Kv8E/8AQuWf5N/jR/wq/wAE/wDQuWf5N/jQB8XUV9lXXwl8D3cextBgj94yyn+dRWnwf8D2bs66JHLkYxK7MB+tAHx1RX2j/wAKv8E/9C5Z/k3+NH/Cr/BP/QuWf5N/jQB8XUV9o/8ACr/BP/QuWf5N/jR/wq/wT/0Lln+Tf40AfF1FfZ03wr8ETRNGfD1qoPddwI/Wm3Hwp8ETwmJvD9sgOOULA/nmgD4zor7R/wCFX+Cf+hcs/wAm/wAaP+FX+Cf+hcs/yb/GgD4uor7R/wCFX+Cf+hcs/wAm/wAaP+FX+Cf+hcs/yb/GgD4uor7R/wCFX+Cf+hcs/wAm/wAaP+FX+Cf+hcs/yb/GgD4uor7Pj+FvgqKNkHh60IZy/wAwJwT+PSnf8Kv8E/8AQuWf5N/jQB8XUV9kT/CTwPOJM6DAm8AfIzDGPTmqn/Ck/Av/AECm/wC/rUAfIVFfXv8AwpPwL/0Cm/7+tR/wpPwL/wBApv8Av61AHi3wBu44PiMsTg7p7Z1XHqBmvquuP0L4Y+FfDeqx6npmnmK6jBCuZCcAjBrsKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjjhihLmOJELnc21QNx9T6miISiP96VL5PKjAx2qSigAooooAKgX7T9sfcIvsuwbcE792TnPbGMfrU9FABRRRQB5vHcGL4+zxbXIl0hQSBwMMTzXpFclH4WuP+Fmz+J3mUW32FbaONW5LZ5JHpUuk+MbbUPFWs6HLshksHRUZjjzNwyRk9T04FAHUUVSspUE9zaK7u0LZYuwJ+bLY+gzgfSrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYni2bVLbwxezaLJFHfooMbSlQo+YZzu46Z60AbdFcCureI7fQfEV3e3sJnsWH2cxQAKQFBOc5znPOD+Va+oaxf2kGjSRyw/8TCaKIh4ydpYZOMEUAdPRXGNruuxau1jKtr5YuYYUnRCd5OPMG3PHByDnHBpFvtfW2upkuxI5huPKSURqiyLLtXng4x1zxQB2lFcZY6rqc9vf2n2uY6jbyRLIk0casm5Mny8cNnkjNdPplw11p0MzeZvZfm81Qrg98gcA0AXKKwYtTuF8W3tnPMq2aQxeUpXHzscde/0qWKTV212+iLxGyjhVoB5RBLtngtnnGB270AbNFcIdb8RCy1IyXEEN3p9t58sU1kQHwrE7CHIK5AGfY11Ggz3d1otrdXskck00ayZjTaACM4xk0AadFFFABRRRQAUUUUAFFFFADH38bCo55yO1Km7YNxBbHOOlOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApoZSSAQSOoz0p1RxwRRSO6IFZzliO5oAkooooAKKKKACiiigAooooAKKKKACvHPiV4U1a28bab4w0TTjdR2xWS+iR/mk2MCPl78Zr2OqFw96mWEltFGJlAaTPKcZH+9npQBUnuIo/J1mJJWMkKq0QGCysy4Jz025P5mtkHIzWD4b1J77+0LO5txFPZ3LRuAPlfPO4exyTit+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimjdvbONvGPWnUAFFFFABRRRQAUySNJY2jkRXRhgqRkGn0UAVL3TLLUbY215bRzQHrG65B/CmPpGnyRWsT2cLR2rBoFK8RkdCPSr1FAFaKxtoXmeOFQ0snmOfVsAZ/QVUHh7SAJgNPgxOrLINn3gxyQfqea1KZLLHDG0krqiKMszHAA+tAFQaRp625txZxCI4yu306VdACjAGAKqJqdhJC8yXtu0Uf33EqlV+pzxSnUrEPEv2y33SjMY8wZce3rQBQuvCuj3mtJq09ruvEIIfeQMjpxnFTWmg6fZXc91BEyzTgiRi5Oc9ep9q1KKAMaDwvpNvpVzpqW5NrcgiVWdmLAjBGSc4q/Y2Ftp1pDbWseyKKNY0Gc4UdBVqigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCcAkDNLRQA1SWUEgqSM4PanUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA0OpYqGG4dRnkVn63Zw32mNFPu2q6SLt/vKwZex4yBWTYJAfiLq8mJPtC2cC53HbtJPbPXPtXSuMrkuVAOSfagDlrOwv7LxnJeoZzp+oRK0sWcJFMFHPPPI+nIrrKzb65t45LW2uZXWSeQlPKJXIXnk+nTP1rSoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjllESg7XbLBfkXP8AkVJRQAUUUUAFFFFABRRRQAVkeKIhceFdVhMZl8y1kQIF3EkqQOB15rXooA8utvCd3pdhoitFaz2Mlyv9pJDaGPzI/L2pvXnOG6n3BqTxP4Z8i7g+xafHMtpZusZRSDDHvztTAJ3AdK9NooApaXKZtPifEqrgBfNUq+MDGQe9XaKKACiiigAooooAKKKKACiiigAprLuKkMRg54706igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDk4tF1JfiXcawG2ac9kkJCt/rHBJ5HtXTXKGS1mRURyyEBH+63HQ+1CwIty04+8yhTx6V5zoni+eD4uav4aurtbm3nIa3IY/6OyrkxkHuc5oA9AWGUmWQM6SFAqo+CiHHYDrzVsZ2jJye9MLSbjhARxg7vzqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCjfapbadNZQz7995MIYtoz82CefyrMh8Y6bcTQxQpcyPKZNoWPn92cMetWdZ0yW/vtKmREdbS585tz7SOCAR69TWFb+Fbyyuo5oobaTyUmRMyMu4yNkk49qAOhk12yj12PR2Z/tckBnAC/LtHqex9vY1m6B4xg165e3WxuLZ9jyQ+aVImRH2MRg8fNxz61K2k6jLfC8Z7ZJUuUIIU8whcFfr8zfpTdJ8PXGm3trOZ7ZhHFLHKFgCkhpC67T2AzyO/WgBmleM7LVbJbtbW7hia5NuN6AnIyCxAPC7gRn2q3L4lgRAI7W5lnLOBAoXeQhwzAZ6fzrL07wV9ms4La5uUmSN33oEwsiM7tg/wDff6VsvoNqb+K8UuJIoGgQbuiscnnrQBpxuJIlcAgMoOGGCM+tc2/jnSI7loWW7xmVUk8g7ZWjGWVT3OAfY4rpFT90Ebn5cGuUk8HubPT4fNjZbGeeVIwMB1kDgKSc9N559qANjTNftNWeIWsc2yW3W5SR1AUq3Qdcg+2K1qhgtooB+7QLU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1l3oVyRkYyOtKBgYoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjEKLM0oX52ABPqBXkPxe02bTNV0fxLapKLaC4Vr2O2TDOFO7cxHoAfzr1mG9hnu7i1Vh50GN69wD0Ncp8RrFb7Q47dpHQTyiMhWI8wkEBD2wc80AdbZ3SXtjBdRghJo1kUHrgjI/nU9cP8K76Of4f6cDeNOYl2M0mcqSeFyeuMgV3FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWDqeo3x1u30jT2jileB7l5ZULDarKNo9yWqCXVNXh1rQ7GUWifbIpGuACTtZApIU9wd36UAdLRXJ6drF/cXqT3V3HBbySzhLR4CHMaHAO714z+NZ2k+KtX1vTbloza29xFO27uUiP3CQTySKAO9orgj4t1COy02R2ZhcXM8XmR2jsZFUNtIQcjkc/SrcWua4up6VaOtq/2+3kkUlGQhkjU8g8jLHv0FAHZUVy9teeI1vJ4Lk2DeUolbYGGEYPge5BVf1qbwrrV3rFp5t2UDtGr7FhdNuc/3uvSgDoqK57xRq2o6SlnLZwb7dpCLqQRmRokA+8FHJGevpWW/iPXZLRpdMtrTUkexaaKeBm2eYCcKQRnBA/MGgDtaK4ay8YanPBaXs9rDFBNqA09oed6P0LZ6fezx6Ve0PWdX1IakJ2s1eyLwsEVv9aCcdeq7dv4k+lAHV0Vxdn4i1+48J6VrK2dvO1w264SM48uM5wRnqQcZqxa6p4gvrGGSL7BHJ5LySF92M5wo/wATQB1lFQ2zyPaxPKFEhQFwpyAcc4rn4dY1O5vtVs4hZCVV83TsSbhKg4bdjphuKAOmorhY/F+qahamW0tYoX+2xWvlyAswyPmOB6Hke1dVpFxeXNhu1CJIrlXZGCfdODgEex60AaFFcxq+ra1peoPMbaF9LEkKKV5dtxw30xTo9Z1IeI9W05o4pltbRLiEICGYsWwp/wC+f1oA6WiuG/4SfWT4ee+STTnmWWBWU7l8oO21w4PIIPT1xT/+Ep1WTwvFeW8NnJfvM+2NmKrJCjHc4B5zgZxQB21FclP4lvrXU7e2u4orWKeKNo5pMlHcn5l3DgHHTPWtGxvtRk1qa3uDF5CyMqBY2yQBkEnpQBuUVHNJ5MEkmM7FLY9cVxd54p1u28O6NqEtjFbveTf6QSrSLbxFWZWO3/gIPuaAO4oqlpU9xc6XbTXXlee8YL+Ucpn2PpVw52nGM9s0ALRXHjXNUtodZknubedLRlCyJCVWNj1X/awOc1JD4mnVDazrtuXvHtYJtmEkCx+Zv9hjI+tAHWUVykWqa9caFpmoQLaNNciPzIDnqxG4K3TAXcffFXf7Uu4PGSaTIyPb3FobhPlwYyrAEZ7g5oA3qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGh1LEBgSOoB6U6mLGiszKoBbliB1+tPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjVCruxwSx7DBx/WuE+LS3R8LQtC7rElyrTrHuDuvPCsoJXnvjpXf1WvbG31G1a3uYkljODh1BwR0PPcGgDkvhSbH/hXumLZTxTFEKzFF2kPk5Vh1yOnNdtXO+FfCVn4RspbTT5ZDDLL5zCTk7ioB59yM/jXRUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ2qaRDqgjLy3EEsROyWB9jDPUehHsaq33hq3vtZ07Uzd3cUtgCsUcTgIQcZBBHfArbooArX9jDqVhNZ3AfyZlKPscqcH3HIqnB4e062uEniidZEiSHO8/Mq/dz6/jWrRQBh3HhbTbnUhfsLhZgGChJmVV3DBIA6HFSr4c09brTbnExl05GS3YyscBhg7v72feteigDPXSLZdUuNQBl864iEUgMh2lR0wvQdT+dN0vR4tKUrFcXMqlQoWaTcFA9PStKigCnfabBqAj87eGjzteNypGeD09RUlnaQWFrHa2sSxQxjCovQd6sUUAZqaFYJdSXHk7i8on2McqsgGNwHQGobnQIrmaeYXl5FLNCYXaOQDjcWB6dRkgexrYooA57TPCdvpenWNhDqGoPb2jMVR5R86kY2tgDIHata00+Cz05LFFLwIpUCQ7sj0OetW6KAGCNFiESjagXaAvGB7VgQeDNJtZbaa3N1DJbo8cbJOwO123MD65bmuiooApQaXaW00s0MQWSWTzHYdWbGM1bVFQEKAATn8adTd6hwpYbiMgZ5oAovpME0sr3DyzLJKkojkbKoV6YHpVZPD0S6nf6gby6M95CIGO5RsUE424HBGTWzRQBlDRmEbY1C585ypaYqhZgM4B+XGBknpmmx6BAJ4557i5uZo94DSuOj9RgADHArXooAx4fDWnw27W5E00DbcxzSl1O3p1qe30lICWN3dynez5eX17YHGB2FaNFADJYxLE8bEgMpU496o6LY3Gm6Tb2Vzci5eBdgl27SVH3cj1xitGigDM/sWBdQtLuKa4iW1jaNLeOTETA92XuR2rSIyCKWigDGsPDVjpttcwW0l2EuH3uXuXYg5z8pJ4/CtH7HAYBC8SugyAH+br15P1NWKKAMK+8LWV4bHy57yzSyCiGO0nMaYBBAKjgjjHPYmrX9kq3iAatIwLxweREAOgJy2fXnFadFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUcodonETBXKkKxGQD2OO9SUUAV7NblbSIXjxvcBcSNGCFJ9QD0qxRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwWg6pfReIdYtd0ckU2qyRAEkvF+6VgfTbxWj4du/EF5qL/2pIIo7bMLxpCNs0mSdwbrgLt/Ekdq6YW0CvI6xIrycuyrgk4xkmorDT7fTbZbe2UhBn7zEk5JPU+5NAGH49utQsvCdxcabfLYziSNfPZchAzqCfbrXMeI7+703xPper2l1bTPDpTvcSuCUlQMOmDgE54NelTQRXELQzRrJGwwyuMgj6VGbO1aHyjbxGPbs2bBjb6fSgDj4vFmrXHi+OwSyiFgWjBOfnZWXO8Z7A8cCu4qEW0AmWUQx+aq7VfaMgegPpU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRyM6sgRAwLYY56D1qSmlsMq4Jz3A4FADWfZIikqA2RyeSfb9akrLjuLa91CPbu3I0g2vGwO5CBkE8AfMfrn2rUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArL1PxBpejyBL67SFiu4g87VzjJ9Bk9a1K43xDo+qXOsy3umwGO6MUcccokUxSjccrMjc4GSRt9TQB16SJIoZGDAgMCD1B70+vPbDw9q9p4h1a6uRqFwrpIY389QkoIGyNfmyuPUgc55qnZaJ4pttOubZE1AGWO2+aW7VjuH+sAO4ke5GM9qAPSJ7qC1QPcTRxKSFBdgAT6VJvXj5hz05615u/hvWr/wNDaajYm4vrXUPPWOWRXZ4w2cKxYgZHqa6O/0uS51HT5v7MnA8sR74rhR9kOQc7TwcYxkZoA6VnVULkgKBkn2rLtvEukXl5a2lvepJPdQfaYVH8cf94e1aE0X+iSRRqBlCqj8K88tvC+t2/hWKyiWZNSj0uOBZi6bUw+XjUjBBI4z06c0AekBlIyGBHrmqF5rWn6ff2dldXKR3F42y3Q/8tD6CuITwpq8fhEabbyXsTzXTSFJJgDCpB4+Vssue26tC+0jUJYfCbPYXNzLp04kmKzINmFxk5PzfQGgDs/Oi80xeYvmBdxTPIHrioLHUbTUofOtJlljyRuX2JB/UGuUXwwY/iZca69pdvHLbxpHMlxhVYE7gy7unTjBFWdG8Jjw/4ma8snla2uYXW4DPndIXLhiOgwCRwO9AHSX19badatc3cyxRLgbmPc9B9aZp+p2mqWa3dnMJIWzhunQ4PWs3xZpZ1fSYrUQTSg3EbFoJAkkWDnepPGQcfhmub1jw7roN5NbNcXby6Y1siiVUy+/ILcgbsHqKAO1t9VsrrUbmwhuEe6tgpljHVQelW9y7tu4ZHbNeeab4X1N/F0mpTQz2LeTbbJ0mUhyi4dWGTnPTpU1j4d1GLWtTvBb3cV9OkyJePch0OT8uE3cDGABjg5oA70MrfdYH6GlLKoySAPc157F4Gnntpre3n1DTbczwzhDeHc7BcScqSQDx36jNTp4Elu/D40rU77UJFindo5Uu23kMRgk55HUcngE0AdfLqllDqFvYSTqLm4Vmij7sB1NSsbeeXZ5itJCQxUPyp9wK4iPw7f6TrXhWO3s5ryHTYXhnvvNUEqwwAVLZOMZq/pHhw6f411vUJNPymo7StysvAULgqy5zyfagDrI5opQTFIjgHBKsDin7gRnIx615/wD8IfJpvh3VdN0Kzks7mZ97XAm4mUvkqvzZB28Z45q3eeF7s+GrKwiur7y45TI8aNiTaQcJneOAT/eoA7aioLSMw2cMZ3EqgGXOT079eanoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkJABJ6ClprqHRlbowwaAObstZjfWCg1CxnEj7EEblWOdzAbeQSAvJ+vTGK6asmDw/pdnNDcRWKNNFhUfbll4xnP0/ma1qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiis/WtQm0vSbi9gtGunhQv5YcLkAEk5P0oA0KK4nUvHclhF4eumsAtrqkoSQs2WRdu7Kgda3JfFWjwxmR7sCMWwu94U48okDdn6kUAbVFYK+MNFfxA+hrdMdQjxvj8psLldwycY6CprTxLpd7azXcM5+yxKHaZkIXB7g96ANiiuYj8baZDpdzqOoXEcNtHctAjJubeR6DGc+2Ktz+LNHtrdp5rorELcXW4oeYycZHryelAG5RTI5FliSRM7XUMMjHBqnq97cadpsl1bWjXbx4Pko2GYZ7e9AF+iuXXxnBDe6nDqFrJaRWAiyx+dnLruwFUZ4/pVyPxbo8sEU6XLGOW2N0jeW2GjBxnp19utAG5RUMFxHcwrLGTtYAjIIPNYcHiOeTxPNosmmtG627XCP5obIDBRkds54oA6Kiuf8Na/ea2+oR3mmGxks5RCw80SBmKhiM4HQEfnXQUAFFYd94g+w+KdM0ZoAwvkkZZBJypX/Zx0981VsPEt3datLbS6dtgZpVt3D/OSg5DKeme1AHTUVyg8XXFvBfzahpTwLarHgLKGLyOeI+n3un51u6XfHUbJbgqi7uMI2cHuD6H2oAvUUUUAFFFFABRRRQA359/UbMenOadRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUFvM8xlDxFNjlV5zuHrU9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU194U7AC3bPSgCsdRt/thtQxMqkBsKcKSMgE/QGrdQRiXzSXSMKQDlSck/l0xip6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACquo2pvtNurQPsM8TR7sZxuGM/rVqigDnx4Wt5NI02xuXWVrFNqSmMZzt25HocVF/wh9uNIXTvtLsi2i2uXUHKgggn8q6WigDCtPD7W3ia91hrkObm3jg8vywNuwnBz3+8aii8J21vFPHbzvEsvlt5aqPLDq24tt6ZJ610VFAHOx+FkjMhNyZA9613tdBgbhgr+pxVbUfCg1HUtIV1UWNgG8zJ/1wPRCPTPNdXRQBkZ1n/hKAqrEuirb8k43mXPAHfGK16KKAMfUvD9tqFzHOGaB/MDzmPgzAKVCt7DP6VTXwfZpp2j2KzSiLTGynPMi/3W9un5V0lFABWZY6bNb3tzdTTRyyTZG8RhWC5+Vc+g5/OtOigDJtdPudM0aaKGb7ReszyeaygF2YkjP0GB+FXbBbtLKIXsqSXO0eYUXC574qzRQBkXuhRXviDTdXZwJbJZEA2glgwHft0q0NOi/tBb1jukVWVeAAM9T9au0UAZtpotvb28sMpa5Elwbgmbk7s5H5YGPpVyCBLdXCKoLuXYgYyTU1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRyCU7fLZR8w3bhnI7496kooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOW8ZT6vbQ2culy3Ucau/2j7NCsrbdjEcH/aC/nSXPia9tJRbrYrcvai3F8wcoVMnGUGPmx9a6gorMrEAsvQ+lRS2dtO4eWCN3BBBZQTkHI/KgDiU8dahJdyOtjb/Y5I7n7P8AvD5itD18wY4B7Yq/4S8S6trxLXtjFaxuoeLbuOVB55IH4YrpTY2jSySm2iMkilXYoMsD1BqZI0iRURQqqMAAYAFAGH4vl1CDw7PPpl2ba6iKsrbAwbn7pB7Gk8QNLapFqEmuyafa2+0zxpCriTLAc5BI9OPWt2SKOZCkiK6nqGGRUU9la3QP2i3ilzjO9QehyPyIzQBzdrdaq3xDvLJ78yWCWCXEcPlqoVmZgMnqeFqzoEuqxaje2Wq3YuHjRJAwjCqC3ULjqo6c81ui2gW6a5EKCdkCGTb8xUEkDPpyfzpXt4nMhaNSZF2McckelAD0dZFDowZT0IOQa4nxbf8AiC01eWTTboQ2Npp0ly6sgKySBhtUnGemeldXpWmwaPpkFhbbhBCCqbuuM5/rU0tpbzvulgjdsbcsoPGc4/OgDndM1u9uvElpa3ChEudLF2EV8hTuUHIK5z83r2qCz8Ral4gi162trX7C+nSSW63AkDFpV5GFI+6QRyfU10h0yxOoLfm0hN2q7RPsG8D0z1psGkafbreLFaRKt5IZbgbeJGIAJI98CgDnrjxfd2+ix6imlyzxuQMDdvjHRmkTbkAEds1Jc+MGiNr9ns1uhPEsoMLswIzg4+Xk/XH4V0UtjaTptlt43AIOGUHkDH8qhk0bTpTEWs4sxjC4GMD047e1AGRdeKZrXWI7V9OP2Z7yO0E3mjO9xkHb6DvW/ePIllO8TxpIsbFWkOFBxwT7VXfR7CWQO9srMJxcgsScSDo36Vc8qPy2j2LsbOVxwc9aAPOLfxnqWh3EdhrEN9c6jOyRhHiUojFSdwaMHKtg4GCRjmtm98cNaQ2sn9nNiWye8dXYqyhTgrgjr9cV1M9ja3Vv9nnt4pYRj5HUEcdOKgOjaaQoNhbELF5I/djhP7v09qAM6TxPHHf2dubc7boxhW3jOXHoOmPfHtTE169ivNea5s0FlpygxNGxLy/LuIxitKXQtJmkEsmnWrOGVtxiGcgYB/AU86Rp7XzXptITcsu1pCvJHSgDN8MeJj4jW6J066s/IKgGeNk37hngMAeOnSn+IDqBCrZ3U1rGsMjtJEisxYY2j5uPU1rQ2lvbPI8MEcbSY3lVwWwMDNOmgiuI2jmjWRGGCrDIIoA4+xuNb8Q6VoTNcT2aXFu0l1PBtDFhjAwwOPwrQEWr3nimZTfTQafaJHtjRV/esQSSxIJ7dBit4WluLhJxBGJUTYr7RkL6A+lTYBoA5dPEUmn6PqF7eZnaG+8hVR1IG4qFGcDABbnNO1XxLeaPBbLcacJbm5uDBGlu7SKBtLbjhcjpjp+la0ehaTFFPFHp1qkdwd0yrEAJD6n1oGh6WIRCbGFkDlwHXdyRtzk+3H04oAs2Vx9rsobjy2j81A2xuq57GsTUU1XTb1r9NWElo7EG1mhGE4J+VlGeo71vxRRwRJFEipGg2qijAA9AKkoA5ez8SXd3PHZG0hS6fTvtmfOJTO4LjOPfOcVNNqM6eDP7QLyiZYg7GJlLZB5ALcfnWrJpdhNJvls4HcoY9xQZ2k5K/T2py6bZLZvZraQi2cYaLYNpGMcigChrUtz/AGPJFYXrxXo8sh1jEjhSwBO33GeaibVbiPxlBpTYMMlk0ykN1YMAcjHv61txRRwRLFEioiAKqqMAD0qsdJ09r/7ebKA3YGPO8sb8fXrQBR0fVr+9jl+22UNtOFLRwLPudlyQCQQMZq7ps+ozJKdQtIrZg+IxHLv3LjqeBj6VKbK384TpEiThNglVRuC+mfSrNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVT1OW9h0+V9OgjnugPkjkfarfjQBZdmUjam7Oe+MUkbO0SmRQjkAsoOcH0zSW4mFuguGVpsfMUGBn2qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCG5u7ezhM11PFDGOryOFA/E09JEkUMjKwIBBBzwawvFWnW1/a2j3IZxbTiVYthdZDgjawHbmq+kWs2naXY2U32pNkigPEv3gcna3oo6UAdG08KSCJpYxIeilhk/hTI7y2lleKO4ieSNtrorglT6Edq5vxBb+Z4g0qe3s1nuFuljcvGfkXBJcN7DNUPDnhq507xBbtcx7/ALPbS+bOpIDSPMWX/eIUnntQB3dFcz45vr2x8PF7Bp452kUCWIcJ/vY5wen4im6HrVza+FtGfWo7lr+4CxSbYiSJO5bHQe9AHUUV5ZqL+MJfGDtpmo3RsE1CNGhKDZ5JXJx68ivQbTWre91W70+OG5WW1xvd4iqHP91uhoA0qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqtdxLKqbkZ8MBhWI4PBJx7GrNFAFW1GxpIhcCQR4XYBynHf8ADFWqiEMaymVUAdupHGenX16CpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACormcW8DSsjuB2QZP5VLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTI2LICwAbuAc0k00cEZkldUQdSxwKSBY1jzEuFYl/xPJoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiooZvNaQbcbHK/WpaACiio3fYy5HDHGc9PSgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbi3huovKnjWSPIbawyMg5H6ipqKKACiiigBoZSxUMCR1GelOrj/AAxFHbeLvE6xQzRxSyRSKWRwrEKdxBIweT2rprC8XULRblIpolZmGyZNrDDEdPw49qALVJkZxS1wGsG6/wCE5h1u2s72WGxK2coVmVSrcswTHzYz1oA77IzjPNNkkSKNnkdURRksxwBXnGtz6xB4pt9QHyTf2fdeWscBwhHCFm5B/GqXhfX9d1az17T/ABO/mxRQK0ckdurFxkhhsCkHnHGD1HrQB6qjpIoZGDKehByKRpEV1RnUM33QTya8/wBWutcTTtIOh3M1nF9gmnuI47IHMiqCq4K8EsSMCrct9eSeKfDdzKjgS2zC5iNpkQsVBB37crkkjGe1AHcUVwFnqfiG68a6zpst4RaCN/s3kRgiHj5d2U+9+JFTaTqF3p/w/uZ31hri6tFbdPcQEbWDHgg/e/CgDuaK4fV9b1vTPD7XAuoJ7iONpfMitSVkUKD03ccntk/rVubVJB4n0+RtWaCzuYMRW7QECV93I5GQePyNAHW5orhNI1G+TxP4isRdtdXHlpLaNNb+XnjBGQo3BTxTm1DV7a1a2k1vEyXcafa5bZcOG+8gUAdDxn9aAO5ormvBOs3GtaE0t5KJbmG4khZwmwsFYgEr2yK6WgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGNywCuAQckdeKGcLjOeTgcVFaNO8O+5gSKYkgqj7hjPHOBUqsWJypGDjnvQA+q9xbLcNCXdsROH2jGGI6ZyOx5+oFWKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa+7admN2OM9M06igA7c0UUUAFFFFABiiiigArPmsbqR3ZNTniDNkBUQ7R6citCsmTxJpMP2nzrxI/s0ywSb+MSN0UepNAAdKvT11m5P/bKP/4moLzQLq7hSMa7fQMrEl4AiM3scDpW4CCMiloA56y8O3tmXP8AwkepTbu0xR8fTIq5/Zd9/wBBq5/79x//ABNSajrVjpksUNzKfOmBKRopZmA6nA7CrFrewXgJhfdgAnjHUAj9DQBSGlXgJI1m5BPU+VHz/wCO0h0i7ZSp1e4KnqDFHg/+O1rbgTjIz6UtAGbBp1zFKrSanNMgyPLaNAD+QpWsLlktQb5i8Mhd3MSZdefl6cdRyPSpLvVLCxMgurqKIxxGZwx6RggFvpyKsW9xFdW8c8EiyRSKGRl6MD0NAGf/AGXeb9/9sXGf+uUfT0+7VmOzlW4aWS7kkQ8iJkXA/HGafDeRz3VxbqsgeAgMWUgHIzwe9OuruCyt2nuJRHEv3mPQUAPSMRlsdGOcYAxUlU5tTtILWK5eXMMxURsoJ3bulXKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgtrc24kBmkk3yM+XOcZPQewqR034+Zhj0OKfRQA1V2qBknAxk06ms6qVBOCxwKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVhL4btp7m8lvI1fzpxKuOxXofr71u1wWrJfJ4nvLyPUbtI45raK3hiYsrM3LKVxjB9e1AGpomhPbeINV1Sa2uY5ZZD5HmXRdCuOy5IXJre0+W8mtFa/t44LjJBjjfeMZ4OfpXLaN4l1rUr6+R7W1WCPzkjZXG4OrYUFd2Tn6CorbxF4mWRI761sE2/Z5JpAHCKkjFWUE/wAS4BP40Abd/otxP4mttVgkVQtpLav/AHk3EEOvqQR0rBuvCmtSeNoNTi1CcWiCPcFlADbVwdy+/PSpbnXNWudOsbtby0sgNSkhkkCmWOSNS4BJyNoOO/fFX73V9cTXbfTrK3tJYrmNZUuTu2oo++SPyxg96AMa+8Hay26TS7oWVxJZTRvIJmb94xyuASeg71qeBtC1PRbW4bVLm5lnn2ZE0wk2lRg4xwK6W7uo7KxkuJ5VjSNCWc9BXn1p4h1zStO1e2M6aheQvHcW1xdssUckcrfdBJA+XpyaAOo1rw3HqupLecBhaSW7c/eDMpwR0I4NUtU8N30/ibTr7T5Rb20H+vQOwDjy2UADOAASvGKoXPjHVY/CdpqcENq907yebG/yABAc7QzDdyAMgn2zW2940+v6Y5vIY7We2LpCZtkjNlSPl/i4/rQA2w03Urf+01uVMgkt0SJhOcswTBH+zz396raPaa5baHfR3tu0sjgpDEXUyYxgbmztOPWnw61qx8Qy6fOlokUjSi2ePL7tvTcQflIzzkfSqGk6xr8HhS6utRv9Nub8SbYdisApLYAcDn8qAJdf07Vb7w5plvaadMLyJ4d+24VNiqV3chsHIBFOv/C13d67PqUVzcxzSSWzwnzTthCtl125wcgenesuHxf4ku7KCS3/ALGE4kuI5kkZwCYsnK+gIHeria7r+p6hoN7Z3OnWmnXtr57wXGd7E7cqD6jdxQB20RkKHzVUNk/dOeM8fpUlNfJjbaQGwcH0NcFYX+saBpNwbzz729Z40Fw86yQktn5wF5RR3BoA7+iuRuvEmp21tZRzRWUM9xcNC1z5u+BQoyG45GegBxTdR1bxGP7KGlto1x9pBE7GRsZGeU7kHGPqaAOworh9N8Yare+KYNPmsba3gkLpJG8yiaNlUHOM8g5HQdDTbTxBq+l6Tr2p6vd2N3FbSym3hg+WRMOVVG/IY70Ad1RXFWPivV/+Eemv760shcLdCFI1mKB1JADAkdTnOPSotb8ReLNPu7K1ttKsZpr5vKh2ysyxsOWLnA42+goA7qioofN8hPP2edtG/YTtz3xntXH2I1iHUde1q7vXuIod32OzR9sYVU5zkDIz/FnrmgDtaK4jU/Euvab4Zub37NZXN9a3ESMkRbZIrlcBO+75h7cGup0qS/l06F9TihiuyMusLEqPpmgC9RXBjVbux8e6us+o5tVNqkcDsNiBz82B/eresdV1K5uZpntrcWCs6AJITKhXPLDGMHHQc0Ab1FcjeazqN74S1i7W3W3MdqZreaOVgHUpu6lchhjpj0qG917VNN8J6Vd2q20kr2vmzG4mBOAgPGSN3v39qAO0orkmnubnxLo94uoPFbyxPvtw2EcFQVODznJPNTwa/qdx4ol09NPAsNrql0wYBZFHQ5HIOe1AHTUVyej6pqp0G/m1K802a4iaTY0LFAuCQFYEcdODVfTfEdx/wimiTWoikmu7YyvJdz/KpCgkFgOWOeBjsfSgDtKK4ibxtqEVml//AGXF9jMdvI4aYrIolbbjbtxkH3rtgcgH1oAWiuAiN1qK+I7mXUrqKRNQFrCYWx5aLtOFHTnPJqbUNS1Hw9dy29nIbua9u9kJupsxQKse4gkfdyQQAe5FAHc0VwHiDx5eaPc6ZCtpbrJKkUl1HI5YoHdUwrKNvBJ5z2retpFi8Y3US6jJL51ssn2Z5QVjbJHyjGRxigDoaK4XSNW1rxP4e1N5JbW3uo7po4FtpSrIFbGHyOM0anql5eeDtZ8q6NhqGmTMolM3DMuGGSR0IOMYoA7qiqumztc6XaTv96WFHPPcqDVqgAooooAKKKKACiiigAooqB5Zlu44lty0LKS0oYYQjoMdTmgBl9f22nWklzdShIoxlj1/SiG8E4iKo2JBuBIIwO1ILCCNZNiKWkk8xjJl/m455+lPTmdREwESJ91cYOen5YP50AWKYkgcErnAOOlM87/SvI8t/ub9+Pl64xn1p0USQxiONdqjoKAMbxbqh0Xw7c6kJvLFqVlbC7iygglQPUjirlnq9tfaLa6rAsjW9zGkkYCEthsY4H1rN8RW73Zjtx9l+wS+Yl5u3eZgrgBQOuehrU0ayh03RrOyt1dYYIVjjDjDBQOAaAFt0vpPKluXSJgzF4o/mBHQDJ/OrgdWZlBBK9R6VX+2R/aJICG8xF3YxnI9vf2qKHDatNILiXiNVMDDCryfmH1oAv0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSYFLVZ761S+jsmnQXUiF0iz8xUdTQBItvCrs6xIGY5YhRkn3pzRI0ZRkUo3VSODT6KAI44YoU2RxoiDnaq4FVY9Mjj1SfUBLKZZlVSpbKqFHRR2z1NXqKAGsoZSGAIPY0ySCGZdssSOvoyg1LUc0yW8LzSttjQFmPoKAGva28kaxvBGyJ91WUED6UNbQPKsjwxtIv3WKgkfQ0+ORZYkkQ5RwGU+oPSq95qNpp5gF1OsRuJBFFu/ic9FHvQBZ2ru3bRn1xUa20CbtkMa7jlsKBn60XVzDZ2stzcSCOGJSzueigdTS29xFdW8c8DiSKRQyMvQg9DQBE2n2TqytaQEMCCDGOQev50psbQpChtoSsGPKBQYTHTb6VZooAO1VjY2hgkgNrCYpBh02DDD3HerNFAFI6Tpx082Bsbc2Z4MHljZ+XSlOlaebmC4Nlbma3XbDJ5Y3Rj0U9vwq5RQBXFnareNdi3iFyyhTNsG8gds9ahbR9Nf7TusLY/av+PjMS/vf97jn8avUUAZh8P6M1qLY6VZmAMHEfkrtDAYBxjqKlk0uCTUba8LOGt1ZUjBwnPcj196vUUAFRiGMIVEahSMEY4xUlFAFYWFmIFgFrCIlbeE2DAb1x61OqhFCqAAOgFOooAqf2ZYm5e4NnB50hDPJ5Y3MR0JPtSpYWcd492lrCtw/wB6VUAY/U1aooAhuLWC8t3t7mFJoXGGR1BBHuKjTTrKO3jt0tIRDF9yMIML9B2q1RQBC1tBJIrvDGzr91ioJH0qQqCQSBxyKdRQBVTTrKPztlpCvnNvlxGPnPqfU0SafZSwLBJaQNCrBghjBAPrirVFAFSXTbGcMJbOBwxUndGDkr938u1W6KKAKFvpVra31xdwqVe4wZEB+UsP4sf3vepZNPs5lkWS1hcSMHcMgO5h0J9SMCrVFAFO70uwv3ja7sredo/uGWMMV5B4z06D8qamj6amotqKWFst6wwbgRDeR/vdavUUAU4tLsIZLiSKyt0e4bdMyxgGQ+reprP1jwtpms6dc2UsIgS6cPM0KKGc+pJB/OtyigCOGJYYY4k+6ihRxjgCpKKKACiiigAooooAKKKKACiiigApqoq/dUDtwKdRQAUUUUAMKkuG3HGPu9vrTIYjBGyhmf5iw3H1OcZqaigCjaxySTvPPBECQDG+3DgHqp+mBzVwIqszBQC3U+tOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimPux8uM55z6d6AEWaN32q4LEbsD09akqtbRKESUsskm3b5ijGRn0qzQAUUUUAFFFFABXC3Wl67N4un1sQ4FpNHDbRrtDSwY+f5j0GT09q7qigDhdHt9XivtRSTS7qK6eOUG+e43Ryc5Tav6e1R/2Tet4eK2Wn3tvI88U91bzTktPjl0B7Zx17k131FAHmN74L1nWbnSQ11c2EUEUrsI5T8gaQFYyR1O0kZ9qbcabfy+JlEM88l3BJZsyhzmJFQ7yw6HdivUKjEMYlMojXzCMF8ckemaAPNLmLxemvX8ps76a0cTiNI5QAMn5MVKlr4mh07xDCbO9kjkgi+xL5uZPMxhsH0zzXpVFAHn9++vXOiaQ50zUg6wPFPDDMqOJdoCufUZ3GpfEmh6ncSaRdMLm+kt7q2IijcBUC/fdgeCc9xXd0UAU9UgN1o97AE3GWB0C+pKkYrirjT7zw94VvZLW7lt0aKEWVu+WdJgMbfox7V6DTHjSQAOisAQw3DOCO9AHLxaPcWvheGOdLm7vJp0nuBFMUIdmBbB7Kvp7V1KqFUKOgGKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUwlt4G35cHJz3p9RyxiVNu5l5BBHtQARIY4whYtgnk9cZqSiigAooooAKKKKACuQuvHUNjq8lndWUiQJepZeeHBy7rlTt64rr65e40zwyurSveXMJunvI7jy5ZgNsoXC4H07UAWrHxjoOpas+mWl+JbxGKPEEYFSOoORgVvVgaNpMNjdaz5F+ZZLm4Mso2ANE7KB1+gFaWlWcun6bDaT3k15LGCGnmxvfknnHFAGP4h8Q6hpGoRw2umx3MC2st1PI8+wqqYyFGDk4PtVmHxXpMklrE1w0c9yitHGyNk7l3AZAxnHarmpaWupIY3uJY43Ro5EjC/OrdQSQT+RFZEvgbR31mz1VBNHdWjq0RV+AFXaFwe2KALUfi7RZ3EcF55kpVyEWNi3yfeyMZGKTTvE1peeH/AO1nntlTeyArL8hYHAGSBz+FJb+EtMtdXuNUhRlu5jId+c43/e/DPNQ+H/CEGg6Sth9pe5WOd7iJ5FAKMxJPTr1oAveG9bPiHRo9R+ySWqyOyqkhBJCsRuGOxxxVa98TfZtcTS4LJ53EkaSvvVNgcZBAb7wHfFbcEXkwrHu3YzzWXPoKXN79ouJROFuFniWaNX8nAAwh6jkZ/OgCKPxjoEz3iRalFI1kpacICdoBwTwOcEHpU0HifR7nR5NWivFayiJV5NrcH0xjNM03wrpOkiQ21sgkkDq8uxRIwYknLAZ71NdaKs1q0UNxLC/mrMj8NtZenB7UAVZ/Gfh+30+G+m1FEt5mKoxRsnHXjGQPerVx4j0e1Efn6jboZNpRS/LbiAuB15JH51TvPCtvqE9tc3jRXFzFGYnklgRg6E5I2kYHQU1/Dc3/AAken30Nzbrp9nbGBbM2wPXHzK2flPyr29aAOhV1cZUgjJHHqKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTGXcVOWGDng9afRQAUU1d3O7HXjHpTqACiiigAooooAK4rxBoWpavNcrb2yJm/tpVldgPkQfMw4/DFdrXDS6Ze6x4r1C5udVvrGKxnhS2jjfbHIuMnI75PFABo+lalF4s8SPcRX62F4gFsxn4Bwd23nKknGKoS+Gdcfwd9ls9Q1e3vpZ1F1LJcbpBECc+XkkA7SB2zitQeKNfa4vwukweQkMj2rmQ5YqcYYe+D0qC98VeILbwXqWpmzsI9Rs8OYvMJQIVB+uRnH4UAMXRdags9Jjlk1HULSGF4Zo3uPLnLlvlkYjg4Xj8a2JNNntvEljepa3M0ZthCx+0EiIr3YHrkHrVC+8WavaPYWcenW1zez27zy+TKTGArAbVPryK07jU9aOrrZ2ltYFTEkpEsx3qCfmyB+lAGXbaXrZ1hLlluYwrTfaibk7ZlYfJsH8JH6Ve8FadfWuny3Gpvem8mkbKXMxfYgJ2gc46d66SRnWFmQAuBkAnAzXCaBe6jbafqOsXkyzXNzdGKJGut0KZfauR/CB3oA7+iuLh8Y6jPpsM8elI87XpsmQy7FLgnLKx6rx+ldbavNLaxPcxCGZlBeMNuCnuM96AJ6K4LSLDU9H8Qox1yS9jvJ7j9xI5dVQHKH229DT/DeoPZ+HtcltUWea2v5hgzF1dsjoT0HtQB3VFcBH49vJ3sba3t7SW5uVlYsGYRqY/4cnuelaFz4vurfV9NtHs4YkuEiacSS/PGXbaBgccHvQB19FclP4uubTXL22urJEtYIZJItr75JtgySAOAO2DzVrwz4kuNekuVmsfs4iCsrhwwYMM4+o70AdHRXK+L5riS70jS47ySztr6V1uJojtcKq5ADdsmsi78U3fhZILBJI9Tt7OKI3FzNJ++lEjlV2AcMRQB6DRXL22ua2NcjtL7T7W3tZpJY4pfO+ZyqhlIHoRkH3FQ6Xrmu/2Zql7qkOnEWpkKJbynOEZgQ2enC8UAddRXHHxhfrp6XMmkiM3KvLa/vgyvGq7iWI+6cdqkh1u81hNC1GyuTaWd8Pmt5IwWbjOcnkUAdbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFHSimSFghKqGPoTigBIpo7iMSROroejKcg1JVezjhjgxBbiBCxOzZt5zyce9WKACiiigAooooAKYyK33lU855FPrPfW9LiSZ5NQtlWCUQylpQAjnop9D7UAWXs7aQsXgiYsNpJUcj0qP+zbHy5Y/skOyYbZF2DDj0PrVoHIyKWgCnBpdhbW8UENpCsUX3F2D5fpUwtoBcG4EKCYrtMm0bsemaz9T8SaTo91FbX94sE0qGRFKk/KDgtwOAM9TWorK6hlIIIyCO4oAUqGBBGQeoqqmmWEUDwJZW6wyHLxiMBWPuKt1Wvb61061a5vbiK3gXG6SVgqjPTk0AMm0uxnt47eS0iaGJg8abcBWByCPTmrlVbi/s7Wy+23FzFFbYB853AXB6c++RU0cscu7y3V9p2ttOcH0oAFhiQ5WNFPPQAdagTTLGKCSCOzt1hlOZEEYAY+pHem2OradqTzJY3sFw8DbZRFIGKN6HHSrtAFGbR9OuLZbeSxt2hRg6psAAI7jFE2kadc3S3M9lBJMqbA7ICQucgVcRAi7RwPrmnUAZ0Wh6ZBqE19HZRLdTgrJJjlgetGmaHpmjeb/AGdZx23mnL7M81o1HLLHCm+V1RcgZY4GTQA2e2guo9lxDHKv911BFQ/2ZYBomFnb7ohiM+WPl78elWwQelLQBSuNJsbu5t7i4tkkmt3MkTtnKMe4/Km/2Pp4F2BaRAXmftGBjzM8HNX6KAKSaXYx2C2K2yfZlUqsfUAHtUc+h6bcvbvLaKWthiHBI2D2wa0aKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjliSeMxyKGU9RUlIRkYPegCIFzMVDpgclccgY+vrU1VYoJorx2Ei/ZyihUx8wYdTn0xjirVABRRRQAUUUUAFctc+ELa/N40i+W81+l3uKhslOBx9K6mvM79r/SPEU+qWV1dXcsupCH7GZWZBFt+fC5wPXPagDU8NW+ojxHrd7eprCiOaT7NHPKDC8RAwFXJ5yDXYWU8l1Ywzy2728kiBmicjchPY4rjLfx9d3enXl3Dokn7mAzIjSAE4fbtI7NjmtK48UXloLfzbCJt96trI8cwKxhlzuP48YoAu6/4dh1uLKyeRc7fLMyqCzREgtHz2bGDWc+n6tZ6gk0cJeBJB5SxSkCKFY/uFTwxLVTtPFl/e2uh3sk1nZRXUk63CyoduEYj72eOn61duPEGq/8JdHodrBbOSBO0jK2Ftz/ABZB+9uyMUAZFovi2QRPJDfALYTGYPMq7pmOUCgE4wO9OtE1tfCmsNqltf3s06qYbYqpKAjGBluuck5NdP4saZfCuotBctbTCElJlbaVPrntXG6LrGoGw8R6fLe3N1HZLG4vHfYwZlBdQ/fHUH3oA1PEVrqWt6XCkUd/bWZtGJgi2rI03AVHHI24zn8K6TRreW3W882MpvuCy57jA5rI8Q+JtQ0q70m30zTIdQ/tF/LRjchNrbS3PB4wp5qgnxCk/wCEq/sSTSXUxzRwTyeYMIzpu4zjcAcCgBugPf2MWtwR6Ldxz3F1dXEchCouCSU5z1PameH9H1640uc311e2ZmuleFDK29E24YH5j1PPWtXSfEmpa6l5NbadHBZIkiw3LzBmMikjDJjjketUtF8XXp8H6TeXyw3F/dy+QWjYBFYk4Lf3RxQBUutM8TpcCKa8vpdOjLxBbd8TSMVGxy2egOcjNWZU1mDUUeU6q7QC0DGFh5MhyfNO3PPGM0ybx7qI0SyvrbQvMlubo2gia4Cgvu2jDY5HGc12Gl3bX+l2128YjeWMMyBs7T3Ge9AGPp9qbPxRqLmO/Y3Dh43d2aEAoueCcDkY6VD4k07Ur7TYIpmSXbexSf6NCQQoznIZjntXVUUAeW3mneI7K0uFsor0btUnmCwYXfHgFeARgE+/4Vv6hb+IbvXLEWslxBYXsKNdgyYa2ZSCQpHQsMjiuzooA4HSbfxHL4hZNSub6OIm4RhED5YTAEbBix5xyMDqTmkh0XWrfw3qznXNbe5lkZINwV3iUSfKyjjOVxnnpXf0UAc74OXVU0UJqwkM6uwEkrks4zwcHoPauioooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOWQxqCEZ8kDCjnmpKKACiiigAooooAKKKKACiiigAooooAKKKKACigkDrRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFU0e/FxKHhg8neoiZXO4r/ESMdRQBcooooAKKKKACiiigArkl8S7taubC10jzLyC8EMm1gCI2GfNz6dj711tZK6FAlzNdJK6XEsvmGVQA23Odmf7tAEB1PRdt4ba5gSSAGS48tMttU85GOapt4l0i68I3OtaabWSDG8/aBsXeccPxweRUWm+C5rHV5tSl1ia4mlhkgIeMAbWbI79jV5fD9w/hKXRZ7qEySQ+SZVgAUDGM7c8nFAEt7qOgWtlbfbpLNIJVMsSuoKkdSwGOnPX3qvBqfhuHxPLEl/AdXuFSPyy+W2gZVVHYdTUreHRJoEemvLG0y2v2Rrkxc+WRggDPBxVEeB7UXUE4kTfDLC6uY/nIjXaAWzQBqPrmk3lxeabFcQXV5AhMtpuG7jsQaZ4evLfX/Dsd41glvFdbg8BwQcErzjr0rIsPAxsPEUusLfBpmgkhAMPPzHOSc84rc8OaQ+haLFpz3AuBEWKuE28Ek9M+pNAGb4iax0htGB0ZLpDcpbwkMF8hiMKRn8qsS6l4cHiBbW5ks01bcAqPjeTjI/GrGu6NLrBsdlwsItblbkZTduZenes3XPC8+qXwuopLaORLm3mR2TkiMkkH67jQBdi1Tw/ZTamttNbia2VpbyOEcjA5yB3qraa7pN/wCEH1rSLaGW1KmQRuojGR1zkcVXs/Brxa3qt9LcxxxX8bpJFbqRvLZBZs5557Va0vwzcaV4PHh+C+QKkbQxzmLJCHOMjPJ5oAbfav4cis9KfU/s0cc7h7TjcobGdy4+vWtkapp0cstsLqBHgKq6bgNhb7oP17ViHwzewaDpdjbXds8+n7Qkk8GVYAY5HbjNUtZ8E3moandXFtqMUcN6YHuFki3HfCwKlfQHHNAHRWXiDS9Qu7q1tbyOSW1YpKoP3SACfyyKm/tjTfIln+3QeXEMyN5gwv1rItvDUlvqOskNb/YdTVi4CkShygQ8/wB3Arn7b4czQaPfQFdNa7uWjUsVk2Mi9Nwz19xQB3tneW2oWqXVpMssMgyrr0NQXWsadY3kFpdXkUVxOf3cbNy1VvDWl3Oi6Db2F3crcTR5y6rgYzwB9PeszXPB7avqlxcLdLHDeQLBcKUy6qpJBRuxyaANG3143viCfTbS0aSO2Cm4uC4UIWBKgDqelTa3rUOh20E86MwmuEtxggYLHgkntUdho7WGvajqCyho75Y9yEcoUGBj1BBqHxVok3iDTIbKN4FQXMckyzKSHRTkrx3NAF221eCdbl3xDFDKYxIzgh8dxVmW+tYdnm3ESeZ9zcwG76VzepeGLq4tHtbRLGOFZg8CPvAVduCOO9WLnwwbuGBJXhHkwIigJna6sDkE84oAsWviizuvE15oIiuI7q1hE7vJHhGUnGQe/wD9amv4otJtHl1HTSt5FDKI5NrY2jdtZvw5NVrXRNTTxrfazNJbi0nt1thCpJbauSG6dckjFGm+GLjTtEm0lbqEQGcvG6xfN5ZYuVb1OSRn0oA2tN1K31S1a4tnDRiR48g55ViD/KrtZOg6MNFgu4lkDie7luMBcBd7E4/DNa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTWG5SMkZGMjqKAHUUyNNkaqWZsDG5up+tPoAKKKKACiiigAprOqbdxxk4H1p1FABRRRQAUUUUAFFFMV1kGUYMM4yD3oAfRRRQAUUUUAQ3NtFdxeVMpZM5wGK/qKlAwAB0FLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFBoooAhggW3j2KzsMk5dix59zU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcNJfa3ZeIEMmoM9nLqiW0cMirzGV+booOc9OaAO5orj7Hxbql7r76b/YEkcSPLGbpphs3oMgcc8iuuRgyBgQcjscigB1Fczrw1yXWoYrK6mtdOSzlkklhiV2MuQFGD+Jx3xVWx8U6i+uw6a2mTTWgZYHvyCrGTYGJKYwF7Zz1oA7CiuRtPGc13rWqWqaTL9i01njuLneAfMHIAU4yCO+aL3W7+/wDDOsTQCTTLuzG5JflkVhjcCMgjkdeOKAOuorkNf1u8g8KxJZzTHVZbIXCzW8auFChSzENgbSTj15rp7US/Z4/NcO20fMBjJxyfzoAsUV5v4d1rxbBqV7cayRc6WjXG4lFQwbGITaR97cB36VqxeMdS+w6objR1W/s1SSO3jmMgkRxlWJC8e+AaAOzorgW+JKHT9OMVgbjULpXka2gYvtRGwxBAyT6Age+K1H8YO+vQ6fa6VcSQKYheXEhCeQZR+7AHVjk4PpQB1VFcXbeI9e1XUPEdimlLbQaeXihu1nBZnCgj5SPRs+nal03xtEuju97b3n2m2SJpxII1J3jII+YDFAHZ0VzzapLrOg2Wr6TctbxOyybZVX94ucFTnp+BroaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKaihECgkgepyadSEZBHrQAtFQW8c0asJZQ/zHZhcYXsDzyfepXYqpIUsR2HU0AOooooAa+7admN2OM9M0yGGOCPZFGka5zhRgZPWnuWCMVG5gDgeprM0W8ur2KWS5CY3DYUGFxjkDPPB4oA1aKKKACiiigAooooAKKbhvMJ3fLjpinUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEayFpHQxsoXGGPRvpUlFFABRRRQAUUUUAFcJa6rpdt4sOmroUqCC8MS3m4MgmcbunUEjvXd1wsGiSP4mn1A63ZtZS6gs/lR8N5irtVCaANfRbnSCutSQRR28KXLC5kaTh2x8zHPSnWOpeF9M0lriyv7JLG0URtIkwZUBOQDz6mmafoN7G2sC/kspY9QJI8uIgjjADZ68VhXHw10eDwvp9k7Q26WLrPO6jYlw6qQC/tk5oA6vUPE2i6Ulu99qVvAtzjySzffB6EY7e9Yj6x4RPjz7EzqdfVVIAVucjjHbOKkTwxJEtk1i1hJDDbeSEuIjIME5BU/XP4YoPhKePxpdeIbee33XVtHA6SR5Me3OSh9xQBYt7zwpFLqqw3NkGkk33/zj73TLGksNM8L6pa3kVhJb3UMxAuBDPv3ccBsH0qjp3ghdPmjaWW2kt4bWSD5o+ZgxJzIehxWl4R8M6b4a0hILGK3EjZ82aEf6w5J/TOKAL0/h/Tbm3ht5LbMUMXlIAxGE/u/TgVoxoscaoowqgAfSkkmihAMsiID0LMBTlZXGVYH6GgDPi0LTYSxS1UFjIWzk53/ez65qJPDelRwNClqFVmViQxzlenPXiteigDHk8MaNJHChsIgIt2wqMEbvvcj170//AIR7SxPNOLVRJM8byEE/MU+4fwrVooAzV0PT0uLyZINsl5/ryrEbzgDJ98ACoR4Y0cZIskyyopOTyFGF/IGtJrmBbhbdpoxOy7ljLDcR6gVNQBhyeEtFk0yHTWslNnC/mRxbjhW65raVQiKo6KMCnVG00Sbt0qDb97LDj60ASUUUmQKAFoopu9N+zeu7+7nmgB1FFMWRGZlV1Yr1AOcUAPooooAKKTcN23Iz1xS0AFFFFABRUYmiMpiEiGQdU3DI/CpKACiiigAoopjyJEheR1RRyWY4AoAfRTVYOoZSCCMgjvTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhhjEZkAUhSxbJbOSev0qaioftEXnmHd+8GPloAmprtsQtgnAzgdadRQAh5HpmqsFt5dzKxXKkgqS2TnGD9KllWVmRUwEJ+c5wR6YqagAooooAKKKKACiiigCNZQ0jptYbMckcHPoe9SUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVBcrcPCRayxxy54aRCw/IEVIgcIochnxyQMAmgB9FFFABUK26LOZQW3HsWOPyqaigAooooAKKKKACuWfw/pEVy9wbaYu1/wDagI4iAJVXAJHce/euprzy28W6udWltXVpIo9Za1aQW5CLCAf4s4J96ANHS4PEcn9rrqN1M9pPBvtJAoR0JzkY7Y4qGR7zTvhO4tnbUNQi08sFuI/MLsByCp685GDT7D4hw3ltfXH9mXIS3hM6BCGMihtuPQHPOCelMk8cT3vg3Uta0+2+zzadI8c0Nyu4MygZCkH3HNADdQutWudKspbWW7hP9mrLHHaQcPPlcKfQD044J9KS4HiSw8TWV2+o3Ellc3vlNZmJSqx+WTnI5+8P1ra1PW76z1/RdPt7WKWO+SVpGd9pXaFPH/fVZdvr2s6Z4onsNStJprG81DybO5ZlXYCm7G3qRkHmgCPR9R1mbUbwanHOdLltXkQzRY2NuI2HHTA7Vo/D4p/whlkijDK0gZSMEHex/lip/G+rXmh+DtR1LT9pu4YwY9y7hnIHTv1rHi8YX+maL9o1K0eaeSVY7YOBbmb5dzcMeMc896AJ9Us5rn4gQjUYhPo8mnSJDGwJXz9wLZ9yvT8aybSbxEvjcx2UkNnpamNfscykmWLyh84b1BGPTit268ZmJdNEGnO8t7b/AGgpNKsQjGQMFjwTz0z2pG8axrrj2IsJGtFnFqbtXUr55QOEx15B69M0AYuiatr99YahFf6gJp57SZraOKDy2RlLBcHJySAKZp93rumfD+zihF29xG0aTT3mUdQ2dx5BOAe/NdNb+J5LiWBBpsuZbJ7rhgdpU42H3PY1R0/xy+oaXFejRLqH7TIkVosroPOZs9weMEGgDFlv/F3/AAjmjLJqi217c3ptppRaFvkY8ON2Og74wa9Ds4poLOGK4n8+ZECvKV27yBycds1yWp+P20qCD7Tol0Lko809vvXdFErYL9fmzkYA5rSTxUk3iJdLhspTGAhe5kYIvzqWXaDy3TBx0zQBzF0t3Fq3ifVYL2O91C0VlsYntfni+VeFOeQCSMdzmoxruv2uh61NNrkJSDyja30trsQu33kxnnB4/CvS5X8uF3xnapOPpXHaf4w+0eH72fVoIGvLafyWtrUGXLHlBg45x/WgDe8PLfjSIn1DUIr+aT5xNFHsUqRwMZNcrqmmx3OoeIjdOhspHtmYpu3h1JIX3GcZpdN+IbnTbFrjR7y4nuYZJwLKIbI41bHzbm4IxyOa14/Esl14l0m1t4j9gvrN7iOU4+cgA465GPpQBzuheI/FcmoarJqUca28AuNlqIW3R7MlDkdQQPxzxUtlqurXnhbXINbk8yRbFZ4JkjMWd8ZIUAHqG4rV0bxw2qapNYS6RPbOJJ4rdjIrCZoiAwGDx1HWmWPi29XwnqGrXlkz3NrdyQNbqVXGJNuN2SMD1z2oAxtZu9STQPCV3baw1lAJY1uZGi3jO08tk+vGPU1qa3NcWV5/bVpf28C+XCsxkjyZQTgd/l9ql1Lxrc2ulaRdJoM9y9/P5LW6Sxsynk8HOG6Vb1PxppWnX9pp1/aXwubpBJHELRpPzKgjI7+lAHTdU69utebzzaxod1q6afbrcO0MOy9iUkRhpDuZ1PUhWJ4J4XtXUQ+MLCfxLLoSRXAuo0Zg7JhGKgEgHr0I5xis/SPFmp6z4U1DU/7FuIZ4fMWBVKt5xDMoK5IzjAznHegDJvNX1y08HwXT+JrBLn7X5IuTb5SZCwA78ELknFWdav8AxVp2q6fYQX0U8d/EqRzpbgssqnLsVz90qc9eK1dR8UWum6TpD3dhc31xfIDHBbwhm4UFmwTgAZHfvUD+P9M/tGzt4rC9nS4jjlS5SNdiK5wCcnI5BB4oAZDqksfxImsn1O1lQWORbhMSbwenXp36VnjxZe21hquoxarb6pLBEWGmwxbXtzvxljnJAHtXoHkReZ5vlJ5n9/aM/nQsESOzpEis3UhQCfrQBwOo+JtQi8JC6t9e03zFuQn2wrxMm3cQqk439sZxxXX6BdT32hWdzcCTzZIlZjIgUtkdcAnH0q81vC8YjaGMovRSowPwqQAKAAAAOgFAHBahoXk+NY9ZjkL7rpS5iQ7kITARsHG09cmq3hfxH4i1G41N7y8sgI4JGW2eMo1s4Yhd59MV6PTdijJCj5uvHWgDze18SeIZPCjyS31us6zqsmqGIfZ1Q9SmD8w4IyccnmrXiHXtdt/CtldaVeW8l15bSSMIwxlC4wAueMg5OCfbNd75Ufl+X5a+XjG3HH5UhhjOMxqcHI+UcGgDjrnxFqlz40tNC06a1WOSzjvHkkUk7d2GUY4yQQfbFNstXbWYdU+26pZ+RIrwpZmIgwOMj5ifvdu1dmIYg/mCNA4GN20Zx9aFijR2dY0V2+8wUAn60Acd4D1HV5J9W0rWJ45nsJUjt5Ei2b49o59+a7WiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAG718zZn5sZx7VVisIkv5L8ri5kjEbkMdpAPHFWlUBmYE89eadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUwoC4buM45p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWLH4W0uON0WOba8/2hgZ3Pz5znr+nStqigDFt/C2lW1nd2iQyNb3X+sjkmd1HsoJO0ewrPu/AOkXOkvpayXsFrLMZpliuWzITjIYnPBwOK6qigDIn8OWF3DYJdedNJY4MM5lZZAeM5ZcZzgZ9aW/8O6bqN9bXtzE5nt5RNGyysvzAYBIBwePWtaigCpqOnW2q2MlneR+ZBJjcuSM4Oe30qvrOhWOuWa214j4Q7o5IpCjxnplWHI4rTooAwrnwlpN1BbwTxzvFBGsQQzvhlBBAYZ+bkDrTx4W0kam1+LYiVpRMV8xthkA2htmduQO+K2qKAMaDwxplvKsqRSeYsckSMZWyqOcso56enpUf/CK6avh1dETz0tIzmIrKd8RzkFW6git2igDnbrwbpd5pEWnzNdMI8fv/AD285wDnDP1IJ6jpUkvhLTptXt9Rke6ZrfaUhadjFuX7rbT3HrW9RQBXvbYXlnNbNJJGJVKl42wwB9D2rPh8OWEGp3F9GJFluEjWQK5CsU6Ngd62KKAKA0q2S++1KGX9yYREOECk5PHrVD/hEdJ/tOy1Dy7gXFmuyAi4cKq5zjbnB61vUUAYMPhHS7aaGW2E8LwmdlKykndNjecnJzxx6VBB4LsLbRptNgu9QjSaYztMLlvM3kkk598810tFAHNy+CtMfRLXS4pLq3S1l86GaKYiRXOcnd75NX4tBtY9QtL7zJnuLaEwq8jbiwPXOe9atFAGIvhq0TXxq4llEw3/ACAKF+YAHPGT0Heq1r4Os7OwvLKC91FILkn5Rcn90CxYqn90Ek57810lFAHMSeCbOTTrKzOoaiGsy3k3An/eqrDBXdj7uAPyp1z4K06eGCCOe7t4IY0jWKGTaCFbcM8ZzmulooAQDApaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqyx3X22V3nQ2xRRHGI8Mrc5JbPPbjHarNFAGFofhmLQrq7nj1HUbk3Jyy3VwZFU5/hB6Vu0UUAFFFFABUcUvmbvlddrFfmGM47j2qSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKbsHmb+c4xTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5b4geJrrwj4Sn1ezgimmjkRAkudvzNjtW9ps8tzpdrcThBLLCruEztBIB4zQBbooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5T4h+HLvxV4Sl0qyZFlkmibLtgbVYE/pXSWkAtbOC3BJEUaoCe+Biqut6tFoekzahOjPHFjKp1OTj+taAOQD60ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUN1dQWVrJc3UyQwRKWeRzhVHqTUdjqFpqdot1Y3MVzA2dskTBlOOvIoAtUUnSqUOr6dcIHhvreRGcoGWQEFgcEfXPagC9RRRQAUVQv9Z03S2Rb++gt2cEqJHCkgdTV4EMAwOQRkGgBaKQkDk1XvL210+2Nzd3EcEIIBkkYBQScDmgCzRSAgjI70jMqKWYgKBkk9AKAHUVSXVdPa4gt1vIGmnUtEgkBLgdSPXFXaACiqepapYaRa/adRvIbWDIXzJnCrk9smp7e4hu7eO4t5UlhkUMjochgehBoAloqm+p2MeoJYPdwreOu9YS43lfXHpwauUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNd0jXc7Ko9ScU6qGq6PYa1ai11G3FxAGDbGJAz+FAGB8TJjD8PNVmTBKRhh6HDCul0+ZrjTbWdwA0kKOQOmSAa5L4lW8Vr8LdVt4V2xR24VVznABFdTpH/IFsP+veP/0EUAXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopqsrjKkEdMg0AOooooAKKKKACiiigAooooAKKKKACiiigCjq7XaaTdNY26XF0Iz5UUhwrN2BrC02O+0HQ41tNGklnmvczRmVQcO2Xk44AHJ2jtXV0UAJ25rjNS+HulXFxFdKbwSJf/bSsUuFLk/3SduPpzXaVxen3WuXXia4Frfpd6fFdFHBK4jULypwMls9KAJ/CFvqsMOo3WpzajJMZ5BFb3DAqI85Xb+Hqa6WynkubKGea3e3kkQM0LkFkPocVxz+Pri38PXutXOlKltbzfZ123AJaTft544HINRa943vLfwcup21kkM0k/lATTAAAdWHIJ6HjrQBvzaPMPEt7q2yK4jlsEt0gf8AvKzk5zxg7h+VZt0urQatZWcNvqEsBvC8k0c2EjiZT8pycnB9OlRy+Ic+IvC8LXkaQ39vLMyiUrubapHB6rycZ9KzdX8T3cvi/Tmgu2t7O1ku1uLZZMtOIlzyvbPagDQ0vRby+sdeTUG1X97JLFBDcXJIMf8ACVwePzzUVw15F4FaC10bWReQqkaRmVTIzAfeyXOVGO/5Ve/4S66k8Py6na2MVwRGkkcccwPDEDa2OjDOaj1bxPqlv4cN7bw2cd1HepbTK8uUUFgDz+PegCr4puddlk0ifStP1Mz4UtFuVIhuIz5hDZBAz2YV3CkvEd6EZyCOuaZDOHhhaSSLfIBja2Qxxn5fWpj0POPegDitC8PXNhdaffubiZ7e2miVHRRt3NkLnIPbA4Pua6vTbme806G4ubR7SZ1y8DkEofTIrkPB2qa9fSG7v7gyacqzCWSZFXDK5C7SO20c5rtLa5gvLdLi2lSWGQZR0OQw9jQBz/ilJdRgfRjpc1zBcoP3q42A7hkHJyOOc1XsW1Sw1m5tVtLv7PJfhlfCGIQmPHHcfMOaj1vUJbf4gaXaf2pJbWsljPJNFuAT5cYY/StJPE0LX1vbKiss9ybZGEoySE37semKAIr7SltrifxDcXzRXUFlNAryKoRAW3BunbA/CqFxN4iSyeaC6kmle4iYLHCH8qLbyOdu7J5PORVyw8RtrV7q2ny6PIltZu0E0zSK6MwUHGPoRWRoOrb/AIXHU9EkcSJvZTOFYswYgggDFAHY6S10+mQveMzTtksWj2Hr3XJx+dXq5jXNU1O0GgG3ljja8uY4Z1ZMjDDJx6VX1PxummeK7TRpbPKXEyQiYSdGboSMcD8aAOvorm7XxNc3F7qMMmjTRwWLsjz+apDEKGGB6EEc1a0ObUJ57975JI181TDEzBgqlQeCAM8k0AbVFc74p8VR+GLcTPaNcgIXcJIAyqCBnHU9aRPFEz6hHANMb7Ozwr54mBA8wZHGKAOjorlLXV9VvvGUMcUbR6QYJciTbl2Vgu5ccjn1NWPGOqXul6XamwkjhlubyK2M0i5ESu2C3pn60AdHRXG3WvX+iWv2eCVdcuAs1w8rMsYWNMZX5RgsM9KtzeKbtXJt9EmuIVCF5FlCldygjII9/wBKAOnorlbfxfO97HDcaNNDG7yp5vnK2Cgzkjrg0xvGpTSri9OlTF42gWOJZATIJThTnHFAHW0VzOq+L00SzhudRsZoVkdosA7sSgEqvTndjAPqRW7Y3El3YQXE1u9tJIgdoXOWQkdDigCzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHHfFT/km2s/8AXEfzFdJpH/IFsP8Ar3j/APQRXN/FT/km2s/9cR/MV0mkf8gWw/694/8A0EUAXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCARg0yGGO3iWKJAiL0A7VJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcXpOvWB1C6j0jQJRE7yl7lNqiVk+8cdeTxmu0rmLbwpJYzz/ZL/y7eQyFYzFkpv5IznkZOaAIdP1fwlfeHLth9kjsU/eXkDjiNiedw9cjrRqtz4VPh6wkmt7S6sJZ1S1Qj5S7NgkZ78mmHwLHtnVb7AntoYJB5Iw3ltnPXvmp7nwjJceHE0cX6okdyJ1k8jJAEm8L19e/pQBLca14bsp7aDUJLKG4JMdurLuOFYqNpxx0/Co4PEHg641mSOG7sH1ByVf5fmJAOQTj0BqaXwskmuaZqX2k7bITZgMYKyNKcs2e3NRw+DbOP7Q5dfPmklkEixgbWcsc4743GgAgvvCNrpl7LBLZRWasGuSgwoJ6E1bsrDw/qukv9kt7a4sLpt74XKyMO5z3rGs/AK2dtdwpfgm6jiSRjDn7h9Ccc+lab6XqtjpF5Fp15H9rlm82JvJCqmSMgjPTAoAvXGi20zaaFHlR2EnmRRoMDhSoH05qg/iiFtZ/seXTL8SOWAYxfIyA7S+ey5Nb8e/y18zG/A3Y6Z71mz6Q1xqs11Lc/uJbU2xhVMHBPXdnPc0AZWqa7peieGZ5tOht7q1gdY5oI2ACqzbSffrWhDq2h6XpFu8dxBa2X3IlA2gY6gCqMvg22lsXtRMEQwxQqVjxgIwbJ55JNLr/AISfW4YoxqTw7JWkOYg2Qy7cDoRj2oANWv8AwhcPb3OpzWMjyxDyXk5Yo3p3walDeFovEMNuv2JdVjXMa4+dQFxx/wABH5VlxeBbiwurO5sNShEsVmllKZ7UOHRTww54I/KtWz0C5t766knuoLiKc7wWtwJI32hThvQ/p0oATR5vDNy+o22lS20rTzGS7SMk7nbqT9cfpRrFlouieFbqOTT9umRgySwWy446k4FQ+GvCZ0CaN2ullWC0SziCxhcqpJ3N6k5/T3rT8RabPrGg3mnW8kcb3CbN8mcAHvxQBm3U3hnUbLTE1GSKIIEntobh9jqcfKcZzmpbqfwvJr8cVybR9UV1Chly4bHy/jjNQXfhU36wG5jsnkjshb72j3EOCCGBI4HFOm8JG48R22sPe+XJCUJSKPBbaPusc8g+4zQBNp3iPw7f3Gp29ncwvJAS12Ap7AAk+uBgU1PFei23hlNfuJktrBiIxITkYDFR0q3Y6NJY3WoSRzxGO6cyKnkAFGIA5OfmHFZJ8Fk+DJfDz3iyAy+akjQgAHzPMwVzyM8fQ0AaMk3h3W4o7mZ7S5R4CyO56xE8nntVVL/wkurxaNHPaC9kCSpCp5YL90/hVXWvBtxqsUbJdW8NwLN7RtsOECsQcgD0xVm38Jrba/Z6mv2VjFZC0kBhAJAOdynse1AGlaapot/q01raXNtNf2YIkjQ/NGG6/nxR4iv7HTtIafULdri3MiRmNU3ZZmAXj6kVmeH/AAVYaDqs1/HFEZ2LhJVBD7GOSrc4OK1tc0ka1p32NpfKXzY5C23d9xg2OvqBQBnW0ugJZxyTWsNgnmShEuAEyf4yOec1ee/0R5Y7Rrq18y8UMke8AygdCPXpWH4m8Fya7aWtjDLaw2kMrS4eDcwJHCj2z19aiufAhvddg1G4azARYvlSI5jZBj5Dxwf0oA3/ALRoP22WLzbT7TAjFxkZRT97P9ayri18HWlrdXU01qkKxxvM/m8BQ2UPX16UaP4Qk0qC6smlt7i0mMpEkkWZsP1BPf8AOqNl4Clj/tGO5ksvKudPjsYxHDkqEzhjnr1/SgDR1J9GubDTL03RezmvY54wjAiVz93r2B5x7Vvz6lZW0hjnu4YnABKu4BAJwPzrB1fwzNqXhiz0uNbGKWCWKQMIzsUowb5RjjOMfiabrfhNtZ1rT7qVofsqrtvoSmfO2kMmD14bJoA2oNc0u51OTTYb+B72IZeBX+YCp9QvYtOspLqYOUQdEGSfYCuV074f2mneLJtcVonkkmknDFCHBf8AhznGAPausvLWO8tmhkGVODjOOR0oApR67aiynu70PYRQPsc3Q2dgcj1HNTDWdMMkcYv7bfIAUXzRlgc4I/I1i6l4bvtXS3kvrm3lkguGmWBo8wlShXaQeuMlunWsvTvhpZWbzC4aK5X7CLWF3j+eNsyEsPT/AFmB6ACgDtxdW5k8oTxGTpt3jP5VnDxHp4tr66kk2W1kWEspI2/L1xisObwRvaGeJoIruK7SZZl3Z2A8pn3FW9N8LyW0+vCf7L5GqOWCRx/cyuOQRg+v1oAk/wCE68PL4dj1+S/SPTZCAkzjGSe2PWtSXWtMgjtZJb6BEuseQWcDzM4xj16ismXwhDdaHDpN3JBJBDJFIoS2VFyhzyOnOOar6v4A0nW9cstRv4Y5ktYvLWDBVUIOQy4PBH0oA6R9Rs471LJ7qFbqQZSIuNzD2H4GrVcgvgOzPiqTXZ2E8xnE8bPndFhdoRefu9T+Jrr6ACiiigAooooAKKKKACiiigAooooAKKKKAKmo6nZaTZveX91FbW6DLSSNgCuY0z4p+DtVvDa2+sxLLvCKJQUDknA2k9ab8RdPvp9OsdRstNg1M6bcfaHs5if3o2kcepBIOD6V5peeLrrxMkmhWvw0WGW6BiMrQbfJJOA+VXI28H8KAPfVdXGVII6ZFOqho9o9hpNtaSEl4kCMxOdxHf8AGr9ABRRRQAUUUUAcd8VP+Sbaz/1xH8xXSaR/yBbD/r3j/wDQRXL/ABXmjh+G2r+Y6pvjCLk9SWGBXUaOQdEsCDn/AEeP/wBBFAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorzyLxdqEXxDv4JZN+kC3cQqYyoMkYyQrnhifQUAeh0VxZ8Y6hF4XOvTafa/ZpDF5AS4JOHbBLnb8uPxqzf+ItWs4bSOOyspbufzX4uGEQjQZzu29Txx9eaAOrormZdY8QzWcV7p+l2cts9uJWElwyybsZKgBTn2Oaz5vGGqWuoRQXNhYrFJdvahhcncpCFwzDbwOOfSgDtqK86h+I91Lpmp3AsLZ5LNUdPLmby5QzYyGKjI56gYrTtPFE+q+HLq8eFLaa0u/InWOcEYUjJDfj3oA7KiuH8TePLrQ/EsOlWmjSXyeQtxPIj7dqFwvy9jjOTkipta1nWl8V6Fb2URh0+S6aG4L4zKPLLZAwcKMdcjmgDsqKxvFEc76DO1rdTW00bI6PE2CSGHB9j3rLu/FN9YaYbuWygZbe6EF26SnbGh/jHHvyKAOtorCj1m6OmWd1PDawSXE4j2SzFBtJIBUkcsRyB71u0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANdti52lvYU6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzP4z3TR6BpdnLqMmn2F5fpFeXMYJKR4J7e4FVNT+IHhW90O68PaZ4uazvY4ECai+SDtAOQ3QkgY49a6f4i3emx+HhY6ho8usNfSeVb2UQ5kkALDn+HGDzXkGm65ZW9yNIf4RZS0kWSdQplkjz3JK5PHTJoA9z8Hz3tz4S02fUZhNcvCrNIEK7vQkHkHFblVNPaGSwhlghMMciB1jIwVBHTHardABRRRQAUUUUAee/GnSo9S+GuoO7srWuJ029yD0NafwyttTs/h9pMGrLi4WLgE5Ow8rn3wat+PNJu9c8Falptige5nj2opbAJyO9bWnQvb6ZaQyDDxwojD3AANAFqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqLyITjMScEkfKOCetSEgDJrLj8SaLNHBJHqVu6TzGCIh/vyDqo96ALcOnWVvFJFFawpHIcugQAN9RSx2FpFbi3jt4lhGcIFGOetWaKAEACqAAAB0ArPstGt7Ka7l3PM1zOZj5p3bCRjC+gqeXUbOC+gspbmNLq4DNFEW+ZwvXA9qtUAUv7I07yXh+w2/lONrL5YwRnOD+NLFpljBbS28VpCkEpJkjVAAxPUkd6bqer2Wj2DXt7OI7dWCl+vJOAOPeroOQD60AVZNMsZo445bSF0jGEDIDtHoKl+ywG4Fx5KecF2h8cgemamooAQgMMEAj3qne6ZBfIkcm5Y1kEjIvAkI7N6inwajZXMs0cF1DI8JxKqOCU+vpVhXVl3KwK+oPFAEJsrYxpGYUKI25VIzg+o/OplUKoVRgAYAp1FABRRSZBoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOS8f6NDqmjRXMmtvo01hIbiG8VgNjbSOfUYJ4rg9CvvD0Phy80iD4gQPruquom1Hkuzfd2jI4GOBzXU/FbTby80vS7u30ptVgsb0T3Nmp5kjCkdO/JBrx7XvGWga7FJoWk+APLu5GCRMV2yq3rwMg5oA+ltNt/slhDbecJhCgQP3OB396t1maBBLbaJaQzhhMkSq4YchgBn61p0AFFFFABRRRQAUVy3xC13UPDXg+51XTIkknhZMhxkBScE/lXQWE7XOnWs743yxI7Y9SAaALNFFFABRRRQBUhsUgvbi6EszNPjKO+UXH90dqt0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWOFJIyMdK8/svAyQ6XpTC3PmQajJfNsGxkD5zwe+MV6Aw3KRkjIxkV5xoMGtrrMelTXuoT/2fdTzS3LSgpJn/Vxv3Awc9KANDwaL6z0bUb+7g1eS5ieRUt7okmRFJK7QR1I4zXXaZdS32mW11PbPayyxq7wSfejJHQ+4rjNJ8Tzaf4IutUuU826F88JR59yhy+0fNgYUfTpVzUfFWr6fp9sFsLG41CVZZWWK5JhCRgE4bbkscjAxQBS8VeH9S1vxBDqtpbCGfSJIjbu/P2hSwMgGDxxx71NZ+HNQm8e6re3V5qSaYYkNvH52ELsDvwPQZ4FdjZXBu7C3uShjMsauUPVcjOK4dLTWpvEdzJpl3erDFeSCQzSgwmPZgKucnIf245oApDwjcW3grU9Fhi1OS4uZcFp5d6/fB3Ie3FSRaNr9t5EYm1aa2tJplbfIN8sTIQuPUhsYqzD4y8Rrpd1dy6JaOkbeRC8N4HV5Q2DuOBhe+afeeN9XtPD9tfSaRbx3DSsk0b3OVjVeS42glh9BmgCD+zNQv4/D9tPPr1pPNbbLp42+VNoJG84wGLY5716A64hZQCx2468niuT1HWbttc8LGMxiwvnJMkU5G9jEzAFSvK8eoOcVHrOo6r/wk2nz2huotMt0uDdgKCJAm05AxnswH/1waAMvR9CmudL1fTorC6traWzMMb3EQilMnPG8cuM45NVE8MatZ+C9I0yzj1CGFZi2oxtIZJW4428g7d3oelap8dao3h641JNJtw6+U0Aa5+WRJDgZ4yrDIyMUal4s1mTw4bmyhs7e+t78WlyssjFM5H3GC989SKAKuq6P4oZtEuLae7OYTaXcSOEKgniQ9RworQsLHUIfExV7nWPLiH7vIBhkg2YCk/392T6+2K6jRrs32lw3BbczFgxyCMhiCAR1GRxWJJ40RPFL6ILNtwEmyYvhWZEDEdP9r1z7UAc3p9pr9u93Y79ZFjdaSJ/Pf55Ip9xBVcj7xXHHtXTeB7a4s9CEL21xFF5reX9qkZpSnYsGGQfas6D4iNLp73LaPIW+yQXcUUUoZnErlFHQYII5qfw3L4kkvbtdRaQxLfsFDsjYi2AgZAHG7PbNAHZ0VyeuXGoXviFdJtby6sY47X7T5tsis0h3bduGBGO/FR23ii+n106fb2cdxaW0htbm4eXbKJAgO7ZjG05Hf14oA7CivP8ASviBf3Gl3t/qGkxxJGjPbRwTb2kAkMeTkAKM459K1LjxXe6b4bu9Rv8ATEa5tZ0heG3nDK+4qAVJx/eHBAoA6yiuV1DxXd6Za2b3GkMLiYbpIRMGMa7gAcgHPX6e9OuLy9i+IOnW63khsrq0kdrYgbQy9CDjP60AdRRWL4s1WbRPCuo6lbIrz28LMgY4Ge2axIb7VPDelxyXl+2rXN68EUKysiiOR85yVX7me/J4oA7WiuVsPFs97o1xqJ09YltRIkwecACSM4YA45HXB/lT08R6g2ufZm0+BbDzI4vOFxl9zruHy4/rQB09Fefx+Prq01LU11e3htraAM9tHGC0kqqcH5vunP1yPSrN34jv9X8FalfW0M+lTR2puIpdyOcbSy+o5xg/WgDt6KxPCF7daj4O0e8vXL3U9pHJKxGCWKgk4rboAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDg/ivqo0/wmLeK7urbULyZYbF7c4JmP3QT2B71yMk8s3hKfRdT1O00PxdpqCSW6KLvnRVyGD9WyMZxnmuy+Icejava2+g31he317Nma3jsl/eRbeDIGJCjGccnvXmnjHxB4H8R39noniCw16yvdOKwyXDKpZV4H7wgnI6HOKAPcdCd5tFtLiSRpJJolkdieCSBnHoK0qp6abVbGKGzOYIVCJ16AcfWrlABRRRQAUUUUAYfi7QW8TeGL3SEuPIa4UASYyBznmtWzgNrY29uW3GKJUz64GKo+IfEFh4Z0l9T1J3S2RlUlFLHJOBwK0IJkuLeOeMkpIgdc+hGRQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUwxoQwKjD8Nx1+tPooAyLfwxodpYXFjBpdqlrckmaIRja+euaifwf4ek02HTn0m1NnC5eOIp8qsepFblFADI40jjWONQqKAqqBgADtTI7aCFGSKGONWJLBFABJ61NRQBlWnhvRrCxuLK1023jtbhi00QQbXJ6kimy+F9CntLe1l0m0eC3O6JDEMIfateigDPuNF0y7uLe4nsYJJbcAQsyAmMAgjb6dBVt4IpJEkdFLoCFJHQHqKlooAxE8JaBHDJCmlWwikkWR1CcFlOVP4Vbl0TTJ7S5tJLKFre6cvNGV4dj1JrQooAgs7O3sLWO1tIUhgjGEjQYCj2FUZvDmjz6j9vl0+FrobiJdvIJG0n6kcVq0UAZ1roel2M8U1tYwxSRQC3RlXlYwchfpmprbTLOzubm5t7dI5rlt8zgcufU1booAgktLeW5iuXiUzxAhJMcqD1FUT4d0c6v/AGr/AGbbi/5zOEAY8Y5PfitWigDIg8MaJbJsh0y2RNjptCDbtY5YY6YJ5p48PaQNMk03+z4PscrBnh2cMQQcn1PA/KtSigDNv9D03VFQXtokwRQoDZ6dcU46JpzX0F6bZTcwJsikycqvoK0KKAIZLeGW3a3kjV4WUqyOMgg9jVGPw9pMdrJarZR+TIFDKRn7v3evTHatSigDMk0DSZYLeCTT4HitwREjJkKD1479KfNommTsjSWMBZHWRTsAIZRgH8K0KKAMyLw/pENxczx6bbLJcjEzCMfOPeoovC2hwaZPp0WmW6WdwcywqmFf61sUUAVrGxtdMsorOygSC3iGEjQYCj2qzRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHH+OdRn0C2j1fT4oJtSaNrSCKaYR7y+CMZ6kFRx9a8n0fTPEWjWGqt4ls7C2v/EcgRr6+uow0cZPzgKc5ODwAfSuj/aDgebR9BzcNFAb8K+xckEqcMPoM/nXGeN7610i2tvCvinTbi4udPhB0/VLZ8GUfwBlPB4wDQB9E6TDHa2KWsU6yxwARrj+EAdD71frH8ORP/ZgunG03WJgndcgcGtigAooooAKKKKAPPPjZ/wAk1u/+u8P/AKGK7bSP+QLYf9e8f/oIrkvi/afa/hrqQ37fKKS9Ou1gcV1ukf8AIFsP+veP/wBBFAF2iiigAooooAKKrDz0uJMfPGy5XJxtPpUkLSsg82MI/fByPwoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzP4nXGsXer6Jomm29rJBK5nu/tRUI0asoK5P1ycc1Q+KviPTT4attS0yDStXksL1VkWQh/KIz079a6H4k/DtfHtlZol81nc2rMUkxkENjIP5CuXtv2efD0KWxk1K+eVGVpeRtkI6jHbNAHq2lTyXOk2k8yBJZIVZlAwASOlXKZGixxqijCqAB9BT6ACiiigAopCQASegpFYOoZTkHkUAcZ8WZlh+G2r7s/OioMepYV1Gkf8gWw/694//QRXLfFmaOH4bat5hxvRUXjPzFhiup0j/kC2H/XvH/6CKALtFFFABRRRQAVVtbuO6MwSRGMUhR1UjKEdjz16H8atU0KozgAZOTj1oAdRRTSyggEgE9AT1oAdRRRQAUUUUAMC4kLbjggDHYU+iigAopioFzgk5OeTmn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUxgx+6QDnuM8U+igAooooAKKKKACiiigAooooAKKTNMjkLlsxsm1io3d/ce1AElFFFADJI1kjZHGVYYI9qVVCKFXgAYFOqB0MpDDerRsduSQCcdwOo5oAbPcAJOkLqbhEyE64J+7kDnGaoJf38erGG6t1js0tldrnd8rOTgqPTHH51JcaUbrT5kMiw301s0JuYlIKls5IBPqcjmmaBoSaFp32X7ZdXjsd0kt1KXZjjHfoPagDl/jKbkfC/VGteo2Fzx9zdz1rV+G95d6j8PdFu72XzZ5LcZfbjgEgfoK5f46XDJ4QsrVJADc38SeWT/rBnoR3Fej6bbJaaZbW8cKQrHEq+XGoCqccgAcdaALdFFFABRRRQAVGi7AS20Mx5IGM+lRXyzPZyLDtDsMEs2MDuc0lvawLZ28SkyxxAFGZtx46HPegC1SEAkZHTpS1HIjOyFZCoVskD+L2NAElFFFABRRRQAUUU19u0hiADx1oAbKzpEzRpvcDIXOMn0zTUkdlUvEyEoGIznB9KWCaKVP3ThlAHIqWgBqtuUNgjIzg9RTqYA6x8newH0zREXaJDIoVyBuAOcGgB9FFJQAtFNRdihck47k5NOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGlFLKxAJXofShgSpCnaSODjpTqjWTdM8exhtAO4jg59KAHjpzTIgwT585JJwTnFRPDKb1JRM4jCkGMY259fWrNACEgDJ4qO3uIbqETQSLJGxIDqcg4OD+opLkQmBmuMCNPmJPbHOaS1FuLWM2oQQMN67BgHPOfxzQBMRkEUirtULknHcnJp1NG7c2QMdqAPMvjcm7wzpbbc7dTg5x0+avTU+4v0FeZ/G4keGNMGTg6nBn/vqvTE+4v0FADqKKKACiiigCC5kiSBvOZVRgQd3TGKq6YlrBD5drNG0HCxpG2VXA6AdvWr5dQwQnlug9aq2y2sReOFbeOTedyxgD5vf3xQBJMsyRrHbYGcgu3O33x35pEtvIwIH2KZC8gOW3ZznGTxzRai7EQF08TPzkxggdTjg+2PxonhnlmhaO5MUakmRAoJf0Ge1AFmiiigAooooAKztU1COwjg8yCeZppBGghj3lSQeT6D3rRpCAQQeQeDQAyLHlLt6Y9MVJTI40ijCRqFQcADtSrvy27GM8Y9KABi2V2gHnnJ6CnUUUAFIaWigBqLsULknHc9adRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTWJCkgZOOB606igCtFHOpm3Ssdxym4AhfYYqx2pabt+ctuPTG3tQAICqAFixHc96dRUELztNMssKpGrARsHyXGOSR25oAnooooAQgMpBAIPBBqNYxDB5cCKAowi9APaljkEob5XXaxX5hjPuPapKAI4fN8oedt8znOzpUlFUU1KN7yW2ENyHjcIWMLBTkZyG6EUAeY/GnUorjQ7WCAGRrbVIFkAGMNnIHNesQsWgjYqVJUEqeo46V4d8ddYLaxoWkwzhSl1HLLAVILkkbWz3A6V7lGSYkLDDbRkCgB9FFFABRRRQBR1KVra1eWNd8jEKELkbj6D0NQ6Zcalcp5t5p8dpmQgIZd7hMcE4GMk9q0yAeoBxzS0AFQyLMZYyjqsYJLgjJPoB6Vx+ufFfwl4e1efS9QvnW6gwJFWIkAkZxn6GotP+MHgjUp/JTWEhc4A89CgbPvQB3dFUbDWNN1SIy2F9b3KA4LRSBsGr1ABRRRQAUhGRg0tFAEIh2yIyu6qgI2A8H61NRRQAVHKzrGxjXc/YH1qSigCtaQzwo/n3DTO7luQMID/AAjA6D35qzRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSEAjB6GgBetFIqhFCqAAOgFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNZQ6FWGQRg06igBqIqZ2jGTk06iigAooooAKKKKACiiigAooooAKpW9qTLJNNGFkMpYYkLAjoDz047VdooA+f/j1G/wDwmXhiQhthIAO0YzvHfrXvyfcX6CvHPjrZy3Fz4UMTOztfhFiHQng5+teyLwoB9KAFooooAKKKKACioS0ilnb7gHCqMk1IjFkBZSpPY9qAPi34lb/+Fj695hy32tv4t3Hbn6ViX2lS2Fpa3Dz28i3IJVYpAzLj+8O1anxA/wCSg6//ANf0v/oVc6xLHJJJ6c0ASwXl1agi3uJogeT5blc/lW7Z+P8AxZYSiS216+VgNvMpPH41gi2nKbxBIU67thxSC2nPSCQ8Z+4elAHpNt8ePGtvFGj3NtNsOS0kIywxjB/nW9pP7RmswNINV0y3ulI+QwnYQa8ZW1uGXKwSkeoQ0ptLkDJt5QP9w0AfRWlftHaRPKy6npVxbJ/C8TB/zFdBafHjwVcuyvc3MGBkGSE4NfKGxv7rflRsb+635UAfZOl/FbwZq85ht9ahSQdBNlM/TNbP/CYeHP8AoN2P/f5a+HCCOCCK9W8E/Bp/GPhNdVTU/s88rMIkMRMYC4HzHsTmgD6asNY03VNwsL+3uSv3hFIGI/Kr1eKfDn4M6x4Q8Vxave6vCYokYeVbbv3hIxhs447/AFAr2ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimhAHZhnJxnmgB1FFFACEgDJoVg6hlOQehpaQADgUALRRRQAUUUUAeLfF+8i/wCFgeDLUSskyXAkOfugFgM/Wvaa8v8AHngvUNa+I/hjWYLfzbK2kCXBVuU+bIJHpXqFABRRRQAUUUUAFFFFAGBd+CfDF/dyXV3oVhNPIdzyPCCWPqapSfDTwZLcRTt4dsd8edu1MD8QOD+NFFAHQQaXp9tZpZw2UCWyLtWIRjaB6Yp66fZJytnbr8u3iJRx6dOlFFACxWVrBGI4raGNF6KkYAH4CnNa27qVaCNlIwQUBBFFFAFP/hHtE/6A+n/+Ayf4Uf8ACO6J/wBAbT//AAGT/CiigCldeCPC97L5txoGnO+MZ8hRx+FamnaZZaTZraafaxW1upJEcS4UE9eKKKALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
|
ffmy0088
| 2 |
{"lines_data": [{"Word": "Attachment I", "Confidence": 0.8985, "X1": 0.42722, "Y1": 0.0622, "X2": 0.54582, "Y2": 0.062, "X3": 0.54582, "Y3": 0.0798, "X4": 0.42722, "Y4": 0.0818, "page": 0}, {"Word": "Key Market Allocations", "Confidence": 0.995, "X1": 0.38679, "Y1": 0.1192, "X2": 0.58895, "Y2": 0.119, "X3": 0.58895, "Y3": 0.1378, "X4": 0.38679, "Y4": 0.1378, "page": 0}, {"Word": "Market", "Confidence": 0.955, "X1": 0.27089, "Y1": 0.1942, "X2": 0.33827, "Y2": 0.194, "X3": 0.33827, "Y3": 0.2118, "X4": 0.27089, "Y4": 0.2128, "page": 0}, {"Word": "# of Kits", "Confidence": 0.987, "X1": 0.48652, "Y1": 0.1942, "X2": 0.56604, "Y2": 0.194, "X3": 0.56604, "Y3": 0.2118, "X4": 0.48652, "Y4": 0.2118, "page": 0}, {"Word": "# of Deals", "Confidence": 0.997, "X1": 0.60782, "Y1": 0.1942, "X2": 0.69811, "Y2": 0.194, "X3": 0.69811, "Y3": 0.2108, "X4": 0.60782, "Y4": 0.2118, "page": 0}, {"Word": "Buffalo", "Confidence": 0.996, "X1": 0.27224, "Y1": 0.2332, "X2": 0.33693, "Y2": 0.233, "X3": 0.33693, "Y3": 0.2478, "X4": 0.27224, "Y4": 0.2478, "page": 0}, {"Word": "2,060", "Confidence": 0.967, "X1": 0.50135, "Y1": 0.2322, "X2": 0.55121, "Y2": 0.232, "X3": 0.55256, "Y3": 0.2468, "X4": 0.50135, "Y4": 0.2478, "page": 0}, {"Word": "123,600", "Confidence": 0.993, "X1": 0.61995, "Y1": 0.2322, "X2": 0.69003, "Y2": 0.232, "X3": 0.69003, "Y3": 0.2478, "X4": 0.61995, "Y4": 0.2478, "page": 0}, {"Word": "3,450", "Confidence": 0.993, "X1": 0.5027, "Y1": 0.2522, "X2": 0.55256, "Y2": 0.252, "X3": 0.55256, "Y3": 0.2668, "X4": 0.50404, "Y4": 0.2678, "page": 0}, {"Word": "207,000", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.2502, "X2": 0.68868, "Y2": 0.25, "X3": 0.68868, "Y3": 0.2658, "X4": 0.62129, "Y4": 0.2668, "page": 0}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.27358, "Y1": 0.2522, "X2": 0.37601, "Y2": 0.252, "X3": 0.37601, "Y3": 0.2688, "X4": 0.27358, "Y4": 0.2678, "page": 0}, {"Word": "Harrisburg", "Confidence": 0.994, "X1": 0.26954, "Y1": 0.2702, "X2": 0.36523, "Y2": 0.27, "X3": 0.36523, "Y3": 0.2868, "X4": 0.26954, "Y4": 0.2868, "page": 0}, {"Word": "2,320", "Confidence": 0.981, "X1": 0.50404, "Y1": 0.2712, "X2": 0.55256, "Y2": 0.271, "X3": 0.55256, "Y3": 0.2858, "X4": 0.50404, "Y4": 0.2858, "page": 0}, {"Word": "139,200", "Confidence": 0.993, "X1": 0.62399, "Y1": 0.2682, "X2": 0.69137, "Y2": 0.268, "X3": 0.69137, "Y3": 0.2838, "X4": 0.62399, "Y4": 0.2858, "page": 0}, {"Word": "Washington, DC", "Confidence": 0.9945, "X1": 0.27358, "Y1": 0.2882, "X2": 0.41375, "Y2": 0.288, "X3": 0.41375, "Y3": 0.3048, "X4": 0.27358, "Y4": 0.3048, "page": 0}, {"Word": "1,280", "Confidence": 0.991, "X1": 0.50404, "Y1": 0.2882, "X2": 0.55256, "Y2": 0.288, "X3": 0.55256, "Y3": 0.3028, "X4": 0.50404, "Y4": 0.3038, "page": 0}, {"Word": "76,800", "Confidence": 0.971, "X1": 0.63208, "Y1": 0.2862, "X2": 0.69272, "Y2": 0.286, "X3": 0.69407, "Y3": 0.3018, "X4": 0.63208, "Y4": 0.3028, "page": 0}, {"Word": "Richmond", "Confidence": 0.996, "X1": 0.27089, "Y1": 0.3082, "X2": 0.36523, "Y2": 0.308, "X3": 0.36523, "Y3": 0.3228, "X4": 0.27089, "Y4": 0.3228, "page": 0}, {"Word": "2,975", "Confidence": 0.933, "X1": 0.50404, "Y1": 0.3072, "X2": 0.55121, "Y2": 0.307, "X3": 0.55256, "Y3": 0.3218, "X4": 0.50404, "Y4": 0.3228, "page": 0}, {"Word": "178,500", "Confidence": 0.991, "X1": 0.62264, "Y1": 0.3072, "X2": 0.69137, "Y2": 0.307, "X3": 0.69137, "Y3": 0.3218, "X4": 0.62264, "Y4": 0.3218, "page": 0}, {"Word": "Raleigh-Durham", "Confidence": 0.991, "X1": 0.27224, "Y1": 0.3262, "X2": 0.41105, "Y2": 0.326, "X3": 0.41105, "Y3": 0.3428, "X4": 0.27224, "Y4": 0.3428, "page": 0}, {"Word": "2,135", "Confidence": 0.993, "X1": 0.5027, "Y1": 0.3262, "X2": 0.55256, "Y2": 0.326, "X3": 0.55256, "Y3": 0.3408, "X4": 0.50404, "Y4": 0.3428, "page": 0}, {"Word": "128,100", "Confidence": 0.973, "X1": 0.62399, "Y1": 0.3252, "X2": 0.69003, "Y2": 0.325, "X3": 0.69137, "Y3": 0.3398, "X4": 0.62399, "Y4": 0.3408, "page": 0}, {"Word": "Charlotte", "Confidence": 0.898, "X1": 0.27493, "Y1": 0.3462, "X2": 0.35445, "Y2": 0.346, "X3": 0.35445, "Y3": 0.3618, "X4": 0.27358, "Y4": 0.3608, "page": 0}, {"Word": "3,075", "Confidence": 0.991, "X1": 0.5027, "Y1": 0.3442, "X2": 0.55256, "Y2": 0.344, "X3": 0.55256, "Y3": 0.3598, "X4": 0.5027, "Y4": 0.3618, "page": 0}, {"Word": "184,500", "Confidence": 0.995, "X1": 0.62399, "Y1": 0.3432, "X2": 0.69272, "Y2": 0.343, "X3": 0.69407, "Y3": 0.3598, "X4": 0.62399, "Y4": 0.3608, "page": 0}, {"Word": "156,900", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.3622, "X2": 0.69272, "Y2": 0.362, "X3": 0.69272, "Y3": 0.3778, "X4": 0.62399, "Y4": 0.3788, "page": 0}, {"Word": "Atlanta", "Confidence": 0.996, "X1": 0.27493, "Y1": 0.3642, "X2": 0.33693, "Y2": 0.364, "X3": 0.33693, "Y3": 0.3808, "X4": 0.27358, "Y4": 0.3798, "page": 0}, {"Word": "2,615", "Confidence": 0.955, "X1": 0.5027, "Y1": 0.3642, "X2": 0.55391, "Y2": 0.364, "X3": 0.55526, "Y3": 0.3788, "X4": 0.5027, "Y4": 0.3798, "page": 0}, {"Word": "Orlando", "Confidence": 0.992, "X1": 0.27224, "Y1": 0.3832, "X2": 0.34367, "Y2": 0.383, "X3": 0.34367, "Y3": 0.3978, "X4": 0.27224, "Y4": 0.3988, "page": 0}, {"Word": "2,275", "Confidence": 0.981, "X1": 0.5027, "Y1": 0.3822, "X2": 0.55256, "Y2": 0.382, "X3": 0.55256, "Y3": 0.3978, "X4": 0.5027, "Y4": 0.3988, "page": 0}, {"Word": "136,500", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.3822, "X2": 0.69137, "Y2": 0.382, "X3": 0.69137, "Y3": 0.3968, "X4": 0.62399, "Y4": 0.3968, "page": 0}, {"Word": "St. Louis", "Confidence": 0.9975, "X1": 0.27493, "Y1": 0.4022, "X2": 0.3504, "Y2": 0.402, "X3": 0.3504, "Y3": 0.4178, "X4": 0.27493, "Y4": 0.4188, "page": 0}, {"Word": "1,070", "Confidence": 0.97, "X1": 0.50539, "Y1": 0.4012, "X2": 0.55526, "Y2": 0.401, "X3": 0.55526, "Y3": 0.4158, "X4": 0.50539, "Y4": 0.4178, "page": 0}, {"Word": "64,200", "Confidence": 0.886, "X1": 0.63073, "Y1": 0.4002, "X2": 0.69137, "Y2": 0.4, "X3": 0.69137, "Y3": 0.4148, "X4": 0.63073, "Y4": 0.4158, "page": 0}, {"Word": "Memphis", "Confidence": 0.995, "X1": 0.27358, "Y1": 0.4202, "X2": 0.3558, "Y2": 0.42, "X3": 0.3558, "Y3": 0.4368, "X4": 0.27358, "Y4": 0.4368, "page": 0}, {"Word": "2,140", "Confidence": 0.992, "X1": 0.50404, "Y1": 0.4202, "X2": 0.55526, "Y2": 0.42, "X3": 0.5566, "Y3": 0.4348, "X4": 0.50404, "Y4": 0.4368, "page": 0}, {"Word": "128,400", "Confidence": 0.995, "X1": 0.62399, "Y1": 0.4202, "X2": 0.69272, "Y2": 0.42, "X3": 0.69407, "Y3": 0.4348, "X4": 0.62399, "Y4": 0.4348, "page": 0}, {"Word": "Pittsburgh", "Confidence": 0.992, "X1": 0.27224, "Y1": 0.4392, "X2": 0.36253, "Y2": 0.439, "X3": 0.36253, "Y3": 0.4568, "X4": 0.27224, "Y4": 0.4558, "page": 0}, {"Word": "765", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.4392, "X2": 0.55391, "Y2": 0.439, "X3": 0.55391, "Y3": 0.4518, "X4": 0.52022, "Y4": 0.4528, "page": 0}, {"Word": "45,900", "Confidence": 0.994, "X1": 0.63208, "Y1": 0.4392, "X2": 0.69137, "Y2": 0.439, "X3": 0.69272, "Y3": 0.4538, "X4": 0.63208, "Y4": 0.4548, "page": 0}, {"Word": "Cleveland", "Confidence": 0.995, "X1": 0.27358, "Y1": 0.4582, "X2": 0.35849, "Y2": 0.458, "X3": 0.35849, "Y3": 0.4738, "X4": 0.27358, "Y4": 0.4738, "page": 0}, {"Word": "2,285", "Confidence": 0.994, "X1": 0.50404, "Y1": 0.4572, "X2": 0.55391, "Y2": 0.457, "X3": 0.55391, "Y3": 0.4718, "X4": 0.50539, "Y4": 0.4738, "page": 0}, {"Word": "137,100", "Confidence": 0.996, "X1": 0.62534, "Y1": 0.4582, "X2": 0.69272, "Y2": 0.458, "X3": 0.69272, "Y3": 0.4718, "X4": 0.62534, "Y4": 0.4718, "page": 0}, {"Word": "Columbus", "Confidence": 0.994, "X1": 0.27358, "Y1": 0.4772, "X2": 0.35984, "Y2": 0.477, "X3": 0.35984, "Y3": 0.4918, "X4": 0.27358, "Y4": 0.4918, "page": 0}, {"Word": "1.820", "Confidence": 0.658, "X1": 0.50539, "Y1": 0.4772, "X2": 0.55391, "Y2": 0.477, "X3": 0.55391, "Y3": 0.4908, "X4": 0.50539, "Y4": 0.4908, "page": 0}, {"Word": "109,200", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.4762, "X2": 0.69137, "Y2": 0.476, "X3": 0.69137, "Y3": 0.4898, "X4": 0.62534, "Y4": 0.4908, "page": 0}, {"Word": "Cincinnati", "Confidence": 0.994, "X1": 0.27493, "Y1": 0.4952, "X2": 0.36119, "Y2": 0.495, "X3": 0.36119, "Y3": 0.5118, "X4": 0.27493, "Y4": 0.5118, "page": 0}, {"Word": "2,570", "Confidence": 0.809, "X1": 0.50404, "Y1": 0.4972, "X2": 0.55526, "Y2": 0.497, "X3": 0.55526, "Y3": 0.5098, "X4": 0.50539, "Y4": 0.5108, "page": 0}, {"Word": "154,200", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.4952, "X2": 0.69137, "Y2": 0.495, "X3": 0.69137, "Y3": 0.5098, "X4": 0.62399, "Y4": 0.5098, "page": 0}, {"Word": "182,700", "Confidence": 0.994, "X1": 0.62668, "Y1": 0.5142, "X2": 0.69137, "Y2": 0.514, "X3": 0.69272, "Y3": 0.5278, "X4": 0.62668, "Y4": 0.5288, "page": 0}, {"Word": "Detroit", "Confidence": 0.994, "X1": 0.27358, "Y1": 0.5142, "X2": 0.33827, "Y2": 0.514, "X3": 0.33962, "Y3": 0.5288, "X4": 0.27358, "Y4": 0.5298, "page": 0}, {"Word": "3,045", "Confidence": 0.981, "X1": 0.50404, "Y1": 0.5142, "X2": 0.55526, "Y2": 0.514, "X3": 0.55526, "Y3": 0.5288, "X4": 0.50539, "Y4": 0.5298, "page": 0}, {"Word": "1,810", "Confidence": 0.941, "X1": 0.50539, "Y1": 0.5332, "X2": 0.55391, "Y2": 0.533, "X3": 0.55391, "Y3": 0.5468, "X4": 0.50674, "Y4": 0.5478, "page": 0}, {"Word": "108,600", "Confidence": 0.993, "X1": 0.62534, "Y1": 0.5322, "X2": 0.69272, "Y2": 0.532, "X3": 0.69272, "Y3": 0.5478, "X4": 0.62534, "Y4": 0.5478, "page": 0}, {"Word": "Grand Rapids", "Confidence": 0.996, "X1": 0.27628, "Y1": 0.5322, "X2": 0.39084, "Y2": 0.532, "X3": 0.39084, "Y3": 0.5498, "X4": 0.27628, "Y4": 0.5488, "page": 0}, {"Word": "Toledo", "Confidence": 0.997, "X1": 0.27493, "Y1": 0.5522, "X2": 0.33558, "Y2": 0.552, "X3": 0.33558, "Y3": 0.5668, "X4": 0.27358, "Y4": 0.5668, "page": 0}, {"Word": "1,515", "Confidence": 0.679, "X1": 0.50674, "Y1": 0.5522, "X2": 0.55391, "Y2": 0.552, "X3": 0.55391, "Y3": 0.5658, "X4": 0.50674, "Y4": 0.5668, "page": 0}, {"Word": "90,900", "Confidence": 0.991, "X1": 0.63208, "Y1": 0.5522, "X2": 0.69407, "Y2": 0.552, "X3": 0.69407, "Y3": 0.5658, "X4": 0.63208, "Y4": 0.5658, "page": 0}, {"Word": "Lexington", "Confidence": 0.981, "X1": 0.27493, "Y1": 0.5712, "X2": 0.36119, "Y2": 0.571, "X3": 0.36119, "Y3": 0.5878, "X4": 0.27493, "Y4": 0.5868, "page": 0}, {"Word": "1,145", "Confidence": 0.894, "X1": 0.50539, "Y1": 0.5702, "X2": 0.55391, "Y2": 0.57, "X3": 0.55391, "Y3": 0.5848, "X4": 0.50539, "Y4": 0.5858, "page": 0}, {"Word": "68,700", "Confidence": 0.993, "X1": 0.63477, "Y1": 0.5712, "X2": 0.69272, "Y2": 0.571, "X3": 0.69137, "Y3": 0.5848, "X4": 0.63477, "Y4": 0.5858, "page": 0}, {"Word": "Chicago", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.5902, "X2": 0.34501, "Y2": 0.59, "X3": 0.34501, "Y3": 0.6068, "X4": 0.27628, "Y4": 0.6058, "page": 0}, {"Word": "2,785", "Confidence": 0.993, "X1": 0.50539, "Y1": 0.5892, "X2": 0.55391, "Y2": 0.589, "X3": 0.55526, "Y3": 0.6038, "X4": 0.50539, "Y4": 0.6058, "page": 0}, {"Word": "167,100", "Confidence": 0.994, "X1": 0.62668, "Y1": 0.5892, "X2": 0.69137, "Y2": 0.589, "X3": 0.69272, "Y3": 0.6038, "X4": 0.62668, "Y4": 0.6058, "page": 0}, {"Word": "Peoria", "Confidence": 0.995, "X1": 0.27493, "Y1": 0.6082, "X2": 0.33019, "Y2": 0.608, "X3": 0.33019, "Y3": 0.6228, "X4": 0.27358, "Y4": 0.6238, "page": 0}, {"Word": "1,360", "Confidence": 0.901, "X1": 0.50539, "Y1": 0.6082, "X2": 0.55391, "Y2": 0.608, "X3": 0.55391, "Y3": 0.6228, "X4": 0.50539, "Y4": 0.6238, "page": 0}, {"Word": "81,600", "Confidence": 0.954, "X1": 0.63342, "Y1": 0.6082, "X2": 0.69137, "Y2": 0.608, "X3": 0.69137, "Y3": 0.6228, "X4": 0.63208, "Y4": 0.6238, "page": 0}, {"Word": "Green Bay", "Confidence": 0.988, "X1": 0.27493, "Y1": 0.6282, "X2": 0.36523, "Y2": 0.628, "X3": 0.36523, "Y3": 0.6438, "X4": 0.27493, "Y4": 0.6428, "page": 0}, {"Word": "350", "Confidence": 0.998, "X1": 0.51887, "Y1": 0.6272, "X2": 0.5566, "Y2": 0.627, "X3": 0.55526, "Y3": 0.6418, "X4": 0.51887, "Y4": 0.6418, "page": 0}, {"Word": "21,000", "Confidence": 0.854, "X1": 0.63477, "Y1": 0.6272, "X2": 0.69542, "Y2": 0.627, "X3": 0.69542, "Y3": 0.6418, "X4": 0.63342, "Y4": 0.6418, "page": 0}, {"Word": "Minneapolis", "Confidence": 0.622, "X1": 0.27493, "Y1": 0.6462, "X2": 0.37871, "Y2": 0.646, "X3": 0.37871, "Y3": 0.6618, "X4": 0.27493, "Y4": 0.6618, "page": 0}, {"Word": "85", "Confidence": 0.997, "X1": 0.531, "Y1": 0.6452, "X2": 0.55526, "Y2": 0.645, "X3": 0.55526, "Y3": 0.6588, "X4": 0.531, "Y4": 0.6588, "page": 0}, {"Word": "5,100", "Confidence": 0.982, "X1": 0.64151, "Y1": 0.6452, "X2": 0.69003, "Y2": 0.645, "X3": 0.69003, "Y3": 0.6598, "X4": 0.64151, "Y4": 0.6608, "page": 0}, {"Word": "Milwaukee", "Confidence": 0.994, "X1": 0.27358, "Y1": 0.6642, "X2": 0.37062, "Y2": 0.664, "X3": 0.37062, "Y3": 0.6798, "X4": 0.27358, "Y4": 0.6808, "page": 0}, {"Word": "1,330", "Confidence": 0.995, "X1": 0.50809, "Y1": 0.6642, "X2": 0.5566, "Y2": 0.664, "X3": 0.5566, "Y3": 0.6798, "X4": 0.50809, "Y4": 0.6798, "page": 0}, {"Word": "79,800", "Confidence": 0.991, "X1": 0.63477, "Y1": 0.6642, "X2": 0.69407, "Y2": 0.664, "X3": 0.69407, "Y3": 0.6798, "X4": 0.63342, "Y4": 0.6788, "page": 0}, {"Word": "123,900", "Confidence": 0.993, "X1": 0.62534, "Y1": 0.6832, "X2": 0.69407, "Y2": 0.683, "X3": 0.69407, "Y3": 0.6978, "X4": 0.62534, "Y4": 0.6988, "page": 0}, {"Word": "Denver", "Confidence": 0.994, "X1": 0.27493, "Y1": 0.6842, "X2": 0.33827, "Y2": 0.684, "X3": 0.33962, "Y3": 0.6988, "X4": 0.27493, "Y4": 0.6988, "page": 0}, {"Word": "2,065", "Confidence": 0.982, "X1": 0.50404, "Y1": 0.6832, "X2": 0.55526, "Y2": 0.683, "X3": 0.55526, "Y3": 0.6988, "X4": 0.50404, "Y4": 0.6998, "page": 0}, {"Word": "Hawaii", "Confidence": 0.985, "X1": 0.27493, "Y1": 0.7022, "X2": 0.33962, "Y2": 0.702, "X3": 0.33962, "Y3": 0.7168, "X4": 0.27493, "Y4": 0.7168, "page": 0}, {"Word": "75", "Confidence": 0.997, "X1": 0.531, "Y1": 0.7022, "X2": 0.55526, "Y2": 0.702, "X3": 0.5566, "Y3": 0.7158, "X4": 0.531, "Y4": 0.7158, "page": 0}, {"Word": "4,500", "Confidence": 0.997, "X1": 0.64555, "Y1": 0.7022, "X2": 0.69272, "Y2": 0.702, "X3": 0.69272, "Y3": 0.7168, "X4": 0.64555, "Y4": 0.7178, "page": 0}, {"Word": "Military", "Confidence": 0.994, "X1": 0.27493, "Y1": 0.7222, "X2": 0.34232, "Y2": 0.722, "X3": 0.34232, "Y3": 0.7368, "X4": 0.27493, "Y4": 0.7358, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.7212, "X2": 0.55256, "Y2": 0.721, "X3": 0.55256, "Y3": 0.7348, "X4": 0.52426, "Y4": 0.7348, "page": 0}, {"Word": "6,000", "Confidence": 0.994, "X1": 0.64555, "Y1": 0.7212, "X2": 0.69137, "Y2": 0.721, "X3": 0.69137, "Y3": 0.7348, "X4": 0.64555, "Y4": 0.7358, "page": 0}, {"Word": "Reserve", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.7402, "X2": 0.34636, "Y2": 0.74, "X3": 0.34636, "Y3": 0.7558, "X4": 0.27493, "Y4": 0.7558, "page": 0}, {"Word": "1.500", "Confidence": 0.849, "X1": 0.49326, "Y1": 0.7402, "X2": 0.55526, "Y2": 0.74, "X3": 0.55526, "Y3": 0.7548, "X4": 0.49461, "Y4": 0.7578, "page": 0}, {"Word": "90.000", "Confidence": 0.797, "X1": 0.63208, "Y1": 0.7392, "X2": 0.69407, "Y2": 0.739, "X3": 0.69407, "Y3": 0.7548, "X4": 0.63208, "Y4": 0.7548, "page": 0}, {"Word": "27 Markets", "Confidence": 0.997, "X1": 0.27493, "Y1": 0.7782, "X2": 0.37466, "Y2": 0.778, "X3": 0.37466, "Y3": 0.7938, "X4": 0.27493, "Y4": 0.7928, "page": 0}, {"Word": "50,000", "Confidence": 0.972, "X1": 0.49596, "Y1": 0.7772, "X2": 0.5566, "Y2": 0.777, "X3": 0.5566, "Y3": 0.7918, "X4": 0.49596, "Y4": 0.7918, "page": 0}, {"Word": "3,000,000", "Confidence": 0.991, "X1": 0.60512, "Y1": 0.7752, "X2": 0.69542, "Y2": 0.775, "X3": 0.69677, "Y3": 0.7928, "X4": 0.60512, "Y4": 0.7928, "page": 0}, {"Word": "51971 1381", "Confidence": 0.993, "X1": 0.94609, "Y1": 0.9602, "X2": 0.95013, "Y2": 0.96, "X3": 0.92857, "Y3": 0.9608, "X4": 0.92453, "Y4": 0.8618, "page": 0}], "words_data": [{"Word": "Attachment", "Confidence": 0.995, "X1": 0.43396, "Y1": 0.0632, "X2": 0.52695, "Y2": 0.063, "X3": 0.52695, "Y3": 0.0808, "X4": 0.43261, "Y4": 0.0818, "page": 0, "Index": 0}, {"Word": "I", "Confidence": 0.802, "X1": 0.531, "Y1": 0.0632, "X2": 0.54582, "Y2": 0.063, "X3": 0.54582, "Y3": 0.0808, "X4": 0.53235, "Y4": 0.0808, "page": 0, "Index": 1}, {"Word": "Key", "Confidence": 0.997, "X1": 0.38949, "Y1": 0.1202, "X2": 0.42183, "Y2": 0.12, "X3": 0.42049, "Y3": 0.1378, "X4": 0.38814, "Y4": 0.1388, "page": 0, "Index": 2}, {"Word": "Market", "Confidence": 0.994, "X1": 0.42588, "Y1": 0.1202, "X2": 0.48922, "Y2": 0.12, "X3": 0.48922, "Y3": 0.1368, "X4": 0.42588, "Y4": 0.1378, "page": 0, "Index": 3}, {"Word": "Allocations", "Confidence": 0.994, "X1": 0.49461, "Y1": 0.1202, "X2": 0.5903, "Y2": 0.12, "X3": 0.5903, "Y3": 0.1378, "X4": 0.49461, "Y4": 0.1368, "page": 0, "Index": 4}, {"Word": "Market", "Confidence": 0.955, "X1": 0.27089, "Y1": 0.1942, "X2": 0.33693, "Y2": 0.194, "X3": 0.33693, "Y3": 0.2118, "X4": 0.27224, "Y4": 0.2128, "page": 0, "Index": 5}, {"Word": "#", "Confidence": 0.981, "X1": 0.48787, "Y1": 0.1952, "X2": 0.49865, "Y2": 0.195, "X3": 0.49865, "Y3": 0.2118, "X4": 0.48787, "Y4": 0.2118, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.5027, "Y1": 0.1952, "X2": 0.52022, "Y2": 0.195, "X3": 0.52022, "Y3": 0.2118, "X4": 0.5027, "Y4": 0.2118, "page": 0, "Index": 7}, {"Word": "Kits", "Confidence": 0.982, "X1": 0.52426, "Y1": 0.1942, "X2": 0.56334, "Y2": 0.194, "X3": 0.56334, "Y3": 0.2128, "X4": 0.52426, "Y4": 0.2118, "page": 0, "Index": 8}, {"Word": "#", "Confidence": 0.996, "X1": 0.60916, "Y1": 0.1952, "X2": 0.61995, "Y2": 0.195, "X3": 0.61995, "Y3": 0.2118, "X4": 0.60916, "Y4": 0.2118, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.998, "X1": 0.62399, "Y1": 0.1952, "X2": 0.64286, "Y2": 0.195, "X3": 0.64151, "Y3": 0.2118, "X4": 0.62399, "Y4": 0.2118, "page": 0, "Index": 10}, {"Word": "Deals", "Confidence": 0.997, "X1": 0.6469, "Y1": 0.1952, "X2": 0.69811, "Y2": 0.195, "X3": 0.69811, "Y3": 0.2118, "X4": 0.6469, "Y4": 0.2118, "page": 0, "Index": 11}, {"Word": "2,060", "Confidence": 0.967, "X1": 0.5027, "Y1": 0.2322, "X2": 0.55121, "Y2": 0.232, "X3": 0.55121, "Y3": 0.2468, "X4": 0.50404, "Y4": 0.2478, "page": 0, "Index": 12}, {"Word": "Buffalo", "Confidence": 0.996, "X1": 0.27358, "Y1": 0.2342, "X2": 0.33558, "Y2": 0.234, "X3": 0.33558, "Y3": 0.2488, "X4": 0.27224, "Y4": 0.2478, "page": 0, "Index": 13}, {"Word": "123,600", "Confidence": 0.993, "X1": 0.62129, "Y1": 0.2332, "X2": 0.69003, "Y2": 0.233, "X3": 0.69003, "Y3": 0.2488, "X4": 0.62129, "Y4": 0.2478, "page": 0, "Index": 14}, {"Word": "3,450", "Confidence": 0.993, "X1": 0.5027, "Y1": 0.2522, "X2": 0.55121, "Y2": 0.252, "X3": 0.55121, "Y3": 0.2668, "X4": 0.50404, "Y4": 0.2678, "page": 0, "Index": 15}, {"Word": "207,000", "Confidence": 0.991, "X1": 0.62264, "Y1": 0.2512, "X2": 0.68868, "Y2": 0.251, "X3": 0.68868, "Y3": 0.2668, "X4": 0.62264, "Y4": 0.2668, "page": 0, "Index": 16}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.2532, "X2": 0.37736, "Y2": 0.253, "X3": 0.37601, "Y3": 0.2698, "X4": 0.27358, "Y4": 0.2678, "page": 0, "Index": 17}, {"Word": "Harrisburg", "Confidence": 0.994, "X1": 0.27358, "Y1": 0.2712, "X2": 0.36523, "Y2": 0.271, "X3": 0.36523, "Y3": 0.2868, "X4": 0.27224, "Y4": 0.2868, "page": 0, "Index": 18}, {"Word": "2,320", "Confidence": 0.981, "X1": 0.50404, "Y1": 0.2712, "X2": 0.55121, "Y2": 0.271, "X3": 0.55121, "Y3": 0.2858, "X4": 0.50404, "Y4": 0.2858, "page": 0, "Index": 19}, {"Word": "139,200", "Confidence": 0.993, "X1": 0.62534, "Y1": 0.2692, "X2": 0.69003, "Y2": 0.269, "X3": 0.69003, "Y3": 0.2848, "X4": 0.62399, "Y4": 0.2868, "page": 0, "Index": 20}, {"Word": "Washington,", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.2892, "X2": 0.37736, "Y2": 0.289, "X3": 0.37601, "Y3": 0.3058, "X4": 0.27493, "Y4": 0.3048, "page": 0, "Index": 21}, {"Word": "DC", "Confidence": 0.998, "X1": 0.3814, "Y1": 0.2892, "X2": 0.40836, "Y2": 0.289, "X3": 0.40836, "Y3": 0.3048, "X4": 0.38005, "Y4": 0.3058, "page": 0, "Index": 22}, {"Word": "1,280", "Confidence": 0.991, "X1": 0.50404, "Y1": 0.2882, "X2": 0.55121, "Y2": 0.288, "X3": 0.55121, "Y3": 0.3028, "X4": 0.50404, "Y4": 0.3038, "page": 0, "Index": 23}, {"Word": "76,800", "Confidence": 0.971, "X1": 0.63208, "Y1": 0.2872, "X2": 0.68868, "Y2": 0.287, "X3": 0.68868, "Y3": 0.3028, "X4": 0.63208, "Y4": 0.3028, "page": 0, "Index": 24}, {"Word": "Richmond", "Confidence": 0.996, "X1": 0.27358, "Y1": 0.3092, "X2": 0.35984, "Y2": 0.309, "X3": 0.35984, "Y3": 0.3238, "X4": 0.27224, "Y4": 0.3238, "page": 0, "Index": 25}, {"Word": "2,975", "Confidence": 0.933, "X1": 0.50404, "Y1": 0.3072, "X2": 0.55121, "Y2": 0.307, "X3": 0.55121, "Y3": 0.3218, "X4": 0.50539, "Y4": 0.3228, "page": 0, "Index": 26}, {"Word": "178,500", "Confidence": 0.991, "X1": 0.62399, "Y1": 0.3072, "X2": 0.69003, "Y2": 0.307, "X3": 0.68868, "Y3": 0.3218, "X4": 0.62399, "Y4": 0.3228, "page": 0, "Index": 27}, {"Word": "Raleigh-Durham", "Confidence": 0.991, "X1": 0.27224, "Y1": 0.3262, "X2": 0.40701, "Y2": 0.326, "X3": 0.40701, "Y3": 0.3438, "X4": 0.27224, "Y4": 0.3428, "page": 0, "Index": 28}, {"Word": "2,135", "Confidence": 0.993, "X1": 0.5027, "Y1": 0.3262, "X2": 0.55121, "Y2": 0.326, "X3": 0.55121, "Y3": 0.3418, "X4": 0.50404, "Y4": 0.3428, "page": 0, "Index": 29}, {"Word": "128,100", "Confidence": 0.973, "X1": 0.62534, "Y1": 0.3252, "X2": 0.68868, "Y2": 0.325, "X3": 0.68868, "Y3": 0.3408, "X4": 0.62534, "Y4": 0.3408, "page": 0, "Index": 30}, {"Word": "Charlotte", "Confidence": 0.898, "X1": 0.27628, "Y1": 0.3462, "X2": 0.35445, "Y2": 0.346, "X3": 0.35445, "Y3": 0.3628, "X4": 0.27493, "Y4": 0.3608, "page": 0, "Index": 31}, {"Word": "3,075", "Confidence": 0.991, "X1": 0.5027, "Y1": 0.3442, "X2": 0.54987, "Y2": 0.344, "X3": 0.55121, "Y3": 0.3608, "X4": 0.50404, "Y4": 0.3618, "page": 0, "Index": 32}, {"Word": "184,500", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.3442, "X2": 0.68868, "Y2": 0.344, "X3": 0.69003, "Y3": 0.3598, "X4": 0.62534, "Y4": 0.3608, "page": 0, "Index": 33}, {"Word": "156,900", "Confidence": 0.994, "X1": 0.62534, "Y1": 0.3632, "X2": 0.69003, "Y2": 0.363, "X3": 0.69003, "Y3": 0.3778, "X4": 0.62534, "Y4": 0.3788, "page": 0, "Index": 34}, {"Word": "Atlanta", "Confidence": 0.996, "X1": 0.27493, "Y1": 0.3642, "X2": 0.33558, "Y2": 0.364, "X3": 0.33558, "Y3": 0.3808, "X4": 0.27493, "Y4": 0.3798, "page": 0, "Index": 35}, {"Word": "2,615", "Confidence": 0.955, "X1": 0.5027, "Y1": 0.3642, "X2": 0.55121, "Y2": 0.364, "X3": 0.55256, "Y3": 0.3788, "X4": 0.50404, "Y4": 0.3798, "page": 0, "Index": 36}, {"Word": "2,275", "Confidence": 0.981, "X1": 0.5027, "Y1": 0.3822, "X2": 0.55121, "Y2": 0.382, "X3": 0.55121, "Y3": 0.3978, "X4": 0.50404, "Y4": 0.3988, "page": 0, "Index": 37}, {"Word": "136,500", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.3832, "X2": 0.68868, "Y2": 0.383, "X3": 0.68868, "Y3": 0.3968, "X4": 0.62534, "Y4": 0.3968, "page": 0, "Index": 38}, {"Word": "Orlando", "Confidence": 0.992, "X1": 0.27493, "Y1": 0.3842, "X2": 0.34232, "Y2": 0.384, "X3": 0.34232, "Y3": 0.3988, "X4": 0.27358, "Y4": 0.3988, "page": 0, "Index": 39}, {"Word": "1,070", "Confidence": 0.97, "X1": 0.50539, "Y1": 0.4012, "X2": 0.55256, "Y2": 0.401, "X3": 0.55391, "Y3": 0.4168, "X4": 0.50539, "Y4": 0.4178, "page": 0, "Index": 40}, {"Word": "64,200", "Confidence": 0.886, "X1": 0.63073, "Y1": 0.4002, "X2": 0.69003, "Y2": 0.4, "X3": 0.69003, "Y3": 0.4148, "X4": 0.63208, "Y4": 0.4158, "page": 0, "Index": 41}, {"Word": "St.", "Confidence": 0.998, "X1": 0.27628, "Y1": 0.4022, "X2": 0.2965, "Y2": 0.402, "X3": 0.2965, "Y3": 0.4188, "X4": 0.27493, "Y4": 0.4188, "page": 0, "Index": 42}, {"Word": "Louis", "Confidence": 0.997, "X1": 0.30054, "Y1": 0.4022, "X2": 0.35175, "Y2": 0.402, "X3": 0.35175, "Y3": 0.4188, "X4": 0.30054, "Y4": 0.4188, "page": 0, "Index": 43}, {"Word": "Memphis", "Confidence": 0.995, "X1": 0.27628, "Y1": 0.4212, "X2": 0.3558, "Y2": 0.421, "X3": 0.3558, "Y3": 0.4378, "X4": 0.27493, "Y4": 0.4368, "page": 0, "Index": 44}, {"Word": "2,140", "Confidence": 0.992, "X1": 0.50404, "Y1": 0.4202, "X2": 0.55256, "Y2": 0.42, "X3": 0.55391, "Y3": 0.4348, "X4": 0.50539, "Y4": 0.4368, "page": 0, "Index": 45}, {"Word": "128,400", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.4202, "X2": 0.69003, "Y2": 0.42, "X3": 0.69137, "Y3": 0.4348, "X4": 0.62534, "Y4": 0.4358, "page": 0, "Index": 46}, {"Word": "Pittsburgh", "Confidence": 0.992, "X1": 0.27358, "Y1": 0.4402, "X2": 0.36119, "Y2": 0.44, "X3": 0.35984, "Y3": 0.4578, "X4": 0.27358, "Y4": 0.4558, "page": 0, "Index": 47}, {"Word": "765", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.4392, "X2": 0.54987, "Y2": 0.439, "X3": 0.55121, "Y3": 0.4518, "X4": 0.52156, "Y4": 0.4528, "page": 0, "Index": 48}, {"Word": "45,900", "Confidence": 0.994, "X1": 0.63342, "Y1": 0.4392, "X2": 0.69003, "Y2": 0.439, "X3": 0.69003, "Y3": 0.4538, "X4": 0.63208, "Y4": 0.4548, "page": 0, "Index": 49}, {"Word": "Cleveland", "Confidence": 0.995, "X1": 0.27493, "Y1": 0.4592, "X2": 0.35849, "Y2": 0.459, "X3": 0.35714, "Y3": 0.4748, "X4": 0.27493, "Y4": 0.4738, "page": 0, "Index": 50}, {"Word": "2,285", "Confidence": 0.994, "X1": 0.50539, "Y1": 0.4572, "X2": 0.55256, "Y2": 0.457, "X3": 0.55391, "Y3": 0.4718, "X4": 0.50674, "Y4": 0.4738, "page": 0, "Index": 51}, {"Word": "137,100", "Confidence": 0.996, "X1": 0.62534, "Y1": 0.4582, "X2": 0.69003, "Y2": 0.458, "X3": 0.69003, "Y3": 0.4728, "X4": 0.62534, "Y4": 0.4718, "page": 0, "Index": 52}, {"Word": "Columbus", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.4782, "X2": 0.36119, "Y2": 0.478, "X3": 0.36119, "Y3": 0.4928, "X4": 0.27493, "Y4": 0.4928, "page": 0, "Index": 53}, {"Word": "1.820", "Confidence": 0.658, "X1": 0.50539, "Y1": 0.4772, "X2": 0.55121, "Y2": 0.477, "X3": 0.55121, "Y3": 0.4908, "X4": 0.50674, "Y4": 0.4908, "page": 0, "Index": 54}, {"Word": "109,200", "Confidence": 0.995, "X1": 0.62668, "Y1": 0.4772, "X2": 0.69003, "Y2": 0.477, "X3": 0.69003, "Y3": 0.4908, "X4": 0.62534, "Y4": 0.4908, "page": 0, "Index": 55}, {"Word": "Cincinnati", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.4952, "X2": 0.36119, "Y2": 0.495, "X3": 0.36119, "Y3": 0.5128, "X4": 0.27628, "Y4": 0.5128, "page": 0, "Index": 56}, {"Word": "2,570", "Confidence": 0.809, "X1": 0.50404, "Y1": 0.4972, "X2": 0.55256, "Y2": 0.497, "X3": 0.55256, "Y3": 0.5108, "X4": 0.50539, "Y4": 0.5108, "page": 0, "Index": 57}, {"Word": "154,200", "Confidence": 0.994, "X1": 0.62534, "Y1": 0.4962, "X2": 0.69003, "Y2": 0.496, "X3": 0.69137, "Y3": 0.5108, "X4": 0.62534, "Y4": 0.5108, "page": 0, "Index": 58}, {"Word": "Detroit", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.5152, "X2": 0.33962, "Y2": 0.515, "X3": 0.33827, "Y3": 0.5288, "X4": 0.27493, "Y4": 0.5298, "page": 0, "Index": 59}, {"Word": "3,045", "Confidence": 0.981, "X1": 0.50404, "Y1": 0.5142, "X2": 0.55391, "Y2": 0.514, "X3": 0.55391, "Y3": 0.5288, "X4": 0.50539, "Y4": 0.5298, "page": 0, "Index": 60}, {"Word": "182,700", "Confidence": 0.994, "X1": 0.62803, "Y1": 0.5142, "X2": 0.69003, "Y2": 0.514, "X3": 0.69003, "Y3": 0.5288, "X4": 0.62803, "Y4": 0.5298, "page": 0, "Index": 61}, {"Word": "1,810", "Confidence": 0.941, "X1": 0.50539, "Y1": 0.5332, "X2": 0.55121, "Y2": 0.533, "X3": 0.55121, "Y3": 0.5468, "X4": 0.50674, "Y4": 0.5478, "page": 0, "Index": 62}, {"Word": "108,600", "Confidence": 0.993, "X1": 0.62668, "Y1": 0.5332, "X2": 0.69003, "Y2": 0.533, "X3": 0.69003, "Y3": 0.5478, "X4": 0.62534, "Y4": 0.5478, "page": 0, "Index": 63}, {"Word": "Grand", "Confidence": 0.995, "X1": 0.27628, "Y1": 0.5332, "X2": 0.3248, "Y2": 0.533, "X3": 0.3248, "Y3": 0.5488, "X4": 0.27628, "Y4": 0.5488, "page": 0, "Index": 64}, {"Word": "Rapids", "Confidence": 0.997, "X1": 0.32884, "Y1": 0.5332, "X2": 0.39084, "Y2": 0.533, "X3": 0.39218, "Y3": 0.5508, "X4": 0.32884, "Y4": 0.5488, "page": 0, "Index": 65}, {"Word": "Toledo", "Confidence": 0.997, "X1": 0.27628, "Y1": 0.5522, "X2": 0.33558, "Y2": 0.552, "X3": 0.33558, "Y3": 0.5668, "X4": 0.27628, "Y4": 0.5668, "page": 0, "Index": 66}, {"Word": "1,515", "Confidence": 0.679, "X1": 0.50674, "Y1": 0.5522, "X2": 0.55256, "Y2": 0.552, "X3": 0.55256, "Y3": 0.5658, "X4": 0.50674, "Y4": 0.5668, "page": 0, "Index": 67}, {"Word": "90,900", "Confidence": 0.991, "X1": 0.63342, "Y1": 0.5522, "X2": 0.69137, "Y2": 0.552, "X3": 0.69137, "Y3": 0.5668, "X4": 0.63342, "Y4": 0.5668, "page": 0, "Index": 68}, {"Word": "Lexington", "Confidence": 0.981, "X1": 0.27628, "Y1": 0.5722, "X2": 0.36119, "Y2": 0.572, "X3": 0.35984, "Y3": 0.5878, "X4": 0.27493, "Y4": 0.5868, "page": 0, "Index": 69}, {"Word": "1,145", "Confidence": 0.894, "X1": 0.50539, "Y1": 0.5702, "X2": 0.55391, "Y2": 0.57, "X3": 0.55391, "Y3": 0.5848, "X4": 0.50674, "Y4": 0.5858, "page": 0, "Index": 70}, {"Word": "68,700", "Confidence": 0.993, "X1": 0.63477, "Y1": 0.5712, "X2": 0.69137, "Y2": 0.571, "X3": 0.69137, "Y3": 0.5848, "X4": 0.63477, "Y4": 0.5858, "page": 0, "Index": 71}, {"Word": "Chicago", "Confidence": 0.994, "X1": 0.27763, "Y1": 0.5912, "X2": 0.34501, "Y2": 0.591, "X3": 0.34501, "Y3": 0.6068, "X4": 0.27763, "Y4": 0.6058, "page": 0, "Index": 72}, {"Word": "2,785", "Confidence": 0.993, "X1": 0.50539, "Y1": 0.5892, "X2": 0.55256, "Y2": 0.589, "X3": 0.55391, "Y3": 0.6038, "X4": 0.50674, "Y4": 0.6058, "page": 0, "Index": 73}, {"Word": "167,100", "Confidence": 0.994, "X1": 0.62803, "Y1": 0.5892, "X2": 0.69137, "Y2": 0.589, "X3": 0.69137, "Y3": 0.6048, "X4": 0.62803, "Y4": 0.6058, "page": 0, "Index": 74}, {"Word": "Peoria", "Confidence": 0.995, "X1": 0.27493, "Y1": 0.6082, "X2": 0.32884, "Y2": 0.608, "X3": 0.33019, "Y3": 0.6238, "X4": 0.27493, "Y4": 0.6238, "page": 0, "Index": 75}, {"Word": "1,360", "Confidence": 0.901, "X1": 0.50539, "Y1": 0.6082, "X2": 0.55391, "Y2": 0.608, "X3": 0.55391, "Y3": 0.6228, "X4": 0.50674, "Y4": 0.6238, "page": 0, "Index": 76}, {"Word": "81,600", "Confidence": 0.954, "X1": 0.63342, "Y1": 0.6082, "X2": 0.69137, "Y2": 0.608, "X3": 0.69137, "Y3": 0.6228, "X4": 0.63342, "Y4": 0.6238, "page": 0, "Index": 77}, {"Word": "Green", "Confidence": 0.985, "X1": 0.27628, "Y1": 0.6292, "X2": 0.3248, "Y2": 0.629, "X3": 0.3248, "Y3": 0.6438, "X4": 0.27628, "Y4": 0.6438, "page": 0, "Index": 78}, {"Word": "Bay", "Confidence": 0.991, "X1": 0.32884, "Y1": 0.6292, "X2": 0.36523, "Y2": 0.629, "X3": 0.36523, "Y3": 0.6448, "X4": 0.32884, "Y4": 0.6438, "page": 0, "Index": 79}, {"Word": "350", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.6272, "X2": 0.55256, "Y2": 0.627, "X3": 0.55256, "Y3": 0.6418, "X4": 0.52156, "Y4": 0.6418, "page": 0, "Index": 80}, {"Word": "21,000", "Confidence": 0.854, "X1": 0.63477, "Y1": 0.6272, "X2": 0.69272, "Y2": 0.627, "X3": 0.69272, "Y3": 0.6418, "X4": 0.63477, "Y4": 0.6418, "page": 0, "Index": 81}, {"Word": "Minneapolis", "Confidence": 0.622, "X1": 0.27628, "Y1": 0.6472, "X2": 0.38005, "Y2": 0.647, "X3": 0.38005, "Y3": 0.6628, "X4": 0.27493, "Y4": 0.6618, "page": 0, "Index": 82}, {"Word": "85", "Confidence": 0.997, "X1": 0.53369, "Y1": 0.6452, "X2": 0.55256, "Y2": 0.645, "X3": 0.55391, "Y3": 0.6588, "X4": 0.53369, "Y4": 0.6588, "page": 0, "Index": 83}, {"Word": "5,100", "Confidence": 0.982, "X1": 0.64286, "Y1": 0.6452, "X2": 0.68868, "Y2": 0.645, "X3": 0.68868, "Y3": 0.6608, "X4": 0.64286, "Y4": 0.6608, "page": 0, "Index": 84}, {"Word": "Milwaukee", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.6652, "X2": 0.36927, "Y2": 0.665, "X3": 0.36927, "Y3": 0.6808, "X4": 0.27493, "Y4": 0.6808, "page": 0, "Index": 85}, {"Word": "1,330", "Confidence": 0.995, "X1": 0.50809, "Y1": 0.6642, "X2": 0.55256, "Y2": 0.664, "X3": 0.55391, "Y3": 0.6798, "X4": 0.50809, "Y4": 0.6798, "page": 0, "Index": 86}, {"Word": "79,800", "Confidence": 0.991, "X1": 0.63477, "Y1": 0.6642, "X2": 0.69272, "Y2": 0.664, "X3": 0.69272, "Y3": 0.6798, "X4": 0.63477, "Y4": 0.6788, "page": 0, "Index": 87}, {"Word": "Denver", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.6842, "X2": 0.33827, "Y2": 0.684, "X3": 0.33962, "Y3": 0.6998, "X4": 0.27493, "Y4": 0.6998, "page": 0, "Index": 88}, {"Word": "2,065", "Confidence": 0.982, "X1": 0.50539, "Y1": 0.6832, "X2": 0.55391, "Y2": 0.683, "X3": 0.55391, "Y3": 0.6988, "X4": 0.50674, "Y4": 0.6998, "page": 0, "Index": 89}, {"Word": "123,900", "Confidence": 0.993, "X1": 0.62803, "Y1": 0.6832, "X2": 0.69272, "Y2": 0.683, "X3": 0.69137, "Y3": 0.6988, "X4": 0.62668, "Y4": 0.6978, "page": 0, "Index": 90}, {"Word": "Hawaii", "Confidence": 0.985, "X1": 0.27628, "Y1": 0.7032, "X2": 0.33962, "Y2": 0.703, "X3": 0.33962, "Y3": 0.7178, "X4": 0.27628, "Y4": 0.7178, "page": 0, "Index": 91}, {"Word": "75", "Confidence": 0.997, "X1": 0.53369, "Y1": 0.7022, "X2": 0.55391, "Y2": 0.702, "X3": 0.55391, "Y3": 0.7158, "X4": 0.53369, "Y4": 0.7158, "page": 0, "Index": 92}, {"Word": "4,500", "Confidence": 0.997, "X1": 0.64555, "Y1": 0.7022, "X2": 0.69137, "Y2": 0.702, "X3": 0.69137, "Y3": 0.7178, "X4": 0.64555, "Y4": 0.7178, "page": 0, "Index": 93}, {"Word": "Military", "Confidence": 0.994, "X1": 0.27628, "Y1": 0.7222, "X2": 0.34367, "Y2": 0.722, "X3": 0.34232, "Y3": 0.7378, "X4": 0.27628, "Y4": 0.7368, "page": 0, "Index": 94}, {"Word": "100", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.7212, "X2": 0.55256, "Y2": 0.721, "X3": 0.55256, "Y3": 0.7348, "X4": 0.52426, "Y4": 0.7348, "page": 0, "Index": 95}, {"Word": "6,000", "Confidence": 0.994, "X1": 0.64555, "Y1": 0.7212, "X2": 0.69137, "Y2": 0.721, "X3": 0.69137, "Y3": 0.7348, "X4": 0.64555, "Y4": 0.7358, "page": 0, "Index": 96}, {"Word": "Reserve", "Confidence": 0.991, "X1": 0.27763, "Y1": 0.7412, "X2": 0.34501, "Y2": 0.741, "X3": 0.34501, "Y3": 0.7558, "X4": 0.27628, "Y4": 0.7558, "page": 0, "Index": 97}, {"Word": "1.500", "Confidence": 0.849, "X1": 0.5027, "Y1": 0.7402, "X2": 0.55391, "Y2": 0.74, "X3": 0.55526, "Y3": 0.7558, "X4": 0.50404, "Y4": 0.7578, "page": 0, "Index": 98}, {"Word": "90.000", "Confidence": 0.797, "X1": 0.63477, "Y1": 0.7392, "X2": 0.69137, "Y2": 0.739, "X3": 0.69137, "Y3": 0.7558, "X4": 0.63342, "Y4": 0.7548, "page": 0, "Index": 99}, {"Word": "27", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.7772, "X2": 0.2965, "Y2": 0.777, "X3": 0.2965, "Y3": 0.7928, "X4": 0.27628, "Y4": 0.7928, "page": 0, "Index": 100}, {"Word": "Markets", "Confidence": 0.996, "X1": 0.30054, "Y1": 0.7782, "X2": 0.37466, "Y2": 0.778, "X3": 0.37332, "Y3": 0.7938, "X4": 0.30054, "Y4": 0.7928, "page": 0, "Index": 101}, {"Word": "50,000", "Confidence": 0.972, "X1": 0.4973, "Y1": 0.7772, "X2": 0.55526, "Y2": 0.777, "X3": 0.55526, "Y3": 0.7918, "X4": 0.4973, "Y4": 0.7918, "page": 0, "Index": 102}, {"Word": "3,000,000", "Confidence": 0.991, "X1": 0.60782, "Y1": 0.7762, "X2": 0.69407, "Y2": 0.776, "X3": 0.69407, "Y3": 0.7928, "X4": 0.60782, "Y4": 0.7938, "page": 0, "Index": 103}, {"Word": "51971", "Confidence": 0.995, "X1": 0.94609, "Y1": 0.9092, "X2": 0.94744, "Y2": 0.909, "X3": 0.92588, "Y3": 0.9108, "X4": 0.92453, "Y4": 0.8628, "page": 0, "Index": 104}, {"Word": "1381", "Confidence": 0.991, "X1": 0.94744, "Y1": 0.9582, "X2": 0.95013, "Y2": 0.958, "X3": 0.92992, "Y3": 0.9588, "X4": 0.92722, "Y4": 0.9208, "page": 0, "Index": 105}]}
|
"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"
|
ffmy0088
| 3 |
{"lines_data": [{"Word": "Marlboro Menthol Lights", "Confidence": 0.996, "X1": 0.02965, "Y1": 0.0362, "X2": 0.94205, "Y2": 0.036, "X3": 0.93935, "Y3": 0.1318, "X4": 0.02965, "Y4": 0.1178, "page": 0}, {"Word": "Now In Soft Pack", "Confidence": 0.9935, "X1": 0.27628, "Y1": 0.1222, "X2": 0.69272, "Y2": 0.122, "X3": 0.69407, "Y3": 0.1778, "X4": 0.27628, "Y4": 0.1778, "page": 0}, {"Word": "Introductory Highlights", "Confidence": 0.9605, "X1": 0.07412, "Y1": 0.2602, "X2": 0.63881, "Y2": 0.26, "X3": 0.63747, "Y3": 0.2928, "X4": 0.07412, "Y4": 0.2878, "page": 0}, {"Word": "\u00b7Two packings - Kings and 100s", "Confidence": 0.84383, "X1": 0.13747, "Y1": 0.3132, "X2": 0.58356, "Y2": 0.313, "X3": 0.58356, "Y3": 0.3468, "X4": 0.13747, "Y4": 0.3488, "page": 0}, {"Word": "\u00b7 Introductory allowance of $6 per 6M case", "Confidence": 0.89037, "X1": 0.13477, "Y1": 0.3622, "X2": 0.72237, "Y2": 0.362, "X3": 0.72237, "Y3": 0.3908, "X4": 0.13477, "Y4": 0.3878, "page": 0}, {"Word": "through 1/12/96", "Confidence": 0.997, "X1": 0.15633, "Y1": 0.3872, "X2": 0.37736, "Y2": 0.387, "X3": 0.37736, "Y3": 0.4168, "X4": 0.15633, "Y4": 0.4168, "page": 0}, {"Word": "\u00b7 Rapid distribution allowance of $6 per 6M case", "Confidence": 0.90267, "X1": 0.13073, "Y1": 0.4382, "X2": 0.80189, "Y2": 0.438, "X3": 0.80189, "Y3": 0.4668, "X4": 0.13073, "Y4": 0.4638, "page": 0}, {"Word": "through 1/19/96", "Confidence": 0.997, "X1": 0.15633, "Y1": 0.4652, "X2": 0.37871, "Y2": 0.465, "X3": 0.37871, "Y3": 0.4948, "X4": 0.15633, "Y4": 0.4958, "page": 0}, {"Word": "\u00b7 Retail promotional support", "Confidence": 0.8345, "X1": 0.13342, "Y1": 0.5142, "X2": 0.54313, "Y2": 0.514, "X3": 0.54178, "Y3": 0.5438, "X4": 0.13342, "Y4": 0.5398, "page": 0}, {"Word": "Marlboro Menthol Lights Soft Pack", "Confidence": 0.994, "X1": 0.07412, "Y1": 0.6002, "X2": 0.91105, "Y2": 0.6, "X3": 0.91105, "Y3": 0.6318, "X4": 0.07412, "Y4": 0.6278, "page": 0}, {"Word": "\u00b7 Increased profits with allowance programs", "Confidence": 0.88533, "X1": 0.13208, "Y1": 0.6562, "X2": 0.72911, "Y2": 0.656, "X3": 0.72911, "Y3": 0.6898, "X4": 0.13208, "Y4": 0.6858, "page": 0}, {"Word": "\u00b7 Improved Wholesale Masters earnings potential by", "Confidence": 0.93429, "X1": 0.12668, "Y1": 0.7032, "X2": 0.84367, "Y2": 0.703, "X3": 0.84367, "Y3": 0.7308, "X4": 0.12534, "Y4": 0.7278, "page": 0}, {"Word": "increasing premium category", "Confidence": 0.988, "X1": 0.15229, "Y1": 0.7322, "X2": 0.55256, "Y2": 0.732, "X3": 0.55121, "Y3": 0.7598, "X4": 0.15094, "Y4": 0.7548, "page": 0}, {"Word": "Marlboro", "Confidence": 0.228, "X1": 0.41644, "Y1": 0.9252, "X2": 0.48113, "Y2": 0.925, "X3": 0.48518, "Y3": 0.9418, "X4": 0.41914, "Y4": 0.9518, "page": 0}, {"Word": "LaITx", "Confidence": 0.122, "X1": 0.42992, "Y1": 0.9452, "X2": 0.47709, "Y2": 0.945, "X3": 0.47844, "Y3": 0.9518, "X4": 0.43127, "Y4": 0.9588, "page": 0}, {"Word": "51971 1382", "Confidence": 0.763, "X1": 0.95687, "Y1": 0.9552, "X2": 0.95822, "Y2": 0.955, "X3": 0.93531, "Y3": 0.9548, "X4": 0.93531, "Y4": 0.8558, "page": 0}], "words_data": [{"Word": "Marlboro", "Confidence": 0.995, "X1": 0.02965, "Y1": 0.0312, "X2": 0.3531, "Y2": 0.031, "X3": 0.3504, "Y3": 0.1118, "X4": 0.02965, "Y4": 0.1118, "page": 0, "Index": 0}, {"Word": "Menthol", "Confidence": 0.996, "X1": 0.37466, "Y1": 0.0332, "X2": 0.67655, "Y2": 0.033, "X3": 0.67385, "Y3": 0.1198, "X4": 0.37332, "Y4": 0.1118, "page": 0, "Index": 1}, {"Word": "Lights", "Confidence": 0.997, "X1": 0.69946, "Y1": 0.0362, "X2": 0.9434, "Y2": 0.036, "X3": 0.93801, "Y3": 0.1328, "X4": 0.69677, "Y4": 0.1208, "page": 0, "Index": 2}, {"Word": "Now", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.1232, "X2": 0.37197, "Y2": 0.123, "X3": 0.37062, "Y3": 0.1788, "X4": 0.27628, "Y4": 0.1788, "page": 0, "Index": 3}, {"Word": "In", "Confidence": 0.997, "X1": 0.38679, "Y1": 0.1232, "X2": 0.43666, "Y2": 0.123, "X3": 0.43531, "Y3": 0.1788, "X4": 0.38544, "Y4": 0.1788, "page": 0, "Index": 4}, {"Word": "Soft", "Confidence": 0.988, "X1": 0.45148, "Y1": 0.1232, "X2": 0.54178, "Y2": 0.123, "X3": 0.54043, "Y3": 0.1788, "X4": 0.45013, "Y4": 0.1788, "page": 0, "Index": 5}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.5566, "Y1": 0.1222, "X2": 0.69272, "Y2": 0.122, "X3": 0.69272, "Y3": 0.1788, "X4": 0.5566, "Y4": 0.1788, "page": 0, "Index": 6}, {"Word": "Introductory", "Confidence": 0.926, "X1": 0.07547, "Y1": 0.2582, "X2": 0.37332, "Y2": 0.258, "X3": 0.37332, "Y3": 0.2908, "X4": 0.07412, "Y4": 0.2858, "page": 0, "Index": 7}, {"Word": "Highlights", "Confidence": 0.995, "X1": 0.38814, "Y1": 0.2612, "X2": 0.63342, "Y2": 0.261, "X3": 0.63342, "Y3": 0.2938, "X4": 0.38814, "Y4": 0.2918, "page": 0, "Index": 8}, {"Word": "packings", "Confidence": 0.994, "X1": 0.21968, "Y1": 0.3152, "X2": 0.33827, "Y2": 0.315, "X3": 0.33693, "Y3": 0.3478, "X4": 0.21833, "Y4": 0.3488, "page": 0, "Index": 9}, {"Word": "-", "Confidence": 0.991, "X1": 0.34636, "Y1": 0.3152, "X2": 0.3558, "Y2": 0.315, "X3": 0.35445, "Y3": 0.3478, "X4": 0.34636, "Y4": 0.3478, "page": 0, "Index": 10}, {"Word": "Kings", "Confidence": 0.958, "X1": 0.36523, "Y1": 0.3142, "X2": 0.44744, "Y2": 0.314, "X3": 0.44744, "Y3": 0.3478, "X4": 0.36388, "Y4": 0.3478, "page": 0, "Index": 11}, {"Word": "and", "Confidence": 0.998, "X1": 0.45687, "Y1": 0.3142, "X2": 0.50404, "Y2": 0.314, "X3": 0.50404, "Y3": 0.3478, "X4": 0.45553, "Y4": 0.3478, "page": 0, "Index": 12}, {"Word": "100s", "Confidence": 0.982, "X1": 0.51348, "Y1": 0.3142, "X2": 0.58221, "Y2": 0.314, "X3": 0.58221, "Y3": 0.3478, "X4": 0.51213, "Y4": 0.3478, "page": 0, "Index": 13}, {"Word": "\u00b7Two", "Confidence": 0.14, "X1": 0.14016, "Y1": 0.3152, "X2": 0.21024, "Y2": 0.315, "X3": 0.20889, "Y3": 0.3488, "X4": 0.13881, "Y4": 0.3488, "page": 0, "Index": 14}, {"Word": "\u00b7", "Confidence": 0.19, "X1": 0.13747, "Y1": 0.3622, "X2": 0.14151, "Y2": 0.362, "X3": 0.14016, "Y3": 0.3858, "X4": 0.13612, "Y4": 0.3858, "page": 0, "Index": 15}, {"Word": "Introductory", "Confidence": 0.992, "X1": 0.14825, "Y1": 0.3612, "X2": 0.31941, "Y2": 0.361, "X3": 0.31941, "Y3": 0.3888, "X4": 0.14825, "Y4": 0.3868, "page": 0, "Index": 16}, {"Word": "allowance", "Confidence": 0.995, "X1": 0.32749, "Y1": 0.3612, "X2": 0.46361, "Y2": 0.361, "X3": 0.46361, "Y3": 0.3908, "X4": 0.32749, "Y4": 0.3888, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.3612, "X2": 0.50135, "Y2": 0.361, "X3": 0.50135, "Y3": 0.3908, "X4": 0.4717, "Y4": 0.3908, "page": 0, "Index": 18}, {"Word": "$6", "Confidence": 0.964, "X1": 0.50809, "Y1": 0.3622, "X2": 0.54313, "Y2": 0.362, "X3": 0.54313, "Y3": 0.3908, "X4": 0.50809, "Y4": 0.3908, "page": 0, "Index": 19}, {"Word": "per", "Confidence": 0.998, "X1": 0.54987, "Y1": 0.3622, "X2": 0.59569, "Y2": 0.362, "X3": 0.59569, "Y3": 0.3908, "X4": 0.55121, "Y4": 0.3908, "page": 0, "Index": 20}, {"Word": "6M", "Confidence": 0.997, "X1": 0.60243, "Y1": 0.3622, "X2": 0.64151, "Y2": 0.362, "X3": 0.64286, "Y3": 0.3908, "X4": 0.60377, "Y4": 0.3908, "page": 0, "Index": 21}, {"Word": "case", "Confidence": 0.989, "X1": 0.65768, "Y1": 0.3632, "X2": 0.72237, "Y2": 0.363, "X3": 0.72372, "Y3": 0.3908, "X4": 0.65768, "Y4": 0.3908, "page": 0, "Index": 22}, {"Word": "through", "Confidence": 0.997, "X1": 0.15633, "Y1": 0.3892, "X2": 0.26146, "Y2": 0.389, "X3": 0.26146, "Y3": 0.4168, "X4": 0.15633, "Y4": 0.4158, "page": 0, "Index": 23}, {"Word": "1/12/96", "Confidence": 0.997, "X1": 0.26819, "Y1": 0.3882, "X2": 0.37466, "Y2": 0.388, "X3": 0.37466, "Y3": 0.4178, "X4": 0.26819, "Y4": 0.4168, "page": 0, "Index": 24}, {"Word": "\u00b7", "Confidence": 0.159, "X1": 0.13342, "Y1": 0.4382, "X2": 0.14016, "Y2": 0.438, "X3": 0.13881, "Y3": 0.4638, "X4": 0.13208, "Y4": 0.4628, "page": 0, "Index": 25}, {"Word": "Rapid", "Confidence": 0.997, "X1": 0.1469, "Y1": 0.4382, "X2": 0.23181, "Y2": 0.438, "X3": 0.23046, "Y3": 0.4648, "X4": 0.14555, "Y4": 0.4638, "page": 0, "Index": 26}, {"Word": "distribution", "Confidence": 0.992, "X1": 0.23854, "Y1": 0.4372, "X2": 0.39353, "Y2": 0.437, "X3": 0.39218, "Y3": 0.4658, "X4": 0.23854, "Y4": 0.4648, "page": 0, "Index": 27}, {"Word": "allowance", "Confidence": 0.995, "X1": 0.40027, "Y1": 0.4382, "X2": 0.53908, "Y2": 0.438, "X3": 0.53908, "Y3": 0.4668, "X4": 0.40027, "Y4": 0.4658, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.54717, "Y1": 0.4382, "X2": 0.57682, "Y2": 0.438, "X3": 0.57682, "Y3": 0.4668, "X4": 0.54582, "Y4": 0.4668, "page": 0, "Index": 29}, {"Word": "$6", "Confidence": 0.998, "X1": 0.58356, "Y1": 0.4382, "X2": 0.6159, "Y2": 0.438, "X3": 0.6159, "Y3": 0.4668, "X4": 0.58356, "Y4": 0.4668, "page": 0, "Index": 30}, {"Word": "per", "Confidence": 0.998, "X1": 0.62399, "Y1": 0.4382, "X2": 0.67116, "Y2": 0.438, "X3": 0.67116, "Y3": 0.4668, "X4": 0.62399, "Y4": 0.4668, "page": 0, "Index": 31}, {"Word": "6M", "Confidence": 0.998, "X1": 0.6779, "Y1": 0.4382, "X2": 0.71698, "Y2": 0.438, "X3": 0.71698, "Y3": 0.4668, "X4": 0.6779, "Y4": 0.4668, "page": 0, "Index": 32}, {"Word": "case", "Confidence": 0.989, "X1": 0.73315, "Y1": 0.4392, "X2": 0.79919, "Y2": 0.439, "X3": 0.79919, "Y3": 0.4668, "X4": 0.73315, "Y4": 0.4668, "page": 0, "Index": 33}, {"Word": "through", "Confidence": 0.997, "X1": 0.15768, "Y1": 0.4672, "X2": 0.26146, "Y2": 0.467, "X3": 0.26146, "Y3": 0.4958, "X4": 0.15633, "Y4": 0.4938, "page": 0, "Index": 34}, {"Word": "1/19/96", "Confidence": 0.997, "X1": 0.26954, "Y1": 0.4662, "X2": 0.37736, "Y2": 0.466, "X3": 0.37736, "Y3": 0.4948, "X4": 0.26819, "Y4": 0.4958, "page": 0, "Index": 35}, {"Word": "\u00b7", "Confidence": 0.356, "X1": 0.13477, "Y1": 0.5112, "X2": 0.13881, "Y2": 0.511, "X3": 0.13881, "Y3": 0.5408, "X4": 0.13477, "Y4": 0.5408, "page": 0, "Index": 36}, {"Word": "Retail", "Confidence": 0.997, "X1": 0.1469, "Y1": 0.5112, "X2": 0.22911, "Y2": 0.511, "X3": 0.23046, "Y3": 0.5418, "X4": 0.1469, "Y4": 0.5408, "page": 0, "Index": 37}, {"Word": "promotional", "Confidence": 0.994, "X1": 0.2372, "Y1": 0.5132, "X2": 0.40296, "Y2": 0.513, "X3": 0.40296, "Y3": 0.5438, "X4": 0.23854, "Y4": 0.5418, "page": 0, "Index": 38}, {"Word": "support", "Confidence": 0.991, "X1": 0.41105, "Y1": 0.5152, "X2": 0.52695, "Y2": 0.515, "X3": 0.5283, "Y3": 0.5438, "X4": 0.41105, "Y4": 0.5438, "page": 0, "Index": 39}, {"Word": "Marlboro", "Confidence": 0.995, "X1": 0.07682, "Y1": 0.5982, "X2": 0.29515, "Y2": 0.598, "X3": 0.2938, "Y3": 0.6288, "X4": 0.07547, "Y4": 0.6248, "page": 0, "Index": 40}, {"Word": "Menthol", "Confidence": 0.996, "X1": 0.31267, "Y1": 0.5992, "X2": 0.51482, "Y2": 0.599, "X3": 0.51482, "Y3": 0.6308, "X4": 0.30997, "Y4": 0.6288, "page": 0, "Index": 41}, {"Word": "Lights", "Confidence": 0.997, "X1": 0.52291, "Y1": 0.6002, "X2": 0.6752, "Y2": 0.6, "X3": 0.67385, "Y3": 0.6318, "X4": 0.52291, "Y4": 0.6308, "page": 0, "Index": 42}, {"Word": "Soft", "Confidence": 0.991, "X1": 0.68598, "Y1": 0.6002, "X2": 0.78706, "Y2": 0.6, "X3": 0.78571, "Y3": 0.6318, "X4": 0.68598, "Y4": 0.6318, "page": 0, "Index": 43}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.79515, "Y1": 0.6002, "X2": 0.90566, "Y2": 0.6, "X3": 0.90431, "Y3": 0.6308, "X4": 0.7938, "Y4": 0.6318, "page": 0, "Index": 44}, {"Word": "\u00b7", "Confidence": 0.34, "X1": 0.13342, "Y1": 0.6542, "X2": 0.13612, "Y2": 0.654, "X3": 0.13612, "Y3": 0.6868, "X4": 0.13208, "Y4": 0.6868, "page": 0, "Index": 45}, {"Word": "Increased", "Confidence": 0.995, "X1": 0.1442, "Y1": 0.6542, "X2": 0.27358, "Y2": 0.654, "X3": 0.27358, "Y3": 0.6868, "X4": 0.1442, "Y4": 0.6868, "page": 0, "Index": 46}, {"Word": "profits", "Confidence": 0.995, "X1": 0.28302, "Y1": 0.6542, "X2": 0.37197, "Y2": 0.654, "X3": 0.37197, "Y3": 0.6878, "X4": 0.28302, "Y4": 0.6868, "page": 0, "Index": 47}, {"Word": "with", "Confidence": 0.991, "X1": 0.38005, "Y1": 0.6542, "X2": 0.43935, "Y2": 0.654, "X3": 0.43935, "Y3": 0.6878, "X4": 0.38005, "Y4": 0.6878, "page": 0, "Index": 48}, {"Word": "allowance", "Confidence": 0.995, "X1": 0.44879, "Y1": 0.6562, "X2": 0.58356, "Y2": 0.656, "X3": 0.58491, "Y3": 0.6888, "X4": 0.44879, "Y4": 0.6878, "page": 0, "Index": 49}, {"Word": "programs", "Confidence": 0.996, "X1": 0.59299, "Y1": 0.6582, "X2": 0.72642, "Y2": 0.658, "X3": 0.72776, "Y3": 0.6898, "X4": 0.59434, "Y4": 0.6888, "page": 0, "Index": 50}, {"Word": "\u00b7", "Confidence": 0.566, "X1": 0.12803, "Y1": 0.7002, "X2": 0.13747, "Y2": 0.7, "X3": 0.13612, "Y3": 0.7268, "X4": 0.12668, "Y4": 0.7268, "page": 0, "Index": 51}, {"Word": "Improved", "Confidence": 0.996, "X1": 0.14555, "Y1": 0.7012, "X2": 0.28032, "Y2": 0.701, "X3": 0.27898, "Y3": 0.7288, "X4": 0.1442, "Y4": 0.7268, "page": 0, "Index": 52}, {"Word": "Wholesale", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.7012, "X2": 0.42857, "Y2": 0.701, "X3": 0.42722, "Y3": 0.7298, "X4": 0.28706, "Y4": 0.7288, "page": 0, "Index": 53}, {"Word": "Masters", "Confidence": 0.996, "X1": 0.43666, "Y1": 0.7022, "X2": 0.54447, "Y2": 0.702, "X3": 0.54313, "Y3": 0.7308, "X4": 0.43531, "Y4": 0.7298, "page": 0, "Index": 54}, {"Word": "earnings", "Confidence": 0.994, "X1": 0.55121, "Y1": 0.7032, "X2": 0.66981, "Y2": 0.703, "X3": 0.66846, "Y3": 0.7308, "X4": 0.55121, "Y4": 0.7308, "page": 0, "Index": 55}, {"Word": "potential", "Confidence": 0.995, "X1": 0.67655, "Y1": 0.7032, "X2": 0.79515, "Y2": 0.703, "X3": 0.79515, "Y3": 0.7308, "X4": 0.67655, "Y4": 0.7308, "page": 0, "Index": 56}, {"Word": "by", "Confidence": 0.998, "X1": 0.80323, "Y1": 0.7032, "X2": 0.84367, "Y2": 0.703, "X3": 0.84232, "Y3": 0.7308, "X4": 0.80189, "Y4": 0.7308, "page": 0, "Index": 57}, {"Word": "increasing", "Confidence": 0.971, "X1": 0.15364, "Y1": 0.7302, "X2": 0.28976, "Y2": 0.73, "X3": 0.28841, "Y3": 0.7568, "X4": 0.15229, "Y4": 0.7548, "page": 0, "Index": 58}, {"Word": "premium", "Confidence": 0.997, "X1": 0.2965, "Y1": 0.7312, "X2": 0.41644, "Y2": 0.731, "X3": 0.41509, "Y3": 0.7588, "X4": 0.29515, "Y4": 0.7568, "page": 0, "Index": 59}, {"Word": "category", "Confidence": 0.996, "X1": 0.42857, "Y1": 0.7322, "X2": 0.55256, "Y2": 0.732, "X3": 0.54987, "Y3": 0.7608, "X4": 0.42722, "Y4": 0.7588, "page": 0, "Index": 60}, {"Word": "51971", "Confidence": 0.665, "X1": 0.95822, "Y1": 0.9032, "X2": 0.95822, "Y2": 0.903, "X3": 0.93531, "Y3": 0.9038, "X4": 0.93531, "Y4": 0.8558, "page": 0, "Index": 61}, {"Word": "Marlboro", "Confidence": 0.228, "X1": 0.41644, "Y1": 0.9252, "X2": 0.47844, "Y2": 0.925, "X3": 0.48383, "Y3": 0.9418, "X4": 0.41914, "Y4": 0.9508, "page": 0, "Index": 62}, {"Word": "LaITx", "Confidence": 0.122, "X1": 0.43127, "Y1": 0.9462, "X2": 0.47305, "Y2": 0.946, "X3": 0.47439, "Y3": 0.9538, "X4": 0.43261, "Y4": 0.9588, "page": 0, "Index": 63}, {"Word": "1382", "Confidence": 0.861, "X1": 0.95822, "Y1": 0.9502, "X2": 0.95822, "Y2": 0.95, "X3": 0.93666, "Y3": 0.9508, "X4": 0.93666, "Y4": 0.9128, "page": 0, "Index": 64}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD03VPGnhPUtMns4vFlnaySrhZ4rgBkPYg1twa/oyW8aNrlhIwUAublMtx1618L07e395vzoA+55td0KaGSJ9YsNrqVOLpM4I+tMtNY0GztIbaPWrJkiQIpe7QnA9Tmvhve395vzo3t/eb86APt7U7zwrrNmbTUr3Sbu3LBjHLPGy5HQ4JqzFrmgQQpDFq2nJGihVVblMADoOtfDG9v7zfnRvb+8350Afdf/CRaJ/0GdP8A/AlP8aP+Ei0T/oM6f/4Ep/jXwpvb+8350b2/vN+dAH3X/wAJFon/AEGdP/8AAlP8aP8AhItE/wCgzp//AIEp/jXwpvb+8350b2/vN+dAH3X/AMJFon/QZ0//AMCU/wAaP+Eh0T/oMaf/AOBKf418Kb2/vN+dG9v7zfnQB95DU7AhiL62IUhWIlXgnoDz1qVrm3UFmnjAHJJccV8F/aJuf30nJyfmNON5ckYNxMf+BmgD7vjvrSbd5V1A+1trbZAcH0PvSHULNXKG7gDDGQZBkfrXwgt1cLnbPKMnJw55oNzOTkzyZPfeaAPvFr60WVImuoBI4yqGQZb6DvTG1KwUhWvbYEtsAMq/e9OvX2r4R+1XBYMZ5dw6HeeKQ3ExOfOk65+8etAH3W+s6XHJ5UmpWaSYztadQcfTNTx31pKu6O6gdSA2VkBGD0P0r4MM0rHLSOT6ljThdXC8CeQDpw5oA+8Ev7OWHzo7uB4sE71kBXA685p63Vu6hlniZSMghwQa+DBc3CrtE8oX0DnFKLu5AwLiUD2c0Afen2iH/ntH/wB9Cj7RD/z2j/76FfBf2y6/5+Zv++zR9suv+fmb/vs0Afen2iH/AJ7R/wDfQpyurjKsGHqDmvgn7Zdf8/M3/fZq1ba9q9nGUttTu4kJyQkzAE/nQB93UmQSQCMivhj/AISnX/8AoM33/f8Ab/Gmp4k1xHd11a9DPyxEzc/rQB90kgEZPXpTfMT++vTPXtXww/iTXHZGfVr1mQ5UmZuD09agOr6kxyb+5J2lP9a3QnJFAH3d5iAAllwehz1oaWNDhpFX6nFfCTazqbRpG2oXRSPG0GVsLjpimT6rqNy5ae+uZGJzlpSaAPu8TREEiRCB1O4cUfaIf+e0f/fQr4PTU7+OJ4kvbhY5Mb1Ehw2PWo/tl1/z8zf99mgD71EsbfdkU/Q0odGJAZSR1welfB0WqahCQYr24Qr0xKRj/OKfFreqQPI8Wo3SNIMORKw3fXmgD7v3D1HPFLXwn/wkOskKP7VvPlbcv75uD69ak/4SnX/+gzff9/2/xoA+6KK+F/8AhKdf/wCgzff9/wBv8aP+Ep1//oM33/f9v8aAPuiivhf/AISnX/8AoM33/f8Ab/Gj/hKdf/6DN9/3/b/GgD7oor4X/wCEp1//AKDN9/3/AG/xo/4SnX/+gzff9/2/xoA+6KK+F/8AhKdf/wCgzff9/wBv8aP+Ep1//oM33/f9v8aAPuiivhf/AISnX/8AoM33/f8Ab/Gj/hKdf/6DN9/3/b/GgD7oor4X/wCEp1//AKDN9/3/AG/xo/4SnX/+gzff9/2/xoA+6KK+Kk+JPjONFRfEmohVGAPOPSnf8LM8a/8AQy6j/wB/jQB9p0V8Wf8ACzPGv/Qy6j/3+NH/AAszxr/0Muo/9/jQB9p0V8XJ8T/GqNuHiS/P1lJFI3xN8asxY+JNQGewlIFAH2lRXxZ/wszxr/0Muo/9/jR/wszxr/0Muo/9/jQB9p0V8Wf8LM8a/wDQy6j/AN/jR/wszxr/ANDLqP8A3+NAH2nRXxZ/wszxr/0Muo/9/jR/wszxr/0Muo/9/jQB9p0V8Wf8LM8a/wDQy6j/AN/jR/wszxr/ANDLqP8A3+NAH2nRXxZ/wszxr/0Muo/9/jR/wszxr/0Muo/9/jQB9p0V8Wf8LM8a/wDQy6j/AN/jR/wszxr/ANDLqP8A3+NAH2nRXxU/xK8ZujI3iTUSGGD++NVbrxz4pvipuNf1CTb0zO1AH2/RXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jR/wAJTr//AEGb7/v+3+NAH3RRXwv/AMJTr/8A0Gb7/v8At/jW94V8X+JhqM1nbalNLNewNAvnyM20kdV5+96UAfZVFfENr4u8SWGoK39t6jC6PtYiZsr2NamofEfxZDqFxHZ+KtSmtlciKRpSCy9iaAPsqiviz/hZnjX/AKGXUf8Av8aP+FmeNf8AoZdR/wC/xoA+06K+LP8AhZnjX/oZdR/7/Gvp34T3+o6n8PdPvNVuZLi6lLMZJH3MRnjJoA7aiiigD4AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqe0uprG7iureQxzRMHRx2IqCpITEJR5wYp329aACaZ7ieSaQ5kkYsx9STk1HRRQAUUUUAFfYfwet/I+GOkEsjGRC2V9NxwD718eV9dfBD/kl2nf78n/oVAHotFFFAHwBRRRQBa0+OCXUbaO53eQ8qrJtODtJ557V9c2vwo8BS2sTJolvMAijzPMYluOpwcZr48r6k/Z7cn4fTl2JxePyT0GFoA6X/AIVH4E/6F6D/AL+P/wDFV4j8cPAmn+FNR0+90i1jtbC6QxmNXJPmL1PPbBFfUSsroHRgysMgg5BFeQ/tEWH2jwRZ3axbmtrsAvn7qsDn8yBQB4P8PdJs9d8eaTpmoRmS1uJSsiA4yNp719Hf8KJ8C/8APlc/+BBrxn4EaVb6j8RopZ926zhaePacfN05/M19WrIjlgrqxU4YA5wfQ0Aecf8ACifAv/Plc/8AgQa8S+MXg7SvCGv2UWjLts7i3LYMu87w3P04Ir6wvf8AjxuP+ubfyr4MuHd533MWwx6nPegCKiiigAooooAKKKKAJIQrTxhxlSwBGccZr6psfgh4HudPtp2srjdJErnFwepANfKVfTP7O13c3XhjVBcXEsojuVVPMcttG3oM9KALutfBDwdbaHfz2ljcm5jgdoh55PzBTjj61wnwb+H/AIX8ZaDfyavbzSXltcbflkKgKVGP1Br3zxWceEtYI/585f8A0E18kfDO+u7fx/okENzNHFLexiREchX57jvQB9C/8KJ8C/8APjc/+BBrwX4s+F9N8I+NH03SkkS28lJArtuIJHPNfYlfKn7QH/JSW/69Y/5UAeV0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAepfCL4c6R48j1JtTmuozbFQnkMBnPrkGvT/+GdfCf/P5qn/f1P8A4mvHfg9q1/Z/ELSrO2u5ora6uAJ4kchZBg9R3r7AoA8buf2ePCyWsrx3upB1QlSZFIzj0218zyJsldP7pIr77IyCK+IfHFium+OdbtFDhY7yQLvHONxIoA9G+Hfwe0rxv4Lj1WbULq1umndDsAZMA46f/XrqP+Ga9L/6GC6/78L/AI16D8L9HfRPh3pFpLs80xea2wd2Ofx612FAHzrr37PUel6beahBr7PFbQPLseDBYgZAyDXhVfQ/x78V63oep2Nhp1/JBa3drIs8QAIcEgdx6V88UAFFFFABRRRQAUUUUAFFFd14I+FuseO9PuLzTrq0hjgkEbCZmBJIzxgGgDha6bwN4Ql8beIhpEN2ls5iaQSMpYfL2rq9f+BviHw9oV5q1zfae8FrGZHWNm3ED0yK4HQtf1Pw3qQv9JumtroKU8xQDweo5oA9m/4Zquu/iOH/AMBz/jXm/wAQ/AkngHWLbT5L5bszw+buVNuOSMdfavr/AESeW60KwuJm3Sy26O7epKgk186/tHf8jlpv/Xl/7MaAPGaKKKACiiigAqW3hNxcxQKQDI4QE9snFRU+KR4ZUlQ4dGDKfQigD3RP2bLto1LeIoQSASBbk4/WszxH8A7rw/4fvdWOuQzJaQtKyeQVLYHQc16L8DvFOteKdF1ObWb1rqSGZFjZlA2gg8cAV1vxI/5Jxr//AF5v/KgD4pro/BPhV/GfiWHRo7pbZpUZhIy7gMD0rnK0dF1zUfD2pJqOlXJt7pAVWQAHAPXrQB7LF+zXfGMGXxDbq/cLASPzyKf/AMM1XX/Qxw/+Ax/xr174e6vc634G0q+vJmmu5IQZpGXG5sn2x+VVfilrF/oPw91LUdMuDb3cWzZIACRlwD19jQB8leKNBl8MeJb7Rp5FlktZNnmKMBhjIP5EVj1c1PUrzWNSn1C/nae6nbdJI3VjVOgDqvBfgDWvHN28WmRosMRHmzyHCpn+Z9q6vxZ8Ctf8O2Et/aXEOo20KF5fLBV1A6/Kev516z8BDat8NolgJMgnk84MRkHPt2r0m5eG2sZnkKpDHGxYnoBjmgD4JIIODSVd1eWKfWb6aD/UyXEjJ9CxIqlQAUUV1Xg7wBrvje4ZNKgUQRnEtxK2EQ+/c/gKAM3wxobeJfEljo6ziBruURiQrkLnvivYf+Garr/oY4f/AAGP+Neca/4X8S/DDxBazylYp0PmW11D8yEj0yOvsa+pfh3ql5rPgHSNRv5jNdzxFpJCANx3EdvpQB84fEP4TXHgHSbbUJNUjvEmm8kqsRQg4Jz1Poa83r6M/aTnlXRtDgDYieeRmX1IUYP6mvnOgAoorofCfgzWPGl5Pa6PHE8sEfmOJH2jbnH9aAOeor0a6+CHjm2jLDTYpsY4inUn9cV59PBJbXEkEq7ZI2KuvoQcEUARUUUUAPjKrIpkUsgPKg4yPrSysrys0abEJyFznA9M1HRQAUUUUAFfYnwdszZ/C/SAX3earS9OmWPH6V8d19n/AAs/5JjoH/Xv/wCzGgDrQg3s3OSB1NFPooA+AKKKKACvpz4Df8ku1D/r4l/9BFfMdfTnwG/5JdqH/XxL/wCgigDtPhfcS3fw30WWdy7+Uy5PorsB+gFQfFu1a8+GGtokQkdYg4HphgSfyzVb4NXn2v4aaeNm3yHki69cOTn9a6TxhafbvBms22/Zvs5fmx0wpP8ASgDwz9nHTHOsatqskDeTFCsSTdgSckflivUfhZetqGl6zdGYzb9Vnw5PUZ4rlvgJCbD4dapdzMBC9xI4I6gKuD/Kt34JwsngeW4yDHc300seP7pbigD0K+/48Lj/AK5N/KvguUEzuO+4/wA6+9L7/jwuP+uTfyr5d+CfhGLxF42lvr2BpLPTsy8j5TJn5Qf1P4UAZPhr4OeLfEsH2hLRLO3Iysl0du/6DrXQ6j+zv4mtYi9nfWV4QuSvKHPoM5r37xnc6rYeD9Rn0OKNr2KElAxxtAHJHuB0FcF8EviDqPiu1vNL1djNeWQDi4PV1JxhvcUAfOOt+HtV8OXv2TVrKW1m5wHHDAdwe4qHSdIv9c1KLT9Nt2uLqXOyNcZOBk9a+tvir4Nh8XeELgKii+tVM1vJjJ45K/Q18y/DzxBaeFfHFjq1+sht7ffvEYy3Kkf1oAuf8Ki8d/8AQvXH/fS/41RuPh54qtNWtNLuNHmjvLvJhjJB3AHBPB4AzX2TpGpwa1pFpqdsGEF1EsqBxg4IyM1j+Kde0/QLvSnltkm1K8nFtaAjkZI3HPYY/pQB876t8CfFOlaDJqRe1neJC8tvExLKB6HvXoX7N/HhnWB/09L/AOg17TIiyxNG4BVwVYeoPWvK/gpbRWTeLLaEYii1Qqo9sGgDv/Ff/Io6x/15y/8AoJr5A+HP/JR9A/6/Y/519f8Aiv8A5FHWP+vOX/0E18gfDn/ko+gf9fsf86APtevn/wCKHw88QeNfiZIdLtgLdLaNXuJTtjBx0z3NfQFcX4l+JugeFfENvouoNN9pmCnMaZC7jgZoA+d/EfwY8W+HbNrx7eK8t0UtI9s+dgHcg4rz3pxX33hJouQHRx0PIINfH/xb8Kf8It46uo4kVbS8P2iAL0AJ5H4HP5igDi7OyudQuo7WzgknnkOEjjXJY16Xp3wD8Y31os8y2loT0jmk+bHvgV6b8EPh9HoWip4gv4f+JlepmNXH+qj7Y9z1/KrHxT+LM3gjVrLTLC2inncCacufupn7o9zQB4R4q+GXifwjG09/ZeZaA83EB3oPr3FcxYWF3qd2lpY28lxcPnbHGMsce1fbmmXth4w8LW920HmWWoQBjFIOqkdDXz3bRWPwf+McjXwZ7Axs8BjTcwV84H4dKAPP/wDhA/Ff/Qv3/wD35NVv+EW10avDpTaVcrfzjdHAyEMR6/TjrX3Ba3CXlpDcx52TRrIueuCMiuf8QahpOi6zpl1JYfadZvG+yWvlqPMKdW57KByaAPmLxH8I/FXhnRjqt7bQvaogaUxSZMWfUVwdfet/bw3mnXFvcRLJDJGVdHGQRjoa+b/g58PbbxD4jvtX1CFX06wnKRxHo8meAR6AUAcjonwm8Y69ZLeWmmbLdwGR53Cbwe4puufCrxh4ftDdXmls8Cgl5IG3hR745r6V+IXj2z+HuhwT/ZhNPK3lwQKdo4HOfQAVN8PfGaePfDDak1oIGWVoZYs7hkAH8uaAPjAgg4NJXq/xv8DL4b8RrqthbeXpt/zhB8scvce2ev515RQB2fwn/wCSoaD/ANfI/ka+ktV1y5s/i/oel/aJRaXdlMTCD8pccgkV82/Cf/kqGg/9fI/ka968TuqfHfwjuIGbWcD6kUAepV8ffGCCQfFfV0dSnmSRlSR1BRea+wa8D+KWlR3Xxv8ACwuLcNbXIiVuOHKucg/higD0S+1C50N/BOjxSsPtUwilZeAypHkg/UkflXcV5l42lkX4r+BLcMRCJJWCds7SM/lXptAHzb+0j/yMmjf9ez/+hCvFY43mlWONGd2OFVRkk17V+0j/AMjJo3/Xs/8A6EK674JfDu003QYfEWo2qyahdjfCJFB8qPsR7mgDxa3+Ffje6gWaLw9dbG5G7ap/ImsfW/CeveHT/wATbS7i1UnaHdflJ9MjivpLx/8AGKHwV4nh0ZNP+1YRXuHL7dgboB+HNdxq+laf4w8MSWlwiyWt5DuRiM7SRkMPcUAfFWl6LqWtSvFpljPdvGNzrEu4gepq/J4L8TRwNM+hX4jXknyTxXp/wontPh/8RdZ0jWJXhlk220AZDmQ7+D9MV9I4BGDQB8ITaLqltfx2M1hcR3coBSFoyGYHpgVvv8MPGiWX2tvD135O0N0GcfTOa+qNduvCGh6/aavrctnbalKnkW8033toPQenJ610lvcQ3dvHcW8qywyKGR0OQwPQigD4JaGVJjC0bLKDtKEc59MV9L/s72lxa+FtUFxBJETdjAkUqeF561lfG3wrZadrWjeKoEht0N1HHd4GNx3AhvyBr13w14k0XxJaTTaJcxzxQybJGRcDdj9aAM34ngt8NNfABJNo/A+lfGLIyMAylT6EYr7t1nUbLSdHur/USBZwRl5SV3fKOvHevlr4z63ouveKLK70Ke2mtRaBSYV2kNuJII+hFAH1D4c/5FnS/wDr1i/9BFfPX7RSM/jXTEVSzNZgAAck7zX0L4c/5FnS/wDr1i/9BFZeuaP4Zh12DxJrbQLcQx+RC9yw2LznIB70AfJA8CeKmUMNAvyCMg+SawpoZbeZ4Zo2jlQlWVhgg+hFfe8M0VxCk0MiyROMq6nIIrxD9oHwbbyaPD4ls7ZEuIHCXTIANyNwCfUg4/OgD5zrc0Pwh4g8RgtpGlXF0gJBdF+XI7ZPFdB8K/Ah8ceJhFPxp1ptluj/AHhnhR7n/GvprxDr2hfDjwwLmSBYLVCI4YIEwXbHA/TrQB8m6t4B8U6HC02o6JdQxKu5n27lA9yK5uvtHwT440v4haPNPbQMhjIjngmAOCRn8RXhvxt+HcXhvUU1vSrdYtMuTtkRTxHIfQehoA7L9m3/AJF7Wv8Ar5j/APQTXovxI/5Jxr//AF5v/KvOv2bf+Re1r/r5j/8AQTXovxI/5Jxr/wD15v8AyoA+KaKKKAPs74Wr/wAW10Ftx5tQMdupqh8av+SVav8A9s//AENa1vhtCbf4caFEXViLVTlTkckmsn41f8kq1f8A7Z/+hrQB8gUUUUAdd4Q8V+KvBrNc6MsywXP3leAvHJjuOOv0rovEnxI+IfiTTZrGe0uLa0lGJEgtGXK45BOM4r2v4Ua1oWreCtK0y2ntp72ztE+0RBQWjPvXfTRp5EnyL909vagD4HIIODSVpapA8/iO9ggjLSPdyIiKOSS5AAr6L+GXwb0/SNLj1HxHZx3WpzAMIJVysA9Mf3vWgD5n+zz7A/kybT0O04NfSH7PesaSPC0+lCaKPUhcM7xsQGkU9CPXFdHd/EnwPp/idfDbxRGUSCAukCmNHPG0n68Vr3Hw08MT6/aa1FYi1u7Zt4Nsdgc/7QHWgDhv2jpLceFNMjkGZ2u8x4bGBtOSR3rtvhP/AMku0H/rgf8A0Nq+dPjF4pfxL45uUVXjgsc26Ix6kHlsds19F/Cf/kl2g/8AXA/+htQB53+0r/yDtA/66zfyWvE7Xwd4jvbVLm20W9lgcZV1iOCPavsHxL4W0bxBdabeayFaPTpGkRJGARiwA+bP0Fblu1u0C/ZWiMIGF8ogqB7YoA+CZYpIZWilRkdThlYYINe0/s3f8jRq/wD15j/0MV13xz8B22oeHm8QWFqFvrQ5m8pMeZGepOPSut+G934cfQrK20l7I362UTXSwAb+n8WPegDtJ38qCSTGdqk4+gr4Q1S4F3q15chSolmdwp6jLE4r7xYqFJYjaBzn0r5r+McvhfWI9Gg8KGxkuJLuWOUWoAJdiuM/iTQB4yiPI4SNWdjwFUZJqW4sruzIF1bTQE9BLGVz+dfW3w/+HGk+CNASa8ht5tR2GS4unQHb3wM9AKgPj34feLtYfw5O9vcs48tHki+R2PGFb1oA+SKK+u9T8BeHPDfw81W3gsIH8m1mdJplBcEgkc+1fIlABRRRQAV9k/CS6iuvhhopiJPlxGNsj+IMc/zr42r68+CW3/hV2m7QR80mc+u6gD0OiiigD4AooooAK+nPgN/yS7UP+viX/wBAFfMdfTnwG/5JdqH/AF8S/wDoAoAg/Z1uppdB1u2dyYobtWRfQsDn+Qr17VLZr3SL20jIDzwPGpPQFlIH868J/Zz1RV1HXtLZlBcJOgxycEg/zFfQVAHlkmkv4F+A97bPCUuktGM6h/8Alo5wTkfWtD4I/wDJLtO/3pP/AEKovjhqg034aXkWPmvHWAcZ6nJ/lUvwR/5Jdp3+8/8A6FQB3l9/x4XH/XJv5V85fADxLFp3iTUtGup44obxd8e84zIpwAD7gn8q+jb7/jwuP+uTfyr4b0nSdQ1vXorDS4nku5ZcJt42nPUnsB60AfbGuaxYaNo11fX80KwRxsSHYAPwfl59eleFfs+TpdeMfEc8USxRyRKyxr0UFzxWlafALUr+zjTX/FlzJhQRCgaRUbvyzc9euK7b4ffCyz8AX95dW2pTXZuY1jKyRhduDnsfegDuruMTWc8ROA8bKT9RXwhqUAttUu7dWLCKZ0BPfBIr7yl/1L/7p/lXwlrf/If1H/r6l/8AQjQB9l/D7/knugf9eMX/AKCK80+NetN4e8beEdUwzJas8jIO4yAevfFel/D7/knugf8AXjF/6CK8d/aV/wCQhoX/AFyk/mKAPRNT+MHhODwrNqtrqUdxJtKx2qnEhfHTB5H1rnP2erhrvRdeuX+9LfBzk56gmvmavpP9m7/kWNX/AOvpf/QaAPVPFf8AyKOsf9ecv/oJr5E+GrBPiRoBJI/0tBwM19d+K/8AkUdY/wCvOX/0E18m/Ce1S8+J+hxyEhVnMgx6qpYfqKAPsqvk743Xn2r4qzps2+QkUec9eBzX1jXyJ8Y/+Ss6j/vR/wAhQB9X6T/yBrH/AK94/wD0EV4T8fLNr/xt4XtBgCcGMFumS6ivdtJ/5A1j/wBe8f8A6CK8y+K9mt/408CWzMUD35+YDkcqaAPU7aFLa1igjUKkaBFA6AAYFfJHxruZbj4paoshBEQjROOgCivr2vjz4y/8lU1n/fT/ANAFAH0H8F2LfC7SsknG8DJ7bjXEftG6cvkaHqQWMN5zQscfMeMjn04rvvhDAIPhhowU53xFzznkmuW/aHtpJfCemTrt2Q3oLZPPIIGKAPU9D/5F/Tf+vWL/ANBFeS/FvxAPDPxI8H6rIN8MHmb1J4CsQpP4A5/CvWtD/wCRf03/AK9Yv/QRXgf7Sn/IW0L/AK4Sf+hCgD07xh8StA0rwfeXtnqlrcXMkJW3iilBYsw449uv4U74Q6SdL+Hdg8i4nvN1zKccksc818exrvkVM43ECvuvQLY2fh7TrYvv8u3Rd2MZ+UUAeJ/tKfd0L6yf0q/+zaxOga2pJwLiPAzwPlNUP2lfuaF9ZP6Vf/ZtRx4f1pypCtcxgHHBwpzQB0/xysZr34ZXZgi8wwSxytgcqoOCf1r5Ir7Y+In/ACTvX/8Arzk/lXxPQB2fwn/5KhoP/XyP5GvX/i3LNa/FDwXcQOY383aGHX74yK8g+E//ACVDQf8Ar5H8jXpfx/kFl4s8NX8dyEljydvdQGB3UAfQNee+J9Eu9Q+LPhO+SBmtbSKdpJCuVBxgDPY8/pXd2dzFe2UF1BIJIpo1dHHRgRkGp6APE/E+o3Fx+0d4dsXb9xaoDGvuyEk17ZXz7d3EupftQ24RVdbVwhKc4VY+SfxNfQVAHgfxqsU1L4meE7KSIyxzfI6DqQXGa93t4IrW3it4ECRRqERB0UAYAryH4gf8lw8D/wC9/wCzCvY6APjr4xMzfFPW8sTiRAMnoNi19X+F/wDkVdK/69I//QRXj/j34I614n8YahrVlqNkkNyQwjl3BgQoGOBjtXtOk2badpFnZuwZoIVjLDuQMUAeC/E+1eH47aDOUCxzGEqw/iw2DX0PXh/xctHX4peDbwsuxpFjA75Dg17hQB8m/HiaWT4mXMbyMyRwRhFJ4XI5xX0X8Ov+SdeH/wDrxi/9BFfOHx2/5Kjef9cYv/Qa+j/h1/yTrw//ANeMX/oIoA4j9oj/AJEK2/6/F/kag/Z0h2eDdQlznzLvpg8YX171P+0R/wAiFbf9fi/yNL+zzCyeAZ5TIzLJdthSeFwO1AHX/FH/AJJn4g/683/lXxeOor7Q+KP/ACTPxB/15v8Ayr4zgXfcRrgHLAYPQ80Afc/hz/kWdL/69Yv/AEEV8+/tG3E3/CVabb+a/k/ZN3l7jtzuPOPWvovTovI021i2KmyJV2oSQMDoM184ftHf8jlpv/Xl/wCzGgD1j4LSPJ8MNNLuzHLjLHPGaPjX/wAkq1b6x/8Aoa0nwT/5Jfpv+8/86j+ODMvwt1ELIqhnjBDDO4bhwKAM/wCAnh9NL8C/2kwPnalIZDnHCqSox+tY37SNzKnh/RrdW/dSXDswx1KqMfzNd58KIZIPhhoSSoUbyC2D6FiQfyIrz79pT/kE6D/12l/ktAGN+zYx/tzW13HH2eM4zx941698TtJi1j4eavBIiM0cBljLj7rLyCK8f/Zs/wCQ9rf/AF7R/wDoRr3zxFarfeG9StWYqJbaRSQOnymgDyX9m5s+HNYXA4uU5xyflNeifEj/AJJxr/8A15v/ACrh/wBnaIJ4Lv2AGWvSM7cZwo7967j4kf8AJONf/wCvN/5UAfFNFFFAH254DkMvgPRHMSxk2ifKpBA49qwvjV/ySrV/+2f/AKGtdH4LRY/BWjKoAUWkfA/3a5z41f8AJKtX/wC2f/oa0AfIFFFFAHtv7N8St4l1iQltyWq4APHLd6+j5v8AUv8A7p/lXzn+zZ/yMGt/9eyf+hGvoyb/AFL/AO6f5UAfK3wu0W21n4yyi6UtHazzXAXHBZWO3P419WV87/Ar/kpviX/rnL/6OFfRFAHw3rDsnjO8dWIZb5iCOoO+vtyxJbT7ZickxKSfwFfEerp5njS8Tcq7r5hljgD5+9fbliNthbrkHESjI6dBQB8p/HPSbXS/iPcG1UqLqFZ5B23nIOPyr6B+E/8AyS7Qf+uB/wDQ2rx39o9VHijSWCgE2rZOOT81exfCf/kl2g/9cD/6G1AHBftH3t1b6Lo1tDPIkM8shlRTgPtC4z9Mmr/7O0skngi+DuzBb0hQxJwNo6Vk/tK/8g7QP+us38lrU/Zy/wCRJ1D/AK/j/wCgrQB6D47Xd4E1sZI/0R+QeeleJ/s228p17WbkL+6W2WMt7lgQP0Ne3eOP+RG1v/r0k/lXjn7Ncn7/AF2PK8rG2M89T29KAPfL3/jwuP8Arm38q+Pfhfp9tqXxR0m2u4/Mh89n25xyqlh+oFfYV7/x4XH/AFzb+VfFngrW28PePNM1JQhEdyFbzDgBWO0n8ASaAPsLxTp8+p+FdUsbU7Z5rZ0j5xzjpXxv4bDaX4301bvMDwXiLJuXJUhsdK+3kcSRq6kFWAIIrzX4jfCOx8Yk6jp8i2OroMh1UBZT/tY5z70Ab/xCeG78Ba5apc24la0fAdh6Z6V8W1p63Y6ppOrXNjqyzJeRtiQSsST75PUe9ZlABRRRQAV9dfBD/kl2nf78n/oVfItfXXwQ/wCSXad/vyf+hUAei0UUUAfAFFFFABX058Bv+SXah/18S/8AoAr5jr6d+BCMvwtviRgNcSkf98igDzb4Ef8AJU1/64TV9V18h/By/Nj8V9OG9UWdpIWLd8qcD65xX15QB41+0ZdiLwfp1qUJM93uDZ6bV/8Ar10XwR/5Jdp3+8//AKFXmn7SF9K2u6RYH/UpbtKPqWI/pXpfwR/5Jdp3+8//AKFQB1filmTwnqzKSrC0lIIPI+U14l+zho8Mt1q+tO5M0SrbquBgBuSfr8te2+LP+RR1j/rzl/8AQTXmP7OUkB8G6jGpXz1vMvxzgqNv8jQB6b4p1keH/C2parkBraBnTPTdjC/rivLPgp478Q+MPEGsLrF8Z4o4VeOMIqqhLHpgV2nxf/5JZrn/AFyX/wBDWvJ/2bP+Rh1v/r2j/wDQjQB9Gzf6l/8AdP8AKvhLW+de1E/9PUv/AKEa+5tRJXTLsg4Ihcj/AL5NfCEpMl05YklnJJ+poA+1Ph9/yT3QP+vGL/0EV47+0r/yENC/65SfzFe3eErRLHwfo9tGSyR2cQBPX7orxH9pX/kIaF/1yk/mKAPB6+k/2bv+RY1f/r6X/wBBr5sr6T/Zu/5FjV/+vpf/AEGgD1TxX/yKOsf9ecv/AKCa+U/g5/yVXRf9+T/0W1fT/wAQJIYvAGuvOZBGLOTPlnDfdPSvmD4N/wDJVdF/35P/AEW1AH2JXyJ8Y/8AkrOo/wC9H/IV9d18ifGP/krOo/70f8hQB9X6T/yBrH/r3j/9BFeX/FLVLaz+IngRJSwaO8MjYGeCyj+deoaT/wAgax/694//AEEV4Z8bL22h+JvhTfKF+zlZJf8AZUyLg/oaAPf6+PPjL/yVTWf99P8A0AV9hKQygjoRXx78Zf8Akqms/wC+n/oAoA+jvhNOs/wx0QqSdsGw5x1B9q5H9oiVE8KaWjRBme9G1s/dwprsvhZ5Y+Geg+Wu0fZVzxjJ7mvOv2jb4i20KwBTDTNKefmGBj8uaAPZ9D/5F/Tf+vWL/wBBFeB/tKf8hbQv+uEn/oQr3zQ/+Rf03/r1i/8AQRXgf7Sn/IW0L/rhJ/6EKAPD4SFnjJ4AYE/nX3fpUiTaRZyRsGRoEIYdCNor4Mr7Y+Hupw6t4D0e6g4U26oR6FRgigDyj9pX7mhfWT+lbX7OYn/4QvUC7oYPth8tR1B2jdn9Kxf2lfuaF9ZP6Vqfs4LGPC2qsPM3m6UNn7uAvGP1z+FAHofxF/5J3r//AF5yfyr4nr69+NWqT6X8M7825UNcMsDE/wB1jzj8q+QqAOz+E/8AyVDQf+vkfyNek/tJxkT6HJuXBWRdu0Z7c5615t8J/wDkqGg/9fI/ka9B/aSuSdX0W12LgQu+7v1AxQB7T4CIPgDQcf8APlF/6CK6KuF+D93DdfC/RxFKHMSNHJg/dYMTg/gRXX6lcxWel3dzO+2KKF3dvQAE0AfNfw9eTUPj/cTzSb5PPuJC3qc+1fT9fI3weklf4tWLwRCUM0hcn+FSD838vzr65oA8c+IH/JcPA/8Avf8Aswr2OvE/iheCw+Mngq4ZSwVxwD6uBXtlAHz346+Mfifwt8QNS0y0+yS2VuyqkUsXqoPUYPeuYuvj/wCNJ5i8LWVuuPuJACP/AB7JrE+MP/JU9b/66J/6AtZXgPQIPE/jPTtIujKLe4ciQx/eAwTmgDoLfx5rnjXxx4dOsyxSfZ7tPL8uMJjLDPSvruvlLWvCFl4J+MWi6VYzTTQ+bDJulxuyT7V9W0AfJPx2/wCSo3n/AFxi/wDQa+j/AIdf8k68P/8AXjF/6CK+cPjt/wAlRvP+uMX/AKDX0f8ADr/knXh//rxi/wDQRQBxH7RH/IhW3/X4v8jVj9n3/knB/wCvuT+lV/2iP+RCtv8Ar8X+Rqx+z7/yTg/9fcn9KAOo+KP/ACTPxB/15v8Ayr40tP8Aj8g/66L/ADr7L+KP/JM/EH/Xm/8AKvjO3/4+Yuv3x0OO9AH3tB/x7xf7g/lXzV+0d/yOWm/9eX/sxr6QsBjT7YAsf3S8s2SeO57183/tHf8AI5ab/wBeX/sxoA9X+Cf/ACS/Tf8Aef8AnVP48M6/DK5CQrIDPGGLDOwbuo/z3q58E/8Akl+m/wC8/wDOj42KrfCvVSQDgxke3zigDU+GE4ufhroMg7WwXqT90kd/pXnP7Sn/ACCdB/67S/yWu9+ELK3wt0PawOImBweh3tXBftKf8gnQf+u0v8loAxP2bP8AkPa3/wBe0f8A6Ea9/wBbnS20K/mkOES3ck/8BNeAfs2f8h7W/wDr2j/9CNe3+OJUh8D608jhVFpJkn6UAebfs5XDyeGdXhLZjjuwyj0yDn+Qr0D4kf8AJONf/wCvN/5V59+zgso8L6szKREbpdh7E7Tn+leg/Ej/AJJxr/8A15v/ACoA+KaKKKAPuTwd/wAibo3/AF6R/wDoIrmvjV/ySrV/+2f/AKGtdD4JlSbwTo0iElTaR4yMdq5741f8kq1f/tn/AOhrQB8teEtJg13xbpel3TOsF1cLG5Q4IB9K958YfBPwlpXha/1KyS7jmtIGkUecWDEDjOf6V4r8N/8Ako2gf9fifzr6y+IP/JP9d/69H/lQB4p+zZ/yMGt/9eyf+hGvoyb/AFL/AO6f5V85/s2f8jBrf/Xsn/oRr6Mm/wBS/wDun+VAHy/8I9Vi034yXcU05iS7knhAzwzFiVB/EV9R18LX13NY+K7q7tnKTw3ryRsOzByQa+wvB3iObVfBenarrMQ0+aVAG89gu49Nwz0z1AoA+QdZVn8ZXqqCWN8wAHU/PX27YAjT7YEYIiXI/AV5ZdfBDT7r4gL4iF832NpvtMlttGTJuyMEfw10nxB+IWl+DNEuMXcL6oUKwWytltx6EjsB70AeD/HnUoNQ+I0kUE3mC2gSJxnhX5JH6ivfPhP/AMku0H/rgf8A0Nq+O728n1C+mvLmQyTzOXkY9yetfYnwn/5JdoP/AFwP/obUAed/tK/8g7QP+us38lrU/Zy/5EnUP+v4/wDoK1l/tK/8g7QP+us38lrU/Zy/5EnUP+v4/wDoK0Aeh+OP+RG1v/r0k/lXjv7Nfl+drp+XzNsePXHP6V7F44/5EbW/+vST+VeP/s1AbteOOcRf1oA95vf+PC4/65t/KvgqX/XSf7xr71vf+PC4/wCubfyr4f0HQLvxP4kg0exKC5uXIUyHCjAJOfwFAH0F8GfifDrOmw+HdWmWPUbdQlu7HHnqOg/3hXstfJuvfBrxL4S0a412e8s/LswJD5Uh3dQBjivTvhJ8XP8AhIduia9JHHqCKBBNnAnA7H/aoAt/G/wLBr3huXXLWIDUbBNzFVGZYx1BPtyRXyzX3zdRR3FpNFKgeN0Ksp6EEV8JarClvrF7DEu2OO4kRV9AGIFAFOiiigAr66+CH/JLtO/35P8A0KvkWvrr4If8ku07/fk/9CoA9FooooA+AKKKKALulWJ1PVrSxVthuJVj3YzjJxnFfYPgfwKng3wnPoiXzzmZ3cy7cbSwxwK+ObG9n06+gvLZts8Lh0OM4I6V29z8Z/HNwFH9sGPac/u41GfrQBYudAHw++MelWImN55V1BJuI253MK+twcivhzVfFesa1rsGs39z5t9Ds2SFQPu8jiunb41+OWkR/wC1VGzPAiGDn1oA6D4vRjxJ8ZbbRhcMq7YrfcR/qy3Jx+de+eCvDA8H+GLfRhcm4EJY+YVxnJz0r45uPEuqXfiX/hIJrjfqPmiXzCONw6cV1v8AwvDx1/0Eov8AvyKAPq3VrH+09IvLHfs+0QtFuxnGRjNeR+BrS2+FnjyTwjdaik0OqW6TwyOm0mXcVCfiM15d/wALw8df9BKL/vyK5jX/ABhrXibVoNU1K7LXkCBI5IxsKgEkYx7mgD7Q17SINe0K90q44iuojGT6Z6H8DzXC/DX4aRfDu6vZ7nU47i4vMRxgDaNoOQOep5ryfRf2gPEumactrdWttfunCzSEq2McA461yHij4jeI/Fl3BcX93s+zuXgSAbBGT6YoA+zpYkmheJxlHUqw9iK+ZvEHwXeP4kW2h6XfIltexPcxvMMmNVPK8deoxRpv7Q3iGy0+G2uNOtLqWNdpmdipb3IFcwfiz4nbxcniN54Xuo0eOKJ0zGiN1UD8qAPrvT7X7Dptrabt/kQpFu9doAz+leW/G/wNP4k0mPWYbyOFdLgkd43UneOvBrya5+O3je4mMiXdvCpGNkcIx+tUNR+MHjHVdOuLC71CN7e4QxyKIgMg9aAOFRd7qv8AeIFfXPwi8E3fgvQLmK6uYp/tjpOhjBGBt6HP1r5GVirhh1BzXp4+PfjBLOK2h+wxiNVVWEJzgDHrQB9KeLdHk8QeE9U0mGQJJd27RIx6AkcV4L8JfhxrNr46Gqu9v9n0i8ltbgB+SwQjj1HzCsxf2hPGIUDy9OOBjJhPP61B4b+Nur+HV1ErptrcSX9293IzMVwzAZAHpxQB9XV4/wCPvhJfeKvH9nrlrcW8dqfL+0K4+YbT6d8152/7Q3i8uSkGnKpPAMROB+dHhr49a9pNzdNqkCajFcSGTbu2GMnsvt7UAfT+Y7a3+Yqkca9TwAAK+MviP4ik8R+PdSvxIWiSUxQc9EU4GPxyfxrp/GPxx1nxRpk+mW1nFYWs2VkKsWdkI6Z7V5XQB9jfCzxpb+MPCNsfMH2+0RYrpD13AYDfQgV5r8YfhdrWseMo9W0OxkuYrxVE+0j5HHGT7YxXjvhrxRq3hPVV1DSbkxSjhl6q49GHevXrP9pO6WIi80CN5M8GKYgY/EUAe2eGtLXwx4RsNOmnDLZW4R5W4HA5NfN+vjUPi/8AFG4h0swKtuhSEs/ysiHrn3qLxv8AGrWvFlo1hawjTrFxiREfczj3Nct4I8Y3PgjXv7VtbaO4k8sx7JGIGD34oA+ztNt3tNKs7aTG+GBI2x0yFANeN/H/AMJ6prMFlrFnHG1pp8EhuCzgFRkHgd65z/hpHWv+gHZ/9/W/wrK8S/HLUvE/h280a60a1SG6TaXSVsqQQQRx6igDyevo/wDZ78Vw3GjT+G7if/SYHMtuhHWM9cH6184Ve0rVb3RdRhv9PuHguYm3K6nH5+ooA+j/AI++FdQ1zQbLUdPiac2Lt5sSDLFW7gd8Vr/BDw9qHh/wHs1KDyJbqczojfeCFQBn06Vwui/tHSRW8UWs6MZnUYea3kALcdcGneLP2hmms0g8M2bRSSR/vJ7gcxN6KOh+tAFH9oHxil/qlv4bs5w8NofMudvTzT0GfYH9a8RqW4uJru5kubiRpJpWLu7HliepqKgD0/4MeE9X1Pxbp+vWsCtp9jcgTuXAK8enevQPjt4I1vxDc2mradDHJa2VtJ55LgFRnPTvwK808A/Fa78BaNd2NrpsVy08wk3yORjjGMCt7VP2gtX1TSruwk0a0RLiJoiwkbIBGM9KAO9/Z1kRvAl5GHBdb5iVzyAVXH8jXafEy5itPhvr0krFVNqyAj1bAH6mvmz4f/FG68Aabf21tp0V011IjhpHKhcAjt9a1PFPxw1TxV4bvNFuNKtYYrkANIkhJGGB9PagC18DfC+sN4osfEa2Jk0wGSEzbwNpx1x3HavqGvljwD8ZR4I8MJo/9kfaisjyeZ5u37xzjGK1T+0jrOTjQ7PHb963+FAHQ/HDQPEFzr2k69o9k88WnRNI8iYIjKsGyR+FepeDfEkHivwrY6tC6s0sYEwX+GQD5h+deCan+0Fqeqabc2Emi2yR3ELROyynIyCMjiuM8DfEfWfAlw/2IrPaSnMltKTtJ9R6GgD1f4w/CbU9c1v+3/D8KzyTIBcwA4YsBgMPXIwMVb+E3wun8Hyy+JfETLBcpEfLi3cRJjLMx9afZftE+HpLV5rvT76G5Cj90uGVj7Ht+NcR42+Ot34m0O40mw037FDcDa8rSZcrnpx60AMszq3xJ+M0mrWCpPb2Nwj53gBYVbAI9a+oq+OPht8QB8P9Svbv7B9s+0wiPbv27cHOa7Zv2kdY3HbodntzxmVun5UAUfj54c1K28WyeIJIVGnXAjgjk3DJYKcjH4GvePh1/wAk68P/APXjF/6CK+afHnxX1Dx7pNvYXenW9skM3nBo3JJOCMc/Wt/SPj5qGh6Dp2lWmjW7paW6Ql5JTlioxngUAeo/G7QdV8Q+D7e00mxku5VuRI6x9VAB5rN/Z6uifBt9YOgWS1vGDc85I9Pwri2/aP1llKnQ7MgjB/et/hXIeBvibdeDNfvLyK0SSyvZC09vu5HPY+2aAPqPxp4ffxT4S1DRo5/IkuY9qyHOAc5Gcdq+XNa+GOtaJ42t/D1sn9o3LRLcgwjGVzycH0xXr2pftEeHYtNeTTrS7nvCvyRSJtUN7n0ryzQvivdwfEc+LNbha6JheERQ4GxT0Az6UAfWcC7II1xjCgY9OK+fP2hdA1W61i11iCylk0+3tQks6j5UO49auS/tKQCQ+T4ekKdi8wB/QVg+LvjqPFHha/0UaIYPtSbPM87O3kHpj2oA9X+Cf/JL9N/3n/nVj4uaRq2ufD+70/R7f7RcSSR7oh95lDAnFePeDPjbb+D/AAjZaMmkS3MsJYu5kCryeMVu/wDDSq/9C6f+/wD/APWoAufAPW5LJtU8I6nI8V5bSF4reT+HBw4HvnHFa37QOhzan4Mtb23ieR7G4ywUE4VhgnH4Cvnq88UXjeMrnxJp7NZ3Mt01wgVs7STnHuK9p8N/tD2U1ubfxJpzxsEx5sA3iQ98r2oAm/Z18Oy2mnalrkwljNywgjRlwCq87h+JxVr4++Kfs2j23hi0Zjd37hpAv9wHgH6mq+u/tB6NaaWsfhuweW5zgLMnlog9eOv0rwnVPEmoa54i/trU5TPcmRXPYYB4A9BQB9Q/Bnw3qnhfwZLY6tb+RcNdNIF3A/KVXB/Sun8aabc6x4M1fTrJA9zcWzRxqTgEketeL3P7SU/kBbTw/GsgxzJOSMfgKpf8NI61/wBAOz/7+t/hQB4zdW0tndTW0wxLE5RxnoQcGrWi6Pea/q9vpenoHurhtsalsAn61Bf3bX+oXF26hWnkaQqOgJOa0vCOv/8ACL+KbDWTB5/2WTf5e7G7jHWgD7R8PWMum+HNOspwBNBbpG+DkZA5rD+JuhX/AIk8BahpemRrJdzbNis20HDgnn6CvIrv9pLUGm/0TQbdY8dJJiTn8BUP/DSOtf8AQDs/+/rf4UAVvBnwg8Y6P4z0nUbyxiS2t7lZJGEwJAHtXu/xB/5J/rv/AF6P/KvIov2lGESeb4eBkwNxWfjPtxWBr3x81TXNHvtMbR7WKG6jaPcJCSoP4UAdR+z34Z1TTjea3cwqtjfW6rA4cEsQxzx2r3WQFo2A6kEV8weEvjhN4U8IW+iw6LHNLbghJTKQDk5yRitD/hpHWv8AoB2f/f1v8KAM7wX4Bmv/AIzXdhrdq6x2kkl5JGejDdlM+xJFeqfGfwfrXinw3aR6HlmtJC72qnb5gxgY9x6e9ef/AA5+JUeq/Fy41PVYY7VtUtxarsJKqwIK/njH419HZGcZGfSgD5c0zwV8XvIfyJL+2Ur5ZSW62kj6E9KxdZ+E3j2GOXUL3TpLpvvSMkokf6+tfX1FAHwZY6Xe6lqUWnWltJJeSvsSEDDFvTFfZXw50270j4f6PYX8DQXUMRWSNuqncT/WvOvirY6X4N8ZeHvG6W5GLnbcQQqAZMAnd6Zqvd/tJ2Ksv2PQbh1x8xllVTn2xmgC3+0PpV/qWl6M9lZzXCwPM8pjXIQYXk+nQ1Y/Zy/5EnUP+v4/+gLXNan+0SuoaVeWX9gFPtEDxbvP6blIz096yPhd8VdI8CeF7qzvLW6uLma7MoSIDAXaBnJPtQB7n8Sormb4da3HaRNLM1sQqIOT615P+zjKbbUtcsJo5I7gxRy7XXHAOO/1rZP7SGgng6LqH5p/jXnr/FWK1+Kz+LdPtZPsk0Yjlt5DhiuMHpx70AfVFzGZbWWNerIVH4ivmPwn4O1nwH8TPDt3rlusUd1dSwxbHDEnaRn6fMK9fh+NPgiXSWvzqojZQc27oRLn0C968o1f4yWetfEbR9RubNhomlzO0QC5kfcuNxH1xxQB7N8VrWe8+Getw28TSymEEIoyThgTXyV4ZW7PinTFsTtu/tKCMkdGzXv2q/tDaHHPZjTrKa5geQi681dhVPVfU1e0PxJ8IRd/27bNp1nfSHcfOUq6H2U8D8KAPTdRuxp2iXN3cvxBAzyOB6LycV8LXk5ur64uCeZZGc8Y6nNezfFH4zw6/p9xoOgxt9jlwst2xKs2DyFHocdfevEqACiiigAr66+CH/JLtO/35P8A0KvkWvrr4If8ku07/fk/9CoA9FooooA+AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKfGu+VEzjcQKAGUV9BL+zhbT2cMsPiCVXdVYh4AQMjPY15j8R/AM3gHWobMztc288e+Ocptyc8j8OKAOLor0zwB8Ibjx5oMmqRatHaKk7Q+W0JcnABznI9a5fxx4Sk8FeJZNGlu1umSNX8xU2g7hnpk0Ac3RRRQAUUUUAFFFFABRW34V8NXni7xBBo9i8STzAkNKSFAAyelekf8M5eJ/+glpv/fT/APxNAHjlFdL418GX3gbWY9M1CeCaV4RMGhJIwSR3HtXNUAFFFFABRTlUswCgkngAV614Z+Aeu65pUV/e3sOmrKoaOJ4y7kHoSARigDyOivQ7r4O+JrbxlB4eMaN9oBaO8AbyioHJJxx6Y964W/s30/ULizkKs8EjRsV6Eg44oArUUUUAFFbPhrwxqvizVk07SrcyzH5mPRUXPLE+lbvjb4X694GghuL8RT2spx59uSVVv7pyOKAOJooooAKK6Hwl4M1fxpfT2mjpE0sMfmP5r7RtyB/Wuu/4UJ44/wCeFl/4Ef8A1qAPMKK9D1H4KeN9OtzN/ZsdyoBJFvKGIA9jj9K4Ge3mtZ3guInilQ4ZHUqyn0INAEVFFFABRRRQAUU5FLuqjqxAr123/Z58S3FtFOupaaFkQOAWfuM+lAHkFFaOu6Nc+H9cvNJvNv2i1kKOVOQfcfhWdQAUUUUAFFFFABRRRQAUUUUAev8A7PNpaXHji7kuFRpYbQtDuxwdygkD1xmmfEufx14X8fX+pLf38dtI++CeEnyhGT8qn+HIxjBrzfQPEGpeGdWi1PS7gw3MXQjoR6Edx7V754b+PWiatYx2PimyEM5Uh5dm+ByBwSOSMn2NAHkn/C2fHf8A0MNz/wB8J/8AE16D8IvHPjrXvGEVvd3E1/prKRcPLGAsQHcMAOfau/8A7S+Ed66XrN4fMj4bc8Shs9sgisvxL8avCnhm2ks/DsKXlwVO37MgSJG9Scc/gKAOa/aN8QW0r6boCKTcQt9pkbsoIIArwOr2rarea3qlxqN/M01zOxZ2J/Qe1UaACiiigAooooAKKKKACiiigAooooAKKKKACvrr4If8ku07/fk/9Cr5Fr66+CH/ACS7Tv8Afk/9CoA9FooooA+AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKUEg5FJRQB9ZfAq5urr4dxy3U7zObiQBnfccA8Csr9ofR5L3wdaajFEp+xXH7xu4Vhj+eKb8NNRPhj4PabfRpGftF8EcuxwA74Jr0XxpocXiPwfqemSEATQMVbGdrAZB/MUAeDfs83dwmvaxCJn8pLBpFjz8obcvOPWvJtV1C61TU7i7vJmlmkcksxz36fSvVf2f0MfifXEYYK6c4P8A30tcz8NvAD+O/E0sMrNHp1sd1zIn3uc4UfXFAHBUV9RHSPhlYeL4PBMugwPevAAs5XdliDwT/ewM5rzvxP8AC3S/C/xE0i0vJ5v+Ed1CTBmc7fLP93d+VAHkNFfUs/wJ8CW1q91O94kCLvaRrg4A9a81+Hnw70Hxd411+0dppdHsiRbyRS4J+fC89+AaAPJKK9C8T+CtM8P/ABYi8PzTPBpEksR8135WNgMkk++a6T4q/D7wf4Q8M291pU87X1xIvlK0+4MhBy2PT3oA8o0jU73SNThu9Pupba4U4EkTYYA9ea+5NLkeXSLKSRizvAjMx6klRk18IQ/6+P8A3h/Ovu7R/wDkCWH/AF7R/wDoIoA+OfiTqN5qPj/WPtdzJN5FzJDFvbOxAxwo9q5OvYdC8KaJ4w+MXibTdaldF86Z4FSTazOH6D14ya7LWf2eNB/s9207U57WdRnfcEMnUZz6cZoA+bKK+q7f4GeCJtGEMYmlkI/4+0nySfbHGPavnLxj4an8JeKLzR5m3+S3ySYxvU9DQB0fwZ0K2134i2SXXMdsDcbMAhivIB9q9M/aF13V9Lg0ezsZ5ra1mLu7xPt3MuMDj0zXB/AS5hg+JMSyyKjS28iJk/ebHSvoD4heCbfxz4aksHKx3UZ320xH3H/wPegDm/gh4g1DWfh/NJqExnls5nhjkc5YqFDAE/jXy/q1y15rF7cuAGkndiB0ySa6qx8YeLvh5He+HbaUWZW4LSq0YLbsbTgnscCsHw/ot54t8T22mQOBcXkpy7DgdyTQBjUV9KXXgz4b/DezsodetjqF3fMIt0g3HPdgv8Irj/it8I7XwzYDXtCkc6eWAlgb5jGD0YH0oA2/glKmh/DrxL4htoFur6FifJA+Yqi5Az6HJ/KqfxH+MukeJ/BC6Tp9pIbm7ANx5q4EGDn5fU5/SvT/AIT6d4dtPA8S6BcfaoJyHuS5yfNKgMpHb6V5j8V/AngvSr2KWxvksr+e9iFxa7+Fjc8sq9sdaAKPgn4H23i3wnZ60+sSwNcAkxrGCBg4615l4r0RfDnijUNHSYzLaSmMSEYLe+K+x/Bmk6donhSxsNJujdWcaZjm3A78nJPFfNfxnsNBh8UzX+k6p9rurmdzdxAjELDHFAGT8KL+8tPiLpENrdSwJc3CRTCNsb0z90+or628QzSW/hrVJ4XZJY7SV0dTgqQpIIr5B+F3/JTPD/8A1+J/OvrvxR/yKesf9eU3/oBoA8c+BvxB1bWdavdF1vUprtjF5tsZfmIIPzDd17io/wBonwxAtvYeIoAiSbvs8wAxvzyD9a4/4CPKvxMRUJ2tbSB8DtxXqvx+t5LvwbYWsI3SzX8aIPUnIFAHyxRXvTfB/wAJ+EPDkep+NNSuS7YVlt8hVY9hjk1a1b4HeH9W8LnVfCV5O0rw+bAkr7lk74J6g4oA+e6K1tE8P32u+IbfRbaJhdTS+UQR9znkn2Fe46p8PPh58O9LtW8SLeX096wiVlycMMElQOnWgD55DFSCDgjkV9ifCHULvU/hxp1ze3ElxMdyl5GycA4Aryj4nfCLTdJ8OnxJ4baQWqgSTQSNwqEcFc89e1enfBL/AJJfpv8AvP8AzoA+Z/H873Pj/XZJDljeOv4A4H6Cubr0BtI0zXPjJqOnavd/ZLOa8nDzbgNp+Yjr74rsPGXwi8I+F9FvZj4ilGoR25mgt5SoMh7cdaAPD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvrT4FSLJ8MbUK24pNIpGc4OelfJdfUn7PMiN8Pp41YF1vXLL3GQMUAet0UUUAfAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHvMjtH+zDbyIcMs6sD6EPXtvhW+OqeEtLvHdZGmtULMpyCcc14jcf8muQ/wDXUf8AoZrqf2fdc+3+C59MkkLS2MxAB7I3I/rQBm+CtITRfjR4ytIomihNm0sYPoxU5Htkmtr4CaZbWvgia+jVvPu7p/NJPHynAxXZ3Xh2KPxPdeIkcLJJpzWsibfvfMGBz7YI/Gud+CRhPw1tPJDg+fLv3f3txzj26UAeK3Jkf9oiTaXLDWCODzjd/hXrPx+hZ/AMUyxllhu42YgfdFeUm2ku/wBoySKMgN/a7NyccAkn+Ve7fFuJJPhfrm9A22DcuR0IIwaALl1CuvfDB4oSQLnTAFydp+5Xn/7ONk8PhnVrpgu2W6WNSOvyrz/6EK7P4faouu/C6ylhiZCLUwbSerKMVxPwz1KTwb4V0WykgDzavrUlvKjttMfGMj1wVH50AYHx60p7v4iaArsFivIktwe4PmEE/wDjwrmfjkn2bxxBYqxMFrYwxRL/AHV2/wCNevfFvw6NU13wfeoxWVNSSAkKT8pIbP8A47+teA/EvUG1L4i61OZhKi3LRow6bV4H8qAOXt8faYs5xvGcfWvu3SsDRbErkqLePHrjaK+FbFVbULYOQEMqhiegGRX3dZKi6bbrGwKCFQpXoRgYxQB8yeDZhcftGNKEZQ19cnDjBHyvXrnxyu7i0+GV2beVozJNHG5U4ypJyK8h8EBh+0Qdxct9uucmQYbo/UV6x8ev+SYT/wDXzF/WgBvwDZm+GcO5icXEoGT/ALVeKfG2R3+KGoh2LBVQLk9Bt6V7T8Af+SZxf9fMv/oVeJ/Gv/kqOp/RP/QaAOO0PU30XXLLU0DFrWZZcK2CcHOM19q+FfEll4s8PWurWTDZMvzJnmNu6n6Gvh2OJ5W2xozn0UZNd78MfiBc+AddKXUTvp11tW4iOQU9GUHv/OgD1v45fD4a1pZ8R6fGgvbNCbgd5Ih6e45rk/2ctGSfXNU1aRQTbRLFH6gt1/QCvomN4L+yV0Ky288eQeoZSP8ACvJfgtpp0fX/ABhpxUL9nvdgAOcDnFAHA/tB3DzeP7S33j91art45G455r3C70+W7+FD2NwPtUz6VtI/vt5fFeEfHz/kpsf/AF7RV9Jaahl8L2iPhS1mgODnHyCgDzX9ncY8A3YPUX7/APoK15Z8e/8Akp9z/wBe8X/oIr1z4EQLa+FdWt0bcsWqzIG9QAozXkfx7/5Kfc/9e8X/AKCKAPefhFAIPhfoqhw+6IvkHOMknFfKXi//AJHDWP8Ar7k/9CNfV3wkgeD4YaIrptLQ7wMdQTkGvlPxkAPGWsBW3D7XJzjHegDS+F3/ACUzw/8A9fifzr6+8QwyXHhvVIIULyyWkqIo6sSpAFfIPwu/5KZ4f/6/E/nX2Brl1LY+H9Ru4CFmgtpJEJGcEKSKAPIfgL4M1bQ31LV9VsjbJcoscIlGJBgnccdgePyqv8UPGthc/Ebw1pUV3C1rp90stzKG4VycYJ6cCvNtT+MfjXVLCexn1NUimG1jFGEbHsRyK4vT7G41bU7exthvuLmQIm49WJ7mgD60+Luoacvwx1Tz5oW86ILByDuYnjFQ/A7n4XWGf+ekn865mD4L+H9F0Uaj4w1u7uoraLdIhkKxR+uOpP4Yr0rwVbaBaeGLeLwzKsul5JjZXLcnryaAPOPh3pcP/C7vGd3HHEqW/wAoVTuwzkEkHt0Ofrik+LlwkfxJ8FLdugslm3MHPy53Dkjp6Vs/Du2WP4lePJZbiNrk3MY8tBgBMEqfrzg+4riP2lP+Qnof/XGT/wBCoA9J+LmtWOn/AA41ONrmATXMXlwxkglySOgqH4KsV+F2mYUtl3HHbnrXyXNcz3JXz55Jdowu9y2B6DNfW3wS/wCSX6b/ALz/AM6APLvCngseIvit4i1W7iSTT9Mu5ZGjkBIkfLbR+BGT9K8q8R6/qHiTWp9R1KYyTuxAHZFzwoHYCvtLRbLSIrO6XTBG0M1xIZypzmQn5gT9a+PviFoUfhzx1qumwxslukxaEEEfIwyMZ64zjPtQBzFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX01+zpEq+DtQlBXc93ggHkYXv+dfMtfSf7N3/Itav/18p/6CaAPbKKKKAPgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiinxlRKhf7oIz9KAPdbj/k1yH/rqP/QzXM/AjxB/ZHj1LF/9VqSeR1PDdV/Xiut1zx98O7z4c3Hhy0a6jBj3xRJEVUSdfXpmvDtH1CTStZs7+Jyj28yyBh2waAPuq8/48p/+ubfyrzP4DahbXHgN7OKXdPbXMnmrg/LuYkfpTp/jr4JktJE+1XW9kI/1HfH1rxD4Z/ER/AmvzyyQmfT7whZ0Bwy4PDD3GTQBsQJLJ+0jIsKI7/2tIcOcDHOf0r1b49asdP8Ah49sjhXvZlixuwSo5P1rKtv+FZTeMv8AhPIvESRTgmVrcttG/GCcYzn29a8o+LHj9fHHiBDZ+Yum2q7IVbjce7EUAez/AAB1NLz4ffZDJGZbS4dSin5gpwQSPzrm/jJrn2D4m+E1Sd4hZss78fKoZxz9cKa5n4KeNdC8HRazLrN0YfN8vy0VCzPjOcVzPxT8U2fizxxJqenTyyWgiRIzIu0rjqMfWgD69vruOz024vpF3pBC0xA6kKCePyr4X1a8GoaxeXioUWeZ5ApOcZOcV9Ial8W/DB+HE9pbasH1I6aIljaMklym0j09a+YycnJoAnsv+P634z+9Xj8a+7LE7dKtiQRiBcjPI+UV8U+Do9Dl8UWaeIpZItMLHzHQkYPbOOcZr6kh+LHgGC2jt01+HYiBBlXzgDHpQB4n4DnS5/aDEyFyrXtyQX6/dfrXq/x8lRPhpIjZ3PdRhcAn1/KvP/Clz4F0z4w6hq8WqhdNiiM1tNI7AGZyAw6ZP3mrr/iH40+Hvi7wpc2M2vbpIw0sCwhwTKFO3PHIyaANH4A/8kzi/wCvmX/0KvE/jX/yVHU/on/oNel/CDxz4a8NfDyG31bVoLaY3MpEZyWxnrgCuG+Ml94Q1rVI9Z0DVHu7+4bFxGAdiqBwRkdaAHfs/qG+I2GAI+yydfpVb47wPD8TbljGUWS3iZOMAjGMj8RVT4P+I9M8L+Mm1HVbgQW620ig4JyxHAGK7bUfFHgv4r26w+Ib06NqVvPIttMi/K8ZPy7ic/lQB2vwE1i81T4fmK7lMgs7hoIieoQKCB+Gar+BPE9lf/F7xdaW8yGOfY0WRguyDa2PasHU/Hnhv4Z+DY9A8IXceo3rkl5SdwUsOXJ6E5xxXjnhDxZc+E/FcGuxRrM6sfMRv4lb730NAHcfHxGX4mQsVIVraLBI4PNe+arqI0n4azXxkEfk6YGDEZAPl8frXnevDwF8VLvSdWfxGllc24Ae3kIUkZ3FTnj8a5340fEjTdT0+LwxoUqT2qFTNNGSANvRV7EUAdj+zuS3gK8Y9TfuT/3yteUfHaQSfFC8Ax8sMSnBB/hFeqfD/wAY/D3wh4Os7eHWVge4UTTxylnZZdoDZ445Fef/ABYfwDrX2rX9F1p59YmkTdAM7GGME8jjgCgD2z4UXJu/hlobkKNkAj+U/wB3j86+TvF//I4ax/19yf8AoRr3r4OfETw7aeC7bRtR1CKzu7UtxKcBlJyCD+Ned/GfU/Cd9rcQ8OJDJOWaS7uYfuux7e9AHO/C7/kpnh//AK/E/nX134o/5FPWP+vKb/0A18tfByHQx4yXUNb1JbJbBRPAWYKHcMPlP4Zr3vUvij4CvbG7sJvEMKpPG8LlFbIBBBxxQB8gt94/Wu5+EEMM/wAT9GEzqoWQsoK53MAcCsPxfY6Hp/iCWDw9qD3+nbVZJnGDkjkdB0NVvDesv4f8R2Gqxgk2swcgHBI7j8qAPpX4/wBxLD8OSkblVluUVx6jPSr/AMDv+SXWH/XST+dQ6t4o8B/EPwTcQ32sx21sQGkDMFliIPYHrzSeB/iB4CsrGHw5peq+VHaDZG9yNgl55IP1PtQBl/Dy4gh+M/jizjXmQrKCOnB+buectXKftJGY6xowMDCBYH2y9mbdyPw4/Om+MfF2h+Dfipb+IfDU8d686sNSjRyVbOBgdgcDPHeu61zWPhz8T9DtYtQ1iKIq26MNJ5ckTkDI5/8A1cUAeF+DvBMXiHw14h1i8eWCDTrfdDKpAVpP7pz7Yr6F+CX/ACS/Tf8Aef8AnXmvj3XfDXg/wafA/ha4S4F1Jm9l3byqnB+90z/Ku98K+Ovh94U8Lafpttr8QjWPdhtzNuP3s8cc0AQfCzXpZPE/jHSLibMVvftLCpPKhmIbA9M4rk/2jvD5WbTPEEZGGBtZB78sp/8AQqwbHxd4f8OfHGbWbC+aXRbot50wUnBcc9ecBq9M8W+Nfhr4y0J9J1HxAqwswcNGGDKw6HpQB8q0VYvkt4r+4jtZDJbrIwjc9WXPB/Kq9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX0n+zd/yLWr/9fKf+gmvmyvpP9m7/AJFrV/8Ar5T/ANBNAHtlFFFAHwBRW5/whnib/oA6j/4Dt/hR/wAIZ4m/6AOo/wDgO3+FAGHRW5/whnib/oA6j/4Dt/hR/wAIZ4m/6AOo/wDgO3+FAGHRW5/whnib/oA6j/4Dt/hR/wAIZ4m/6AOo/wDgO3+FAGHRW5/whnib/oA6j/4Dt/hUNx4Y160QNcaPfRKc4LwMOn4UAZNFW/7Mv/8AnyuP+/Zo/sy//wCfK4/79mgCpRVv+zL/AP58rj/v2aP7Mv8A/nyuP+/ZoAqUVb/sy/8A+fK4/wC/ZpjWN2rhGtpgxGQChzigCvRT0iklbaiMzdMAZNP+y3GGPkSYUZJ2ngetAENFKFLHABJPYUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX0n+zd/yLWr/wDXyn/oJr5sr6T/AGbv+Ra1f/r5T/0E0Ae2UUUUAFFFFABRRRQAUUUUAFIQCORmlooAbsX+6Pyo2L/dH5U6igBuxf7o/KjYv90flTqKAG7F/uj8qry6dZTXK3MtrC86KVWRkBYA9RmrVFAGNbeFPD1lMJrXRbGGQENvSBQcg5B6etWRomliOWMafbBJUMbr5QwykkkH2ySfxrQooAwY/BXheKQPH4f01XXoRbqCP0pp8DeFScnw9pnP/Tsv+FdBRQBz/wDwg3hT/oXdM/8AAZf8KP8AhBvCn/Qu6Z/4DL/hXQUUAc//AMIN4U/6F3TP/AZf8KP+EG8Kf9C7pn/gMv8AhXQUUAc//wAIN4U/6F3TP/AZf8KrzfDvwfcPvk8O2G7aV+WLbwfYfzrqKKAOQm+F3gmd97+HLPOMfLuUfkDUf/Cp/Av/AELlt/30/wD8VXZ0UAcZ/wAKn8C/9C5bf99P/wDFUf8ACp/Av/QuW3/fT/8AxVdnRQBxn/Cp/Av/AELlt/30/wD8VR/wqfwL/wBC5bf99P8A/FV2dFAHGf8ACp/Av/QuW3/fT/8AxVNk+EngWRcf8I/AvOcq7j+tdrRQBwlx8HvAtxCsX9hxx7SDujkcMcfjVdfgl4FV939lOfmDYM7Y+nXpXodFAHnL/A7wK7lv7NlGTnAnbApP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIaj/hRngT/oHTf+BDV6PRQB5x/wozwJ/wBA6b/wIaj/AIUZ4E/6B03/AIENXo9FAHnH/CjPAn/QOm/8CGo/4UZ4E/6B03/gQ1ej0UAecf8ACjPAn/QOm/8AAhqP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIaj/hRngT/oHTf+BDV6PRQB5x/wozwJ/wBA6b/wIaj/AIUZ4E/6B03/AIENXo9FAHnH/CjPAn/QOm/8CGo/4UZ4E/6B03/gQ1ej0UAecf8ACjPAn/QOm/8AAhqP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIaj/hRngT/oHTf+BDV6PRQB5x/wozwJ/wBA6b/wIaj/AIUZ4E/6B03/AIENXo9FAHnH/CjPAn/QOm/8CGo/4UZ4E/6B03/gQ1ej0UAecf8ACjPAn/QOm/8AAhqP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIaj/hRngT/oHTf+BDV6PRQB5x/wozwJ/wBA6b/wIaj/AIUZ4E/6B03/AIENXo9FAHnH/CjPAn/QOm/8CGo/4UZ4E/6B03/gQ1ej0UAecf8ACjPAn/QOm/8AAhqP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIaj/hRngT/oHTf+BDV6PRQB5x/wozwJ/wBA6b/wIaj/AIUZ4E/6B03/AIENXo9FAHnH/CjPAn/QOm/8CGo/4UZ4E/6B03/gQ1ej0UAecf8ACjPAn/QOm/8AAhqP+FGeBP8AoHTf+BDV6PRQB5x/wozwJ/0Dpv8AwIak/wCFGeBP+gdP/wCBDV6RRQB5bc/ALwVOiLGl7AV6sk+S31yDVb/hnjwh/wA/Op/9/l/+Jr1uigDyGT9nfwk0bCO71JXI4YyKcfhtrPb9m7RixK65eAdgYlP9a9uooA8Q/wCGbdI/6D15/wB+V/xo/wCGbdI/6D15/wB+V/xr2+igDwK4/ZrQsfs/iJgM8b7bPH4NVf8A4Zqn8wf8VHHsxyfsxzn/AL6r6FooA8Jh/ZsshKfO8QTGPHASAA549/rU3/DNulb/APkPXW3H/PFc5/OvcKKAPDl/Zt0vZ82vXRfHUQrjP50x/wBm3Tti7NfuQ+RuJhGMd8c17pRQB8/zfs1ZmfyPEYEWflD22Tj3+avS/hv4AXwBpFzZ/bzePcSCRn2bQMDGAMmu1ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqC7u4bGzmu7lxHDChd2PQAda8mf9ojwukjKLK/YAkBgowffrQB7BRXj3/DRfhf8A58NQ/wC+V/xo/wCGi/C//PhqH/fK/wCNAHsNFePf8NF+F/8Anw1D/vlf8aP+Gi/C/wDz4ah/3yv+NAHsNZuj3Gp3ENwdTtEtpEuHWII+d8YPyt7E+leYf8NF+F/+fDUP++V/xrRi+Pfgl4lZ5rxGIyVMGce3WgD1CivMv+F8+B/+fm8/8B//AK9H/C+fA/8Az83n/gP/APXoA9NorzL/AIXz4H/5+bz/AMB//r0o+O/gcqT9quhjt5HJ/WgD0yivPrb41eBbhAx1Yw5H3ZYmB/TNT/8AC4vAn/Qei/74b/CgDuqK4X/hcXgT/oPRf98N/hR/wuLwJ/0Hov8Avhv8KAO6orhf+FxeBP8AoPRf98N/hR/wuLwJ/wBB6L/vhv8ACgDuqK4X/hcXgT/oPRf98N/hR/wuLwJ/0Hov++G/woA7qiuF/wCFxeBP+g9F/wB8N/hR/wALi8Cf9B6L/vhv8KAO6orhf+FxeBP+g9F/3w3+FH/C4vAn/Qei/wC+G/woA7qiuF/4XF4E/wCg9F/3w3+FH/C4vAn/AEHov++G/wAKAO6orh0+L3gWRgo1+HJ9UYf0pf8AhbngbeV/t+DIGfutjp9KAO3ork4fiZ4MnhSVfENntfOMsQePbHFSr8RPCDKGHiGxwRn/AFlAHT0VzP8AwsLwh/0MNj/38o/4WF4Q/wChhsf+/lAHTUVzP/CwvCH/AEMNj/38o/4WF4Q/6GGx/wC/lAHTUVzP/CwvCH/Qw2P/AH8o/wCFheEP+hhsf+/lAHTUVzP/AAsLwh/0MNj/AN/KP+FheEP+hhsf+/lAHTUVzP8AwsLwh/0MNj/38o/4WF4Q/wChhsf+/lAHTUVzP/CwvCH/AEMNj/38o/4WF4Q/6GGx/wC/lAHTUVzP/CwvCH/Qw2P/AH8o/wCFheEP+hhsf+/lAHTUVzP/AAsLwh/0MNj/AN/KP+FheEP+hhsf+/lAHTUVzP8AwsLwh/0MNj/38o/4WF4Q/wChhsf+/lAHTUVzP/CwvCH/AEMNj/38o/4WF4Q/6GGx/wC/lAHTUVzP/CwvCH/Qw2P/AH8o/wCFheEP+hhsf+/lAHTUVzP/AAsLwh/0MNj/AN/KP+FheEP+hhsf+/lAHTUVzP8AwsLwh/0MNj/38o/4WF4Q/wChhsf+/lAHTUVzX/CwPCRQv/wkFjtBxnze9J/wsLwh/wBDDY/9/KAOmormf+FheEP+hhsf+/lH/CwvCH/Qw2P/AH8oA6aiuZ/4WF4Q/wChhsf+/lPj8e+FJc7NfsDjr+9AoA6Oiuaf4geEkYq3iCxBHX97Sf8ACwvCH/Qw2P8A38oA6aiuZ/4WF4Q/6GGx/wC/lH/CwvCH/Qw2P/fygDpqK51PHfhV4/MXX7Aru2580detNb4geEkxu8QWIyMj972oA6SisH/hNPDOIj/bthiXhP3w54zU1t4r8P3cRkh1qwZckZ89RyPqaANiisseJNDLso1iwyMZ/wBIT/Gnf8JFon/QYsP/AAJT/GgDSorN/wCEi0T/AKDFh/4Ep/jR/wAJFon/AEGLD/wJT/GgDSorN/4SLRP+gxYf+BKf40f8JFon/QYsP/AlP8aANKis3/hItE/6DFh/4Ep/jR/wkWif9Biw/wDAlP8AGgDSorN/4SLRP+gxYf8AgSn+NH/CRaJ/0GLD/wACU/xoA0qKzf8AhItE/wCgxYf+BKf41ctrq3vIvNtZ4p4ycb4nDDP1FAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAeW/HbxGdF8CNYxMBPqT+T7hByx/lXzf4d8My+JrlbKyvLdb+TIit5TtMhHYHpmux+OXiUa548ks41dYdNU2/zH7zA5Y4+tYXwr/5KdoH/AF9LQBF4p+HXiLwbYw3ms20UUM0nloUlDZbBPb6VydfRf7SV0V0fRbTBw87yZzxwuP615j8OfAVj4+up7IapLaXkMZlK+SGQrkDg568igDgqK7I+E9Is/Gl74d1PWZIWiuhbQzRQbw5Jxk88dqs/ET4aXvgGa3d7lbuyuciKZV2nIHII7UAcRFFJPII4kZ3boqjJNMIIOD1FfQXwW8O+G5vCt/rccUtxqkEbpK0iDEZKnhB34714bcwaet1HsvXeN5D5h8ohkXPXnqaAM6ivRte+E13pXg2PxTa6hHd6fKqSIgjYSBG6Mw6DHerV78I0j+H7eKbLxDaXapF5rRquFIzggE9x9KAPL6K63RvAOp6p4WvPE0pS30m1zvkblnwcHaO9TeHfAh8ZJdL4evDJd2sfmPb3KbGZc4ypBINAHGVNbQNdXMUCFQ0jBQWbAGfU9qsWuk3t3rMekxQMb15vIER6784x+ddZ4q+HDeDBZw6zrVml5cqWEESs5QZxliB0/wDr0AVLj4aeKINNl1JbJJ7COIym5glDxlR1wR1rkK+pdEt2tP2dZ4GZGK2M/wAyHII3NyK+f/B3g678a6hLp+n3EMd4qGRUlyAwHXmgDmqK6HxZ4Q1DwZrS6Xqjw+c0ayZjbcADWpr/AMM9Y8P+F4fEU89rLp82wxtE+SQ3TigDiqK2/DPhXVvFmo/YtKtjIwG6SQ8JGPVj26Vp+G/Atx4svpdP0i9hkvYYzJIjqyqADg4OOeaAORpcV2/gPwPH4h8cLoWrXBs3ic+ZCUO99vVR6fjW/wDGrQNN0rxZDaWD21pDBYJsgwQWxnvjBJoA8oorofCng3VvGN9Lb6XEpWFDJLK5wiD3NN0DwlqHiW4vrfTGhlubWMyCEvhpVB52A9aAMCirtpp73Gqx6fLIlrI0nls052qh6fN6c113iL4UeIfDn9nC5NrKdQm8mDypcgnGeSegoA4Siu38V/C7XvB2m21/qTWxgnkEe6J9wUkZ59qn1v4Ua1oPho6/dXdi9jtVkeKXdv3dMcd6AOBord8OeGpfEktzFBe2tu9vE0zC4fblF6kH2rEYbWIyDg4yO9AElraz3k6wW8Zklboq9TW03gfxRHGZH0K+VAMljEQAPrWJbkrcRFSQQ45H1r688e3It/gzfyPKUZtOVA2eSxUAfmaAPkoaVfNe/YxbubjGfL4zitR/A/ihIzI+hXyoo3FjEcAetYIZg24E59c19aSTTSfs/edJI7StooJcsdxOwd6APlQ6bei6jtfs0hnlwUjC5Zs9MAUuo6Vf6RcC31G0mtZiAwSVSpwe9b/gO01q88SwTaDdW66ta4e2juJADIechc8HjNanxTvPGM2rWsXjCCCG4WMvCIVXBUn1BOaAOAorbsPCuq3+jXGsrB5Wl25AkupeEBJxgep9hWi3w812TRYtZsY4r7TnXc1xBICsZHUPnoRQBhabo+o6zK0Wm2c11IgyyxLkgVFeafeadKIr21lt5CMhZUKkj8a7j4Sw3On/ABb0m1l3xSB3V0DdfkY846iuq+Odqdb+J2l6XBLDHM1ssZeZwqKSSRknpQB4nV+30TU7uyN5bWFxNbBthkjjLAH04rd8X/D3XfBiwS6lFG9tP9y4hbchPpn1r0L9nCeX/hJNWgMrmH7IH8vcdud45x60AeKSRvHI0ciMjqcFWGCD9Kt3ukajp0EE17ZT28Vwu6J5EKhx6iug8UWtze/FTVLaz2faZdTdYt5AG7fxnPHWtz4kar48uNJ0+x8XaelvBE7eRIIQpdgADyD6Y6UAea0Vp6ToOpa48i2Fq8qxKXlk6JGvqzdAK04vA+rXumPqGlCLU4YiFmFo+94ifVeuPfpQBg2llc38/k2kEk0uCdiDJwOtFzY3dmFNzazQhvu+ZGVz+daNpZano2r2DzLPYvLIpRzlSRuAPSvb/wBouGS4s/DcMKF5HklChRyThaAPneiuu134b+KPDmkRapqGnkWjjLPG4fy/TdjpSeAPA1z451wWUVzDbxJhpndhu299o7mgDkqK9F+Kvhex0LxX/Zmixr9ns7JHl+Ybs9yfeuLs9Gvb62e6SMJaodrXErBIwfTceM0AZ1Fa9/4c1LT7drmSJJbZNu6eCQSIC3QFl4z7VkUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABmlBI7mkooAXcfU/nRub+8fzpKKAF3N/eP50bm/vH86SigBdzf3j+dG5v7x/OkooAXc394/nRub+8fzpKKAF3N/eP50bm/vH86SigB673YKpJJOBzX2f8NfDieGPAunWWCJpIxPPk/xsMn8uB+FfL3wv0VNe+Iek2cozCsvmyDHBC/Nj8cV9m9OKAFooooAKKKKACiiigAooooAKKKKACsnxNrEfh/w1qOqyuFFtAzqSMjdjCj88VrV41+0J4j+weF7bRIZE82+k3SqG+YRr049Cf5UAfN1/ezajqFxe3Dbpp5DI59STmup+FQJ+J2g4GcXINcbXSeEvGFx4O1BdQsLCzlvFBVZpwzEA+gBAoA9h/aUb/RNCXA5eQ5xz0FZP7N1uW8QazcYXCWypnvy2ePyrjvFHxSv/GltDb69pdjLHCS0bQh43UkY4OT+WKqeCviRqngSG6TSrSydrlgZJJkZmwOgyCOOTQBP4n/5LXd/9hkf+jRXqn7R/wDyLehf9fD/APoIrxHU/FMuq+Kx4imsbZbsyrM8aBhGzg5BxnPYZ5rb8X/FDUvG+mR2WsWVqPIbfA9vuQox4Ock5GKAPU/gLEV+HmvSFGAeRsMehwh6V86S/wCuf/eP867vwD8Ub7wJY3llDp9teW90wdllJBBxjt2xXPaz4gg1e4iK6PY2cCStIY7ZNpfcckFjzj09KAPoLxH/AMm0Rf8AYPt//Qkr5nF5crbm3FxKID1jDnafw6V6Zqvxmm1Xwy3hyTQLSPSzAsIjjkYMu0gqQfbHpXl7lS7FFKqTwCc4FAH1Pr4tB+ztL9hEf2f+zU2+X0zkZ/WvK/gBMIPH0ju5WMWr7j29s1zWg/ELUdJ8PXXh27jF9otypD27sVZP9xh0+nSneHPHjeDBfP4eshHdXQ2C5uX8xkTOcBeF/HFAHsGnWdgv7S94VjhBFqZANucybeSPQ1xH7Q0rP8QbdDE6COyQBm6P8zHI/PH4V55p3ifU9M8UJ4hhnzqCzGYu3IYk8g+x9K67xd8R9J8bpa3Wr+HmGp267BJBc7Edc5ww2k469+9AHrHhr/k2t/8Arxn/APQmryz4EwSTfE22dACscEjNzjAxVm1+NM8Hg4eG30G0a1aF4XMbmPgk9AOnBrjvCfipvCPiyHW7K0V1jyPJkcn5T1GfWgDtP2hP+Sip/wBecf8AWuz+Iv8Aybzov+5bfyrzT4gePNI8b6hHqf8AYk8F8qCMlrrchUdMqFB/Wr/iH4tReIfB9r4bn0KOO1hijXfHMVYMndRjGPY5oA9O+C+nxL8Jby4sY0j1C589TKOpYAhM/TNfP2ieJNY8Ja1JfaXcm3uxuRyVBDDPIINdF8PPijqPgFpreO3S70+dw7wOxBB6ZU9jj27VF4q8VeFvEOqTapD4bubW8mYO6i7HlMe5K7c8+xFAGz8IdSutY+McOoX0vm3VwsryPjGSRU/7Qv8AyUSP/rzj/ma5DQ/G1xonjaHxHBZWsRQ4a2gQImzGCAO31rb8dfELR/GOqx6r/YEkd8kfljzbnfHgdCVCjJH1xQB6b4bsbTSv2cr++07Ed3c2Usk80Z+fcCRjI9B29688+AvPxOh/69pf6VleEPiRc+HdG1DQ722+36RexsjQF9pjJBBKHBA69MVn+CfFyeC9cn1e3s2uLgRNHbq74Vdx6tgc8emKAOq+OGl6fpnxJQ2KojXEaTTonZyeT+PX8a7/AOPV1HF8O9GgKEySyoUb+7tQE14Lq3iCfxB4mk1nVsyPNKJJEjbGBn7q5zgdhXbfEL4pWPjjw7aaaujTWslo4aKU3AYYxggjaO1AHFX/AIs17VNJh0q+1S4uLGDHlwu2QMdPc/jXuXwf1y38Z+BNQ8GapKZJ4omSPeM/uWGBj1Kn+lfPNtbT3lzHb20LzTSHakaKSzH0AFdf4Ul1nwF8QtMkvLeWymDr5sc42gxNwxPtjP5UAV9T0y48GJqdhdRXEWozStbRuflUwA/MfU7jj2xmuSrpvH/iJvFPjTUtT3ExNIUhG8sAi8DHscZ/GuZoAkh/18f+8P519d+Po2f4MXpSTYU09HztBzhQcc+tfIcTBJUZgSAwJAr2fXPjlaa14OuPDx0OaJZrYW/nfaASOMZxtoA8lXWbxbcQAwbAu3/j3jzj67c19T3E73P7PxmkxvfRQTgYH3B2r5NmECzkQs7xA8My7SfwycV6/dfGuyfwE/ha20GWOP7GLRJWuQ2BtxkjbQByPwi/5KloX/XY/wDoJrsv2jHH/CX6WNpO20Ocjg/NXnPhHX7fwr4ustZEMl1HaneI8hCxIx7+tavxH8b2/j3WINSjtLi1kSMReU8okXHqOBigDvvEfiXR/FvwVj03QjHBeWKxvcWA+Vgq/eYD+Id6f8MNV0fw58NNUi8U3lsltfszwWUuC7qFwSF68nGPpVWbTfANz4A0Sy1sz+HdSVA5ma1/eTjnJJAyV5747VjW3gf4danOlnY+PJRdSfLF59uVTPbJIA/WgDG+EBB+LGjFenmSY+mxq6H9oZt3j6Bck7bROq4xye/euT0e9Hw3+JLTXMf206XPJHiNtgkIBXOSDgc1Z+I3jLT/AB3qMerR2stldogiMJw6uo/i3AA59iDQB7PrKw6j+zcsswabbpyujSgbgwPB4riP2bv+Rr1b/ry/9nWqUnxd0+5+HY8Hf2RNbQm1Fv8AaRNv2++3Azz71zvwz8e2/gDUb2+ksZLx54hEqLIEAGckk4PoKAMzxpu/4WTrOxij/wBoybWHUHf1r1r9oVJIvDPhiOWUyyKXDSEY3HamTXjviDVLDVfFcusQeesN1P8AaJY2A3RktkqD0b2PFdX8RfiZaePdKsbU2E9pLYklHMgcSZABzwMdKAOu+HniTQLn4V6l4YtQlvrklvLuRwFNwxzjDdzjtWJ8Dj/ZGt6pqep3KWelQQGK5M0m1Sx6DHc1B4NtPA03gG4g8SR3mnXc8m5dTaElTg8CNsH8QKZD4M+G14/2e38fSpK4+UzW5VM+5IFAHOa4dMv/AInNFpDF9Ka+RbdYskBSRnaD75r1T9pL5dP8PAcYeX+S15lq/h6L4dePNOS7vRe2sfl3iT26D94ucjAzjt61s/FP4lab8QIbSK1tbi0+xFmQy4PmbsZBx93GPegD034Yf6d8Cb1bvM4MV0MS/N0DY6+mK8o+CcQk+KdjwPkWRhnPYVueD/itofhjwC/hp7W+meZJlacKoClwegzzjNcN4F8TW/hDxpbaxLbm6giLAheGwe496AOq+P8AGkfxHJRFUvaxliB1PPJrW8E3vgvxX8O4fB2u3v8AZ97DO0sUzkKNxOAQeh4OMGua+Kvivw94w8RxarppvWbyBHIkqBACBxg5J+tc3dz6HqOnWoXzLG7tbURtiIMtw+4nJIwQcHqc9KAOu8bfDLXPA+h3Fxa6gl/oVzIokaLPGD8pYdBzxkHvXmFd3ZePZNJ+Ht54aglluzfgbzMPkthk5VASc54OeK4SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqWCCS5uI4IlZ5JGCqqjJJPtQB9D/ALO3huW102/1+eJALoiGBj97av3vwzj8q9zrnvBGgQ+GfB+naZDvOyIO5fruYZP05roaACiiigAooooAKKKKACiiigAooooAK+VviXovi/xd43vdQTw7ei3Q+TBhM5ReAfx6/jX1TRQB8Tf8K78X/wDQvX3/AH7o/wCFd+L/APoXr7/v3X2zRQB8Tf8ACu/F/wD0L19/37o/4V34v/6F6+/7919s0UAfE3/Cu/F//QvX3/fuj/hXfi//AKF6+/7919s0UAfEv/Cv/FuXH/CP33yjJ/d9Kov4X1+ONHbRb8K+dp+ztzj8K+6KTA9KAPhT/hHNb/6A9/8A+Az/AOFH/COa3/0B7/8A8Bn/AMK+69o9BRtHoKAPhJ9A1mNC76TfKo6k27gD9Krvp95E217SdTjOGjI4/KvvRkRlwyqQexFRNZWrnLW0JPqYxQB8HfY7n/n3m/74NH2O5/595v8Avg194fYLP/n0g/79ij7BZ/8APpB/37FAHwf9juf+feb/AL4NH2O5/wCfeb/vg194fYLP/n0g/wC/Yo+wWf8Az6Qf9+xQB8H/AGO5/wCfeb/vg0fY7n/n3m/74NfeH2Cz/wCfSD/v2KPsFn/z6Qf9+xQB8H/Y7n/n3m/74NH2O5/595v++DX3h9gs/wDn0g/79ij7BZ/8+kH/AH7FAHwf9juf+feb/vg0fY7n/n3m/wC+DX3h9gs/+fSD/v2KPsFn/wA+kH/fsUAfB/2O5/595v8Avg0fY7n/AJ95v++DX3h9gs/+fSD/AL9ij7BZ/wDPpB/37FAHwf8AY7n/AJ95v++DSfZLjIHkS5P+wa+8fsFn/wA+kH/fsUh0+yLAmzt8jofLH+FAHwta/wBoWF3Fd2yXEM8LB0kVSCpHet/XfHviPxIWlv5Y3eSAW7yJAqsyDnGQM+tfZR0+zIwbSDB/6Zj/AAqBdD0lECLploqjoBCv+HuaAPhCivun/hGNC/6A9j/34X/Cj/hGNC/6A9j/AN+F/wAKAPhaivun/hGNC/6A9j/34X/Cj/hGNC/6A9j/AN+F/wAKAPhaivun/hGNC/6A9j/34X/Cj/hGNC/6A9j/AN+F/wAKAPhalBIOQcGvuj/hGNC/6A9j/wB+F/wo/wCEY0L/AKA9j/34X/CgD451Dxjfa1DaxazDDf8A2WPyonkBVwvYblwTWLa3stjfx3lriOWJ98fGQp7detfcH/CMaF/0B7H/AL8L/hR/wjGhf9Aex/78L/hQB8PXl5cahezXl1K0txM5eR26sT1NV6+5/wDhFfD+5m/saxywwf3C8j8qjbwd4bZdraJYlcg48kdR0oA+HKK+5f8AhEfDuMf2LY/d2/6lelVp/APhO5EYm8P2DiNdq/ugMCgD4jor7W/4Vt4M/wChbsP+/dKfhz4OKBD4dsNoOQPKoA+SF8XX0nh+30K9igu9OtnLwxyLhkJ64YYNZs97bOY2g06GAo2Th2cN7EMTX2R/wrbwZ/0Ldh/37o/4Vt4M/wChbsP+/dAHxvqmrXusXS3F9MZJEjWNeMBVHQADoKo19rf8K28Gf9C3Yf8Afuj/AIVt4M/6Fuw/790AfFNFfa3/AArbwZ/0Ldh/37o/4Vt4M/6Fuw/790AfFNFfa3/CtvBn/Qt2H/fuj/hW3gz/AKFuw/790AfFNFfa3/CtvBn/AELdh/37o/4Vt4M/6Fuw/wC/dAHxTRX2t/wrbwZ/0Ldh/wB+6P8AhW3gz/oW7D/v3QB8U0V9rf8ACtvBn/Qt2H/fuj/hW3gz/oW7D/v3QB8U0V9rf8K28Gf9C3Yf9+6P+FbeDP8AoW7D/v3QB8U0V9rf8K28Gf8AQt2H/fuj/hW3gz/oW7D/AL90AfFNFfa3/CtvBn/Qt2H/AH7o/wCFbeDP+hbsP+/dAHxTRX2t/wAK28Gf9C3Yf9+6P+FbeDP+hbsP+/dAHxTRX2t/wrbwZ/0Ldh/37o/4Vt4M/wChbsP+/dAHxTRX2t/wrbwZ/wBC3Yf9+6P+FbeDP+hbsP8Av3QB8U0V9rf8K28Gf9C3Yf8Afuj/AIVt4M/6Fuw/790AfFNFfa3/AArbwZ/0Ldh/37o/4Vt4M/6Fuw/790AfFNFfa3/CtvBn/Qt2H/fuj/hW3gz/AKFuw/790AfFNFfa3/CtvBn/AELdh/37o/4Vt4M/6Fuw/wC/dAHxTXo3wV8PRa94/t2nLeXZD7TgDIJHQH0r6Q/4Vt4M/wChbsP+/daOj+FtC0CaSXSdLtrOSRdrtEmCw9DQBsUUUUAFFFFABTUDBcOQT6gU6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqN/rGm6Vs/tDULW0352efKqbsemTzVP/AITDw1/0H9M/8Ck/xoA2qKq2WoWepQefY3UNzDkjzIXDrkdsirVABRRRQAUUUUAFFFFABRRUMlzBC4SSaNHPQMwBNAE1FFRxzxSsyxyI7LwwVgSPrQBJRRRQAUUUUAFRxtIXkDoAoPyEHORjvUlFABRUcsscKb5XVF9WOBTI7y2lJEdxE5Aydrg4FAE9FQrdW8jKqTxszcqAwOadHPFKzLHIjleGCsDj60ASUUUUAFFFFABRRRQAUUUUAFFISAMkgAdzSI6SIHRgynoVOQaAHUUVkXN7q667aW1ppscumyKWmvDOAYzzwE6ntz9aANeimeYgcIWG48hc804nHNAC0U1XV13KwYHuDmnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBj+JfEen+FdEn1XUpNkEXAA6sx6Ae9YngX4kaP49W5WwSaCe3wXhmxuKn+IY7VqeMPCtn4x8OXGkXpKLJgpIvVGHQiub+Gnwvh+H5u53vftl3cgIXCbQqg5wO/wD+qgDb1rwNpfiLxLaatqyC7jtITHDayKCgYsCWPr0xg8V5do2g6Re/tC6/Y3OnQSWqW+5YCg2AkJk7eneveCQoJJAA6k14d4fe0n/aW1qX7TF8sBEeGB3nagIB9aAOke/0/wCDtlBp7W9xdWmpXzm2EQUeTuIwpyeevWt8+O0j8bQ+F5dJuo7mZfMSZnQRsmOSOcn6dab8TvD58ReBr+GKJHvIF8+2ZjjY685B+gNeL3Gvazq1hpfxFmtSF0KWK1WALxMP4n3fXFAHt1v45s21nWtPvLWazTSYhLPcSspTaemMHPIrJm+K9haQWd/d6RqUGj3jlYdQZAU25wGIByAe2RXFeJtA1dvgzqOqNAx1LUrlb+8CHLGHIKqfUKuOK2PFuqWWp/s7faLd4gr2lvGqqwOHDICv14PFAHrcUiTRJLGwaNwGVh0IPeuB1L4u6JZareaZbWWpX95aAb4re2YknOCMY7evStn4d2l9Y+ANFt9RdmuVtl3b+qg8hT9BgfhXH+D5vO+OPjIvEIysMagHuAev40AdVo3xG0DWPC9zr3nNbW9pn7VFKP3kJHYqOaboPxE0zXdWh04W11aS3URns2uFAW4jBI3Lz7ZwecV5C95p+ieIPiDq13Yrd6JO4tY4l4jlmJBxkfjk1p2/2qP4m+CZbm/tHD2ErRW8AVY7VSh2oCOvbk+lAHqWqePdI0yS+Gy5u49PQNeS2sYdYcnAB55PXIGcY5rgfiqdH1rSfC/ibTws0k+oW8cdyCQTGWJ24+tXPhFrGmS6Jrukaj9nivYb2drxZCAJVYn5ueo6j6YrP+J8unah8PPD58NqltaPqsaWxRNqq2WG4D0zzQB6LH40099fudDhtr6a5tEDTvHDmNBjP3s9fbrXP+ENV8EQXfiHUtAe6Z1Imv3KSNzk9FPOevAFVvhJrNstveeHb6EW/iG1lY3e771z/wBNM9TxWD8LxjxH8QRj/lq//s1AHXH4yeDivmQ3dzPCpAlmitXKQ54Bc44ro9Y8WaNoWkwalf3WyC4C+QFUs8pIyAq9SeR+deG+ELZJv2evFZwit50rFioOdoUgVe8VwSTfDb4eX8syNeW0kJitQfmuASmME9MADP1oA9Q0n4m+GNZ1SLS7e7nTUJOPs01u6OhAyQ2RgfnUkfxF8PTXKRxzzNE9z9kW4EJ8ozf3AfX3xj3rC8N+Hry78fan4wvLBNPt57QQRwCRXdiB8zNjgHiuJRpvh/FaXUywa14Lvb0Twu6YmtpSx5HvmgD3+iqxmefT/PtAC8kW+IPwMkZGa4vw1N8SW1iFPEFvpC6cxZpXgY+YvXaB29KAOl8S6HY+ItAutP1CISQshYZ/hYA4b8K8I+GUmm6L4O1O5+yRXmuX9zJY2UG/LygjGCM8LkEk19A6zcPaaFqFygBeG2kkUHoSFJr5h8FeEb3UvCN74v0W4eHWtKvWkRRkiRAoJUDseTQB7D4F+GGn+FrKPU9X2y6qmZTIHIjtgeqoM9BR4IufAekv4i1LQtUlkUP5l60xYrHyfu5HPOfWtzwF45sPHOhefGPLu4QEu7d+qN/ga8x+H4torr4khPKW3UyY+QMoHzdu9AHoUHxg8D3MqRx6z99wgYwuFBPTJIwK6bV/EOl6HYxXl9chYZnVItil2kJ6BQuSfwr520CGJv2cfEcpjQyC+XD7Rn70f+NdBrcU1voPwx18vLc/ZxDGbSPl5CVzkc9eMUAet6H468OeIbmW207Uo2uYm2tDIDG+f91sE1Xl+I3hiK+W0fUG3tP9nWQQuY2k9A+Np/Oua8MaC03irxX4qv7KSwsL6Ly4lnTbKqqp3vgdM1xEDy+ENKtLTVol1nwVe3ay2V5ExSSJi2QT3xntQB9DEgDJPFchP8TvCls03mahIUhmMEkqW8jRhwcY3gbf1rprm5tU0yW5mcC1ERdm/wBjGc/lXz1q+65+E+tT+G7WHTvC4ugwExMk1229QSCT8oBx+VAHtGs/EDwz4f1GLT9T1NILmWMSqpVj8pzg5AwOlT+H/Gvh/wAUTTQ6TfrNLDy8bKyMB64YAkV434xtbO4+IPw7WWNZJJLWASq5yGUHjI/OqOuXM+nfG7xJLZO0MkenyFDHxg+WtAHc/FLxpoN74N1nT7bULr7ZATGGt0kCeYP4S6jafpmuo+FRJ+GGgknJ+zn/ANCNeY6AbeX9mrWZYwzSt5rTM/JL7hk16d8Kv+SYaB/17n/0I0AVPi22oW3ga9v7LWZtO+zRkuI0B87dhQpPUde3rVaz8QyeGvgZZa0EMs0GmxMoY5yxAAJ/E1Y+M/8AySrWfpH/AOjFrn9Yhkn/AGao0iRnb+zIGwo5wCpJ/KgDMt9AutR+Fv8Awmk9/dQ+JvLN6l75hJCjooUHG0jtiq0njbVvHsXhHQrK6a3fUFL6k8ThWKocMMjkZ9K6XS72Cb9nZZA4VF0sxEvx8wGCPzry/wCGGjnw5408K6pfTGKLU4ZmTeMAHooH1oA9Gh1N/A/xfsPC9m8qaDqMGUglYsscpzyhPIyQOPeu2f4g+Go9WXTTqP8ApDT/AGdWETGMycfLvxtzyO9ee+Od2o/HjwtYqu0W0PnSOTj5ckn8gprA+0y+Dre10/WLRdX8ITagtzY6haMQyMHyNx789j1xQB9E0U1GDIrDoQCKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEcsSTRPFIoaN1Ksp7g9RWND4O8OW89vPDo9pHNbndFIqYZTnOc1u0UAMdFkjaNwCrAqQe4rL/4RnSP7AbQxZRjTmBBgHQgnJ/WteigCIW8IthbiNfJCbAmONuMY/KuXtfhx4atNYk1KOzJLsX+zs5MKuerBOgNdbRQA0kImeigfpXzv4dttD8V/F3xMmoXdysd3IRZSxSPGXwTkAjtivoqqyWFnHIJEtYFcHIYRgEH60AZM3g3QpvDLeHmsUGnsu0oOuf72f73vWHH8IvCMVpaW6WUoNrKJUl8072I7Fu6+1dyrq+dpBwcHHrTqAOK1z4W+F/EGsDVLu1ljuSAHMEpjEgHZgOvSpfEPw20HxK9qbwXUUdqgWGK3mMaLg5B2jjPPWuwooA4TUPhP4d1LWDqs0uopelFQyxXTKxAGO1RWHwg8Oaa909rPqcbXSMkxF23zg9c+9egUUAeeR/BvwxDo82lRyaitlNIJXiF02CwBH9a5DxtoWgaLqHhrwvqaXkHhyDzZxel2dt+MCMMOVA4P5V7lUM1tBcACeGOUDpvUNj86APGPCPh6zXxlY3Hg7VNUu9JjaT7cbhm8kKV4VSfvNmuttvhHodtqEMxu9Qms4ZfPjsZZi0Qk/vY/pXeRQxQJshjSNOu1FAH6VJQAgAAwBgCloooAx/E2gR+JtCn0qW6uLaObG6S3ba2PT6Gub8N/C3TPCrXg0zUL9Ibu3MMkTSZUEjG8f7Vd5RQB5TY/A3TtMumubHxDq9tMxyzxOAT9fWrWk/Byy0WPUEs9d1JBfxmOcZX5s9SffrXplFAHmcHwb06DwnceG11e+FhNci4IGAcgYx9M4P4VyXjzQdF0+50Dw3qOr3WmW2m2jSwaq+SWO7AjwOAQO/0r3mqt5p9lqEfl3lrDcJ02yxhh+tAHifgjSDJ4pSDR/FV/rmnzW0sd+ZAwSJWXC9ep6109t8H0jk0+0uvEF5d6LYzefFYSqMbvQn09q9It7S2tE2W1vFCvTEaBR+lT0AV7uygvrGaynTME0ZjdRxlSMEV5QvwF037JfWba1qBtZSTawhyEgOepHRu3WvX6KAPI5vgdH/ael3tv4jvkewVAjSAO2VOTgnoOTx2q/a/CeWLxy/ie516W4llLLLE8K4kjIwVP4V6bRQB49efAa1mubiOz8QX1ppc7ljZJyoz1Feh+E/Clj4P0ZdMsJJ5IgclpnLHPt6D2reooA5Dx/wCDJvG+lRaauqy2NsG3TKiBvN6Yz9Kt+FPDM/h/w2NFvdRbUoUXy4zJGF2x7QAuB1rpKKAPLz8HIfIfShrl0dAa6FybAgHkfwhuuK6PxV4C07xLoVrp8bGyksmVrOeJRuhK9Me1dbRQBxmgeAxpmo3+ralqUup6tdxeT9plUDy0xjCjtWFZ/CW4TTdP0e/8Rz3ei2Vx9oW08lV3EHIUn0z/ADNeoUUAIFCgAcADApaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK47x94yvPBGlrqi6QL+zDBJGWfYyE9ONp4ra8O6nfaxpEF/e2KWZuI1kSJZvMIUjIycCgDXooqv9ttjfmxEyfahH5vlZ+bbnGfpmgCxRRRQAUUVxXjX4hQ+C77TrafS7q4W9kVEmQgICTgjPXPegDtaKRTuUH1GaWgAooqPzovO8nzE83bu2bhux649KAJKKKKACiiigAooooAKK5DVPH9npXjSw8Mzafe+fesFjuNgEWT6HvRY/EHT9Q8cSeFUsryK8jjaRnmQKuB6c55oA6+iiigAooooAKKKKACiiigAooooAKKKKACiuB1r4saFouuDT3gu7iFJBFPewR7oYHP8LH1rtZ7+0tbB76edIrVE8xpXOFC4zmgCzRXBWHxX8O3uv3mntcrBawrGYbyTcEmLZ4GRx04Oea7K+1Gz02xe+vbmKC1QbmldsKB9aALdFc1ofjK08R6k8Gm2V7JZopIv3i2QuR2XPJ+uK6WgAooooAKKKKACiopp4raF5ppEjiQbmdzgKPUmudsfHejapqb2enfaruONSz3cEBaBcdRv7n2GaAOnorB0TxjoHiKdrfTNSjmuEUs8OCrqAcHKkAjmte8vLbT7OW7u5kht4l3PI5wFHqaAJ6KxtG8UaN4hkkXSb1LwRAF3jUlBntuxjPtWzQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcN8V/E9/wCE/A9xf6aMXTOsSyYz5eT96uf+CXjrWfF9hqEGsMZ5LQrsuNuNwbPBx1Neo3tja6java3kEc8Egw0ci5U/hUOm6Rp+jW32fTbOG1h/uRIFFAHCfHOdYfhheBow/mTRICf4Tuzn9KoeN9Z8Q+Hvhno2qaJfxWypDAkqNEGZywGME9Bx+tT/ABhg1TxFpkfhbSdJubi4uHSb7TjEKBdxILevH61znjLUtY1z4W6bo9v4Y1Rb1ZI0mjaL7gjH3s989qANS31bxnoHxC0G11fWYb+11xcGFItiwkL/AA/55rG8KR+IJ/jh4mMWsqz2ikS+dFkSx5GFAH3ce1aXiS71K78deC7+38P6k9rYojzP5X3d4xg+470Wdnrnhf4w+INQGiXN7ZapHuSeH7qL1OffjpQBmeFfFfxE8aatq9vZ6vY2y6dcAvugGCoYgqPbjvXUWereJ/H9ze3/AId1uPSrDTp2tkjMIkNw64JZv9k5GBWD8GtL1HTvEfiNNR0u9tYtQYvC8sRVSu5jyexwa0PBsOpfDG+1vRbvSry702WU3VjPaxGTdnja2OhwBQBNafFqc+Abi9ubVRrsN3/ZohUja854DY7Dv+Fcd8Ubbxdby+Fz4i1O2vYJLxWQQ24j8t8rkEjrxWhdfDrXofh9NfxWaHV5NWGqtag5bYOiZ7n296j8c6vr3jNfDkcfg7VI2s7hZrhXTALccA+nHWgDt4/EHiMfFG78Mfbrc2k1gbi1byBmFscZ/vciqfhr4hahZ6H4qu/E9zFcnRbryFkhiEfmHkAYHqQPzqjq6az4e+L0XiVtGv7+zuNPEey3UMYWxjb+dc9pvhPXvE+heNNPu9InsLm8u1vrZpThGYEnZ78GgDsl8QePNLuNH1S8hh1LTdVkCtaW0OGtFfBUl/4sA8/SsDRp9dm/aC1lJNSj220GWEiEqIPlOxRng89a3PD3jHxTqWn6fodt4YutPvovLimurlf3Mca7ct7kjPFYn2a/sPjdr002k309tqVr9mjkiT5TuVQW3dgOaAN6LxT4v8VWV9rnhv7PaaZZSOsUFxDve92fe5/h7gYqDVPi9Ovw6g8S6ZpStM9x9llimf8A1MmemO9ZnhPVb/4a6dqvhvVtOvrl1md9Oa3hLpMGHTcOnPrXO614e1nTvhXbaTNplzLqWoak2oGCBC3lJnJDH1oA6XV/GvxP0vTL3XZtG06DS4445kRyWZVbHpyTzk56Vv6j431aHw/4UudPlsrq+1mVUMawttcHBYjnjaOua6vShZeIvBlrHJbs1pc2ojeKdNpwBtIIP0rzH4WaFe23jXUdMvZjPY+HGkjsSoyu6U5Jz6hQOO2aAPaSxWIsRkhckD1rx64+JviHTni8QalBBbaLLemzGmyJtnCg480MeT+WK9Y1V7yPSbttOjWS8ETeSrHAL44zXzPr0l3q3gJ3vNM1W58QR32++uZYWKxKp6Kew9hQB6j49lSf4ifD6aM5SS6LKfUHBFZsDrH+0xduxAVdOJJPYbaz9d8Qxaj4w8AyQ2V8ILLy3nle3YBcgD+lSW/ka38eNUkMN0tlcWL2YnMbIpbbtODj8jQB0Nv488TeI7XUdW8N6ZajStOkZCLglpLvact5eOBx9eaZd/FmebwHB4p0rSleIXPkXcUz5MHbdx2zWB8PtUb4f6Z4g8NazDPFcxSSzWIdDi5B+UBT0ySB+dangPwFdr8JtX0vVrdo59VMk4gPBQkfID6HIFAG7qXjzU9P8a6BogsbWS01dFZLkM3y5HPGasyeObqPxJ4ishpyy2WjWomaWNyXdyM7MeteOR6BrWo/DqXxJeyzxaj4eZbewUZHyI3zZHck16Vp1vrHhr4SX2s29ms/iG9jN3cAryWb274XoKACy+JeqQz6Lfa1p1vb6VrkgitVRz50BzgFweoPsKs3/wAQ9fXxteeGNM8Li5ubeLzA73IUFSRtc8cDnp1ryPUdV0qXw/4Yu4YNTu7231COfUb2eJjsPBZF9u4A9K7vQfE+m3Pxw1bU5JjBavpqRo0yMhyNpIOe45/KgDovD3xWtdQ8M6vqWrWn2K50lzHcQq25WbooU+54pT8QNfsRpd5qfhaVdP1JgqfZmMksAPQyDGOleU6Ppd34g8NeOrXTE864N+l1HHggyIrHp616PoXxTbW7HTtJ0zRbqTWW2w3MMiMkduBwzFzQBc1z4nSWuoanFpMWnzQaSAblri6CPM2MlIx3I9a6fwX4stfGnhyLV7WJoVdijRMwJVh1HFeQ6LcaX8NvFWt6T4r0prqC7mNza3gt/N3A9sfjXrngq6kv9DN62kxaZBPKzW8CLtYx9AzDsTjOPpQBS17xlc2fim28MaNp4vdUmh892kfbHAmerY5/D6Vl6b8RdQuta1Lw1daRFbeI7aMvBEZT5Nx9DjIGKw9fEvhH44WfiK6DppGpW4tpJlB2o+P4v++QapOYtV+NFz4ujL/2FpdqBJeAkI7BcYH976UAP+DU2qXM2vwXmkQPFLqTNdSGUYifHQKQc/nXbfFHw9qPiTwNd2GlSMtwCHES8eaB/B+Ncn8DtUtbn/hIVU+VLc37TxwOCG2Y613HjrX7/wAM6LDqdlavcxxXCfaURNx8nPzEfhQB5N4HvdJ8ReIta0PxTZpp8tzZW1qLab5CzRAglT2OcEVP441D+2Piho3hK1srnUNM0iMNPZxHmRgucEnggDb1965rxzd2HjDxhqDaLHLc6jdizNg6IQY+Dvyf4eozn0rsdPsLnwF8VLDUtcnQw6rpwinuSp2pMiqGGe33evvQB3Xgvx5YeI7q50f+z5tK1Ky4eylAyF9QRxVnx54zk8E6ONS/sma+gDASMkgQR5OBnNcL4dtjrvx71PXtMAGm21uEknXO2ZioHFdD8cP+SW6j/wBdI/8A0KgDPi+MklvFpd7rPhm60/StRcLFeNMrDnuVxmtDWvirb2Gu3+mWNhHdGwhEtxLLdrCvK7gFyPmOPSvPfFE0HjbwF4L8O6I32nUGZN6DI8kKhDFuwqvptv4a8B+MdY0jxdo09/bMUe0v5oDKxAUcfTt+FAHf3PxltI/Bdr4lt9FuriCWTyZVWRf3L5+6T79uK6Xwj4r1LxLLP9s8OXelW6IrxSzuD5u70A6cV5V42121vPhrIkOiLpEN5qKSWcCoQ8yA/NIygcCvdNKuYbvSrWe3kWSJol2uvQ8UAeQfGbxBNdeItF8IWyXE8dxIst5bwEhpVJ4XNdb4T8b6I+s/8IhHpVzo95BHiK3njChwBzgjrwM5rmvH9i2hfFrw94tmR5LA7YJ2CnbDjgMT+NUby9s9c+PVlrVlc79L02y33N2mRGuA3Ge/UCgDjbvV7rQvjFfeK4wsNjFq/wBiuAhwNpGDn6hSfqK9M+MlzPrek2XhvSpVMt4j3kxB+7BGpOfoT/KuX0LSNO8d2XxAsIRma4vTdWW8EEkbsMPYk4/Gn+Bg1l4I1nxL4lnKXRs30q1V1+YKilQAOuSev0oA2f2dePBmoLuU4vCMDqPlHWvRPFHim18M20BeKS5vLp/KtbSL78znsPQe9ec/s8XSHwvqNmwVJ0ut+wrhipHU+vpR8Xk1DRfGHhnxbFBJc2VjJtljQE7ec549qAOp0r4iyz+Kj4e1fQrnTbwwGdG3+YpAGSMgCskfGWE6MdeXQ5/7DS9Fo1yZQHHAO7Zjpz61di+Itprepq3h/SJr+OK0llubl4ihiAUlUGepYjpXjOvalD4j+G82o3c0/wDbJvdi2EKFIoIh3CAY/wCBepoA961Px0tv4h07RtMsft1zfWjXaZl8sBAOOo5JrN/4WraR+EE1m506WC8kumtIrB3AZ5VOCN2MAe9clr0Wg+Im0a3m1J9L1C30iOax1KNyoLZIZD+X86xby91fUfBPhvxJq+njULbTtRkFzEIdqvHnAkIHJPvQB6do3xIS98ZDwvqWnCxv3i82MpcLMjDGcZA4Nd5Xmvh/XPDN7rtlB4T0KKWSbE91cmLZ9nT1JPO72r0qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmSSJFGzyOqIBksxwBUV7dx2FjNdyrIyQoXZY0LMQPQDk15BceP7Hx/8PPEsMsM8ciJK0UaxOAiLyu9x8uT1xmgD2OKaK4iEkMiyIejKcg1JXjfwx8eeHPD/AMPNFstS1FYp3LKQEZghLnG4gYX8a9G1Xxl4e0SaCHUNWtoJJyAis4zyMgn0HueKAN6iudtPHHh290Jtah1KNrFXaPfgglh/CF6k+gHWrGkeKtF1tnSyvUM6ZL28gKSpjrlGww/KgDaorDt/F+g3WlXOp2+pRS2ds5SaVQSI2HUHjirdtrulXmmf2lb6jayWI6zrKNg+p7UAaNJkZxkZ9KwIvHHheZnVdesAVOCHnVc/TPUe4ryjSdXk0b4/6jHqmtOmmtC8kJubr93tZQwxk4xnpQB7vRVWx1Gy1O3+0WF3Dcw5I8yFw659Mio9VW9bTZhp88Vvc4ysksZcD8MjP50AXqK8s+CWs6nrWla5capey3U66gVDOeAMdFHYe1WvFuo3uq/Ezw74a0+4uII4Cb29aJiuUHRSR1BoA6Hxna+K7m0tD4VvLa3uElzMLgZV0wePzxVnwj4cTwzoSWfmNNcSO01xK2MvIxy34ZPFee+L9Z8S2PxY8L6ZPqUY026vBJHDbKUJUEDDnPzdTx0rsPGS67ql7YaDo1zNYRXSvJd36RbvLRcYVT0DEn9KAOxppRCrKVUhuoI615L4Tm13wf8AEyTwfqGpzapYXlubq2nuCWkXGBgkngcHipvHPiHUV8fWtnp90Ut9Hs31G7iVmXzSBwhI7UAeqAADAAAHanYHpXhccmu3fw6k+Io1u/g1ZC1wLfzc2xjB+6I8Y6ZrrNc+KdtYeAtN1izQS6lqkaraWvfzDwSR12hhQB6FJbQTOrSwxyMvKllBI+lTVxHhDw1fRXI1zWNfur3VJQfOt4pv9GjJA+UJ6iu3oAj8iIxmMxoUPVSBg/hT9o27cDGMYpaKAIBZ2wi8oW8IjznZsGM+uKb9htDIZDaw7znLeWMnPvVmigCGG1t7ckwwRRk9SiAZ/Kljt4InZ44Y0dvvMqgE/WpaKAIZbW3nYNNBFIw6F0BI/OpqKKAIpoIbhdk0SSLnOHUEfrSC1t1gMCwRCI9Ywg2n8KmooAgis7WB90NtDG3TKIAf0qVlDqVYAg8EEcGnUUAY9j4a0vTtbvNXtrdY7u7VEkIAAAXOMDHHXmtKa2guABPDHKB0DqGx+dTUUARQ28NupWGGOJSckIoUfpXF/FXRdV8R+DJ9H0iyNxPO6ncZFRUAOecmu5ooA57wdpb6b4Y02C7sI7W9ggWKUKFJyBjO4dc1tzWtvcEGaCKUjoXQNj86mooAgltLaYL5tvFJtGF3IDge1SRxRwxhI0VEHRVGAKfRQBHNDFcRmOaNJIz1R1BB/A1FDp9nbwmGG0gjiI2lFjABHpirNFAEEVpbW7FobeKNiMEogBx+FDWls8flvbxMmd20oCM+uKnooAhhtba3JMNvFGTwSiBc/lT5I0lQpIiup4KsMg0+igCKK2ggUrDDHGD1CKAD+VRiwslDYtIAGGGAjHI9+Ks0UAU5dMsJ1RZbG2dUOVDRKQv04qf7PAIfJ8mPyumzaNv5VLRQBDDbW9vnyII4s9diBc/lU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARXP/AB6zf7jfyrxLwVsH7P2u42hj9qz6k5Ne4lQwIIyDwRXI23wy8K2ct20GnlVusiSMStsweuFzgZoA800+ztv+GYLpxBHvMTSFtoyWD8H61Bqscd545+GUNzFHMj2ke8SKG3cjrnrXrv8Awg3h7+whon2HGmht32fzG25+magufh54fubnTrj7PNFNpqBLRopmUxAHPGDQBw/iWCHS/jH4TsfsEFpopdpYvKiCK9ywIycdTnb+dWvHlolr8XvBl/YPjUJ3aGaNe8I6kj6Fvyrv9f8ADGm+JLCO11CNmaIhoZlbEkTjoyt2NV9K8HWGnagmpTyT6hqcaeUl5dtvkVP7o7D/AOuaAPPvhzsPg3x0rbSPtt3kH/crlNDsJdQ/Zy1COBolMd40p8xtoIVun1PpXrN98MdBvdVv77N1At/GVubeCYpFI394qOprj/iHoFj4S8A2fh/TtPul0ie6Rry7jJcwgHliPU/lQBUPh6Xxj4p8G3o8NSW9rZ2yfbnuogqMoAwoXnNZ+l6Ra3X7R2rWt/ZwzW6wloopUDKAI124B6YxToQl5Lax+BfGfiHULlGVVhcloU93JAAXHavQrD4aWlr4om8TnUr0arcRssxVhsyy4OBjoO30oA5n4FEpL4st1JEMeonZGPuryw4HboPyr164/wCPaX/cP8q5jwf4EsfBk1/JZXl1Ob5xJKJ2B+bnkYHvWzrenXOqaXLa2mozafM+MTwgFh6jmgDzD4AsF0HX2YgKNRbJPbitP4bxy634q8TeLZ3VlmuDZW23OBGh/wAat+H/AIX/APCN2+p2ljr999kv43V42C8OwxvBA611Phbw5a+FPD1rpFozPHCDmR+rsepNAHmvxH/5LT4E/wCuv/s616xqmpWmj6dPf3sojghUsx7n2HqT0ArhfEnwxufEPiqHXm8S3kE1q+60RI1Ig6cDI9Rmr/jLwFceMLWwt5PEF5apagFhEBiVxjDn3BFAEPhPS7i41i88Z67uiursGKyt5cAwW4JKjH94jk1h+ArCPxn/AMJdrl5G8R1SZ7KORTjEK8cD1BqzH8JLl7hJNQ8X6rfCJGEKzNkRuRjcPcV2Xhrw1H4X8LQaNZXDMYlOJ3AJLHksR9aAPFvEFh4r8DfDi98N3baUdKmdobeXeTPKGPChemTxz2rMHhGG28eeBfD2uiRbY2QZ0LFR5pZ22gjvnaDivZ9P8BKdaGq+INTm1u4j5tluUASA9yqjjNW/Fvgix8VNZ3LTS2epWL77W8g4eM/1HTigDz2/tk+HXxe0O20NpE03WQUuLHzCUDZxvAJ69D+Br2quQ0fwOLXxD/b+r6jLquppEIYJZUCiJO4CjjJ9a6+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG6UvayqIklYocRv0Y44Bqao9snnht48rbjZjnPrmgCjolmbTTIhJZWtpcON0sdsoChvT3rSqrd39vY+T9ok2edII04zuY9BVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACisXxH4q0bwnYrd6zeLbwu2xeCxJ9gOaf4f8AE2k+KNP+3aPeJcwBtpI4Kn3B5FAGsWA6kUBgehBrxv4/W8dtommahBuiunvVheWNypZNrHBx9BVD4h2eneEotH1rwrqL2+tCRUSyhmaVbkHrlcn/ACaAPdKK57UPFdl4e8P2eoeIJVtZZ1VfKUFmaQj7qgcmo9N8caLqSXv7ya2nsl33FtcxFZUXGd20ZyPpmgDpaQkAcnFcQnxa8HyWkl1HfzPBEcSSLaylY/8AeO3j8aqeONV8G6z4c0y41XXZreymlEttJZuQ0hxjHAPHPIoA9DozWPq3iHSvD9pbSX1wyiYhIURGd5Djsqgk15l4W1GG7+Od4lld6jJaGwLeVeGQFGJBICvyBQB7AjCbJaNlKsQN4/UVLUU88VtA808iRxINzO5wFHqTXjXxY8ZWN9oNpJo2palFOt2qLJCkscUyk4YbsBWHHHNAHtOaWuK1FtHfx5oLza9cR6iiPHFp0cmUkO3JLqOnHr6CtHVPHOg6Pdz2t1cytJbqGn8mB5FiB/vlQQv40AdJRXnfi74p2fh7V9K021t5LuW9ZGZxGxURHuuB8x+ma3NQ+IfhTS5VivNZt4pTGZNhzuAA6Edj7HmgDqM0V55PrnhrXvFHh3U7PxfIjuWjhsreT5Zye0i9R074rG0DxUmh/Ejxlb67r0psrVYjAlzLkgEEkKo69ew9KAPXKKwf+Ey8PDRotXOqwf2fJwJxkqD6HA4P1qW58VaFZ3dra3GpQxzXQBgU5/eA9Npxg0AbNFcJefFDR7Lx9/wjExKbIyZbgg4V+y4A/Wp/DqWC+M9UltfFs2pyToXbTzMHS3G4DIx0weMe9AHaUVzl1478M2Wqf2dcatAlwDhjyUQ+jP8AdU+xNXr7xJommRxy3urWcCSqGjLzKN4PQj1FAGrRWPpvirQdYvJbTTtWtLq4i+9HFICfw9fwrWd1jQu7BVAyWJwBQA6isO28X+Hby9+yW+sWkk+doVZBhj6A9CfYGuB1rVtY0/47aJpEer3badeRNNJbsw2A7XGAAOnyjrQB61RXmngzUNV/4Wn4p0i81W5vbWzjjaBZiPk3Ek9AB7V2dz4q0GzvDaXOr2cU4JDI0oG0+jdh+NAGxRVC61vSrKOKS61K0gjmGYmkmVQ/0JPNRHxHoiXAgbVrITHBEZnXcc8jjOaANSiqUeq6fLdS2sd7btcRAtJEsoLIB3I6gVUtvFOhXl59kt9Xs5J87QiyjLH0X+9+FAGxRWVL4l0KCWSKbWbCOSI4kRrhAVPuM8VZs9TsNQgaeyvbe4hU4aSKUMoPuRQBcorJj8S6FNci3i1ixeYtsCCdSS3oOeT7VLe69pGmzCG+1SztpSMhJp1RseuCaANGiobe5gu4Entpo5oXGVkjYMrD2IqK91Kx02NXvry3tkY4BmkCAn2zQBborPj1vS5rKa8h1G0kt4QTJKsylUx6nPFeS6D4o1T4gatqxt/FS6LPb3ixWVsjIySxjOTtPLk46g0Ae1UVzHjjxDc+EvBF7q8MaXFzbou0ODtLEgZOO3NeX+ENV8ZXs3iDVNJ1SHUbvMEzWrpmKTcoJCcjaQOPwoA93orgfGXjy40afTdD0yOGTX7/AG/K5zHbD+Jnwegrb8M6Te2Ykur7xFPqssv3lyohjPBIUAcY9z0oA6Oiq91e2tlEZbu5hgjAJLSuFGPxqrDr2j3F2LSDVLKS4IyIknUsfwBzQBpUVSv9X03S9v8AaGoWtrv+758qpn6ZNPOpWK2i3RvLcW7DKymVdpHsc4oAtUVTtNUsL+SSOzvbe4ePG9YpVYrnpnHSsDx342tfBOjLcyRG4vZ28q1tU+9K56e+KAOrorifC1pr2rRRaxrOuSR3Ei7hp9oFWKAEcKwOSzDPc9q4qH4j67oXxbHhjWNQgutMaQRefJCsbKWGVyRxntQB7XRXP+MvEX/CL+GbrUo4xNcKAlvCf+Wkh4VePeuR+Eni7X/GX9rXmtTRoLWRYFtYogqq3OTnrnjHWgD06imO6RIzuwVFGSzHAAqpY6vpmplxYaha3RT7whmV8fXBoAvUVnTa7pNteCzn1OzjuiQBC86h8npxnNS3+q6fpaI2oX1taq5wpnlVAx9smgC5RVSHU7G4sTfQ3lvJaAEmdJAUAHX5ulNsdX03VN39n6ha3Wz73kSq+Prg0AXaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOG+J3gBfHugx28UqQX1u++CRhx7g+1N+F/gF/AOhT21xdC4urmQSSlBhVxwAPzru6KAPHv2hQp8J6SpxzqK8evytWNPpC/Cn4iWetfZ0bw3qW2J5JBvNsxHYnkDPPHb6V6tr3gbw/wCJ7pbnV7I3MiDC7nOF+gq5feGdJ1PQho19ai4sRjEchJIx0560AcZ8Stf0YQeH0+x2+pXd1dK9gZW/dKf7zH09vauV8NieP4+6il7fx3kzWB3SKFVSdv3QBxxXpEnw28LTaVBpsumh7SCQyRRs5+Rj1we1VT8PPCGhXqeII7MWstjESJPMIUAfxN6mgDk/hulm/wAOfFy3gAt/t135uAMhcV55cWlxD8BdLe7jBR9Y32pIwVQgj8ckGu0+FXhnRPE2jaw13LOTLqMrPBHOUWaLIK7l7jmvS9W8BeH9as7GyvbVmsrJNsFsrlY14wDgdwO/vQByD3kJ+POnQX6lFTSAtmSfldick/XqPwqSFkX9ou4G5QTpSjr1PFdTqvw/0LWbWwivIp2lsFC290spEyAdPn6morP4beHLPW01n7PPPqKkEXE8zO2R3oAzfjLPfQfDbURZQ71kwlwf7kRPzH8q5j4jfZF+CmhfY2Uwb7Tyzn6Z/rXruo6fa6rp89hewrNbToUkjbowNcOnwd8Nm1ayuJtQuLASiWG1kuTsiPoBQBl+KVQfGfwK6quWhnywHX5DWT4mt7/wtqniDWtFht9a0HUHZNXtS3zwSdGweowP513F18N9OudZs9TF/fxS2CLHZKkvywKOoHrkcHNMn+G8ElzqjQ6zqEFrqkplu7ZGGxyfvfTNAHHard6ffeL/AIZXenKVsZFJhEnULt4Bq1faXaah+0TbiaGOSNNM8zaVBDHBHNdZ4g+G2ia/aaXbnzrMaZgWzWzbSq91qra/DK3tPE8GvRa3qX2mFBEiswI8sfwH2oA5HxzY2Wn/ABk8Cx21pFDGZD8sShRncuDxWh4T0+zvPjX42kubaKZ4lgCGRASu5MHGfUV0eufDmDXvE9rr0+sX0dzaOHtlTG2LpwPxFTXXgGE+I7zXNO1a+067vUVbnyCNsm3oSD3oA8dms7jT/D3xQs7aMrokNwFgXOVWTzBkD8MV1Hi8odI+GhG0k3UXI642CvQ4/AeiR+Fbzw+InNte5NzIzZkkc9XJ9cgVz8fwb0cQWCTalqcz2Eoe2kebmNR/APQUAYOnqh/aV1BWCkGy6EdTtrNsUfTviv8AEN7TaJF0t5IxCcFTtT8jnmvQdb+Gmm6x4oh8Qx397Y38aBC9s+0sB6/hTdC+Gttofii419dXvrm7ulK3ImIIlB7H8h+VAGF4AttO1T4JTfJbSzzW9wbp3AJMvzcufXG05+lebJCt58HvDbXaCdk10QK0gziMuQVBP8PtXsg+GVrbDUYNM1i/0+x1By01rARsyRhsZ6ZFO1n4Zabq2maXpkV7dWVlpuGghgxjeOjH1NAHI+IY4dG+OXg6HToIreOW3MbLGgAKkmvU/EX2P/hHNRGoTmCzNu4mlHVVxyRXPXvw8h1DxRp3iC51a7e808BYMqu0Aeo75rpda0m213RbvS7wEwXURjfHXBoA8E1cXMXh7wbBaacttoUWrQCzuJT/AKRc5yd7AcAHJrqPEylv2jfC+CPlsieT7SVq3XwbtrnS7PT28R6sYbF1e1DOCIiDnIHrjIHpmtU/DaCXxVp/iK41m/nvrFFjiLkYKgEEH65OfrQBzejyvB8V/iFNEcSR2MbLxnkKSKX4Z6Zpuv8AwkvEuo0mmu3n+1PIOd+Tzk+ldXpXgGPS/FF5rw1a8muL0bblJAu2RR0H4VRX4bSafNdQaJr13p2k3hZrizRQ2Ceuwn7ue9AHlek6df698D9YtpE8x9FuzJaTDneFOWAPpx+tGr+MFvNV8N+LNI06O5/se1i/tS5HTL/IUbPcc8/7Ve96V4a0vR/DqaFa2wFiIzGyHnfnqT6k1z1n8MNHs/BGpeF43b7NeyPIZMDcpJBX67cD8qAOc0qC11nRPF/i3Vrw2lpqYe3gulUApapwrAepOfrxXGFJYY/AMdrZGPR01A/Y7qcjz7gHBLMBwFPavbbrwfp934IHhWTcLL7OsGV4I24wfrkZrik+D12dK0u2m8VXjS6XLusyEGyIZ7D1xQBUm0DSrr9oaSOaxhaP+zvOKbeGcjBYjua4V9Q/4R3wN47sNO+RX1ZbbAz+7iYkHH8q9gj+H99H44/4Sf8A4SKd5/J8jy2hXlMYxn1zzmq2ifCuOws9ds9R1aTUbbWATOskKqRIf4wR35oAim8C+HtT8JeGLn7StjHpvk3Mc0bDDkhSwY98kdetcx4e0S/8U69422XWniWS9e3ljvLczPGmCF2nPA64+ldNoXwnbTfs9pqHiK+v9JtJfNtrFvlRWBBG7HUA9ulO1P4Y3kfiqfXPDPiCfSJL1i17GF3B/dR69fzoA1Phr4eXwnodxoX9rx6jLbTkuEXb5O7nbj9a5TXJmvf2idIsbgLLbQ2LMsbDIyVJJxXo3hvw1Z+GNPa2tWklklcyT3Epy8znqzGsfxZ4GOu6taa7pl++na1ZrtinC5Vhn7rDuKAOKS2XQPj/AD6daQh7LWbEyXMJXKqcE5A6dVH50nwLtbdrvxVKYIy8WokRsVGVGW6eldrY+Dby0vtS117+OXxDeweSs7R5igA6BV64qt4D8A3ngq8vn/tVbuC/bzp1MO1hLnqpHbk8UAddq0unJYmLVGhFtOwhIm+6xbgL+NfPEkuqfCzxb4gvPD7K+jW11FHcW0vzEqwyMHtjpmvevFPhu28VaMdNuZpYV8xJUliOGR1OQRXmulfDLUNX8Ta4niXULu4sVuIXU7Ai3e1eC3rjpQBiW+m6Z4s+PkrX6l7eWyWeONjjflOnv1rR8H2Evgf413fhuwM1zpl5beaFaUt5A65P4jH413Wv+Alu9dsPEGiXCWGr2SiNWdN0ckYGNrD6VL4W8GzaRrmoa/qt8L3V74bGdU2pHGDkKo60Act+0DZwzfD9LplPnQXSCNgcYDZBFc7488MaXofw/wDDOsaRaQwapBNb+WUGHuGIB2kjryBXV/H3/kmcn/X1F/Wn6N4J1TXtK0BvEurRXVhYpFcW8EEWws4Hyl274GOlAHH6Cmt+LvGPip5INMnvQi25t78Mfs6EfwgVleMfC134X+FB0vUb+3u7mDUk8sQkk26v/Dk88+lel638Nr8eJbjXvCmuHR7u8GLtSm9ZPf61T8RfCm91bw8NLt9YTzZ5xc3t3coWkmlHQjHQe1AHTeB/COleHdMhu7CHZcXdpCJ3zw5C9cdAea86+Lmn/wBr/FXwfp15GfsM52bkcqxJfnkdMcV694esr/TtCtLPUrmK4uYEEZljUqGAGBwe9ZfjTwfH4rs7ZorlrPUrKTzrO6Qcxv7+ooA8y1+wi+G/xU8PSaC1wlvqhMdzbly6tlsZAJ+n5Uzxd4dOvah47lt4ma/sJYLm2KfeBVQT+n8q7uLwNqOoa9Z634h1C2vLvToSlmkURVA/9988k5xUfhjwV4g0jxJqmparrNrfQamuLiIRFT0wMH6cUAc14X8RTfEO98NrKzSwabbNc3xRcL9pAwgb+dTfAf7niv8A7CR/m1dXofgMeENH1S08OXSpPezeYGuV3LH7DHsapfDrwHq/gie+W41O2vLe9k86XbGVffzyO2OTQBW+LN40k/hrQZZWhsNVvxHdurbSUXHy57Ak/pWxceBtItvF2na/a3J06WCFoPJhIRJ+DjI7kD+VXPHHg208baCdPuJGhmjfzbedescg6H6Vj+H/AAHq0N3Hc+KPEEmrPbKVtFUFFiyMFvdscZoA8r8VGztfh5qseiRS6jEmoCSfWrgBSX3fdTu2DxXR65/adle+HPGctj/bWnrpqR3lpwzQgjmRV9/Wri/BfVW0XUNDk8UMNKmkaaC3WLo5bOWJ6/hWppfw98VaHdw3lp4itrqZbEWckdzCdhUH5cY9KAOP13UNOk8E+HrDwxciexvtb/epcDaFLHd5Tgc4ycfSunsPAWs2PxIsvE7PpWmWwUQzW1qzBZflIGAT16ce1WP+FN2j+DpdJe/ddQe8N8t3GuAkxHGB/dGTWhofgLWhf2l14p8Sy6qLGQSWsKLsQOBjc3qaAPQaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqlqurWGiWEl9qV1HbW0f3pJDgCoPEN9d6b4fv72xhjmuIIWkVJH2qcDJ5we1eTR6xqGs/AbUr/AMRW0U8DQO8VwZN7vIZCASuBtwSMYPSgD2PTtQtdV0+C/splmtp0DxyL0YHvU0sMc8TRTRrJGwwyuMgj3FeOeHPHuo+FPAfhyS88Oz/2N5cUEl6ZAGUkfe2f3fckV0niP4oroXiWx0WHQb68lvF3QshUCQEcbOefxxQB3Nvp1laStLbWcEMjKFZo4wpIHQZFWq4SHx9fOthp8ugSReILzcy6e0wxEgP33bHC/gal07x5LNrF3oGp6YbHXYYmmhtzLujuEHQo+P6UAdtRXB6R8S7fWfB+oeIbbTLgJp8jJcQO6hhtGSQe/Wr118QdLs/Bdj4mlin8i9CCCEAGRmfovXFAHXVn2ut6XfX01laahbT3UIzJDHIGZB7gdOtcdD8TfI12LQdX8P31vqs4DxQwlZVdD33ZH4iuA0TVP+Ea+Nvi57HRbm9zFhbezRRt+4STnAA6/jQB9AU1mCKWYgADJJ7Vi+FPE9n4v0KPVrGOWOF2KFZQAwYcEcUviyxi1DwrqUMzSqot5HzFIUOQpxyO3tQBq29zBdxebbypLHkjcjZGR1qO41CztJ4Ibi5iiluG2Qo7AGRvQDvXFfBfj4YaaP8Aak/9CNUISnir42SP5zS2fh+2AVdo2iduDz6gc0AejyXdvFcxW8k8azS58uMsAzY64HekvL210+2e5vLiO3gTlpJGCqPxNeVa7psNh8d/CjxSTu08Vw7+bKz4O3sD0HsKt+OfL1f4p+FvD+pB/wCy3SS4MLDMdxIOikD0xnnigD0myv7TUrcXFlcxXELdHicMPzFLJeW0VzHbSXESTy5KRswDN9B3rykSx+CfjfZ6RpMIi07W7ffLbIdsccgz8yjoPu/rVXxheXX/AAl3ibxDHbgx6Dpn2e3lKg4mfkkHsRnNAHrMWtaXPqD6fFqFs94gy0CyAuPwq/XiuteHLGz+DEOv6XCkOsQQJefblciUscF8uOTkZ4NVfGvxH1CXSvDWiw3ZsJ9WtIp728jUlo0YYO0AZyeTxzxQB7Kusaa+pf2ct9bte7S3kCQF8DqcVfrhvA9x4KuAiaHJbzalEh82SZMXTZPzM24bjk13NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAY/iHwzpfimxWy1aBp7ZW3eXvIBPYnFXdPsIdMso7S33+VGMKHbcQPTNW6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvxGjSeGdVRFLO1nKAAMknYeK8OTxDpJ/Z0k0YX0R1DyGzbg5ZcTDr6de9fQhAIwaxh4S8OiGeEaLY+XOwaVfIXDkdCfWgDyjxlqtlL+z9pAWb5p1t1RWYFiR1zirWqz2U3xd8Cs8kMirY8ESDCvgY79c16W/g/w3Jax2r6JYtBESUjMK7VJ64FMTwV4YjlSVNBsFkQ5VhAuVPtQB5/qUb+Hv2gLPVtRYpY6lbG3t5f4RJjG0+n/ANem6zaSa38ftNudOdJ4tP00tcOjZC5DgDPr8w4r1LVNH07WrT7LqVnDdQ9Qki5wfUehpuk6HpmhW32fS7KG1jPURrgt9T3oA8G8G6jaaV8HvGEGo3UUFxJdTRLHI43M5QcY6mtDXJLWT9n3w1ILlBcQvb+RzlfNB6N6D1r2GXwp4fnuJbiXRrF5pc+Y7QqS2eua4X4o2z2Nno9pFoD33hxZi15aWSYbI+7wB0+lAE+j6LqOt+N9L8Sa7caZE9ja+VDBaXAkMrsOW6DA9BWB4TlCfHTxxIGXC2pOc8cbKNM8P6J4i1S1/wCEa8K3mlG0njmkv7sNFhQclVXPzE9PSvSx4K8OLdT3KaTbpNcRvHM6rgyK/wB4N65oA5D4FtNL4FnuJpFYz38zgKfu5Izx0HOeld74gIXw3qhJAH2SXk/7hqvoPhXRfDEcsej2MdqspBcJnkireraRZa3p72OoQia2cgshJAP5UAcH8LL+LS/g3b38xIigSaRiBngE1P8AB7T5Y/C1xrFzGqz6vdSXW7GGKE/Lmul07wboOk6dc6fZaekVpcrtliBO1h6VsWlpBYWcVpbRiOCFAiIvRQOgoA8y8UTRt8efB8KsDIlvOWXuAVOP5Guz8VeFNK8S28EmovJBJZv5sN1C4R4j3wfTioW8AeGm1YaodOBvg28XG9t4Psc1a13wrYeIprc6hJcPBCCGtllKxy5/vqOuKAPJfDNpYX3jjVPGzXN3PoujQtHFfXkhd5ZR1YD+6AeAABzXWfCnSo9Q8B3dxqUSzrrNzLPLvUjzEJwM/hXZ33hnSb/w7LoMlosemyIEMMPyDaCDgY+lWf7Kgj0T+yrVntYFi8mMwna0YxgYPrQB4p498I2+nWdv4R0PVtTubi+mH2bS1nHlQLnLF++30ya0FtYfDnxr8LadcJujGjLaRSPjBdQ3Qn3/AJivS/D3hDSfDYd7SJ5LqXmW6nYvLIfdjzUviHwvpfiezFvqMG5l5imQ7ZIm7FW6g0AcBMlqP2j7Y2oTzP7LJuNnZs8Z98Yr1msPQPCum+HVd7VHlupQBNdztvllIGMsxrcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqPyU8/ztv7zbtz7VJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFeNfHvXvEmj6XYppMk1tYSsfPuYGIYN2UkdBXU/CLVNZ1jwBaXetMXmLMsUjA7njGME+p680AZXxC8d+KvCGvWNrZaZYXVpqEgitWZ2D7+AQw+p605viF4h8N67Y2PjPR7W2tL+Ty4Ly0m3KG44IPPcelU/jGt03iDwSLGNJLr7exiR3KKzfLgEjkCsS4e6+KvjyHQvECwaQuiymVrEMXknzjJDdMcD8DQB7qGBAIOQehoJAGScCvLfHviqaPxbpfg/Tzf+VJGZL1bBR53l4+UIxIx9RWFZSeKotO8V6TfWurpoT2sstleXsv7+LC/dLZPWgD2XT9Ss9Ut2nsbhJ4ldoy6HI3KcEfgat14r8MbbXI/g7LdaFej+0JncRi7kHkw4PLDg89+ajs/FU+keLPDEFlrtzqY1NxDqeSz25l6Exsw45PReMAUAekw6r4jbxVqdk+iqNLhtw9rdeaAZpMfd9uePas7wR401DxPq+tWGoaZHYS6ZIsTRrL5h3d+elZWh6x4gX4y6noGo6kbmwhs/PgTYq4DFSM4AyRkiovhx/yUTx7/ANfwoA9QorkfiRf6vpPgu+1TRr9bS4s0MpLQiTeB/Dz0+tcDreu+NtF8E6R4y/t43AlERurP7MgjCORyMDIPTn3oA9sorxm48V+L9W+KJ8PaTrMFrZz2S3UJe1UlAyBgOc5PNadvrfiTXfFx8Hpq5tJdNslbUb6CBN0sxx90N90fhQB6nRXkcfjrW9NvvE/hm/vkuNR061a4s71YVUsoGcMvTP4VhweMfGzfCuTxnNrkavHIES3S2jxINwBLHHHXtQB7xRXimt+NvF2haN4c8U3N9CbTU7hBLp8cS7VjYZAViN2cA55711MviDWfEnj698P6PfLp1npcKPczrGryO7jIUBgQAKAPQSQASTgViaxr/wBl8MXesaRANVaFCY4rdt3mkHBAIzXnEnjLXm0zxh4Z1K7EWsaVA0sN7EgBmi7HGMA4I5HrWb4W1LX/AA98CJNb02/ikZFdxHcRA+UN3JUjqc8/NmgD2nS7uW+0u1u57dreWaJXeFuqEjoauV5jrXjPWY9A8KWOnPEus68EX7TIo2x5ALNjpn2xUd74u1rwX490zRdbv11HTdUULDcNCsbxSZA52gAjke9AHqVFeL23ib4ga1d+LobXUNPtYdHlfEog3EbATsUHscdTk1p6J4+8Ta38LotXsdLS71iSY237vARMHBkYE/pQB6m7bEZsE4GcAZJrlPC3jm38Va1qthbWVzbDTtqv9pXY5Y5yNvbp+tc9oXjS9t/iJD4VutVg1dZ7cyNMiqr28gHKHZgEUz4f/wDJU/Hv/XxF/wCg0Aeo0Vx/xK8U3XhHwdNqVmimcyJEruMiPccbsd8Vgpqfi7+zdUuLHWbbUtObTmu7HUlhQFJFwTGwAwcgHtmgD06ivEpfiV4ln+EcHi2Ka2hvYLtoZohDmOZckDOTkdOxp+r/ABP8VxWPhOSytNO361GjZfd9/OGU+g9+tAHtVFeSL4z8YeHPGsOg+Iv7Oum1VC1iYAVWJ+gVj125xzyaztN8Y/EjxVqev6dpo0myn0xgr5RnG4EgqpPXODyRQB7ZRXkEfxlmbwNa3v8AZ6nXZ73+zxbtlU80Yy3rjDD8TVufxN4t8D6rpEfie7stSsNUlEPmxReU9u5A444I5+tAHqlM8xPM8vcN+M7c849a8efx18QNZ8Yav4Z0fTtLhns1J853YhRnhs85yO2KyvDF54w1r42XrXV1Yrc6ZAI54cMY/LO3cqY785yaAPeaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCG5tYLyBobmGOaJuqSKCD+Bp8caQxrHGioijCqowAKfRQB5n4+0fxNrXifRLzStKhkg0W4+0Zln2mcnBwvHHTvTPG3gzWb/AFHTfF/hiKOz8QQ48+J2/wBapA+UnocdK9PooA8j8ReHPFN7quk+N9H06KDXbZPKurGWQESr04NbaWnjPxNDqD6pDDpVpLYvBDYiQOWkYfedvT0Feg0UAeFW3hPxvF8Jp/Cttp7WtzE7O8nngeepYfKuPUZ61cvtC8USzeC5rfwwsVnopBltlmXzC4ABbPTHGRXtNFAHl2m6f4hT4xX/AIiutGnXTprQW8TKylhgL1GfUGrPgTS9Y07xt4nvb/Sp7e21O486CRmU4A7HB4r0iigDj/in/wAkx1//AK9Grhxbal44+Heh+F7TTb21i8qB7m8lwsXlqRkLz8xI5Fd9498Oan4r8PPpOnalFYpOdtwzx7t6Y+6PSrXg3RtT8P8Ah6HTNTvorxrfCRPFHsAjAAAPqfegDzvTdK1K1+NSauuhXqaSlsNPjmZQcFVUbuv3fetHUdF1Pwr8V5vFlrp1xqOnajAIZ1t8GSF+OdpxkfLXqdFAHjd74Wvrq78UeMJdNull1C0NtZ2QUGXBGCWHbp61jLpGtD4CP4c/sPUP7TM4XyvLHTduznPTAr32igDwXxrpes6t8NvCel2eh6i93aOjToYwNgRSpzz6niulXT9a8KfEi58RwafcXmj6xBGLiOFQ00UirxlSRx+PevVaKAPI18La34h1Dxd4iuLP7O+oWTWen28nyybB3YdATgVlWNprUfwOvPDMvh2/ivxG0KLtB8xi2cjnpjvXuNFAHjGuaH4hn8N+Dtb0nTpDe6HjzrOdcOcAAkDPPSrmvWV58QfF+gXcGn3EGkaQ32m4luYjGzvkZRR1J+WvW6KAPGvDS31q3j+S40nUIotTaaa1doeHUqwA65zyOK5fTYPF2lfCqDS7PStSgKXjSX4WPDyQM2cIc56Zz9RX0bRQB4XZKsHxN0DU9O8JajYaZDaSRn/RwC5x94gH+fNbPw5u5n+IHii/m06+todUkElqZoCu9UGDn0/GvW6KAOL+IWoS22gWZk0d9QsLi5SO+tjD5jiI5yQB3BxXF+D9Fe21fxFpnhwamPDs2myBI71GRFuGBACbuSMd69oooA+ZUt9WHwfu/CI0HVG1OK8Msn7ghAu49G79e1TeIWm0jT/hsmoWdzby2Z2yxMmX4bnAHWvpSvM/H3g/xD4l8WaRqFglotrpbCVDLIQ0rZyRjtQBn6tDJ46+Jfh++sNOn/s3SCZbi4uLcx7jkEKN3J6Vh+C/FMXh3xt45WeG+nEt83lx21uZBuBfk46dhXt7yXQ05pFgU3Xl5EW/jfjpn69680+G/hfxZ4d8U61e6zZ23k6rJ5zyRTA+W2ScY79cfhQBwk/gLxQPBNvqTaY51KHVm1TyFxxG2CRju2UBx6Guu8Y383j+bw5pOkWV4vl3iXF3LPatGsSrg9T+New0UAeN+FtVeP4167cS6ZfpbXypbW832dtjFT94k9BUWkm98L/HPX7m80q/mt9UVVt5beEuuTtxk9B0Ne00UAMVixYFSMHv3p9FFADSxDhdpIOeewp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVR1PV9O0a3Fxqd7BaQltoeZwoJ9Oayv+E/8I/9DHpv/gQtAHR0Vzn/AAn/AIR/6GPTf/AhaP8AhP8Awj/0Mem/+BC0AdHRXOf8J/4R/wChj03/AMCFo/4T/wAI/wDQx6b/AOBC0AdHRXOf8J/4R/6GPTf/AAIWp4PGPhu6XdBrmnyDcEys69T0HWgDcorNXxBo7jK6pZkZI4mXt+NO/t3Sf+gnaf8Af5f8aANCis/+3dJ/6Cdp/wB/l/xo/t3Sf+gnaf8Af5f8aANCis/+3dJ/6Cdp/wB/l/xo/t3Sf+gnaf8Af5f8aANCiqCa1pbuETUbVmPAAlXn9aspd28iB0niZT0IcYNAE1FQi5gbOJ4zzj74p32iH/ntH/30KAJKKj+0Q/8APaP/AL6FH2iH/ntH/wB9CgCSio/tEP8Az2j/AO+hR9oh/wCe0f8A30KAJKKj+0Q/89o/++hR9oh/57R/99CgCSio/tEP/PaP/voUCaJjhZEJ9mFAElFR+dEeBIn/AH0KfuBGQRQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPWgBaKTI9aXIoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKo6vqKaTo17qEmNttC8pz04GcUAfOn7QniU3/ia30OC43W9lHuljAGBKff6Yrxmr+sancaxrN3qVy26e5laRj7k16D8Otc0m+v7PS/E2gWF5aTTiFL1owjRMw4Bx1FAHl9FevfG74fW3hi9tdW0i2SDTbgeU0SdEkHP5EfyryzTdPuNV1K2sLVQ09xII0BOBknHNAFSivpf4WeA/C+seDBPqOiWdxcxXEsLSklt+1sZzXz/wCJfKHiTUI4LeG3hS4dUjiHyqNx4HrQBkUVNBaXFzn7Pbyy46+WhbH5VG6NG5R1KsDggjBFADaKKKACiuk8Bizk8a6XDf2UV5azzCKSGXoQ3GfwrtPjr4c0jw3r+mQaPYRWkUluzOsY4Y7utAHk9Fe/+GPBHhrxN8JH1690iFNQgt5gskDNGCVHDEA4J4rwCgBysyMGUkEdCDyKmW+u0UKl1OoHQCQgVXooAsi/vB0u5x9JDR/aF7/z+XH/AH9b/Gq1FAFn+0L3/n8uP+/rf40f2he/8/lx/wB/W/xqtRQBZ/tC9/5/Lj/v63+NH9oXv/P5cf8Af1v8arUUAWf7Qvf+fy4/7+t/jR/aF7/z+XH/AH9b/Gq1aWgxWc+u2UN/FJLbSyrG6RvsbBOODg+tAFb+0L3/AJ/Lj/v63+NSQ6xqdtJvg1C7jf8AvJMwP869o1T4T+F9S+HM/iLwpJfTXCR+YsUkgf7p+ZSAOo5/KvCyCDgjBFAFxdY1NW3LqN2G55Ezd+vfvVtfFfiJFCrrupBQMAC6fgfnW78MfDmk+KPF0Ok6wt15dwjeU0DBfmAzySOmK6D4teCvDfgSfTrXTobyWa5V3ZppgVAHAGAOuSD+FAHB/wDCW+I/+g9qf/gU/wDjR/wlviP/AKD2p/8AgU/+NY1FAGz/AMJb4j/6D2p/+BT/AONH/CW+I/8AoPan/wCBT/41jUUAbP8AwlviP/oPan/4FP8A40f8Jb4j/wCg9qf/AIFP/jWNV/R9Hvte1SHTtOt2nuZm2qqj9Sew96ALX/CW+I/+g9qf/gU/+NH/AAlviP8A6D2p/wDgU/8AjVHUrCTS9SuLGZ43kt5DG5jOVJB5wa9XvvhRox+Fp8Y213eRSmzE4tmZWUHuM4zigDzb/hLfEf8A0HtT/wDAp/8AGj/hLfEf/Qe1P/wKf/GsaigDZ/4S3xH/ANB7U/8AwKf/ABo/4S3xH/0HtT/8Cn/xrGooA2f+Et8R/wDQe1P/AMCn/wAacnjDxLG25df1IHGObpz/AFrpfhh4As/H97fWc95PaS2yLKHQBgyk4Iwe/vmub8X6GnhrxZqOjxTNMlpLsWRhgsMA8/nQAf8ACY+Jcuf7f1LL/e/0l/8AGn/8Jt4o82OX/hINR3xgBT9oboOnGeawK9Q+HvwvsPiFpE89vqdxY3VrIEmV4xIjZGQVxgjvxzQBzMXxI8ZQxrGniK+CqMDL5/U07/hZvjX/AKGO9/76H+FU/Gfhv/hEvFN3ov2n7T9nIHm7Nu7Iz0ya5+gDrP8AhZvjX/oY73/vof4Uf8LN8a/9DHe/99D/AAqPwL4e0rxLr62Or6yml2+wsJGx85/ugngH61D438O23hbxVdaVaX6XsEW1kmUg8EZwccZFAFr/AIWb41/6GO9/76H+FH/CzfGv/Qx3v/fQ/wAK5OigDrP+Fm+Nf+hjvf8Avof4VPa/FfxvaS+YniC5Y+kgVh+RFP8Ahx4Eh8fapdae2pGylii8xf3W8OM4I6jFZfjbw0nhHxRc6NHei88gLmULt5IzjGTQBsp8YfHUYkA12Q+ZkndGhxn04461Fc/FrxxcxRxvr86hOhjVVJ+pA5riavaTpV5reqW+nWELS3M7hEUD17n2FAHYRfGbx3EMDW2PAHzQoen4U/8A4XX49/6DI/78J/hXDXtpJp99PZzbfNgcxvtORkHBqvQB6D/wuvx7/wBBkf8AfhP8KP8Ahdfj3/oMj/vwn+FefUUAeg/8Lr8e/wDQZH/fhP8ACj/hdfj3/oMj/vwn+FZfhTwLc+JNL1HV5bpLLS9PXdNO6liTjO1R3PT865qBLY3ipPK6W5bBkVMsB64zQB3P/C6/Hv8A0GR/34T/AAo/4XX49/6DI/78J/hWX4o8HweH9C0nU7fVEv4tS3sjRoVCqvYg859a5KgD0H/hdfj3/oMj/vwn+FH/AAuvx7/0GR/34T/CvPqt6bYT6rqVtYWy7p7iQRoPcnFAHbf8Lr8e/wDQZH/fhP8ACj/hdfj3/oMj/vwn+FP8X/CyXwjqOiWNxqsMkupEK7lNiRHODyTyPyrH8W+Brzw14uTQLeZdRllVGgaBclw3TjnmgDV/4XX49/6DI/78J/hR/wALr8e/9Bkf9+E/wrh7+xn02/nsrlQs8DlJAOxHUVWoA9B/4XX49/6DI/78J/hR/wALr8e/9Bkf9+E/wqv8OfAlp49vriwOqSWd1EnmAeRvVl4HXcMHJ9KPHXgbT/A3iK20u41aW6DxeZK8UABjz0GC3P50AWP+F1+Pf+gyP+/Cf4Uf8Lr8e/8AQZH/AH4T/CrN58G9YPhpPEGjXlvqdg8ZlCoCsm3/AHeefUZrzWgD0H/hdfj3/oMj/vwn+FH/AAuvx7/0GR/34T/CvPqKAPQf+F1+Pf8AoMj/AL8J/hR/wuvx7/0GR/34T/CvPqKAPQf+F1+Pf+gyP+/Cf4Uf8Lr8e/8AQZH/AH4T/CrNl8IbrUfAi+KrbVoDbi2eaSHyyWUqTlePoPzrzWgD0H/hdfj3/oMj/vwn+FH/AAuvx7/0GR/34T/CvPqKAPQR8avHpOBrP/kCP/CvpvwLJrE/g3TrnXbnz9QuI/NdtgTAbkDA9Bivkv4eaEPEfjvStOfYY3mDyBxkFV+Yj8hX2pGixxqiKFRQAoAwAB2oAcTgE0ituUHBGexHNOooAKKKKACiiigAooooAKKKKACvK/j14hOj+Bf7PRSZNTk8rP8AdVcM39K9Ur5M+N/iVNe8ezW9vKXtrBBbjB4Ljlj+Zx+FAHmdbFu7ReGZJEJV1vEYEdiFrHroYbW0fwcQNStxeyXYItTkMFxjOelAH0N4ZvLb4u/CWaw1H5r2FfJkYDlZFGUcfXH868MsLNvCWk6nqV9AV1Jnaxs45FwUb+OUf7oGPqwrW+D/AIug8GeM5I9SuFjsLiNopX3ZVSOQ35jH41ifEnxX/wAJd4xu72FybGNjHarjACDvj3OT+NAHv/wHI/4VfEXPH2iYk/8AAq+adQex/wCEuuHfe9j9sYtg/MU3c9favcfhN4/8L+GPAUOm6pq0UV0ZHcpgnAY5Ga8osbLSf+E6trzWpoX0K5vJGeWJuCoJ7dQM4oA6DxpqFtrE9rqfgGw1CzsrKAm5kjh8lFI/iyDgnFdn4u8OafdfAm31++sLf+2hbxSG6jXDsWYDLHuSuM5qX4q20OveG7NvDWv6Xb6PBEWmtknEfmDscDrx2q9qmoaf4i+AyaZpmo2kl2trGnlvKEJKEFhg/SgDz/4B6Tp+r+L7+HUrKC7iSyLKkyBgDvXnmrPi7XtJ8A/GC7k0vRraa3RUFxbyxrtDbf8Alnx8vBFVvgRq2naD4o1C81W/t7OA2piDSvjLblOB+RrH+LSw6h451HWNPu7e8sJyhEsDghTtAwffigC7b6tY+MvjHo11oumJp8TzRZh4A3Lyx4Fb/wC0j/yM+kf9erf+hVxXwmQD4j6VcvJFFDbSGWV5HChVAPPNdn+0FLBqmpaVqVhcwXNqkLRM8UobDE56CgDuPhi6J8B7h5IxIgiuSyE43DB44ryL4Xa5bt4wsNH1HTLC60+7l8rbNbK7ITnGGPPXFeieCPEuj6T8FY9Nvb6KK7v1uIreMnlmPA+nJFecfDHw3eN8QrC4ukFva2ExmnndgFUJnuevOBQBufF34apo/i3TjoVosdrqz+XHEG4WXPIA7DkGtH4i+C9F+Hvw3tLeG1SXVr6RUmupF3NwMsFP8I+lQ/Fb4n22oeMdH/sdxPbaPP5xkxxJJkZA9sDFafxX16x+IPgHS9R0WeOWW3nzPa5/eIWX074oAp/C/wAGaV8QfAV9bajaxJd2Uuy2u4l2uNy5+bH3sH1rmfhlpUdp8XE0HUrS3u4t81vKk8YYHaCQQD0PArvvg7qVr4H8AapqevSpaRS3G6JHPzybV6BetcN8OtWi1L42rrUrR20Es087GRwoVWVscn6igDa+JsHh/wAE/FGzvBpFrd2zwrI9hsCRoORnjqSQTzWVqtl4d+JXj7SbLwjYHT0mjzeZQIq4PJAHcCj45xveeOW1G3miurNrdArwyBwmOCDjpzXMfDjxPD4R8a2eqXEXmQDMcmDgqrcFvwoA7L4vaTpPga50vR9D0+CLfGJ5Z5FDvIQ2ACTzj2q/4j+HOm638LLTxlpNqtnf/Z/PuYY87JAOGwo4U9+KrfHqaLXNY0XU9MlS7s5bYxpLEwYFt3T612up+IbTwX8DLXS7q5hOpy2PkpAGBbc2TyO2AaAPmWtPw6gfxNpSHo15ED+Lisyt3whp93f+KtMWzhMjJdROewUBgck9uhoA9i+DHihNL8Wat4Puph9mlnka0Vh/GCdy/iOfzri/ij4EfRviKtjp0aiDVGEluueFLHBB9Oa5bULvUtA8czXxUwX1veGYAHvuz27Gva/iN440PV/hnpmuRQQy6ncZS23Eb7d8Yc8elAHK+ALm2Hxj0XTLLi206GSDjndJtO9vxb+VXf2k/wDkPaJ/17yf+hLXK/BOOR/ibY3JBMcayGSRjwuVPUmuq/aNIn1nRZYmEkYgkBZDkA5HpQBR8FfDCwl+H994w1xGuVWCSW0to3wCFB5b8R09BWf8LvA9n43h1qx1C1aF4YQ9pOqlSrsT1P8AEOBxXo/wx1jSvE3wjm8MfaEhu4reW3ZJZAu4tkhh7c/pXjP/AAi/jOx1STT1F1AUyWlWbbGFH8RYHGKAL3w+8I2d98TG8Na/amZE8xHVXZCGXuCKl+JGhaB4L8dGys7F7i0CK7W8zOoUH0bOTn1q38IY2j+L0TPdrdLGkpe53cNx1yai+OiufiRPKcGOSBDGwbcGFAHSeN/hr4di+F1v4s0S2lsZfLineJ5jICr4GOe4zVz9m+eKSfWIDZ24khRGFxt/eHcT8ufTgcV0PiqSNv2dIoFkQzfYbYeWGBbO5O1cp+zfNFFq2urLKiM0MWAzAZwWzQB5b4nuLf8AtjVbc2ifaPtsjC43NnG4/LjOK+ho0t5P2boku5mhgOmDdIibiOfTvXgvjHw3q1jr2sXV3ZvDAt0x3vwGDEkbfX8K9vmmib9mpYlljMp0wAIGGc59KAPNvhPoHhfxjqdzoeraa5nEJeC6ilZScddwzjOK5zxf4Jn0P4gTeGrENcF5FFsOrMrdAfeuo+AI8v4gvK+FSO1fezEADPHeneNdaOkfHv8Atm+jdrS1uYmVk53IqjoenrQBW+I/w/0v4f8AhvTIGla71m8ctJKSVVEUdFX6nqfSnaV8OrLxX8LTr+j5i1axLrcwlyyyhec89Djmug/aAnh1m38Pazp80dxZSROBJG2cZIPPpWx8KbyPwj8HNV1jUWRIp3kkhRur/LtHHfJoAw/2bhjxLrI/6dV/9Crgvit/yU/X/wDr4H/oIrvf2ebqM+KtdmleOLzLcNyQBy+cCuD+KnPxN11xgq0+VI6EbR0oA42von9mv/kF67/13j/9BNfO1fRP7OX+jaJrM85EcUk6BGcgBiF5xn6igDzT4z/8lS1f6p/6CK4Gu3+Ldybr4m6zJs2gShRzncAAAfxqj4Q8Dap4svisMDxWcSmSa4dSFVQM4HqSOlAGn8KvCul+MvE0mk6oJghhaRJIX2lSv9Kg8feE7XQ/iE/h/SJJJlYxIplfc298cE/jXUfAeNT8Tp3t43FusEoUnnaO2T61ifFwTD4s6k0EcySmWPyyf4m2rgr+NAF/4ifD/Sfh94c02J5WvNZvGJeQsVSNV64XvnOOfStCD4d6Jc/DC38YRafezy7S1xbRXAUKASCwyDx7UnxUufFF94f0S28S6QUvo1Lxz26lgVOBtc9m4zgetU5vibdWXw1i8J6Xo9xbqIjHPczZOQeWI44yaANn9nJIn8Way6pgLajZnkgF6x/HcGj6Z8XtTOvWkmopcyBhDDKYgm4KFJPU8ZrY/ZtB/wCEk1k44+yLz/wOuU+LMZPxa1EOXkDyx4GMcYHAoA2vi38MNK8GaVZarpFxMYbibymilO7qCwIPpxXV/s6WmmT6fqN3/Z8Y1G3kCfaicsVYZwPT8Kt/H6IRfDrRI0jZFS5RdrclQI24NU/2bJE+wa5HvXf5sbbc84x1oA8Z8S/Z5PEWpRCNxcm/kzJu+XaT0x65rZ8e+AZfB0emmJLi4imtxLNdbMR7m6KPTHvVDVtEvtQ8f3NisTwyXN+8UbyKQNxY4r0HRvjJqHh0N4c8W6UupR2rmFpGxvwpx0PBoA8w1uHRV07SrjS2kWaWJvtULvuKOCAO3APJrDr1X4x+HNC08aPruhxG2j1aMyvb4wF4BBx2zmvKqAPcfg7408Nw+GL3wl4haK3juHYiRxhZVbAIY9j6Vd8R/s9RzpJeeF9SQxsoaK3nOQ30f0rzDWPBU9n4M0TxFaLJLBext5+BnY4YgfhgUnhDx/4k8ManC1heTzxsyq1q7FlkHZcdvwoAp+JdH8Q+GzDomtwSRJETJCh5XnqVNdfp3wrWx8BXnizxPLPbQiHdbW0S/OWbARm9Bkjiu++O+p6dc+DdI+1IkerPIkyQn76Lj5h+tXvF+v2Pif4BXE+mSGUpBCskY++hVlByPwoA8g+Hvgax8fW+oWEd1Ja6tbL58bn5o5E6bcdjnHOe9O8AWVtofxOs9P17T7g3cV0scaq+3y355I7jpXU/s5wSL4n1W8ZSttHZ7HkPCglgQM/gabaajZav+0tHeWbi4tmucBlXIJEeM/nQBv8A7QctlFqOitf28s0XkygLFJsIbsc1S+AUum6vq94b2wa41a1iDpezyFyqAgKqg9CPWnftKf8AHzof+5J/OqH7Nv8AyM+sf9eY/wDQxQBwXjubTT4q1+NbOVb3+0JNsvm5TG45yvrXIV1Hjuyul8b6/I1vKqC8kYsykDBbj+dcvQB7B+zr/wAj1e/9eTf+hCovjvaTXPxQSKJVLy20QXLADp6npU/7Oqt/wm96207RZsM44zuFUv2gAf8AhZLHBwbWPB/CgD0rwn4p8PeBvhVDa6hrNpPdRK6vBA29t5/hA7/XpXkHg3wF/wAJrp2uauLlEe0DPFZxkKZGIJHJ6KK8/r1j4W/DFvFelXGszavNa2cUjRPDbkh3woJ59DmgDF+GPgix8d6jqGl3M01tcRQ+dFPGQQMHBBB69RWJ4m8IX3h3xhN4d/4+LhZAkRQf6wN9047Zr1n4I3ED/ELVUsdOaws/sKqsT5LMVYAMSecnkmsnxHqUGhftGf2nqKP9jjuUBYrxygGefQmgDnPF3w+t/Avhu1fV7h5dZvSGihiGI4lH3gx7mpvFvw90yx8F2PirQ9UjktZURZreSQF1kI+YA98HtXoP7Quk3eqaZpGrWEZubWLcrmIbsbuQeO1eBm11L7C26K5FrEdxDAhFJ4zzxmgD6L0N5IP2Z7h45I1b7FNgw8EfMevvXh3hfw9Y3yy3+v3Etjo6xti4TG55AeFQH73fPpXvOkqIf2amZollH9nysUAxn5m64rB0VPD3xe+H8OgxxQ6drmmRDygq4XOOo9Qcc0AeCXX2YSkWvmlBnmQjJ546e1V60NZ0a+0DVJ9O1GBobiFirAjg47j1FUo42lkWNQSzEAUAe/fs6+GlMd/4hubVDyIbaVuoP8WPTtzXv1cx8PvD6+GfBOm6ashkYRiR2Ix8zcmunoAKKKKACiiigAooooAblvMxgbcdc96dRRQAUUUUAYni7W08O+FdR1Rmw0MLGPAyS5GFGO/OK+Jbn7Xd3ctzNHI0srl3Ow8knJr7ykijmXbIiuvowyKi+wWf/PpB/wB+x/hQB8G/Z5v+eMn/AHyaQwyr96Nx9VNfef2Cz/59IP8Av2P8Kgl0XS523y6bZyNjGWgUnH5UAfCJVgcEEH6Um0+hr7nfwv4fkdnk0TTmdjklrVCSfypP+ET8O/8AQC0z/wABU/woA+Gdp9DRtPoa+5v+ET8O/wDQC0z/AMBU/wAKP+ET8O/9ALTP/AVP8KAPhnafQ0bT6Gvub/hE/Dv/AEAtM/8AAVP8KP8AhE/Dv/QC0z/wFT/CgD4Z2n0NG0+hr7m/4RPw7/0AtM/8BU/wo/4RPw7/ANALTP8AwFT/AAoA+GcH0pK+3/8AhCPC3nPN/wAI/p29wQT9nXofbpVT/hWfgv8A6Fyx/wC+D/jQB8WlmKhSSQOgz0p/nzeX5fmybMY27jjH0r7P/wCFZ+C/+hcsf++T/jR/wrPwX/0Llj/3yf8AGgD4rp8cjxOGjdkYd1ODX2j/AMKz8F/9C5Y/98n/ABo/4Vn4L/6Fyx/75P8AjQB8YSXE0wAlmkcDpuYmoq+1P+FZ+C/+hcsf++T/AI0f8Kz8F/8AQuWP/fJ/xoA+Lg7qrKrEK33gDwfrTK+0R8MfBQLH/hHbP5uvyn9OaaPhZ4JEZj/4R60we/zZ/PNAHxos0qqFWRwoOQAxwD60kkskrbpHZ29WOTX18/wZ8ByNuOiAcY+WZx/Wm/8AClfAX/QF/wDI8n+NAHyBUkc8sJPlSumeu1iM19d/8KV8Bf8AQF/8jyf40f8AClfAX/QF/wDI8n+NAHyHJLJK26R2dvVjk0hZioUk4HQZ4FfXKfBLwGgYHSXfcSfmnfjPYc9Kih+BXgaL71jcS9fv3B7/AEx0oA+TY55Yc+VK6Z67WIzTmurhxh55WHozk19WXPwH8DzyBktruAAAbY7g4PvyDzUP/DP/AIJ/u6h/4ED/AOJoA+VkkeJt0bsjeqnBqY6hetC0LXc5iY5ZDIcH8M19R/8ADP8A4J/u6h/4ED/4mj/hn/wT/d1D/wACB/8AE0AfK0cskLbo3ZD6qcGlkmlmIMkjuR0LMTivqj/hn/wT/d1D/wACB/8AE0f8M/8Agn+7qH/gQP8A4mgD5cjv7uN0ZLqYFCCvzngjpUcU80MhkileN/7yMQf0r6n/AOGf/BP93UP/AAIH/wATR/wz/wCCf7uof+BA/wDiaAPmC+1bUNTWFb69nuBCoSMSyFgoHYZqGO8uYtuy4lULyoDnA/CvqX/hn/wT/d1D/wACB/8AE0f8M/8Agn+7qH/gQP8A4mgD5YFzMsryLK6u5yzK2CfyqWa/u7i2jt5riSSKNiyK5zgnr/KvqL/hn/wT/d1D/wACB/8AE0f8M/8Agn+7qH/gQP8A4mgD5ZFzOsRiE0gjIwU3HGPpUk2o3tzbxW811NJDEu2ONnJVR6AV9Rf8M/8Agn+7qH/gQP8A4mj/AIZ/8E/3dQ/8CB/8TQB8rxzSQkmKR0J6lWIqS4vLi6WNZ5mkEY2puOSB6Zr6k/4Z/wDBP93UP/Agf/E1DP8As9+EJAfKm1CLj/nqD/SgD5Zqyt9dpCIUupliByEWQgA/SvpeD9nfwrHIWlvNQlUk4Xeox6dqZ/wzp4Z8gp/aOo+ZuyH3L09MYoA+ZHd5HLOzMx6ljk1pWniLWbEj7Lqd1EApUKspxgjBGOnSvoVv2cvDhI26pqC8D+71/Kk/4Zw8Pf8AQW1D8k/woA+crTUr6wZ2s7ye3L/eMUhQn64qddRuNRv7T+09QuGjWQZmdi7RqSMkZ54r6G/4Zw8Pf9BbUPyT/Cj/AIZw8Pf9BbUPyT/CgDh/EvxQ8QeHdTTT9H1aHUtKjjDQT3KrMZc9ST2wcjHtV/wh8Ur/AFeW8fxUmlDQkgZZiIFVixHyhRnJJ9q6n/hnDw9/0FtQ/JP8KP8AhnDw9/0FtQ/JP8KAPncapc2V5cvpl3PaxySEjyZCmVzxnFR3eqX19LFLd3Us8kQwjyNuYc56nmvoz/hnDw9/0FtQ/JP8Kb/wzhoG/P8AbF/tx0wuc/lQB8+3XiHWL4SC71O6nWTO5ZZCwOfY8CotK1nUtEujc6ZezWkxXaXibBI9K+h1/Zw0AD5tXvycnoFHH5U7/hnDw9/0FtQ/JP8ACgDwK58Xa9eXttd3OpzzT2z+ZE7kHa3r9azJr24uLs3U0rSTl95dznJznvX0bJ+zhoJjYR6xfq+OCVUgH6VWn/Zs05lUW+v3KN3LwBv6igDwLVdZ1DW7v7TqV3JcS42gseFHYAdAKoV9Cf8ADNMH/Qyyf+Ao/wDiqP8AhmmD/oZZP/AUf/FUAeJt4m1Y21nbpePHFaQGCNYzgbCSTkdD1NULK+udOvI7u1kMdxGdyPgEqfXmvfj+zXaYOPEc3QY/0Yde/wDFSwfs12azKZ/EUzxA/MqWwUn6Hcf5UAeBahqV7qt293f3UtzcP96SRsk0WepXun+Z9kupYRKhSQIxAZSMEEd6+gJv2bNPZMQ+ILhX3dWgBGPTr1qD/hmmD/oZZP8AwFH/AMVQB4fbeIdWs9Kl0y1v5obOVi0kUZ2hycdSOewqHTNX1DRbv7Xpt1JbXGCvmR9cGvdv+GaYP+hlk/8AAUf/ABVH/DNMH/Qyyf8AgKP/AIqgDxDV/Ems68sa6rqM92IslPNOdufSotK1vU9CuGuNLvZrSVl2s8TYJHpXun/DNMH/AEMsn/gKP/iqP+GaYP8AoZZP/AUf/FUAeK6x4r1zxBDFFquoy3KR8qHx155OByeaxa+hP+GaYP8AoZZP/AUf/FUf8M0wf9DLJ/4Cj/4qgDxLSfE2taDG8elajNaK5y3lEDJqLVte1TXZUl1S9lu5IxtVpTkgema9y/4Zpg/6GWT/AMBR/wDFUf8ADNMH/Qyyf+Ao/wDiqAPnutfSfFGuaDDJDpWp3FpHIdzrG2AT617b/wAM0wf9DLJ/4Cj/AOKo/wCGaYP+hlk/8BR/8VQB4zJ4y8QyasNU/tSdL0R+X5seFO304GKZrvizWvEot11a9a4EChUyoH4nHU17T/wzTB/0Msn/AICj/wCKo/4Zpg/6GWT/AMBR/wDFUAeM2PjPxHplmLSz1m7itwciMPlfyNRaz4p1rxBtGp38kyrjCYCr+QwK9r/4Zpg/6GWT/wABR/8AFUf8M0wf9DLJ/wCAo/8AiqAPGY/GfiOLTBpser3K2QjMfkBht2nqMVQ0/WNQ0m/+3afdPa3OCvmRcEA9RXuv/DNMH/Qyyf8AgKP/AIqj/hmmD/oZZP8AwFH/AMVQB4fq2v6prro+qXj3cicLJJgsB6Z9K6X4S+HpPEHxB0+NceVat9olJ/urXpf/AAzTB/0Msn/gKP8A4qu++HPwxs/h+t26XZvbm5IBlaPZtQfwgZPegDvAABgdKRwxQhSA2OCRnBp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARyTRxY8yREzwNzAZqSvnj45aJ4uu/FNpPaLdXGnOgS3W2DYjfPIbHc+te0eCrTU7HwZpVtrDs2oRwATFjk57An1xigDzrxf4s8VaP8AFPS/DdprEYtNSZGBNspaIMxGB64xXrwkSFFSWZdwXksQM46mvDviJ/ycF4T/AN2H/wBGNT9V0W11X9oVtJu3uXsZLQzNCLhwpYqCe/AyegoA9xjljlXdG6uvqpyKaLiAy+UJozJ/d3DP5V8+eEtb1PwzoXxB/s6dWtdOcm2EhLbGLY4z2x+tdVp/w3h1fwlomradqctprLFLqbUfMZjITywIzigD1tpEQ4Z1U4zyccUjTxLGJGlQRnoxYYP414JfeHv+Eg+OVxoV7q2om1+xeYTHcFTu2ckY4AJ5xWlp+lDWPF1/4NeOS90nQLVI4op7oozO3zGQkdeuPbigD2wEMoIIIPQimJNFKSI5Ecr1CsDivJ18OeJPD/w31fS9Q8SQWSLLvt7t5WZooT1QnGfpiuf8NyJovxM8NppSXMFhqNoUlknkbbeN/wA9FUkn6ZxQB7wZY1cRmRQ55Ck8n8KeWCjJIA9TXz5rapF4r16y8VS3Nlqd3L/xKNVMrrBEpHC/KeK173VdR8TePX8MQ20+o2GkWKebClyIfNl2geZvyCR8wwKAPba4b4ieK9V8Kx6VPYR2rwXV7HbS+ZncNx7dq4mfUPF3w++G2pxatP5dxNeLFprtOJXRHOSCe+AD+dQ/EfwhY6HpHhe8gur2Wf8AtGBJGmnZxISQdxBOAeO3rQB7mp3ID6jNOyB3qvLE89k0SStC7JgSJ1U46jNeC+FdA1TxprPii11DxLq6x2FyRE0c23cwyBnH8hQB9BUV8y3Pi7xJP8KNRil1e4S40u/WyaaNvmmRiep68beCPWur1mO98F+GbO5tNf1GfUvEjW1sr3DbhBnG5l7DggUAe3ZB6VxfibxJrKeJ7Tw34eitft0tu11JNcn5VQHGAB3Jrj/Gsdx8MG0bxBo95dSwvKtte2087Os4Izu5zg9entVWPw9Z6h8d5FNxfIkunC6+W4IZWYA4B/u89KAO18NX/wAQ7nVbf+3dL02304qwlaKXMm4ZwQPeurttXsbvU7rToLhHurVVaZAc7Q2cfyry+XUdZ0745aX4fOs3c+mPbNJ5MmOMqeDgc4wKpfDPQnTxJ411C1u7lr21vHihR5PkkPz43jvzQB7ZRXgHhy/k1y+tkGv32neMorzN7BdSlYp03gsqr0A2gACvd7yBrqwmt1laJ5IygkXqpI6j6UAWKK+e7bWdct/BHjTT77XL3+19HuQ0UwkAYjoF+h9K1dM8RajrfgLwpp1lqV4dZv73bPJ5g37UOZMnsMUAemnUdc/4Tsactip0T7H5rXRGCJd2No9eMVdutZiK6hbadJDdalZxb2tt+MEjKhj2zXFDUdZt/jWmhyatNNps9g1ysBUARtyMAjr0zXOfDbQ5l8X+M5/7YvmNreGGQMQftAAbG8/4UAehfD7xZP4z8MjVLm1jtpfOeIxxsWHynHU11dfOng3TfEA+FWtatZ+IbiyhtppZbaCEDG5Wy244zya9n8Batc654G0jUr199zPbhpX243N60AdJXP8AjHXrzw14cudWtbBbwW6F5FMgTaoB59/pXH+OrnWF8Vww3mttpPh7yCQ9pIPOeXPA2kZPPpWLp3iG/wDEXwQ8VyahctcvbG4t45mGGdABtJ9+aAOiuPiTqEfwytvGEGipKjxF5kM+BGd+0Y7kZru9JvW1HSLS9ZAjTwrIVHQZGcV4y3/Jq3/bv/7XrX1bxNqMbeDfCWk3ItZtTtkaa4X78aBf4c8c4NAHrlFeTy6l4h8HfEPSfD82pT6jpWqxeVFLckeZC/OWyBz+NY1nr/iVX8Z6Rf8AiaaPVNJQz2smxQrRgZ6Y57CgD3GivBNJ8e63qPwshuY9bmbxBeaolnG5RcISRxjHTbk11HiS68R6drVla6hr7WGjw2IMl5Ft825uPTbj17DtQB6nRXg+n+O/FGq/B7WdYj1MRX2l3W0XAjBaWPjgjoDz+lRzeIvHml+E/DniuXxFFcwXk0aSWhgAGGOBk9z60Ae+UV5z/ber+LPHmpaHpuoPp1hpMS+fLEoMkkrDgc/w4rF1Xxb4y8H+FJodbWGTUri+Fpp0wwzujE/OVXqQMYoA9goryLQtc8Yw+PbK026rqGg3EYE817YmIwvg5I4HGcfnXe+NL7UtM8KX9/pUsMdzbxGTMyFhgDn8aAOgorwSx1j4j6j8Ox4wh8QQlbcM5tBACZVU85OKtX3xB8V6yfCM+h3VnAmrymIxPGR+8XAYMf7uTxigD3GivHZNR8daPq+m+Er7W7efUNWuWeO+WL/VW6LlgBj7x7cVdl8ReIPBnxIsdF1W9l1PR9VAW2nkjUPHJ0IyOMZ/pQB6rRXi914o8Sa/H4u1HT9bGnjRWZLeyVBuYKeWfPqOKpaj8SfGEfwst/EySWCNcyeQAsbb1PTdzxmgD3WivJtPl+Jtp4YutWN1aapPeW8T2sIUIYS2NzHtwPfrVCx8b6lofxE0fRLjXDrcF/CsM4AX9zcEjJBHBA+tAHtFFePQaz491zx54j0G31awsoLBV/e+SW2KclSo7k98+lUPDXiTx74w8PapNBrFpa/2QzD7QkGTdMozg56DAoA9worye4+Il7dfDjQ9aeRrFb25WC+vIo932cZwWA966fwZca3JqGpRXl8upaQBG9hfYG6QEfMpx6UAdjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeW+IPh3r+ufEWz8VG9sFSwdfs9thssinI3Njgkk1f/4QnV2+LR8YNNafZhCIFgBbft24znGM5Feh0UAeP+HfhjrcMniiz1l7P+zdbDN+4lYuj5yOq9OlT6F4H8c2ljD4a1DVtPPhuIbGa3DLcPHnO0HHH1r1migDy+x8Fa/Z/FY+KBBZCw8gWqxfaGLhAu0N93k+1O8R+CfE1t46l8UeDrnT4J7q3EN1HdgkMRjngey/lXp1FAHkfif4YeIfE3hyd77V4Jdemljdtu5bfYgOEC9upOe5psXgvx5J4t0TX55NCV7CIWxhj37RH3I46169RQB5Zq3hXxLq3h/UfDmoafbXsd1cSSWuoNOD9lVjwSG+bI/2ap6l8P8AxN4c1vTdc8Gy29xdRWaWd3FdPgSBQBuHT+fpXr9FAHlmqfDjXfEvhnVDrupxSa3dukkCRk/Z7YoflCg9yCcn3rP17w58Q/Fuh6NYXllptpJY3Ecsk7XG4yMnRgFGAD6V7HRQBDaidbWIXGzzgoD+WTtz7ZrxD4ey67a+IvGkulaT9uSW9aPJuFjVHycEg8n8K9vuY5JraSOKZoHZSFkUAlT6jPFcl4P8A/8ACI6he3MOt3t2t65knimVNrOf4uBkGgDgNa+GGvQ+AG0KwsorzUb67+23tysyoivuztAY5I5Ndd4i8G3/AIu+HWn6ZIg07VbHy3i3uHAdBjqp7/pXolFAHmGseHPEHj230fTda01dOsrOdZbuRpldpyoxhAp4BOevY06LQ/EEHxbOvx6Kf7M+yrZqTcx7gBxuxnOPbrXptFAHll94b8RXXxpsvE66VjTbaPyCxuI9xGCN2M9OenWqul+H/GWjat4utLPTYjDqs7TxXpuAoCkMMADndyPpXrtFAHieqeEdZ8ST+FornQZrbWdPliN9qkjJ5bomCeVOWJwO1e1gYAFLRQB5drnw8bUfi3Y6vHa7dKkhMl9hhslkU/KGXv60ngT4dN4d8fa9qM1u/wBkEmdOd5NwG/75A9e2a9SooA8tlt9bm+N9trQ0G9XTI7U2RuGK4zk/PjP3efrUGh2Xibw14s8WFPD0t3aajdm4S4SVVGzB4APJbnpXrNFAHi3hnS/EGm/CXW9Cn8PXwv5GkEKfLiQSEnIOe3eu8+G1vfWPgPS7DUrGazurSPyXjlIycdxg9DXW0UAeQ63pPiW0+MH/AAkC6FNq1gLbyrbbImImI6/Mfl5rI0rSPFGn+BPFegXHhi98/UJ5pIZI3RlJfGB16DHWvdaKAPFbnStd/wCFFxeF4fDmoHUWXyWQ7MKQ4cvnd0ParOteHdenj8JeJbDTJVudEQR3No6qJ3UcHb2PfjNew0UAeYS6Zqvjjx3oWuyabcabpOlAyBb1AssrnsFBOB9apfEDwHqOt/EXSbuwjdbG9iNtqcseOIwckH6jIr1yigDx7w78OpNI+Md7dQ2rpoUMYuIVkH7vzmGBsHTK/N9KNft/Eln8XTq0/h+fWLI2xg00wEbYCQMlieFPXk+tew0UAfOmiaD4ps/AHirwvL4YvvtN3N5kco27CSRwDnnp1FXtbs9bn+GHhbQofD+qteWkqvcKIOFEZyc+ue3rXvtFAHjMsniDwf46uvEmm+Hr7UdJ1yFGlhRMTRSAd16r078c0vjXwt4u8W6JHrvlGLULO6W5sNNO3fEgwGVj0LEgNXstFAHmmneIvGni2WwgttGudAgikBvrq7QZcAfdRTzye9dT47/5EPW8/wDPo/8AKuirnfG1jq2qeGLrTtHjtnnul8pjcOVVUPUjAOTQB5F4M1y/uvg2fD2maLqE2oXG+3hl8g+QQx5Yv0AFWdS0WbwzqvgbT7PR9TuYtGk869mgtnkTc2C209+c9K9F+HnhvVPCOiNol7JBcWsBDW80eQzZ5YMvsehzXY0AeZfEHR9Tk8Q+GfF+l29zcrpr/v7WFP3vlNySAeSccEdeadfWt3478b6HdLYXtpo+jlrh5bqExNJKcYVQ3OBgZOK9LqG5gFzazW7M6CVGQshwwyMZB9aAPn4Gy1PxZ4pubzQfELQXdwYGfRRujlVTyHPc55ODV/x3c2niL4b2+jeGND1NJLS6RHs/sbB4dv8AewMAkc+9dX4e8DeLfCfmaXpPiC0/sly8wmntd8qSMemM4I75z+Fdn4d0BNCtZQ9zJd3ty/m3V1J96V/XHQD0AoA4HxwNdvvhDp8WiW2oGTEMd1B5bLcFAMMMdeo/KuP1Owv4/E3g3UNJ8G6rbaNpuP3QgzKW3ZYsAfpycZ5r6IooA8f8HT3b/FHxTqtxo2rW9lf26mIzWrKG2DkHjr6VT+HRu9E8K+Lbe50PVIGllklt4jauS6spUBeOTXtlFAHivhtZ7T4c6NouoeHdQmsHuHh1SCW0cuqsCVZQBnAOORW78L/Dsvh7WfEMVkl6mgPIhs0ulZDuwd2A3OOnOOa9NooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorLfxFoscpifVbNZFO0qZlBB9MVpggjI6GgBaKKKACiiigAooooAKKKKACiimSSxxLukdUHqxwKAH0UmRjPaoReWrPtW5hLdMBxmgCeioVuYHAKzxsCdow4OT6U5pokfy2lQPjO0sM4oAkopgkRnKB1LgZIB5FPoAKKKZvUMF3DcegzyaAH0UUUAFFFFABRRkdKKACiijIPSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOI8V/FPw14P1OPTtQnkkumwXSFd3lg929K7C0uoL6zhuraRZIJkDxuOjAjg15b4/+CsPjLxEusW+ptayy4W4R13AqO6+h+tel6Rpsej6PaabC7PHaxLErN1IAxk0AeO+J9J04/tF+HojY25jmtjJKnlja7ASckdzwPyrtr34p6HZeIptAjttQuNQhQnyYbZiWIwdoHfg9elch4kuYH/aP8NlZo2CWpRiGBw2JOD709mQ/tODaVOLDBx67BQB09r8WdEvtNmuLWz1Ga6gZhNYxwFpotvUsBwB71fPxM8MDwpH4ja9K2Dv5f3CXD91I9a4H4QGA+JPHCu6bzO2UY9VyecelcZprZ+DvjFA2Yk1WPYOyjd29KAPa4vir4Vm1KzsxdzL9sIWGZ4WWJie28jHtT9a+KPhXQdWm0y+vnW5ij8xlSJmH0BHU+1cV8VI7S/8AhZoUFn5Mt28tutssRBYttAbaB39amFrDF8cfD1pdCGSWHQgjhsN84yO/egDtY/iJoNxY2VzbPc3El4peG2igZpioJBYoOQMjrU2m+O9F1XSr6/tHnk+wki4t/Jbzkx1+TrXE6ZG2m/tEal9tkjjjuNPH2MMQoK/L8q/iD0qS2snf9oW7msdq2q6ePtexcqzEYw3YGgDrNJ+Imh63od/rFkLtrKxBMrm3YdOoAxyRT4viBoUvh+21oSXAt7p/Lt0MDeZM3oq4ya8p1CHUPDfjfWvAunIiWviVle2Zc4twx+c/lmt7xTaWGlfEXwnpt1ez6dpyWEkEU8Moj2uAMZJGBnH60AejaB4r0nxJBPLYTndbMUnhlUpJER/eU8joa85+KPizw9rng+7iglumkgmUW11GjrC8u4ZUOOG4z+VZ/iuz0fw7pfiAeG9R1K/169st91PHKJQqKy5LlRwSpIHtmpdWn0+5/ZvsMywSNFBAo/eAFZQRkf73XigD2Sw+bTbbPOYVz+QrxXWtBsfCHxv0G9EZi0vUCw2mQlRMcjJyeOSDXs2lzxz6TayQyJIhhXDIwIPA71wPxq0b+0/AL6igdLrS5BdR8jjHXPrxQByerafZ+Fvj5okcUxaxvm837IJDthkIKhtucDnB/Ouo8VaTp3iT4raLYJ54mtYHuL54JGHy8eWjYPAJya8+vvDl34t+GF/48vpjHq5kW5jIBAEUS7do9M/MeO9ejfCKObVtLufF195n23U9seG6LHENq49cnJz70Acl4N8R6b4b+KPjY6tqJht45AkImkZjgO3Cjk8cV7Ha+IdIvNG/teDULd9PAJNxvGwY65PavJ/ANvDN8XPiA0sMchV22l1Bxlm6Zrhre9WL4TXQMUksMHiEGeIsdjqTnHHQUAfQdh448OalfixttUhNy33Eb5TJ7rn734Vw8FiNM/aDighubp4rjT5Llo5pi6q7E52g8AcDil+L1pp198P9Nv4VSK9SWA2Hl/ey2PlGO2D+lEYmX476SLg/6QNAHmH/AGuc/rQB22p+OvDGj3/2K+1i2iuA210LZKHr83p171d1LxHpGkafFfXl9FHbzY8pgc+Zn+6B1/CvIPBGg23iyx8TwXGvT20kuoTrdwhYizLnhssCwGOOvatCfQkl0jQ7Pwn4gF3qOizzzWa3y589V+VlUgYIGMA0AemW3irQrzS5tSg1S2azg/10u8ARn0b0NJYeKNB1q4NnYarbzTspIjjk+Yj1Ht715I3ibw9c+A/EZ1zQZLS/F6gv7OKUqZbg9CM9B7VJaJqyfGHwhJqZsYxLYyGCGzUgRx7eAxP3j0oAueAXubb42+KdMa/vLi1t7ceWtxMXxzHz6dzXpcni7w9Df/YZNZslut/l+UZhnd6fWvI9Llmg+MPxDmgJEyaa7IQMncFTFM8IeBNM8WfC6ym1LxBNFbI7zzIixjyXDNklsbs455PegD3fh165BHavnnxVq958PfivbpZXmoPoytHPdQSTl1+ckHr0HtXuvh+azn0KzbT52uLVYwkcrAgsF4zz9K828Q6BD4q+IPirSGZd0ujQhGPOxw2QaAO/8R+IrfRPCV3re8FEg8yL/bYj5QPqSK8j+Cl/rHiXxJq1zruo30k1ltZIGkIRS27IK/yqj4G1TVvGdxo/g29STyNEuTNeXB5Eixn5E6cc+tbvwwMafED4hmQ7Y1mO4jjA3PQB6f8A8Jd4e/tD7AdZsvtXmeV5Xmjdv/u/Wp9U8RaNorxpqepW1o8gJQSyBSwHcV86a5Gs/wALYbvSYlj0a31P9zLctm7nkLNubK8Ae3Ndz4x0nUU8S2vi3RTb6jd2VggvNHuCGdYivJC+4z/9egDs/FXxI0Tw5oUGoxXUF2bpwtukcgIfJwTkdhW43ifRI9Lj1KTVLVLOQ7VmMgClvQGvCNbm0bUPhZpF3otg1rB/bQ86O4ALq5YbgpHRc9q6DxpDLqXxl0PSF1FdNjSz32jmASJ5pz/CSFJ4GKAPWrHxFo2p2kt1ZanaTwRHbJIkoKqfc9qht/Fnh66vIrS31myluJcmONJlLNjOcD8D+VeXv8ONN8Ovrr6jrseoXWoWE8v2I24iVmVd2/CnAwfbuasfDfwd4bb4XW+rT2sFvez282+/ckNHncm7OeMCgD0e38X+Hbu+Sxt9aspbp2KrEswLMR1AFbXSvnmwjHhbVtA8O+KdLH2W1ulk07V7PGJSxOAzHsc17N45u7my8Dazc2as86WrlArYPTrmgC0PFGgtqn9mDV7M3u7b5HmjdnGcYp+qeIdH0VkXU9StrRpASolkCkgda8V8PfDqTxX8OdFurrX7aytos3KyR2o8xWyQd8hbntWpqltYXXxG2aO/9ravJpYW4luGzbQxbQCxA5LMOwPegD13+1tOGnjUDfW/2Mru8/zBsx65qlaeLfD18ZRa61YzGKPzJNkynavqfavDLKxtrn9mq9nniV5rWeUwsc/ITKAcVo3nhDQIPgINdi0yFNTbTYybgZDEkjJ64zQB7LH4n0KW/hsY9Ws2u5lDxwiUFmB6ECsjUNKuW+IGm6qniHybdY2ibTC3EpweQPXofwrxjWtF0/Tfhb4N12zsfJ1J54jJexHDDnvnrXa6zZWlr8dfClzBE3mXltK8zAklzswGI6DjrigD1G61rTLLzftN/bRGKPzZA8gG1M4yfaprO/tNQtEu7O4int5BlZI2BUj614/Y+FNFvvjrrljeWEMtqmnrKkRztDMVySM89TWR4Ai1GXwj8QNN0m4EDRTSC3U52oMHcB6ZAxQB7Za+ItGvb2aztdUtJbmH/WRJKCy/UVLqGtaZpMKS399b20ch2o0jgBj7V86pptp4y8J+FNI0PT7i31iGQx3dx5BQbcZZ2cfeUn3rtPGOj6j4W16w1yy02HWdKsrEWlzp4+ZolP3nVeevPNAHsEE8NzCs0EiSxsMq6HIP40yW8tYGVZriKNmbaoZwCT6Vy3wxl0mfwTbT6Ik0djJJI6xTdYiW5X6DtXnnxP0TT5vi74SR7fKX8o+0ruOJMMACefTjigD2y3vbW73fZriKbacN5bg4P4VVutf0ixvI7O61K1huZOEieQBj+FeReJdPi8CfE3S5PC1t5JvbKc3FrGxKHapIbBPHIH5VZ+GOiaf4l+Gep3WqQR3N7eyzie4nXL5BO35jzwaAPRvFPjDSPCOnx3epT4EzhIo15aQn0/xrXGoWhtBd/aYRbkZEhcbcfWvmea7uNW+FVtFqUazvpmsR21vcuCWeMnnk9RxXeeKraW++KOjeGbW302OwisWuIba5jIgeQ5z8q4yQBQB7BHcwywiaOaN4iMh1YEfnUa39m5QLdQkvnaA4+bHXFeS2vga98O6X4ot7/VbW4sruymuI9KtiVETDkMuTkAYA6+lcXqOh2Fv8AdL1+GJo9UjnBFyrndyzcdenAoA911bxlpWj+ItM0KeXdfX7EIikfIMfeb0FQvp+uN4/i1GPV4xov2Uo9l1Yv/eH+NebeIdPs9V8b/Dye+t45pb2EC5ZhzJheM1avIltP2kNKt4N0cP2HPlhjt+63agD2CW8trd0Sa4ijZztUM4BJ9K4H4uavrmheG4tR0fUltozMkMqeWCzBj1Vu3T0rmNds9PvbvxjBZW0mt3awPNLf3LgR2TKDiNGHO4dePSqXiK9n1D9nXQri5cvKZoVLHqQrsoz+AFAHukJZrWM5+YoOffFee+EvEGtv8SPEeh6xqUVzbWUUbwkRiPG4/X0r0K2/wCPWH/cH8q8i03QNL1/40+LItTt2nEdvEVTeQvPGeDyaAPXvNjCbzIm313DFL5se3f5i7fXPFeC+GNHuNRufG/gF5ZJbS0zLZSlmJhfsAfx/Sl8MXSeKfB+ieCbmGWC+tNT8u9TeQ/lpudmPfn7v1xQB72CCMjpS0yKNIYkijXaiKFUegFPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDJbwxoLXBnbRdPMxbcZDbpuz65x1qUaHpKXxvl020W7OSZxCofnr82M1V8U3Gu2uhSy+HbWC51EFQkc7YXBPJ/CtW1M7WkLXKqs5QGRUOQGxyB+NAFG18O6NYytLa6XaQyMpRnjiClgeoJHX8a4D4neH7PSvh1d6ToGiSb724RjFZW5bJByWbHTivU6KAOQ8HeHtAj0qw1C00ZbW5jiVcywFHR8AMQG6ZI6jrWi/g3w++s/2w2lwnUd+/wC0878/Wt6igDG1zwvo/iJYv7SsxJJCwaKVGKSIR6OuCPzqbRtB03w/bNBptssKu2+RslmdvVmPJP1rTooAz59G0+41i21aW2Rr62RkilPVVbqKr+IfDOkeKdP+w6xZpcwBgyg5BU+oI5FbFYPi3VNY0nR1udE0wajdmVVMJ/uk8nqOlAEmieFNE8O6a+n6Zp8MNvICJFxuMgP94nk9e9Yq/CvwcgnQaQPKnbe8Pmv5e7Ochc4B+nauyUkoCwwSORTqAK9nZWun2qW1nbxwQIMLHGoVR+Ap1zbw3ltJbXEayQyKVdGGQQe1TUUAULXR7Cy0ZNJgtkWxSPyhDjK7fT3p2naZaaTpkGm2MIhtYU2Rop6CrtFAHKaf8PPD2l3l5d2cFzHcXqFLiT7VITID1yd3X3p2nfD7w3pel3umWtiwsr3/AF8LzO4c+vJ4PvXU0UAcdpPw10HSNSgvVa9uXtjm2S6uWkSD/cUnAqSX4eaLJ4jj14SXy6ikvmCUXT8jrsxnGz2rraKAOE1P4T+GNT12fV3ju4J7gYnS3naNZQeuQPXvV/Vfh9o2pnS2Q3Ni+mKVtXs5TGUHpW/q17Lp2kXd5DavdSwRM6wR/ekIHQUmkX0upaRaXs1rJaSzxK7QSfejJHQ0Ac5J8NPD8/h670e4S4mS7m+0TXEkmZnk7Nu9apL8JPD63Fnc/adUN1aH5Lg3jlyv93PYewxXfUUAcdpHw40nRvE1xr9vd6g95c7vP82fcsgPYjHI6Y+gqonwk8MxajPcxreJbzyeZLYpcEW7n3QcEe1d5RQBHHDHDAsMSiONV2qqDAUe1clpnw703SvE0niCHUNUe+lOZTJcZWQf3WGOR7V2NFAGDZ+E9N06bV57ASWs+qNvnkiIDBsYyvHFZWgfDbSPDt9fXdpdX0j3ylbpZ5Q4mzn72R7muzpnmx+b5W9fMxu2Z5x64oA8xHwM8Pf2bcWL6hqjws5eBDcfLAxPVV6Z68n1rSi+F1taXH2uy17V4b02wtmnMocumMchgc/07V39FAHCTfCvQ5fBQ8MpJcxwiXzxcLJ+883Od3PFJqXwr0bVNDs7Ce6vjeWZ3Q6iZibgN67j29uld5RQBwtt8MNPs9KvreDU9RN9exCGbUJpRJMU7qCwIAPPSpdC+Hdvo3hC+8Mtqt7dWN0jIvmlcwhuu3A9ea7WigDhLX4aQJLpi32t6lf2emMHtbaZl2qw6EkAFse5rtbm3hu7aW3nQSQyqUdT0IPUVNRQB5nZ/BfRrK7kCapqv9lu5b+zRcEQ89iByRVrVvhHpOo+JX1q31HUtPlmAWeO0m2LIoAGPUDAHAr0KigDy6L4L2dto99pNt4h1WPT71v3luSjIBnIABHHPccmtqX4eCbwGPCT63eGzACCTy49/ljon3cY9+tdvRQB5vqPwlt9T8K6b4en13UPsenuWiwsYJ9Afl5xVi8+GZvNf0zWG8RaglzpsaxW+xIwFAGDxt5z3r0CigDi7bwFJa+M7rxPHrt39suo/KkQxxlNmBhQMcYwDXI654VHw38G+IbyyvLu+/tQhLhZAFEZbIMmUXOBnpXsVNdEkQo6hlPBVhkGgDwDTtGstE0O0uNB+Jd7LqAiAis4P3yyNjOxYuoGfWvR4/Cmp6hcReIk1abT9WurCO3uYzCrx9OTtPf8a62DSdPtZWlgsoI3ZtxZYwDn1q7QBj+GvD1t4Y0WPTbWSSRFdpGeTGWZjknjgc15R8V2Fx8WfBttBfC3uA2PMXaWiJYYODx+de31zOpfD/wtq+pSajf6Pbz3chBaZh8xI6UAV9C8EDT9fn8Qarqcuq6rLF5IlkQKkaeiKOmaoxfDl9Nmv4tF1u4sNN1Ak3FrsD7S33jGT93OfQ13EMSQQpDGu1EUKo9AKkoA4zWPhxpWpeDLbw1byzWdvaurwyR4LBlOcnPWqmtfDRdXsLA/29qEer2LM0OpZHmZbqDjHHHQYrvqKAOItfh3HHpWpR3mr3l3qmpQeRcai5G8J/dQdFHXj3rOv/hQt54Js/Ci67cx6fbyhyTEpdhycZ47mvSKKAOC1r4cy6j/AGDNaa5NaXmjrshn8lW3L05HTOKpv8LrpvGem+Iz4jnkuLEKgEsIJkQZyGIIznJr0migDzRvhRKl9rYs/El3Z6Xq7F7i0ijXOT6P2HJ6dqguPhNfz+BrTwt/wkz/AGa3n80M1qp4ByqjnsSTyTmvUqKAKunwT22n28FzOLieOMK8oTbvIHXHauSn8DX0Hi6/8RaLrhs7i+jEc8c1sJVwOm3kY/Wu3ooA5DTrDQvhxo11d3+o7PtM/m3V5cdZJG9gOnoBXO+A9IstV8f+IfGlrC62s5EFnIVIWYYG6Rc89RivQtX0ix13TJtO1GETWsw2uh4z+NT2Vlb6dZQ2dpEsVvCgSONRgKB2oAsUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwnxbmv7HwHfalp+pXNnPagEeS2A+5lXn8zXM+N7/WzF4HFnrl5ZtqjRxTmIjrtU7vr81dl8RNC1bxP4XuNE0xbVRdACSWdyNgDA8AA56Vh6/4N8QaovhH7OLFTojLJKHlb94wAGBgei/rQBiLe6t4K+LtrpU+s317pV7aNMwuG3ncAcn2GQan8My658Q9F1jX4tZurW5WeSLTYIJNscW3oSP4s+9a+qeC9cv/AIn2vic/ZJLGK38g2zysGAIw2MDHc1k6P4N8ceCdU1Gz8NNYT6PfSGSN7h8G2Y98d8eg60AZnjHV/G+h23hGyvdZNrf3s5t7k22CCMgBs9zg1taxNrHhfWdN8OQa/f30utXDyNI6gzQRoMkR/U1D438D+JtUvPDn2KMah/Zk32me4muFQyuSCygHoOOPrWz498Ja3rsmi+IdCZLbXdNO5YZXG1g2Ny56f40AM8PweMdP8T6jE0t9d6O1mTaPfkblnA4Bx2Jrh9Z8VeJ/D+hx3moa7cf20l+DPawYkhSIt90kcA47V6LHZ+OdZhuZdQltNJb7I8UFvby+YfNPSRmx09q89T4eePD4Bn8OPZ2AY3YuXm+0gvcnOcMe31JoA6DxX4tu7Px7pkF/ql5pOgXVkGSeIYVpmGQGb2qXxprPiLw/8M9OvYNYzd/aljkuFAYzIXO0hu3y4rQk0TxBqUgttd0O3vNJk09IzaCdD5M68ZUkg9O4rm774d+KU+GsPhuBEupvtouUDzqFtowciPJ6/hxzQBu+P9U1/TfFHhOLTdYaCDUrnyZITGCvG3JJ6nr0qfQrrxBo/wATr7QdQ1WTUtPksftluZQN6YbGOPfNM8W6H4j13WPCd7b6SqjSpxPcBrlBknbkLzz0NPOl+I7b4rXnia4s4ho4sjbq5uF3IowS2PTIJoA5W08U+I/Enh/xV4ittXnsLnS7giCxBHlhFHRgfXmvV/Cl3eah4asb6+nWae5iWUlUChcgcYrx3wpp2ua1HqWuN4Zs9Ts9TuGdvLvPIVwpwB5ffp361654Q8QWviHRjLbWcln9mkNtJbuAPLZeCBjgigDjfGWqeJ0+JuhaDp2sC0tNQjlJ2xAlQByfcjqPeqel6/4q0Tx5qfg661A6kzWZurK8uEAYELnBxwQTkVN42lmg+NXg6SC3NxIIJ/3asFJGOeTxV2Pw1r174z1jxZdWXkzix+y6XbmdWIJByX7DnnGfWgDnPC3iHxdqPh9fGWpa8kem2dxO11aLGPnRcgAe+7ge2Kp3Hj/xDJo9j4g028vbq/mlDSaalsTAIj2Bx1xjmus8IeBNSt/hfqHhbW4Y4Z7gykOrq65Y5B4PY4qv4ZtPiLofhiLw0ul2oeD91DqLXClY4ux29SR6UAVNU8V+Kbr4qaJodjfLZ213ZrcPFJFyu5SSCO5GOKq+GNZ8Y6x4s17wZPr5i/s8O633kgzMMgAeg65rbk8Ga+fi3o/iGQJcWdrZiCe4LqrO+0gtt+ppPDXhfX9M+JviXxPeWC/Y72J0gWOVS7bSu3j3C/rQBW0Hxp4in+GOuai9xBLqOi3EsPnyJkTKgByR6nNLrXjXXrX4f+ENbguo0udQngS6HlAhw+M49Kq6R4W8Rad8PfFGnTaXK11q9xJJbwq6naJOPmOeMY5qTUvCWval8I9CsYtPaLU9Gkika1lYZm8vqFI9e1AGz4i8UarpHxP8N6RBeI1lqQPnW7RDK+4asweJfGN98UbzwlBqNjBBFAZPP8jLAHkYB6ntVe+sPF3iXx34Y8QHw21pZ6eCXSWZBJ75GePYVb0zR9bj+NV/4ifSrmPTJLYxK7AZYgccdeTQBnaV4l8e61ZeIoP7RsYG0F3V7lIMtcMuSF29gQp/Ou9+HniaXxb4LstWudn2mTcsyxjADBiMfliuQ8LaVr2nQ+OWm0i7gk1OWSazPBLZDAD2PINbvwl0nUNC8Dw6Zqlg9pdQyOzhuQ25ic5oAfrvibULnx3aeEdGnW3lNu1xd3Ji3mJeNoAPHNVYtd8b6db+Io7nSPtzWC50+4C7ftR/3R+fFZ/irR9e0H4kw+NtMsZNTtGgFtcWluf3oGMZA79M1d1ebx1rnhTVr3Tojpss0Siys3A89QPvFj2YjoKAOfj8deItB1zw5HrWoW9wdXfbd2KxrusyTxgjnoe9SaKmsx/HPxFHcatv8uwDozR5CxFlIUDtjmuYvfDGt3WneE9RtPCl7FNYXIa+MmDPPJuBLY6kdeTXWeTrlh8XdS1NdAv7iDU9OSGJlChI24JDtnAxg0AUJvijrmp2up6jo8q7La5ZLK1+xM4ukGBln7Hr+Vb2p/EbUV0HwwIbP7HqmtzCJ1mjOIMcMcHrz0rJ8Gv4p+HaXXhq48OXmpQvO0tldW2DHhj0Y/w85Jpnj+fVotI8NWmtwLe63LqBmA0//WwqOcRj+I44J9qAL1j4u8Z2nxJPhjUfsU1nbxm4luQm1ngAzuAHf2qbSvFPinxnp2sa74fuIIbSzlaKytGiDG5KjJLseVzx0pml61pLeI2S70PXbLVdYjNnFe6lF14OFBHT1qh4JXW/hrperaDfaFf35ErT2k1nCXSbcMYJH3TwOtAFbUPi9r//AAr2HXrKxtEu7a7NpqMcp+4/8O0e/P5Vdu/E3xPsvDN14gms9MFskMU8cKKWYqw5H4cH8a5jWvAutab8MLu1Om3Fxq+saiLx4LZDIIVHIViOh+Y17b4fQXnhGxhuLeWINarDJFOhVh8u0gg0AcXdeOdZm8FeGNR0p7WXUNWnSF1ZPlBP3sD/AGa9LhEiwoJWDSBRuIGAT3rxT4a+Fp7P4i6raPe/atM0GV1tQTna8nJ47ECvb6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoriCO6tpbeVcxyoUceoIwalooA8/0j4d6loiixsfFt7DoysxSzjgQMoJzjzDk/jiuy0rSbPRbFbOxiKQqSxyxJZj1JJ5JNXqKAOF1nwHqWq+NrTxKniAQyWQK20JtAyorDDAncM5ruRnAycmlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuH8X+CNQ1rxDp3iDR9WWy1GxQxoJovMjIJ547H6V3FFAHH2HhPUrjVLPUvEurx6jLZnzLeCG38qOKToWBySePWuwoooAK5rxjpfiPU7CEeGtZTTblH+cvEGWRTjuQcY5NdLRQBz/hHwvD4V0g2ona6upnMt1dSD5ppD1Y10FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcfqGpavqPjOTSNF1GC2SytBLdCSHfl3b5B+QY/lXXk4GTXH+CUW91LxDrol8xL29MUWR91Ihs6+hO40ASt4i1fTfEun6PqthBImoNIsF1aueNgySyHp1Heusrj7aYan8Tr+OW0UrpNpGsE4J+9JksPrgCuwoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQEHoQaWgAooooAK5jx3rF/o3hzz9LKfbZbiKGLeM/eYA4Hriunri/ENzLc/EPw5pIWKW22S3U0bAEgqMK3PvQA7X7vxH4c0u61M3lneWNtEXeOSMpKeOgI4rW8KWQ0vwlp8LnDCESyEjHzN87fqxrO8d3CyWmm6Md3/E2vY7Ztoz8mdz/wDjoNaXi2/j0rwhqly8vlbLZ1R+4YjC498kUAZHw6eS90a81mdYzNqN7LL5ifxIGKp+AVRXZVnaFamy0GwtmRUaK3RWVQMAhRnpWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWbrt+dL0G+vVBLxQsyAdS2PlH54rSrl/Gtwps9O00BHlv72OIRv8AxKp3N+WBQB4paXHjjwhb3tyt/PaRTD7RJ/aMLAb25wpG9fzx71vaV8X/ABWmlrdzaF/aUSn5zbgMVGByWQnH0KivcZYYp4WiljV42GCjDII+lYEngXw4Xkkg02O0ldNhktcxNj6rQBzel/Gjw3qMvlvFeQBNolkMe5I2bgKcfN19q6/SPFWg6/xpWrWt0+MlEkG8D3U8j8q5Gw8Mado3jWw021LXZKPe3RuMMylfljOfqzflXS3Xgjw3d3f2t9Jt0uhkiaJdjgnvkd6AOhrj9GEOp/EDXNSX5xZxx2KMwPyN95wP0rnvE5uvBlzYx6Pr12Z53Zvs19PviEQHPLdOcDNcb4P+JOq+GbLUv7S0l7tHunuJLiE71yx5G5cj6UAbfxZ8f3HhnxxoMVvbo62gM8jTAlAXBUHjnIG6nat46t/iD4v0zwnoYE9gZYbue8ViuAh3MuCORwB9a868S3X/AAn2tz6sur29kb5fLt9PmJc7VGAWI+6ck9q674GeFZLTxNqN7dxwCWwgWBGgcMrM5JJJHU4GKAPfAMDHpS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVw2qtFe/E+xb7QBHo1hJcXCHou/hT9cKa7mvJdSvYovDPjzxSkkhFwzWsLYwQqAJx7ZzQAum/H7wtc3MsF8lxaFZiiPs3KyjoxI6V3mkeMfDuvSeVpesWlzJgHYj/Nz7V8O9akgnmtpRLBK8Ui9HRipH4igD7LutI16x8W3uv6c1vfRXVukH2WVtjJsJI2t06s1aUfiGaCFW1TS7u1cA+YUXzEUg/3h2r5K0X4k+LdAIFlrVwY85MczeYp/PmvSdD/aNvIvs8OtaRHMoGJZ7d8Mx9Qp4/WgD0/T7vTvF3jye6tZYbuw0+y8hsplWkdskHPoAKtat8NfD+oqDbxS6bIM/NZOYwc9cr0NY3hn4w+CNWuxbQONOuJyWYTRCMM3uw4Jr0OC7trpFe3njlVhkFHByKAPI9Q+E17FbNCEsdYhMmVeQfZ7lFx1Ei8Ej3rS+C2hNpOk6xOCfJnvWjiQvvIEeVPzd+c/lXf69qkOi6DfajOSI7eFnOBnoKpeCrCTTvB2mQTOHmaLzpGAwCzkuf1agDfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDP1zUk0jQr7UJAxS3haTC9TgcAfjXh3xMuf+Ea+D+j6DKzS3WoP50jO2GXnccj6tj8K9Q+IF0Tp+naMqM39r3sds+w4YR/eY/kuD9a8L+PuuC98Yw6REoEWmwhM9yzDJ/pQBzPw11XwrpOvyy+LLI3No0RWPKb1RvUr3rd8S+HPC3iLXIbrwfcQQ2DxNLcRtMFdSOyxtgj/wCvXl1LkjpQBvSeEtTxZ+RbTSm4gaY/uyBGFLZBPTouayrmwurOTy54WV9iyEdcBhkZ9MgitfR/GviDQoGt7LUpRbONr27nejDoRg+3Facnj77dO0t/pNqJZJFd7i1HlyYBB4zle3cUAcWQR1rQ03W9U0e4W406/uLaVQQGjkIwPSvSNG8QfDO5t7yDXdMuz57jyZPLBeBAuAN4Iz09O9cDrVvpE3iaS38PNMdPklVIDcH5ucDn8aAPoDSdQ1TV/hRoOn6tezTXmvXawLMQGIi3ZbP/AAFWr2NVCoFHQDArzzw5piWOu6F4aZZHXQtN+0mQfcMrnb/IvXotABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSEgcnigBaKpXmrafp4T7ZewQb/u73Az9K5XVvidomn2U91A32mONtm4OEVm7gE+lAHb0V4pL8b5L0GGxgiiuCPkESNcMzegA4/OsDUfHvjS/sbuSb7TYlUJiJlS2GO5K/eagD1K8Z774tW0cqb7bS9Ma4Ug52ySNt5HrtU4r5T8X6zLr/izUtSmYsZp2IyMYUHAH5V9EeA7jWvE/gLXteRVXWNTBggfd2RAg5PTncfxrk9G/ZzvZxFNrmrJC7PmWKBdxxns3SgDwip4LO5ut32e2lm29fLQtj8q+s9F+Cng3R3Mj2LXr5BBum3BfoK2Z9U8I+D72PSzHa2U08bzLHHCPmCjJPFAHyHqXhnW9Hsre91HTLm2t7j/VSSJgN/h+NZFfa8dx4a+JHhiZInivbCXdGcjlG9QOxHavlv4h+AL7wLrRglBksJiTbT/3h6H3GaAOMrsPhhoUHiH4gaZY3DbYg5lYYzu284/SuPr2H4FadBFda34jmmVG061YIGHALA85/CgD3DwhCtxrfiTVzhmnvPs8bgceXGoGB+Jb8q66uW+HaSjwJpctwgWe4Rp5Mdy7Fs/kRXU0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXCp4l1WTU/F7rLbfZdFhIhiCfMz+XvBY+2CMe9AHdUV598NPEmua7JrEGuTQSy20kTIYVwFDoGx74zXoNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFHWigAooooAKKKKAOY8V+NtN8Im2S+WQyXIbytowpI65Y8CvP9O+Nd3f38sD6YkUIbbG8KyTM2enAXGfxrrviPpa6oNBjNxNat/aCoLmIgNEGBBIJ4p+n/C3w5aBHvIp9TuVJJnvJmYtn1AO39KAPOtQ+Ini64vWWMG0tWlwGuZI7ZhtAyuPm4Ndb4MjHi+LUYtcmvZfJkR44TOwQK6K3DKFLfNur0C00jTbCAQ2lhbwxD+FIwP8A9dYdyl7p/jiW+htZ7izl0wKyRJ/y0RztA5xkhz19KANmPQdKjhji+wQOsX3PNQSFfoWya8x1HwRY+IPibq1qZreKWGKK6jElqJMbhg4GQMZr0GLV9YvbRnttBlt5edq30yIP/HSx/SsvT4ZrLxJNrviG90q0nmthbpBDL2DZyWbG78qAKEfwn02Uo+oane3DouAYNtuBz22DP61v2Xgfw5YsHj0uGWYDHm3OZnPGOr5rMvvix4I0+SWKXXrd3jByIgz/AIAgYrAsfj14Tv8AWINPjivkE0oiWeSNQgycAnnIH4UAb3wzuD/YV9proiSabqNxbMqDAHzlh+jCu2rxbXPGQ+GviHxJHbRLcG6u4LuO3kJUP5qEPtPPOV+ldzZ/EPSrvxgnhcQXK6i0Kyt8gKJlQSpOeozQB15OATXx78R9VvJviBquooLqJPOaKHzAylAAAeD6819h1wWu+KvAOpz6homvS25NpKqTpcRMAGbGCGx7jnNAHgngm41xtT8M6XY2xEa3YuZBbOyPIhYcyHoRgHHtX0/4k8Nab4r0aXTNUhDxOOGA+ZD6qe1c/p3wy8I2mr6fq2m2Jha1G+Jo5WKSZ5UnJ5x2+tdzQB8YePfh/qfgfVnhnjaWxc5gulX5WHYH0PtXf+DrCXTvgzI1vC5vdc1CO3VQMl49wBHsMZr33X9Ds/Eei3OlXyboLhNpOASvuM964WDSk0rx14T8N2EsslrpNlNK/mdweFJx35oA9It4Ut7eOGNFSONQqqowAAOgqWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQEEZBzQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5ne6V4Q1Hxhqcket3Nhexsp1G2jlKJcYAPzA9Rg4OK9MrBu5NA0ZdT1a4eEEFTdOzbyCBhVwehOeAOuaAKHgqPw7P/AGjqvh6cyJeTDzV6BCqhQAvYYH611tYXhzxDpuvRziyikt57dgtxbzReXJGT03D3HP41u0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEAjB6UtFADVUIoVQABwAO1OoooAKKKKACiiigDjfiioHgK+uNzA2rRzjacHKsDVjXvH2heFtN0+61m4eEXiBo1VC5PAJ6fWtnXbKHUdBvrSeETRyQMDGf4jjgfnXg3xgSbXPhv4Y15IvJihBhliY5Kn7v81oA6LU/2jNCt5pI9P0q7ulA+WR2EYJ+nJxXEan+0P4nuZ92n2llZxDopUyH8Sf8ACvKLKxu9SuVtrK2luJ2yRHEpZj+ArTufCGv2V5Y2l3pk0E98M26SAAyf596ANDUPiZ4y1My/aPEF6Fk+8kb7F/ALjFczNdT3Ll555JXJyWdiT+tdBp3gfV9Qn05FixHfh/KkVSwBXOVbHQ5GPxq7c/D69sVjkvJooo3gDEvIqmOUjiNhnIoA4ypbdglzE56BwT+dem+Cm8GeG5JLnxPHp+o4jDxiJmkdGBPy7T8pPTmuT8d61pWv+Kp9Q0Wy+x2TIqpFtC4IHJwKAPTfj9ZxGTw34hibIng8vae4XDD/ANCrN+H/AI7tdH1HW/GmvBried47aONMFwDydvbAGK2fHwl1/wCBPhO7gja5mV4o2fGWzsKkfmMV5rfmW28OaToP2N45nLXBLw/NJK52qvPTjAoA+prL4heGr2C3ZdSiimuLcXMcEx2OyHOOvBPHQGvnuN7bxNqUkhi86517XlRQW+f7Ohyfp/DUOr6GviCy1O/hSSyg8OafFbgk5Esq8MufXk1Ru7qXSv7Bk0jZBe6PbJLKwXLefI46g9eNtAH17DFHBDHDEoWONQqqOwAwBUleFWvx21AawbKTS7aWCAMkrB2EmVXLOewGQa6LSPj14R1C3Q3rz2E5IDJIm5QfYjtQB6nXE+Ebk6t4v8UaoP8AVRzpZREDhgg5IPfk10l5rFrb+H59YjlSS2jtzOrg/KwAyPzrE+HNg1n4RhuZECTahI97IoOQC5zj8sUAdbRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRQQR28flxKFTJOB6k5NS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5r4m8H+JH1LU7rR5bG5tb+WCeS1uMoweJgRhhkHO3HI716VXH6zpXiq21d9Y0fWGukBH/EquAFiZMcgMBkN3BoAj8D6fNBqevahez2w1C9nje4s4JN/2UhAApPckc9K7SuC8AW+qNr/ijU9S0qfThfXMbxRzMCSFQKeR7iu9oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBrrvRl/vAivDfE+nxL8GfEWkBvtN1pV+zOOpjBfcD/3yTXulea3en3ba347tPKVorywSWGPAw7bGBP1oA+bvBPi+48E+IF1e2tormQRtHskJA+bvxXSeJ/jDqfiO9sb4aXYW13ZHMMwUuyn2z0rzgggkHqK9C+G/wt1DxxdC5mDW2kRPiWY8F/UJ6mgBugt488f3iWunXFw0MUjO0ifJHCX+8ePX0rc8QfAfxdaSB7S4j1VXPzEOQw9zu617sW8N/DHw3bxLGLWzMqwjYuWd2OMn19zXn2ofG69sZfEltLY2sNxYsFs1aUMX57gdeOcigDwLV/Des6DcNBqmm3Fs69d6HGPXPSsqvuHRL2z8YeFrO+uLSOWK7hDPHLHkZxyMHtmua8Q/Bjwhr21lszYSqeXtDt3DHQg8UAee+CpDqH7PmpgfLNpVyZ4XbnDIyyD+ZFdd/wAJVpOt/Diy1fxTo1rNLcSKFtIuHA3EBueR0JqTwT8NLzwjY+IdHvLmO80i/h/dsOGDEMGBX6Yq5otzpUvwmtdavtPivTZWpLebGAzMmVxmgDAv9M8BzeEo7Kz1O50jTdTuftLSlSySlexJ6LmsyT4UavN4nk1WPWdMu4XmS4S3HytJtX5B7cYqK01P4c+JRJGdWvdJM9usS29wcQxqWyVTPUZ9+K2L/wCHWotpur3ehSW09xfXsMlpPFcNuhgXg7WJ68UAeSXvhTxd4c/ta+1LTZoHuwYDIE3K5kbLYI7YzSeMtL0jTtftdD0+0P2iOxgt5G2/66diCXH4ECvY/DDeJbX4lS6O91qUmhx7wF1BQ5YgZznHQ54PtXpd14c0a91CO/udMtZruPGyZ4wWGOnPtQByPi6D+xfhxYeHrEBXvDDp6Bh0VvvH8ga7mwtI9P0+3s4hiOCNY1HsBiuV1mQah8StC00uPLtLeW9ZMHlvuqf512dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcMdR8dp4o1aO30q0u9KRlFs8snlN93nH94Zzk13NFAGD4WPiP+znXxKlqLoOdjW7ZDKeefcdPwreoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAriNclW2+JuhozybdRs7i2dBjBAAYE/lXb1ynjJorG50TWHtjK1rfLGWXGUWT5CffrQB5Z4U+BTN4uvbzXYwNIhuJPs1vu+aYZ+UnHRcH1zxXvFtawWcCwW0McMKfdSNQqj8BU1FAHl3xu0GLVfC9rdtHePJazjaLZQ33uBuUkZGcD8a8nb4b+MdU8STSR6KYPtcAWVpFCRxFlAPPQ4x2ya+p2VWGGAI9DXNa5480PQk1BZZ2nuNPRZbm3hX50Qn73OAR9DQA3wJouqeH/AA8mmaktmqwHbAtqzMAvfJYDJzXU1WsL2HUtPt723bdDPGsiH2IzVmgArz3w1aaatlrHhHVpVuUa/mRYn4EiNiTAx0wGFehV43r2pXnhX4j65ImkpqFjewRTSo27zCCNhEZAIHI5zQB0svwh8Iu0L2dobYIcMEfzBIv90784H0wa1fCfhA+F73VJVvmngvJQ8UOCqwDnKqMkAc9q4rTfGug201xYq+p+HbgWW2ON1E8EHOdyhd3Pua6zT9duZtIifTdd03WZhGGGcJJMR1AUEYJHqOKAOzorB0HxDcavNNb3mi3umXESBys+1kYEkfKynnp7da09Su0sNMuryQ4WCFpD+AJoA5nwsGv/ABb4m1SR3cR3AsoN6Y2qg+YKfTcTXY1zPgG0mtfBti1yJPtVwpuJjIBuLudxzj6101ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcxcePvDthrF7pmo6hDY3FqVyLmRU8wMM5XnkV09cdFF4U1HxjqNkNKju9S2q95NLb70QgAKpLdCQeAPSgDW8NeKtK8V2DXel3CSqjFXTcCyEEgZx0zjI9q26x9HfQ47q+stIitYprZ1W6jgiCbWIyM4AzxWxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXP8AjO0+1eGLhgQDbslwMnAOxg2CfwroKpatarfaPe2roXWaF0Kjqcg8UAJeapb2WkSanJue3SLzmMY3HbjOR68Vxlz8VNPNz4YjsLWWdNdkwjv8vlqDtOR657Vr+Eh9o+G9hBNE4ZbMwSRyjnKgqwI+oNfLlr4muNO0zToPNVLrRtUaaFJFyQrYyPoCp4/2qAPs2vB/iVpksnxQKOwS21jSpLZCp+86qeD6cis+Xx54qj+Ja6NqOuRrpswdUdFCoVkjJQkjvkiuQ07TdQ0Q6F4vk1JryNtSa2aMksYmBwck8c5oA9s+HHjfRovhpYvfalGJ7C2b7SjNl1VCecdcYxUl/wDG3wfZ6fBex3E9zHK5TbDHlkI/vA9M54rwqSKa31iawnhCAS3loyxcM4kBYZx1A4qpb2Ol3ejak1gxZreKzunGMBSD5cgP4uD+NAHt+hfGq31vxDaWqaU8WnXdybWG4aQb94UEbk7A5rpNckltfiZ4dkOwQXVvPbsW/iYYYAV5B4m0DVdM+KVvPoGlTS2d3dWt6kkcXyKcfNjsAdxzXtHjNAkOi3/kq1zbahFsJGdm7Kt+lAGnqPhfRNVYve6ZbyyH+MoA359a43V/hBp15O0tnc+WXG0+enmFR/sN95T+NelUUAeMyeFPH/hjU2l0TVbmXTY4iUgaTz9zgDgq/Y/WodU8VeLdd0618Man4eeOW/mjgnu4tyhMMC2RjA+UHvivbKTAP4UANijEUKRjoihR+FPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAry3xVpu7WtY04a3YWEerm3lM8lztmgZOgC9wSB3716lXj/AMQdNma81qxg8OahqcmpiCZbiHYfL2HlRnkdP1oA6rwBoGoaY+q6lqd9b3lzqMqMXtyCpCKF3ZHGTjOO1dtXDfDrRr+xj1LUry0/s+PUZFki0/JJtgo2kHtyRnj1ruaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimRyxyrujdXXOMqcjNAD6KKKACiiigAooooAKKKKACiiigAqrdm9Elv9kSBkMg8/zWIITuVwOT9atUUAFFFFABRRRQByvgqW93a9a3kokFtqkqw4HRGCuB/wCPmvF/Fnwt1rXPE2pTWel5Rbq5PmR4QOGG+Pr15Yrx6V7XY38EHxB1TSQJPMntIrzk/LwShx6H7tdPQB4Td/CXxDrFzZ6mps7RsW0slvcuSySRgBhlQRg4FdVL8PtDHh3U9J1TVgbSa5+3hYSFNsc8kH0z6it+a18RW3i/UryNDd6ZcWkccEHnhRHIDhiQemQc8elYHhj4aahok11O+rhJLm2ktnMalioLbkZSehGeRQBTg0zwJoMja0EuNV1BL6O3EkrEusxUBRjgYIxzUcGvaVpllfXejeDYlBvmsrmHCmVpQCx+XkMM7eB7+ldXafDnSYIZUnmurl5rmG7kkkflpYxgN07+lb9roelWMlxLb2UKNcT/AGmUkZzJ/e56H6UAGg3zanoFhevsDzwK52AgZI7A8iqXjIonhO+mkZ1WBRMWQ4I2sDx+VaVvqdhcXP2W3uoJJVUtsjYHABwenvxSazZjUdEvrMqrGe3eMK3QkqQP1oAlsbqO9sLe6ibdHNGrqfUEZqzWH4Pbd4R0wFGRkgEbKw5BXg/yrcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvL9e0y7bX/ABHrWneYNSsza+RIZjtSPrJx0xtByMV6hTdq8/KOevHWgDj/AAQ97NdaxN5rSaLJOp01i24FcfPjvjdnrXZU1VVVwoAA7AU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApAoUYUAD2paKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5fVLdbbx5omo/adnnxTWTRkffyN459thrpnYIjMc4AycVy/jo3tppFvqum2S3l7YXKSxxMpJIbKNjHPRjWQLvx7qoEASCxUgM0sMG1vdQXLD8cUAdXcaxLFJALfSr26jmj3iSMKAvsdzAg/hUWoX91bWU1xLd2NjGDkPO3CDH8XIyc9gRXKyeB/EF7dRy3viG8nibmSCWcqqH/AGfL2+1aK/DXRVkbAZYmUBkABLHrkufmP50AZ1t480W3gtra/wDFIv7+MN5iWEDET5zgDAPTjoR05pkfjHStPCWiaLq+13ZYmvZFTzGYhujvuxken0rrrfwrosB3CxjkbG3dL85x+NaYtLdQgEEeEGE+UfKPagDy251bxt50x0Hwvpdk21gG8tmcZJOd2FU5696lj8M+PdQ0eSPUtevJLhyMxK8dsmPTcis2PxFeqUUAcr4A8MXXhPw3/Z95d/aZmmeUkEkJuP3QTycetdVRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACZGcZ5pappp1rHqUuoIjC5lQI7bzggdOM4q5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDcef5f8Ao/l78j/WZxjv0oooAmooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z"
|
ffmy0088
| 0 |
{"lines_data": [{"Word": "general", "Confidence": 0.95, "X1": 0.42857, "Y1": 0.0012, "X2": 0.53235, "Y2": 0.001, "X3": 0.53504, "Y3": 0.0318, "X4": 0.42992, "Y4": 0.0348, "page": 0}, {"Word": "December 12, 1995", "Confidence": 0.99367, "X1": 0.40296, "Y1": 0.0632, "X2": 0.57008, "Y2": 0.063, "X3": 0.57008, "Y3": 0.0808, "X4": 0.40296, "Y4": 0.0828, "page": 0}, {"Word": "TO:", "Confidence": 0.977, "X1": 0.0876, "Y1": 0.1602, "X2": 0.12399, "Y2": 0.16, "X3": 0.12399, "Y3": 0.1758, "X4": 0.08625, "Y4": 0.1758, "page": 0}, {"Word": "Ms. L. J. Beasley", "Confidence": 0.9775, "X1": 0.2062, "Y1": 0.1592, "X2": 0.3558, "Y2": 0.159, "X3": 0.3558, "Y3": 0.1758, "X4": 0.2062, "Y4": 0.1758, "page": 0}, {"Word": "Mr. J. V. Maguire", "Confidence": 0.987, "X1": 0.45418, "Y1": 0.1582, "X2": 0.60782, "Y2": 0.158, "X3": 0.60782, "Y3": 0.1748, "X4": 0.45418, "Y4": 0.1748, "page": 0}, {"Word": "Mr. R. S. Keith", "Confidence": 0.927, "X1": 0.20485, "Y1": 0.1782, "X2": 0.34097, "Y2": 0.178, "X3": 0.34097, "Y3": 0.1938, "X4": 0.20485, "Y4": 0.1938, "page": 0}, {"Word": "Mr. O. Sorensen", "Confidence": 0.996, "X1": 0.45418, "Y1": 0.1772, "X2": 0.59569, "Y2": 0.177, "X3": 0.59569, "Y3": 0.1938, "X4": 0.45418, "Y4": 0.1928, "page": 0}, {"Word": "Mr. W. S. Lindquist", "Confidence": 0.9955, "X1": 0.21024, "Y1": 0.1952, "X2": 0.38005, "Y2": 0.195, "X3": 0.38005, "Y3": 0.2138, "X4": 0.21024, "Y4": 0.2148, "page": 0}, {"Word": "FROM:", "Confidence": 0.779, "X1": 0.0876, "Y1": 0.2342, "X2": 0.15768, "Y2": 0.234, "X3": 0.15768, "Y3": 0.2508, "X4": 0.0876, "Y4": 0.2518, "page": 0}, {"Word": "E. M. McAtee", "Confidence": 0.99633, "X1": 0.21024, "Y1": 0.2342, "X2": 0.33423, "Y2": 0.234, "X3": 0.33423, "Y3": 0.2508, "X4": 0.21024, "Y4": 0.2508, "page": 0}, {"Word": "SUBJECT:", "Confidence": 0.701, "X1": 0.0876, "Y1": 0.2712, "X2": 0.18868, "Y2": 0.271, "X3": 0.18868, "Y3": 0.2878, "X4": 0.0876, "Y4": 0.2898, "page": 0}, {"Word": "MARLBORO LIGHTS MENTHOL SOFT PACK/LINE EXTENSION", "Confidence": 0.87633, "X1": 0.20889, "Y1": 0.2692, "X2": 0.83693, "Y2": 0.269, "X3": 0.83827, "Y3": 0.2868, "X4": 0.20889, "Y4": 0.2888, "page": 0}, {"Word": "Specific details of the introduction of Marlboro Menthol Lights Soft Pack 85 and 100 is now", "Confidence": 0.986, "X1": 0.08895, "Y1": 0.3262, "X2": 0.84636, "Y2": 0.326, "X3": 0.84636, "Y3": 0.3438, "X4": 0.08895, "Y4": 0.3458, "page": 0}, {"Word": "available. (We have previously copied you on this topic but with limited information.)", "Confidence": 0.98754, "X1": 0.08895, "Y1": 0.3452, "X2": 0.78841, "Y2": 0.345, "X3": 0.78841, "Y3": 0.3638, "X4": 0.08895, "Y4": 0.3658, "page": 0}, {"Word": "Objective", "Confidence": 0.909, "X1": 0.08895, "Y1": 0.3842, "X2": 0.17251, "Y2": 0.384, "X3": 0.17385, "Y3": 0.4028, "X4": 0.08895, "Y4": 0.4038, "page": 0}, {"Word": "Gain retail distribution of 70% in key menthol markets (see attachment I).", "Confidence": 0.989, "X1": 0.1159, "Y1": 0.4222, "X2": 0.72102, "Y2": 0.422, "X3": 0.72102, "Y3": 0.4408, "X4": 0.1159, "Y4": 0.4428, "page": 0}, {"Word": "Gain retail distribution of 40% in non key menthol markets.", "Confidence": 0.9922, "X1": 0.10916, "Y1": 0.4422, "X2": 0.60512, "Y2": 0.442, "X3": 0.60512, "Y3": 0.4608, "X4": 0.10916, "Y4": 0.4618, "page": 0}, {"Word": "Where", "Confidence": 0.997, "X1": 0.0903, "Y1": 0.4832, "X2": 0.1496, "Y2": 0.483, "X3": 0.1496, "Y3": 0.4998, "X4": 0.0903, "Y4": 0.4988, "page": 0}, {"Word": "Available for all distributors and retailers.", "Confidence": 0.99383, "X1": 0.11995, "Y1": 0.5202, "X2": 0.45957, "Y2": 0.52, "X3": 0.45957, "Y3": 0.5368, "X4": 0.11995, "Y4": 0.5368, "page": 0}, {"Word": ".", "Confidence": 0.955, "X1": 0.10243, "Y1": 0.5392, "X2": 0.10243, "Y2": 0.539, "X3": 0.08895, "Y3": 0.5398, "X4": 0.08895, "Y4": 0.5228, "page": 0}, {"Word": "Key menthol markets are the primary focus for retail promotional activity.", "Confidence": 0.99536, "X1": 0.12129, "Y1": 0.5362, "X2": 0.72911, "Y2": 0.536, "X3": 0.72911, "Y3": 0.5568, "X4": 0.12129, "Y4": 0.5588, "page": 0}, {"Word": "Retail activity intended for pack outlets.", "Confidence": 0.99217, "X1": 0.11995, "Y1": 0.5582, "X2": 0.44879, "Y2": 0.558, "X3": 0.44879, "Y3": 0.5768, "X4": 0.11995, "Y4": 0.5768, "page": 0}, {"Word": "Emphases on convenience, drug and grocery outlets.", "Confidence": 0.989, "X1": 0.11995, "Y1": 0.5782, "X2": 0.55121, "Y2": 0.578, "X3": 0.55121, "Y3": 0.5958, "X4": 0.11995, "Y4": 0.5968, "page": 0}, {"Word": "When", "Confidence": 0.988, "X1": 0.09299, "Y1": 0.6182, "X2": 0.14286, "Y2": 0.618, "X3": 0.14286, "Y3": 0.6328, "X4": 0.09164, "Y4": 0.6328, "page": 0}, {"Word": "Distributor introductory sell-in begins 11/13/95 through 1/13/96.", "Confidence": 0.99, "X1": 0.1186, "Y1": 0.6522, "X2": 0.65229, "Y2": 0.652, "X3": 0.65229, "Y3": 0.6718, "X4": 0.1186, "Y4": 0.6728, "page": 0}, {"Word": "Retail sell-in begins 11/27/95 through 1/28/96.", "Confidence": 0.99483, "X1": 0.1159, "Y1": 0.6732, "X2": 0.5027, "Y2": 0.673, "X3": 0.5027, "Y3": 0.6908, "X4": 0.1159, "Y4": 0.6918, "page": 0}, {"Word": "Distributor Offer", "Confidence": 0.8725, "X1": 0.09164, "Y1": 0.7112, "X2": 0.2345, "Y2": 0.711, "X3": 0.2345, "Y3": 0.7298, "X4": 0.09164, "Y4": 0.7298, "page": 0}, {"Word": "Introductory allowance $6 per 6M case off invoice on purchases between 11/13/95 to", "Confidence": 0.96162, "X1": 0.1186, "Y1": 0.7482, "X2": 0.82345, "Y2": 0.748, "X3": 0.82345, "Y3": 0.7688, "X4": 0.1186, "Y4": 0.7708, "page": 0}, {"Word": "1/13/96.", "Confidence": 0.981, "X1": 0.12668, "Y1": 0.7712, "X2": 0.19272, "Y2": 0.771, "X3": 0.19272, "Y3": 0.7858, "X4": 0.12668, "Y4": 0.7878, "page": 0}, {"Word": "Rapid distribution allowance $6 per 6M case paid for product invoiced to retail through", "Confidence": 0.9905, "X1": 0.11995, "Y1": 0.7872, "X2": 0.84367, "Y2": 0.787, "X3": 0.84367, "Y3": 0.8068, "X4": 0.11995, "Y4": 0.8078, "page": 0}, {"Word": "1/18/96.", "Confidence": 0.955, "X1": 0.12399, "Y1": 0.8092, "X2": 0.19677, "Y2": 0.809, "X3": 0.19677, "Y3": 0.8238, "X4": 0.12399, "Y4": 0.8248, "page": 0}, {"Word": "Shipments made during introductory period will qualify for 30 day terms.", "Confidence": 0.99055, "X1": 0.11995, "Y1": 0.8262, "X2": 0.71968, "Y2": 0.826, "X3": 0.71968, "Y3": 0.8458, "X4": 0.11995, "Y4": 0.8478, "page": 0}, {"Word": "Retail Promotion", "Confidence": 0.993, "X1": 0.09299, "Y1": 0.8662, "X2": 0.2372, "Y2": 0.866, "X3": 0.2372, "Y3": 0.8838, "X4": 0.09299, "Y4": 0.8838, "page": 0}, {"Word": "Available in designated key markets (attachment I) only.", "Confidence": 0.9915, "X1": 0.12264, "Y1": 0.9032, "X2": 0.58356, "Y2": 0.903, "X3": 0.58356, "Y3": 0.9218, "X4": 0.12264, "Y4": 0.9228, "page": 0}, {"Word": "6 carton Marlboro Lights Menthol retail kit.", "Confidence": 0.97929, "X1": 0.11995, "Y1": 0.9232, "X2": 0.48787, "Y2": 0.923, "X3": 0.48787, "Y3": 0.9398, "X4": 0.11995, "Y4": 0.9408, "page": 0}, {"Word": "50\u00a2 off per pack sticker.", "Confidence": 0.9136, "X1": 0.12399, "Y1": 0.9432, "X2": 0.32615, "Y2": 0.943, "X3": 0.32615, "Y3": 0.9598, "X4": 0.12399, "Y4": 0.9618, "page": 0}, {"Word": "51971 1379", "Confidence": 0.98, "X1": 0.94744, "Y1": 0.9632, "X2": 0.94744, "Y2": 0.963, "X3": 0.92453, "Y3": 0.9618, "X4": 0.92453, "Y4": 0.8598, "page": 0}], "words_data": [{"Word": "general", "Confidence": 0.95, "X1": 0.42857, "Y1": 0.0012, "X2": 0.531, "Y2": 0.001, "X3": 0.53369, "Y3": 0.0318, "X4": 0.42992, "Y4": 0.0348, "page": 0, "Index": 0}, {"Word": "December", "Confidence": 0.996, "X1": 0.40296, "Y1": 0.0642, "X2": 0.48922, "Y2": 0.064, "X3": 0.48922, "Y3": 0.0828, "X4": 0.40296, "Y4": 0.0828, "page": 0, "Index": 1}, {"Word": "12,", "Confidence": 0.998, "X1": 0.49461, "Y1": 0.0642, "X2": 0.52022, "Y2": 0.064, "X3": 0.52022, "Y3": 0.0818, "X4": 0.49326, "Y4": 0.0828, "page": 0, "Index": 2}, {"Word": "1995", "Confidence": 0.987, "X1": 0.52426, "Y1": 0.0632, "X2": 0.57008, "Y2": 0.063, "X3": 0.56873, "Y3": 0.0808, "X4": 0.52426, "Y4": 0.0818, "page": 0, "Index": 3}, {"Word": "TO:", "Confidence": 0.977, "X1": 0.08895, "Y1": 0.1592, "X2": 0.12264, "Y2": 0.159, "X3": 0.12264, "Y3": 0.1758, "X4": 0.08895, "Y4": 0.1748, "page": 0, "Index": 4}, {"Word": "Ms.", "Confidence": 0.959, "X1": 0.21159, "Y1": 0.1592, "X2": 0.24124, "Y2": 0.159, "X3": 0.23989, "Y3": 0.1758, "X4": 0.21024, "Y4": 0.1768, "page": 0, "Index": 5}, {"Word": "L.", "Confidence": 0.996, "X1": 0.24663, "Y1": 0.1592, "X2": 0.26415, "Y2": 0.159, "X3": 0.2628, "Y3": 0.1758, "X4": 0.24528, "Y4": 0.1758, "page": 0, "Index": 6}, {"Word": "J.", "Confidence": 0.996, "X1": 0.26819, "Y1": 0.1592, "X2": 0.28302, "Y2": 0.159, "X3": 0.28167, "Y3": 0.1758, "X4": 0.26819, "Y4": 0.1758, "page": 0, "Index": 7}, {"Word": "Beasley", "Confidence": 0.959, "X1": 0.28706, "Y1": 0.1602, "X2": 0.35445, "Y2": 0.16, "X3": 0.35445, "Y3": 0.1768, "X4": 0.28571, "Y4": 0.1758, "page": 0, "Index": 8}, {"Word": "Mr.", "Confidence": 0.997, "X1": 0.45553, "Y1": 0.1582, "X2": 0.48518, "Y2": 0.158, "X3": 0.48518, "Y3": 0.1758, "X4": 0.45418, "Y4": 0.1748, "page": 0, "Index": 9}, {"Word": "J.", "Confidence": 0.998, "X1": 0.49057, "Y1": 0.1582, "X2": 0.50539, "Y2": 0.158, "X3": 0.50539, "Y3": 0.1758, "X4": 0.48922, "Y4": 0.1758, "page": 0, "Index": 10}, {"Word": "V.", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.1582, "X2": 0.5283, "Y2": 0.158, "X3": 0.5283, "Y3": 0.1758, "X4": 0.50943, "Y4": 0.1758, "page": 0, "Index": 11}, {"Word": "Maguire", "Confidence": 0.955, "X1": 0.53369, "Y1": 0.1582, "X2": 0.60782, "Y2": 0.158, "X3": 0.60782, "Y3": 0.1758, "X4": 0.53369, "Y4": 0.1758, "page": 0, "Index": 12}, {"Word": "Mr.", "Confidence": 0.853, "X1": 0.21024, "Y1": 0.1782, "X2": 0.24124, "Y2": 0.178, "X3": 0.23989, "Y3": 0.1938, "X4": 0.21024, "Y4": 0.1948, "page": 0, "Index": 13}, {"Word": "R.", "Confidence": 0.861, "X1": 0.24528, "Y1": 0.1782, "X2": 0.2655, "Y2": 0.178, "X3": 0.26415, "Y3": 0.1938, "X4": 0.24394, "Y4": 0.1938, "page": 0, "Index": 14}, {"Word": "S.", "Confidence": 0.996, "X1": 0.26954, "Y1": 0.1782, "X2": 0.28706, "Y2": 0.178, "X3": 0.28571, "Y3": 0.1938, "X4": 0.26954, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "Keith", "Confidence": 0.998, "X1": 0.29111, "Y1": 0.1782, "X2": 0.33962, "Y2": 0.178, "X3": 0.33962, "Y3": 0.1948, "X4": 0.29111, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.45553, "Y1": 0.1772, "X2": 0.48652, "Y2": 0.177, "X3": 0.48518, "Y3": 0.1938, "X4": 0.45553, "Y4": 0.1938, "page": 0, "Index": 17}, {"Word": "O.", "Confidence": 0.994, "X1": 0.49057, "Y1": 0.1772, "X2": 0.51078, "Y2": 0.177, "X3": 0.51078, "Y3": 0.1938, "X4": 0.49057, "Y4": 0.1938, "page": 0, "Index": 18}, {"Word": "Sorensen", "Confidence": 0.996, "X1": 0.51482, "Y1": 0.1792, "X2": 0.59434, "Y2": 0.179, "X3": 0.59434, "Y3": 0.1948, "X4": 0.51482, "Y4": 0.1938, "page": 0, "Index": 19}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.1962, "X2": 0.24124, "Y2": 0.196, "X3": 0.24124, "Y3": 0.2148, "X4": 0.21159, "Y4": 0.2148, "page": 0, "Index": 20}, {"Word": "W.", "Confidence": 0.998, "X1": 0.24663, "Y1": 0.1962, "X2": 0.26954, "Y2": 0.196, "X3": 0.26954, "Y3": 0.2138, "X4": 0.24663, "Y4": 0.2138, "page": 0, "Index": 21}, {"Word": "S.", "Confidence": 0.993, "X1": 0.27493, "Y1": 0.1962, "X2": 0.29111, "Y2": 0.196, "X3": 0.29111, "Y3": 0.2138, "X4": 0.27493, "Y4": 0.2138, "page": 0, "Index": 22}, {"Word": "Lindquist", "Confidence": 0.993, "X1": 0.2965, "Y1": 0.1952, "X2": 0.38005, "Y2": 0.195, "X3": 0.3814, "Y3": 0.2148, "X4": 0.2965, "Y4": 0.2148, "page": 0, "Index": 23}, {"Word": "FROM:", "Confidence": 0.779, "X1": 0.0876, "Y1": 0.2342, "X2": 0.15633, "Y2": 0.234, "X3": 0.15633, "Y3": 0.2508, "X4": 0.0876, "Y4": 0.2518, "page": 0, "Index": 24}, {"Word": "E.", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.2352, "X2": 0.22776, "Y2": 0.235, "X3": 0.22911, "Y3": 0.2518, "X4": 0.21159, "Y4": 0.2518, "page": 0, "Index": 25}, {"Word": "M.", "Confidence": 0.996, "X1": 0.23315, "Y1": 0.2352, "X2": 0.25606, "Y2": 0.235, "X3": 0.25606, "Y3": 0.2518, "X4": 0.23315, "Y4": 0.2518, "page": 0, "Index": 26}, {"Word": "McAtee", "Confidence": 0.995, "X1": 0.26146, "Y1": 0.2352, "X2": 0.33288, "Y2": 0.235, "X3": 0.33288, "Y3": 0.2508, "X4": 0.26146, "Y4": 0.2518, "page": 0, "Index": 27}, {"Word": "SOFT", "Confidence": 0.627, "X1": 0.53369, "Y1": 0.2692, "X2": 0.5876, "Y2": 0.269, "X3": 0.5876, "Y3": 0.2878, "X4": 0.53369, "Y4": 0.2888, "page": 0, "Index": 28}, {"Word": "PACK/LINE", "Confidence": 0.965, "X1": 0.59299, "Y1": 0.2692, "X2": 0.70485, "Y2": 0.269, "X3": 0.70485, "Y3": 0.2878, "X4": 0.59299, "Y4": 0.2878, "page": 0, "Index": 29}, {"Word": "EXTENSION", "Confidence": 0.994, "X1": 0.71024, "Y1": 0.2702, "X2": 0.83019, "Y2": 0.27, "X3": 0.83154, "Y3": 0.2868, "X4": 0.71024, "Y4": 0.2878, "page": 0, "Index": 30}, {"Word": "SUBJECT:", "Confidence": 0.701, "X1": 0.08895, "Y1": 0.2722, "X2": 0.18868, "Y2": 0.272, "X3": 0.18868, "Y3": 0.2888, "X4": 0.0876, "Y4": 0.2898, "page": 0, "Index": 31}, {"Word": "MARLBORO", "Confidence": 0.686, "X1": 0.21024, "Y1": 0.2712, "X2": 0.33288, "Y2": 0.271, "X3": 0.33154, "Y3": 0.2888, "X4": 0.21024, "Y4": 0.2888, "page": 0, "Index": 32}, {"Word": "LIGHTS", "Confidence": 0.991, "X1": 0.33827, "Y1": 0.2702, "X2": 0.41644, "Y2": 0.27, "X3": 0.41509, "Y3": 0.2888, "X4": 0.33693, "Y4": 0.2888, "page": 0, "Index": 33}, {"Word": "MENTHOL", "Confidence": 0.995, "X1": 0.42049, "Y1": 0.2692, "X2": 0.5283, "Y2": 0.269, "X3": 0.5283, "Y3": 0.2888, "X4": 0.42049, "Y4": 0.2888, "page": 0, "Index": 34}, {"Word": "Specific", "Confidence": 0.991, "X1": 0.09164, "Y1": 0.3282, "X2": 0.15364, "Y2": 0.328, "X3": 0.15229, "Y3": 0.3468, "X4": 0.08895, "Y4": 0.3468, "page": 0, "Index": 35}, {"Word": "details", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.3282, "X2": 0.21159, "Y2": 0.328, "X3": 0.21024, "Y3": 0.3468, "X4": 0.15768, "Y4": 0.3468, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.998, "X1": 0.21698, "Y1": 0.3282, "X2": 0.23315, "Y2": 0.328, "X3": 0.23181, "Y3": 0.3458, "X4": 0.21563, "Y4": 0.3468, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.994, "X1": 0.23854, "Y1": 0.3282, "X2": 0.2628, "Y2": 0.328, "X3": 0.26146, "Y3": 0.3458, "X4": 0.2372, "Y4": 0.3458, "page": 0, "Index": 38}, {"Word": "introduction", "Confidence": 0.991, "X1": 0.26819, "Y1": 0.3272, "X2": 0.36927, "Y2": 0.327, "X3": 0.36792, "Y3": 0.3458, "X4": 0.26685, "Y4": 0.3458, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.37332, "Y1": 0.3272, "X2": 0.39084, "Y2": 0.327, "X3": 0.38949, "Y3": 0.3458, "X4": 0.37197, "Y4": 0.3458, "page": 0, "Index": 40}, {"Word": "Marlboro", "Confidence": 0.856, "X1": 0.39488, "Y1": 0.3272, "X2": 0.4717, "Y2": 0.327, "X3": 0.47035, "Y3": 0.3458, "X4": 0.39353, "Y4": 0.3458, "page": 0, "Index": 41}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.47574, "Y1": 0.3272, "X2": 0.54582, "Y2": 0.327, "X3": 0.54447, "Y3": 0.3458, "X4": 0.47574, "Y4": 0.3458, "page": 0, "Index": 42}, {"Word": "Lights", "Confidence": 0.993, "X1": 0.55121, "Y1": 0.3272, "X2": 0.60243, "Y2": 0.327, "X3": 0.60108, "Y3": 0.3458, "X4": 0.54987, "Y4": 0.3458, "page": 0, "Index": 43}, {"Word": "Soft", "Confidence": 0.991, "X1": 0.60647, "Y1": 0.3272, "X2": 0.64151, "Y2": 0.327, "X3": 0.64016, "Y3": 0.3458, "X4": 0.60647, "Y4": 0.3458, "page": 0, "Index": 44}, {"Word": "Pack", "Confidence": 0.99, "X1": 0.6469, "Y1": 0.3272, "X2": 0.68598, "Y2": 0.327, "X3": 0.68598, "Y3": 0.3448, "X4": 0.64555, "Y4": 0.3458, "page": 0, "Index": 45}, {"Word": "85", "Confidence": 0.993, "X1": 0.69137, "Y1": 0.3272, "X2": 0.71159, "Y2": 0.327, "X3": 0.71024, "Y3": 0.3448, "X4": 0.69003, "Y4": 0.3448, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.71563, "Y1": 0.3272, "X2": 0.74798, "Y2": 0.327, "X3": 0.74663, "Y3": 0.3448, "X4": 0.71563, "Y4": 0.3448, "page": 0, "Index": 47}, {"Word": "100", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.3272, "X2": 0.78167, "Y2": 0.327, "X3": 0.78167, "Y3": 0.3448, "X4": 0.75202, "Y4": 0.3448, "page": 0, "Index": 48}, {"Word": "is", "Confidence": 0.998, "X1": 0.78706, "Y1": 0.3272, "X2": 0.80054, "Y2": 0.327, "X3": 0.79919, "Y3": 0.3448, "X4": 0.78706, "Y4": 0.3448, "page": 0, "Index": 49}, {"Word": "now", "Confidence": 0.998, "X1": 0.80593, "Y1": 0.3272, "X2": 0.84097, "Y2": 0.327, "X3": 0.84097, "Y3": 0.3448, "X4": 0.80458, "Y4": 0.3448, "page": 0, "Index": 50}, {"Word": "available.", "Confidence": 0.991, "X1": 0.0903, "Y1": 0.3472, "X2": 0.16846, "Y2": 0.347, "X3": 0.16712, "Y3": 0.3658, "X4": 0.08895, "Y4": 0.3658, "page": 0, "Index": 51}, {"Word": "(We", "Confidence": 0.981, "X1": 0.17385, "Y1": 0.3472, "X2": 0.20889, "Y2": 0.347, "X3": 0.20755, "Y3": 0.3658, "X4": 0.17251, "Y4": 0.3658, "page": 0, "Index": 52}, {"Word": "have", "Confidence": 0.991, "X1": 0.21429, "Y1": 0.3472, "X2": 0.25337, "Y2": 0.347, "X3": 0.25202, "Y3": 0.3658, "X4": 0.21294, "Y4": 0.3658, "page": 0, "Index": 53}, {"Word": "previously", "Confidence": 0.991, "X1": 0.25741, "Y1": 0.3462, "X2": 0.34232, "Y2": 0.346, "X3": 0.34097, "Y3": 0.3658, "X4": 0.25606, "Y4": 0.3658, "page": 0, "Index": 54}, {"Word": "copied", "Confidence": 0.994, "X1": 0.34636, "Y1": 0.3462, "X2": 0.40027, "Y2": 0.346, "X3": 0.39892, "Y3": 0.3658, "X4": 0.34501, "Y4": 0.3658, "page": 0, "Index": 55}, {"Word": "you", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.3462, "X2": 0.43531, "Y2": 0.346, "X3": 0.43396, "Y3": 0.3658, "X4": 0.40431, "Y4": 0.3658, "page": 0, "Index": 56}, {"Word": "on", "Confidence": 0.997, "X1": 0.4407, "Y1": 0.3462, "X2": 0.46226, "Y2": 0.346, "X3": 0.46092, "Y3": 0.3658, "X4": 0.43935, "Y4": 0.3658, "page": 0, "Index": 57}, {"Word": "this", "Confidence": 0.987, "X1": 0.46765, "Y1": 0.3462, "X2": 0.49596, "Y2": 0.346, "X3": 0.49461, "Y3": 0.3658, "X4": 0.46631, "Y4": 0.3658, "page": 0, "Index": 58}, {"Word": "topic", "Confidence": 0.991, "X1": 0.50135, "Y1": 0.3462, "X2": 0.54178, "Y2": 0.346, "X3": 0.54043, "Y3": 0.3648, "X4": 0.5, "Y4": 0.3658, "page": 0, "Index": 59}, {"Word": "but", "Confidence": 0.998, "X1": 0.54582, "Y1": 0.3462, "X2": 0.57547, "Y2": 0.346, "X3": 0.57412, "Y3": 0.3648, "X4": 0.54582, "Y4": 0.3648, "page": 0, "Index": 60}, {"Word": "with", "Confidence": 0.982, "X1": 0.57951, "Y1": 0.3462, "X2": 0.61321, "Y2": 0.346, "X3": 0.61186, "Y3": 0.3648, "X4": 0.57951, "Y4": 0.3648, "page": 0, "Index": 61}, {"Word": "limited", "Confidence": 0.967, "X1": 0.6186, "Y1": 0.3452, "X2": 0.6752, "Y2": 0.345, "X3": 0.67385, "Y3": 0.3638, "X4": 0.61725, "Y4": 0.3648, "page": 0, "Index": 62}, {"Word": "information.)", "Confidence": 0.97, "X1": 0.68059, "Y1": 0.3452, "X2": 0.78841, "Y2": 0.345, "X3": 0.78706, "Y3": 0.3628, "X4": 0.67925, "Y4": 0.3638, "page": 0, "Index": 63}, {"Word": "Objective", "Confidence": 0.909, "X1": 0.0903, "Y1": 0.3852, "X2": 0.17385, "Y2": 0.385, "X3": 0.17385, "Y3": 0.4028, "X4": 0.0903, "Y4": 0.4038, "page": 0, "Index": 64}, {"Word": "Gain", "Confidence": 0.986, "X1": 0.11995, "Y1": 0.4242, "X2": 0.15768, "Y2": 0.424, "X3": 0.15768, "Y3": 0.4428, "X4": 0.11995, "Y4": 0.4428, "page": 0, "Index": 65}, {"Word": "retail", "Confidence": 0.995, "X1": 0.16173, "Y1": 0.4242, "X2": 0.20485, "Y2": 0.424, "X3": 0.2062, "Y3": 0.4428, "X4": 0.16307, "Y4": 0.4428, "page": 0, "Index": 66}, {"Word": "distribution", "Confidence": 0.991, "X1": 0.21024, "Y1": 0.4232, "X2": 0.30054, "Y2": 0.423, "X3": 0.30189, "Y3": 0.4418, "X4": 0.21024, "Y4": 0.4428, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.30593, "Y1": 0.4232, "X2": 0.32615, "Y2": 0.423, "X3": 0.32615, "Y3": 0.4418, "X4": 0.30593, "Y4": 0.4418, "page": 0, "Index": 68}, {"Word": "70%", "Confidence": 0.998, "X1": 0.33019, "Y1": 0.4232, "X2": 0.36523, "Y2": 0.423, "X3": 0.36523, "Y3": 0.4418, "X4": 0.33154, "Y4": 0.4418, "page": 0, "Index": 69}, {"Word": "in", "Confidence": 0.998, "X1": 0.37062, "Y1": 0.4232, "X2": 0.38544, "Y2": 0.423, "X3": 0.38544, "Y3": 0.4418, "X4": 0.37062, "Y4": 0.4418, "page": 0, "Index": 70}, {"Word": "key", "Confidence": 0.998, "X1": 0.38949, "Y1": 0.4232, "X2": 0.41914, "Y2": 0.423, "X3": 0.42049, "Y3": 0.4408, "X4": 0.39084, "Y4": 0.4418, "page": 0, "Index": 71}, {"Word": "menthol", "Confidence": 0.996, "X1": 0.42453, "Y1": 0.4232, "X2": 0.49057, "Y2": 0.423, "X3": 0.49057, "Y3": 0.4408, "X4": 0.42453, "Y4": 0.4408, "page": 0, "Index": 72}, {"Word": "markets", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.4232, "X2": 0.56199, "Y2": 0.423, "X3": 0.56199, "Y3": 0.4408, "X4": 0.49596, "Y4": 0.4408, "page": 0, "Index": 73}, {"Word": "(see", "Confidence": 0.991, "X1": 0.56604, "Y1": 0.4232, "X2": 0.59973, "Y2": 0.423, "X3": 0.59973, "Y3": 0.4408, "X4": 0.56739, "Y4": 0.4408, "page": 0, "Index": 74}, {"Word": "attachment", "Confidence": 0.993, "X1": 0.60377, "Y1": 0.4232, "X2": 0.69272, "Y2": 0.423, "X3": 0.69407, "Y3": 0.4408, "X4": 0.60512, "Y4": 0.4408, "page": 0, "Index": 75}, {"Word": "I).", "Confidence": 0.93, "X1": 0.69811, "Y1": 0.4232, "X2": 0.71968, "Y2": 0.423, "X3": 0.72102, "Y3": 0.4408, "X4": 0.69946, "Y4": 0.4408, "page": 0, "Index": 76}, {"Word": "Gain", "Confidence": 0.986, "X1": 0.1186, "Y1": 0.4432, "X2": 0.15768, "Y2": 0.443, "X3": 0.15768, "Y3": 0.4628, "X4": 0.1186, "Y4": 0.4628, "page": 0, "Index": 77}, {"Word": "retail", "Confidence": 0.995, "X1": 0.16307, "Y1": 0.4432, "X2": 0.2062, "Y2": 0.443, "X3": 0.2062, "Y3": 0.4628, "X4": 0.16307, "Y4": 0.4628, "page": 0, "Index": 78}, {"Word": "distribution", "Confidence": 0.991, "X1": 0.21159, "Y1": 0.4422, "X2": 0.30189, "Y2": 0.442, "X3": 0.30189, "Y3": 0.4618, "X4": 0.21024, "Y4": 0.4628, "page": 0, "Index": 79}, {"Word": "of", "Confidence": 0.992, "X1": 0.30728, "Y1": 0.4422, "X2": 0.3248, "Y2": 0.442, "X3": 0.32345, "Y3": 0.4618, "X4": 0.30728, "Y4": 0.4618, "page": 0, "Index": 80}, {"Word": "40%", "Confidence": 0.998, "X1": 0.32884, "Y1": 0.4422, "X2": 0.36523, "Y2": 0.442, "X3": 0.36523, "Y3": 0.4618, "X4": 0.32884, "Y4": 0.4618, "page": 0, "Index": 81}, {"Word": "in", "Confidence": 0.998, "X1": 0.37062, "Y1": 0.4422, "X2": 0.38544, "Y2": 0.442, "X3": 0.38544, "Y3": 0.4618, "X4": 0.37062, "Y4": 0.4618, "page": 0, "Index": 82}, {"Word": "non", "Confidence": 0.998, "X1": 0.39084, "Y1": 0.4422, "X2": 0.42183, "Y2": 0.442, "X3": 0.42183, "Y3": 0.4618, "X4": 0.39084, "Y4": 0.4618, "page": 0, "Index": 83}, {"Word": "key", "Confidence": 0.998, "X1": 0.42722, "Y1": 0.4422, "X2": 0.45687, "Y2": 0.442, "X3": 0.45553, "Y3": 0.4618, "X4": 0.42722, "Y4": 0.4618, "page": 0, "Index": 84}, {"Word": "menthol", "Confidence": 0.995, "X1": 0.46092, "Y1": 0.4422, "X2": 0.52695, "Y2": 0.442, "X3": 0.52695, "Y3": 0.4608, "X4": 0.46092, "Y4": 0.4618, "page": 0, "Index": 85}, {"Word": "markets.", "Confidence": 0.971, "X1": 0.53235, "Y1": 0.4422, "X2": 0.60512, "Y2": 0.442, "X3": 0.60512, "Y3": 0.4598, "X4": 0.531, "Y4": 0.4608, "page": 0, "Index": 86}, {"Word": "Where", "Confidence": 0.997, "X1": 0.09164, "Y1": 0.4832, "X2": 0.14825, "Y2": 0.483, "X3": 0.14825, "Y3": 0.4998, "X4": 0.0903, "Y4": 0.4988, "page": 0, "Index": 87}, {"Word": ".", "Confidence": 0.955, "X1": 0.10243, "Y1": 0.5312, "X2": 0.10243, "Y2": 0.531, "X3": 0.08895, "Y3": 0.5308, "X4": 0.08895, "Y4": 0.5258, "page": 0, "Index": 88}, {"Word": "Available", "Confidence": 0.995, "X1": 0.12129, "Y1": 0.5202, "X2": 0.19542, "Y2": 0.52, "X3": 0.19677, "Y3": 0.5378, "X4": 0.12264, "Y4": 0.5378, "page": 0, "Index": 89}, {"Word": "for", "Confidence": 0.998, "X1": 0.20081, "Y1": 0.5202, "X2": 0.22642, "Y2": 0.52, "X3": 0.22642, "Y3": 0.5378, "X4": 0.20081, "Y4": 0.5378, "page": 0, "Index": 90}, {"Word": "all", "Confidence": 0.998, "X1": 0.23046, "Y1": 0.5202, "X2": 0.25067, "Y2": 0.52, "X3": 0.25067, "Y3": 0.5378, "X4": 0.23181, "Y4": 0.5378, "page": 0, "Index": 91}, {"Word": "distributors", "Confidence": 0.991, "X1": 0.25472, "Y1": 0.5202, "X2": 0.34771, "Y2": 0.52, "X3": 0.34771, "Y3": 0.5368, "X4": 0.25606, "Y4": 0.5378, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.35175, "Y1": 0.5202, "X2": 0.3814, "Y2": 0.52, "X3": 0.3814, "Y3": 0.5368, "X4": 0.3531, "Y4": 0.5368, "page": 0, "Index": 93}, {"Word": "retailers.", "Confidence": 0.983, "X1": 0.38544, "Y1": 0.5212, "X2": 0.45957, "Y2": 0.521, "X3": 0.46092, "Y3": 0.5368, "X4": 0.38544, "Y4": 0.5368, "page": 0, "Index": 94}, {"Word": "Key", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.5402, "X2": 0.15229, "Y2": 0.54, "X3": 0.15364, "Y3": 0.5578, "X4": 0.12264, "Y4": 0.5578, "page": 0, "Index": 95}, {"Word": "menthol", "Confidence": 0.995, "X1": 0.15768, "Y1": 0.5402, "X2": 0.22372, "Y2": 0.54, "X3": 0.22372, "Y3": 0.5578, "X4": 0.15903, "Y4": 0.5578, "page": 0, "Index": 96}, {"Word": "markets", "Confidence": 0.996, "X1": 0.22911, "Y1": 0.5402, "X2": 0.29245, "Y2": 0.54, "X3": 0.2938, "Y3": 0.5578, "X4": 0.22911, "Y4": 0.5578, "page": 0, "Index": 97}, {"Word": "are", "Confidence": 0.998, "X1": 0.29784, "Y1": 0.5402, "X2": 0.3221, "Y2": 0.54, "X3": 0.3221, "Y3": 0.5578, "X4": 0.29919, "Y4": 0.5578, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.995, "X1": 0.32749, "Y1": 0.5402, "X2": 0.35175, "Y2": 0.54, "X3": 0.35175, "Y3": 0.5578, "X4": 0.32749, "Y4": 0.5578, "page": 0, "Index": 99}, {"Word": "primary", "Confidence": 0.994, "X1": 0.35714, "Y1": 0.5392, "X2": 0.42049, "Y2": 0.539, "X3": 0.42049, "Y3": 0.5578, "X4": 0.35714, "Y4": 0.5578, "page": 0, "Index": 100}, {"Word": "focus", "Confidence": 0.996, "X1": 0.42588, "Y1": 0.5392, "X2": 0.4717, "Y2": 0.539, "X3": 0.4717, "Y3": 0.5578, "X4": 0.42588, "Y4": 0.5578, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5392, "X2": 0.49865, "Y2": 0.539, "X3": 0.49865, "Y3": 0.5578, "X4": 0.47574, "Y4": 0.5578, "page": 0, "Index": 102}, {"Word": "retail", "Confidence": 0.996, "X1": 0.50404, "Y1": 0.5382, "X2": 0.54582, "Y2": 0.538, "X3": 0.54582, "Y3": 0.5578, "X4": 0.50404, "Y4": 0.5578, "page": 0, "Index": 103}, {"Word": "promotional", "Confidence": 0.992, "X1": 0.55121, "Y1": 0.5372, "X2": 0.65094, "Y2": 0.537, "X3": 0.65094, "Y3": 0.5578, "X4": 0.55121, "Y4": 0.5578, "page": 0, "Index": 104}, {"Word": "activity.", "Confidence": 0.991, "X1": 0.65633, "Y1": 0.5362, "X2": 0.72911, "Y2": 0.536, "X3": 0.72911, "Y3": 0.5578, "X4": 0.65633, "Y4": 0.5578, "page": 0, "Index": 105}, {"Word": "Retail", "Confidence": 0.996, "X1": 0.12129, "Y1": 0.5592, "X2": 0.16846, "Y2": 0.559, "X3": 0.16846, "Y3": 0.5768, "X4": 0.12129, "Y4": 0.5768, "page": 0, "Index": 106}, {"Word": "activity", "Confidence": 0.995, "X1": 0.17385, "Y1": 0.5592, "X2": 0.23315, "Y2": 0.559, "X3": 0.23181, "Y3": 0.5778, "X4": 0.17385, "Y4": 0.5768, "page": 0, "Index": 107}, {"Word": "intended", "Confidence": 0.995, "X1": 0.2372, "Y1": 0.5592, "X2": 0.30593, "Y2": 0.559, "X3": 0.30593, "Y3": 0.5778, "X4": 0.2372, "Y4": 0.5778, "page": 0, "Index": 108}, {"Word": "for", "Confidence": 0.998, "X1": 0.31132, "Y1": 0.5592, "X2": 0.33558, "Y2": 0.559, "X3": 0.33558, "Y3": 0.5778, "X4": 0.30997, "Y4": 0.5778, "page": 0, "Index": 109}, {"Word": "pack", "Confidence": 0.988, "X1": 0.33962, "Y1": 0.5592, "X2": 0.37871, "Y2": 0.559, "X3": 0.37871, "Y3": 0.5778, "X4": 0.33962, "Y4": 0.5778, "page": 0, "Index": 110}, {"Word": "outlets.", "Confidence": 0.981, "X1": 0.3841, "Y1": 0.5592, "X2": 0.44879, "Y2": 0.559, "X3": 0.44879, "Y3": 0.5768, "X4": 0.3841, "Y4": 0.5768, "page": 0, "Index": 111}, {"Word": "Emphases", "Confidence": 0.995, "X1": 0.12129, "Y1": 0.5792, "X2": 0.20216, "Y2": 0.579, "X3": 0.20216, "Y3": 0.5978, "X4": 0.12129, "Y4": 0.5978, "page": 0, "Index": 112}, {"Word": "on", "Confidence": 0.997, "X1": 0.2062, "Y1": 0.5792, "X2": 0.22776, "Y2": 0.579, "X3": 0.22776, "Y3": 0.5978, "X4": 0.2062, "Y4": 0.5978, "page": 0, "Index": 113}, {"Word": "convenience,", "Confidence": 0.991, "X1": 0.23315, "Y1": 0.5792, "X2": 0.33693, "Y2": 0.579, "X3": 0.33827, "Y3": 0.5978, "X4": 0.23315, "Y4": 0.5978, "page": 0, "Index": 114}, {"Word": "drug", "Confidence": 0.991, "X1": 0.34232, "Y1": 0.5792, "X2": 0.38005, "Y2": 0.579, "X3": 0.38005, "Y3": 0.5968, "X4": 0.34232, "Y4": 0.5978, "page": 0, "Index": 115}, {"Word": "and", "Confidence": 0.998, "X1": 0.38544, "Y1": 0.5792, "X2": 0.41644, "Y2": 0.579, "X3": 0.41644, "Y3": 0.5968, "X4": 0.38544, "Y4": 0.5968, "page": 0, "Index": 116}, {"Word": "grocery", "Confidence": 0.996, "X1": 0.42049, "Y1": 0.5792, "X2": 0.48248, "Y2": 0.579, "X3": 0.48383, "Y3": 0.5968, "X4": 0.42049, "Y4": 0.5968, "page": 0, "Index": 117}, {"Word": "outlets.", "Confidence": 0.955, "X1": 0.48787, "Y1": 0.5792, "X2": 0.54987, "Y2": 0.579, "X3": 0.55121, "Y3": 0.5968, "X4": 0.48787, "Y4": 0.5968, "page": 0, "Index": 118}, {"Word": "When", "Confidence": 0.988, "X1": 0.09299, "Y1": 0.6182, "X2": 0.14286, "Y2": 0.618, "X3": 0.14286, "Y3": 0.6328, "X4": 0.09299, "Y4": 0.6328, "page": 0, "Index": 119}, {"Word": "Distributor", "Confidence": 0.987, "X1": 0.12129, "Y1": 0.6552, "X2": 0.21024, "Y2": 0.655, "X3": 0.21024, "Y3": 0.6728, "X4": 0.12129, "Y4": 0.6718, "page": 0, "Index": 120}, {"Word": "introductory", "Confidence": 0.992, "X1": 0.21429, "Y1": 0.6542, "X2": 0.31671, "Y2": 0.654, "X3": 0.31671, "Y3": 0.6728, "X4": 0.21429, "Y4": 0.6728, "page": 0, "Index": 121}, {"Word": "sell-in", "Confidence": 0.996, "X1": 0.3221, "Y1": 0.6542, "X2": 0.36927, "Y2": 0.654, "X3": 0.37062, "Y3": 0.6728, "X4": 0.3221, "Y4": 0.6728, "page": 0, "Index": 122}, {"Word": "begins", "Confidence": 0.995, "X1": 0.37466, "Y1": 0.6542, "X2": 0.42992, "Y2": 0.654, "X3": 0.42992, "Y3": 0.6728, "X4": 0.37466, "Y4": 0.6728, "page": 0, "Index": 123}, {"Word": "11/13/95", "Confidence": 0.992, "X1": 0.43396, "Y1": 0.6542, "X2": 0.50539, "Y2": 0.654, "X3": 0.50539, "Y3": 0.6728, "X4": 0.43531, "Y4": 0.6728, "page": 0, "Index": 124}, {"Word": "through", "Confidence": 0.996, "X1": 0.51078, "Y1": 0.6532, "X2": 0.57547, "Y2": 0.653, "X3": 0.57682, "Y3": 0.6718, "X4": 0.51078, "Y4": 0.6728, "page": 0, "Index": 125}, {"Word": "1/13/96.", "Confidence": 0.972, "X1": 0.58086, "Y1": 0.6532, "X2": 0.65229, "Y2": 0.653, "X3": 0.65364, "Y3": 0.6718, "X4": 0.58221, "Y4": 0.6718, "page": 0, "Index": 126}, {"Word": "Retail", "Confidence": 0.997, "X1": 0.11995, "Y1": 0.6752, "X2": 0.16981, "Y2": 0.675, "X3": 0.16981, "Y3": 0.6928, "X4": 0.11995, "Y4": 0.6928, "page": 0, "Index": 127}, {"Word": "sell-in", "Confidence": 0.996, "X1": 0.1752, "Y1": 0.6752, "X2": 0.22237, "Y2": 0.675, "X3": 0.22237, "Y3": 0.6928, "X4": 0.17385, "Y4": 0.6928, "page": 0, "Index": 128}, {"Word": "begins", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.6742, "X2": 0.28032, "Y2": 0.674, "X3": 0.27898, "Y3": 0.6928, "X4": 0.22642, "Y4": 0.6928, "page": 0, "Index": 129}, {"Word": "11/27/95", "Confidence": 0.994, "X1": 0.28437, "Y1": 0.6742, "X2": 0.3558, "Y2": 0.674, "X3": 0.3558, "Y3": 0.6928, "X4": 0.28437, "Y4": 0.6928, "page": 0, "Index": 130}, {"Word": "through", "Confidence": 0.995, "X1": 0.36119, "Y1": 0.6742, "X2": 0.42722, "Y2": 0.674, "X3": 0.42857, "Y3": 0.6918, "X4": 0.36119, "Y4": 0.6918, "page": 0, "Index": 131}, {"Word": "1/28/96.", "Confidence": 0.992, "X1": 0.43261, "Y1": 0.6742, "X2": 0.50135, "Y2": 0.674, "X3": 0.50135, "Y3": 0.6918, "X4": 0.43261, "Y4": 0.6918, "page": 0, "Index": 132}, {"Word": "Distributor", "Confidence": 0.809, "X1": 0.09299, "Y1": 0.7122, "X2": 0.18059, "Y2": 0.712, "X3": 0.17925, "Y3": 0.7308, "X4": 0.09164, "Y4": 0.7308, "page": 0, "Index": 133}, {"Word": "Offer", "Confidence": 0.936, "X1": 0.18598, "Y1": 0.7122, "X2": 0.2345, "Y2": 0.712, "X3": 0.23315, "Y3": 0.7298, "X4": 0.18464, "Y4": 0.7308, "page": 0, "Index": 134}, {"Word": "Introductory", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.7512, "X2": 0.22507, "Y2": 0.751, "X3": 0.22507, "Y3": 0.7698, "X4": 0.11995, "Y4": 0.7698, "page": 0, "Index": 135}, {"Word": "allowance", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.7512, "X2": 0.30997, "Y2": 0.751, "X3": 0.30997, "Y3": 0.7708, "X4": 0.23046, "Y4": 0.7698, "page": 0, "Index": 136}, {"Word": "$6", "Confidence": 0.941, "X1": 0.31536, "Y1": 0.7512, "X2": 0.33558, "Y2": 0.751, "X3": 0.33558, "Y3": 0.7708, "X4": 0.31536, "Y4": 0.7708, "page": 0, "Index": 137}, {"Word": "per", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.7512, "X2": 0.36658, "Y2": 0.751, "X3": 0.36792, "Y3": 0.7708, "X4": 0.34097, "Y4": 0.7708, "page": 0, "Index": 138}, {"Word": "6M", "Confidence": 0.997, "X1": 0.37197, "Y1": 0.7512, "X2": 0.39757, "Y2": 0.751, "X3": 0.39892, "Y3": 0.7708, "X4": 0.37332, "Y4": 0.7708, "page": 0, "Index": 139}, {"Word": "case", "Confidence": 0.62, "X1": 0.40701, "Y1": 0.7512, "X2": 0.44205, "Y2": 0.751, "X3": 0.44205, "Y3": 0.7708, "X4": 0.40701, "Y4": 0.7708, "page": 0, "Index": 140}, {"Word": "off", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.7502, "X2": 0.469, "Y2": 0.75, "X3": 0.47035, "Y3": 0.7708, "X4": 0.44744, "Y4": 0.7708, "page": 0, "Index": 141}, {"Word": "invoice", "Confidence": 0.991, "X1": 0.47439, "Y1": 0.7502, "X2": 0.53369, "Y2": 0.75, "X3": 0.53504, "Y3": 0.7698, "X4": 0.47574, "Y4": 0.7708, "page": 0, "Index": 142}, {"Word": "on", "Confidence": 0.998, "X1": 0.53908, "Y1": 0.7502, "X2": 0.55795, "Y2": 0.75, "X3": 0.5593, "Y3": 0.7698, "X4": 0.53908, "Y4": 0.7698, "page": 0, "Index": 143}, {"Word": "purchases", "Confidence": 0.992, "X1": 0.56334, "Y1": 0.7502, "X2": 0.6442, "Y2": 0.75, "X3": 0.6442, "Y3": 0.7698, "X4": 0.56469, "Y4": 0.7698, "page": 0, "Index": 144}, {"Word": "between", "Confidence": 0.996, "X1": 0.64825, "Y1": 0.7492, "X2": 0.71833, "Y2": 0.749, "X3": 0.71833, "Y3": 0.7688, "X4": 0.6496, "Y4": 0.7698, "page": 0, "Index": 145}, {"Word": "11/13/95", "Confidence": 0.994, "X1": 0.72372, "Y1": 0.7492, "X2": 0.79515, "Y2": 0.749, "X3": 0.79515, "Y3": 0.7688, "X4": 0.72372, "Y4": 0.7688, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.7492, "X2": 0.82345, "Y2": 0.749, "X3": 0.82345, "Y3": 0.7688, "X4": 0.80054, "Y4": 0.7688, "page": 0, "Index": 147}, {"Word": "1/13/96.", "Confidence": 0.981, "X1": 0.12803, "Y1": 0.7712, "X2": 0.19272, "Y2": 0.771, "X3": 0.19272, "Y3": 0.7868, "X4": 0.12803, "Y4": 0.7878, "page": 0, "Index": 148}, {"Word": "Rapid", "Confidence": 0.997, "X1": 0.12129, "Y1": 0.7902, "X2": 0.16981, "Y2": 0.79, "X3": 0.16981, "Y3": 0.8068, "X4": 0.12129, "Y4": 0.8068, "page": 0, "Index": 149}, {"Word": "distribution", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.7902, "X2": 0.26819, "Y2": 0.79, "X3": 0.26819, "Y3": 0.8078, "X4": 0.1752, "Y4": 0.8068, "page": 0, "Index": 150}, {"Word": "allowance", "Confidence": 0.995, "X1": 0.27358, "Y1": 0.7902, "X2": 0.35445, "Y2": 0.79, "X3": 0.3531, "Y3": 0.8078, "X4": 0.27224, "Y4": 0.8078, "page": 0, "Index": 151}, {"Word": "$6", "Confidence": 0.997, "X1": 0.35984, "Y1": 0.7902, "X2": 0.38005, "Y2": 0.79, "X3": 0.37871, "Y3": 0.8078, "X4": 0.35849, "Y4": 0.8078, "page": 0, "Index": 152}, {"Word": "per", "Confidence": 0.998, "X1": 0.3841, "Y1": 0.7902, "X2": 0.41105, "Y2": 0.79, "X3": 0.4097, "Y3": 0.8078, "X4": 0.3841, "Y4": 0.8078, "page": 0, "Index": 153}, {"Word": "6M", "Confidence": 0.992, "X1": 0.41644, "Y1": 0.7902, "X2": 0.44205, "Y2": 0.79, "X3": 0.4407, "Y3": 0.8078, "X4": 0.41509, "Y4": 0.8078, "page": 0, "Index": 154}, {"Word": "retail", "Confidence": 0.991, "X1": 0.72372, "Y1": 0.7882, "X2": 0.76685, "Y2": 0.788, "X3": 0.76415, "Y3": 0.8078, "X4": 0.72102, "Y4": 0.8078, "page": 0, "Index": 155}, {"Word": "through", "Confidence": 0.996, "X1": 0.77224, "Y1": 0.7872, "X2": 0.83962, "Y2": 0.787, "X3": 0.83693, "Y3": 0.8078, "X4": 0.76954, "Y4": 0.8078, "page": 0, "Index": 156}, {"Word": "case", "Confidence": 0.991, "X1": 0.45148, "Y1": 0.7902, "X2": 0.48518, "Y2": 0.79, "X3": 0.48518, "Y3": 0.8088, "X4": 0.45013, "Y4": 0.8078, "page": 0, "Index": 157}, {"Word": "paid", "Confidence": 0.988, "X1": 0.49057, "Y1": 0.7902, "X2": 0.52561, "Y2": 0.79, "X3": 0.52426, "Y3": 0.8088, "X4": 0.48922, "Y4": 0.8088, "page": 0, "Index": 158}, {"Word": "for", "Confidence": 0.998, "X1": 0.531, "Y1": 0.7892, "X2": 0.55391, "Y2": 0.789, "X3": 0.55256, "Y3": 0.8088, "X4": 0.52965, "Y4": 0.8088, "page": 0, "Index": 159}, {"Word": "product", "Confidence": 0.941, "X1": 0.5593, "Y1": 0.7892, "X2": 0.62264, "Y2": 0.789, "X3": 0.61995, "Y3": 0.8088, "X4": 0.55795, "Y4": 0.8088, "page": 0, "Index": 160}, {"Word": "invoiced", "Confidence": 0.994, "X1": 0.62668, "Y1": 0.7882, "X2": 0.69677, "Y2": 0.788, "X3": 0.69542, "Y3": 0.8088, "X4": 0.62534, "Y4": 0.8088, "page": 0, "Index": 161}, {"Word": "to", "Confidence": 0.998, "X1": 0.70216, "Y1": 0.7882, "X2": 0.71833, "Y2": 0.788, "X3": 0.71698, "Y3": 0.8088, "X4": 0.69946, "Y4": 0.8088, "page": 0, "Index": 162}, {"Word": "1/18/96.", "Confidence": 0.955, "X1": 0.12399, "Y1": 0.8092, "X2": 0.19677, "Y2": 0.809, "X3": 0.19677, "Y3": 0.8248, "X4": 0.12399, "Y4": 0.8258, "page": 0, "Index": 163}, {"Word": "Shipments", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.8292, "X2": 0.2062, "Y2": 0.829, "X3": 0.2062, "Y3": 0.8468, "X4": 0.12129, "Y4": 0.8468, "page": 0, "Index": 164}, {"Word": "made", "Confidence": 0.991, "X1": 0.21024, "Y1": 0.8292, "X2": 0.25472, "Y2": 0.829, "X3": 0.25472, "Y3": 0.8468, "X4": 0.21024, "Y4": 0.8468, "page": 0, "Index": 165}, {"Word": "during", "Confidence": 0.994, "X1": 0.26011, "Y1": 0.8292, "X2": 0.31267, "Y2": 0.829, "X3": 0.31267, "Y3": 0.8468, "X4": 0.26011, "Y4": 0.8468, "page": 0, "Index": 166}, {"Word": "introductory", "Confidence": 0.992, "X1": 0.31671, "Y1": 0.8282, "X2": 0.41779, "Y2": 0.828, "X3": 0.41914, "Y3": 0.8478, "X4": 0.31671, "Y4": 0.8468, "page": 0, "Index": 167}, {"Word": "period", "Confidence": 0.994, "X1": 0.42318, "Y1": 0.8282, "X2": 0.47709, "Y2": 0.828, "X3": 0.47709, "Y3": 0.8478, "X4": 0.42318, "Y4": 0.8478, "page": 0, "Index": 168}, {"Word": "will", "Confidence": 0.991, "X1": 0.48248, "Y1": 0.8282, "X2": 0.51078, "Y2": 0.828, "X3": 0.51078, "Y3": 0.8478, "X4": 0.48248, "Y4": 0.8478, "page": 0, "Index": 169}, {"Word": "qualify", "Confidence": 0.991, "X1": 0.51617, "Y1": 0.8272, "X2": 0.57143, "Y2": 0.827, "X3": 0.57278, "Y3": 0.8468, "X4": 0.51617, "Y4": 0.8478, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.998, "X1": 0.57682, "Y1": 0.8272, "X2": 0.60108, "Y2": 0.827, "X3": 0.60108, "Y3": 0.8468, "X4": 0.57682, "Y4": 0.8468, "page": 0, "Index": 171}, {"Word": "30", "Confidence": 0.998, "X1": 0.60512, "Y1": 0.8272, "X2": 0.62534, "Y2": 0.827, "X3": 0.62668, "Y3": 0.8468, "X4": 0.60647, "Y4": 0.8468, "page": 0, "Index": 172}, {"Word": "day", "Confidence": 0.998, "X1": 0.63073, "Y1": 0.8272, "X2": 0.65903, "Y2": 0.827, "X3": 0.66038, "Y3": 0.8468, "X4": 0.63073, "Y4": 0.8468, "page": 0, "Index": 173}, {"Word": "terms.", "Confidence": 0.958, "X1": 0.66442, "Y1": 0.8272, "X2": 0.71968, "Y2": 0.827, "X3": 0.71968, "Y3": 0.8468, "X4": 0.66577, "Y4": 0.8468, "page": 0, "Index": 174}, {"Word": "Retail", "Confidence": 0.991, "X1": 0.09434, "Y1": 0.8672, "X2": 0.14151, "Y2": 0.867, "X3": 0.14151, "Y3": 0.8828, "X4": 0.09434, "Y4": 0.8838, "page": 0, "Index": 175}, {"Word": "Promotion", "Confidence": 0.995, "X1": 0.1469, "Y1": 0.8672, "X2": 0.23585, "Y2": 0.867, "X3": 0.23585, "Y3": 0.8838, "X4": 0.14555, "Y4": 0.8828, "page": 0, "Index": 176}, {"Word": "51971", "Confidence": 0.969, "X1": 0.94879, "Y1": 0.9092, "X2": 0.94879, "Y2": 0.909, "X3": 0.92588, "Y3": 0.9108, "X4": 0.92588, "Y4": 0.8618, "page": 0, "Index": 177}, {"Word": "Available", "Confidence": 0.995, "X1": 0.12399, "Y1": 0.9042, "X2": 0.19946, "Y2": 0.904, "X3": 0.19811, "Y3": 0.9228, "X4": 0.12399, "Y4": 0.9228, "page": 0, "Index": 178}, {"Word": "in", "Confidence": 0.998, "X1": 0.2035, "Y1": 0.9042, "X2": 0.21833, "Y2": 0.904, "X3": 0.21833, "Y3": 0.9228, "X4": 0.2035, "Y4": 0.9228, "page": 0, "Index": 179}, {"Word": "designated", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.9042, "X2": 0.30997, "Y2": 0.904, "X3": 0.30997, "Y3": 0.9228, "X4": 0.22372, "Y4": 0.9228, "page": 0, "Index": 180}, {"Word": "key", "Confidence": 0.998, "X1": 0.31536, "Y1": 0.9042, "X2": 0.34367, "Y2": 0.904, "X3": 0.34367, "Y3": 0.9228, "X4": 0.31536, "Y4": 0.9228, "page": 0, "Index": 181}, {"Word": "markets", "Confidence": 0.996, "X1": 0.34906, "Y1": 0.9042, "X2": 0.41509, "Y2": 0.904, "X3": 0.41509, "Y3": 0.9228, "X4": 0.34906, "Y4": 0.9228, "page": 0, "Index": 182}, {"Word": "(attachment", "Confidence": 0.991, "X1": 0.42049, "Y1": 0.9042, "X2": 0.51752, "Y2": 0.904, "X3": 0.51617, "Y3": 0.9228, "X4": 0.42049, "Y4": 0.9228, "page": 0, "Index": 183}, {"Word": "I)", "Confidence": 0.97, "X1": 0.52156, "Y1": 0.9042, "X2": 0.53504, "Y2": 0.904, "X3": 0.53504, "Y3": 0.9228, "X4": 0.52156, "Y4": 0.9228, "page": 0, "Index": 184}, {"Word": "only.", "Confidence": 0.993, "X1": 0.54043, "Y1": 0.9052, "X2": 0.58491, "Y2": 0.905, "X3": 0.58356, "Y3": 0.9228, "X4": 0.53908, "Y4": 0.9228, "page": 0, "Index": 185}, {"Word": "6", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.9242, "X2": 0.13342, "Y2": 0.924, "X3": 0.13208, "Y3": 0.9408, "X4": 0.12399, "Y4": 0.9408, "page": 0, "Index": 186}, {"Word": "carton", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.9242, "X2": 0.19137, "Y2": 0.924, "X3": 0.19003, "Y3": 0.9408, "X4": 0.13747, "Y4": 0.9408, "page": 0, "Index": 187}, {"Word": "Marlboro", "Confidence": 0.902, "X1": 0.19542, "Y1": 0.9232, "X2": 0.27224, "Y2": 0.923, "X3": 0.27224, "Y3": 0.9408, "X4": 0.19542, "Y4": 0.9408, "page": 0, "Index": 188}, {"Word": "Lights", "Confidence": 0.995, "X1": 0.27628, "Y1": 0.9232, "X2": 0.33019, "Y2": 0.923, "X3": 0.33019, "Y3": 0.9408, "X4": 0.27628, "Y4": 0.9408, "page": 0, "Index": 189}, {"Word": "Menthol", "Confidence": 0.993, "X1": 0.33423, "Y1": 0.9232, "X2": 0.40296, "Y2": 0.923, "X3": 0.40296, "Y3": 0.9408, "X4": 0.33423, "Y4": 0.9408, "page": 0, "Index": 190}, {"Word": "retail", "Confidence": 0.995, "X1": 0.40701, "Y1": 0.9232, "X2": 0.45013, "Y2": 0.923, "X3": 0.45013, "Y3": 0.9408, "X4": 0.40836, "Y4": 0.9408, "page": 0, "Index": 191}, {"Word": "kit.", "Confidence": 0.982, "X1": 0.45418, "Y1": 0.9232, "X2": 0.48787, "Y2": 0.923, "X3": 0.48787, "Y3": 0.9408, "X4": 0.45553, "Y4": 0.9408, "page": 0, "Index": 192}, {"Word": "1379", "Confidence": 0.991, "X1": 0.94879, "Y1": 0.9572, "X2": 0.94879, "Y2": 0.957, "X3": 0.92588, "Y3": 0.9568, "X4": 0.92588, "Y4": 0.9198, "page": 0, "Index": 193}, {"Word": "50\u00a2", "Confidence": 0.616, "X1": 0.12534, "Y1": 0.9442, "X2": 0.15499, "Y2": 0.944, "X3": 0.15499, "Y3": 0.9618, "X4": 0.12534, "Y4": 0.9628, "page": 0, "Index": 194}, {"Word": "off", "Confidence": 0.998, "X1": 0.16038, "Y1": 0.9442, "X2": 0.18329, "Y2": 0.944, "X3": 0.18329, "Y3": 0.9618, "X4": 0.16038, "Y4": 0.9618, "page": 0, "Index": 195}, {"Word": "per", "Confidence": 0.998, "X1": 0.18733, "Y1": 0.9442, "X2": 0.21429, "Y2": 0.944, "X3": 0.21429, "Y3": 0.9608, "X4": 0.18733, "Y4": 0.9618, "page": 0, "Index": 196}, {"Word": "pack", "Confidence": 0.989, "X1": 0.21968, "Y1": 0.9442, "X2": 0.25876, "Y2": 0.944, "X3": 0.25876, "Y3": 0.9608, "X4": 0.21968, "Y4": 0.9608, "page": 0, "Index": 197}, {"Word": "sticker.", "Confidence": 0.967, "X1": 0.2628, "Y1": 0.9432, "X2": 0.32615, "Y2": 0.943, "X3": 0.32615, "Y3": 0.9608, "X4": 0.2628, "Y4": 0.9608, "page": 0, "Index": 198}]}
|
"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"
|
ffmy0088
| 1 |
{"lines_data": [{"Word": "Retail Promotion (Continued)", "Confidence": 0.97133, "X1": 0.08895, "Y1": 0.0632, "X2": 0.34367, "Y2": 0.063, "X3": 0.34367, "Y3": 0.0818, "X4": 0.08895, "Y4": 0.0818, "page": 0}, {"Word": "Kit includes:", "Confidence": 0.9945, "X1": 0.1186, "Y1": 0.1022, "X2": 0.22642, "Y2": 0.102, "X3": 0.22642, "Y3": 0.1178, "X4": 0.1186, "Y4": 0.1178, "page": 0}, {"Word": ".", "Confidence": 0.649, "X1": 0.0903, "Y1": 0.1022, "X2": 0.1159, "Y2": 0.102, "X3": 0.1159, "Y3": 0.1198, "X4": 0.0903, "Y4": 0.1198, "page": 0}, {"Word": "1 - carrier case", "Confidence": 0.9915, "X1": 0.15229, "Y1": 0.1202, "X2": 0.27763, "Y2": 0.12, "X3": 0.27628, "Y3": 0.1368, "X4": 0.15229, "Y4": 0.1368, "page": 0}, {"Word": "1 - 20-pack temporary display", "Confidence": 0.9648, "X1": 0.14555, "Y1": 0.1402, "X2": 0.39757, "Y2": 0.14, "X3": 0.39757, "Y3": 0.1578, "X4": 0.14555, "Y4": 0.1558, "page": 0}, {"Word": "1 - Marlboro Menthol dangler", "Confidence": 0.906, "X1": 0.14825, "Y1": 0.1582, "X2": 0.39757, "Y2": 0.158, "X3": 0.39757, "Y3": 0.1758, "X4": 0.14825, "Y4": 0.1738, "page": 0}, {"Word": "1 - Marlboro Menthol poster", "Confidence": 0.9724, "X1": 0.1496, "Y1": 0.1782, "X2": 0.38814, "Y2": 0.178, "X3": 0.38814, "Y3": 0.1958, "X4": 0.1496, "Y4": 0.1928, "page": 0}, {"Word": "60 - 50g off pack stickers", "Confidence": 0.94217, "X1": 0.13612, "Y1": 0.1962, "X2": 0.36253, "Y2": 0.196, "X3": 0.36253, "Y3": 0.2128, "X4": 0.13612, "Y4": 0.2118, "page": 0}, {"Word": "PM Account Managers and Territory Sales Managers will pre book displays. Distributors will", "Confidence": 0.99138, "X1": 0.11321, "Y1": 0.2342, "X2": 0.88949, "Y2": 0.234, "X3": 0.88949, "Y3": 0.2548, "X4": 0.11321, "Y4": 0.2528, "page": 0}, {"Word": "sticker cartons, load kit and deliver to retail.", "Confidence": 0.99375, "X1": 0.1186, "Y1": 0.2522, "X2": 0.47978, "Y2": 0.252, "X3": 0.47978, "Y3": 0.2718, "X4": 0.1186, "Y4": 0.2708, "page": 0}, {"Word": "Distributor assembly fee will be negotiated with distributor. In the $2.40 per 6 carton kit", "Confidence": 0.99407, "X1": 0.11456, "Y1": 0.2922, "X2": 0.84771, "Y2": 0.292, "X3": 0.84771, "Y3": 0.3108, "X4": 0.11456, "Y4": 0.3098, "page": 0}, {"Word": "range.", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.3132, "X2": 0.17385, "Y2": 0.313, "X3": 0.17251, "Y3": 0.3288, "X4": 0.11995, "Y4": 0.3278, "page": 0}, {"Word": "El", "Confidence": 0.896, "X1": 0.09164, "Y1": 0.3392, "X2": 0.18733, "Y2": 0.339, "X3": 0.19003, "Y3": 0.3828, "X4": 0.09434, "Y4": 0.3868, "page": 0}, {"Word": "E. M. McAtee", "Confidence": 0.981, "X1": 0.08895, "Y1": 0.4042, "X2": 0.21159, "Y2": 0.404, "X3": 0.21159, "Y3": 0.4208, "X4": 0.08895, "Y4": 0.4198, "page": 0}, {"Word": "Business Information and Analysis", "Confidence": 0.97575, "X1": 0.0876, "Y1": 0.4212, "X2": 0.37332, "Y2": 0.421, "X3": 0.37332, "Y3": 0.4418, "X4": 0.0876, "Y4": 0.4408, "page": 0}, {"Word": "Attachment", "Confidence": 0.995, "X1": 0.08895, "Y1": 0.4612, "X2": 0.18733, "Y2": 0.461, "X3": 0.18733, "Y3": 0.4768, "X4": 0.08895, "Y4": 0.4768, "page": 0}, {"Word": "EMM:tig", "Confidence": 0.993, "X1": 0.08895, "Y1": 0.4992, "X2": 0.16981, "Y2": 0.499, "X3": 0.16981, "Y3": 0.5168, "X4": 0.08895, "Y4": 0.5138, "page": 0}, {"Word": "cc:", "Confidence": 0.882, "X1": 0.08895, "Y1": 0.5392, "X2": 0.1186, "Y2": 0.539, "X3": 0.11725, "Y3": 0.5518, "X4": 0.08895, "Y4": 0.5508, "page": 0}, {"Word": "Ms. P. S. Cohen", "Confidence": 0.99575, "X1": 0.14151, "Y1": 0.5362, "X2": 0.28706, "Y2": 0.536, "X3": 0.28706, "Y3": 0.5528, "X4": 0.14151, "Y4": 0.5518, "page": 0}, {"Word": "Mr. E. J. Fackelman", "Confidence": 0.98225, "X1": 0.1496, "Y1": 0.5572, "X2": 0.32075, "Y2": 0.557, "X3": 0.32075, "Y3": 0.5718, "X4": 0.1496, "Y4": 0.5688, "page": 0}, {"Word": "Mr. J. R. Moore", "Confidence": 0.997, "X1": 0.1496, "Y1": 0.5742, "X2": 0.28571, "Y2": 0.574, "X3": 0.28571, "Y3": 0.5898, "X4": 0.1496, "Y4": 0.5888, "page": 0}, {"Word": "Mr. D. H. Murphy", "Confidence": 0.99525, "X1": 0.14825, "Y1": 0.5932, "X2": 0.30593, "Y2": 0.593, "X3": 0.30593, "Y3": 0.6098, "X4": 0.14825, "Y4": 0.6078, "page": 0}, {"Word": "Mr. W. P. Whitlatch", "Confidence": 0.996, "X1": 0.14825, "Y1": 0.6112, "X2": 0.31941, "Y2": 0.611, "X3": 0.31941, "Y3": 0.6268, "X4": 0.14825, "Y4": 0.6268, "page": 0}, {"Word": "BIAC", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.6302, "X2": 0.20216, "Y2": 0.63, "X3": 0.20081, "Y3": 0.6458, "X4": 0.15094, "Y4": 0.6448, "page": 0}, {"Word": "FI", "Confidence": 0.609, "X1": 0.1496, "Y1": 0.6482, "X2": 0.17385, "Y2": 0.648, "X3": 0.17385, "Y3": 0.6638, "X4": 0.1496, "Y4": 0.6648, "page": 0}, {"Word": "51971 1380", "Confidence": 0.996, "X1": 0.92992, "Y1": 0.9502, "X2": 0.93261, "Y2": 0.95, "X3": 0.9097, "Y3": 0.9498, "X4": 0.90836, "Y4": 0.8508, "page": 0}], "words_data": [{"Word": "Retail", "Confidence": 0.941, "X1": 0.0903, "Y1": 0.0642, "X2": 0.13747, "Y2": 0.064, "X3": 0.13747, "Y3": 0.0818, "X4": 0.0903, "Y4": 0.0818, "page": 0, "Index": 0}, {"Word": "Promotion", "Confidence": 0.981, "X1": 0.14286, "Y1": 0.0632, "X2": 0.23315, "Y2": 0.063, "X3": 0.23315, "Y3": 0.0818, "X4": 0.14151, "Y4": 0.0818, "page": 0, "Index": 1}, {"Word": "(Continued)", "Confidence": 0.992, "X1": 0.23854, "Y1": 0.0642, "X2": 0.34367, "Y2": 0.064, "X3": 0.34367, "Y3": 0.0828, "X4": 0.23854, "Y4": 0.0818, "page": 0, "Index": 2}, {"Word": "includes:", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.1032, "X2": 0.22642, "Y2": 0.103, "X3": 0.22642, "Y3": 0.1178, "X4": 0.1496, "Y4": 0.1188, "page": 0, "Index": 3}, {"Word": ".", "Confidence": 0.649, "X1": 0.0903, "Y1": 0.1022, "X2": 0.10377, "Y2": 0.102, "X3": 0.10377, "Y3": 0.1198, "X4": 0.0903, "Y4": 0.1198, "page": 0, "Index": 4}, {"Word": "Kit", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.1022, "X2": 0.1469, "Y2": 0.102, "X3": 0.14555, "Y3": 0.1188, "X4": 0.11995, "Y4": 0.1188, "page": 0, "Index": 5}, {"Word": "1", "Confidence": 0.991, "X1": 0.15229, "Y1": 0.1212, "X2": 0.16038, "Y2": 0.121, "X3": 0.16038, "Y3": 0.1378, "X4": 0.15229, "Y4": 0.1378, "page": 0, "Index": 6}, {"Word": "-", "Confidence": 0.995, "X1": 0.16442, "Y1": 0.1212, "X2": 0.17385, "Y2": 0.121, "X3": 0.17385, "Y3": 0.1368, "X4": 0.16442, "Y4": 0.1368, "page": 0, "Index": 7}, {"Word": "carrier", "Confidence": 0.992, "X1": 0.1779, "Y1": 0.1212, "X2": 0.23181, "Y2": 0.121, "X3": 0.23181, "Y3": 0.1368, "X4": 0.1779, "Y4": 0.1368, "page": 0, "Index": 8}, {"Word": "case", "Confidence": 0.988, "X1": 0.2372, "Y1": 0.1222, "X2": 0.27628, "Y2": 0.122, "X3": 0.27493, "Y3": 0.1378, "X4": 0.23585, "Y4": 0.1368, "page": 0, "Index": 9}, {"Word": "1", "Confidence": 0.846, "X1": 0.15094, "Y1": 0.1392, "X2": 0.16173, "Y2": 0.139, "X3": 0.16173, "Y3": 0.1568, "X4": 0.15094, "Y4": 0.1568, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.994, "X1": 0.16577, "Y1": 0.1392, "X2": 0.17385, "Y2": 0.139, "X3": 0.17385, "Y3": 0.1568, "X4": 0.16577, "Y4": 0.1568, "page": 0, "Index": 11}, {"Word": "20-pack", "Confidence": 0.996, "X1": 0.17925, "Y1": 0.1402, "X2": 0.24394, "Y2": 0.14, "X3": 0.24394, "Y3": 0.1578, "X4": 0.1779, "Y4": 0.1568, "page": 0, "Index": 12}, {"Word": "temporary", "Confidence": 0.994, "X1": 0.24933, "Y1": 0.1402, "X2": 0.33423, "Y2": 0.14, "X3": 0.33423, "Y3": 0.1578, "X4": 0.24798, "Y4": 0.1578, "page": 0, "Index": 13}, {"Word": "display", "Confidence": 0.994, "X1": 0.33962, "Y1": 0.1402, "X2": 0.39892, "Y2": 0.14, "X3": 0.39757, "Y3": 0.1588, "X4": 0.33827, "Y4": 0.1578, "page": 0, "Index": 14}, {"Word": "1", "Confidence": 0.934, "X1": 0.15229, "Y1": 0.1582, "X2": 0.16038, "Y2": 0.158, "X3": 0.16038, "Y3": 0.1748, "X4": 0.15094, "Y4": 0.1748, "page": 0, "Index": 15}, {"Word": "-", "Confidence": 0.995, "X1": 0.16577, "Y1": 0.1582, "X2": 0.17385, "Y2": 0.158, "X3": 0.17385, "Y3": 0.1748, "X4": 0.16442, "Y4": 0.1748, "page": 0, "Index": 16}, {"Word": "Marlboro", "Confidence": 0.619, "X1": 0.17925, "Y1": 0.1582, "X2": 0.25472, "Y2": 0.158, "X3": 0.25337, "Y3": 0.1748, "X4": 0.1779, "Y4": 0.1748, "page": 0, "Index": 17}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.25876, "Y1": 0.1592, "X2": 0.32884, "Y2": 0.159, "X3": 0.32884, "Y3": 0.1758, "X4": 0.25876, "Y4": 0.1748, "page": 0, "Index": 18}, {"Word": "dangler", "Confidence": 0.991, "X1": 0.33423, "Y1": 0.1592, "X2": 0.39757, "Y2": 0.159, "X3": 0.39757, "Y3": 0.1768, "X4": 0.33288, "Y4": 0.1758, "page": 0, "Index": 19}, {"Word": "1", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.1762, "X2": 0.16038, "Y2": 0.176, "X3": 0.16038, "Y3": 0.1928, "X4": 0.15229, "Y4": 0.1928, "page": 0, "Index": 20}, {"Word": "-", "Confidence": 0.995, "X1": 0.16442, "Y1": 0.1762, "X2": 0.17251, "Y2": 0.176, "X3": 0.17251, "Y3": 0.1928, "X4": 0.16577, "Y4": 0.1928, "page": 0, "Index": 21}, {"Word": "Marlboro", "Confidence": 0.886, "X1": 0.1779, "Y1": 0.1772, "X2": 0.25472, "Y2": 0.177, "X3": 0.25472, "Y3": 0.1938, "X4": 0.1779, "Y4": 0.1928, "page": 0, "Index": 22}, {"Word": "Menthol", "Confidence": 0.993, "X1": 0.26011, "Y1": 0.1782, "X2": 0.33019, "Y2": 0.178, "X3": 0.32884, "Y3": 0.1948, "X4": 0.26011, "Y4": 0.1938, "page": 0, "Index": 23}, {"Word": "poster", "Confidence": 0.997, "X1": 0.33423, "Y1": 0.1792, "X2": 0.38949, "Y2": 0.179, "X3": 0.38814, "Y3": 0.1968, "X4": 0.33423, "Y4": 0.1948, "page": 0, "Index": 24}, {"Word": "60", "Confidence": 0.993, "X1": 0.1496, "Y1": 0.1952, "X2": 0.16981, "Y2": 0.195, "X3": 0.16981, "Y3": 0.2128, "X4": 0.1496, "Y4": 0.2128, "page": 0, "Index": 25}, {"Word": "-", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.1952, "X2": 0.18329, "Y2": 0.195, "X3": 0.18329, "Y3": 0.2128, "X4": 0.1752, "Y4": 0.2128, "page": 0, "Index": 26}, {"Word": "50g", "Confidence": 0.695, "X1": 0.18733, "Y1": 0.1952, "X2": 0.21968, "Y2": 0.195, "X3": 0.21968, "Y3": 0.2138, "X4": 0.18733, "Y4": 0.2128, "page": 0, "Index": 27}, {"Word": "off", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.1962, "X2": 0.24798, "Y2": 0.196, "X3": 0.24798, "Y3": 0.2138, "X4": 0.22372, "Y4": 0.2138, "page": 0, "Index": 28}, {"Word": "pack", "Confidence": 0.986, "X1": 0.25337, "Y1": 0.1962, "X2": 0.29111, "Y2": 0.196, "X3": 0.29111, "Y3": 0.2138, "X4": 0.25202, "Y4": 0.2138, "page": 0, "Index": 29}, {"Word": "stickers", "Confidence": 0.994, "X1": 0.29515, "Y1": 0.1962, "X2": 0.36253, "Y2": 0.196, "X3": 0.36253, "Y3": 0.2138, "X4": 0.29515, "Y4": 0.2138, "page": 0, "Index": 30}, {"Word": "PM", "Confidence": 0.998, "X1": 0.1186, "Y1": 0.2342, "X2": 0.1469, "Y2": 0.234, "X3": 0.14555, "Y3": 0.2518, "X4": 0.1186, "Y4": 0.2518, "page": 0, "Index": 31}, {"Word": "Account", "Confidence": 0.995, "X1": 0.15633, "Y1": 0.2342, "X2": 0.22237, "Y2": 0.234, "X3": 0.22102, "Y3": 0.2528, "X4": 0.15499, "Y4": 0.2518, "page": 0, "Index": 32}, {"Word": "Managers", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.2342, "X2": 0.30863, "Y2": 0.234, "X3": 0.30728, "Y3": 0.2528, "X4": 0.22642, "Y4": 0.2528, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.31402, "Y1": 0.2342, "X2": 0.34501, "Y2": 0.234, "X3": 0.34367, "Y3": 0.2538, "X4": 0.31267, "Y4": 0.2538, "page": 0, "Index": 34}, {"Word": "Territory", "Confidence": 0.99, "X1": 0.3504, "Y1": 0.2342, "X2": 0.42183, "Y2": 0.234, "X3": 0.42183, "Y3": 0.2538, "X4": 0.34906, "Y4": 0.2538, "page": 0, "Index": 35}, {"Word": "Sales", "Confidence": 0.997, "X1": 0.42722, "Y1": 0.2342, "X2": 0.46765, "Y2": 0.234, "X3": 0.46631, "Y3": 0.2538, "X4": 0.42588, "Y4": 0.2538, "page": 0, "Index": 36}, {"Word": "Managers", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.2342, "X2": 0.55391, "Y2": 0.234, "X3": 0.55256, "Y3": 0.2548, "X4": 0.4717, "Y4": 0.2538, "page": 0, "Index": 37}, {"Word": "will", "Confidence": 0.988, "X1": 0.55795, "Y1": 0.2342, "X2": 0.58895, "Y2": 0.234, "X3": 0.5876, "Y3": 0.2548, "X4": 0.55795, "Y4": 0.2548, "page": 0, "Index": 38}, {"Word": "pre", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.2342, "X2": 0.6186, "Y2": 0.234, "X3": 0.61725, "Y3": 0.2548, "X4": 0.59299, "Y4": 0.2548, "page": 0, "Index": 39}, {"Word": "book", "Confidence": 0.991, "X1": 0.62399, "Y1": 0.2342, "X2": 0.66577, "Y2": 0.234, "X3": 0.66442, "Y3": 0.2548, "X4": 0.62264, "Y4": 0.2548, "page": 0, "Index": 40}, {"Word": "displays.", "Confidence": 0.962, "X1": 0.67116, "Y1": 0.2352, "X2": 0.74394, "Y2": 0.235, "X3": 0.74394, "Y3": 0.2548, "X4": 0.66981, "Y4": 0.2548, "page": 0, "Index": 41}, {"Word": "Distributors", "Confidence": 0.991, "X1": 0.74933, "Y1": 0.2352, "X2": 0.84906, "Y2": 0.235, "X3": 0.84906, "Y3": 0.2558, "X4": 0.74933, "Y4": 0.2548, "page": 0, "Index": 42}, {"Word": "will", "Confidence": 0.991, "X1": 0.85445, "Y1": 0.2352, "X2": 0.88949, "Y2": 0.235, "X3": 0.88949, "Y3": 0.2558, "X4": 0.85445, "Y4": 0.2558, "page": 0, "Index": 43}, {"Word": "sticker", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.2532, "X2": 0.17385, "Y2": 0.253, "X3": 0.17385, "Y3": 0.2708, "X4": 0.1186, "Y4": 0.2718, "page": 0, "Index": 44}, {"Word": "cartons,", "Confidence": 0.993, "X1": 0.17925, "Y1": 0.2522, "X2": 0.24394, "Y2": 0.252, "X3": 0.24259, "Y3": 0.2708, "X4": 0.1779, "Y4": 0.2708, "page": 0, "Index": 45}, {"Word": "load", "Confidence": 0.988, "X1": 0.24933, "Y1": 0.2522, "X2": 0.28302, "Y2": 0.252, "X3": 0.28167, "Y3": 0.2708, "X4": 0.24798, "Y4": 0.2708, "page": 0, "Index": 46}, {"Word": "kit", "Confidence": 0.994, "X1": 0.28706, "Y1": 0.2522, "X2": 0.31132, "Y2": 0.252, "X3": 0.31132, "Y3": 0.2708, "X4": 0.28706, "Y4": 0.2708, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.31671, "Y1": 0.2532, "X2": 0.34636, "Y2": 0.253, "X3": 0.34501, "Y3": 0.2708, "X4": 0.31536, "Y4": 0.2708, "page": 0, "Index": 48}, {"Word": "deliver", "Confidence": 0.996, "X1": 0.3504, "Y1": 0.2532, "X2": 0.40566, "Y2": 0.253, "X3": 0.40431, "Y3": 0.2708, "X4": 0.3504, "Y4": 0.2708, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.41105, "Y1": 0.2542, "X2": 0.42722, "Y2": 0.254, "X3": 0.42588, "Y3": 0.2718, "X4": 0.4097, "Y4": 0.2708, "page": 0, "Index": 50}, {"Word": "retail.", "Confidence": 0.992, "X1": 0.43127, "Y1": 0.2552, "X2": 0.48113, "Y2": 0.255, "X3": 0.47978, "Y3": 0.2718, "X4": 0.43127, "Y4": 0.2718, "page": 0, "Index": 51}, {"Word": "Distributor", "Confidence": 0.991, "X1": 0.11725, "Y1": 0.2912, "X2": 0.20755, "Y2": 0.291, "X3": 0.20755, "Y3": 0.3098, "X4": 0.11725, "Y4": 0.3098, "page": 0, "Index": 52}, {"Word": "assembly", "Confidence": 0.994, "X1": 0.21294, "Y1": 0.2912, "X2": 0.28571, "Y2": 0.291, "X3": 0.28571, "Y3": 0.3108, "X4": 0.21294, "Y4": 0.3098, "page": 0, "Index": 53}, {"Word": "fee", "Confidence": 0.996, "X1": 0.29111, "Y1": 0.2912, "X2": 0.31536, "Y2": 0.291, "X3": 0.31536, "Y3": 0.3108, "X4": 0.29111, "Y4": 0.3108, "page": 0, "Index": 54}, {"Word": "will", "Confidence": 0.989, "X1": 0.32075, "Y1": 0.2912, "X2": 0.3504, "Y2": 0.291, "X3": 0.34906, "Y3": 0.3108, "X4": 0.32075, "Y4": 0.3108, "page": 0, "Index": 55}, {"Word": "be", "Confidence": 0.997, "X1": 0.3558, "Y1": 0.2912, "X2": 0.37332, "Y2": 0.291, "X3": 0.37197, "Y3": 0.3108, "X4": 0.35445, "Y4": 0.3108, "page": 0, "Index": 56}, {"Word": "negotiated", "Confidence": 0.993, "X1": 0.37871, "Y1": 0.2912, "X2": 0.46496, "Y2": 0.291, "X3": 0.46496, "Y3": 0.3108, "X4": 0.37736, "Y4": 0.3108, "page": 0, "Index": 57}, {"Word": "with", "Confidence": 0.993, "X1": 0.47035, "Y1": 0.2912, "X2": 0.50674, "Y2": 0.291, "X3": 0.50674, "Y3": 0.3108, "X4": 0.469, "Y4": 0.3108, "page": 0, "Index": 58}, {"Word": "distributor.", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.2922, "X2": 0.60647, "Y2": 0.292, "X3": 0.60512, "Y3": 0.3118, "X4": 0.51078, "Y4": 0.3108, "page": 0, "Index": 59}, {"Word": "In", "Confidence": 0.997, "X1": 0.61186, "Y1": 0.2922, "X2": 0.62938, "Y2": 0.292, "X3": 0.62803, "Y3": 0.3118, "X4": 0.61051, "Y4": 0.3118, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.63342, "Y1": 0.2922, "X2": 0.65903, "Y2": 0.292, "X3": 0.65768, "Y3": 0.3118, "X4": 0.63342, "Y4": 0.3118, "page": 0, "Index": 61}, {"Word": "$2.40", "Confidence": 0.991, "X1": 0.66307, "Y1": 0.2922, "X2": 0.71024, "Y2": 0.292, "X3": 0.71024, "Y3": 0.3118, "X4": 0.66307, "Y4": 0.3118, "page": 0, "Index": 62}, {"Word": "per", "Confidence": 0.997, "X1": 0.71563, "Y1": 0.2922, "X2": 0.74124, "Y2": 0.292, "X3": 0.74124, "Y3": 0.3118, "X4": 0.71429, "Y4": 0.3118, "page": 0, "Index": 63}, {"Word": "6", "Confidence": 0.991, "X1": 0.74663, "Y1": 0.2922, "X2": 0.75741, "Y2": 0.292, "X3": 0.75606, "Y3": 0.3118, "X4": 0.74663, "Y4": 0.3118, "page": 0, "Index": 64}, {"Word": "carton", "Confidence": 0.995, "X1": 0.7628, "Y1": 0.2932, "X2": 0.81536, "Y2": 0.293, "X3": 0.81402, "Y3": 0.3118, "X4": 0.76146, "Y4": 0.3118, "page": 0, "Index": 65}, {"Word": "kit", "Confidence": 0.998, "X1": 0.82075, "Y1": 0.2932, "X2": 0.84771, "Y2": 0.293, "X3": 0.84771, "Y3": 0.3118, "X4": 0.81941, "Y4": 0.3118, "page": 0, "Index": 66}, {"Word": "range.", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.3132, "X2": 0.17251, "Y2": 0.313, "X3": 0.17251, "Y3": 0.3288, "X4": 0.11995, "Y4": 0.3288, "page": 0, "Index": 67}, {"Word": "El", "Confidence": 0.896, "X1": 0.09973, "Y1": 0.3392, "X2": 0.18598, "Y2": 0.339, "X3": 0.18868, "Y3": 0.3828, "X4": 0.10377, "Y4": 0.3868, "page": 0, "Index": 68}, {"Word": "E.", "Confidence": 0.955, "X1": 0.08895, "Y1": 0.4042, "X2": 0.10647, "Y2": 0.404, "X3": 0.10647, "Y3": 0.4208, "X4": 0.08895, "Y4": 0.4208, "page": 0, "Index": 69}, {"Word": "M.", "Confidence": 0.997, "X1": 0.11051, "Y1": 0.4042, "X2": 0.13612, "Y2": 0.404, "X3": 0.13477, "Y3": 0.4208, "X4": 0.11051, "Y4": 0.4208, "page": 0, "Index": 70}, {"Word": "McAtee", "Confidence": 0.991, "X1": 0.14016, "Y1": 0.4062, "X2": 0.21159, "Y2": 0.406, "X3": 0.21159, "Y3": 0.4208, "X4": 0.14016, "Y4": 0.4208, "page": 0, "Index": 71}, {"Word": "Business", "Confidence": 0.993, "X1": 0.08895, "Y1": 0.4232, "X2": 0.15903, "Y2": 0.423, "X3": 0.15903, "Y3": 0.4398, "X4": 0.0876, "Y4": 0.4398, "page": 0, "Index": 72}, {"Word": "Information", "Confidence": 0.992, "X1": 0.16442, "Y1": 0.4232, "X2": 0.26011, "Y2": 0.423, "X3": 0.26011, "Y3": 0.4408, "X4": 0.16307, "Y4": 0.4398, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.4232, "X2": 0.2965, "Y2": 0.423, "X3": 0.2965, "Y3": 0.4408, "X4": 0.2655, "Y4": 0.4408, "page": 0, "Index": 74}, {"Word": "Analysis", "Confidence": 0.92, "X1": 0.30054, "Y1": 0.4222, "X2": 0.37332, "Y2": 0.422, "X3": 0.37332, "Y3": 0.4428, "X4": 0.30054, "Y4": 0.4408, "page": 0, "Index": 75}, {"Word": "Attachment", "Confidence": 0.995, "X1": 0.0903, "Y1": 0.4612, "X2": 0.18733, "Y2": 0.461, "X3": 0.18733, "Y3": 0.4778, "X4": 0.0903, "Y4": 0.4768, "page": 0, "Index": 76}, {"Word": "EMM:tig", "Confidence": 0.993, "X1": 0.08895, "Y1": 0.5012, "X2": 0.16846, "Y2": 0.501, "X3": 0.16712, "Y3": 0.5168, "X4": 0.08895, "Y4": 0.5148, "page": 0, "Index": 77}, {"Word": "cc:", "Confidence": 0.882, "X1": 0.0903, "Y1": 0.5392, "X2": 0.1186, "Y2": 0.539, "X3": 0.11725, "Y3": 0.5518, "X4": 0.08895, "Y4": 0.5508, "page": 0, "Index": 78}, {"Word": "Ms.", "Confidence": 0.997, "X1": 0.14825, "Y1": 0.5362, "X2": 0.18059, "Y2": 0.536, "X3": 0.17925, "Y3": 0.5528, "X4": 0.1469, "Y4": 0.5518, "page": 0, "Index": 79}, {"Word": "P.", "Confidence": 0.998, "X1": 0.18464, "Y1": 0.5362, "X2": 0.2035, "Y2": 0.536, "X3": 0.20216, "Y3": 0.5528, "X4": 0.18329, "Y4": 0.5528, "page": 0, "Index": 80}, {"Word": "S.", "Confidence": 0.997, "X1": 0.20889, "Y1": 0.5362, "X2": 0.22642, "Y2": 0.536, "X3": 0.22507, "Y3": 0.5528, "X4": 0.20755, "Y4": 0.5528, "page": 0, "Index": 81}, {"Word": "Cohen", "Confidence": 0.991, "X1": 0.23046, "Y1": 0.5372, "X2": 0.28706, "Y2": 0.537, "X3": 0.28571, "Y3": 0.5528, "X4": 0.22911, "Y4": 0.5528, "page": 0, "Index": 82}, {"Word": "Mr.", "Confidence": 0.991, "X1": 0.1496, "Y1": 0.5562, "X2": 0.18059, "Y2": 0.556, "X3": 0.18059, "Y3": 0.5698, "X4": 0.1496, "Y4": 0.5698, "page": 0, "Index": 83}, {"Word": "E.", "Confidence": 0.971, "X1": 0.18464, "Y1": 0.5562, "X2": 0.2035, "Y2": 0.556, "X3": 0.2035, "Y3": 0.5698, "X4": 0.18464, "Y4": 0.5698, "page": 0, "Index": 84}, {"Word": "J.", "Confidence": 0.974, "X1": 0.20755, "Y1": 0.5562, "X2": 0.22102, "Y2": 0.556, "X3": 0.22102, "Y3": 0.5698, "X4": 0.20755, "Y4": 0.5698, "page": 0, "Index": 85}, {"Word": "Fackelman", "Confidence": 0.993, "X1": 0.22507, "Y1": 0.5582, "X2": 0.31536, "Y2": 0.558, "X3": 0.31671, "Y3": 0.5718, "X4": 0.22507, "Y4": 0.5698, "page": 0, "Index": 86}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.15094, "Y1": 0.5742, "X2": 0.17925, "Y2": 0.574, "X3": 0.17925, "Y3": 0.5898, "X4": 0.15094, "Y4": 0.5898, "page": 0, "Index": 87}, {"Word": "J.", "Confidence": 0.997, "X1": 0.18329, "Y1": 0.5742, "X2": 0.19677, "Y2": 0.574, "X3": 0.19677, "Y3": 0.5898, "X4": 0.18329, "Y4": 0.5898, "page": 0, "Index": 88}, {"Word": "R.", "Confidence": 0.996, "X1": 0.20081, "Y1": 0.5752, "X2": 0.22102, "Y2": 0.575, "X3": 0.22102, "Y3": 0.5898, "X4": 0.20216, "Y4": 0.5898, "page": 0, "Index": 89}, {"Word": "Moore", "Confidence": 0.997, "X1": 0.22507, "Y1": 0.5752, "X2": 0.28571, "Y2": 0.575, "X3": 0.28571, "Y3": 0.5908, "X4": 0.22507, "Y4": 0.5898, "page": 0, "Index": 90}, {"Word": "Mr.", "Confidence": 0.996, "X1": 0.1496, "Y1": 0.5932, "X2": 0.1779, "Y2": 0.593, "X3": 0.1779, "Y3": 0.6088, "X4": 0.1496, "Y4": 0.6088, "page": 0, "Index": 91}, {"Word": "D.", "Confidence": 0.997, "X1": 0.18329, "Y1": 0.5932, "X2": 0.20485, "Y2": 0.593, "X3": 0.2035, "Y3": 0.6088, "X4": 0.18194, "Y4": 0.6088, "page": 0, "Index": 92}, {"Word": "H.", "Confidence": 0.997, "X1": 0.20889, "Y1": 0.5932, "X2": 0.22911, "Y2": 0.593, "X3": 0.22776, "Y3": 0.6098, "X4": 0.20755, "Y4": 0.6088, "page": 0, "Index": 93}, {"Word": "Murphy", "Confidence": 0.991, "X1": 0.23315, "Y1": 0.5942, "X2": 0.30458, "Y2": 0.594, "X3": 0.30458, "Y3": 0.6108, "X4": 0.23315, "Y4": 0.6098, "page": 0, "Index": 94}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.1496, "Y1": 0.6112, "X2": 0.17925, "Y2": 0.611, "X3": 0.17925, "Y3": 0.6268, "X4": 0.1496, "Y4": 0.6278, "page": 0, "Index": 95}, {"Word": "W.", "Confidence": 0.997, "X1": 0.18329, "Y1": 0.6112, "X2": 0.20755, "Y2": 0.611, "X3": 0.20755, "Y3": 0.6268, "X4": 0.18329, "Y4": 0.6268, "page": 0, "Index": 96}, {"Word": "P.", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.6112, "X2": 0.23046, "Y2": 0.611, "X3": 0.23046, "Y3": 0.6268, "X4": 0.21294, "Y4": 0.6268, "page": 0, "Index": 97}, {"Word": "Whitlatch", "Confidence": 0.991, "X1": 0.2345, "Y1": 0.6122, "X2": 0.31806, "Y2": 0.612, "X3": 0.31806, "Y3": 0.6278, "X4": 0.23585, "Y4": 0.6268, "page": 0, "Index": 98}, {"Word": "BIAC", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.6302, "X2": 0.19677, "Y2": 0.63, "X3": 0.19542, "Y3": 0.6458, "X4": 0.15094, "Y4": 0.6448, "page": 0, "Index": 99}, {"Word": "FI", "Confidence": 0.609, "X1": 0.1496, "Y1": 0.6482, "X2": 0.17116, "Y2": 0.648, "X3": 0.17251, "Y3": 0.6638, "X4": 0.1496, "Y4": 0.6648, "page": 0, "Index": 100}, {"Word": "51971", "Confidence": 0.994, "X1": 0.92992, "Y1": 0.8982, "X2": 0.93127, "Y2": 0.898, "X3": 0.9097, "Y3": 0.8988, "X4": 0.90836, "Y4": 0.8518, "page": 0, "Index": 101}, {"Word": "1380", "Confidence": 0.998, "X1": 0.93127, "Y1": 0.9452, "X2": 0.93261, "Y2": 0.945, "X3": 0.9097, "Y3": 0.9458, "X4": 0.9097, "Y4": 0.9088, "page": 0, "Index": 102}]}
|
"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"
|
ffmy0088
| 4 |
{"lines_data": [{"Word": "Marlboro Menthol Lights Soft Pack", "Confidence": 0.9854, "X1": 0.04178, "Y1": 0.0412, "X2": 0.94879, "Y2": 0.041, "X3": 0.94879, "Y3": 0.1088, "X4": 0.04178, "Y4": 0.1078, "page": 0}, {"Word": ". .", "Confidence": 0.57, "X1": 0.74663, "Y1": 0.1632, "X2": 0.74798, "Y2": 0.163, "X3": 0.7372, "Y3": 0.1638, "X4": 0.73585, "Y4": 0.1458, "page": 0}, {"Word": "MENTHOL", "Confidence": 0.66, "X1": 0.51482, "Y1": 0.1672, "X2": 0.6186, "Y2": 0.167, "X3": 0.6186, "Y3": 0.1828, "X4": 0.51482, "Y4": 0.1838, "page": 0}, {"Word": "CATEGORY", "Confidence": 0.654, "X1": 0.51213, "Y1": 0.1812, "X2": 0.61995, "Y2": 0.181, "X3": 0.61995, "Y3": 0.1958, "X4": 0.51213, "Y4": 0.1988, "page": 0}, {"Word": "** 7%", "Confidence": 0.927, "X1": 0.74259, "Y1": 0.1792, "X2": 0.80189, "Y2": 0.179, "X3": 0.80054, "Y3": 0.1938, "X4": 0.74124, "Y4": 0.1928, "page": 0}, {"Word": "MENTHOL", "Confidence": 0.997, "X1": 0.71698, "Y1": 0.1942, "X2": 0.82615, "Y2": 0.194, "X3": 0.82615, "Y3": 0.2088, "X4": 0.71698, "Y4": 0.2088, "page": 0}, {"Word": "LIGHTS", "Confidence": 0.997, "X1": 0.72911, "Y1": 0.2092, "X2": 0.81402, "Y2": 0.209, "X3": 0.81267, "Y3": 0.2218, "X4": 0.72776, "Y4": 0.2208, "page": 0}, {"Word": "SOFT PACK", "Confidence": 0.99, "X1": 0.71159, "Y1": 0.2212, "X2": 0.83154, "Y2": 0.221, "X3": 0.83154, "Y3": 0.2358, "X4": 0.71159, "Y4": 0.2358, "page": 0}, {"Word": ". Marlboro Menthol Lights", "Confidence": 0.854, "X1": 0.33558, "Y1": 0.4042, "X2": 0.64016, "Y2": 0.404, "X3": 0.64016, "Y3": 0.4298, "X4": 0.33558, "Y4": 0.4298, "page": 0}, {"Word": "has nearly doubled in two years", "Confidence": 0.9955, "X1": 0.3221, "Y1": 0.4282, "X2": 0.68329, "Y2": 0.428, "X3": 0.68329, "Y3": 0.4538, "X4": 0.3221, "Y4": 0.4548, "page": 0}, {"Word": "\u00b7 1/3 of Menthol smokers prefer", "Confidence": 0.86133, "X1": 0.31267, "Y1": 0.4782, "X2": 0.67655, "Y2": 0.478, "X3": 0.67655, "Y3": 0.5028, "X4": 0.31267, "Y4": 0.5008, "page": 0}, {"Word": "soft pack ***", "Confidence": 0.991, "X1": 0.42453, "Y1": 0.4982, "X2": 0.57547, "Y2": 0.498, "X3": 0.57682, "Y3": 0.5198, "X4": 0.42588, "Y4": 0.5268, "page": 0}, {"Word": "How will we satisfy consumer preferences", "Confidence": 0.929, "X1": 0.12264, "Y1": 0.5392, "X2": 0.85714, "Y2": 0.539, "X3": 0.85714, "Y3": 0.5778, "X4": 0.12129, "Y4": 0.5758, "page": 0}, {"Word": "in the Menthol category?", "Confidence": 0.995, "X1": 0.27628, "Y1": 0.5802, "X2": 0.71563, "Y2": 0.58, "X3": 0.71563, "Y3": 0.6198, "X4": 0.27493, "Y4": 0.6168, "page": 0}, {"Word": "Introducing ...", "Confidence": 0.9935, "X1": 0.39218, "Y1": 0.6352, "X2": 0.68868, "Y2": 0.635, "X3": 0.68868, "Y3": 0.6768, "X4": 0.39218, "Y4": 0.6758, "page": 0}, {"Word": "MENTHOL", "Confidence": 0.994, "X1": 0.75741, "Y1": 0.7512, "X2": 0.8504, "Y2": 0.751, "X3": 0.84501, "Y3": 0.7638, "X4": 0.75202, "Y4": 0.7448, "page": 0}, {"Word": "MENTHOL", "Confidence": 0.958, "X1": 0.51752, "Y1": 0.7722, "X2": 0.63342, "Y2": 0.772, "X3": 0.63612, "Y3": 0.7858, "X4": 0.52022, "Y4": 0.8018, "page": 0}, {"Word": "NOW IN", "Confidence": 0.997, "X1": 0.16981, "Y1": 0.8312, "X2": 0.43666, "Y2": 0.831, "X3": 0.43666, "Y3": 0.8928, "X4": 0.16981, "Y4": 0.8938, "page": 0}, {"Word": "Marlboro", "Confidence": 0.813, "X1": 0.50943, "Y1": 0.8592, "X2": 0.66846, "Y2": 0.859, "X3": 0.68194, "Y3": 0.9118, "X4": 0.52291, "Y4": 0.9358, "page": 0}, {"Word": "arlboro", "Confidence": 0.806, "X1": 0.71294, "Y1": 0.8692, "X2": 0.84771, "Y2": 0.869, "X3": 0.83019, "Y3": 0.9168, "X4": 0.69407, "Y4": 0.8888, "page": 0}, {"Word": "LIGHTS", "Confidence": 0.997, "X1": 0.54987, "Y1": 0.9212, "X2": 0.65633, "Y2": 0.921, "X3": 0.66038, "Y3": 0.9368, "X4": 0.55391, "Y4": 0.9518, "page": 0}, {"Word": "LIGHTS", "Confidence": 0.992, "X1": 0.70216, "Y1": 0.9162, "X2": 0.80323, "Y2": 0.916, "X3": 0.79784, "Y3": 0.9318, "X4": 0.69811, "Y4": 0.9128, "page": 0}, {"Word": "100's", "Confidence": 0.991, "X1": 0.72102, "Y1": 0.9312, "X2": 0.76819, "Y2": 0.931, "X3": 0.76146, "Y3": 0.9448, "X4": 0.71563, "Y4": 0.9338, "page": 0}, {"Word": "LOWLIL FAR & NICOTINE", "Confidence": 0.554, "X1": 0.54043, "Y1": 0.9472, "X2": 0.66981, "Y2": 0.947, "X3": 0.67251, "Y3": 0.9558, "X4": 0.54178, "Y4": 0.9768, "page": 0}, {"Word": "SOFT PACK!", "Confidence": 0.991, "X1": 0.04987, "Y1": 0.8992, "X2": 0.45957, "Y2": 0.899, "X3": 0.45957, "Y3": 0.9648, "X4": 0.04987, "Y4": 0.9648, "page": 0}, {"Word": "51971 1383", "Confidence": 0.991, "X1": 0.93801, "Y1": 0.9662, "X2": 0.9407, "Y2": 0.966, "X3": 0.92049, "Y3": 0.9658, "X4": 0.91914, "Y4": 0.8668, "page": 0}, {"Word": "AR & NICOTINE", "Confidence": 0.57333, "X1": 0.71429, "Y1": 0.9622, "X2": 0.79919, "Y2": 0.962, "X3": 0.79515, "Y3": 0.9718, "X4": 0.71159, "Y4": 0.9548, "page": 0}, {"Word": "*MSA Shipan", "Confidence": 0.4375, "X1": 0.02561, "Y1": 0.9842, "X2": 0.10243, "Y2": 0.984, "X3": 0.10243, "Y3": 0.9978, "X4": 0.02561, "Y4": 0.9978, "page": 0}, {"Word": "Dutu Jonna August 1995", "Confidence": 0.55175, "X1": 0.12264, "Y1": 0.9842, "X2": 0.2655, "Y2": 0.984, "X3": 0.2655, "Y3": 0.9978, "X4": 0.12264, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Marlboro", "Confidence": 0.955, "X1": 0.04447, "Y1": 0.0442, "X2": 0.27898, "Y2": 0.044, "X3": 0.27763, "Y3": 0.1058, "X4": 0.04178, "Y4": 0.0968, "page": 0, "Index": 0}, {"Word": "Soft", "Confidence": 0.989, "X1": 0.69542, "Y1": 0.0432, "X2": 0.78976, "Y2": 0.043, "X3": 0.78841, "Y3": 0.1068, "X4": 0.69542, "Y4": 0.1088, "page": 0, "Index": 1}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.80593, "Y1": 0.0412, "X2": 0.95013, "Y2": 0.041, "X3": 0.95013, "Y3": 0.1018, "X4": 0.80593, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "Menthol", "Confidence": 0.996, "X1": 0.29515, "Y1": 0.0442, "X2": 0.50943, "Y2": 0.044, "X3": 0.50809, "Y3": 0.1098, "X4": 0.2938, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "Lights", "Confidence": 0.996, "X1": 0.52561, "Y1": 0.0432, "X2": 0.67925, "Y2": 0.043, "X3": 0.67925, "Y3": 0.1098, "X4": 0.52426, "Y4": 0.1098, "page": 0, "Index": 4}, {"Word": ".", "Confidence": 0.266, "X1": 0.74663, "Y1": 0.1482, "X2": 0.74663, "Y2": 0.148, "X3": 0.73585, "Y3": 0.1478, "X4": 0.73585, "Y4": 0.1448, "page": 0, "Index": 5}, {"Word": ".", "Confidence": 0.874, "X1": 0.74798, "Y1": 0.1622, "X2": 0.74798, "Y2": 0.162, "X3": 0.7372, "Y3": 0.1618, "X4": 0.7372, "Y4": 0.1568, "page": 0, "Index": 6}, {"Word": "MENTHOL", "Confidence": 0.66, "X1": 0.51617, "Y1": 0.1672, "X2": 0.61456, "Y2": 0.167, "X3": 0.6159, "Y3": 0.1838, "X4": 0.51617, "Y4": 0.1838, "page": 0, "Index": 7}, {"Word": "CATEGORY", "Confidence": 0.654, "X1": 0.51213, "Y1": 0.1812, "X2": 0.61995, "Y2": 0.181, "X3": 0.61995, "Y3": 0.1968, "X4": 0.51213, "Y4": 0.1988, "page": 0, "Index": 8}, {"Word": "**", "Confidence": 0.856, "X1": 0.74259, "Y1": 0.1792, "X2": 0.76146, "Y2": 0.179, "X3": 0.76146, "Y3": 0.1938, "X4": 0.74259, "Y4": 0.1928, "page": 0, "Index": 9}, {"Word": "7%", "Confidence": 0.998, "X1": 0.7655, "Y1": 0.1792, "X2": 0.79245, "Y2": 0.179, "X3": 0.7938, "Y3": 0.1948, "X4": 0.7655, "Y4": 0.1938, "page": 0, "Index": 10}, {"Word": "MENTHOL", "Confidence": 0.997, "X1": 0.71833, "Y1": 0.1952, "X2": 0.82075, "Y2": 0.195, "X3": 0.82075, "Y3": 0.2088, "X4": 0.71833, "Y4": 0.2088, "page": 0, "Index": 11}, {"Word": "LIGHTS", "Confidence": 0.997, "X1": 0.73046, "Y1": 0.2102, "X2": 0.80863, "Y2": 0.21, "X3": 0.80863, "Y3": 0.2228, "X4": 0.73046, "Y4": 0.2218, "page": 0, "Index": 12}, {"Word": "SOFT", "Confidence": 0.989, "X1": 0.71294, "Y1": 0.2222, "X2": 0.7655, "Y2": 0.222, "X3": 0.76415, "Y3": 0.2368, "X4": 0.71294, "Y4": 0.2368, "page": 0, "Index": 13}, {"Word": "PACK", "Confidence": 0.991, "X1": 0.76954, "Y1": 0.2222, "X2": 0.82345, "Y2": 0.222, "X3": 0.82345, "Y3": 0.2358, "X4": 0.76954, "Y4": 0.2368, "page": 0, "Index": 14}, {"Word": ".", "Confidence": 0.686, "X1": 0.33693, "Y1": 0.4062, "X2": 0.3504, "Y2": 0.406, "X3": 0.34906, "Y3": 0.4278, "X4": 0.33693, "Y4": 0.4268, "page": 0, "Index": 15}, {"Word": "Marlboro", "Confidence": 0.853, "X1": 0.3558, "Y1": 0.4062, "X2": 0.46092, "Y2": 0.406, "X3": 0.46092, "Y3": 0.4298, "X4": 0.3558, "Y4": 0.4278, "page": 0, "Index": 16}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.46765, "Y1": 0.4052, "X2": 0.56065, "Y2": 0.405, "X3": 0.56065, "Y3": 0.4308, "X4": 0.46765, "Y4": 0.4298, "page": 0, "Index": 17}, {"Word": "Lights", "Confidence": 0.882, "X1": 0.56604, "Y1": 0.4052, "X2": 0.64016, "Y2": 0.405, "X3": 0.64016, "Y3": 0.4308, "X4": 0.56739, "Y4": 0.4308, "page": 0, "Index": 18}, {"Word": "has", "Confidence": 0.996, "X1": 0.3248, "Y1": 0.4312, "X2": 0.35984, "Y2": 0.431, "X3": 0.35849, "Y3": 0.4548, "X4": 0.3221, "Y4": 0.4548, "page": 0, "Index": 19}, {"Word": "nearly", "Confidence": 0.996, "X1": 0.36658, "Y1": 0.4292, "X2": 0.43801, "Y2": 0.429, "X3": 0.43666, "Y3": 0.4548, "X4": 0.36523, "Y4": 0.4548, "page": 0, "Index": 20}, {"Word": "doubled", "Confidence": 0.993, "X1": 0.44474, "Y1": 0.4292, "X2": 0.53369, "Y2": 0.429, "X3": 0.53369, "Y3": 0.4548, "X4": 0.4434, "Y4": 0.4548, "page": 0, "Index": 21}, {"Word": "in", "Confidence": 0.996, "X1": 0.54043, "Y1": 0.4292, "X2": 0.56334, "Y2": 0.429, "X3": 0.56199, "Y3": 0.4548, "X4": 0.54043, "Y4": 0.4548, "page": 0, "Index": 22}, {"Word": "two", "Confidence": 0.998, "X1": 0.57008, "Y1": 0.4292, "X2": 0.60782, "Y2": 0.429, "X3": 0.60782, "Y3": 0.4548, "X4": 0.56873, "Y4": 0.4548, "page": 0, "Index": 23}, {"Word": "years", "Confidence": 0.994, "X1": 0.61456, "Y1": 0.4302, "X2": 0.68194, "Y2": 0.43, "X3": 0.68194, "Y3": 0.4548, "X4": 0.61456, "Y4": 0.4548, "page": 0, "Index": 24}, {"Word": "\u00b7", "Confidence": 0.189, "X1": 0.31402, "Y1": 0.4782, "X2": 0.32345, "Y2": 0.478, "X3": 0.32345, "Y3": 0.5008, "X4": 0.31267, "Y4": 0.5008, "page": 0, "Index": 25}, {"Word": "1/3", "Confidence": 0.998, "X1": 0.33019, "Y1": 0.4782, "X2": 0.36388, "Y2": 0.478, "X3": 0.36388, "Y3": 0.5008, "X4": 0.32884, "Y4": 0.5008, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.37062, "Y1": 0.4782, "X2": 0.39218, "Y2": 0.478, "X3": 0.39218, "Y3": 0.5008, "X4": 0.37062, "Y4": 0.5008, "page": 0, "Index": 27}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.39892, "Y1": 0.4782, "X2": 0.49057, "Y2": 0.478, "X3": 0.49057, "Y3": 0.5018, "X4": 0.39757, "Y4": 0.5008, "page": 0, "Index": 28}, {"Word": "smokers", "Confidence": 0.997, "X1": 0.4973, "Y1": 0.4782, "X2": 0.59164, "Y2": 0.478, "X3": 0.5903, "Y3": 0.5028, "X4": 0.4973, "Y4": 0.5018, "page": 0, "Index": 29}, {"Word": "prefer", "Confidence": 0.991, "X1": 0.59704, "Y1": 0.4792, "X2": 0.6779, "Y2": 0.479, "X3": 0.6779, "Y3": 0.5028, "X4": 0.59704, "Y4": 0.5028, "page": 0, "Index": 30}, {"Word": "***", "Confidence": 0.998, "X1": 0.52695, "Y1": 0.4992, "X2": 0.57547, "Y2": 0.499, "X3": 0.57547, "Y3": 0.5168, "X4": 0.52695, "Y4": 0.5228, "page": 0, "Index": 31}, {"Word": "soft", "Confidence": 0.984, "X1": 0.42588, "Y1": 0.5022, "X2": 0.46496, "Y2": 0.502, "X3": 0.46496, "Y3": 0.5258, "X4": 0.42588, "Y4": 0.5268, "page": 0, "Index": 32}, {"Word": "pack", "Confidence": 0.991, "X1": 0.47035, "Y1": 0.5012, "X2": 0.52156, "Y2": 0.501, "X3": 0.52156, "Y3": 0.5228, "X4": 0.47035, "Y4": 0.5258, "page": 0, "Index": 33}, {"Word": "How", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.5392, "X2": 0.19407, "Y2": 0.539, "X3": 0.19137, "Y3": 0.5768, "X4": 0.12264, "Y4": 0.5758, "page": 0, "Index": 34}, {"Word": "will", "Confidence": 0.98, "X1": 0.2035, "Y1": 0.5392, "X2": 0.26954, "Y2": 0.539, "X3": 0.26819, "Y3": 0.5768, "X4": 0.20216, "Y4": 0.5768, "page": 0, "Index": 35}, {"Word": "we", "Confidence": 0.998, "X1": 0.28032, "Y1": 0.5402, "X2": 0.32615, "Y2": 0.54, "X3": 0.3248, "Y3": 0.5778, "X4": 0.27898, "Y4": 0.5768, "page": 0, "Index": 36}, {"Word": "satisfy", "Confidence": 0.612, "X1": 0.33693, "Y1": 0.5402, "X2": 0.44879, "Y2": 0.54, "X3": 0.44879, "Y3": 0.5778, "X4": 0.33558, "Y4": 0.5778, "page": 0, "Index": 37}, {"Word": "consumer", "Confidence": 0.995, "X1": 0.45957, "Y1": 0.5412, "X2": 0.62803, "Y2": 0.541, "X3": 0.62803, "Y3": 0.5778, "X4": 0.45822, "Y4": 0.5778, "page": 0, "Index": 38}, {"Word": "preferences", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.5402, "X2": 0.85445, "Y2": 0.54, "X3": 0.8558, "Y3": 0.5768, "X4": 0.63881, "Y4": 0.5778, "page": 0, "Index": 39}, {"Word": "in", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.5802, "X2": 0.30728, "Y2": 0.58, "X3": 0.30593, "Y3": 0.6158, "X4": 0.27628, "Y4": 0.6148, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.31806, "Y1": 0.5802, "X2": 0.37332, "Y2": 0.58, "X3": 0.37197, "Y3": 0.6178, "X4": 0.31671, "Y4": 0.6158, "page": 0, "Index": 41}, {"Word": "Menthol", "Confidence": 0.992, "X1": 0.38275, "Y1": 0.5812, "X2": 0.531, "Y2": 0.581, "X3": 0.52965, "Y3": 0.6198, "X4": 0.3814, "Y4": 0.6178, "page": 0, "Index": 42}, {"Word": "category?", "Confidence": 0.992, "X1": 0.54043, "Y1": 0.5812, "X2": 0.71698, "Y2": 0.581, "X3": 0.71563, "Y3": 0.6208, "X4": 0.53908, "Y4": 0.6198, "page": 0, "Index": 43}, {"Word": "Introducing", "Confidence": 0.991, "X1": 0.39488, "Y1": 0.6372, "X2": 0.61186, "Y2": 0.637, "X3": 0.61051, "Y3": 0.6768, "X4": 0.39218, "Y4": 0.6768, "page": 0, "Index": 44}, {"Word": "...", "Confidence": 0.996, "X1": 0.62264, "Y1": 0.6372, "X2": 0.68868, "Y2": 0.637, "X3": 0.68733, "Y3": 0.6768, "X4": 0.62129, "Y4": 0.6768, "page": 0, "Index": 45}, {"Word": "MENTHOL", "Confidence": 0.994, "X1": 0.76011, "Y1": 0.7512, "X2": 0.84636, "Y2": 0.751, "X3": 0.83962, "Y3": 0.7638, "X4": 0.75472, "Y4": 0.7448, "page": 0, "Index": 46}, {"Word": "MENTHOL", "Confidence": 0.958, "X1": 0.52291, "Y1": 0.7762, "X2": 0.61186, "Y2": 0.776, "X3": 0.61321, "Y3": 0.7898, "X4": 0.52561, "Y4": 0.8018, "page": 0, "Index": 47}, {"Word": "NOW", "Confidence": 0.996, "X1": 0.17116, "Y1": 0.8312, "X2": 0.30863, "Y2": 0.831, "X3": 0.30863, "Y3": 0.8948, "X4": 0.17116, "Y4": 0.8948, "page": 0, "Index": 48}, {"Word": "IN", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.8312, "X2": 0.42722, "Y2": 0.831, "X3": 0.42588, "Y3": 0.8948, "X4": 0.33827, "Y4": 0.8948, "page": 0, "Index": 49}, {"Word": "Marlboro", "Confidence": 0.813, "X1": 0.50943, "Y1": 0.8592, "X2": 0.66442, "Y2": 0.859, "X3": 0.67925, "Y3": 0.9118, "X4": 0.52291, "Y4": 0.9358, "page": 0, "Index": 50}, {"Word": "arlboro", "Confidence": 0.806, "X1": 0.71429, "Y1": 0.8682, "X2": 0.84501, "Y2": 0.868, "X3": 0.82749, "Y3": 0.9158, "X4": 0.69677, "Y4": 0.8888, "page": 0, "Index": 51}, {"Word": "51971", "Confidence": 0.994, "X1": 0.93801, "Y1": 0.9152, "X2": 0.93935, "Y2": 0.915, "X3": 0.92049, "Y3": 0.9158, "X4": 0.91914, "Y4": 0.8688, "page": 0, "Index": 52}, {"Word": "LIGHTS", "Confidence": 0.992, "X1": 0.7035, "Y1": 0.9152, "X2": 0.7965, "Y2": 0.915, "X3": 0.78976, "Y3": 0.9308, "X4": 0.69811, "Y4": 0.9138, "page": 0, "Index": 53}, {"Word": "LIGHTS", "Confidence": 0.997, "X1": 0.54987, "Y1": 0.9232, "X2": 0.6496, "Y2": 0.923, "X3": 0.65364, "Y3": 0.9388, "X4": 0.55391, "Y4": 0.9518, "page": 0, "Index": 54}, {"Word": "100's", "Confidence": 0.991, "X1": 0.72102, "Y1": 0.9302, "X2": 0.76819, "Y2": 0.93, "X3": 0.7628, "Y3": 0.9438, "X4": 0.71563, "Y4": 0.9338, "page": 0, "Index": 55}, {"Word": "NICOTINE", "Confidence": 0.935, "X1": 0.6186, "Y1": 0.9482, "X2": 0.66981, "Y2": 0.948, "X3": 0.67116, "Y3": 0.9568, "X4": 0.61995, "Y4": 0.9648, "page": 0, "Index": 56}, {"Word": "AR", "Confidence": 0.952, "X1": 0.71833, "Y1": 0.9492, "X2": 0.73315, "Y2": 0.949, "X3": 0.72642, "Y3": 0.9578, "X4": 0.71159, "Y4": 0.9548, "page": 0, "Index": 57}, {"Word": "SOFT", "Confidence": 0.989, "X1": 0.05121, "Y1": 0.9012, "X2": 0.22237, "Y2": 0.901, "X3": 0.22372, "Y3": 0.9658, "X4": 0.05256, "Y4": 0.9658, "page": 0, "Index": 58}, {"Word": "PACK!", "Confidence": 0.993, "X1": 0.23989, "Y1": 0.9012, "X2": 0.45957, "Y2": 0.901, "X3": 0.45957, "Y3": 0.9648, "X4": 0.23989, "Y4": 0.9658, "page": 0, "Index": 59}, {"Word": "FAR", "Confidence": 0.184, "X1": 0.58491, "Y1": 0.9582, "X2": 0.60512, "Y2": 0.958, "X3": 0.60647, "Y3": 0.9678, "X4": 0.58625, "Y4": 0.9708, "page": 0, "Index": 60}, {"Word": "&", "Confidence": 0.967, "X1": 0.60782, "Y1": 0.9562, "X2": 0.6159, "Y2": 0.956, "X3": 0.61725, "Y3": 0.9658, "X4": 0.61051, "Y4": 0.9668, "page": 0, "Index": 61}, {"Word": "&", "Confidence": 0.12, "X1": 0.73585, "Y1": 0.9502, "X2": 0.74124, "Y2": 0.95, "X3": 0.73585, "Y3": 0.9598, "X4": 0.72911, "Y4": 0.9588, "page": 0, "Index": 62}, {"Word": "1383", "Confidence": 0.988, "X1": 0.93935, "Y1": 0.9622, "X2": 0.9407, "Y2": 0.962, "X3": 0.92049, "Y3": 0.9618, "X4": 0.92049, "Y4": 0.9258, "page": 0, "Index": 63}, {"Word": "LOWLIL", "Confidence": 0.13, "X1": 0.54043, "Y1": 0.9612, "X2": 0.58221, "Y2": 0.961, "X3": 0.58356, "Y3": 0.9708, "X4": 0.54178, "Y4": 0.9768, "page": 0, "Index": 64}, {"Word": "NICOTINE", "Confidence": 0.648, "X1": 0.74394, "Y1": 0.9622, "X2": 0.7965, "Y2": 0.962, "X3": 0.79111, "Y3": 0.9718, "X4": 0.73854, "Y4": 0.9598, "page": 0, "Index": 65}, {"Word": "*MSA", "Confidence": 0.65, "X1": 0.02695, "Y1": 0.9852, "X2": 0.06065, "Y2": 0.985, "X3": 0.06065, "Y3": 0.9978, "X4": 0.02695, "Y4": 0.9978, "page": 0, "Index": 66}, {"Word": "Jonna", "Confidence": 0.016, "X1": 0.15633, "Y1": 0.9862, "X2": 0.18464, "Y2": 0.986, "X3": 0.18464, "Y3": 0.9978, "X4": 0.15633, "Y4": 0.9988, "page": 0, "Index": 67}, {"Word": "August", "Confidence": 0.473, "X1": 0.18868, "Y1": 0.9862, "X2": 0.23181, "Y2": 0.986, "X3": 0.23181, "Y3": 0.9978, "X4": 0.18868, "Y4": 0.9978, "page": 0, "Index": 68}, {"Word": "1995", "Confidence": 0.99, "X1": 0.2345, "Y1": 0.9852, "X2": 0.26685, "Y2": 0.985, "X3": 0.26685, "Y3": 0.9978, "X4": 0.2345, "Y4": 0.9978, "page": 0, "Index": 69}, {"Word": "Shipan", "Confidence": 0.225, "X1": 0.06469, "Y1": 0.9852, "X2": 0.10243, "Y2": 0.985, "X3": 0.10243, "Y3": 0.9988, "X4": 0.06334, "Y4": 0.9978, "page": 0, "Index": 70}, {"Word": "Dutu", "Confidence": 0.728, "X1": 0.12399, "Y1": 0.9852, "X2": 0.15229, "Y2": 0.985, "X3": 0.15364, "Y3": 0.9988, "X4": 0.12399, "Y4": 0.9988, "page": 0, "Index": 71}]}
|
"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"
|
ffyv0069
| 0 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.995, "X1": 0.05, "Y1": 0.04872, "X2": 0.145, "Y2": 0.04852, "X3": 0.145, "Y3": 0.06584, "X4": 0.05, "Y4": 0.06584, "page": 0}, {"Word": "P.M USA CONFIDENTIAL", "Confidence": 0.90567, "X1": 0.742, "Y1": 0.04602, "X2": 0.891, "Y2": 0.04582, "X3": 0.891, "Y3": 0.06584, "X4": 0.742, "Y4": 0.06584, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC COV versus Menthol On Foil GC Target", "Confidence": 0.99385, "X1": 0.221, "Y1": 0.13228, "X2": 0.724, "Y2": 0.13208, "X3": 0.724, "Y3": 0.15883, "X4": 0.221, "Y4": 0.15883, "page": 0}, {"Word": ":", "Confidence": 0.958, "X1": 0.957, "Y1": 0.18079, "X2": 0.964, "Y2": 0.18059, "X3": 0.964, "Y3": 0.19522, "X4": 0.957, "Y4": 0.19522, "page": 0}, {"Word": "0.030", "Confidence": 0.955, "X1": 0.087, "Y1": 0.19831, "X2": 0.12, "Y2": 0.19811, "X3": 0.12, "Y3": 0.21678, "X4": 0.087, "Y4": 0.21543, "page": 0}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.088, "Y1": 0.2967, "X2": 0.122, "Y2": 0.2965, "X3": 0.121, "Y3": 0.31382, "X4": 0.087, "Y4": 0.31247, "page": 0}, {"Word": "--", "Confidence": 0.766, "X1": 0.967, "Y1": 0.33578, "X2": 0.965, "Y2": 0.33558, "X3": 0.957, "Y3": 0.33403, "X4": 0.958, "Y4": 0.27743, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC COV", "Confidence": 0.988, "X1": 0.067, "Y1": 0.3533, "X2": 0.065, "Y2": 0.3531, "X3": 0.08, "Y3": 0.3529, "X4": 0.082, "Y4": 0.6467, "page": 0}, {"Word": "80.020", "Confidence": 0.602, "X1": 0.063, "Y1": 0.39373, "X2": 0.121, "Y2": 0.39353, "X3": 0.122, "Y3": 0.41489, "X4": 0.064, "Y4": 0.41894, "page": 0}, {"Word": "0.015", "Confidence": 0.996, "X1": 0.086, "Y1": 0.48942, "X2": 0.121, "Y2": 0.48922, "X3": 0.122, "Y3": 0.50654, "X4": 0.086, "Y4": 0.50923, "page": 0}, {"Word": ". 1999 LMCP Menthol On Foil GC COV", "Confidence": 0.82937, "X1": 0.664, "Y1": 0.48672, "X2": 0.886, "Y2": 0.48652, "X3": 0.886, "Y3": 0.51058, "X4": 0.664, "Y4": 0.51462, "page": 0}, {"Word": "0.010", "Confidence": 0.994, "X1": 0.09, "Y1": 0.58915, "X2": 0.122, "Y2": 0.58895, "X3": 0.122, "Y3": 0.60627, "X4": 0.09, "Y4": 0.60627, "page": 0}, {"Word": "0.005", "Confidence": 0.995, "X1": 0.089, "Y1": 0.68618, "X2": 0.125, "Y2": 0.68598, "X3": 0.124, "Y3": 0.7033, "X4": 0.09, "Y4": 0.70196, "page": 0}, {"Word": "0.000", "Confidence": 0.926, "X1": 0.091, "Y1": 0.78457, "X2": 0.123, "Y2": 0.78437, "X3": 0.123, "Y3": 0.80169, "X4": 0.091, "Y4": 0.80169, "page": 0}, {"Word": "0", "Confidence": 0.63, "X1": 0.129, "Y1": 0.81287, "X2": 0.137, "Y2": 0.81267, "X3": 0.137, "Y3": 0.82595, "X4": 0.129, "Y4": 0.82595, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.223, "Y1": 0.80883, "X2": 0.245, "Y2": 0.80863, "X3": 0.245, "Y3": 0.82595, "X4": 0.223, "Y4": 0.82595, "page": 0}, {"Word": "30", "Confidence": 0.998, "X1": 0.275, "Y1": 0.80883, "X2": 0.295, "Y2": 0.80863, "X3": 0.294, "Y3": 0.82595, "X4": 0.275, "Y4": 0.8246, "page": 0}, {"Word": "40", "Confidence": 0.998, "X1": 0.327, "Y1": 0.80748, "X2": 0.348, "Y2": 0.80728, "X3": 0.348, "Y3": 0.8246, "X4": 0.327, "Y4": 0.8246, "page": 0}, {"Word": "50", "Confidence": 0.996, "X1": 0.35, "Y1": 0.80748, "X2": 0.398, "Y2": 0.80728, "X3": 0.398, "Y3": 0.82595, "X4": 0.35, "Y4": 0.82999, "page": 0}, {"Word": "60", "Confidence": 0.995, "X1": 0.429, "Y1": 0.80883, "X2": 0.448, "Y2": 0.80863, "X3": 0.447, "Y3": 0.8246, "X4": 0.428, "Y4": 0.8246, "page": 0}, {"Word": "70", "Confidence": 0.996, "X1": 0.48, "Y1": 0.80748, "X2": 0.5, "Y2": 0.80728, "X3": 0.499, "Y3": 0.8246, "X4": 0.479, "Y4": 0.82325, "page": 0}, {"Word": "90", "Confidence": 0.993, "X1": 0.58, "Y1": 0.80883, "X2": 0.602, "Y2": 0.80863, "X3": 0.603, "Y3": 0.8246, "X4": 0.581, "Y4": 0.8246, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.63, "Y1": 0.80883, "X2": 0.652, "Y2": 0.80863, "X3": 0.652, "Y3": 0.8246, "X4": 0.631, "Y4": 0.8246, "page": 0}, {"Word": "10", "Confidence": 0.997, "X1": 0.174, "Y1": 0.81017, "X2": 0.202, "Y2": 0.80997, "X3": 0.202, "Y3": 0.82864, "X4": 0.175, "Y4": 0.82729, "page": 0}, {"Word": "80", "Confidence": 0.993, "X1": 0.528, "Y1": 0.81017, "X2": 0.581, "Y2": 0.80997, "X3": 0.58, "Y3": 0.83134, "X4": 0.527, "Y4": 0.82595, "page": 0}, {"Word": "Menthol On Foil GC Target", "Confidence": 0.978, "X1": 0.307, "Y1": 0.83713, "X2": 0.468, "Y2": 0.83693, "X3": 0.468, "Y3": 0.85694, "X4": 0.307, "Y4": 0.8556, "page": 0}, {"Word": "DOC CODE: PO622", "Confidence": 0.88133, "X1": 0.054, "Y1": 0.89373, "X2": 0.137, "Y2": 0.89353, "X3": 0.137, "Y3": 0.90681, "X4": 0.054, "Y4": 0.90681, "page": 0}, {"Word": "2082919162", "Confidence": 0.993, "X1": 0.374, "Y1": 0.94225, "X2": 0.273, "Y2": 0.94205, "X3": 0.274, "Y3": 0.91489, "X4": 0.375, "Y4": 0.92163, "page": 0}, {"Word": "PILENAME: \"9991 MCPMORSUM", "Confidence": 0.676, "X1": 0.053, "Y1": 0.9099, "X2": 0.202, "Y2": 0.9097, "X3": 0.202, "Y3": 0.92298, "X4": 0.053, "Y4": 0.92568, "page": 0}, {"Word": "3/23/00 1:25 PM", "Confidence": 0.96333, "X1": 0.055, "Y1": 0.92877, "X2": 0.13, "Y2": 0.92857, "X3": 0.13, "Y3": 0.94185, "X4": 0.055, "Y4": 0.9432, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.995, "X1": 0.05, "Y1": 0.04872, "X2": 0.1, "Y2": 0.04852, "X3": 0.099, "Y3": 0.06584, "X4": 0.05, "Y4": 0.06719, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.995, "X1": 0.102, "Y1": 0.05007, "X2": 0.143, "Y2": 0.04987, "X3": 0.141, "Y3": 0.06584, "X4": 0.102, "Y4": 0.06584, "page": 0, "Index": 1}, {"Word": "P.M", "Confidence": 0.825, "X1": 0.742, "Y1": 0.04737, "X2": 0.76, "Y2": 0.04717, "X3": 0.761, "Y3": 0.06719, "X4": 0.742, "Y4": 0.06719, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.764, "Y1": 0.04737, "X2": 0.789, "Y2": 0.04717, "X3": 0.789, "Y3": 0.06584, "X4": 0.765, "Y4": 0.06719, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.894, "X1": 0.792, "Y1": 0.04737, "X2": 0.889, "Y2": 0.04717, "X3": 0.888, "Y3": 0.06719, "X4": 0.792, "Y4": 0.06584, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.993, "X1": 0.222, "Y1": 0.13497, "X2": 0.252, "Y2": 0.13477, "X3": 0.252, "Y3": 0.15748, "X4": 0.222, "Y4": 0.15748, "page": 0, "Index": 5}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.255, "Y1": 0.13362, "X2": 0.298, "Y2": 0.13342, "X3": 0.298, "Y3": 0.15748, "X4": 0.256, "Y4": 0.15748, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.994, "X1": 0.301, "Y1": 0.13362, "X2": 0.359, "Y2": 0.13342, "X3": 0.359, "Y3": 0.15748, "X4": 0.301, "Y4": 0.15748, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.997, "X1": 0.363, "Y1": 0.13362, "X2": 0.382, "Y2": 0.13342, "X3": 0.382, "Y3": 0.15748, "X4": 0.363, "Y4": 0.15748, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.386, "Y1": 0.13362, "X2": 0.414, "Y2": 0.13342, "X3": 0.414, "Y3": 0.15748, "X4": 0.386, "Y4": 0.15748, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.995, "X1": 0.417, "Y1": 0.13362, "X2": 0.439, "Y2": 0.13342, "X3": 0.439, "Y3": 0.15748, "X4": 0.418, "Y4": 0.15748, "page": 0, "Index": 10}, {"Word": "COV", "Confidence": 0.998, "X1": 0.443, "Y1": 0.13362, "X2": 0.475, "Y2": 0.13342, "X3": 0.476, "Y3": 0.15748, "X4": 0.443, "Y4": 0.15748, "page": 0, "Index": 11}, {"Word": "versus", "Confidence": 0.991, "X1": 0.479, "Y1": 0.13362, "X2": 0.527, "Y2": 0.13342, "X3": 0.528, "Y3": 0.15748, "X4": 0.479, "Y4": 0.15748, "page": 0, "Index": 12}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.531, "Y1": 0.13362, "X2": 0.589, "Y2": 0.13342, "X3": 0.589, "Y3": 0.15883, "X4": 0.531, "Y4": 0.15748, "page": 0, "Index": 13}, {"Word": "On", "Confidence": 0.997, "X1": 0.593, "Y1": 0.13362, "X2": 0.612, "Y2": 0.13342, "X3": 0.612, "Y3": 0.15883, "X4": 0.593, "Y4": 0.15883, "page": 0, "Index": 14}, {"Word": "Foil", "Confidence": 0.987, "X1": 0.616, "Y1": 0.13362, "X2": 0.643, "Y2": 0.13342, "X3": 0.644, "Y3": 0.15883, "X4": 0.616, "Y4": 0.15883, "page": 0, "Index": 15}, {"Word": "GC", "Confidence": 0.995, "X1": 0.647, "Y1": 0.13362, "X2": 0.669, "Y2": 0.13342, "X3": 0.669, "Y3": 0.15883, "X4": 0.647, "Y4": 0.15883, "page": 0, "Index": 16}, {"Word": "Target", "Confidence": 0.996, "X1": 0.673, "Y1": 0.13362, "X2": 0.724, "Y2": 0.13342, "X3": 0.724, "Y3": 0.16018, "X4": 0.673, "Y4": 0.15883, "page": 0, "Index": 17}, {"Word": ":", "Confidence": 0.958, "X1": 0.958, "Y1": 0.18079, "X2": 0.964, "Y2": 0.18059, "X3": 0.964, "Y3": 0.19522, "X4": 0.958, "Y4": 0.19522, "page": 0, "Index": 18}, {"Word": "0.030", "Confidence": 0.955, "X1": 0.088, "Y1": 0.19831, "X2": 0.12, "Y2": 0.19811, "X3": 0.119, "Y3": 0.21678, "X4": 0.087, "Y4": 0.21543, "page": 0, "Index": 19}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.088, "Y1": 0.2967, "X2": 0.12, "Y2": 0.2965, "X3": 0.12, "Y3": 0.31382, "X4": 0.087, "Y4": 0.31247, "page": 0, "Index": 20}, {"Word": "--", "Confidence": 0.766, "X1": 0.967, "Y1": 0.33443, "X2": 0.966, "Y2": 0.33423, "X3": 0.957, "Y3": 0.33403, "X4": 0.958, "Y4": 0.28417, "page": 0, "Index": 21}, {"Word": "COV", "Confidence": 0.998, "X1": 0.065, "Y1": 0.35869, "X2": 0.066, "Y2": 0.35849, "X3": 0.08, "Y3": 0.35694, "X4": 0.081, "Y4": 0.39468, "page": 0, "Index": 22}, {"Word": "GC", "Confidence": 0.996, "X1": 0.065, "Y1": 0.40047, "X2": 0.065, "Y2": 0.40027, "X3": 0.081, "Y3": 0.39872, "X4": 0.081, "Y4": 0.42433, "page": 0, "Index": 23}, {"Word": "80.020", "Confidence": 0.602, "X1": 0.066, "Y1": 0.39508, "X2": 0.122, "Y2": 0.39488, "X3": 0.121, "Y3": 0.4122, "X4": 0.067, "Y4": 0.41894, "page": 0, "Index": 24}, {"Word": "Foil", "Confidence": 0.981, "X1": 0.065, "Y1": 0.43012, "X2": 0.065, "Y2": 0.42992, "X3": 0.081, "Y3": 0.42837, "X4": 0.082, "Y4": 0.45802, "page": 0, "Index": 25}, {"Word": "On", "Confidence": 0.998, "X1": 0.066, "Y1": 0.46381, "X2": 0.065, "Y2": 0.46361, "X3": 0.082, "Y3": 0.46206, "X4": 0.082, "Y4": 0.48632, "page": 0, "Index": 26}, {"Word": "Menthol", "Confidence": 0.967, "X1": 0.066, "Y1": 0.49211, "X2": 0.066, "Y2": 0.49191, "X3": 0.082, "Y3": 0.49037, "X4": 0.082, "Y4": 0.55371, "page": 0, "Index": 27}, {"Word": "0.015", "Confidence": 0.996, "X1": 0.088, "Y1": 0.49077, "X2": 0.12, "Y2": 0.49057, "X3": 0.12, "Y3": 0.50789, "X4": 0.088, "Y4": 0.50923, "page": 0, "Index": 28}, {"Word": ".", "Confidence": 0.05, "X1": 0.666, "Y1": 0.49211, "X2": 0.672, "Y2": 0.49191, "X3": 0.672, "Y3": 0.51462, "X4": 0.665, "Y4": 0.51462, "page": 0, "Index": 29}, {"Word": "1999", "Confidence": 0.991, "X1": 0.675, "Y1": 0.49211, "X2": 0.701, "Y2": 0.49191, "X3": 0.7, "Y3": 0.51328, "X4": 0.675, "Y4": 0.51462, "page": 0, "Index": 30}, {"Word": "LMCP", "Confidence": 0.985, "X1": 0.704, "Y1": 0.49211, "X2": 0.739, "Y2": 0.49191, "X3": 0.739, "Y3": 0.51193, "X4": 0.704, "Y4": 0.51328, "page": 0, "Index": 31}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.742, "Y1": 0.49077, "X2": 0.786, "Y2": 0.49057, "X3": 0.786, "Y3": 0.51193, "X4": 0.742, "Y4": 0.51193, "page": 0, "Index": 32}, {"Word": "On", "Confidence": 0.998, "X1": 0.789, "Y1": 0.49077, "X2": 0.805, "Y2": 0.49057, "X3": 0.805, "Y3": 0.51193, "X4": 0.789, "Y4": 0.51193, "page": 0, "Index": 33}, {"Word": "Foil", "Confidence": 0.656, "X1": 0.808, "Y1": 0.49077, "X2": 0.828, "Y2": 0.49057, "X3": 0.828, "Y3": 0.51193, "X4": 0.808, "Y4": 0.51193, "page": 0, "Index": 34}, {"Word": "GC", "Confidence": 0.97, "X1": 0.832, "Y1": 0.48942, "X2": 0.851, "Y2": 0.48922, "X3": 0.851, "Y3": 0.51193, "X4": 0.831, "Y4": 0.51193, "page": 0, "Index": 35}, {"Word": "COV", "Confidence": 0.994, "X1": 0.854, "Y1": 0.48807, "X2": 0.882, "Y2": 0.48787, "X3": 0.882, "Y3": 0.51193, "X4": 0.854, "Y4": 0.51193, "page": 0, "Index": 36}, {"Word": "LMCP", "Confidence": 0.99, "X1": 0.067, "Y1": 0.56085, "X2": 0.067, "Y2": 0.56065, "X3": 0.082, "Y3": 0.5591, "X4": 0.082, "Y4": 0.60627, "page": 0, "Index": 37}, {"Word": "0.010", "Confidence": 0.994, "X1": 0.09, "Y1": 0.58915, "X2": 0.121, "Y2": 0.58895, "X3": 0.121, "Y3": 0.60627, "X4": 0.09, "Y4": 0.60627, "page": 0, "Index": 38}, {"Word": "1999", "Confidence": 0.986, "X1": 0.068, "Y1": 0.61206, "X2": 0.068, "Y2": 0.61186, "X3": 0.082, "Y3": 0.61031, "X4": 0.082, "Y4": 0.64535, "page": 0, "Index": 39}, {"Word": "0.005", "Confidence": 0.995, "X1": 0.09, "Y1": 0.68618, "X2": 0.122, "Y2": 0.68598, "X3": 0.122, "Y3": 0.7033, "X4": 0.089, "Y4": 0.70196, "page": 0, "Index": 40}, {"Word": "0.000", "Confidence": 0.926, "X1": 0.091, "Y1": 0.78322, "X2": 0.123, "Y2": 0.78302, "X3": 0.123, "Y3": 0.80169, "X4": 0.091, "Y4": 0.80034, "page": 0, "Index": 41}, {"Word": "0", "Confidence": 0.63, "X1": 0.129, "Y1": 0.81287, "X2": 0.135, "Y2": 0.81267, "X3": 0.135, "Y3": 0.82595, "X4": 0.129, "Y4": 0.82595, "page": 0, "Index": 42}, {"Word": "20", "Confidence": 0.998, "X1": 0.227, "Y1": 0.80883, "X2": 0.242, "Y2": 0.80863, "X3": 0.242, "Y3": 0.82595, "X4": 0.227, "Y4": 0.82595, "page": 0, "Index": 43}, {"Word": "30", "Confidence": 0.998, "X1": 0.28, "Y1": 0.80883, "X2": 0.294, "Y2": 0.80863, "X3": 0.293, "Y3": 0.82595, "X4": 0.28, "Y4": 0.8246, "page": 0, "Index": 44}, {"Word": "40", "Confidence": 0.998, "X1": 0.328, "Y1": 0.80748, "X2": 0.343, "Y2": 0.80728, "X3": 0.343, "Y3": 0.8246, "X4": 0.328, "Y4": 0.8246, "page": 0, "Index": 45}, {"Word": "60", "Confidence": 0.995, "X1": 0.43, "Y1": 0.80883, "X2": 0.444, "Y2": 0.80863, "X3": 0.444, "Y3": 0.8246, "X4": 0.43, "Y4": 0.8246, "page": 0, "Index": 46}, {"Word": "70", "Confidence": 0.996, "X1": 0.482, "Y1": 0.80748, "X2": 0.496, "Y2": 0.80728, "X3": 0.495, "Y3": 0.8246, "X4": 0.482, "Y4": 0.82325, "page": 0, "Index": 47}, {"Word": "80", "Confidence": 0.993, "X1": 0.531, "Y1": 0.80883, "X2": 0.547, "Y2": 0.80863, "X3": 0.547, "Y3": 0.82729, "X4": 0.531, "Y4": 0.82595, "page": 0, "Index": 48}, {"Word": "90", "Confidence": 0.993, "X1": 0.583, "Y1": 0.80883, "X2": 0.598, "Y2": 0.80863, "X3": 0.598, "Y3": 0.8246, "X4": 0.584, "Y4": 0.8246, "page": 0, "Index": 49}, {"Word": "100", "Confidence": 0.998, "X1": 0.631, "Y1": 0.80883, "X2": 0.651, "Y2": 0.80863, "X3": 0.651, "Y3": 0.8246, "X4": 0.631, "Y4": 0.8246, "page": 0, "Index": 50}, {"Word": "10", "Confidence": 0.997, "X1": 0.176, "Y1": 0.81017, "X2": 0.19, "Y2": 0.80997, "X3": 0.19, "Y3": 0.82864, "X4": 0.175, "Y4": 0.82729, "page": 0, "Index": 51}, {"Word": "50", "Confidence": 0.996, "X1": 0.379, "Y1": 0.80613, "X2": 0.397, "Y2": 0.80593, "X3": 0.397, "Y3": 0.82864, "X4": 0.38, "Y4": 0.82864, "page": 0, "Index": 52}, {"Word": "Menthol", "Confidence": 0.943, "X1": 0.309, "Y1": 0.83713, "X2": 0.357, "Y2": 0.83693, "X3": 0.357, "Y3": 0.8556, "X4": 0.308, "Y4": 0.8556, "page": 0, "Index": 53}, {"Word": "On", "Confidence": 0.998, "X1": 0.36, "Y1": 0.83713, "X2": 0.377, "Y2": 0.83693, "X3": 0.377, "Y3": 0.8556, "X4": 0.359, "Y4": 0.8556, "page": 0, "Index": 54}, {"Word": "Foil", "Confidence": 0.955, "X1": 0.38, "Y1": 0.83713, "X2": 0.403, "Y2": 0.83693, "X3": 0.402, "Y3": 0.8556, "X4": 0.38, "Y4": 0.8556, "page": 0, "Index": 55}, {"Word": "GC", "Confidence": 0.998, "X1": 0.406, "Y1": 0.83713, "X2": 0.424, "Y2": 0.83693, "X3": 0.423, "Y3": 0.8556, "X4": 0.405, "Y4": 0.8556, "page": 0, "Index": 56}, {"Word": "Target", "Confidence": 0.996, "X1": 0.428, "Y1": 0.83847, "X2": 0.469, "Y2": 0.83827, "X3": 0.468, "Y3": 0.85694, "X4": 0.427, "Y4": 0.8556, "page": 0, "Index": 57}, {"Word": "DOC", "Confidence": 0.995, "X1": 0.055, "Y1": 0.89508, "X2": 0.074, "Y2": 0.89488, "X3": 0.073, "Y3": 0.90681, "X4": 0.055, "Y4": 0.90681, "page": 0, "Index": 58}, {"Word": "CODE:", "Confidence": 0.994, "X1": 0.077, "Y1": 0.89508, "X2": 0.107, "Y2": 0.89488, "X3": 0.107, "Y3": 0.90816, "X4": 0.076, "Y4": 0.90681, "page": 0, "Index": 59}, {"Word": "PO622", "Confidence": 0.655, "X1": 0.109, "Y1": 0.89508, "X2": 0.136, "Y2": 0.89488, "X3": 0.136, "Y3": 0.90816, "X4": 0.109, "Y4": 0.90816, "page": 0, "Index": 60}, {"Word": "2082919162", "Confidence": 0.993, "X1": 0.374, "Y1": 0.9436, "X2": 0.274, "Y2": 0.9434, "X3": 0.276, "Y3": 0.91624, "X4": 0.375, "Y4": 0.92298, "page": 0, "Index": 61}, {"Word": "PILENAME:", "Confidence": 0.955, "X1": 0.055, "Y1": 0.9126, "X2": 0.108, "Y2": 0.9124, "X3": 0.107, "Y3": 0.92568, "X4": 0.054, "Y4": 0.92568, "page": 0, "Index": 62}, {"Word": "\"9991", "Confidence": 0.594, "X1": 0.11, "Y1": 0.9126, "X2": 0.133, "Y2": 0.9124, "X3": 0.133, "Y3": 0.92568, "X4": 0.109, "Y4": 0.92568, "page": 0, "Index": 63}, {"Word": "MCPMORSUM", "Confidence": 0.479, "X1": 0.135, "Y1": 0.91125, "X2": 0.197, "Y2": 0.91105, "X3": 0.197, "Y3": 0.92433, "X4": 0.135, "Y4": 0.92568, "page": 0, "Index": 64}, {"Word": "3/23/00", "Confidence": 0.991, "X1": 0.055, "Y1": 0.92877, "X2": 0.086, "Y2": 0.92857, "X3": 0.086, "Y3": 0.9432, "X4": 0.055, "Y4": 0.9432, "page": 0, "Index": 65}, {"Word": "1:25", "Confidence": 0.901, "X1": 0.093, "Y1": 0.92877, "X2": 0.11, "Y2": 0.92857, "X3": 0.11, "Y3": 0.9432, "X4": 0.093, "Y4": 0.9432, "page": 0, "Index": 66}, {"Word": "PM", "Confidence": 0.998, "X1": 0.112, "Y1": 0.92877, "X2": 0.125, "Y2": 0.92857, "X3": 0.124, "Y3": 0.9432, "X4": 0.112, "Y4": 0.9432, "page": 0, "Index": 67}]}
|
"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"
|
ffyv0069
| 6 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.973, "X1": 0.047, "Y1": 0.03255, "X2": 0.142, "Y2": 0.03235, "X3": 0.143, "Y3": 0.05101, "X4": 0.047, "Y4": 0.05236, "page": 0}, {"Word": "I'M USA CONFIDENTIAL", "Confidence": 0.64867, "X1": 0.738, "Y1": 0.02985, "X2": 0.888, "Y2": 0.02965, "X3": 0.888, "Y3": 0.04967, "X4": 0.738, "Y4": 0.05236, "page": 0}, {"Word": "1999 Menthol On Foil GC Cpk Process Capability Value versus Menthol On Foil GC Target", "Confidence": 0.9866, "X1": 0.153, "Y1": 0.1161, "X2": 0.784, "Y2": 0.1159, "X3": 0.784, "Y3": 0.14131, "X4": 0.153, "Y4": 0.14266, "page": 0}, {"Word": "1.00", "Confidence": 0.936, "X1": 0.089, "Y1": 0.18618, "X2": 0.116, "Y2": 0.18598, "X3": 0.115, "Y3": 0.20196, "X4": 0.089, "Y4": 0.20196, "page": 0}, {"Word": "1999 LMCP Menthal On Foil GC Cpk Process Capability Value", "Confidence": 0.9488, "X1": 0.068, "Y1": 0.24009, "X2": 0.066, "Y2": 0.23989, "X3": 0.082, "Y3": 0.23834, "X4": 0.084, "Y4": 0.72756, "page": 0}, {"Word": "0.00", "Confidence": 0.626, "X1": 0.089, "Y1": 0.24414, "X2": 0.113, "Y2": 0.24394, "X3": 0.113, "Y3": 0.25991, "X4": 0.089, "Y4": 0.25991, "page": 0}, {"Word": "0.80", "Confidence": 0.932, "X1": 0.09, "Y1": 0.30209, "X2": 0.116, "Y2": 0.30189, "X3": 0.116, "Y3": 0.31651, "X4": 0.09, "Y4": 0.31786, "page": 0}, {"Word": "0.70", "Confidence": 0.994, "X1": 0.091, "Y1": 0.36139, "X2": 0.115, "Y2": 0.36119, "X3": 0.115, "Y3": 0.37716, "X4": 0.091, "Y4": 0.37581, "page": 0}, {"Word": "0.60", "Confidence": 0.955, "X1": 0.091, "Y1": 0.41799, "X2": 0.117, "Y2": 0.41779, "X3": 0.117, "Y3": 0.43107, "X4": 0.091, "Y4": 0.43107, "page": 0}, {"Word": "1999 Menthol On Foll GC Cpk Process !", "Confidence": 0.86288, "X1": 0.664, "Y1": 0.46112, "X2": 0.883, "Y2": 0.46092, "X3": 0.883, "Y3": 0.48093, "X4": 0.664, "Y4": 0.48093, "page": 0}, {"Word": "0.50", "Confidence": 0.895, "X1": 0.09, "Y1": 0.47594, "X2": 0.116, "Y2": 0.47574, "X3": 0.115, "Y3": 0.49037, "X4": 0.091, "Y4": 0.49037, "page": 0}, {"Word": "Capability Value", "Confidence": 0.9925, "X1": 0.664, "Y1": 0.48268, "X2": 0.753, "Y2": 0.48248, "X3": 0.753, "Y3": 0.50115, "X4": 0.664, "Y4": 0.50115, "page": 0}, {"Word": "0.40", "Confidence": 0.938, "X1": 0.092, "Y1": 0.53389, "X2": 0.115, "Y2": 0.53369, "X3": 0.114, "Y3": 0.54967, "X4": 0.091, "Y4": 0.54832, "page": 0}, {"Word": "0.30", "Confidence": 0.982, "X1": 0.091, "Y1": 0.58915, "X2": 0.119, "Y2": 0.58895, "X3": 0.118, "Y3": 0.60627, "X4": 0.091, "Y4": 0.60627, "page": 0}, {"Word": "0.20", "Confidence": 0.987, "X1": 0.09, "Y1": 0.6471, "X2": 0.117, "Y2": 0.6469, "X3": 0.117, "Y3": 0.66422, "X4": 0.09, "Y4": 0.66287, "page": 0}, {"Word": "0.10", "Confidence": 0.956, "X1": 0.092, "Y1": 0.7037, "X2": 0.119, "Y2": 0.7035, "X3": 0.118, "Y3": 0.71948, "X4": 0.092, "Y4": 0.72217, "page": 0}, {"Word": "0.00", "Confidence": 0.955, "X1": 0.093, "Y1": 0.763, "X2": 0.117, "Y2": 0.7628, "X3": 0.118, "Y3": 0.77743, "X4": 0.093, "Y4": 0.77743, "page": 0}, {"Word": "1.", "Confidence": 0.881, "X1": 0.5, "Y1": 0.75492, "X2": 0.513, "Y2": 0.75472, "X3": 0.513, "Y3": 0.76934, "X4": 0.499, "Y4": 0.76799, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.168, "Y1": 0.78726, "X2": 0.187, "Y2": 0.78706, "X3": 0.187, "Y3": 0.80303, "X4": 0.168, "Y4": 0.80169, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.188, "Y1": 0.78726, "X2": 0.235, "Y2": 0.78706, "X3": 0.236, "Y3": 0.80438, "X4": 0.188, "Y4": 0.80843, "page": 0}, {"Word": "30", "Confidence": 0.997, "X1": 0.266, "Y1": 0.78861, "X2": 0.285, "Y2": 0.78841, "X3": 0.286, "Y3": 0.80303, "X4": 0.266, "Y4": 0.80303, "page": 0}, {"Word": "40", "Confidence": 0.998, "X1": 0.317, "Y1": 0.78861, "X2": 0.337, "Y2": 0.78841, "X3": 0.337, "Y3": 0.80303, "X4": 0.317, "Y4": 0.80438, "page": 0}, {"Word": "50", "Confidence": 0.998, "X1": 0.339, "Y1": 0.78726, "X2": 0.386, "Y2": 0.78706, "X3": 0.387, "Y3": 0.80573, "X4": 0.339, "Y4": 0.80843, "page": 0}, {"Word": "60", "Confidence": 0.998, "X1": 0.402, "Y1": 0.78726, "X2": 0.438, "Y2": 0.78706, "X3": 0.438, "Y3": 0.80573, "X4": 0.402, "Y4": 0.80843, "page": 0}, {"Word": "70", "Confidence": 0.998, "X1": 0.469, "Y1": 0.78591, "X2": 0.488, "Y2": 0.78571, "X3": 0.489, "Y3": 0.80438, "X4": 0.469, "Y4": 0.80438, "page": 0}, {"Word": "80 90", "Confidence": 0.9975, "X1": 0.491, "Y1": 0.78591, "X2": 0.591, "Y2": 0.78571, "X3": 0.591, "Y3": 0.80708, "X4": 0.491, "Y4": 0.80843, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.619, "Y1": 0.78726, "X2": 0.641, "Y2": 0.78706, "X3": 0.641, "Y3": 0.80303, "X4": 0.62, "Y4": 0.80438, "page": 0}, {"Word": "Menthol On Foll GC Target", "Confidence": 0.9834, "X1": 0.297, "Y1": 0.81826, "X2": 0.459, "Y2": 0.81806, "X3": 0.459, "Y3": 0.83807, "X4": 0.297, "Y4": 0.83807, "page": 0}, {"Word": "DOC CODE: PO622", "Confidence": 0.84067, "X1": 0.052, "Y1": 0.87486, "X2": 0.135, "Y2": 0.87466, "X3": 0.135, "Y3": 0.88659, "X4": 0.052, "Y4": 0.88794, "page": 0}, {"Word": "FILENAME: 19991.MCPMOFSUM", "Confidence": 0.4005, "X1": 0.052, "Y1": 0.89104, "X2": 0.199, "Y2": 0.89084, "X3": 0.199, "Y3": 0.90411, "X4": 0.052, "Y4": 0.90546, "page": 0}, {"Word": "2/23:00 2.23 PM", "Confidence": 0.67267, "X1": 0.053, "Y1": 0.9099, "X2": 0.128, "Y2": 0.9097, "X3": 0.128, "Y3": 0.92433, "X4": 0.053, "Y4": 0.92433, "page": 0}, {"Word": "2082919168", "Confidence": 0.991, "X1": 0.365, "Y1": 0.94899, "X2": 0.266, "Y2": 0.94879, "X3": 0.266, "Y3": 0.92433, "X4": 0.365, "Y4": 0.92433, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.951, "X1": 0.048, "Y1": 0.03389, "X2": 0.099, "Y2": 0.03369, "X3": 0.099, "Y3": 0.05101, "X4": 0.049, "Y4": 0.05236, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.995, "X1": 0.101, "Y1": 0.03255, "X2": 0.141, "Y2": 0.03235, "X3": 0.14, "Y3": 0.05236, "X4": 0.101, "Y4": 0.05101, "page": 0, "Index": 1}, {"Word": "I'M", "Confidence": 0.049, "X1": 0.738, "Y1": 0.03255, "X2": 0.755, "Y2": 0.03235, "X3": 0.756, "Y3": 0.05101, "X4": 0.738, "Y4": 0.05236, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.997, "X1": 0.76, "Y1": 0.0312, "X2": 0.785, "Y2": 0.031, "X3": 0.785, "Y3": 0.05101, "X4": 0.761, "Y4": 0.05101, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.9, "X1": 0.788, "Y1": 0.02985, "X2": 0.885, "Y2": 0.02965, "X3": 0.884, "Y3": 0.05101, "X4": 0.788, "Y4": 0.05101, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.997, "X1": 0.153, "Y1": 0.1188, "X2": 0.184, "Y2": 0.1186, "X3": 0.184, "Y3": 0.14266, "X4": 0.154, "Y4": 0.14266, "page": 0, "Index": 5}, {"Word": "Menthol", "Confidence": 0.992, "X1": 0.187, "Y1": 0.1188, "X2": 0.244, "Y2": 0.1186, "X3": 0.245, "Y3": 0.144, "X4": 0.188, "Y4": 0.14266, "page": 0, "Index": 6}, {"Word": "On", "Confidence": 0.998, "X1": 0.248, "Y1": 0.1188, "X2": 0.268, "Y2": 0.1186, "X3": 0.269, "Y3": 0.144, "X4": 0.249, "Y4": 0.144, "page": 0, "Index": 7}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.272, "Y1": 0.11745, "X2": 0.299, "Y2": 0.11725, "X3": 0.299, "Y3": 0.144, "X4": 0.273, "Y4": 0.144, "page": 0, "Index": 8}, {"Word": "GC", "Confidence": 0.991, "X1": 0.303, "Y1": 0.11745, "X2": 0.324, "Y2": 0.11725, "X3": 0.325, "Y3": 0.144, "X4": 0.303, "Y4": 0.144, "page": 0, "Index": 9}, {"Word": "Cpk", "Confidence": 0.953, "X1": 0.328, "Y1": 0.11745, "X2": 0.357, "Y2": 0.11725, "X3": 0.358, "Y3": 0.144, "X4": 0.328, "Y4": 0.144, "page": 0, "Index": 10}, {"Word": "Process", "Confidence": 0.991, "X1": 0.361, "Y1": 0.11745, "X2": 0.418, "Y2": 0.11725, "X3": 0.418, "Y3": 0.144, "X4": 0.361, "Y4": 0.144, "page": 0, "Index": 11}, {"Word": "Capability", "Confidence": 0.992, "X1": 0.422, "Y1": 0.11745, "X2": 0.493, "Y2": 0.11725, "X3": 0.493, "Y3": 0.144, "X4": 0.422, "Y4": 0.144, "page": 0, "Index": 12}, {"Word": "Value", "Confidence": 0.996, "X1": 0.497, "Y1": 0.11745, "X2": 0.537, "Y2": 0.11725, "X3": 0.537, "Y3": 0.144, "X4": 0.497, "Y4": 0.144, "page": 0, "Index": 13}, {"Word": "versus", "Confidence": 0.994, "X1": 0.541, "Y1": 0.11745, "X2": 0.589, "Y2": 0.11725, "X3": 0.589, "Y3": 0.144, "X4": 0.541, "Y4": 0.144, "page": 0, "Index": 14}, {"Word": "Menthol", "Confidence": 0.981, "X1": 0.593, "Y1": 0.11745, "X2": 0.65, "Y2": 0.11725, "X3": 0.65, "Y3": 0.14266, "X4": 0.593, "Y4": 0.144, "page": 0, "Index": 15}, {"Word": "On", "Confidence": 0.997, "X1": 0.654, "Y1": 0.11745, "X2": 0.674, "Y2": 0.11725, "X3": 0.674, "Y3": 0.14266, "X4": 0.654, "Y4": 0.14266, "page": 0, "Index": 16}, {"Word": "Foil", "Confidence": 0.985, "X1": 0.678, "Y1": 0.11745, "X2": 0.704, "Y2": 0.11725, "X3": 0.705, "Y3": 0.14266, "X4": 0.678, "Y4": 0.14266, "page": 0, "Index": 17}, {"Word": "GC", "Confidence": 0.996, "X1": 0.708, "Y1": 0.11745, "X2": 0.731, "Y2": 0.11725, "X3": 0.731, "Y3": 0.14266, "X4": 0.709, "Y4": 0.14266, "page": 0, "Index": 18}, {"Word": "Target", "Confidence": 0.945, "X1": 0.735, "Y1": 0.11745, "X2": 0.785, "Y2": 0.11725, "X3": 0.785, "Y3": 0.14266, "X4": 0.735, "Y4": 0.14266, "page": 0, "Index": 19}, {"Word": "1.00", "Confidence": 0.936, "X1": 0.09, "Y1": 0.18484, "X2": 0.115, "Y2": 0.18464, "X3": 0.114, "Y3": 0.20196, "X4": 0.089, "Y4": 0.20061, "page": 0, "Index": 20}, {"Word": "Value", "Confidence": 0.862, "X1": 0.067, "Y1": 0.24414, "X2": 0.066, "Y2": 0.24394, "X3": 0.083, "Y3": 0.24239, "X4": 0.083, "Y4": 0.28821, "page": 0, "Index": 21}, {"Word": "0.00", "Confidence": 0.626, "X1": 0.09, "Y1": 0.24414, "X2": 0.113, "Y2": 0.24394, "X3": 0.113, "Y3": 0.25991, "X4": 0.09, "Y4": 0.25991, "page": 0, "Index": 22}, {"Word": "Capability", "Confidence": 0.991, "X1": 0.067, "Y1": 0.294, "X2": 0.067, "Y2": 0.2938, "X3": 0.083, "Y3": 0.2936, "X4": 0.083, "Y4": 0.37177, "page": 0, "Index": 23}, {"Word": "0.80", "Confidence": 0.932, "X1": 0.09, "Y1": 0.30209, "X2": 0.114, "Y2": 0.30189, "X3": 0.114, "Y3": 0.31651, "X4": 0.09, "Y4": 0.31786, "page": 0, "Index": 24}, {"Word": "Process", "Confidence": 0.993, "X1": 0.067, "Y1": 0.37756, "X2": 0.067, "Y2": 0.37736, "X3": 0.083, "Y3": 0.37581, "X4": 0.083, "Y4": 0.4405, "page": 0, "Index": 25}, {"Word": "0.70", "Confidence": 0.994, "X1": 0.091, "Y1": 0.36139, "X2": 0.115, "Y2": 0.36119, "X3": 0.115, "Y3": 0.37716, "X4": 0.091, "Y4": 0.37716, "page": 0, "Index": 26}, {"Word": "0.60", "Confidence": 0.955, "X1": 0.091, "Y1": 0.41799, "X2": 0.114, "Y2": 0.41779, "X3": 0.115, "Y3": 0.43107, "X4": 0.091, "Y4": 0.43107, "page": 0, "Index": 27}, {"Word": "Cpk", "Confidence": 0.941, "X1": 0.068, "Y1": 0.44629, "X2": 0.067, "Y2": 0.44609, "X3": 0.083, "Y3": 0.44454, "X4": 0.083, "Y4": 0.47689, "page": 0, "Index": 28}, {"Word": "GC", "Confidence": 0.995, "X1": 0.068, "Y1": 0.48268, "X2": 0.068, "Y2": 0.48248, "X3": 0.083, "Y3": 0.48093, "X4": 0.083, "Y4": 0.50654, "page": 0, "Index": 29}, {"Word": "1999", "Confidence": 0.776, "X1": 0.664, "Y1": 0.46246, "X2": 0.689, "Y2": 0.46226, "X3": 0.689, "Y3": 0.48093, "X4": 0.664, "Y4": 0.48093, "page": 0, "Index": 30}, {"Word": "Menthol", "Confidence": 0.827, "X1": 0.692, "Y1": 0.46112, "X2": 0.735, "Y2": 0.46092, "X3": 0.735, "Y3": 0.48228, "X4": 0.692, "Y4": 0.48093, "page": 0, "Index": 31}, {"Word": "On", "Confidence": 0.997, "X1": 0.738, "Y1": 0.46112, "X2": 0.755, "Y2": 0.46092, "X3": 0.755, "Y3": 0.48228, "X4": 0.738, "Y4": 0.48228, "page": 0, "Index": 32}, {"Word": "Foll", "Confidence": 0.929, "X1": 0.758, "Y1": 0.46112, "X2": 0.779, "Y2": 0.46092, "X3": 0.779, "Y3": 0.48228, "X4": 0.758, "Y4": 0.48228, "page": 0, "Index": 33}, {"Word": "GC", "Confidence": 0.96, "X1": 0.782, "Y1": 0.46112, "X2": 0.801, "Y2": 0.46092, "X3": 0.801, "Y3": 0.48228, "X4": 0.782, "Y4": 0.48228, "page": 0, "Index": 34}, {"Word": "Cpk", "Confidence": 0.937, "X1": 0.804, "Y1": 0.46112, "X2": 0.827, "Y2": 0.46092, "X3": 0.827, "Y3": 0.48228, "X4": 0.804, "Y4": 0.48228, "page": 0, "Index": 35}, {"Word": "Process", "Confidence": 0.958, "X1": 0.83, "Y1": 0.46112, "X2": 0.874, "Y2": 0.46092, "X3": 0.874, "Y3": 0.48228, "X4": 0.83, "Y4": 0.48228, "page": 0, "Index": 36}, {"Word": "!", "Confidence": 0.519, "X1": 0.877, "Y1": 0.46112, "X2": 0.883, "Y2": 0.46092, "X3": 0.883, "Y3": 0.48228, "X4": 0.877, "Y4": 0.48228, "page": 0, "Index": 37}, {"Word": "0.50", "Confidence": 0.895, "X1": 0.091, "Y1": 0.47459, "X2": 0.115, "Y2": 0.47439, "X3": 0.115, "Y3": 0.49037, "X4": 0.09, "Y4": 0.48902, "page": 0, "Index": 38}, {"Word": "Capability", "Confidence": 0.991, "X1": 0.664, "Y1": 0.48403, "X2": 0.717, "Y2": 0.48383, "X3": 0.717, "Y3": 0.50115, "X4": 0.664, "Y4": 0.50115, "page": 0, "Index": 39}, {"Word": "Value", "Confidence": 0.994, "X1": 0.72, "Y1": 0.48403, "X2": 0.752, "Y2": 0.48383, "X3": 0.751, "Y3": 0.5025, "X4": 0.719, "Y4": 0.50115, "page": 0, "Index": 40}, {"Word": "Foil", "Confidence": 0.939, "X1": 0.068, "Y1": 0.51233, "X2": 0.068, "Y2": 0.51213, "X3": 0.083, "Y3": 0.51058, "X4": 0.083, "Y4": 0.54023, "page": 0, "Index": 41}, {"Word": "On", "Confidence": 0.997, "X1": 0.068, "Y1": 0.54602, "X2": 0.068, "Y2": 0.54582, "X3": 0.083, "Y3": 0.54427, "X4": 0.083, "Y4": 0.56719, "page": 0, "Index": 42}, {"Word": "0.40", "Confidence": 0.938, "X1": 0.092, "Y1": 0.53389, "X2": 0.115, "Y2": 0.53369, "X3": 0.115, "Y3": 0.54967, "X4": 0.091, "Y4": 0.54832, "page": 0, "Index": 43}, {"Word": "Menthal", "Confidence": 0.797, "X1": 0.069, "Y1": 0.57163, "X2": 0.068, "Y2": 0.57143, "X3": 0.083, "Y3": 0.57123, "X4": 0.083, "Y4": 0.63457, "page": 0, "Index": 44}, {"Word": "0.30", "Confidence": 0.982, "X1": 0.091, "Y1": 0.58915, "X2": 0.116, "Y2": 0.58895, "X3": 0.117, "Y3": 0.60627, "X4": 0.092, "Y4": 0.60627, "page": 0, "Index": 45}, {"Word": "LMCP", "Confidence": 0.986, "X1": 0.069, "Y1": 0.64036, "X2": 0.069, "Y2": 0.64016, "X3": 0.083, "Y3": 0.63996, "X4": 0.084, "Y4": 0.68713, "page": 0, "Index": 46}, {"Word": "0.20", "Confidence": 0.987, "X1": 0.092, "Y1": 0.6471, "X2": 0.117, "Y2": 0.6469, "X3": 0.117, "Y3": 0.66422, "X4": 0.092, "Y4": 0.66422, "page": 0, "Index": 47}, {"Word": "1999", "Confidence": 0.987, "X1": 0.07, "Y1": 0.69292, "X2": 0.069, "Y2": 0.69272, "X3": 0.084, "Y3": 0.69252, "X4": 0.084, "Y4": 0.72622, "page": 0, "Index": 48}, {"Word": "0.10", "Confidence": 0.956, "X1": 0.092, "Y1": 0.7037, "X2": 0.115, "Y2": 0.7035, "X3": 0.116, "Y3": 0.71813, "X4": 0.092, "Y4": 0.72082, "page": 0, "Index": 49}, {"Word": "0.00", "Confidence": 0.955, "X1": 0.093, "Y1": 0.763, "X2": 0.117, "Y2": 0.7628, "X3": 0.117, "Y3": 0.77608, "X4": 0.093, "Y4": 0.77743, "page": 0, "Index": 50}, {"Word": "1.", "Confidence": 0.881, "X1": 0.502, "Y1": 0.75357, "X2": 0.514, "Y2": 0.75337, "X3": 0.512, "Y3": 0.76934, "X4": 0.501, "Y4": 0.76799, "page": 0, "Index": 51}, {"Word": "10", "Confidence": 0.998, "X1": 0.169, "Y1": 0.78726, "X2": 0.182, "Y2": 0.78706, "X3": 0.182, "Y3": 0.80303, "X4": 0.169, "Y4": 0.80169, "page": 0, "Index": 52}, {"Word": "20", "Confidence": 0.998, "X1": 0.218, "Y1": 0.78726, "X2": 0.235, "Y2": 0.78706, "X3": 0.235, "Y3": 0.80708, "X4": 0.219, "Y4": 0.80708, "page": 0, "Index": 53}, {"Word": "30", "Confidence": 0.997, "X1": 0.269, "Y1": 0.78726, "X2": 0.282, "Y2": 0.78706, "X3": 0.282, "Y3": 0.80303, "X4": 0.269, "Y4": 0.80303, "page": 0, "Index": 54}, {"Word": "40", "Confidence": 0.998, "X1": 0.318, "Y1": 0.78861, "X2": 0.332, "Y2": 0.78841, "X3": 0.333, "Y3": 0.80438, "X4": 0.318, "Y4": 0.80438, "page": 0, "Index": 55}, {"Word": "50", "Confidence": 0.998, "X1": 0.368, "Y1": 0.78861, "X2": 0.384, "Y2": 0.78841, "X3": 0.384, "Y3": 0.80438, "X4": 0.369, "Y4": 0.80708, "page": 0, "Index": 56}, {"Word": "60", "Confidence": 0.998, "X1": 0.419, "Y1": 0.78726, "X2": 0.436, "Y2": 0.78706, "X3": 0.436, "Y3": 0.80708, "X4": 0.42, "Y4": 0.80708, "page": 0, "Index": 57}, {"Word": "70", "Confidence": 0.998, "X1": 0.47, "Y1": 0.78591, "X2": 0.485, "Y2": 0.78571, "X3": 0.485, "Y3": 0.80438, "X4": 0.471, "Y4": 0.80438, "page": 0, "Index": 58}, {"Word": "90", "Confidence": 0.998, "X1": 0.57, "Y1": 0.78726, "X2": 0.587, "Y2": 0.78706, "X3": 0.588, "Y3": 0.80573, "X4": 0.571, "Y4": 0.80708, "page": 0, "Index": 59}, {"Word": "100", "Confidence": 0.998, "X1": 0.619, "Y1": 0.78726, "X2": 0.64, "Y2": 0.78706, "X3": 0.64, "Y3": 0.80303, "X4": 0.62, "Y4": 0.80438, "page": 0, "Index": 60}, {"Word": "80", "Confidence": 0.997, "X1": 0.519, "Y1": 0.78861, "X2": 0.536, "Y2": 0.78841, "X3": 0.536, "Y3": 0.80843, "X4": 0.519, "Y4": 0.80843, "page": 0, "Index": 61}, {"Word": "Menthol", "Confidence": 0.944, "X1": 0.298, "Y1": 0.81826, "X2": 0.345, "Y2": 0.81806, "X3": 0.344, "Y3": 0.83673, "X4": 0.297, "Y4": 0.83807, "page": 0, "Index": 62}, {"Word": "On", "Confidence": 0.997, "X1": 0.348, "Y1": 0.81826, "X2": 0.365, "Y2": 0.81806, "X3": 0.364, "Y3": 0.83673, "X4": 0.347, "Y4": 0.83673, "page": 0, "Index": 63}, {"Word": "Foll", "Confidence": 0.982, "X1": 0.368, "Y1": 0.81826, "X2": 0.392, "Y2": 0.81806, "X3": 0.391, "Y3": 0.83807, "X4": 0.367, "Y4": 0.83673, "page": 0, "Index": 64}, {"Word": "GC", "Confidence": 0.997, "X1": 0.395, "Y1": 0.81826, "X2": 0.412, "Y2": 0.81806, "X3": 0.412, "Y3": 0.83807, "X4": 0.394, "Y4": 0.83807, "page": 0, "Index": 65}, {"Word": "Target", "Confidence": 0.997, "X1": 0.416, "Y1": 0.81826, "X2": 0.457, "Y2": 0.81806, "X3": 0.456, "Y3": 0.83942, "X4": 0.416, "Y4": 0.83807, "page": 0, "Index": 66}, {"Word": "DOC", "Confidence": 0.981, "X1": 0.053, "Y1": 0.87621, "X2": 0.073, "Y2": 0.87601, "X3": 0.073, "Y3": 0.88794, "X4": 0.053, "Y4": 0.88929, "page": 0, "Index": 67}, {"Word": "CODE:", "Confidence": 0.919, "X1": 0.076, "Y1": 0.87621, "X2": 0.107, "Y2": 0.87601, "X3": 0.106, "Y3": 0.88794, "X4": 0.075, "Y4": 0.88794, "page": 0, "Index": 68}, {"Word": "PO622", "Confidence": 0.622, "X1": 0.108, "Y1": 0.87486, "X2": 0.135, "Y2": 0.87466, "X3": 0.134, "Y3": 0.88794, "X4": 0.108, "Y4": 0.88794, "page": 0, "Index": 69}, {"Word": "FILENAME:", "Confidence": 0.26, "X1": 0.053, "Y1": 0.89373, "X2": 0.107, "Y2": 0.89353, "X3": 0.107, "Y3": 0.90546, "X4": 0.053, "Y4": 0.90546, "page": 0, "Index": 70}, {"Word": "19991.MCPMOFSUM", "Confidence": 0.541, "X1": 0.109, "Y1": 0.89238, "X2": 0.195, "Y2": 0.89218, "X3": 0.195, "Y3": 0.90546, "X4": 0.109, "Y4": 0.90546, "page": 0, "Index": 71}, {"Word": "2/23:00", "Confidence": 0.603, "X1": 0.054, "Y1": 0.91125, "X2": 0.086, "Y2": 0.91105, "X3": 0.086, "Y3": 0.92433, "X4": 0.054, "Y4": 0.92433, "page": 0, "Index": 72}, {"Word": "2.23", "Confidence": 0.814, "X1": 0.092, "Y1": 0.91125, "X2": 0.109, "Y2": 0.91105, "X3": 0.109, "Y3": 0.92433, "X4": 0.092, "Y4": 0.92433, "page": 0, "Index": 73}, {"Word": "PM", "Confidence": 0.601, "X1": 0.111, "Y1": 0.91125, "X2": 0.124, "Y2": 0.91105, "X3": 0.124, "Y3": 0.92433, "X4": 0.111, "Y4": 0.92433, "page": 0, "Index": 74}, {"Word": "2082919168", "Confidence": 0.991, "X1": 0.365, "Y1": 0.95033, "X2": 0.27, "Y2": 0.95013, "X3": 0.27, "Y3": 0.92568, "X4": 0.365, "Y4": 0.92433, "page": 0, "Index": 75}]}
|
"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"
|
ffyv0069
| 4 |
{"lines_data": [{"Word": "Revision: 3/23:00", "Confidence": 0.8925, "X1": 0.049, "Y1": 0.02042, "X2": 0.143, "Y2": 0.02022, "X3": 0.143, "Y3": 0.03888, "X4": 0.049, "Y4": 0.04023, "page": 0}, {"Word": "PM USA CONFIDENTIAL", "Confidence": 0.98833, "X1": 0.743, "Y1": 0.02042, "X2": 0.893, "Y2": 0.02022, "X3": 0.894, "Y3": 0.04158, "X4": 0.743, "Y4": 0.04158, "page": 0}, {"Word": "1999 Menthol On Foil GC Cp Process Capability Value versus Menthol On Foil GC Target", "Confidence": 0.98607, "X1": 0.156, "Y1": 0.10802, "X2": 0.787, "Y2": 0.10782, "X3": 0.787, "Y3": 0.13322, "X4": 0.156, "Y4": 0.13322, "page": 0}, {"Word": "1.00", "Confidence": 0.883, "X1": 0.093, "Y1": 0.1754, "X2": 0.115, "Y2": 0.1752, "X3": 0.114, "Y3": 0.19117, "X4": 0.092, "Y4": 0.18983, "page": 0}, {"Word": "- ---------", "Confidence": 0.6015, "X1": 0.959, "Y1": 0.20101, "X2": 0.962, "Y2": 0.20081, "X3": 0.953, "Y3": 0.20061, "X4": 0.951, "Y4": 0.04158, "page": 0}, {"Word": "1999 LMCP Menthol On Foll GC Cp Process Capability Value", "Confidence": 0.9496, "X1": 0.067, "Y1": 0.2347, "X2": 0.066, "Y2": 0.2345, "X3": 0.082, "Y3": 0.2343, "X4": 0.083, "Y4": 0.71409, "page": 0}, {"Word": "0.90", "Confidence": 0.991, "X1": 0.092, "Y1": 0.23335, "X2": 0.116, "Y2": 0.23315, "X3": 0.115, "Y3": 0.24913, "X4": 0.091, "Y4": 0.24913, "page": 0}, {"Word": "---", "Confidence": 0.232, "X1": 0.963, "Y1": 0.27378, "X2": 0.962, "Y2": 0.27358, "X3": 0.952, "Y3": 0.27204, "X4": 0.953, "Y4": 0.21813, "page": 0}, {"Word": "0.80", "Confidence": 0.789, "X1": 0.089, "Y1": 0.29131, "X2": 0.116, "Y2": 0.29111, "X3": 0.116, "Y3": 0.30573, "X4": 0.089, "Y4": 0.30438, "page": 0}, {"Word": "0.70", "Confidence": 0.987, "X1": 0.091, "Y1": 0.34926, "X2": 0.115, "Y2": 0.34906, "X3": 0.114, "Y3": 0.36503, "X4": 0.09, "Y4": 0.36503, "page": 0}, {"Word": "-", "Confidence": 0.828, "X1": 0.965, "Y1": 0.36408, "X2": 0.967, "Y2": 0.36388, "X3": 0.955, "Y3": 0.36368, "X4": 0.954, "Y4": 0.30303, "page": 0}, {"Word": "0.60", "Confidence": 0.969, "X1": 0.091, "Y1": 0.40721, "X2": 0.114, "Y2": 0.40701, "X3": 0.114, "Y3": 0.42298, "X4": 0.09, "Y4": 0.42298, "page": 0}, {"Word": "-", "Confidence": 0.826, "X1": 0.968, "Y1": 0.43147, "X2": 0.968, "Y2": 0.43127, "X3": 0.954, "Y3": 0.43107, "X4": 0.955, "Y4": 0.3812, "page": 0}, {"Word": "1999 Menthol On Foil GC Cp Process !", "Confidence": 0.957, "X1": 0.674, "Y1": 0.45573, "X2": 0.888, "Y2": 0.45553, "X3": 0.888, "Y3": 0.47285, "X4": 0.674, "Y4": 0.47285, "page": 0}, {"Word": "0.50", "Confidence": 0.983, "X1": 0.089, "Y1": 0.46516, "X2": 0.115, "Y2": 0.46496, "X3": 0.115, "Y3": 0.48093, "X4": 0.089, "Y4": 0.47958, "page": 0}, {"Word": "Capability Value", "Confidence": 0.913, "X1": 0.672, "Y1": 0.47594, "X2": 0.762, "Y2": 0.47574, "X3": 0.762, "Y3": 0.49576, "X4": 0.672, "Y4": 0.49441, "page": 0}, {"Word": "0.40", "Confidence": 0.985, "X1": 0.091, "Y1": 0.52311, "X2": 0.117, "Y2": 0.52291, "X3": 0.116, "Y3": 0.53888, "X4": 0.091, "Y4": 0.53888, "page": 0}, {"Word": "0.30", "Confidence": 0.78, "X1": 0.092, "Y1": 0.57971, "X2": 0.116, "Y2": 0.57951, "X3": 0.114, "Y3": 0.59414, "X4": 0.091, "Y4": 0.59414, "page": 0}, {"Word": "0.20", "Confidence": 0.982, "X1": 0.091, "Y1": 0.63632, "X2": 0.115, "Y2": 0.63612, "X3": 0.114, "Y3": 0.65344, "X4": 0.091, "Y4": 0.65344, "page": 0}, {"Word": "0.10", "Confidence": 0.988, "X1": 0.089, "Y1": 0.69427, "X2": 0.116, "Y2": 0.69407, "X3": 0.115, "Y3": 0.71139, "X4": 0.09, "Y4": 0.71274, "page": 0}, {"Word": "0.00", "Confidence": 0.982, "X1": 0.09, "Y1": 0.75087, "X2": 0.118, "Y2": 0.75067, "X3": 0.117, "Y3": 0.76934, "X4": 0.09, "Y4": 0.77069, "page": 0}, {"Word": "0", "Confidence": 0.672, "X1": 0.12, "Y1": 0.78052, "X2": 0.128, "Y2": 0.78032, "X3": 0.129, "Y3": 0.79225, "X4": 0.121, "Y4": 0.7936, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.168, "Y1": 0.77783, "X2": 0.187, "Y2": 0.77763, "X3": 0.186, "Y3": 0.7936, "X4": 0.168, "Y4": 0.7936, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.216, "Y1": 0.77648, "X2": 0.236, "Y2": 0.77628, "X3": 0.236, "Y3": 0.79495, "X4": 0.216, "Y4": 0.79495, "page": 0}, {"Word": "30", "Confidence": 0.998, "X1": 0.266, "Y1": 0.77783, "X2": 0.287, "Y2": 0.77763, "X3": 0.287, "Y3": 0.79495, "X4": 0.266, "Y4": 0.7936, "page": 0}, {"Word": "40", "Confidence": 0.998, "X1": 0.32, "Y1": 0.77783, "X2": 0.368, "Y2": 0.77763, "X3": 0.368, "Y3": 0.79764, "X4": 0.319, "Y4": 0.7963, "page": 0}, {"Word": "50", "Confidence": 0.997, "X1": 0.369, "Y1": 0.77783, "X2": 0.391, "Y2": 0.77763, "X3": 0.39, "Y3": 0.7936, "X4": 0.368, "Y4": 0.7936, "page": 0}, {"Word": "60", "Confidence": 0.997, "X1": 0.422, "Y1": 0.77783, "X2": 0.443, "Y2": 0.77763, "X3": 0.442, "Y3": 0.7936, "X4": 0.422, "Y4": 0.7936, "page": 0}, {"Word": "70", "Confidence": 0.998, "X1": 0.474, "Y1": 0.77783, "X2": 0.493, "Y2": 0.77763, "X3": 0.493, "Y3": 0.7936, "X4": 0.474, "Y4": 0.7936, "page": 0}, {"Word": "80", "Confidence": 0.997, "X1": 0.494, "Y1": 0.77648, "X2": 0.546, "Y2": 0.77628, "X3": 0.546, "Y3": 0.79495, "X4": 0.494, "Y4": 0.79764, "page": 0}, {"Word": "90", "Confidence": 0.957, "X1": 0.548, "Y1": 0.77648, "X2": 0.596, "Y2": 0.77628, "X3": 0.595, "Y3": 0.7936, "X4": 0.548, "Y4": 0.79764, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.623, "Y1": 0.77918, "X2": 0.65, "Y2": 0.77898, "X3": 0.649, "Y3": 0.7936, "X4": 0.622, "Y4": 0.79495, "page": 0}, {"Word": "Monthol On Foil GC Target", "Confidence": 0.9136, "X1": 0.297, "Y1": 0.80883, "X2": 0.461, "Y2": 0.80863, "X3": 0.461, "Y3": 0.82864, "X4": 0.297, "Y4": 0.82864, "page": 0}, {"Word": "DOC CODE: 10622", "Confidence": 0.62567, "X1": 0.051, "Y1": 0.86408, "X2": 0.134, "Y2": 0.86388, "X3": 0.134, "Y3": 0.87851, "X4": 0.051, "Y4": 0.87851, "page": 0}, {"Word": "FILENAME: 1499LMCPMOFSUM", "Confidence": 0.815, "X1": 0.052, "Y1": 0.8816, "X2": 0.199, "Y2": 0.8814, "X3": 0.199, "Y3": 0.89603, "X4": 0.052, "Y4": 0.89603, "page": 0}, {"Word": "2082919166", "Confidence": 0.991, "X1": 0.379, "Y1": 0.92473, "X2": 0.279, "Y2": 0.92453, "X3": 0.279, "Y3": 0.89872, "X4": 0.38, "Y4": 0.90142, "page": 0}, {"Word": "3/23/00 1:55 PM", "Confidence": 0.94433, "X1": 0.051, "Y1": 0.90047, "X2": 0.126, "Y2": 0.90027, "X3": 0.126, "Y3": 0.91355, "X4": 0.051, "Y4": 0.91355, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.991, "X1": 0.05, "Y1": 0.02176, "X2": 0.099, "Y2": 0.02156, "X3": 0.099, "Y3": 0.04023, "X4": 0.049, "Y4": 0.04023, "page": 0, "Index": 0}, {"Word": "3/23:00", "Confidence": 0.794, "X1": 0.102, "Y1": 0.02176, "X2": 0.141, "Y2": 0.02156, "X3": 0.141, "Y3": 0.03888, "X4": 0.101, "Y4": 0.04023, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.997, "X1": 0.744, "Y1": 0.02311, "X2": 0.76, "Y2": 0.02291, "X3": 0.76, "Y3": 0.04158, "X4": 0.743, "Y4": 0.04293, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.766, "Y1": 0.02176, "X2": 0.791, "Y2": 0.02156, "X3": 0.791, "Y3": 0.04158, "X4": 0.766, "Y4": 0.04158, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.97, "X1": 0.794, "Y1": 0.02311, "X2": 0.891, "Y2": 0.02291, "X3": 0.89, "Y3": 0.04158, "X4": 0.794, "Y4": 0.04158, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.801, "X1": 0.96, "Y1": 0.05141, "X2": 0.96, "Y2": 0.05121, "X3": 0.951, "Y3": 0.05101, "X4": 0.951, "Y4": 0.04562, "page": 0, "Index": 5}, {"Word": "1999", "Confidence": 0.986, "X1": 0.158, "Y1": 0.10936, "X2": 0.189, "Y2": 0.10916, "X3": 0.189, "Y3": 0.13188, "X4": 0.157, "Y4": 0.13188, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.193, "Y1": 0.10802, "X2": 0.25, "Y2": 0.10782, "X3": 0.25, "Y3": 0.13322, "X4": 0.192, "Y4": 0.13188, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.998, "X1": 0.254, "Y1": 0.10802, "X2": 0.274, "Y2": 0.10782, "X3": 0.274, "Y3": 0.13322, "X4": 0.254, "Y4": 0.13322, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.989, "X1": 0.278, "Y1": 0.10802, "X2": 0.305, "Y2": 0.10782, "X3": 0.305, "Y3": 0.13322, "X4": 0.277, "Y4": 0.13322, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.996, "X1": 0.309, "Y1": 0.10802, "X2": 0.331, "Y2": 0.10782, "X3": 0.331, "Y3": 0.13322, "X4": 0.309, "Y4": 0.13322, "page": 0, "Index": 10}, {"Word": "Cp", "Confidence": 0.991, "X1": 0.335, "Y1": 0.10802, "X2": 0.354, "Y2": 0.10782, "X3": 0.354, "Y3": 0.13322, "X4": 0.335, "Y4": 0.13322, "page": 0, "Index": 11}, {"Word": "Process", "Confidence": 0.992, "X1": 0.358, "Y1": 0.10802, "X2": 0.417, "Y2": 0.10782, "X3": 0.417, "Y3": 0.13322, "X4": 0.357, "Y4": 0.13322, "page": 0, "Index": 12}, {"Word": "Capability", "Confidence": 0.884, "X1": 0.421, "Y1": 0.10802, "X2": 0.492, "Y2": 0.10782, "X3": 0.492, "Y3": 0.13457, "X4": 0.421, "Y4": 0.13322, "page": 0, "Index": 13}, {"Word": "Value", "Confidence": 0.997, "X1": 0.496, "Y1": 0.10802, "X2": 0.536, "Y2": 0.10782, "X3": 0.536, "Y3": 0.13457, "X4": 0.496, "Y4": 0.13457, "page": 0, "Index": 14}, {"Word": "versus", "Confidence": 0.995, "X1": 0.54, "Y1": 0.10802, "X2": 0.587, "Y2": 0.10782, "X3": 0.587, "Y3": 0.13457, "X4": 0.54, "Y4": 0.13457, "page": 0, "Index": 15}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.591, "Y1": 0.10802, "X2": 0.65, "Y2": 0.10782, "X3": 0.65, "Y3": 0.13457, "X4": 0.591, "Y4": 0.13457, "page": 0, "Index": 16}, {"Word": "On", "Confidence": 0.997, "X1": 0.653, "Y1": 0.10802, "X2": 0.673, "Y2": 0.10782, "X3": 0.674, "Y3": 0.13457, "X4": 0.654, "Y4": 0.13457, "page": 0, "Index": 17}, {"Word": "Foil", "Confidence": 0.987, "X1": 0.677, "Y1": 0.10802, "X2": 0.705, "Y2": 0.10782, "X3": 0.705, "Y3": 0.13457, "X4": 0.677, "Y4": 0.13457, "page": 0, "Index": 18}, {"Word": "GC", "Confidence": 0.997, "X1": 0.708, "Y1": 0.10802, "X2": 0.731, "Y2": 0.10782, "X3": 0.731, "Y3": 0.13457, "X4": 0.709, "Y4": 0.13457, "page": 0, "Index": 19}, {"Word": "Target", "Confidence": 0.996, "X1": 0.735, "Y1": 0.10802, "X2": 0.786, "Y2": 0.10782, "X3": 0.786, "Y3": 0.13322, "X4": 0.735, "Y4": 0.13457, "page": 0, "Index": 20}, {"Word": "1.00", "Confidence": 0.883, "X1": 0.092, "Y1": 0.1754, "X2": 0.114, "Y2": 0.1752, "X3": 0.113, "Y3": 0.19117, "X4": 0.092, "Y4": 0.18983, "page": 0, "Index": 21}, {"Word": "---------", "Confidence": 0.402, "X1": 0.96, "Y1": 0.19157, "X2": 0.962, "Y2": 0.19137, "X3": 0.954, "Y3": 0.19252, "X4": 0.952, "Y4": 0.09549, "page": 0, "Index": 22}, {"Word": "Value", "Confidence": 0.848, "X1": 0.066, "Y1": 0.2374, "X2": 0.066, "Y2": 0.2372, "X3": 0.082, "Y3": 0.23565, "X4": 0.083, "Y4": 0.28282, "page": 0, "Index": 23}, {"Word": "0.90", "Confidence": 0.991, "X1": 0.091, "Y1": 0.23335, "X2": 0.115, "Y2": 0.23315, "X3": 0.115, "Y3": 0.24913, "X4": 0.091, "Y4": 0.24913, "page": 0, "Index": 24}, {"Word": "---", "Confidence": 0.232, "X1": 0.963, "Y1": 0.25626, "X2": 0.962, "Y2": 0.25606, "X3": 0.953, "Y3": 0.25721, "X4": 0.953, "Y4": 0.22217, "page": 0, "Index": 25}, {"Word": "Capability", "Confidence": 0.977, "X1": 0.066, "Y1": 0.28861, "X2": 0.066, "Y2": 0.28841, "X3": 0.083, "Y3": 0.28686, "X4": 0.083, "Y4": 0.36638, "page": 0, "Index": 26}, {"Word": "0.80", "Confidence": 0.789, "X1": 0.09, "Y1": 0.29131, "X2": 0.114, "Y2": 0.29111, "X3": 0.113, "Y3": 0.30573, "X4": 0.089, "Y4": 0.30438, "page": 0, "Index": 27}, {"Word": "-", "Confidence": 0.828, "X1": 0.966, "Y1": 0.31961, "X2": 0.966, "Y2": 0.31941, "X3": 0.954, "Y3": 0.31921, "X4": 0.954, "Y4": 0.30977, "page": 0, "Index": 28}, {"Word": "0.70", "Confidence": 0.987, "X1": 0.09, "Y1": 0.34926, "X2": 0.114, "Y2": 0.34906, "X3": 0.114, "Y3": 0.36503, "X4": 0.09, "Y4": 0.36503, "page": 0, "Index": 29}, {"Word": "Process", "Confidence": 0.991, "X1": 0.067, "Y1": 0.37352, "X2": 0.066, "Y2": 0.37332, "X3": 0.083, "Y3": 0.37177, "X4": 0.083, "Y4": 0.43511, "page": 0, "Index": 30}, {"Word": "-", "Confidence": 0.826, "X1": 0.968, "Y1": 0.4126, "X2": 0.968, "Y2": 0.4124, "X3": 0.954, "Y3": 0.4122, "X4": 0.954, "Y4": 0.40007, "page": 0, "Index": 31}, {"Word": "0.60", "Confidence": 0.969, "X1": 0.09, "Y1": 0.40721, "X2": 0.114, "Y2": 0.40701, "X3": 0.114, "Y3": 0.42163, "X4": 0.091, "Y4": 0.42298, "page": 0, "Index": 32}, {"Word": "Cp", "Confidence": 0.97, "X1": 0.067, "Y1": 0.4409, "X2": 0.067, "Y2": 0.4407, "X3": 0.083, "Y3": 0.43915, "X4": 0.083, "Y4": 0.46072, "page": 0, "Index": 33}, {"Word": "GC", "Confidence": 0.993, "X1": 0.067, "Y1": 0.46785, "X2": 0.067, "Y2": 0.46765, "X3": 0.083, "Y3": 0.46611, "X4": 0.083, "Y4": 0.49037, "page": 0, "Index": 34}, {"Word": "1999", "Confidence": 0.98, "X1": 0.675, "Y1": 0.45573, "X2": 0.699, "Y2": 0.45553, "X3": 0.699, "Y3": 0.47419, "X4": 0.674, "Y4": 0.47419, "page": 0, "Index": 35}, {"Word": "Menthol", "Confidence": 0.926, "X1": 0.702, "Y1": 0.45573, "X2": 0.746, "Y2": 0.45553, "X3": 0.745, "Y3": 0.47419, "X4": 0.702, "Y4": 0.47419, "page": 0, "Index": 36}, {"Word": "On", "Confidence": 0.997, "X1": 0.748, "Y1": 0.45573, "X2": 0.766, "Y2": 0.45553, "X3": 0.766, "Y3": 0.47419, "X4": 0.748, "Y4": 0.47419, "page": 0, "Index": 37}, {"Word": "Foil", "Confidence": 0.983, "X1": 0.768, "Y1": 0.45573, "X2": 0.789, "Y2": 0.45553, "X3": 0.789, "Y3": 0.47419, "X4": 0.768, "Y4": 0.47419, "page": 0, "Index": 38}, {"Word": "GC", "Confidence": 0.998, "X1": 0.792, "Y1": 0.45707, "X2": 0.809, "Y2": 0.45687, "X3": 0.809, "Y3": 0.47419, "X4": 0.792, "Y4": 0.47419, "page": 0, "Index": 39}, {"Word": "Cp", "Confidence": 0.991, "X1": 0.814, "Y1": 0.45707, "X2": 0.83, "Y2": 0.45687, "X3": 0.831, "Y3": 0.47419, "X4": 0.814, "Y4": 0.47419, "page": 0, "Index": 40}, {"Word": "Process", "Confidence": 0.991, "X1": 0.833, "Y1": 0.45707, "X2": 0.878, "Y2": 0.45687, "X3": 0.879, "Y3": 0.47419, "X4": 0.833, "Y4": 0.47419, "page": 0, "Index": 41}, {"Word": "!", "Confidence": 0.79, "X1": 0.881, "Y1": 0.45707, "X2": 0.887, "Y2": 0.45687, "X3": 0.888, "Y3": 0.47419, "X4": 0.882, "Y4": 0.47419, "page": 0, "Index": 42}, {"Word": "0.50", "Confidence": 0.983, "X1": 0.09, "Y1": 0.46516, "X2": 0.114, "Y2": 0.46496, "X3": 0.114, "Y3": 0.48093, "X4": 0.089, "Y4": 0.47958, "page": 0, "Index": 43}, {"Word": "Foll", "Confidence": 0.793, "X1": 0.067, "Y1": 0.49616, "X2": 0.067, "Y2": 0.49596, "X3": 0.083, "Y3": 0.49441, "X4": 0.083, "Y4": 0.52541, "page": 0, "Index": 44}, {"Word": "Capability", "Confidence": 0.991, "X1": 0.673, "Y1": 0.47594, "X2": 0.725, "Y2": 0.47574, "X3": 0.724, "Y3": 0.49576, "X4": 0.673, "Y4": 0.49441, "page": 0, "Index": 45}, {"Word": "Value", "Confidence": 0.835, "X1": 0.727, "Y1": 0.47729, "X2": 0.761, "Y2": 0.47709, "X3": 0.761, "Y3": 0.49576, "X4": 0.727, "Y4": 0.49576, "page": 0, "Index": 46}, {"Word": "On", "Confidence": 0.997, "X1": 0.067, "Y1": 0.5312, "X2": 0.067, "Y2": 0.531, "X3": 0.083, "Y3": 0.5308, "X4": 0.083, "Y4": 0.55236, "page": 0, "Index": 47}, {"Word": "0.40", "Confidence": 0.985, "X1": 0.091, "Y1": 0.52311, "X2": 0.115, "Y2": 0.52291, "X3": 0.115, "Y3": 0.53888, "X4": 0.091, "Y4": 0.53888, "page": 0, "Index": 48}, {"Word": "Menthol", "Confidence": 0.955, "X1": 0.067, "Y1": 0.55815, "X2": 0.067, "Y2": 0.55795, "X3": 0.083, "Y3": 0.5564, "X4": 0.082, "Y4": 0.61975, "page": 0, "Index": 49}, {"Word": "0.30", "Confidence": 0.78, "X1": 0.091, "Y1": 0.57971, "X2": 0.114, "Y2": 0.57951, "X3": 0.114, "Y3": 0.59414, "X4": 0.091, "Y4": 0.59414, "page": 0, "Index": 50}, {"Word": "LMCP", "Confidence": 0.985, "X1": 0.068, "Y1": 0.62554, "X2": 0.067, "Y2": 0.62534, "X3": 0.082, "Y3": 0.62514, "X4": 0.082, "Y4": 0.67231, "page": 0, "Index": 51}, {"Word": "0.20", "Confidence": 0.982, "X1": 0.091, "Y1": 0.63632, "X2": 0.114, "Y2": 0.63612, "X3": 0.114, "Y3": 0.65344, "X4": 0.091, "Y4": 0.65344, "page": 0, "Index": 52}, {"Word": "1999", "Confidence": 0.987, "X1": 0.068, "Y1": 0.6781, "X2": 0.068, "Y2": 0.6779, "X3": 0.082, "Y3": 0.6777, "X4": 0.082, "Y4": 0.71274, "page": 0, "Index": 53}, {"Word": "0.10", "Confidence": 0.988, "X1": 0.089, "Y1": 0.69427, "X2": 0.115, "Y2": 0.69407, "X3": 0.115, "Y3": 0.71139, "X4": 0.09, "Y4": 0.71274, "page": 0, "Index": 54}, {"Word": "0.00", "Confidence": 0.982, "X1": 0.09, "Y1": 0.75087, "X2": 0.116, "Y2": 0.75067, "X3": 0.117, "Y3": 0.76934, "X4": 0.091, "Y4": 0.77069, "page": 0, "Index": 55}, {"Word": "0", "Confidence": 0.672, "X1": 0.12, "Y1": 0.78052, "X2": 0.126, "Y2": 0.78032, "X3": 0.126, "Y3": 0.7936, "X4": 0.12, "Y4": 0.7936, "page": 0, "Index": 56}, {"Word": "10", "Confidence": 0.998, "X1": 0.169, "Y1": 0.77783, "X2": 0.181, "Y2": 0.77763, "X3": 0.181, "Y3": 0.7936, "X4": 0.169, "Y4": 0.7936, "page": 0, "Index": 57}, {"Word": "20", "Confidence": 0.998, "X1": 0.219, "Y1": 0.77648, "X2": 0.233, "Y2": 0.77628, "X3": 0.233, "Y3": 0.79495, "X4": 0.219, "Y4": 0.79495, "page": 0, "Index": 58}, {"Word": "30", "Confidence": 0.998, "X1": 0.27, "Y1": 0.77783, "X2": 0.285, "Y2": 0.77763, "X3": 0.284, "Y3": 0.79495, "X4": 0.27, "Y4": 0.79495, "page": 0, "Index": 59}, {"Word": "40", "Confidence": 0.998, "X1": 0.321, "Y1": 0.77783, "X2": 0.336, "Y2": 0.77763, "X3": 0.335, "Y3": 0.7963, "X4": 0.32, "Y4": 0.79495, "page": 0, "Index": 60}, {"Word": "50", "Confidence": 0.997, "X1": 0.372, "Y1": 0.77783, "X2": 0.386, "Y2": 0.77763, "X3": 0.386, "Y3": 0.7936, "X4": 0.372, "Y4": 0.7936, "page": 0, "Index": 61}, {"Word": "60", "Confidence": 0.997, "X1": 0.423, "Y1": 0.77783, "X2": 0.438, "Y2": 0.77763, "X3": 0.438, "Y3": 0.7936, "X4": 0.423, "Y4": 0.7936, "page": 0, "Index": 62}, {"Word": "70", "Confidence": 0.998, "X1": 0.476, "Y1": 0.77783, "X2": 0.49, "Y2": 0.77763, "X3": 0.49, "Y3": 0.7936, "X4": 0.476, "Y4": 0.7936, "page": 0, "Index": 63}, {"Word": "80", "Confidence": 0.997, "X1": 0.526, "Y1": 0.77783, "X2": 0.541, "Y2": 0.77763, "X3": 0.54, "Y3": 0.79495, "X4": 0.525, "Y4": 0.7963, "page": 0, "Index": 64}, {"Word": "90", "Confidence": 0.957, "X1": 0.578, "Y1": 0.77648, "X2": 0.594, "Y2": 0.77628, "X3": 0.594, "Y3": 0.7963, "X4": 0.579, "Y4": 0.7963, "page": 0, "Index": 65}, {"Word": "100", "Confidence": 0.998, "X1": 0.627, "Y1": 0.77918, "X2": 0.647, "Y2": 0.77898, "X3": 0.647, "Y3": 0.79495, "X4": 0.627, "Y4": 0.79495, "page": 0, "Index": 66}, {"Word": "Monthol", "Confidence": 0.648, "X1": 0.3, "Y1": 0.80883, "X2": 0.348, "Y2": 0.80863, "X3": 0.347, "Y3": 0.82864, "X4": 0.299, "Y4": 0.82864, "page": 0, "Index": 67}, {"Word": "On", "Confidence": 0.998, "X1": 0.351, "Y1": 0.80883, "X2": 0.368, "Y2": 0.80863, "X3": 0.368, "Y3": 0.82864, "X4": 0.35, "Y4": 0.82864, "page": 0, "Index": 68}, {"Word": "Foil", "Confidence": 0.985, "X1": 0.371, "Y1": 0.80883, "X2": 0.394, "Y2": 0.80863, "X3": 0.393, "Y3": 0.82864, "X4": 0.371, "Y4": 0.82864, "page": 0, "Index": 69}, {"Word": "GC", "Confidence": 0.946, "X1": 0.397, "Y1": 0.81017, "X2": 0.416, "Y2": 0.80997, "X3": 0.415, "Y3": 0.82864, "X4": 0.396, "Y4": 0.82864, "page": 0, "Index": 70}, {"Word": "Target", "Confidence": 0.991, "X1": 0.419, "Y1": 0.81017, "X2": 0.461, "Y2": 0.80997, "X3": 0.46, "Y3": 0.82999, "X4": 0.418, "Y4": 0.82864, "page": 0, "Index": 71}, {"Word": "DOC", "Confidence": 0.643, "X1": 0.052, "Y1": 0.86543, "X2": 0.072, "Y2": 0.86523, "X3": 0.071, "Y3": 0.87851, "X4": 0.051, "Y4": 0.87851, "page": 0, "Index": 72}, {"Word": "CODE:", "Confidence": 0.624, "X1": 0.074, "Y1": 0.86543, "X2": 0.104, "Y2": 0.86523, "X3": 0.104, "Y3": 0.87851, "X4": 0.073, "Y4": 0.87851, "page": 0, "Index": 73}, {"Word": "10622", "Confidence": 0.61, "X1": 0.106, "Y1": 0.86543, "X2": 0.134, "Y2": 0.86523, "X3": 0.133, "Y3": 0.87851, "X4": 0.106, "Y4": 0.87851, "page": 0, "Index": 74}, {"Word": "FILENAME:", "Confidence": 0.773, "X1": 0.053, "Y1": 0.88295, "X2": 0.105, "Y2": 0.88275, "X3": 0.104, "Y3": 0.89603, "X4": 0.052, "Y4": 0.89603, "page": 0, "Index": 75}, {"Word": "1499LMCPMOFSUM", "Confidence": 0.857, "X1": 0.107, "Y1": 0.88295, "X2": 0.194, "Y2": 0.88275, "X3": 0.193, "Y3": 0.89603, "X4": 0.106, "Y4": 0.89603, "page": 0, "Index": 76}, {"Word": "2082919166", "Confidence": 0.991, "X1": 0.38, "Y1": 0.92473, "X2": 0.283, "Y2": 0.92453, "X3": 0.283, "Y3": 0.90007, "X4": 0.38, "Y4": 0.90276, "page": 0, "Index": 77}, {"Word": "3/23/00", "Confidence": 0.854, "X1": 0.052, "Y1": 0.90047, "X2": 0.083, "Y2": 0.90027, "X3": 0.083, "Y3": 0.91489, "X4": 0.052, "Y4": 0.91355, "page": 0, "Index": 78}, {"Word": "1:55", "Confidence": 0.981, "X1": 0.089, "Y1": 0.90047, "X2": 0.106, "Y2": 0.90027, "X3": 0.106, "Y3": 0.91489, "X4": 0.088, "Y4": 0.91489, "page": 0, "Index": 79}, {"Word": "PM", "Confidence": 0.998, "X1": 0.108, "Y1": 0.90047, "X2": 0.121, "Y2": 0.90027, "X3": 0.12, "Y3": 0.91489, "X4": 0.108, "Y4": 0.91489, "page": 0, "Index": 80}]}
|
"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"
|
ffyv0069
| 3 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.9815, "X1": 0.047, "Y1": 0.02176, "X2": 0.142, "Y2": 0.02156, "X3": 0.142, "Y3": 0.03888, "X4": 0.047, "Y4": 0.04023, "page": 0}, {"Word": "PM USA CONFIDENTIAL.", "Confidence": 0.86533, "X1": 0.743, "Y1": 0.01907, "X2": 0.895, "Y2": 0.01887, "X3": 0.895, "Y3": 0.04023, "X4": 0.743, "Y4": 0.04023, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard Deviation versus 1999 LMCP Menthol On Foll GC", "Confidence": 0.9686, "X1": 0.151, "Y1": 0.10667, "X2": 0.792, "Y2": 0.10647, "X3": 0.792, "Y3": 0.13188, "X4": 0.151, "Y4": 0.13188, "page": 0}, {"Word": "Results", "Confidence": 0.994, "X1": 0.441, "Y1": 0.13632, "X2": 0.496, "Y2": 0.13612, "X3": 0.496, "Y3": 0.15748, "X4": 0.441, "Y4": 0.15748, "page": 0}, {"Word": "2.000", "Confidence": 0.993, "X1": 0.087, "Y1": 0.2037, "X2": 0.12, "Y2": 0.2035, "X3": 0.12, "Y3": 0.21948, "X4": 0.086, "Y4": 0.21813, "page": 0}, {"Word": "1.800", "Confidence": 0.992, "X1": 0.089, "Y1": 0.25896, "X2": 0.121, "Y2": 0.25876, "X3": 0.12, "Y3": 0.27608, "X4": 0.089, "Y4": 0.27473, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard Deviation", "Confidence": 0.99075, "X1": 0.066, "Y1": 0.28457, "X2": 0.065, "Y2": 0.28437, "X3": 0.08, "Y3": 0.28417, "X4": 0.081, "Y4": 0.69252, "page": 0}, {"Word": "1.600", "Confidence": 0.849, "X1": 0.084, "Y1": 0.31422, "X2": 0.123, "Y2": 0.31402, "X3": 0.122, "Y3": 0.33134, "X4": 0.084, "Y4": 0.33268, "page": 0}, {"Word": "1.400", "Confidence": 0.991, "X1": 0.09, "Y1": 0.37082, "X2": 0.121, "Y2": 0.37062, "X3": 0.121, "Y3": 0.38659, "X4": 0.091, "Y4": 0.38659, "page": 0}, {"Word": "1.200", "Confidence": 0.994, "X1": 0.088, "Y1": 0.42473, "X2": 0.123, "Y2": 0.42453, "X3": 0.123, "Y3": 0.4405, "X4": 0.088, "Y4": 0.44185, "page": 0}, {"Word": "1.000", "Confidence": 0.995, "X1": 0.09, "Y1": 0.47998, "X2": 0.123, "Y2": 0.47978, "X3": 0.122, "Y3": 0.4971, "X4": 0.09, "Y4": 0.49576, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard", "Confidence": 0.96829, "X1": 0.644, "Y1": 0.46785, "X2": 0.883, "Y2": 0.46765, "X3": 0.883, "Y3": 0.48902, "X4": 0.644, "Y4": 0.49037, "page": 0}, {"Word": "Deviation", "Confidence": 0.991, "X1": 0.648, "Y1": 0.49211, "X2": 0.702, "Y2": 0.49191, "X3": 0.702, "Y3": 0.50789, "X4": 0.648, "Y4": 0.50654, "page": 0}, {"Word": "0.800", "Confidence": 0.964, "X1": 0.089, "Y1": 0.53659, "X2": 0.122, "Y2": 0.53639, "X3": 0.122, "Y3": 0.55236, "X4": 0.089, "Y4": 0.55236, "page": 0}, {"Word": "0.600", "Confidence": 0.996, "X1": 0.09, "Y1": 0.59184, "X2": 0.124, "Y2": 0.59164, "X3": 0.124, "Y3": 0.60762, "X4": 0.09, "Y4": 0.60762, "page": 0}, {"Word": "0.400", "Confidence": 0.941, "X1": 0.088, "Y1": 0.64575, "X2": 0.124, "Y2": 0.64555, "X3": 0.123, "Y3": 0.66287, "X4": 0.089, "Y4": 0.66422, "page": 0}, {"Word": "0.200", "Confidence": 0.958, "X1": 0.089, "Y1": 0.7037, "X2": 0.123, "Y2": 0.7035, "X3": 0.123, "Y3": 0.71948, "X4": 0.089, "Y4": 0.72082, "page": 0}, {"Word": "0.000", "Confidence": 0.993, "X1": 0.088, "Y1": 0.75761, "X2": 0.124, "Y2": 0.75741, "X3": 0.124, "Y3": 0.77608, "X4": 0.088, "Y4": 0.77608, "page": 0}, {"Word": "0", "Confidence": 0.841, "X1": 0.127, "Y1": 0.78591, "X2": 0.137, "Y2": 0.78571, "X3": 0.137, "Y3": 0.80169, "X4": 0.126, "Y4": 0.80169, "page": 0}, {"Word": "10", "Confidence": 0.997, "X1": 0.169, "Y1": 0.78322, "X2": 0.191, "Y2": 0.78302, "X3": 0.191, "Y3": 0.80034, "X4": 0.17, "Y4": 0.80034, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.192, "Y1": 0.78322, "X2": 0.238, "Y2": 0.78302, "X3": 0.238, "Y3": 0.80169, "X4": 0.191, "Y4": 0.80438, "page": 0}, {"Word": "30", "Confidence": 0.997, "X1": 0.264, "Y1": 0.78187, "X2": 0.311, "Y2": 0.78167, "X3": 0.31, "Y3": 0.80573, "X4": 0.264, "Y4": 0.80303, "page": 0}, {"Word": "50 60", "Confidence": 0.957, "X1": 0.327, "Y1": 0.78187, "X2": 0.459, "Y2": 0.78167, "X3": 0.459, "Y3": 0.80438, "X4": 0.327, "Y4": 0.80303, "page": 0}, {"Word": "70", "Confidence": 0.997, "X1": 0.459, "Y1": 0.78187, "X2": 0.478, "Y2": 0.78167, "X3": 0.479, "Y3": 0.79899, "X4": 0.459, "Y4": 0.79899, "page": 0}, {"Word": "80 90", "Confidence": 0.9975, "X1": 0.507, "Y1": 0.78187, "X2": 0.577, "Y2": 0.78167, "X3": 0.577, "Y3": 0.80303, "X4": 0.507, "Y4": 0.80169, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.578, "Y1": 0.78322, "X2": 0.627, "Y2": 0.78302, "X3": 0.627, "Y3": 0.80034, "X4": 0.579, "Y4": 0.80438, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Results", "Confidence": 0.964, "X1": 0.252, "Y1": 0.81422, "X2": 0.492, "Y2": 0.81402, "X3": 0.492, "Y3": 0.83538, "X4": 0.252, "Y4": 0.83403, "page": 0}, {"Word": "DOC CODE: P0622", "Confidence": 0.918, "X1": 0.05, "Y1": 0.87082, "X2": 0.134, "Y2": 0.87062, "X3": 0.134, "Y3": 0.88524, "X4": 0.05, "Y4": 0.88524, "page": 0}, {"Word": "FILENAME: 1999LMCPMOPSUM", "Confidence": 0.7415, "X1": 0.051, "Y1": 0.88834, "X2": 0.199, "Y2": 0.88814, "X3": 0.199, "Y3": 0.90142, "X4": 0.051, "Y4": 0.90276, "page": 0}, {"Word": "3/23/00 1:59 PM", "Confidence": 0.94833, "X1": 0.051, "Y1": 0.90721, "X2": 0.129, "Y2": 0.90701, "X3": 0.129, "Y3": 0.92029, "X4": 0.051, "Y4": 0.92029, "page": 0}, {"Word": "2082919165", "Confidence": 0.991, "X1": 0.391, "Y1": 0.96246, "X2": 0.289, "Y2": 0.96226, "X3": 0.289, "Y3": 0.93511, "X4": 0.391, "Y4": 0.93646, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.97, "X1": 0.048, "Y1": 0.02176, "X2": 0.098, "Y2": 0.02156, "X3": 0.098, "Y3": 0.04023, "X4": 0.049, "Y4": 0.04158, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.993, "X1": 0.101, "Y1": 0.02311, "X2": 0.14, "Y2": 0.02291, "X3": 0.14, "Y3": 0.04023, "X4": 0.101, "Y4": 0.04023, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.996, "X1": 0.744, "Y1": 0.02176, "X2": 0.761, "Y2": 0.02156, "X3": 0.761, "Y3": 0.04023, "X4": 0.744, "Y4": 0.04023, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.766, "Y1": 0.02042, "X2": 0.791, "Y2": 0.02022, "X3": 0.79, "Y3": 0.04023, "X4": 0.766, "Y4": 0.04023, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL.", "Confidence": 0.602, "X1": 0.793, "Y1": 0.02042, "X2": 0.895, "Y2": 0.02022, "X3": 0.896, "Y3": 0.04023, "X4": 0.793, "Y4": 0.04023, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.994, "X1": 0.151, "Y1": 0.10802, "X2": 0.182, "Y2": 0.10782, "X3": 0.182, "Y3": 0.13322, "X4": 0.151, "Y4": 0.13322, "page": 0, "Index": 5}, {"Word": "LMCP", "Confidence": 0.982, "X1": 0.186, "Y1": 0.10802, "X2": 0.228, "Y2": 0.10782, "X3": 0.228, "Y3": 0.13322, "X4": 0.186, "Y4": 0.13322, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.231, "Y1": 0.10936, "X2": 0.288, "Y2": 0.10916, "X3": 0.288, "Y3": 0.13322, "X4": 0.231, "Y4": 0.13322, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.998, "X1": 0.292, "Y1": 0.10936, "X2": 0.312, "Y2": 0.10916, "X3": 0.312, "Y3": 0.13322, "X4": 0.292, "Y4": 0.13322, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.988, "X1": 0.316, "Y1": 0.10936, "X2": 0.344, "Y2": 0.10916, "X3": 0.344, "Y3": 0.13322, "X4": 0.316, "Y4": 0.13322, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.976, "X1": 0.347, "Y1": 0.10936, "X2": 0.37, "Y2": 0.10916, "X3": 0.37, "Y3": 0.13322, "X4": 0.347, "Y4": 0.13322, "page": 0, "Index": 10}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.374, "Y1": 0.10936, "X2": 0.439, "Y2": 0.10916, "X3": 0.439, "Y3": 0.13322, "X4": 0.374, "Y4": 0.13322, "page": 0, "Index": 11}, {"Word": "Deviation", "Confidence": 0.994, "X1": 0.442, "Y1": 0.10936, "X2": 0.51, "Y2": 0.10916, "X3": 0.51, "Y3": 0.13322, "X4": 0.442, "Y4": 0.13322, "page": 0, "Index": 12}, {"Word": "versus", "Confidence": 0.994, "X1": 0.513, "Y1": 0.10936, "X2": 0.563, "Y2": 0.10916, "X3": 0.563, "Y3": 0.13322, "X4": 0.513, "Y4": 0.13322, "page": 0, "Index": 13}, {"Word": "1999", "Confidence": 0.988, "X1": 0.566, "Y1": 0.10802, "X2": 0.599, "Y2": 0.10782, "X3": 0.599, "Y3": 0.13322, "X4": 0.566, "Y4": 0.13322, "page": 0, "Index": 14}, {"Word": "LMCP", "Confidence": 0.989, "X1": 0.603, "Y1": 0.10802, "X2": 0.645, "Y2": 0.10782, "X3": 0.645, "Y3": 0.13322, "X4": 0.603, "Y4": 0.13322, "page": 0, "Index": 15}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.648, "Y1": 0.10802, "X2": 0.706, "Y2": 0.10782, "X3": 0.706, "Y3": 0.13322, "X4": 0.648, "Y4": 0.13322, "page": 0, "Index": 16}, {"Word": "On", "Confidence": 0.998, "X1": 0.71, "Y1": 0.10802, "X2": 0.732, "Y2": 0.10782, "X3": 0.732, "Y3": 0.13322, "X4": 0.71, "Y4": 0.13322, "page": 0, "Index": 17}, {"Word": "Foll", "Confidence": 0.65, "X1": 0.735, "Y1": 0.10802, "X2": 0.763, "Y2": 0.10782, "X3": 0.763, "Y3": 0.13322, "X4": 0.735, "Y4": 0.13322, "page": 0, "Index": 18}, {"Word": "GC", "Confidence": 0.997, "X1": 0.766, "Y1": 0.10802, "X2": 0.788, "Y2": 0.10782, "X3": 0.788, "Y3": 0.13322, "X4": 0.766, "Y4": 0.13322, "page": 0, "Index": 19}, {"Word": "Results", "Confidence": 0.994, "X1": 0.442, "Y1": 0.13767, "X2": 0.496, "Y2": 0.13747, "X3": 0.496, "Y3": 0.15748, "X4": 0.442, "Y4": 0.15748, "page": 0, "Index": 20}, {"Word": "2.000", "Confidence": 0.993, "X1": 0.089, "Y1": 0.2037, "X2": 0.12, "Y2": 0.2035, "X3": 0.119, "Y3": 0.21948, "X4": 0.089, "Y4": 0.21813, "page": 0, "Index": 21}, {"Word": "1.800", "Confidence": 0.992, "X1": 0.09, "Y1": 0.25896, "X2": 0.12, "Y2": 0.25876, "X3": 0.12, "Y3": 0.27608, "X4": 0.089, "Y4": 0.27473, "page": 0, "Index": 22}, {"Word": "Deviation", "Confidence": 0.971, "X1": 0.065, "Y1": 0.28996, "X2": 0.065, "Y2": 0.28976, "X3": 0.08, "Y3": 0.28821, "X4": 0.08, "Y4": 0.36368, "page": 0, "Index": 23}, {"Word": "1.600", "Confidence": 0.849, "X1": 0.089, "Y1": 0.31422, "X2": 0.12, "Y2": 0.31402, "X3": 0.12, "Y3": 0.33134, "X4": 0.09, "Y4": 0.33268, "page": 0, "Index": 24}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.065, "Y1": 0.36947, "X2": 0.065, "Y2": 0.36927, "X3": 0.08, "Y3": 0.36772, "X4": 0.08, "Y4": 0.44185, "page": 0, "Index": 25}, {"Word": "1.400", "Confidence": 0.991, "X1": 0.091, "Y1": 0.37082, "X2": 0.12, "Y2": 0.37062, "X3": 0.12, "Y3": 0.38659, "X4": 0.091, "Y4": 0.38659, "page": 0, "Index": 26}, {"Word": "GC", "Confidence": 0.996, "X1": 0.065, "Y1": 0.44899, "X2": 0.065, "Y2": 0.44879, "X3": 0.08, "Y3": 0.44724, "X4": 0.08, "Y4": 0.4715, "page": 0, "Index": 27}, {"Word": "1.200", "Confidence": 0.994, "X1": 0.09, "Y1": 0.42608, "X2": 0.12, "Y2": 0.42588, "X3": 0.119, "Y3": 0.44185, "X4": 0.09, "Y4": 0.44185, "page": 0, "Index": 28}, {"Word": "Foil", "Confidence": 0.986, "X1": 0.066, "Y1": 0.47729, "X2": 0.065, "Y2": 0.47709, "X3": 0.08, "Y3": 0.47554, "X4": 0.081, "Y4": 0.50654, "page": 0, "Index": 29}, {"Word": "1.000", "Confidence": 0.995, "X1": 0.091, "Y1": 0.47998, "X2": 0.122, "Y2": 0.47978, "X3": 0.121, "Y3": 0.4971, "X4": 0.09, "Y4": 0.49576, "page": 0, "Index": 30}, {"Word": "1999", "Confidence": 0.987, "X1": 0.649, "Y1": 0.47055, "X2": 0.675, "Y2": 0.47035, "X3": 0.675, "Y3": 0.49037, "X4": 0.648, "Y4": 0.49037, "page": 0, "Index": 31}, {"Word": "LMCP", "Confidence": 0.97, "X1": 0.678, "Y1": 0.47055, "X2": 0.713, "Y2": 0.47035, "X3": 0.713, "Y3": 0.49037, "X4": 0.678, "Y4": 0.49037, "page": 0, "Index": 32}, {"Word": "Menthol", "Confidence": 0.992, "X1": 0.716, "Y1": 0.4692, "X2": 0.76, "Y2": 0.469, "X3": 0.76, "Y3": 0.49037, "X4": 0.716, "Y4": 0.49037, "page": 0, "Index": 33}, {"Word": "On", "Confidence": 0.997, "X1": 0.763, "Y1": 0.4692, "X2": 0.781, "Y2": 0.469, "X3": 0.78, "Y3": 0.49037, "X4": 0.763, "Y4": 0.49037, "page": 0, "Index": 34}, {"Word": "Foil", "Confidence": 0.847, "X1": 0.784, "Y1": 0.4692, "X2": 0.804, "Y2": 0.469, "X3": 0.804, "Y3": 0.49037, "X4": 0.784, "Y4": 0.49037, "page": 0, "Index": 35}, {"Word": "GC", "Confidence": 0.991, "X1": 0.807, "Y1": 0.4692, "X2": 0.826, "Y2": 0.469, "X3": 0.826, "Y3": 0.49037, "X4": 0.807, "Y4": 0.49037, "page": 0, "Index": 36}, {"Word": "Standard", "Confidence": 0.994, "X1": 0.83, "Y1": 0.46785, "X2": 0.883, "Y2": 0.46765, "X3": 0.883, "Y3": 0.49037, "X4": 0.83, "Y4": 0.49037, "page": 0, "Index": 37}, {"Word": "Deviation", "Confidence": 0.991, "X1": 0.649, "Y1": 0.49346, "X2": 0.7, "Y2": 0.49326, "X3": 0.7, "Y3": 0.50789, "X4": 0.649, "Y4": 0.50789, "page": 0, "Index": 38}, {"Word": "On", "Confidence": 0.998, "X1": 0.066, "Y1": 0.51233, "X2": 0.066, "Y2": 0.51213, "X3": 0.081, "Y3": 0.51058, "X4": 0.081, "Y4": 0.53349, "page": 0, "Index": 39}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.067, "Y1": 0.53928, "X2": 0.066, "Y2": 0.53908, "X3": 0.081, "Y3": 0.53754, "X4": 0.081, "Y4": 0.60223, "page": 0, "Index": 40}, {"Word": "0.800", "Confidence": 0.964, "X1": 0.089, "Y1": 0.53794, "X2": 0.121, "Y2": 0.53774, "X3": 0.119, "Y3": 0.55236, "X4": 0.09, "Y4": 0.55236, "page": 0, "Index": 41}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.067, "Y1": 0.60802, "X2": 0.067, "Y2": 0.60782, "X3": 0.081, "Y3": 0.60627, "X4": 0.081, "Y4": 0.65344, "page": 0, "Index": 42}, {"Word": "0.600", "Confidence": 0.996, "X1": 0.09, "Y1": 0.59319, "X2": 0.12, "Y2": 0.59299, "X3": 0.12, "Y3": 0.60762, "X4": 0.09, "Y4": 0.60762, "page": 0, "Index": 43}, {"Word": "1999", "Confidence": 0.998, "X1": 0.068, "Y1": 0.65923, "X2": 0.067, "Y2": 0.65903, "X3": 0.081, "Y3": 0.65748, "X4": 0.081, "Y4": 0.69252, "page": 0, "Index": 44}, {"Word": "0.400", "Confidence": 0.941, "X1": 0.088, "Y1": 0.64575, "X2": 0.121, "Y2": 0.64555, "X3": 0.121, "Y3": 0.66287, "X4": 0.089, "Y4": 0.66422, "page": 0, "Index": 45}, {"Word": "0.200", "Confidence": 0.958, "X1": 0.089, "Y1": 0.7037, "X2": 0.122, "Y2": 0.7035, "X3": 0.122, "Y3": 0.72082, "X4": 0.09, "Y4": 0.72082, "page": 0, "Index": 46}, {"Word": "0.000", "Confidence": 0.993, "X1": 0.089, "Y1": 0.75761, "X2": 0.122, "Y2": 0.75741, "X3": 0.122, "Y3": 0.77608, "X4": 0.09, "Y4": 0.77608, "page": 0, "Index": 47}, {"Word": "0", "Confidence": 0.841, "X1": 0.127, "Y1": 0.78591, "X2": 0.134, "Y2": 0.78571, "X3": 0.134, "Y3": 0.80169, "X4": 0.127, "Y4": 0.80169, "page": 0, "Index": 48}, {"Word": "10", "Confidence": 0.997, "X1": 0.172, "Y1": 0.78322, "X2": 0.188, "Y2": 0.78302, "X3": 0.188, "Y3": 0.80034, "X4": 0.173, "Y4": 0.80034, "page": 0, "Index": 49}, {"Word": "20", "Confidence": 0.998, "X1": 0.219, "Y1": 0.78187, "X2": 0.237, "Y2": 0.78167, "X3": 0.237, "Y3": 0.80438, "X4": 0.219, "Y4": 0.80438, "page": 0, "Index": 50}, {"Word": "30", "Confidence": 0.997, "X1": 0.267, "Y1": 0.78187, "X2": 0.283, "Y2": 0.78167, "X3": 0.283, "Y3": 0.80303, "X4": 0.267, "Y4": 0.80169, "page": 0, "Index": 51}, {"Word": "50", "Confidence": 0.943, "X1": 0.363, "Y1": 0.78322, "X2": 0.38, "Y2": 0.78302, "X3": 0.38, "Y3": 0.80303, "X4": 0.363, "Y4": 0.80303, "page": 0, "Index": 52}, {"Word": "60", "Confidence": 0.971, "X1": 0.412, "Y1": 0.78322, "X2": 0.428, "Y2": 0.78302, "X3": 0.428, "Y3": 0.80438, "X4": 0.412, "Y4": 0.80303, "page": 0, "Index": 53}, {"Word": "70", "Confidence": 0.997, "X1": 0.462, "Y1": 0.78187, "X2": 0.476, "Y2": 0.78167, "X3": 0.476, "Y3": 0.79899, "X4": 0.462, "Y4": 0.79899, "page": 0, "Index": 54}, {"Word": "80", "Confidence": 0.998, "X1": 0.508, "Y1": 0.78187, "X2": 0.525, "Y2": 0.78167, "X3": 0.525, "Y3": 0.80303, "X4": 0.509, "Y4": 0.80169, "page": 0, "Index": 55}, {"Word": "90", "Confidence": 0.997, "X1": 0.557, "Y1": 0.78322, "X2": 0.573, "Y2": 0.78302, "X3": 0.573, "Y3": 0.80169, "X4": 0.557, "Y4": 0.80303, "page": 0, "Index": 56}, {"Word": "100", "Confidence": 0.998, "X1": 0.603, "Y1": 0.78187, "X2": 0.626, "Y2": 0.78167, "X3": 0.627, "Y3": 0.80303, "X4": 0.604, "Y4": 0.80303, "page": 0, "Index": 57}, {"Word": "1999", "Confidence": 0.986, "X1": 0.256, "Y1": 0.81422, "X2": 0.282, "Y2": 0.81402, "X3": 0.282, "Y3": 0.83403, "X4": 0.255, "Y4": 0.83403, "page": 0, "Index": 58}, {"Word": "LMCP", "Confidence": 0.986, "X1": 0.285, "Y1": 0.81422, "X2": 0.321, "Y2": 0.81402, "X3": 0.32, "Y3": 0.83403, "X4": 0.285, "Y4": 0.83403, "page": 0, "Index": 59}, {"Word": "Menthol", "Confidence": 0.962, "X1": 0.324, "Y1": 0.81422, "X2": 0.371, "Y2": 0.81402, "X3": 0.37, "Y3": 0.83403, "X4": 0.323, "Y4": 0.83403, "page": 0, "Index": 60}, {"Word": "On", "Confidence": 0.998, "X1": 0.374, "Y1": 0.81422, "X2": 0.392, "Y2": 0.81402, "X3": 0.391, "Y3": 0.83403, "X4": 0.373, "Y4": 0.83403, "page": 0, "Index": 61}, {"Word": "Foil", "Confidence": 0.945, "X1": 0.395, "Y1": 0.81422, "X2": 0.418, "Y2": 0.81402, "X3": 0.417, "Y3": 0.83538, "X4": 0.394, "Y4": 0.83403, "page": 0, "Index": 62}, {"Word": "GC", "Confidence": 0.994, "X1": 0.421, "Y1": 0.81422, "X2": 0.439, "Y2": 0.81402, "X3": 0.438, "Y3": 0.83538, "X4": 0.42, "Y4": 0.83538, "page": 0, "Index": 63}, {"Word": "Results", "Confidence": 0.877, "X1": 0.442, "Y1": 0.81556, "X2": 0.49, "Y2": 0.81536, "X3": 0.489, "Y3": 0.83538, "X4": 0.441, "Y4": 0.83538, "page": 0, "Index": 64}, {"Word": "DOC", "Confidence": 0.991, "X1": 0.051, "Y1": 0.87217, "X2": 0.071, "Y2": 0.87197, "X3": 0.071, "Y3": 0.88524, "X4": 0.051, "Y4": 0.88524, "page": 0, "Index": 65}, {"Word": "CODE:", "Confidence": 0.991, "X1": 0.074, "Y1": 0.87217, "X2": 0.104, "Y2": 0.87197, "X3": 0.103, "Y3": 0.88524, "X4": 0.073, "Y4": 0.88524, "page": 0, "Index": 66}, {"Word": "P0622", "Confidence": 0.772, "X1": 0.106, "Y1": 0.87217, "X2": 0.134, "Y2": 0.87197, "X3": 0.133, "Y3": 0.88659, "X4": 0.105, "Y4": 0.88524, "page": 0, "Index": 67}, {"Word": "FILENAME:", "Confidence": 0.858, "X1": 0.052, "Y1": 0.88969, "X2": 0.104, "Y2": 0.88949, "X3": 0.104, "Y3": 0.90276, "X4": 0.051, "Y4": 0.90276, "page": 0, "Index": 68}, {"Word": "1999LMCPMOPSUM", "Confidence": 0.625, "X1": 0.106, "Y1": 0.88834, "X2": 0.193, "Y2": 0.88814, "X3": 0.193, "Y3": 0.90276, "X4": 0.106, "Y4": 0.90276, "page": 0, "Index": 69}, {"Word": "3/23/00", "Confidence": 0.904, "X1": 0.051, "Y1": 0.90721, "X2": 0.083, "Y2": 0.90701, "X3": 0.083, "Y3": 0.92163, "X4": 0.051, "Y4": 0.92163, "page": 0, "Index": 70}, {"Word": "1:59", "Confidence": 0.943, "X1": 0.092, "Y1": 0.90721, "X2": 0.11, "Y2": 0.90701, "X3": 0.11, "Y3": 0.92163, "X4": 0.092, "Y4": 0.92163, "page": 0, "Index": 71}, {"Word": "PM", "Confidence": 0.998, "X1": 0.112, "Y1": 0.90721, "X2": 0.124, "Y2": 0.90701, "X3": 0.124, "Y3": 0.92163, "X4": 0.112, "Y4": 0.92163, "page": 0, "Index": 72}, {"Word": "2082919165", "Confidence": 0.991, "X1": 0.389, "Y1": 0.96246, "X2": 0.292, "Y2": 0.96226, "X3": 0.293, "Y3": 0.93646, "X4": 0.39, "Y4": 0.93781, "page": 0, "Index": 73}]}
|
"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"
|
ffyv0069
| 1 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.9935, "X1": 0.058, "Y1": 0.01772, "X2": 0.152, "Y2": 0.01752, "X3": 0.152, "Y3": 0.03754, "X4": 0.058, "Y4": 0.03484, "page": 0}, {"Word": "PM USA CONFIDENTIAL", "Confidence": 0.91, "X1": 0.752, "Y1": 0.04198, "X2": 0.9, "Y2": 0.04178, "X3": 0.899, "Y3": 0.06314, "X4": 0.752, "Y4": 0.05775, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC COV versus LMCP 1999 Menthol On Foil GC Results", "Confidence": 0.96473, "X1": 0.18, "Y1": 0.12419, "X2": 0.776, "Y2": 0.12399, "X3": 0.776, "Y3": 0.14805, "X4": 0.18, "Y4": 0.13053, "page": 0}, {"Word": "0.030", "Confidence": 0.991, "X1": 0.094, "Y1": 0.17001, "X2": 0.129, "Y2": 0.16981, "X3": 0.128, "Y3": 0.18848, "X4": 0.093, "Y4": 0.18713, "page": 0}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.093, "Y1": 0.26705, "X2": 0.128, "Y2": 0.26685, "X3": 0.128, "Y3": 0.28551, "X4": 0.093, "Y4": 0.28551, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC COV", "Confidence": 0.97771, "X1": 0.067, "Y1": 0.32095, "X2": 0.069, "Y2": 0.32075, "X3": 0.085, "Y3": 0.32055, "X4": 0.082, "Y4": 0.61166, "page": 0}, {"Word": "0.020", "Confidence": 0.947, "X1": 0.093, "Y1": 0.36543, "X2": 0.125, "Y2": 0.36523, "X3": 0.124, "Y3": 0.3812, "X4": 0.092, "Y4": 0.37985, "page": 0}, {"Word": "0.015", "Confidence": 0.994, "X1": 0.094, "Y1": 0.45977, "X2": 0.124, "Y2": 0.45957, "X3": 0.124, "Y3": 0.47554, "X4": 0.093, "Y4": 0.47419, "page": 0}, {"Word": ". 1999 LMCP Menthol On Foil GC COV", "Confidence": 0.8775, "X1": 0.664, "Y1": 0.47864, "X2": 0.884, "Y2": 0.47844, "X3": 0.883, "Y3": 0.50384, "X4": 0.664, "Y4": 0.49845, "page": 0}, {"Word": "0.010", "Confidence": 0.955, "X1": 0.09, "Y1": 0.55411, "X2": 0.124, "Y2": 0.55391, "X3": 0.123, "Y3": 0.57123, "X4": 0.091, "Y4": 0.56988, "page": 0}, {"Word": "0.005", "Confidence": 0.996, "X1": 0.088, "Y1": 0.65249, "X2": 0.123, "Y2": 0.65229, "X3": 0.123, "Y3": 0.66826, "X4": 0.088, "Y4": 0.66826, "page": 0}, {"Word": "0.000", "Confidence": 0.718, "X1": 0.087, "Y1": 0.74683, "X2": 0.12, "Y2": 0.74663, "X3": 0.121, "Y3": 0.7626, "X4": 0.087, "Y4": 0.7626, "page": 0}, {"Word": "0", "Confidence": 0.673, "X1": 0.123, "Y1": 0.77648, "X2": 0.132, "Y2": 0.77628, "X3": 0.132, "Y3": 0.78956, "X4": 0.123, "Y4": 0.78956, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.171, "Y1": 0.77648, "X2": 0.188, "Y2": 0.77628, "X3": 0.187, "Y3": 0.79225, "X4": 0.17, "Y4": 0.79225, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.218, "Y1": 0.77783, "X2": 0.239, "Y2": 0.77763, "X3": 0.239, "Y3": 0.7936, "X4": 0.218, "Y4": 0.79225, "page": 0}, {"Word": "30", "Confidence": 0.995, "X1": 0.27, "Y1": 0.77783, "X2": 0.29, "Y2": 0.77763, "X3": 0.29, "Y3": 0.7963, "X4": 0.269, "Y4": 0.7963, "page": 0}, {"Word": "50", "Confidence": 0.998, "X1": 0.371, "Y1": 0.78187, "X2": 0.391, "Y2": 0.78167, "X3": 0.39, "Y3": 0.79764, "X4": 0.371, "Y4": 0.79764, "page": 0}, {"Word": "40", "Confidence": 0.997, "X1": 0.294, "Y1": 0.77648, "X2": 0.368, "Y2": 0.77628, "X3": 0.368, "Y3": 0.79899, "X4": 0.294, "Y4": 0.80034, "page": 0}, {"Word": "60", "Confidence": 0.997, "X1": 0.421, "Y1": 0.78322, "X2": 0.442, "Y2": 0.78302, "X3": 0.442, "Y3": 0.79899, "X4": 0.421, "Y4": 0.79899, "page": 0}, {"Word": "70", "Confidence": 0.997, "X1": 0.472, "Y1": 0.78322, "X2": 0.491, "Y2": 0.78302, "X3": 0.491, "Y3": 0.80034, "X4": 0.472, "Y4": 0.80034, "page": 0}, {"Word": "80 90", "Confidence": 0.998, "X1": 0.522, "Y1": 0.78726, "X2": 0.593, "Y2": 0.78706, "X3": 0.593, "Y3": 0.80708, "X4": 0.522, "Y4": 0.80708, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.62, "Y1": 0.78996, "X2": 0.646, "Y2": 0.78976, "X3": 0.647, "Y3": 0.80708, "X4": 0.621, "Y4": 0.80843, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Results", "Confidence": 0.97771, "X1": 0.264, "Y1": 0.81422, "X2": 0.499, "Y2": 0.81402, "X3": 0.499, "Y3": 0.83538, "X4": 0.264, "Y4": 0.82729, "page": 0}, {"Word": "DOC CODE: FO622", "Confidence": 0.81167, "X1": 0.046, "Y1": 0.86004, "X2": 0.129, "Y2": 0.85984, "X3": 0.128, "Y3": 0.87312, "X4": 0.045, "Y4": 0.87042, "page": 0}, {"Word": "FILENAME: 1999LMCPMOFSUM", "Confidence": 0.8345, "X1": 0.046, "Y1": 0.87891, "X2": 0.193, "Y2": 0.87871, "X3": 0.193, "Y3": 0.89333, "X4": 0.046, "Y4": 0.88929, "page": 0}, {"Word": "2082919163", "Confidence": 0.991, "X1": 0.359, "Y1": 0.91799, "X2": 0.257, "Y2": 0.91779, "X3": 0.258, "Y3": 0.89198, "X4": 0.36, "Y4": 0.89603, "page": 0}, {"Word": "3/23/00 2:16 PM", "Confidence": 0.97267, "X1": 0.045, "Y1": 0.89508, "X2": 0.123, "Y2": 0.89488, "X3": 0.123, "Y3": 0.90816, "X4": 0.044, "Y4": 0.90546, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.993, "X1": 0.059, "Y1": 0.01772, "X2": 0.108, "Y2": 0.01752, "X3": 0.108, "Y3": 0.03754, "X4": 0.058, "Y4": 0.03484, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.994, "X1": 0.111, "Y1": 0.01772, "X2": 0.152, "Y2": 0.01752, "X3": 0.151, "Y3": 0.03888, "X4": 0.11, "Y4": 0.03754, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.995, "X1": 0.753, "Y1": 0.03928, "X2": 0.769, "Y2": 0.03908, "X3": 0.769, "Y3": 0.0591, "X4": 0.753, "Y4": 0.05775, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.774, "Y1": 0.03928, "X2": 0.799, "Y2": 0.03908, "X3": 0.799, "Y3": 0.0591, "X4": 0.773, "Y4": 0.0591, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.737, "X1": 0.802, "Y1": 0.04198, "X2": 0.897, "Y2": 0.04178, "X3": 0.897, "Y3": 0.06314, "X4": 0.802, "Y4": 0.0591, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.998, "X1": 0.182, "Y1": 0.10802, "X2": 0.213, "Y2": 0.10782, "X3": 0.212, "Y3": 0.13053, "X4": 0.181, "Y4": 0.12918, "page": 0, "Index": 5}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.217, "Y1": 0.10936, "X2": 0.259, "Y2": 0.10916, "X3": 0.258, "Y3": 0.13188, "X4": 0.215, "Y4": 0.13053, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.262, "Y1": 0.11071, "X2": 0.32, "Y2": 0.11051, "X3": 0.319, "Y3": 0.13457, "X4": 0.261, "Y4": 0.13322, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.998, "X1": 0.324, "Y1": 0.11206, "X2": 0.344, "Y2": 0.11186, "X3": 0.343, "Y3": 0.13592, "X4": 0.323, "Y4": 0.13457, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.348, "Y1": 0.11206, "X2": 0.376, "Y2": 0.11186, "X3": 0.375, "Y3": 0.13727, "X4": 0.347, "Y4": 0.13592, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.994, "X1": 0.379, "Y1": 0.11341, "X2": 0.401, "Y2": 0.11321, "X3": 0.4, "Y3": 0.13727, "X4": 0.378, "Y4": 0.13727, "page": 0, "Index": 10}, {"Word": "COV", "Confidence": 0.998, "X1": 0.405, "Y1": 0.11476, "X2": 0.438, "Y2": 0.11456, "X3": 0.437, "Y3": 0.13861, "X4": 0.404, "Y4": 0.13727, "page": 0, "Index": 11}, {"Word": "versus", "Confidence": 0.994, "X1": 0.442, "Y1": 0.1161, "X2": 0.49, "Y2": 0.1159, "X3": 0.489, "Y3": 0.14131, "X4": 0.441, "Y4": 0.13861, "page": 0, "Index": 12}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.494, "Y1": 0.11745, "X2": 0.537, "Y2": 0.11725, "X3": 0.536, "Y3": 0.14266, "X4": 0.493, "Y4": 0.14131, "page": 0, "Index": 13}, {"Word": "1999", "Confidence": 0.991, "X1": 0.541, "Y1": 0.11745, "X2": 0.572, "Y2": 0.11725, "X3": 0.572, "Y3": 0.144, "X4": 0.54, "Y4": 0.14266, "page": 0, "Index": 14}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.576, "Y1": 0.12015, "X2": 0.634, "Y2": 0.11995, "X3": 0.633, "Y3": 0.14535, "X4": 0.575, "Y4": 0.144, "page": 0, "Index": 15}, {"Word": "On", "Confidence": 0.997, "X1": 0.637, "Y1": 0.12015, "X2": 0.659, "Y2": 0.11995, "X3": 0.659, "Y3": 0.1467, "X4": 0.637, "Y4": 0.14535, "page": 0, "Index": 16}, {"Word": "Foil", "Confidence": 0.696, "X1": 0.663, "Y1": 0.12149, "X2": 0.689, "Y2": 0.12129, "X3": 0.689, "Y3": 0.1467, "X4": 0.662, "Y4": 0.1467, "page": 0, "Index": 17}, {"Word": "GC", "Confidence": 0.997, "X1": 0.693, "Y1": 0.12284, "X2": 0.715, "Y2": 0.12264, "X3": 0.714, "Y3": 0.14805, "X4": 0.692, "Y4": 0.1467, "page": 0, "Index": 18}, {"Word": "Results", "Confidence": 0.849, "X1": 0.718, "Y1": 0.12419, "X2": 0.776, "Y2": 0.12399, "X3": 0.775, "Y3": 0.1494, "X4": 0.718, "Y4": 0.14805, "page": 0, "Index": 19}, {"Word": "0.030", "Confidence": 0.991, "X1": 0.095, "Y1": 0.17001, "X2": 0.128, "Y2": 0.16981, "X3": 0.128, "Y3": 0.18848, "X4": 0.094, "Y4": 0.18713, "page": 0, "Index": 20}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.094, "Y1": 0.26705, "X2": 0.126, "Y2": 0.26685, "X3": 0.126, "Y3": 0.28551, "X4": 0.094, "Y4": 0.28551, "page": 0, "Index": 21}, {"Word": "COV", "Confidence": 0.998, "X1": 0.069, "Y1": 0.32769, "X2": 0.07, "Y2": 0.32749, "X3": 0.085, "Y3": 0.32595, "X4": 0.084, "Y4": 0.36233, "page": 0, "Index": 22}, {"Word": "GC", "Confidence": 0.997, "X1": 0.069, "Y1": 0.36947, "X2": 0.069, "Y2": 0.36927, "X3": 0.084, "Y3": 0.36772, "X4": 0.084, "Y4": 0.39198, "page": 0, "Index": 23}, {"Word": "0.020", "Confidence": 0.947, "X1": 0.093, "Y1": 0.36543, "X2": 0.124, "Y2": 0.36523, "X3": 0.124, "Y3": 0.3812, "X4": 0.092, "Y4": 0.37985, "page": 0, "Index": 24}, {"Word": "Foil", "Confidence": 0.901, "X1": 0.068, "Y1": 0.39777, "X2": 0.069, "Y2": 0.39757, "X3": 0.084, "Y3": 0.39603, "X4": 0.083, "Y4": 0.42702, "page": 0, "Index": 25}, {"Word": "On", "Confidence": 0.998, "X1": 0.068, "Y1": 0.43281, "X2": 0.068, "Y2": 0.43261, "X3": 0.083, "Y3": 0.43107, "X4": 0.083, "Y4": 0.45263, "page": 0, "Index": 26}, {"Word": "Menthol", "Confidence": 0.981, "X1": 0.068, "Y1": 0.45842, "X2": 0.068, "Y2": 0.45822, "X3": 0.083, "Y3": 0.45667, "X4": 0.082, "Y4": 0.52136, "page": 0, "Index": 27}, {"Word": "0.015", "Confidence": 0.994, "X1": 0.093, "Y1": 0.45977, "X2": 0.123, "Y2": 0.45957, "X3": 0.123, "Y3": 0.47554, "X4": 0.093, "Y4": 0.47419, "page": 0, "Index": 28}, {"Word": ".", "Confidence": 0.322, "X1": 0.665, "Y1": 0.47459, "X2": 0.67, "Y2": 0.47439, "X3": 0.67, "Y3": 0.49845, "X4": 0.664, "Y4": 0.49845, "page": 0, "Index": 29}, {"Word": "1999", "Confidence": 0.985, "X1": 0.674, "Y1": 0.47594, "X2": 0.699, "Y2": 0.47574, "X3": 0.698, "Y3": 0.49845, "X4": 0.673, "Y4": 0.49845, "page": 0, "Index": 30}, {"Word": "LMCP", "Confidence": 0.983, "X1": 0.702, "Y1": 0.47729, "X2": 0.736, "Y2": 0.47709, "X3": 0.735, "Y3": 0.4998, "X4": 0.701, "Y4": 0.49845, "page": 0, "Index": 31}, {"Word": "Menthol", "Confidence": 0.846, "X1": 0.739, "Y1": 0.47864, "X2": 0.783, "Y2": 0.47844, "X3": 0.783, "Y3": 0.4998, "X4": 0.739, "Y4": 0.4998, "page": 0, "Index": 32}, {"Word": "On", "Confidence": 0.995, "X1": 0.787, "Y1": 0.47864, "X2": 0.803, "Y2": 0.47844, "X3": 0.802, "Y3": 0.50115, "X4": 0.786, "Y4": 0.4998, "page": 0, "Index": 33}, {"Word": "Foil", "Confidence": 0.938, "X1": 0.806, "Y1": 0.47998, "X2": 0.828, "Y2": 0.47978, "X3": 0.827, "Y3": 0.5025, "X4": 0.805, "Y4": 0.50115, "page": 0, "Index": 34}, {"Word": "GC", "Confidence": 0.955, "X1": 0.831, "Y1": 0.47998, "X2": 0.848, "Y2": 0.47978, "X3": 0.847, "Y3": 0.5025, "X4": 0.83, "Y4": 0.5025, "page": 0, "Index": 35}, {"Word": "COV", "Confidence": 0.996, "X1": 0.851, "Y1": 0.47998, "X2": 0.88, "Y2": 0.47978, "X3": 0.88, "Y3": 0.50519, "X4": 0.851, "Y4": 0.5025, "page": 0, "Index": 36}, {"Word": "LMCP", "Confidence": 0.987, "X1": 0.068, "Y1": 0.52715, "X2": 0.068, "Y2": 0.52695, "X3": 0.082, "Y3": 0.52541, "X4": 0.082, "Y4": 0.57258, "page": 0, "Index": 37}, {"Word": "1999", "Confidence": 0.982, "X1": 0.068, "Y1": 0.57837, "X2": 0.068, "Y2": 0.57817, "X3": 0.082, "Y3": 0.57662, "X4": 0.081, "Y4": 0.61031, "page": 0, "Index": 38}, {"Word": "0.010", "Confidence": 0.955, "X1": 0.091, "Y1": 0.55411, "X2": 0.122, "Y2": 0.55391, "X3": 0.121, "Y3": 0.57123, "X4": 0.09, "Y4": 0.56988, "page": 0, "Index": 39}, {"Word": "0.005", "Confidence": 0.996, "X1": 0.089, "Y1": 0.65249, "X2": 0.12, "Y2": 0.65229, "X3": 0.12, "Y3": 0.66826, "X4": 0.089, "Y4": 0.66826, "page": 0, "Index": 40}, {"Word": "0.000", "Confidence": 0.718, "X1": 0.087, "Y1": 0.74683, "X2": 0.119, "Y2": 0.74663, "X3": 0.119, "Y3": 0.7626, "X4": 0.088, "Y4": 0.7626, "page": 0, "Index": 41}, {"Word": "0", "Confidence": 0.673, "X1": 0.124, "Y1": 0.77648, "X2": 0.129, "Y2": 0.77628, "X3": 0.129, "Y3": 0.78956, "X4": 0.124, "Y4": 0.78956, "page": 0, "Index": 42}, {"Word": "10", "Confidence": 0.998, "X1": 0.171, "Y1": 0.77648, "X2": 0.184, "Y2": 0.77628, "X3": 0.184, "Y3": 0.79225, "X4": 0.171, "Y4": 0.79225, "page": 0, "Index": 43}, {"Word": "20", "Confidence": 0.998, "X1": 0.222, "Y1": 0.77783, "X2": 0.235, "Y2": 0.77763, "X3": 0.235, "Y3": 0.7936, "X4": 0.221, "Y4": 0.79225, "page": 0, "Index": 44}, {"Word": "30", "Confidence": 0.995, "X1": 0.272, "Y1": 0.77783, "X2": 0.287, "Y2": 0.77763, "X3": 0.287, "Y3": 0.7963, "X4": 0.272, "Y4": 0.7963, "page": 0, "Index": 45}, {"Word": "40", "Confidence": 0.997, "X1": 0.322, "Y1": 0.77783, "X2": 0.339, "Y2": 0.77763, "X3": 0.338, "Y3": 0.79764, "X4": 0.322, "Y4": 0.79899, "page": 0, "Index": 46}, {"Word": "50", "Confidence": 0.998, "X1": 0.372, "Y1": 0.78187, "X2": 0.387, "Y2": 0.78167, "X3": 0.387, "Y3": 0.79764, "X4": 0.372, "Y4": 0.79764, "page": 0, "Index": 47}, {"Word": "60", "Confidence": 0.997, "X1": 0.423, "Y1": 0.78322, "X2": 0.438, "Y2": 0.78302, "X3": 0.438, "Y3": 0.79899, "X4": 0.423, "Y4": 0.79899, "page": 0, "Index": 48}, {"Word": "70", "Confidence": 0.997, "X1": 0.475, "Y1": 0.78322, "X2": 0.489, "Y2": 0.78302, "X3": 0.489, "Y3": 0.80034, "X4": 0.475, "Y4": 0.80034, "page": 0, "Index": 49}, {"Word": "80", "Confidence": 0.998, "X1": 0.524, "Y1": 0.78726, "X2": 0.54, "Y2": 0.78706, "X3": 0.54, "Y3": 0.80708, "X4": 0.524, "Y4": 0.80573, "page": 0, "Index": 50}, {"Word": "90", "Confidence": 0.998, "X1": 0.574, "Y1": 0.78861, "X2": 0.59, "Y2": 0.78841, "X3": 0.591, "Y3": 0.80573, "X4": 0.575, "Y4": 0.80708, "page": 0, "Index": 51}, {"Word": "100", "Confidence": 0.998, "X1": 0.623, "Y1": 0.78996, "X2": 0.644, "Y2": 0.78976, "X3": 0.645, "Y3": 0.80708, "X4": 0.623, "Y4": 0.80843, "page": 0, "Index": 52}, {"Word": "1999", "Confidence": 0.994, "X1": 0.265, "Y1": 0.80883, "X2": 0.291, "Y2": 0.80863, "X3": 0.29, "Y3": 0.82864, "X4": 0.264, "Y4": 0.82864, "page": 0, "Index": 53}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.294, "Y1": 0.81017, "X2": 0.329, "Y2": 0.80997, "X3": 0.328, "Y3": 0.82999, "X4": 0.293, "Y4": 0.82864, "page": 0, "Index": 54}, {"Word": "Menthol", "Confidence": 0.887, "X1": 0.332, "Y1": 0.81152, "X2": 0.38, "Y2": 0.81132, "X3": 0.38, "Y3": 0.83134, "X4": 0.331, "Y4": 0.82999, "page": 0, "Index": 55}, {"Word": "On", "Confidence": 0.998, "X1": 0.383, "Y1": 0.81287, "X2": 0.4, "Y2": 0.81267, "X3": 0.4, "Y3": 0.83268, "X4": 0.383, "Y4": 0.83134, "page": 0, "Index": 56}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.403, "Y1": 0.81287, "X2": 0.426, "Y2": 0.81267, "X3": 0.426, "Y3": 0.83403, "X4": 0.403, "Y4": 0.83268, "page": 0, "Index": 57}, {"Word": "GC", "Confidence": 0.991, "X1": 0.429, "Y1": 0.81422, "X2": 0.447, "Y2": 0.81402, "X3": 0.447, "Y3": 0.83403, "X4": 0.429, "Y4": 0.83403, "page": 0, "Index": 58}, {"Word": "Results", "Confidence": 0.992, "X1": 0.451, "Y1": 0.81422, "X2": 0.499, "Y2": 0.81402, "X3": 0.499, "Y3": 0.83673, "X4": 0.451, "Y4": 0.83403, "page": 0, "Index": 59}, {"Word": "DOC", "Confidence": 0.812, "X1": 0.047, "Y1": 0.85869, "X2": 0.066, "Y2": 0.85849, "X3": 0.066, "Y3": 0.87177, "X4": 0.046, "Y4": 0.87177, "page": 0, "Index": 60}, {"Word": "CODE:", "Confidence": 0.955, "X1": 0.069, "Y1": 0.86004, "X2": 0.1, "Y2": 0.85984, "X3": 0.099, "Y3": 0.87312, "X4": 0.068, "Y4": 0.87177, "page": 0, "Index": 61}, {"Word": "FO622", "Confidence": 0.668, "X1": 0.102, "Y1": 0.86139, "X2": 0.129, "Y2": 0.86119, "X3": 0.128, "Y3": 0.87446, "X4": 0.101, "Y4": 0.87312, "page": 0, "Index": 62}, {"Word": "FILENAME:", "Confidence": 0.994, "X1": 0.047, "Y1": 0.87756, "X2": 0.1, "Y2": 0.87736, "X3": 0.099, "Y3": 0.89064, "X4": 0.046, "Y4": 0.88929, "page": 0, "Index": 63}, {"Word": "1999LMCPMOFSUM", "Confidence": 0.675, "X1": 0.102, "Y1": 0.87891, "X2": 0.188, "Y2": 0.87871, "X3": 0.188, "Y3": 0.89333, "X4": 0.101, "Y4": 0.89064, "page": 0, "Index": 64}, {"Word": "2082919163", "Confidence": 0.991, "X1": 0.359, "Y1": 0.91799, "X2": 0.26, "Y2": 0.91779, "X3": 0.261, "Y3": 0.89198, "X4": 0.359, "Y4": 0.89603, "page": 0, "Index": 65}, {"Word": "3/23/00", "Confidence": 0.938, "X1": 0.046, "Y1": 0.89508, "X2": 0.077, "Y2": 0.89488, "X3": 0.076, "Y3": 0.90681, "X4": 0.045, "Y4": 0.90546, "page": 0, "Index": 66}, {"Word": "2:16", "Confidence": 0.982, "X1": 0.086, "Y1": 0.89508, "X2": 0.105, "Y2": 0.89488, "X3": 0.104, "Y3": 0.90816, "X4": 0.086, "Y4": 0.90681, "page": 0, "Index": 67}, {"Word": "PM", "Confidence": 0.998, "X1": 0.107, "Y1": 0.89508, "X2": 0.118, "Y2": 0.89488, "X3": 0.118, "Y3": 0.90816, "X4": 0.106, "Y4": 0.90816, "page": 0, "Index": 68}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCALmA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiio5Zo4IzJNIkaDqzsAB+JoAkoqGG5guQTBNHKBwSjBsflU1ABRUYljaRoxIpdcFlDcjPTIoWWNpGRZFZ1+8oPI+ooAkooooAKKTIziloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuA+McyJ8PbmFpQjzSxonJyfmGentXf1FNbQXKhZ4Y5VByBIoYD86APG9K1m40m88T3OzyL+DT4VtoYQTFJCB/rhnqfWti78QeIrOz0rU47s39lPeNbOtqFZiHAEbE+obg16V9kts5+zxZ27PuD7vp9PalS2gSNY0hjVFOVUKAAfUCgDyvUL7VdBuvEN7FL9ovIWtFndFUSOnllmC54yD+gNUrLxVe2usavcQbWnuRYQm6MeBHvTJkce3SvXLjTbK7R0uLSCVZCC4eMHdjpn1qKTRNMlhuYpLCApcgLMNgHmAdM+uKAPJ7/4leIbaytZIZrQs1vdSO7xcSeU2AV9iK9I0jWLjULy0DzWYjm0+O5MKsfNDtjJx/d5pb3wV4b1EQi70i2kEMflRjBAVfQAGr1poem2NylxbWccU0cAt1cZyIwchfpQByeuKdO8f6PqqyXHkStJbzyLPuQfIWClOw4zmsrUEuJbTQryy1O4sdQvr1bp43ucIsTMS2VPUEbVGO5Fd+NA0tbya7FmnnzEl2JJySME4zjpxUN/4V0LU7u1ur3TIJp7UAQOwP7sA5GPxoA5rV9RfRvH1hPJJfmwltZ2llEm6Esoztx/CQAfzrl9S8W6vbahcvDfXrwpaQXkEZ4JaSTG1h3XHGK9Tj0DS4ozEtouwlyVJJHzfe6nvSXPh/Sru6huJrONpIlCqenyqcqD6gGgDg9A8Z6tea1p5uNzJfanc2bw9o0jXKkD1z1NeoVm2+hadaX7XsFsqTMzPx0DNwzAdie9aVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUx5Y48b3Vc9NxxQJYywUOpJGQM9RQA+imeYm/ZvXf1255pd65xuGfrQA6ikyPUUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU192PlIBz3HanUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHlPxbVJPEfg+KQp5RupN4kfagyAAWPYZrFv9GvvCGk6MRfG/1zREadktpMs8LSqChB5I2EgV7XLBFOmyaNJF9HUEUw2Vq05na3iMpGC5QbsemaAPLvCsj6j8Y9SvdQ2w3Y0+NktmkDNHuP3eDjIGM4pbIP/wALA8cfbzMsEdqpgDu4AUjkpz3PpXp4sLNbr7SLWEXHP70IN3PvUV1pGnX1wtxdWNvNMo2q7xgkDOcZoA8r1K8vdDu4bpo7m+0qK2iiY2kr/aLB2UHLKT8yknqc1v8AizxhdaZrukT2k8R0eG4VNROG3LvGAScYAXIJ5zyK7ObRdMuLk3M2n2zzHGXaMEnHTmkk0LSprWe1l062eC4fzJo2iBWRvUjuaAOd8eaxe2tjo0OmXCxR6nfR28l0DwkbAkkN2JxgGs7xnc6j4K8PX2oaXqM85W3RFgnfzWRi2DLzzjHHpmu1k0fT5dLGmSWkTWSqEWEj5QB0x6YqJNA0tbaa3Nokkc0flSCUlyyf3STk49qAONv9UvtB1fw9BDqc86asknnxTsGKny9wdeOMHt0rB8M+KPEvm2Ok+ILq4d9RmSXT72BBh034eNjtwCAM9K9Mt/C+j20wmjswZVi8lHd2Yon91STwPpVuDSrG2trW3itkWK1OYF/uH2/OgDzy08XaxceLNZ8NW8srXKXgitbiSLMUSBPMYOwGCTyAOtQTeMdePhW61FbxUnj182C4iGPK8zZ+eO9ei2miWFjc3lzbw7Jrx/MmfJyzYxn2OOKwJ/hzpM0Bt0ur+K2MxuDCk2VMxbd5nIJ3Z59KAOU1jxzr2l2HimyFwr3ukTQGG68kYdJCOCo7j2rSudT8TR+DbjVbTW45rhyi2yz2YjLPn7hBPGffn2revvh/pd/pM9hJPdqbmRJbm4Vx5s7L0LEj2HQCkXwFaeXtm1TUpz5qShpJFJBU5A+70J60AYWieJ/EHinU2h0+6iszDaoLuC4gyYJg4Djr1IyQDVgeKtbtfCGva3JcWVyNMklijVYSvmGMjkncevPTpXXRaHaW2q3mpWoMNzeRhJioGGI6MR3Nc/F8Po4fCWp+Hl1S5aDUXeSWR1Uspfl9vGBk/lQAyfx4NI8C6V4h1O2eZr1YndbdcCJXwSxyeFXPWrmueKLqx1jw7a6fFbTwaxIUEjOflAXdkY68VTk+HdvNozabcXhuo1sEsrcTxAiIL/EAMcnjP0FZ6/D3Xom0UJ4lhkXRnZrUzWe5uRjDEMMgD6UAej0Vm6LZ6hZWLR6nqAvrlpGcyrHsAB6KBk8CtKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI5ZPKheTaW2KW2r1OB0Fee+H/iLe6nP4pe+04WsOjxiSOHky42k4b34HAr0auF0bwhqWneIfGGos9tjV2U2wYbgMLj5h6Z7UAZGjfE3UmutLbWrGzjtNWtJLq1+zOzSLsXJVgeucHmpbP4mXsUukXOsWFpBp2q28txA0EpeRQi7sMDgZI9O9Zvhj4f6oNetdQvNI0/Sxp8cgj8py/nSsCoYD+FMHO2oNA+HWp/8JVZ3t3o1lYppxmfzBM0iXMjDC7U/gQdce9AG5pHxKvbi90aXU9Nt7XSdaZlsp45Szhh90Op6ZHpW94r8Wy+HdY8P2Udqky6pd/Z2ZmIKDGcj1rz/RvhpeyeM9NvbrSPsNvZ3D3Ep+1GSJj/AArEn8I7810fxQ07VbjVPC+o6Zpc+oDT70zTRwY3bce9AHTeNvEU/hXwrd6vbWoupoSoWEk/MSwHbnvXEeJPjI2jeFvD+rWmmpcS6orGSNnIERXAYcc5BNXta17VvEekmybwtqNi63dsW8/BynmDLDHpiuGn8H6qtp4ytp7WecWEbQ6ZiLiQSy+YxHqegoA9L1PxxqEl/LpnhzRTqV/bRpLdmSTy44Qy7guerEj0qCf4lv8A2Fpl9aeH7yS7vrk2q2cx8lg4GeCRgj3rFn1HV/AninVL7+wbrU7bV4IHia0GWidEClXFVtdtPEPi3SfB8es2c1pczX7STfZFKtboB8pJ7HpQB3fh/wAYDVtVn0bUNOm0zVoYhM1tK6uGQ91YdagvviHpWneO7bwncQzrdXCqUmwPLy2cA98nFWPDPgfTvDN7dX0U91eXtyAHuLuTzHwOwJ7V5x8RNP1Q+IvEWr2FrKXs7W0mhkEZO5kkyQpHfHpQB3emfEfStW8dXfhS2guDdWwbfMQNhK4yB3711qXVvIHKTxME++Q4O36+lfOmlaLq9vq63MMUpv7/AMPXN08nlt/rZGc7frjAAqeyhLxtJpP2mKaLw9It4kVs6B32kYcnrJnHSgD6ES5gkO1J42ON2FcHj1+lc/deO9CttFGrLPJPatdCzBhjLN5m7bjHHevMfDmgW2n/APCvZY4Jo7vUIpVv9xbdIhj6NnoM1jRaRpknw/ksYFaK6fxCsNwEJDonmfL9OO9AH0YDlQcEZ9aR3EaM56KCTXhlwLzw34j8cWOjNc+Xb6TG0KbmfDEgFh74zRopstJ8beHoPDGpXd9bXtlKNTDyvIqkLkFs/dOc/lQB7JoetWniHR4NUsS5tpwShdcHgkHj6iufvPih4RsdSlsJ9VAmil8qQiJ2VWzjBYDH61T+GwZvhFZCPJcwTBcdc7nxXK+HNY8LWPwluNO1E28WoLDLHcWsq/vmmJIHB5JJIxQB7JFKk0SyRurowyrKcginEhQSeg5rwOxh1S41PwroEmpalp0J0GSWSKCUxtuXJGa9L8A6ldXvw1s7y8naecRSAyPyzbWYAn1PFAEI+Lngn7f9iOsAT+b5RUxP97OMZx6124IZQR0PNeKfC3TfEGo6HaajF/YzabJeSSOJrXdMR5hLYb19Ks3mveIb+y8ReJIvEH2FdGuJYodMVV2uIz/y0zyd1AHqT65pcV7c2cl/AlxbRiSdHcAxqehOe1XldXQOjBkIyGB4I9a8V8RaxfanD4wWeWMQrolrKIhGAdzhSTu649q7XxfeXVh8H7u5snZLhNOXayDkZUZoA6ZfEGjPefZF1WyNzu2+UJ1359MZzVm8v7PT4vNvbuC2j/vzSBB+ZrxPV7LRNM+GOgzLokd9aFI5Z76C4VJopGIyc9Sckj8K2LDT7LxX8X9Yg16MTQ2FlCtnaTNlGVlyz7T1IzQB6zFLHNEskTq8bDKspyCPY02S5ghkCSzxo7dFZgCa53wVpOi6Np93a6Ffvc2guWJRpd4hboUHoB6Vw2g+GNJ8Zt4o1XxDNvvBeywqxcqbNE4Uj06ZoA9fZlVSzEADkkngU2OWOZA8Uiuh6MpyK8j1SJdY8UeF/Bj6nLNooszcNcCT5r0rwAWHUUyHRl0j4k6z4T0aSS2sNR0cyCIOSIpOQCuelAHsdFeKW2sXPizSvCvhMzsl/FdsmpiOQ5Edvw2SP73y16N4v8Rz+FbGxvltUlsjdJFdyM2PJjbjf+BxQB0tFeb6n8UP7OfWroWsU2mWc0VrayqxBuJm+8uemB61Evxa22WuyPpayS6VHHJ+4m3JKGOMBsdaAPTaK821P4larpVvYPeeHUtnv3It1muwo2Bd2WOOD2xWjZfEeC5fw9FPplxbzazJJEiM4PllOpOOoPbFAHcUVwd78T7GzOtL9gmdtLvI7N/3iqHZ84IJ6DjvW54X8TnxJFdsdOnszby+WfMYMr+6sOCKAOgorhfC2uXup/ETxXZS3Mr2li0ccULYwhxyRWP418bazoPxP0DSradE0y52/alaMHgvtzu6jrQB6lRXken/ABau5vEnigTWedJ0q2kmhULtkkKOEPP1zW1Yah4/n0zStXKWE8d1IjzWKxlXjibvu9QMZoA9CoryzU/Fvih/E+v2Wnajo1vbaXtKpeDDSZXdgHP4V2PhHxHJ4h8G2muXEAikliLvHHyMjOcflQB0VFedeGPiLc69qfiKW4sGs9N0yBZI0lQiZupyR6ECm6T8Rryc2E2o2EC2+pWU97beQx3IsQyVfPUkelAHo9Fec6f8R7sS2M+r6fBb6dqNlLe2kschLBUG7YwPVtvPHFWdE8f31/qulRahov2Gx1dGexmM25mxyAw7EjmgDvaK4fx/8Q08Cz6Wstl9oivZCjPvx5YHf3qLVviRFp3jvR/DkVl56aksbLciTAUOeOPpQB3tFUItZ0yfUHsIr+2e7TloVkBcfhTzqmniZYTfW3ms21U81dxPpjPWgC5RXN3XjTS7a/1exD+ZcaZa/aZkDD5uCdo9Tgc1oaHrtnrum215byIDPEJfJ3gugPqBQBqUVEs8LytEsqGReqBgSPwrJ0HxHDr8+qRw28kX9n3bWrs5GHYAEkfnQBt0VyOt/EXRNF1BrHF1fXMYzMllCZfJHq2On0rf0nV7HXNNh1DT51mt5RlWHb2I7H2oAv0UVymqfEXw1ousyaVqF80FzEFLlo2KrnpkigDq6Kp6bqdnrFhHfWE4ntpM7JFBAODjvUst3bw3EMEkqJLMSI0J5fHJxQBPRVWz1C01GJpbO5jnRWKM0bZAYdRVO98TaHpt19lvdVtLe4GCY5JQG56cUAa1FU7nVbCysRe3N5BFanBEzuApz05pbDU7HVLfz7C7huYs43xOGGfwoAt0VUm1Owt5minvbeKRcEpJKqkfgTU8M0VxGJIZEkjPRkYEH8RQBJRRRQAUUhIUZJAA7mgEEZByDQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEAjB5FLRQA0KoOQoyOOlARBnCqM9eOtOooAjMUZZWMall+6ccj6Uz7Ha5Y/Zocs24/IOT6/Wp6KAIhBCJGlESCRhhm2jJHoTUcNhZ2zO0FrDEX++UjClvrirNFAENrawWVulvbQpFEn3UQYA/Csy58KaDd6umrXGk2sl+n3Z2jBatmigDPm0TTZ9VTU5bOJr2OIxLMR8wQ9V+lSWWmWWnaeLC0t0htVBAiUcAHk/zNXKKAKWl6TY6LYpZabbR21shJWOMcAk5NZ174N8O6lfPe3ek28txIQXcgjeR0yAcH8a3qKAMqfw7o9y1402nwubyNYbjI/wBYi/dU+wq/9mgNr9lMSmDZs8sjI24xipqKAOX/AOFd+Etgj/sS38sNuCZbaDnPTOKs6t4N0PWbtLy6s8XaII1uInKOFH8OR25rfooAztG0LTPD9kbPSrSO2gLFyqd2PUn3rE1P4faLqV1dTg3Vp9tObxLWUotzzn5x3rrKKAOa1LwLoeo2Vjbi3a1awAFpNbNseEDspqfSPCmn6RqE2oh57vUJV2NdXT75Nn90HsK3qKAOV0LwBo3h7xPqWv2av9rv87wx+VMnLbfqa2ta0m213RrvS7sZguYjG3GcZ7j3HWtCigDjYfhzpUPgmHw0kkmyF/NjuSAXWTOd/pnrVMfDmWTw/qGnXeuTXE16VzKYkVUCtkYUD2rvqKAOQ8XeCT4os7G3F6scdsMNFLCJI5BjAyD3HWsVfhU1vpGgw2etSw3+jzSSw3JjDA7zkjae3SvSaKAPLpPhFJNbastxrsk02pXaXUpeEbGK5yrL3HNdJ4K8Gt4RS/X7YJlupA6xomxIsDGFGTiutooA83/4QrxXpvizW9Z0LWdOgTU5Q7R3EDOVwOKg8Q/D/WPEk7XWoTWsl2dKa3EiZUC437lcDsBgV6fRQB5dpnwtnhaS1vLlWs59FNjLIh/eGVpN7N+ZNT2ug/ER107SrjV7O30+0lXfd22fOmjTopB45GM16VRQB5rpvwztbrxd4k1HxHp9tew3lwJLRnYkhccgjtXodpZ29haR2trCkMES7UjQYCj0qeigDi7HQ9Qh8Y+KbxrdDBfW8SW7PyrkKwIP51yfh7w54gvNcjur/wAOw6bDpdlcW8Nv526KcuMBVH8K8H869gooA8T8P+E9Z1DxFpg1Pw3LZ2WmQTlUnn3xM7DaI0HZKseHvDet3vizQpr/AEe9sbXTDLKVluN0UbdFWMf3cV7JRQB5V8UfDF94i8T6EsNnLPaCGdJXUfKjFeM+lcZ4d8PeJZm8PXWpaTcrqI1UCS5aPmOFE2rn0WvoiigD578KeFtUt9a0mK5sdRTUodVlmuLz7NtURg5yZD94N0x71Y1TwrND4L1TV49Gl/ts64zwTFG81YjLkMvoP8a98ooA8U1LTrLTvGHjKc6bJ9pn0dWgdYydzsn7zB6ZJIqnpOgzaP4k8KyaPZTWs9xokrXDoGw0u35d3vmvd6KAPAreVDpegx6Xa348Zm6T7dIiuHADHeZM8FcV6J8O43juvFm9GXdrUpGRjI2rzXb7V3bto3YxnHOKAqqSQoBY5OB1oA8d8L+IdL8C+IfFsXiV2sJbzUXuLcyxn99GehU9/pWLo0eo2+k206Nd2NrqniYSwFSY2eFlyOOwOK90u9Osb8obyzt7gocr5sYbafbNPltLecRiWCNxEwaMMgOwjoR6UAcb4JmnHivxdZtPLJb294nkpIxbZlMnGfeuXbQb/Xfiz4lk03WEsWhhgSQNAsofIz0bpjFetx20EMsssUMaSSnMjKoBc+pPemx2VrDdSXMVtEk8vEkioAz/AFPegDzrVru4h8XWug6jr0uk2MGnCSKWArD9rmzhuegxjOB61h+D/EerahN4LN3qL3QmvL6N5XUZlRB8pPFesaroel65AsOqWEF3Gp3KJUDbT7elA0PSgbbbYW6fZdwgCIFEe4YbGOmRQByXwkjVPArPEq73vLlifU+Y1cZpg0ybwv4iv9T0uz1TxFHdyfbob2QRsI8nG0noNvTFezadptnpNmtpYW6W9upLCNBgAk5P61kav4G8N69fC91LSoZ7jjc+SN+OgbB5H1oA80tLzTPFE/gaDULKO18PXFvOyWTuTF5q8KCT17nFegeFtP8ACula5qtp4eKR3A2tdQQsTGh7cdAetaWpeEtC1bRo9JutOhNlEQYo0G3yyOhUjoaf4e8MaT4Xs3ttKtvKWRt0jsxZpG9WJ6mgDx7xfIbr4neI5x4Zh16PT7KEyRSyFDGMEllA+91/SrHhi+1Dw98P9Ni02/h363qTBJYQZBaIRkqqnqRjpXrFp4Y02y8QahrcSP8AbNQREn3NlSFGBgVhr8L/AA6lhPZILtIZbj7UuyfaYpP7yED5aAOYfxr4yt9GmLWfmm2vzbyXiW2WaHGd4i7nNOT4iakfCEt7FqVhc3a6jDbKyxFGVHYAh4z91sZrqj8ONHTQhpltPfQMs5uUu1uCZlk/vbj1/Gqv/Cq9BPh670pnuXlu5luJr13zMZFOQ2exoAw/Hvim7S08aaXNIEtrTT4TCyDD75CV6j3xVHTdd12y8a6hb2MgubDTtBimWyYk5fywQF9yetdJ/wAKp0x7HVbe51TUbptTSJJ5ppAzYjbcMcfhV6f4dabLrs2qx3l7byT2YtJUhk2h1C7VbPUEcflQBk+CvH2p+Itcjsrn+zSrQeZLHG7JNA390o3J+or0iuM0b4eWmk+ILbWZdSvb27toDBEZ9v3T6kDLH3NdnQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADSW3gbeMHJz0p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeW6/fXX27XdUgnlk1HS7uGK0gWQ7drYyNnQ5ya6DxJPeXuv6DpK38thb3ayvceS+x2KrkKG6jmujbRtOfUDfNZRfaiQTLt5JHQn1xUd5oGmagoFzaI5DmRWydyseCQe1AHCXN1qV7oH2qz1C6nnsFlUW8d2I2kRHYLMxHLjC4x3qODxJfXa3WvpqMgEOpw2UVopIV4m2A5X+8dxbPpXY3XgvQrqK3i+xCFYFEa+QxQlAc7CR1XPappPCukyarFqDW372Ng6oGITeBgOV6FgOM0AadzdwWcHnXD7E6Z2k/yrFsPG2hakzi2uJSE6uYHCn6HHNdBJ/q2+hrn/AANFLF4QsUmUiQBsg9fvGgC5J4k0mKNpJLvaijJYxvgD8qhfxdoKRiRtQUIV3AlHxjpnpW0yq6lWAIPUEUwwRMu0xIVxjBUYxQBix+NvDkrbU1WIt/ut/hV5tc0tFLNfwKo5JL4Aq19jtv8An3h/74FMlsrV4mVrOBwRypjXB9qAKg8S6GyFhq1mVHUiZcCmnxToAHOs2A/7br/jVhdF0pYig0yzVW+8ogXB/SoJ/DOhXMfly6PYsmQceQvUfhQA0+K/D4/5jen/APgQv+NKninQHdUXWbAsxwALheT+dVZvAvhaeZpZdAsGdjkt5I5NMHgHwmDkeH7AEdCIhQBsjUrAkAXtsSe3mr/jVnen95fzrCXwZ4aDZXSLbcp7A8H86uf8I/pf/Pov/fTf40AaO5ezD86XcP7w/OsK58HaHdoqy2bYUkjbM46/Q1W/4QDw7/z5y/8AgRJ/jQB0wIPSlrEtvCml2kXlW8c0aZztE7nn8TUU3hGxmkkf7VqCbwBhLlgFx3HpQB0FFckfAdoLqSd9Z1jy2AAi+2EKp9ql/wCEFsf+glrH/ga1AHUUVyr+BLJkZV1TWFJGAwvDx71C3gu/W6D2vizV4LfCgw7lboOTuIzzQB2FFct/wimpJLE8fizVRsbLK+1gw9CMU5tB8QliV8VyKpPA+xocfrQB09Fcv/YHiP8A6G2T/wAAk/xoGheIt2P+EtckckfYk/xoA6iislLLWFQBtXRiO5tRz+tQNZeI/Nm26va+Xt/dZteQ3vz0oA3aK5b7D40/6DOmf+Ap/wAat2tv4niX/Sb7TpjzyImWgDeorBm/4SoTEQf2S0e3ILmQHd6dOlZ9xP49jC+TZ6HKScEedIuB68igDrqK4m4vfiNHJtg0jRJl/vfaXX+YpbbUviEJP9K0DSin/TK8Of1FAHa0Vy/9p+MP+hdtP/A0VMusa/FZebceG3abcQY4LpDx680AdFRXL/8ACSa2OvhG9/8AAmL/ABqvc+L9athk+CtVk/65SRt/I0AdhRXC23xB1Ca6e3k8F67EyKC37tWxnp0roYdbuZ4VkGjXyBhnbIoVh9RQBs0Vnf2qVgEktjeKS2NixFj9eKZ/bcf/AD46h/4DNQBqUVl/23GOtlqH/gM1ULvxnptjaz3NzBqEcMDbJHNo+AfyoA6OiuG/4W14U/573n/gHJ/hWjH8Q/C8kayDU1XcM7WRgR9RigDqKK5n/hYHhj/oKx/98t/hSr4+8MswA1SPJOB8rf4UAdLRWTJ4l0WJA8mpW6Ke7NimHxXoAUsdXtMA4J8wcGgDZorHi8VaDPKsUWrWjyMcKokGSav/ANoWf/P1D/32KALNFVv7Qs/+fqH/AL7FNOpWK9b23H1kFAFuiqn9q6d/z/2v/f5f8aWPUbGVtsd5bu3osqk/zoAtUVH58P8Az1j/AO+hR58P/PVP++hQBJRUfnw/89Y/++hR58P/AD1T/voUASUU1XVxlWDfQ5p1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFXUpGi0u8lT7yQuw+oU1k+CZfP8G6XKcEvCGJHcknNaesf8gW//AOveT/0E1n+DQB4O0kAYH2daAN2muwRdxzj2GadRQAUUUUAFFFFABRRTXBZcK20+tACKgVnIP3jnpT6KjEm4rs+ZT/EDxQBJRRRQAhyQcHBpFBCgMcnucdadRQAyRBIu0nH4UqKVXBYn3NOooAKa7BBk56gcDNOooAKKKKACm7RuLYGTwTTqKACimhlbO0g4ODg9DTqACiiigAooooAKaWAYLzk9OKdRQAUUUUAMeNJPvKDxin0UUAJx1paaqqgwoAHXgUgJLkFcAYwfWgB9N3Dfs5zjPTinUUANZFcYYZFKQCMEZpaKAG7F/ur+VGxP7i/lTqKAG7E/uL+VNIjDBSgyeny07dlyvPAB6cU6gCCaztbhNk1tDIuc7XQEZ/GojpOnFWU2FqVY5I8lcE+vSrlFAFEaNpYORptmD6+Qv+FP/srTv+fC1/78r/hVuigCp/ZWnf8APha/9+V/wqrP4b0a5cGXS7NwM8GBcc9e1atFAGH/AMIb4a/6AWn/APfhf8KIPCWhW83mR6VZI3IBSAKfzFblFAGTL4b0ebbvsYzt5GCR2x2NZp+H3htryW5aykZ5Oqm4k2j6ANxXUUUAcy/gHw06Ff7PYZGMi4kyP/HqqW/wx8NW9pJb+RdSB/45LuQsv0Oa7GigDloPAGh2sckdv9uhWQAHZeyDp369ajk8Aae7q8ep6zCy9Nl+/XIOec+ldbRQBzT+EXfGPEWtrj0nT/4io/8AhEX37f8AhJdezjP+uTH/AKBXU0UAcx/wh0n/AEMuu/8Af9P/AIitCLRriKJYxrWoMFGMuUJP1O2tVlDYyTwc8HFOoA5HwjqV1ea14itJtQlvIrG6WGMyxhCvyAkcAZ5PWuurjPBNsV1vxbd7uJtVKhSMEbUUV2dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA3Lb8YG3HXPOadRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUtY/5At//wBe0n/oJqh4N/5E7Sf+vdav6x/yBb//AK9pP/QTVDwb/wAidpP/AF7rQBuUUgIPQ5pFLEncuOeOeooAdTVbcCcEYJHNDbuNuOvOfSnUAFNdtiFsE47DrTqa+7admN3bPSgB1FFFABTUXYoXJOO5NOooAaxYMoC5B6nPSnUUUANRt65AI+op1RxMXjDHGeelOy2/GPlx1z3oAdRRTS4DhecnpQA6iiigAooooAKKKKAGqu3PJOTnmnUU3B3k7vlx0xQA6iiigAopgTExkz1UDpTiwHUgfWgBaaxIxtXPPPPQUoIPQ5paACiiigAooooAbt+fdk9MYzxTqKKACiiigBq7sHcR14x6U6kBBGQciloAKKKKAG5O8gjAwMHPWnU1lVsZGcHI9jTqACikBBGRyKQuoYLnk9BQA6ikJA6nFIxIUlRk44HrQA6ikGccjBpGOFJHYZoAdRUcUnmLnvgZ49qCdhLM3ykgAY6UASUUUUAFFNJYMoAyD1OelOoAazbELYJxzgdadUTS7Ztp+7gY47k08hiykNgA8jHWgB1FFFABRTSwVlBPLdKAW3kFeABg560Acn4GleZ/EbSLtYaxMpH0CgH8sV11cx4Q/wCPvxH/ANhWT/0BK6egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDI8UzNB4T1aVACy2kpAPf5TSeFl2+FtLUxCE/ZYz5YOdvFM8YHHg3WT6Wcp/8dNSeGZluvDOl3I2Evax/Mo6/KPXmgDVVQvCjGTmnUUUAMAILZbOTwPQUDbEigtwOMk00RHcjFtxXPUDvSFFkZx5hJBGRkcUATUUUUAFFFFACHOOOtIu7aN2N3fHSnUUAFNO7K4xjPOfSnU3B3g7jjGMUAOpu359+TnGMdqdTQuGY5Jyeh7UAOooooAKKKKACiiigAooooAKKKjRmZnBHAPHBFAElFIzBVLHoKAQQCOhoAWopovNAGQMZ7Z6jFKjEs+RwDgcEcYqSgCOOPywwznJz0xTiG3Agjb3GOtCMHUMvQ06gAooooAa671KkkZ9KdRRQAUUUUANd1RC7sFUDJJOAK5fw/8AELw74m1m80vTbsvc2md+5CqsAcEqT1roNRsLfVNOuLC7UtBcRmOQA4JUjB5rzDwZ8FbXwt4putXlvjPGpYWcSggop7v6nBxigD1aJPLiVc5wMZxin00kIuScADk0oIIBByDQAp6UyJi8aswwSOafRQA1Q2W3EHJ446CnEZFRpIHPCsMc8qRUlADI08uNVznHtin4oooAY6bwBnowPT0NKy7lKknkY4p1NLKGCFgC2cDuaAFAwAPSkLgOFwckZ6cUIu1QuScdz1NOoAKZJtKjccDI7988U+kIB6jNAC0UUUAJuG7bkbsZx7U1y4GVxx1z6Ui7Vcruy55564/wqSgBkZLRqx6kAmhhISdrADbgZHf1pVYMWA6qcGj5t/bZj8c0AKM4oBB70tNVQucADJycetADqaGDDIII6UM6pjcwGTgZoUqUDJgqRkEd6AON+Htw10viSVlCn+2rhcD22j+ldpXDfDQEW/iPIIzrl0R7/MK7mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopr7gjFRlsHA96AHUV5RoWozzz6Df3F0w1W41GeG6jEpPyDPylM4AAA7cVta8kepeJ75bq8uIraw04XMBhnaMByxyx2n5ug60Ad7RXljNea5Los1jf3i6/KkFxcP5rLBbR4BZGTplufl685q7p1rd6X43jvb+5eWPUbqWO3FvfO6AkFvmjPygALjjvQB1fjAA+DdZB6fY5f/AEE1J4WSKPwrpSQjEYtY9o5/uj15qLxgwXwjq4wSTZyngei1PoVyG8OaZI0UibrWM7CvI+UdaANWiimtnYdvXHFADqKamdi7s5xzmnUAFFFFABR1opqqqKFUAAdAKAHUUUUAFNcMRhTtORzjNOooAKPpRTVVVGFAAznigBWJCkgZ9vWhTkAkEH09KGBKnBwfWhQQBk5Pr60ALRRRQA0KA5bnJGOtOopvzb+2zH45oAdRRRQAUUUUANZQylTnB96UDAAHakVdoOCTk55OadQAVGyuWyr7RxxjPenbV3lto3EYzTqAGooRAozgepzTqKKAGsSFJALH0HelHIzjFLRQA3b85bJ5GMZ4p1FFAEajcRIVZWIxgn/IqSmoGCgMxY+tOoAKaGViwB5U4PtTqaFCljk8nPWgAYblIJIBHUUoGFAHPFBAYEEZB4IoAAAAGAKAFooooAKbuG/Zn5sZx7U6m7Rv35OcY68UAOpD0phY+cE7bc9KkoAaoIUBjkgcn1pCoLq2SCM8Z60+mlVLBiASOh9KAHU3J37dpxjO7t9KdRQAUUUUAFFFIQCMGgBu0F9wJ6Yxnin0xI0T7ihfoKfQBFEpCsWzuZiTn9P0qTNLTSisQSASOh9KAHU3Db87vlx0xTqKAIzGM53N97PX9Kk6CmsqtjcAcHIz2NOPSgDlvAjK+jXrKcqdTuyD/wBtnrqa5bwIoTRbxQSQNSuxycn/AFz11NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVGru0jq0ZVVI2tn73FSUAFFFFABRRRQAUUUUAFFFFABRRRQBlR+G9Hh1SfUo9PhW8uF2yTBfmIxg/Sq134P0K9W1W4sVcWq7YvmPC5zg+oz61vUUAc3P4F8PXGpSahJY/6TJIJXZXYZYcA4B9qt2fhfR7DV5dVtrNUvJdxZ8k8scnA6DNbNFAGV4kVG8N6ismNhgYNn0xzVuyjjOmW0agGPyUA+mBiqniSeO28O30shARY+STgdQKv2pBtISOhjXH5UASKioMKMAnNOoooAKKKKACiiigBpBLKQxAB5HrTqKa7bVzgn2FADqKKKAK01ha3GzzYFfYSVz2J61JDBFbx+XEgRM5wKlooAKKarKxYAg4OD7GnUANdA64Ocexp1MSTfn5WGP7wxRLvETFM7scYFAD6KKa67hjJHIPFADqKKKAGSKzxsquUYjAYDpTYkdOHkL8Y5AH41LRQA1QVGGYk5PNKTgZNLSEZGPWgAVgyhlOQelVphe+cPIaARcZDg5689ParCLsUKCTj1p1ADI/M2/vSpbP8PTFPopu3592T0xjtQA6iiigBodSxUHkdadSYHpS0AFRTvIiAxReYdwBG7GB3NS01t2RtI6859KAG7n2E+X82emaUglwQxAHUetPooAazBcZOMnA+tOpMA9aR3WNGd2CqBkk9AKAAPliuDx3xxTqQEEZByDS0AFNwd4O44xjFI5IAwpOSBx296bH5gdg5yABg4xn1oAlooppXLhskY7A8GgA2Lv34+bGM06iigBq7to343d8dKrx6jZyziCOdGlIyFHWrVMEUYbcI1DeoAzQA+mru53Y68Y9KdRQAUUUUAFFMiZmjUt1PXjFPoAKY+/A2bevOafRQA1c7RuxnHOOlN+fzu+zb+tSUUAFFFVp7QTxsnnzpnuj4IoAs0HpUMEHkrjzJH4x87ZqY9KAOX8CMH0a9ZTlTqd2Qf+2z11Fct4DQJot4oJIGpXY5/wCuz11NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHN+PSB4J1IkgAKhP/fa1u2rqbaEBgT5anGe2K534igN4A1dScAxAZ/4Etb+nKF020A5xCgz+AoAtUUUUAFFFFABUU8qwQPKxUBRkljgfnUtMkRZI2RlDAjBB70AKu7HzYznjHpTqau7YNwAbHIByKdQAUU1mCKWwTj0GadQBTu737PcWsAXLzvtGc4AAyeauVWuLd5p7eRZAoicswMYbcMEYBPT6ipnlSMqHcKXO1cnqfSgBUdXXcpyDTqaqhFwM49zmnUAFFFN3Dfs74z0oAdRRRQAUU0uoYAkAnoPWnUAFFIWAIGRk9BS0ANUk5ypGDge9OpqsrjKsCMkcU6gAooqC3jjhVo42LYYk5bJBPNAE9FFFABRRRQAUVR1bVrLQ9LuNR1CdYbWBSzufT+pqp4c8T6V4r0tNQ0m6WaFjgg8Oh9GHagDZooooAbk78bTjGd39KdRRQAV538YYvFMvg+QeG87Bk3YjP7wx452/wD1ua9EpDQBwXwiXxIvgmH/AISJiZNxEIkz5qp6Pn9K76mRsHjVgMAjOP8A9VKzBcZ7nHSgDyL4x+JvGnh+6046DG0VjI4UyxKHaSTPCkY4H869O0O5vbvQrK41K2+zXskKtNDnO1sc1eeNJQA6KwBBGRnBHQ0+gAooooAK8X8efFPxD4e+IFjpVjpE32VXw0bpk3gOOUx6fzr2iqs2nWdzeQXc1rDJc2+fKlZAWTPXB7UAS20pntYpmjeIyIHMbjDLkZwfcVLRRQAUU1iRjC5ycHnoPWnUAFFFFABRRRQAUUUUAFFNdQylTnnjg4NOoAKKKKACkPANLSN91vpQBh+EZEn8PxzoIwJZpnPl9CTI3Nbtc74Hjkj8IWKyhQ2GPy4xgsSOntXRUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5t4x8Qan4c1O6udN8SWEzZRm0i6Xc4GMfJt+bn0969JrzS90HUPE/ivVLjTtSh0k2Fwib4rdWllbYCS7HnHIAHtQB1/hTXLjxF4ft9SudNm0+aTIaCbqMd/oa3K5zwVrF1rWgebeGNriCeS2eSPpIY2K7vxxmujoAKKKKACiiigDm/Ho3eCdSGTyqDj/fWt61GLSEeka/yrlviZdNaeB7tlGd8sMZ+hkWuqt/+PaL/AHB/KgB7ttUtgnHYdadRUcayKX3uGy2VwMYHpQBJRRTXUOpBJH0OKAHUU0AhiS2R2GOlLkZxnn0oAWiiigAooooAgZJ/taOsg8naQyEc57HNPcuGj2qGG75iT0GDyPxxUlFABRRUe1/OLb/3e3G3HfPXNAElFFNUMAdzbufSgB1FFFAGfqEdy1zZvbqSEk/ecjgVoU1mVQNxAycDNOoAjRYwcIB8pPQdCafkUtRyD7rbdxB49s8ZoAkooooAKaEVWLBQC3U+tDhijBCA2OCfWhNwRQ5BbAyR3NABg7y244xjHanUUUAFNZguM55OOlOooA5bx34NtfGvh2bT5mMc4BaCTsj44yO9c78K/hivgi1a9vJ2k1WdSsqo/wC7QZ4AHc+9el01VC5wMZOTQA6iiigBu9fM2ZG7Gce1OpgCGQkY3gYJ70+gAoqNJkkLBTkqcMO4qSgBAAoAAwB2paKKAEZgilmOAOTS9aTrTZJEhjaSRgqKCzE9ABQA+isTQPFei+JxcnR76O5+zPsk29j6/Q+talw0y+WYlDDePMHfb7e/SgCeiiigAooooA8N+L/izxjovibSorCAW1kkweCWMlvPY8Yft68V7Npc13PpdtLfRJFdPGDIkbblBx2NEcSXsEUt5aIJRyEkUNsNXKACkyKWmlQxBI5HI9qAHUU1mCIWOcAZ4pwOaAEJwCcZpFO5QSCCR0PanUUAFFN3rvKZ+YDOKdQAUUUUAFI33T9KWkb7p+lAGb4e/wCResP+uK/yrTrM8Pf8i/Yf9cV/lWnQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmd94dt/GHifWLu2F9Zi0Atnntbox/apFXJUr6YYDdXplcbqvgia61e5v9K8RX2kG6w1xFbqjK7AY3fN0OMdKALngS70268LwjSrRrSCGR4Wic5IdWIYk98kE57101ZXh/QrPw7pEWnWQYxqSzOxyzsxyzH3J5rVoAKKaro+QrK2Dg4PSl3DOMjPpmgBaKTcucAjPpmgEHoQaAOP+Jqh/BzKyhgbqAEE4z+8FdaigwKvQbQOPpXGfFG5WDwzaRsuRcajbxZyBty+c88dq7VRhAB6UAKoCqAOwxS0UUAFFFFABTdo3bsDdjGaaGzK67lOAOB1H1qSgAooqOQuANuc7hnA7UAOZQylSOCMGlAAAA6ClooAjMgEyx4OSCc9qkoooAQEEZHIpaijZdzxqFATAwD7enapaACopJdksSYzvJH0wM0sTl03EAHPbP8AWpKACikOQCQMn0pFJKgkYOOR6UAJIkbgeYqkA5Gexp9NYKwwwBB7GnUAFNZQwwemQfyp1FABRRRQAUUU3cd4XacEdewoAdRRRQA1QwzuIPPHHQUMGyuGAAPPHWnUUAFFFFABRRRQAgABJwOetLRRQBD5Kq7yRhVdyC7Y64/+tU1Ny2/G35cdc96MEuCGOAOnY0ACbsfPjPtTqiguIbqFZoJUljboyHIP41LQAVj+JtCTxJ4futKkuJrcTLgSwuVZSORz6etbFFAHjfwp+Ft74P1+7vdT1AGdQUjt4HJVlP8AE/6Yr2SoxGolMgABIweBz+NMuVZoDtmMJBBLgA8A8jmgCeikBBGR0NLQAUUUUARrKjSvGD86Y3D0zUlUtV1Wy0XTZr/ULhILaIZd3OB9PrUOha/pviTSo9S0u5We2k6MOoPoR2NAGnTS6hwhI3HkD1p1Zur6lYaLavqeozCC3t0YtKx4A44x1JPbFAGgyh1KtyCMGndK56y8b+G9QuLG3tdXtpJ75PMgjD/Mw+nboeDXQ0AFFFUL7WdO026tLa8u4oZ7yTyoEY8yN6CgC8SByTilppVWGGAI680pGRigBajJk85QFBjwdxzyDSQQrbwJEpYqowCxyaloAjklSIKXOAzBR9T0qK/mNvp9zMBkxxM2PXAqzVHU5IxpV8ZcCNIX3Fx8uNpz+FAGD8NbqW9+Huj3EzFneIkk/wC8eK6yuT+Gls1p8OdDifr9mDfg3I/nXWUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5e+tWHhvWdei8QWOqzXN/ORHJFA8qPblQFVSvT+LivUK8f1S8vNUu9Siv/GA0ea31MCSASiIpaqpwU7ktu689KAOz+HFtqNr4Ot11ITq7SSPCk7FnSJmJRTnkEKRxXQatn+x77aWB+zyYK9R8p6e9YvgG61C88IWkupeY0uWWOWX78sQY7Hb3K4NdPQBwGjyWFr4i05rCeJLBdNJupFYBd5IwZD03devNYmp3Fy0PiK5jCf2umsQx2o8zLiPKYCnqFIJ6e9eqNbQPG0bQxlG+8u0YP1phsLQ3C3BtojMowH2jI/GgDhIhBc3lzJpKL9mskuDNqDS5lnmKsCq45KjPU9NoAqbw4z2vjS3stPLPpL6LHLI4O4NNvOGLd2IznucV1cXh/SINQF/Fp1sl0AQJVjAbB6/zNTafpNhpSyLYWkVusrl3Ea43N60AcZ8VpB/Y+lo0Luq6tatwAQ3zHge9bp8WwIyK2kawoYkA/Y2IGPXHSsn4oEDRtIyoJOsWwHPT5jXbu6xoXdgqjqSeBQBmLrtu13FbC3vdz4w5tXCjPqcYFatFFABWa+u6bG7I9zhlOCNjdfyrSpuxf7o/KgDNHiDSyQv2sAscDKMMn8qtHULIReY11CqEZyzgcevNTNErMpwOO2ODSmJCMFFI+lAFIatpcQCnUrX1+adc8/jT01jTJHCJqFqzHoBMpJ/WrBt4T/yxj/75FHkwKR+7jBJwPlFAAbiFeGmjHXqw7dad5iYyXXB96GjRxhkUg+opr28Mn34kb6igBrXUKuAZEA7kuOD6Uv2q3/5+Iv++xVeXSNOmIMtlA5B3DKDr61UbwpoDS+YdJtC5zz5Y70AXoUi+1yzx3AbeACoYED3qyGDdCDjjismHwzo0HnpHpdtGkpG7YuN/wBaVPDOjRZCafCuTuOB1PrQBr0VVhsLeAuYwwLAg5cnioF0a1jKlDOu3IGJm7/jQBo0Vix+G4Im3rfakWyDzeOcc+maT/hH0itHhS/1I72UljdtuAAxwSePU+tAGtNCk4UPn5WDDBxyKWJWRMMecnuT/OshfD21QBqup8etyx71pJalSp8+Y4GOW60AWaQjKketQ+Q4j2rPIGxjceT9eai+y3XlbTfyb8Y3CNOvr0oAsRBUQRKxPlgKc9elSVQeyvGQhdUmU5zuEadPTpTY7C9Rstq07jHQxRj+S0AaNFZ4tdQ88MdRymeU8pf51I0N95Kqt0nmDq5j68+lAFyis1LfVBOGe+hMW7JUQ4OPTOamEdytxtWceXhiFKZ69OfagC5RUU3n+V+4KCTjlwSPfpUCjUfO+d7byufuq27270AW8jOM0tY6W+rxzSSodOEkmAz+W+Wx0z81WGOrKibRaOwQ7h8y5bPAHPAx9aANCo1Mm99wUICNhB5PHOfxqoX1MW6kRWzTc7l3EDrxz9KYZtWEIP2S2aXdgjziBj16UAaVFZ9vNqjSgXFpbpH3ZJiT+WKmV7vyiWiiMnPAc468fpQBaqN3ZXQLGWDHBII+XjrTCZieUxhuNrdR71C1zeBwBY5XBJPmjggcDp3oAXTI5orCNLhQsozuAx6+1XKw01XUGh8+PRJGLlR8s6nIPfPtT7XWL6XzftGh3kGwkLhkbf7jkUAassqQpuc4GQM/WnKgUsR1Y5PNZI1i5bIOiX44OOE6/wDfVGm3kkOnn7TBdiRdzlXXcQCegOTnGaANONZRLKzyKyMRsULjaMdz35zTpE8yNk45GORmqEusxROVNtdnHdYsion8Q20aF3t7xVUZJMJwKANYDCgelLWTH4hsXQOVuUVhkboG6flTxrtiVBJmUE45hf8AwoA06KzP+Eg03/ntJ/34k/8AialTVLeR4gm8pIrMr7GA+XqOlAGH4+8F2/jnw2+mTTNBKp3wyjOFb3HcVlfC/wCHZ8BaXKs94815c4Myq+YlI6bRgfrS/EL4nWPgfTbWSOL7VeXRzFCcr8ndj3re8K+LtM8WaDBqtlJtSQhHRuqP/dNAHQVw3xN8Bf8ACdaCIIruWC7t8vCoc+W59GXofY9q619UsYn2SXcKt6FsHris3UPGXh7TbKa6uNWtQkSliBICxx2A+vFAHhum/ADU4vEWmx3N+VtPIE11NCdrxPz8iHvz3r6Jt41tYIbbzHcqgUM5yzYHUn1rgvBvxY8OeLrq5GV0+6i4UXLgGSPPBB6fh712Q1TT57iFotTtWADfKsynd096ANKvDfiJ8I9f1/xrb6lpepSyW875kaeY/wCi47oPT2HevbhPERkSoR/vCnCRCMhlI+tAFXS7OTT9LtbOS5luXhjCNPL95yB1NWnAZCCSB6g4NLkeopFcMCcEYJHNAENurhpSWLRs25CWycEfpzU2wb9/cDHWgHLMNpGO/rTqACsvxFcfZfDWqzgBjFaSvg+yk1qVzXi6KSDwxrTxgETWsxk46ARN/gKAJfAxz4D0E+tjD/6CK6Cue8C/8iFoH/XhD/6AK6GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKau7B3YznjHp2p1ABRRRQAUUUUAFFFFABXmniDXfh5qWuf8TjTXub2zcr5rWLsMr2zjkV6XXnHiER2OsDTrOfxHe3hU3MsVnKuI42bqSw9egoA7vS7611HTYLuyJNtIv7vKleBx0PSrlZPhuaC58PWU9rPcTwyRhle4OZDns3uOn4VrUAFFFFABRRRQBwvxS/5A+jf9hm2/8AQjXcMqupVgCD1Brz74pPI8vhW1D7Y5tXjL8ddvIr0OgAooooAKKKKAGhcMTknPYnpTqKahYrlhg+maAHUhAJBIBwcikAbc2SNvYU6gAooooAKKKaC29gRheMHPWgBJJEijaR2CqoyT6U4EEZHeggEYIzS0AFFV7whbVyZhD0w57c1OOlABkGlqNBh3OwDJ6568VJQAhYAgEgE9KWmKp6vgkE4OOgp9ABRRRQAUVWv7r7FZvPgHaVBycDBIH9asKwZQw5BGaAFopodS5QH5gMkU6gAooppYBguRk8gUAOooooATI9aWo0iRJHdVwz43H1xUlABRRRQBHL5nlnytu/tu6UoiRZWlCgOwAJ9QKfRQA0opcNjkcA06iigCOCJbeBIl+6gwKkpqqFBx3OTTqACikIyKjhUJEEDl9vBZjk/jQA/wCbeeBtwMeuaVlDKQwBB6g0gLFyCBtwMHNBQFgx6jpzQAEhdo2nnjgdKdUeW84r/Dtz07/WpKADA9KTgUgJ3kY+XAwc9aNw3hMHJGenFAHL+MvAujeOrCGLUEIeMgx3EY+dRnkA+hrY0bQ9O0HTIdO061SC2iHyqB39T6mtKigCJraB2y0MbH1Kis7VPDekavp1xY3dhA0U6FGxGAQD3B9c81rUUAeeeCvhHoXg+e4utv226kZgjzAERx54UD6Yya7M6TZLcROljagLnJ8sAjpjFaFFAFT+zbLDD7NHg4zx6dKin0TTbiPZLaIy4IHUYzWhRQBkHw1pJtktxa4ijYuqh24Y9+tVh4Q0cswNu2O2Jmz/ADreRg6hhnB9RigKAzMBy3X3oAqWul2tlarbQIyxK24DcTz9ak+xxCcTAuGBJ+8cHPtVmigCmsAfzY/Nulxldxcjr3U1ieL9ODeEtYf7XeDbZSnAmODhD1Hfp/OunrG8Xf8AIm63/wBeM3/oBoAr+Bf+RC0D/rwh/wDQBXQ1z3gX/kQtA/68If8A0AV0NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUABOBXmN0LbxbqunTtLeaXf3Mt1a/aLC52kxQs3DAjBzjPtXp1eZat4H+Hllqkj6jfmzu5Xaco2pPGcseSBu4zQB6Fpun2+l6dBY2qlYIUCqCck+5PcnrmrdUtJitINItIrCXzbRIlWGTzC+5ccHcev1q7QAUUUUAFFFFAHnHxU8z7b4R8oAv/a6YyM9uelej1w/jvThqmt+E4C5QLqBlzzztXOOCK7igBgB3k7jg9vSlZ1QZYgD1NOooAKKKKACiiigAooooAKKKKACmh1LlQeRjNOooAKKKapLDJUqc4waAHUUUUAICD0PSlqBQPNdFcggh2wBznjH6VPQBGMRkKNx3Enuf/wBVSUUyQlYnZfvBSR9aAH0VHCzPBGzcOVBPHfFOUEIAxyccnGM0AKQCMEZpahuTIICYs78r0HbIz+lOik8yPdx1I4OaABNjOzKSSODzxUlQDK3bZ8sBl+X+8cdanoAKglthLcQzeY6tFnAUjDA9j+VT0UAFFFNUFVALFiO570AOooooAKKKQsFGWIA9TQAtFFFABRRUIuIzcvb5xIoDEEdc56evSgCaiiigApAAOgApsb71zgdSODmn0AFNV1bOD0ODQrB1DKcgjINRyeUkyyO21wCBz2NAE1NYblIBIJ7jrUTSst0sZDbWU4OOAR71PQAgGAB1paaGUkgEHHX2p1ABRRTPkEw6eYRj3xQAiyBndAGBTGSVIB+h71JRRQAUU0sF5YgZ45p1ABRUZniE4hMi+aV3BM8ketSUAFNUEA5bdyaSIqU+Viwyec570pDbxgjbjnI5oAdRRRQA0so6kcVjeMHCeDNbZjgfYZv/AEA1sGNCSSqnOCePSsfxgyr4M1ssQB9hm6/7hoAh8C/8iFoH/XhD/wCgCuhrD8HW8lp4L0W3mGJI7KJWGehCitygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvJvEGs6dZfEK6urbWtEWeSBLaWC8tnk2spJGXHA616wwypGcZHWvMFsNV0/Q9V0N/CKX0s0s3l3e9dk+8khnJ5B55+lAHo2niYadbi4EIm8td/kDCZxzt9qtVQ0S0msdDsLS4cvNDAiOxOckKAav0AFFFFABRRRQBy/iRWbxL4YKqSFuZCcDoNldRWNqn/Ie0b5c/NL26fKK2aAGAEMSWyOwx0p9FFABTSWDAAAg9TnpTqKACiiigCOZpFgkaJA8gUlVJwCewpyklQWGDjkU6igAqG5SZ7d1t5RFKR8rldwB+lTUUANUEKAxy2OT606iigAooooAKKKKAIzuDfKo5HJJ79qeudo3YzjnFLRQAUUU1m2qTgnHYUAMgBEXIxye3vSiJAQQOhLDnuaeORmloAKOlFRxM7Jl02HPTOaAJKKq39wLW1MpcpggZCbup9KtUANDbiwwRg45706iigAooooAKKKKACkIBGCMilooAYC24gqAB0OetPoooAKiK/vQwXOeCSen0FS0UAFFFFAETJtJdEBbGMZxUtFFABUE8RlaMY4DZJz0qeigCrPBvurebn90SMKPUY/KrVFFAESxKkzyAkF+o7E+tS0UUAVr2+ttNspry8mSG3hUs8jHAAqrpms2urxxXFk3nWsyB4pkGQR7ntWP8QPB58a+GpdMW9ltZPvIVb5GbsHHcVF8OPB1x4J8LJplzfNdSlzI3PyIT2X2oA7CiiigCKUhlaNfv7cj/wDXUg6DNRzQiYJ87KVYNlT1x2+lS0ARGFTOJstuClevGPpUhOASe1LRQAyMKEGxQqnnGMdeafRRQAUUUUARCRmLAKDhtp57etYfjllXwRrJbdj7JJ919p6HvXQ1znjwH/hBNbwxUi0kOQM9qANTRf8AkBWH/XvH/wCgir9UNF/5AVh/17x/+gir9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANbO07euOK8t1jx94o0PUhZX8Xhy3lc5RJb8hipOASMcV6pXjfxCvLPSvEOpwHUdE83VLZElW/idpLdeRlSoORjJAOOeaAPXrV5JbSF5QgkZFLBDlc45we4pZ54raFpp5FjiQZZ2OAKraPHHDothHDKJYkt0VJAMbgFGD+NU/FMYk8PzhoGnRWR3jQZJUOCePbGfwoAvWGp2epxu9ncJKI22PtPKn0I7UkGrafdXTWsF7BJOM5jVwW468Vy2hXsN3qGt6pYyFbC/eOK1faf3koUgsOOme9YejPbz6n4W022jL6jYSTvfsi4MIIYHeeo3MQQO9AHpB1CzVbljdRAW3+vO8fu+M/N6cU2w1Ox1SFpbC7huY1O0tE4YA+nFedPbWFta+Nre1u5rWBrqJZ50hMzISi7mIPXqcnoK6TwLdCe31KGLULfULe3uvLiuYIFj3DaCQdvBIJIyKANDUrgJ4r0a3O7LpO3twFrdrHudn/CU2OT832eXbz7rmtigAoqJ5HUkCF29wRz+tS0ANLgOFPU9KdRRQAUUUUAFNVg4ypBGSOPWnUUAFFFFABRVSDUbO5kaOG4R3VipVTyCOoqwsqOVCsDuGR7igB9FFFABRRUZMRkBJXeOnPNAElFFFABRRRQA1d3O7HXjHpTqKKACiiigAooooAKKbtG8vzkjFOoAKKKKACiiigAooooAKKKKACiiigAooooAKKayqwAYA4Ofxp1ADVZWLAEHacH2NOpqrtLHJO455NOoAKKKKACiiigAooooAKKjicyJuKMhyRhuvWmMJ/tiMrL5AQhlxyWyMH+dAE9FFFABRRRQAUUU1l3KVyRkYyOtADqKQDApaACuY+Ic/wBn+H2uSeYY/wDRHG4DPUYrp65j4hoJfAGsxno1uVP40AbGi/8AICsP+veP/wBBFX6gs4Vt7KCFPuxxqo+gFT0AFFFNV1YZVgfoaAHUU0uq5ywGOuTSggjIoAWiiigAopMilyKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCG4YrbSsHKEISGC7iOOuO9eGr4i0u31HVbr/hMXkvJQEmE+hbt5VcAYxn2wcV7xXivjGbU7LxjqRGvXGjWrshiFtpplWX5RklgOWyPyxQB69pb+ZpNm4IO6FDkJsH3R/D2+lXKqaaxbS7RjKZSYUJkK7S3A5x2zVugBixoqhVVQB0AFAjRXZ1RQzdSByafRQAzyo8MNi4f73HX602C3htYhFbxJFGOiIoAH4CpaKAMi5UHxRZNk8W8nf3Fa9ZU5/wCKmsx/07yfzFatABRRRQAUUUUAFFFFABRRRQAUUUUAMWNFZmVVDNyxA60+moWI+Zdpz0zmnUAFFFFACEBgQRkHtVYafZiXzRawiTBG7YM8+9WqKACiiigAooooAKKKKACqK6ZCshcS3WSMYNw5H5Zq9RQA1VCKFBJA9Tk06iigAqrNatLHtFzPH8u3KMM/Xp1q1RQBXhtmixm4lkxj75HOBj0qxRRQAUUUUAMk3mNvLID4O0sMjPbNKuQo3EE45xTqKACiiigAqoPt/nnJt/J28cHdu/PpVuigCMebxnb1OfpTk3bRvxu746U6igBrEqpKruI6D1paWigAooooAKKKKACiiigAqC6uktIfMdZGXIGI0LH8hU9FAEZkHlqwDfNjHHr61FbSTvu84JjAI2qRzz6/hVmigAooooAKKKKACiiigBCwHUgfWojd2yuUa4iDjqpcZFSFQ3BAOOagaxtHkaRraIu3JYqMmgCzXI/EyRYvAOo7mcbvLQbc5JLqAK66uY8eDPhpQf8An9tf/R6UAdLH/q1+gp1IOgpaAEIDAgjIPBFYzaroGlavbaN59pbX1xlordcKT68DoT+tbVeF+KfgnrOrfEH+17LVttlPKJXlkkJlhPovr7UAeteIdR0bRdPmv9WjjMW3DDyw7OB2x3qC78WaXp1zLZhJ5Xtoo5Jlgi3CFHOFJGen0zxSeKdJu7/wVeaXZ/v7t7cQo0rYLHgEkn2zXPeIvCup3Or3E+mxSRG9s0trh45wqzAcYbIyuATgjr0oA6RvFumrqr2BE42SrC1xs/dCRlyF3Z64pNN8WaPqmq/ZLZ5vNfcIpHiISbb97Y3Q4rjNT8J6leeIm063N/bae9zFcyY2mCTaOTv+8GJ4xUnhnQNch8UaeZ4bqHT9N88LHOylFD/dCMBl/qelAHcWTaZJrl9HbxsL222mZjnHzg4xz7GqNjrPh7Vv7TuYn/5Blwwu2fK+W6jk+4wKz1vLvRfGesyvo2oXMF4sHlzW8asvyhgc5I9RWDZ+H9atbye2g04Cz1m8n+3u/wDDGJCwYjvuUlfxFAHaP4y0NNPs74Xbyw3ieZAIYXkd1/vbVBIHviq8/inw/Z2lnL9unlS6Zmh8kSysxXqCFyRjPINc54ftr7w1Jpl3e6Pdyr/ZgtmMChmidZGbBXPcMOR6VHJpmu6peaLPpNkvhyRftTnMKyBAxXl16Zbk0Adxa3ml6rZvqNrfGS35LukzAJgcgjPykelSDW9KTRV1X7dF/Z+0EXJbKkZxnP1rGt9Efw34T1RfMk1G7n8yaZtoUyuw5AUcCvOfEWhatH4OufDenW1zHa2pjvVRY9wkVgv7oe4bJIoA9vVg6hlOQRkGo7lN8BzM0IHzF1IGAOe/avNLnVNcttVmQyzLexyKtvbR7ypg2rklfun+I5zkGsi01PxBLoWgG6vNUlfU7C8e8GDkFVyoAx8p/nQB7DFd288skMU8UkkWN6K4JXPTI7VnT6dcR3U16dcuoYc7jGwj8tFA5HK9PcmvLrHUJxqXiDU9OvrgfZ2sEjcE4lUhQdwPXgmr2p63d3djqIfU5H1F0uI7jSWbCxR4PzAY7Dn3zQB6TJDPd4ubXV3S3dQV8tI2Uj1BINWrS4hnixFcx3BT5WdWB598dK88kku4vhBofk5W3MVut64JBW3yN549uvtVTXLzQdDgOo+DJrKK8gtZZJ/sxDDyRGTuZehO7Z155oA9WqlcC7lnUWl3BGq8OrR7zn8CMVzHg7VdWudQa21O/W7Mmn296CIVQIZN2VGOo+XvXPWGgNqvi3XJpNFhu4f7SZHuWvGjZFGOAoHOKAPQTb6zk41C1A7f6Mf/AIqrlsl0kai4mjkfnJSPaD+prz+DxlqUiG6BsfsJvH09LJcmYbcjdnPtyMUfD+/1C/13UZpHb7EljB5cIYlEcl84B9cUAdtJ/bPmt5RsfLz8u5Wzj35qO8bXlSQ2UdhI3HlrKXX65Iz/ACriIdSu9Q8N3+tT/wBppfi8liVbViRbBCQuUJHynGT65q/CZPFOp6ytzql1Zpp6xCBYJjEYy0QcyOAeeW6Hj5aAOotZ9ewou7Kxzu5aK4bGPoV/rUjT6wGIXT7UjPBN0Rkf98Vh3WrXNt4Bhure/W+uJVSFb2JcAlmC+Zj2zmkvYb3QFa4TxBJMyWT5t7pg3mOP+WnsB3AoA6lpJVti/lBpQufLVup9ATUdrcXEzMJrRoQACCXBye44rjrldT0G20i8m124vXupY7adHICOZTgMg7bScjHYVLaa1f3FjaaRbyyy6lHffZbu4YAFUT5mcg9mXA/4EKAOsjuXe8kt3gdABuR85Djv9KtUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhIAyeleOeKrrxFD48mmtV1S4jkheK3FttaBAyAI2exD5zntXqWvNaLoF+1/JJHaCB/OeMkMq45II718yWuoaa+vxJ4cu5F04y7ZP7WuzE2zIyoIfJB+lAH1Naed9jh+0BRN5a+YF6bsc4/Gp6jhUJDGq42hQBg54xUlABRRRQAUUUUAc1NL/xca2hyf+QazYzx9+ulrkpI0uPipC6hma20shiOi7nOM/lXW0AFFFFAEbFhKgH3SDnipKKKACiiigAooprgsuFbB9aAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNYsCoCkgnk+lADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5fx8xHhyPCk5vrUH2/fJXUVzHjz/AJFtf+v20/8AR6UAdMOgpaQdBS0ARzK7xMsUnluRw+3OD9Kq29rfRyhptR85P7vkKv6ir1FABRRRQBTiS/FwxllhMO44VVOcVBfprJWQ6fNaK2fkE6tj8cVp0UAZlouspu+1SWcnyrt8sMMH+L8PSpLhtUDj7MloUxz5jNnP4VfooAiiM3kKZgnm4+YIeM+2abbSTSQ7riERSZPyht3H1qeigCrcS3SFRBbCUE8kuFwKkt3mkhVp4hFIeqBt2PxqaigCBWLXLq0BAVRiQ4+bPao7iV4Vfy7NpdgG0KQN2eoFW6KAM20Il4fSxAHOGyF7dCcf54q19jtTM0ptofMYYZ9g3EehNWKKAKk7xW8HlfZXkj2H5I49wx6Y/pWV9l0izhdItAcJdqTKsVoPmB6hv8K6CigDmYvEGm22pJbJpGoxTkJBvFkwUKPugt6DNaCalp9tcTRxwyI7OWkKxHDN3Oe9a1FAGRbaVo1zIL2PT4RIzFt5jwcnqfqagtbnw7pc0otnggdgEfaCM7c4H4ZNb1JtHoKAORuLjwVdS3NxNcWhYMGn+cgFgeCwFW7qx8L6qFuZfszCeMZdX2+anYHHUVtmws2ZibSAlvvExjn60Gws2A3WsBwMDMY4HpQBXgi0q4sDptuLdrYR7PJjIwF9MCs6w8FaNp808oilnaaMxH7RKZNsZ6qM9BW5Fa28DFoYIoyeCUQA/pU1AHL6d4F0rTtRW7El1OsR3QQXExeOA+qKemO1aMWjadF4in1uM4vJIRA+H+XGc5x68Dn2rXqBbO2VnKwRgu25jjqfWgCUOjMyqwJHUA8inVElvDFLJLHGqvJy7Act9aloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCpqVza2el3VzfbTaxRM8oYZG0DnI71yPhTWvCXi2WaKy0KO3uIVWUx3NgsbGNvuuOOQa6PxNbQXnhfVLa6uRbQS2zrJMRkRgry2PavL9FR9E/svWofFA8rUYYtOgll0ogFEOF3fN8uc9T1oA9lAAGB0paQZ2jJyfWloAKKKKACiiigDkbUsPinqKhm2nTISRt4J3t3rrq5CBLhfiveOoUwPpce4huQwdscV19ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFN3Dftz8xGce1ADqKKKACiiigAooooAKKKKAGs4XHBOSBwM06iigAooooAKKKKACiimqwYEqc4JH40AOooooAK4z4lPs0LTx5pTdqloMAn5v3o4/z6V2dcJ8U2xo+jDBOdZtOR2+egDuh0FLSDoKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMnxNFaT+F9Tiv5zBaNbOJpQMlFxya8oGtprWkWPhyfxdoq6WCkbTwbhcTxjG1duMKx4BIr1vX5Fh8P6hI9mb1Vgcm2Az5ox938a+fdDsyPEVhfWmm3+hqbkbrL7C00eC3Usw44/KgD6SRQqKB0AAFOoHSsvW9dtNBtEnuRI7SyCOKGFdzyMeyjvQBqUVm6frljqOjDVYZCtrtLMXG0pjqCOxFVtI8U6ZrMc728kkYgG5/tCGP5T0YZ6j3oA26KxbnxTpVro6aq87NaPJ5cbIhYu2cfKByeQa0rK8h1Cyhu7Z98Mqhkb2NAHO2Y/4udqZ2Z/4l0HzenzNxXVVzdnDIPiFqk20+WbGBA3bO5jj9a6SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimhQGZucnGaAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRpsRii8E5bH1NSUUAFFFFABXB/FNgNI0YHPOs2n/AKHXeV5/8Vin9m6CG3bjrVrtx0+93oA78dBS0g6CloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO1vUpNI0e5vorKe9eFdwt4Bl39gK8s1/xrrnieCy0618Ia/YMb6B2neIhQquCckdsV6d4l1d9C8OX2pRQ+dJbxFlTsT2z6D1rzSw+J/iSLXktdTh0OazWSBJZLGZmOJTgbTkhiD1HWgD2AdBXIeNbKdr/QNYjglnh0y7aWaOFSz7WUjIUcnB7e9dhRQB5tawX7eApdGbTLtL2/jnnjUp8qDdkKx6KxHY1p6TFF4j1dp59Pu47SHT1tJI7uExrIxYEjB6429enNdtRQBw13C+ljQLx7eVLSzvLnzY4oi2wN5gU7VHTkc9s1teD7aW28ORCXeGkllmAdSrKryMwBB5GARW/RQBi2yyf8JRqbqEx5EQBOc556+1Xy1/lMR22P4su3H04qraf8jFqP/XOP+VatADV34+cAH2NOoooAaxIRioywHA9arzTXSQborUSSYHyeYB9eatUUARQvK4PmxBCDx82c1LRRQAVHLJ5UZfazY7KMk/hTi2GUbScnqO1OoAqzXghJHkTvjH3Iyc08Tl7bzVRlP92RSD+XWp6KAI45Vl3bc/KcHIxUlFFABRRRQBG4Yum3OM84NSUUUAFFFFABRRRQAVXmvLa3Cma4jj3DK7mAzU56etQtbwTohmt4yQOA6g7aACO7t5V3RzxsOuQwNT1ElvDGMJDGo9AoFS0AFFFFABTQW3MCMAdDnrTqiaFGJJByevJ9MUAS0UxEWOMIowoGBzmkEahVUZAXpgmgCSimFAWzk9MdaihtEgg8pXlZc5y8hZvzPNAFiiiigAoopqgjOW3ZPHHSgB1FFFABRRRQA0KQxJYnPY9qCWyuAMZ5zTY5PMTcBjkjqD/KpKACim/NvPTbgY9c1Vm/tDyz5Att+443lsY7dB1oAuUVRtzqef8ASBaj/rmW/qKtRebt/e7d2T93pjtQBJRUbOwbAjLDjnI9aGZ1ziMt8pPBHX0oAkoqna3VzOX86wlt9oyC7od35E1aUkqCRg+npQA6iiigAooqpNetFcpCLS4cMceYijaPrzQBboqPzBv2lW9jjg052CLuOcD0GaAHUUVDJOkUsUbBt0rFVwMjgZ59KAJqKKY0iKTudRgZOT0FAD64D4qoG0zQm2kldatcHnj5q7eW9tYG2y3MSNkDDOByen51ma/BBczaVDcKjq16pCt3IRiCPpjNAG0OgpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvFVxeWvhfUJrC2FxcrC22IpvDevy9/pXk+iT6xpmo21vYaabmxW9hCI2jrbq7MMSMMDKlRzuPHavVvFv8AaY8L3/8AY4c3/l/uhGQGJ74J74rzXQtF8UWniC3u7SDXre2nvYvOW8uw+YwD5hcenQDFAHsoooooAKKKKACiiigDItFH/CS6i2Tnyoh146HtWvWDpOT4n15ircPCoY9MeWOBW9QA0OCzLg8e1OpoRQxYAAnqfWnUANVlcblII6cU6gADpRQAU0MrEgEEg4PtTqTAFAC0UUUAFFFNIbcCGwB1GOtADqKjSPa7tkfMc9KkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACm7l37MjdjOPanUmBnNAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAAAdKKKKACiiigAopOlHXmgBaKKKACimqSUBYbT3Gc4p1ABTMtv6DbjrnnNPooAKKKKACio2Zw2FQMPXdipKACmlVLAkAkcj2p1M2fvvMz/DjpQA+kwD2paaGDZwQcHBxQAFEbqoP1Fcn4wvRZa94TLBismp+VgerROB+prrqx9Uhjl1rRjJGr7JZGXIzg+W3IoA2KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxfFWh/8ACR+HLvTFuZbaSVf3csTlSrDkcjtmub8NfDiPTY9Pu77UtUfULfa0iC9ZomYex7H0rvqKACiiigAooooAKKKKAMLRLhLnWtdMbEiO5WMg9iI1zW7XK+E1A1jxO2OTqRz/AN8LXVUANUMAdzbufSlJwCcE49KWigBqncoOCMjoadRRQAUUUxAVXBYsfU0APooooAaFAZmyefenUUUAFMDZYrgjGOexpIozGuC27knNOYElcMRg5I9aAHUUUUAFFFNUEE5bOTx7UAOooooAKKKawYqQpAbscZoAdTW3Y+XGcjr6d6EDAHcwY57DFOzQAUUUUARSrIxAXbt4PUg1LRRQAUVGj72cYHynHX2qSgAoprMqLuYgD1NM85SyKpDBs8gjtQBLRRRQAUUUUAICCMjkUtIqhVAUAAdhSFlDBSQCeg9aAHUUUUAFFFFADQoDMcnn1NOoooAKKKKAGuu5CvqMUKu1FX0GKHDFflYA+pGaRVCkkZ5OTk0AI3mbvl2beOuc9eakoooAKKKQgEYPIoAM55FLSABQABgDgCloAKKawJK4YjB596dQAUUUUAICD0NLTVUKMKAB14pu/D7W2gE4Tnk8UASUwEK+0KeecgcU+igArH1FSdf0huwaUHn/AGDWxWJqVyq+JtFtiRvfznA74CYP8xQBt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACZB/ClpoUKTgAZOT706gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5PwxJ5eq+JDgkHUyDgHj5BXVqQygjoa5jwp/wAhbxN/2Ej/AOgLXUUANBJZgVIA6H1p1FFADd43lecgZ6UMocYOeueDinVFJIYyvoc54JoAlpoYMSBn5Tg8UoOQD60tABTFbIJKlecc0kjFVBH94DpnqaWRPMj2+4PTPQ0APooppZV6kD6mgB1FNDglgDyvWoorgSOqADJTceTx+lAE9R7D5xfPG3GOfX8qkqNGJdweikAce1ABLH5ibeOueRmgpulV8jgEdKkpkaeXGF9M9sd6AH0UUUAFFNIJIw2MHJ46j0p1AEcaFd2TnLE96dtUOWwNxGCaF3c7sdeMelOoARiQpIBPsKFJKgkEexpaKAGsCVIBwexpRkAZOTTJHZCmI2fcwBx2HqakoAMVHvPneXt425zTkYOMjPUjkYp1ABUasSVzGwznrjipKKAGksGUBcgnk56U6o2cq6LgfMcfpUlADWUOpU5wfQ4pelRozmQq+3gZ4B9TT2VWxuAODkZ7GgB1FRpEqMxXjPbPH5VJQA1iwI2rnJ556CjcN+3nOM9KdUe/98UwPu5zmgBzhtvykA+4p1RhiqoH+8ePlHGaeckHBx70ALRTVBCgE5OOvrS5BJGeRQAtRtIVkRdud2efSgSxmVog4MigMV7gHOD+hqSgCOVC6bQcHPv/AEqSo/LAjK7mx67jn86eMY46UALRRRQA1Q20byC2OcDinUU1lV12sAQexoAdUew+dvzxtxjn/wDVUlFADGDE5VsDBGMd+xpyghRk5Pc0jglcK20+uKdQAx1LIyg4JFKowgB6gYpsrlFBHqB0zUlABUbMRnEbHAyMY5PpUlFACDkelLUYVvOL+Y23bjZxjPrSCRjLsKgcEjnt+VAEtctq7D/hYPhxec+RdHp/srXTswXGc8nHArj9Wuifin4etMcCzupM/wDfIoA7KiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArC1zxGujzLDHZy3kojM0qRMAY4h1c57cH8q3a4/wAR6ZqTa1Ne2dmbuO601rEqrhTGxLHcc9R836UAb1xrVnb6XDfli8U+0QhRy7N91R7ms1fGmmkpCyTi9ec2/wBk2fvA4XcRj0A5zUM1jqFpothZ29kLh9OaBhuYASgD5tvoR71y03hXVrXxjF4tWyllBvZJpLNHBdUMWxSB0yT1oA7YeLdKZ7WKOSSSa5R3jiRMvhW2tkdsHitqNxJGrgEBgDgjBFeV3fhSVvLuLvw/dzXU0dwY5oLjDW0kkhYKQD0HBz0r0rSYrqHR7KK9ffdJAizNnOXCjJ/OgDmfAIuXn8S3FxIriXV5ggHUKp28/lXZEgEAkDPSuM8EymS21tbeVVeLV7oSB+RksSPp2rpJU1ImMxvaY7lgeuO1AFxY9r7t7HrwTxUlZTx655uUuLLZj7pRs59amtE1JQ4u5rdzn5fLUjA44P60AXiwUZJAHvS1WndmwkJhZgw3h2+6PX61NFuEahyC4HzfWgBSyhgufmPOKYsuYTIVPGeBzVCwF1Ld3wupWwsxEIXAwnatJFCLgEn60AReY/nbcDbn0PoanppYKyg9WOBUUzTg4iiDHOMluB70AT1DJAshJYnkY69PpU3bmo23KxYbmBwNo7e9ADiyhgpIyenvTVfMjrj7oHOfWn4FMxsl3AMd3B9BQAjSHyS6g59CPeliZmTLDByR0xUlMDfPjbxjO7tQA196kuGG0c7cf1p0f3Ack7ueTnFNnbbESTgd/XHt70nmBBGuyQ5HXbnH19KAJCuWU5Ix2B4NOqvHdLIQBHKpJxhkI/H6VHcX8NvE7EtlTt4QnnFAFykPtWSniOwYcmYEcHMLD+lWobyG/i/cSOnPXaQf1oAtqGCYY5b1xTcP5ajcN4xk46+tA+RGJfOOcntUT3EaRAyzqhG0lh05/wAcUAWaKpz3ltZgTXF0qRsxUbumfT8MGo4ta06d/LhvInc9ADQBb2y5/wBYMf7vvT2YKVGCcnHAoQkoCSCfUdKNy7SwOQPSgB1NAbc2TkdhjpTS26PKEZK5GaDNEpw0qA+hYUASUU1ZEcZV1b6HNG9cgbhk9OetABuXftz82M4p1N2DzN+TnGMdqUkDqaAEVg2eCMHHIp1ICD0pGYKRk4ycCgB1FFRg7G2liSxJHHSgCSjFFJuGSM8jqKAGOzKyADgnB4qSkyMZyMUtADQGDNk5HYY6Uzyh5pkDMCcZGeDjP+NPTdt+cgnPajcN4XuRmgBAE81iAN+0Z9cc4/rSuGIG045547UpHUjGcdaanmc7yp9MUAKyh0KnoRihVCoqjoBikcblID7T6in0ARlGMqtvIUD7o7mpKKjdSScOR8pGB/OgCSmb/wB7sx/DnOaVDujU88j+IYNNEkZfaGG7kflQASsyqu0dWA6ZpIpDIoyCGABPGBUtMUbcgtuJJPNACswUgE4ycD606opArsqFiG5YYPPp/WpAMKBknHrQAgYFmXB49qdRRQAyN96ZxjkjrnoafTUTYuASeSeahS7jkuHhCyZQ4JKEAn2PegCxTdy79uRuxnFOphB3rgDHOT3oASRmXZtHVgDxniuJ1X/ksvh//sHXP80rucj1rmJlU/E60JAJXSpsHHT95HQB1FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHGeAI08vxCfKUbtYuCx3Z3/N1I7V1zASYA42MDyv8AKub8EKostVIABbVbok46/vDXU0ANclVJCliOw70BVUkgDJ5PvTqKAMwaXs1K4u0dM3GN4KcjAx179BV7yuWOfvEHjjpUtFAEZjBfcWYHI4zxUlRyRhypPVTkfWlifzIwxUqT2PUUAOJAGTRuHqOaiZg8zQMgZCmWyc9eMEfnUfkxSKN21RH8gAGABkYHP0FAFqo2kxKqccgnrzTiyqQCwBPAz3pFljc/K6t34NAD6KjkkEYyQx69FJqGO5JkRHBy+MYRh2JOfSgCww3KR6jFRoqxsq7/AJ9uNvTgd8VNWZeG5t5BdJAsrCMK2Gx/EO30JP4UAaDBZF27vyNOyDVcQQiUMCAQQQox6UscSYTYxxGx7YyTn/GgB8TMXlViDhuMdhipaaXUMFJAJ6D1psjFUyvXI7Z70ASU1lVsbgDg5H1rNe/lNl9oiZWZZTGUKsNxDYxyM+taCyo/CspOMkA0AIkYCuM/eJPHGKdsUptIDDGOeaitSCjsBgFyeRj+gqUuoUMWGDjBz69KAHEA9QKTav8AdH5VFKY5FAMjDa4+4e/ocVDaLt3RG7aZo2yfXnnBoAuABRgAAegqNNwcr5aqmTyDQ8vlsN+AhIUHPc1EHuzdbTFH5G7G/dzjHp9cUATmNGOWUE4I/Cqc2jadcTmeazieQjBYjtVwSKZGQZ3KATx60wBBcE72LEfdzwMUANt7K2tF228CRjnhRimtp9qxjYwjdGCEOTlQeuKmE8TEASKc9MHrTLjC7JCZflbpHk5+oHagB6xqhUgHgYHJ6Uk8IniMbdCQfyNAZ1YeYyBTwOxz2p6MHGQCOSORigBkEIgj2L0yT+ZzT2UMRkkYOeKFdWQOD8pGcnimq5Z3B6AjHHtQA3apDR5f1J5/nVGTRo5p5Ha4u1DHI2zkD8u1X/Ojyw3gFeueMU9XVwSrBsHHBoAr29ktsiqk0zAHPzvuJ/OpBCRLv8x+4I45/Spqr3LOph2OygyANtTdkYPHsPegBEtRHAsKyMVXaBvwelNW3kWSQ/amKPn5SB8pPofardVzEhlZmKLgHpjPPUmgDOi07VVjCHWt+OMm3Gcds806xN5DbzRz3wuJYpwN7x7cqccfz5FaMMUcO4IfTPTjAqK71K1srSS5mmURoMnBGf8APFAFlQ2W3EEZ4wOgp1V3klDuVIKgAj5D3/n3ouLj7OI2YDazhSScY4/WgBJ3hW3kncrGg5ZpF4wPWpo8GMEMXBGQx7g1DdzSCyme2iWeVVO2MtgM3oT2qloFxdz6aPtluYJVJBTawA9gW5P1oA1qgVJdwdthbB5/u9OB680y6ure3ntUndVaaTZHk4y2CcD8AasOQqMScAAk84oASPcIl8xgXxyR0JrOuZNRivMW1ks0ZBO9p9vPpjFXbeMG0iV0GQo4J3Y/HvURAjvELSZCxk4K5Y8+tAFcXuo5VGsYllLfd87jb3OcdfapgbtdRbdCrW4T5ZAw3ZLDjHoBVsKu7zAOSMZ9qRZUaVowTuQAkYPegBxUbw5JGBjrxTqZJGJU2N0JB/I5oO4FdoBGecnpQAz542BZiwJxgL0p7ANg5PynPB60yUwufJk2nIztPpSCNImYhyucnHA/GgCTzFCqzfLuwAD6ntUC3Ra5EIVT94kg9ADinwzxvbJKHJjIADNxntn8ajnuBbXEMaoGMzndg8gYPOPwxQBboqhEl0+oNceaBb7AgiKkHIJJbnvyPyqd5pEidwm4h9oHI4zQA4SRyHO1sq+0ZQ8H/D3rnpf+Sm2o/wCoVL/6NjrpWcLjPc4HFcvIgHxRt5B95tJkB/CVP8aAOqooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxfDSKlhcbX3brycnkcHeeK1llV5HjB+ZMbhjpmsfwvNBLYXXkjGy9nV+MfMHOa28UALRRTVDbmyQRnj2oAdTV3ZO4Ac8Y9KdRQBG5kz8gU8dz3pZS6xMYxlwOBVSMQ2s91O0pAkcE5OQCBj8KugggEdDQBD5jC6EZxhlLDCntjv071KyhhggEVCN4uiBGwXIJfIw3B/8ArUtwSoQiNmO44K/w8Hk/570AS7gX29wM9KQoCwOSMeh61We8cWiyx28sjNt+UDHXv+FWYyxjUt1xzxigCKSV4woPlhmJUAt1PaooHSe4beUaaAkYB5XPqPpirhUHGQDjkUwhVfITlzgkD270AVDLfAyYiB+XKcd/Tr9ad5F091l5sQGLBUAHLevPSp0d9zByCAOoHGcnNLG4PG/cSNw4xwelADSm0qz4BDYG0Zz6ZqG2SaJphsCR7ywzzu9cVZmcxxMyqzEDooyaqLPPJGjeXIgbOQ0eCBj68UATwytcxRyhTHk5KsOcf0qZiFUsTgAZNZ+n3MotLdLhXLt8u7aBzjI4+lWby7htId0sgQvlUz3bBOB+RoAh06Fra2KO6EKzEhegySe/tVlpVJ2RkGRl3KMHGPrTbSSOe2SeJiySjcCakkkSFd7kKOmcUANRZBGinGf4snNLgRQhdw4AAJHftQ5M0bCGXY2cbsZx+BpWw7bCGGMHPQHn/wCtQBUsjdW9pEuoTLLMTsLpEV3HJ5wM4FXFjCsSDgEfdA4+tUbyGS4ELfapIGjkZgqgDzOCADn6g/hU7PKrxglvm2joOTzmgCT7REXePcQynBBUj/8AXS73ExUoSnGCP1qtDYJa3k90kkzedy0ZbcM+oB6VK7vvLpGQQp+8vXp3oAlICy7ywBYbQOOaYzCNpWHJwGIPAA+uPamQXAnto7kAlHwwDDBQd/61KVDu/BAZANwPXrQAIQMKzAsckcY4prSIZIikikvwBu4I7ketKY9mWXczehb1qKAOPLBhEYTIwMY/CgCwd2/oNuOvfNR3Uwt4DKzhEX7x2lvyA96kUEktvyp6D0qtfxp/Zkyu7BQhO7knPb60ASQxyG0CzSFnZfmbA708eYrBQF2DjOecYrN8PX73nhyyurk/vTAhlJQr820Z47Vp/KJAwUksMZHQUAJCpCsSoUsScY5/GpMcelQr5zIMEKeQcr3pkc08ly6NA8caNgMSCHGOvtQA4yrA8cckn+sO2PIJJOCeT+FMQNLeiRlCmNCpHXk4PX8B2qSLzCx8zPTjIHXJ/pioIHQ6jcQK8paMK5DHj5s/4UAQ3l7cQfZVYCLz7jyicbsDBx/Lr+lXfs52ENIzEgAkgZ/lUSeRFCscpyI3ATeMkHt/+urHmA/cG7DbT7UARKTHcTlyBGArZx9c1KRHJuQhW4GQRVeC5dk+eGQnzNvABGM9fpRFPFeyHyWcCGQq5Bx8w7H160ASzyPFFJIAm1F3Dc2B759KjnmD27rGR5mOAcgZ+tTZIWUyAlATgY7Yo8tJDuDHt0PHFACBmMCshXOATnp70sTSMSzFNhxt28/rUCGByJEmLIhwQTkZqy7rDGWI4UdBQBnappb6hdWE8cyxtaStICYwxyUZRjPT72avLuUxxtIGIX5iRy3v6VNScdTQAzaVOUHVstk9valJO7AXt97sKVHWRQykEGg7t4ORtxyKAGOZFRcDc2QGwO3eoEeSS6kOxPljBQEjIJ65/wA9qmEheRQoOznJxwfxqGIJFdSPvj2OFCALyOTnJ78mgCwGI/1m0EnC89aZI8yyYRAV45x9c9/pS3DlFUjH3vTPY0kTuWw6tz0O3AHFAEK2xmufPlXbIECggDpnJ9e9W9oLbiBkcZqnbzXIvbqOYZt41UpJwMkjkYFWLiOO4tWR2YIwySrFTj60ANaYkzRxqC8aggY65zj+XrUc0s32uOJbbcuc+Zvxjg8nj1wMe9SNK32YSohLMBjaN30NYFhrBfxtqmnSQPuijiYSgAAKQx5/KgDocz+X91N+fU4xWdYy341LUBeSKbVWXyQI9u0Y5575rSRmZ2IJMZAKmmGBZjmQNlWJU56UARlPtnmJPGQscoKEEjOMEH86yPszf8LAhuC8jbNMZOgxkyLyT6nFajGSFrhonLEMGK4zx3FZFnIx+IV/E7SMU06E/Njby78jH0NAHTUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAV4I0t4z8ix75CTgAZJPXiq9tNM15OGeIRLIQBuyWGOPpzVKyuNWvIg0sUQAvZVLK20rErEKcEHJPGelWQlvFcs4s0EhwQ0cWVLHuTjr70AalFNQkopPUjninUAR5EhIDMCjc4+n/16kqDy1j81jtQSNksvB6Ac+9TAYAGc0AMESLv2oo3nLcdT701YmIy7tk5yAeKjgOLq4QRsACDvL5DEj0zxVqgDMube6tbGX7DMAywFU875sMFO05+uM07TJ7m40aymkZJJ5I0aQ9AMjJ4qxNE8l1HxmHY6v8ANjk4xx370WtqtpH5UYAiUKqDvgADn8qAHSJMQyxmNFxgHHIqtFDeGCFDdx7kUrKyLnLdsVeZwpAIPJxkDpSIiJnYqruOTgYyfWgCOKAoSzyNI3Ynt61H5Nw7FHfaiSKyMrZZwOob8at1Gr5yGK53EDBz/k0AU3Cv5lu08eyYPghsMDnkD6VIEZL2ERyRiLyiCp+8cdCPanR2lorBVihLxkt90ZUt1PtmqyW11Fq1vtO60jtyrMwGSxPH6UAXpjONnkhD8w3bientUZW7KyAtDzkJ149M1ZqjYXT30UjsPLMczJgdwKAGWlldRogmvfM2beAgwCBggfWqPiDSb/UPsLWk6Zt7wTsj8BkCsCv/AI8K3QoXOABk5OB1NKSFGSQAO9AFS3inFnbB1jilRRujX7oPoKlUFyVl8s4bKhT6etZqz3F3oV06s8c4eRR+8AKkN0DEY/StOGMCNGKgPtGTxnPfmgCG5tpC8T2xRHWTcxfJyvcD60+7+0tZkWskSTkDDPyoNFndpewNIgG0Oydc5wcVK0UboEZFKqQQMcAg5FAGNqsGoLYW4guF84XasxC9UL5wM9MD+VaogcqvmS7mDZBAx+FRXyzOkflW8U+2VCN7dOeW+oHSrKxKhyuc4xyxNAEEn2tX2xmHy8ABnY7ie9U4tx1WKJZlJgDCRXc7mVhkEDvz+lapUNjIBwcjPY1XFlbC+a7+zQifAAmCjee2CaAHfZgrxeW22JN2Y8cNmhkuG3KCijcNhGc4x3/H9KsVDc3EdrA00rYRcZOM9TigCPT0nj0+BLpw84UB2AwCfpUdxb3TyRGOZdozu3L+RFXQQwyKhlM4mhWNFMZJ8xieQMcYoAYIbj7CsRmRZsYLqvH4CmyxsllN5kgYhDgyNheM4JPb3q5UEsX2i2lhlwocFTjng/UUARWtlaxREwjcsigM28tux71NIk21/KdQx+7uHC8frzSR+RblLWNVTC5VFXAwPpT441i3bc/MxY5JPJ+tAFO2jv1ldZ5ofL2DbsB3bs8nntU4glFwZPPOwtnZj26Zqfau7dgZxjOO1MMh+0CPZwVLbsj16Y60AQTW81xD5TzOisCGaM4YdcEGof7Pit7gXInkV2RYWZ36rzj8cmtKoZoo5gqPjhg4BGehoAxdN04m4Lx3cc9uCFk2OSd6DAyf5itlFlV3O2MKWJGCcn0qnY2TaZbOkMCM8k7Mdu1eCScnAHQfU/Wr5j6kMVJIJwc0AVrO3ubdZhJIj75S69flU4yP51haLoup2OtarM1+oguL0T+UEyNpjAwCenIFdNEzMpLdckdMUqxorsyooZvvEDk/WgCtJbzPI5WaTH3lGRjPHH4Y/wDHjTLiz8yBFe6eE+YrExsFyRzj8cVdYttO0AtjgHpWdrccj6a8itGvkhpW3ru6Keme+aAMi3W5tPDE8ryqbmJn+bO7d83yk/hWtBE99pwWeeKeUEq7pkA89D6cVVsBZ2uiWTGzjAuyiuscYVSz8kkfWrei29xbWsy3MYjd53cKrZG0nj9KANBwCu0sVz0IPNNhjKR7WYk9+cgcdqztWyt3prbmIN0OP+APWorblBAIyM80ARwQCDeAxKs2QD29qWUuPulAMfxHvTl3EHcAOeMHtVa/tWuo0USBVVsuCAdwx09qAKaW+oJrbMkkH2MheNx34AOeMY6kVchs1RgdwKDJwB3LZzU0EeyNPmJIQLnOQfepFVUGFAA9BQBDLFJ5YSDYoHTdz3//AF02VbxniCGJY937w5OcY7fjUtw8kdvI0MYklCkohbG49hntTWWeTyWDiPBzIuM546Z+tAFRNNZL6e5Nw7+YMbD0x6VfAPlAEAHGMdqjiWUTzM5+RiNg3ZwMfTj9amPQ0AR/MkaAbFxgH0/CuYg0rVG8WXupwXtukUkiRSwmLLeWqnBDeuWH5V0bxtJaBQkcrcEB24JBz1x/SnpDHFKzRwIhk5kdQASff1oAqxx6gLp5JJozDt+WMDvk9/pirhUn5izLxggHipKayq6lWGQeooAhghlRCJZt7b8gqNuR2B9axbezki8fXt2XBSawiRV7rtds/wDoQroqyh/yNLf9en/s1AGrRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVx2oeOGtNYuraLSnnsbKaOG8uxMB5TPjGFxk4yM/WgDsaK5zxJ4rGhy21pa2Muoajco0kVtGwUlF5Zsnjiqb+P7Fre3ntLO5vI2t/tM7RYH2dAcEtkjkHPA9KAOvorkrj4gaVBerGFlksw8cct6mDHE8gBRW5zzkfTNdbQBm6HMlzpgnSdpo5JHZWYEHBY8c+nSp57eHfG4tonYuoJZeg9elVvDv/ACL9n/1zFaS7stuxjPGKAFACgADAHQVBC05nuBKV8sMPLwCDjAzn8c1YpoRVZiBgscmgDJ1KT7a8mn/ZxKEeF33Mw435z90g4K9PzxWqpJJBUgA4HvT/AHooAzbAzf2hqKyM5jEi+Xu6AFecVpVBDHMk87SS70cgouMbRjmpVBGcsTk5HtQA6ms6oAWOMnFOprIrgBhnBz+NAEV0rvayKkSSsV4jkOFb2JwafFu8pNyBGwMqpyB7VJRQAVGVwy7UU/Nkn0461JTdvzlsnkYx2oAidZBKjRLGAx/eMeuB0AqVl3KVyRn0ODTqKAGllQDJ6nA+tQLGYroeXBEsRUlnBw27I4xjv9as0UAFIwDDBAIPY0x0LshDsu1skD+LjoakoAjdB5bKI1YH+E9DTwMDA4paKAKOnQxWsBhjnWRTI5XBHGTkj8DmrM7SrCxhjWR+yM20H8cGnKE/hC8Ht60rIrqVYZB60AVWl+yC2hW3wjyeUoj6INpOfYcY/GrlFNIJYEMQBnI9aAHUUUUAFRvDHJnfGrBsA5Gc46VJRQBGkSRKwjRUySxwO570xYW/dNK5aRAeVyoOfapUXaoXJbHc9ajllKTQr5kahyQQx+ZuP4aAJqa6q6FWAKkYIPcUKSVBZcH0zTqAIba4juraO4iz5cihlyMcVNTUQRoqLnAGBk5p1ADS6hwmfmIyBS4Gc4GemaXFFABVaTzheRmNFaMKQxLYIyR2x/WpIjKZJRIiqobCYOSRjqfxpwiTzfN2jzCu3d3x6UAKm7aN+N3fHSnVFHEY5JWMjvvbIDHheOgqWgCjNdbGmtbJUe8RBII3yqnJ7tg1dGcc9aiFrAt090sSid1CNJjkqOgqK1kikubsRgB0kCOcdTtB/kaALDENuQPhsdjyM96huY2ns54WjDh1KbS2NwPB5xxxVjAznvSOwRdxBP0FAENrbpb2kMAjVEiUKq5zjHSrFQz3MVvbvPI4EaDLN1xUoIIBHQ0AVL5mH2fZBHLmZVO/Pyg5BYYB5/L61ZjBCAFQuOAAeMdqfRQAUhAIwaWigBg3BtoUBAODn+lPqsJlN+8PnZYRhvL29Oeuas0ANZQ6lWAKngg0jFhgIoI784xT6KAGRM7RgyIEfuoOQPxp9RgS+cxLL5eBgY5zUlAEe1iGjA2Lj5WU8/lSqxLspA46c80+qUNgsOrXN8pGZ4o0YY7qW5/X9KALtVDOFupEVE38ZJbBY44HTmrdRvDHIyM6KzIcqSOhoAkqok0cmqTQiMeZFEpZ8ckMTgf+OmrLhihCEBuxIzWda/8AIxah/wBcIP5yUAadFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXnd14R1n+2tZtraO2Ok6xeRXU1w0h8yLbtJAXvyo/OvRKKAOKv9N8Rya1aazb2dm01vFNbeQ0vVG+64bsfUVjxeEda0nTJbSG2jvJdQsWtZ5VkCCF2ZmJx3X5j09K9NooA8oHgLVbXRX8MxRLLaS31tcfbtwBCRhN2R6/u+PrXqcqO0DpHIY3KkK+M7Tjg4qSkJAGScAUAchY+FfEFjZR26eLp9qDAzaRmrA0DxEG3HxbOcAgD7JHiunDBlBUgg9CKWgDll0zxeLoFvEFoYNwyBaDdjjP8An3rorWOeOELcTCaTPLhQv6Cp6KACs6ZdYMzmGSyEeflDo2ce+DWjRQBl7Nd/57WH/fD/AONZ0h8ZpM4jGiyRbvlLCQHH510tFAGEJPE/2oEwab9n28jc+/P8sVOZtdCki1syccDzDzWtRQBzE2oeL1kURaHYuuAWJu8fh0qa21DxMxb7ToVso7bLwH+ldDRQBlLe6ttG7SBnHOLpf8Kd9t1T/oED/wACl/wrTooAz4LrUJJlWbTRFGeridWx+GKg/ta8WaaN9HucI5VHVlIcf3vateigDGm1u5ghaQ6NfvtGdsagsfoM1Q/4TCb/AKFnXP8AwHH+NdRRQByyeMLgqC3hjXFPp9nB/rVu08Sm53eZourW+3GPMt+v05reooA5W48eabb+YDZaozocFVs2JJrQtvFGm3Nuk2Z49wzskhYMPqMVtUUAZI8QaYucSOMnJ/dN/hWdP488OwkodS2urBSBC5I557V09MMcZOSi/lQBiReMdBmlijTUFLSruQbGGR+XtWhDrGn3EnlxXSM/XAzVryYv+eaf98ilEUanIjQH2AoAXeu4Lnk9BTJ7iK2haaeRY4kGWZjgAVJgelMlhjnjMcsaSIequAQfwNAFVNY02RiqX9sWChseYOh6GkfWtLT72pWY5xzOvX86kGl6eORY23/fpf8ACqL+E/D8js76NZMzHJJhHJoAuf2xpn/QSs/+/wCv+NN/tLSpZE/06zdwfk/fKSD7c1U/4RDw7/0BbL/vyKF8J+H0YMmj2asOQREARQBprd2z/duIm69HBqRZI3OFdWPsc1h3Pgvw9dyK82mRllBA2sy4z16EUQ+DNBtt5t7JomZdpZJ5M4/76oA3gwPQg/SkVFUkgYycn3rlv+FfaIsryRvfxl+oS8cDr06+9O/4QLSv+fjUv/Ax/wDGgDqAQeh6Utcza+BtLsbgz29xqKSE5J+1scn6Grx8PQGTf9tv93X/AF//ANagDYoqgNMUW6xC6uhjdh/M+bkY9O3aq6aNOiKo1i+OBjJZST+lAGvRWHdeH5buHy31rUUGQ2Y5FU5Hvipv7HuAuBrF7nGMkr/hQBctprVp7iGBwZUfMq88Egf/AFqljgjieV0QK0rbnPqcAZ/ICua/4RjWxI7jxbeDd2+zpV9NJ1dE2nX3Y7duTbLntz19v1oA26ilkaMoFiZ9zBTj+EeprHn0vXCXeDXwrnG0PaqVH4Zqk+leMHjZR4ktEJGNwsBkf+PUAbGs2zXWkzWULeU842K+MhST14qTTZjJAVDvKsbFC7jByMDGP61z0Gm+N7OOJF1rTr0KCHa5gZGb0Py56VdEfixblWVtHEG0bkHmZLdznFAGrfajHZT2cLKWe6m8pADjB2lifyBq26h1KnOD6VjBNfZkM8WlOUcsp3PxxgY461Pu1z/nlp//AH8f/CgDUpjvt+UcuRkLnGaz1OteQ+5LDzt3y4d9uPfjrSarLqyWuNMtoJbgrw8r4VT/ADNAF9Yf35myclQu3sKjncrc2oDEBnIIz1+U1SW81jaN2loTjn9+vWl+16v/ANApP+/60AabMFKgnGTgfWopGMc8ZWJ33naxB4UdcmsW91XxBAU+z+HPtOeSVuo12/maji1vxE88ayeFpY4ifnf7XGSB7AHmgDolkVpHQdUxn8afXNT+Ib6znIPhfUXZwCXh2OD7HBqP/hLb7/oVdZ/79r/jQB1JOOtRyRlymHZdrZOO/sa4+/8AFGpz27RxeENXchkYZCrnDAnv7VoTeMILaUxT6Vq6sAD8tk7A/iBQB0lQpLCJWiRhvzlh79aybbxRZXKBvs1/FntLaOp/UVKniCxYbvKugfe3YH+VAGqzbVJwTjsKzbU58Q359YIP5yVG3iOzWRE8q8O7PItnwPqccVFpN6t9r2qSRwzJGsUCBpIyu4/OTjP1oA3aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4v4iT3K22i2kTyJbXmpxQXZQkZiIOQT2BIArtKq6hp9rqllLZ3sCT28ow8bjINAHOeCCkT65ZwTNJaWuoNFApfcI12g7QfQHNdbVHS9I0/RLIWmm2kdtADnYg6n1J7n3NXqACiiigArF8Uzajb+HLyfTJooZ4o2cySIW2qAScAYyfStqq19aR39hcWcpYRzxtGxU84YYOPzoA4bUn1PV20+CLWLmzhTSjev5AAeWQdMk549RXXeHb6XUvDun3s+PNmgV3x0yRVC98H2V4tsUury2lgtvsgkgkwWiPVSCMc+uK3LO0hsbOG1t12wwoEQegAxQBPRRRQAVV1F7yLT53sIUmu1QmKORtqs3YE9qtVFPEZoJIlkaIupUOmMr7jNAHn8nijXdMa9tprqyvZ0gjPmLEVS3uHYKsTYJ3Dk89eK3fDuvXt54g1jQ7/ypJ9NELefEpUSB1J+7k4wQe9Mh8EW1voMukRX1x5DOJUZ1QssobdvJAG459au6H4cXStQv9TnuWudRv9guJdoRSEGFAUdOtAG9RRRQAUUUUAcX4r8Wat4bvBKul276YrRJ50lxtkldmwVjQA5IHPOKbH48ebUWeOwJ0lL/APs159x8wT5xnbjGzOBnOeelO8VeHvEOtzzW0Fzpr6ZMEKi6hJlt3B5aMrjnHIz3qla+BNUs71rRL+3fR5NTGpOWU+eX67f7uNwBzQB6DRRRQAUUUUARXNxFaW0txMwWOJS7E9gBXNHx3pjabaXkUN1M11E86QRx5kEa/eYr2FaXiDRZNctILdbtreNJllddgYS7eQre2cH8K87s/Dfibw8+man9hGoTxWM1j9nhKqYy7kqxycEeuKAPUdM1G21bTbfULSTfb3CB429Qat1i+FNNudI8LafYXhT7TDEBJs+7uJJOPzraoAKKKKAGSOsUbSOwVFBZiewFc9p3jvw3qiXb2upoyWi75mdGQKM4zkgVqa35x0O+FvG8kpgbakZAZuOgJBGfwrymI3MttNa2cOuvpcMEE9xFfQOzFxJ8yKSMtx2HHFAHq2lazp+tW7T6fcrMiNtfHBU+hB5FaFcT4PtLg+K/FGreRJHZXssIt2kQoW2phvlOCOtdtQAUUUUAFVpr+zt7mK3muoY55TiON3AZ/oO9Wa8o8RLB/bWrz6i1hLqaXMIsrYpi4MQII8ts5yTu5A7UAeoJd28lw9ulxE0yAFowwLD6ip68gsYUTUdJ/s1I/wC3F16dr0DBmW3ZnDF+4XbtxnjpXr9ABRRRQAUhIHWlrmfHcVifCV1cah9pMdqPORbaVo3ZxwoypzyTQB01FeSy2mo2VxoXhy91a/231pPeXcv2l96yKqlVVichVz0745rtvAmqXms+C9Nvr8H7TJH8zEY3YOA349aAOkooooAKKKq6hcfZdOurgyxxeXEzeZJ91SB1PtQBaoryGLx14la0mLQz2s32WNk+3xIBIzSBN8YUA7QD0PtXX+HdY1F/F+taDf3AuVtI4ZoptgU4ccqcAA896AOvooooAKKKKAGsoZSp6GlAAAA6CvMv+E+1RNbk+0T6dDbJqf2I6eyn7Ts/v53fj06VtaP4i1Wa9065vntjp+qyyR2sUcRDx7clSzZwchT2HWgDtKKKKACiiigApoUKzEE8+prmv+EygPiyfQzZXMawWz3D3UqFEO3GQuR83Xr0rPg+Icfl20t1p0kcN7aPd2jRvv8AMCnGw8DDHIwBnrQB29Fc9ofiOTUtRudMvrH7DqEESTGLzQ4aN84IPHPBBGOtdDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXn2teOdUg+IOleHLHTmjtprjZPdzqdrjG4hPfGaAPQaK8xvPiVfWGvbrm2sxowv20/akm643jo+30zgVDbfFe6IS4udPtRa3VjPd2iRy5kHl/wuO2RQB6pRXHeD/Gk/iDULvTb6zht723ijnPkSiRCj/d57H1FT+CPFsni201CaS1W3NrePbAK2dwU9aAOqory+0+LsbTeKlutOwuiAsgjfmZQ23qeAc4qxZ/FcapY6UdN0O5u9R1GOSVbRJADEiNtJY9s44oA9IorhJPiXAlnpjjQ9Sa9v3ljWyCYkRoxls568Hg1saD4vstf0G71WKCaH7IZFnglGHRkzkH34oA6OivP7f4t6JcaDY6ssE4S8vfsaREjeGzjJHpXajU7E3jWgvIDcqCzRCQbgPUigC3RVJNX06UsI763crH5rBZASF9fpWTD420S4udMgiuSx1KN5YHxhdq9ST260AdHRUTzwxqrPLGqt90swAP0qjFrtlN4hm0RGc3sMC3DDb8uwnA5oA06K5vWPHOgaHqK2F5eH7Rx5ixoX8oHoXx90VvwXEN1bpPBKkkLjKuhyCPY0AS0VXvb6202zku7yZIbeIZeRzwoziqmmeINK1l5E069juGjALBc8A/UUAadQtawPMJmhjaUdHKjI/Gie5htlVp5UjDMFBc4yT0FEFzBchzBKkgRijbGztYdQfegBRbwrMZliQSsMFwoyfxqWs+PXNKlvPskeo2rXO4r5QlXdkdsetLca1plpdC1uNQtorg4/dvKA3PTg0AX6KhuLq3tbdri4mjihUZMjsAo/Go7PUbLUEL2d3DcKOpicNj8qALVVr6wtdStWtbyFZYWIJRuhIOR+oqzRQBk6x4d0vXliGo2olMOfLYEqyg8EAjnBHBrQtbWCytYrW2iWKCJQiIgwFA6AVIXUMFLAMegzyadQAUUUUAFV72zgv7KezuUDwToY5FPdSMGrFFAHHJ8PrKRLxNQ1C+1BZ4vJi+0SZNumcgIfYgHPtWr4f8NQ6C1zMbqe8u7or51xORuYKMKOOAAK3KKACiiigAooooA4q48Ai91z7beX5niF0LlA0Y8xQBxHv/uZ7Vd0/wAKTWt9p7TXyy2enGRraERbSGbOCT7AkDFdRRQAUUUUAFFFFAHOavoM2p+II7jcFtv7PntnbPzBnK4wPwNcfZeDvEj29naTeRbx6LZvb2bB8/aZCQVY/wB0fKARz1r1OigDk/Dlhqlzrt5r2s2ENjcvBHaxRRyb/lUkkk4HUn9K6yiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsDWvDp1bXtE1IXAjGmzNKUxnflSMe3Wt+igDzW6+FS6h4w/ti9vomgW6+1KkcAWQsOVBbpgH2yaqWHwie11e6v5r2zZpIJ4o1S3IG6TjcwzyAOwxXqtFAHBfD/4eDwbcX17LLA11dBYytspWMKvTg85Pes3w54P8beF57yHT9Q0Y2V1eNcN5qOXAY9PSvT6KAPJrr4U6hd3FjM95aoVnme8WPIWZWbcgxjnBA60aR8P/EvhWfTNW0+eyvdRgtZLS7iYlElUuWUqexBIz9K9ZooA8tu/AviTXdb8O3WvXySpaid7qS1k8po2fO1UPUgcCuxg8NWeh+Fb7S9Ht2zLFLgO+WkkZTyzHqST1roaKAPnTTfhL4jsbm0Z9PWWGLyplUzj91KW+c++AK6i08E6mvj7ULuXS7gMbuW4iv0mVUMbLgIe7Z/u17HRQB4npHw7u7FfDS/2U8M8lhewalIrHGWU7A5z78VBongGW9i8M2epeHrmK3tLW6W6WQkAzHbtbIPQ9q9zooA+epvC/ih9Igi1fSdT1CNdNMdnFGx3W1wG4LYOemOTXoHhHStZt/G7XepW0wC6Nb273Dj5XlB+YA98V6LRQB5Sj3vhTxB4q+0+HL7UTqswe1nt4vMWQFcBD6YP4Vi6F4X1tJLHRtVTU4bSDRXlMVtKVRZzKzKpI/iAI4r3CigDhNYi1DUPhFDDMJzqE9tbK/yZcPuTJI9RyfwrN8VWnirQPDQltdSa6RrmETyQWojljg6P0zn616bRQB4uNV1kadc/Zpby401dbto7GW7i3s0J+8QSORnvW/4OivH8NeMI7A7LxtTuxCxH8WBivSMDGMUyOGKLd5UaJuO5tqgZPqaAPnaeXToE8Opo9npy6zHPEt1BLE5vFud2HYkfw5yTmtNv+ESgtfEC+NrSS48SG7clGJE0ibv3flHpjbjGK9zFnai4NwLeETn/AJa7Bu/PrTZLCzmnE8lpA8wxiRowW46c9aAOI+IjxD4USQCFwLlIII1n5KFmXG/6d68y0u3v/BGv6zNGlvZ6lYWBaCztVbybtTj958x529cV9DXVpb3sBguoI5oiQSkihlOOnBqKbS7C5uY7maygkniUokjRgsqnqAfT2oA8StPiL4mGh65L/adtM8EcLW8rGPKuzDKkBscgnFWNC+JmsXOqaBDcairQ3F7LFeGW3EexQoKjcCR68ivWo/DGgxWs9rHo9ilvOQZYlgUK+OmRjmhvC+gvZR2TaPYm1jYukPkLtVj1IGOtAHkcniLWNY1a01Jb1Vb7LqrWcsf3fLQgI2O54pw8X+LdO8NeGjHqUUyz2bXV1dmDzCoB4DAHOAOpFevQ6Bo9skaQ6ZaRrGrIirEAFVvvAegPeqTeCfDTW8FudGtRFASY1VSNu45I46gnt0oA09Kuxf6VaXYljlE0Sv5kYO1sjqM9qu1FBBFbQJDBGscSDaqIMBR6AVLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUnSgBaKzLfX9LuZzDHeJ5nPysCucdcZAzjFLBr2lXLSLDfRMY08xucfL/AHhnqPcUAaVFU7PU7K/Zha3McpUAsFPIB6Gmx6vp01zJbx3sDTRqWdA4yoHUn2FAF6iqCa3pclib1NQtmtVbaZhKNoPpn1qY6hZrEkjXcASTlGMgAb6HvQBZopkciSxh0dXRhkMpyD+NO3L/AHh+dAC0UmR60gZSMggg+9ADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOH8VeEtR1zRV0+1lhhkN5LObhicorbsAY9d3NMfwxqN7ZaXAYIrNrC38p3RsmTplR/sHGaR/HlyLeSSKGzlkiZBJEJHDIGk2AnI579PStaLxNcSeHdX1T7NEGsZZY1TecPs7k44zQBbvLKbUNJ1CG2txYXU8DQxzDG4HGFPHYVjjQLqbwvDpa2qQX9vDBG11x+92lS4yOcHaevrWW/xNaC2tL9re0udPklijmltZizRF1JORj+HHNdFceMLO10m41KVS1ukwjhMR3GUFVbcMdsNn6A0Ac9qWkXNxdXV1FpNxFYyy2q/Zo4xuzHIxZ9vTBGB7iqGqaLrb60t5DZTLZTX0c8MKwhzbhYyrFl6cnHFdjP4utbTxVbaNcqI47q1Nzb3JcbXC9R7HHNZEPxAur+2t7nTNFa6guZpo4nNwiAiM4LHJ4B7UAbmlvcy6RNC9pcQSC32hXQIpYg/dA6Vydho2vWeh6dPqMkksSlVurZIz5gRSSPqc7fwzXe2OoxXsT4Ki4iUedCGDGNiM4OKx18aWD2FrdJBcM1yZdkIX58Rkhz+GDQBymhW3iLS7i3N9HPJbLH5f2ZxuKWx3szEj+MHaMelVLW2geyldLXVRPNqnn2sbpIq265Q9PoMemSa7z/hMNJNq10JXNsE3rKFO1+nC+p5FS2XifT7/VI9OhMpuGR3KlDhNjBWDHsQSOPegDaX7o+lLWLD4p0ma21S4FyFi0uRorpmGNhXr9aLfxPpl1bieCSWSIxrIXWJiFVvu59KANqiucXxx4faK7lF8NloHMx2NwEIDY45wSM1efxFpUclpG94itdQm4iz3jABLH0GCOtAGrRWLJ4o0qG0nuZJnSOHYX3RMDhjhSBjkE96VvE+koAZbnyjzlZEKlQDgkg9B70AbNFZra/pSwzzG/hEVu4jlbdwjHoD708azpp01dQ+2wfY2OFm3jaTnGM/XigC/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIRkUtNdgqMxzgDPAyaAMFvCOmvpS6ez3DRK4feZAXOG3BS2M4B7VWbwRalbqJNT1BLW5EhkgWRdpd/vN93Of0qpFpsk0N/Fa3k8dpNeCeT91Ir+Wqgso3ckk9xiqS3S2egXEo/tBXmuM2cErzb9390kgn8/loA1LXwLb2/2QS6pe3K2siOizCPaQoICkBRkYP1qzZeDrGwuzLHNO0G+VxbOQyKZAAccZ4AwB2BIrndU1PUp1iv7mO7soXWSOGISHeZlX5OB8uSxPB4JApPB2oazL4gji1OWWTUHVvt8MjYECBEKEKDtGWLcjrz6UAb8ngfTbq2t4L6SW6S3WNYjJtyoRiQMgd84PqKsW/hLT7WKKJAHiiklkWOVFZQZGyeMdu1dBXH+Hdds7i+1BINa+2RxuI/3smSH3EE8D5QegHtQB0VlYNZ+d/pDS+ZjBZFBXAx1AGaw18Fw/2DFpUtzv8uSRxOIsSAOxJCnPHXrz9KgvtWvbazvIre8zM1+YEuJNpWAdfm4wB26VJqOuX1x4Rsr+wV4rq4mjiCCRAWy204LAg56jigC6vhKwXUTcqqiMQmGO2CDylzjLFe5+UelULfwhc6bqkF7p15CrpBJG5miLF3kcM7nB9hgVlReI9e0LWYYtfnimge3W3IiUcXTFih6D7yqB6Zrp/B97c6l4Wsb27uDPPOm9nKhep7AdqAOZufhq01vqrf2izT3vnHyxlIXLsSpdec7cn9K1tN0TW9EjtoLFtPe3aONbhZSwKMowSmB8wPviutooA4bSfBMmmaJqMElvZXV5eXMrN5kjbPKkbJX7vp7VRf4c3VxtW7uoZWMNxA0wyGWNseUgGOQoGOor0eigDgtd0DXtb0+4ElvbxSpAkEEEU5CviRWZicDAwgwOoyas6z4Xnmt7WOyS4E8QLJci6wyFmyVbdnensQa7SigDlBpOpCSe3a1iMcl0LgTrIMEAcgr1zn8K59PA+sQoixyobRLmK6SyZuEk35kOeh45HvXpdFABRRRQAUUUUAFFFFABRRRQAUVzfju81ew8G6hc6Gha/RMoQASg7sAeuBziuR8EWuqRW39vaZ4uuNe01oHM9tcjJM4XOEJHygE9KAPUqK+fIfiJrUdhZeJZfFdvJcXF6sU+hLGv7uPfggZ5BwOvvXpWq+I9StvitoWhwzAafd2Uk0sewEswzg56jpQB3NFeW+PfH13p/iNvD2n6rZaNJFAtxJfXq71bPRFX+tdFd+JdV0v4b3ev3cFnJe21uZV8iQvFLjowPBwfSgDsKK5n/hLEtfAEfie9hx/oi3DxR9yR90ZrP0TxT4lvdThhv/DSRWdzF5qT29yJPJOMhZBxyfb1FAHbUV5LJ8VvEsHiOz0O48EvFeXbYiQ3aklc8twOABk81r6p8TLix1PUYLXw1e3tppblL26jkQCMgAnAPJ60Aeh0VwmqfE/T7SHS/wCzbC71S51GA3MVvAAGEQHLEnill+KWkR+HbHWo7HU7mC7Zo9ltb72ideqsO1AHdUVyHg/4h6X41ubuDTrS/iNqB5jXEOxQc425yefauvoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIB6gHFLRQAxkVgAyggHIyO9AjQSFwihyMFscmn0UAFRJbQR52Qxrnk7VAzUtFAEE1pbzxNHNBG6OcsrKCCfU0ktlazrEstvG6xMGjBUYUjoR6VYooArPYWkkjyPbRM7kFmKgkkdPyqSCCK2hSGCNY4kGFRBgAewqWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMbxVpE+veGNQ0u1ujaz3MRRJR/Ca5PwLonjPS2FrqZ0yx0y3tzDHBaJuMr4wJCT0Pr616LRQB4zc+APEXiDUoIdY0XQ4BHdrLLqluNsk0atnbtHQmtHxv4a8Ra18TtHm0WR7GKGwdJNQAz5YLHIX/aweK9VooA8e8TeHb7SfGz63c6LLr9jLpq2ilVV5BKFxuYH19ahudM1rw5+z9fWV7bFrty2IQS5SN3yBx6CvZ6a6q6lWUMp6gjIoA8pmsPF2r/CfVodWt7ZPMskFnZ24yyoqjO49yR2rlvC11aTeOdEfwXZahDFb2Mn9ppMGRHYJ8uc5yd3f6V9AAADGOPSmJBDESY4kQnqVUDNAHiPw88SaPZ3sE91bX+oeKtWu2W5LxHNsMnoSOFxWJ44u7mDV/F72Wr/ANnxm6SObTFLb7/IG5l9Mjjj0r6IW2gR96wRq/8AeCgH86hl0yxnuFuJbO3eZekjRgsPxoA8h0x7LQ/iXpk91D9k08eHx9jST/llhcsuT3P61h6Pf6pZ+EbXT7JjZp4p1iUxXTcGGFj1GehPaveL/SdP1ONY76zhuFQhlEiA4I6VDqegaVrGm/2ffWMUtqMbY9uNuOmMdKAMPwDP4di0+60fw+zv/Z0xiuZHTBkk7sW6MSc8119UNK0fT9Esls9NtY7eAc7UHU+p9TV+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqKYsAm1guXAOe4z0oAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5BkL8m7DA9envUlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
|
ffyv0069
| 5 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.79, "X1": 0.048, "Y1": 0.02176, "X2": 0.142, "Y2": 0.02156, "X3": 0.142, "Y3": 0.03888, "X4": 0.048, "Y4": 0.03888, "page": 0}, {"Word": "PM USA CONFIDENTIAL.", "Confidence": 0.86767, "X1": 0.744, "Y1": 0.01907, "X2": 0.894, "Y2": 0.01887, "X3": 0.894, "Y3": 0.04023, "X4": 0.744, "Y4": 0.04158, "page": 0}, {"Word": "1999 Menthol On Foil GC Cp Process Capability Value versus 1999 LMCP Menthol On Foil GC", "Confidence": 0.97956, "X1": 0.14, "Y1": 0.10667, "X2": 0.803, "Y2": 0.10647, "X3": 0.804, "Y3": 0.13188, "X4": 0.14, "Y4": 0.13322, "page": 0}, {"Word": "Results", "Confidence": 0.918, "X1": 0.442, "Y1": 0.13632, "X2": 0.497, "Y2": 0.13612, "X3": 0.497, "Y3": 0.15748, "X4": 0.442, "Y4": 0.15613, "page": 0}, {"Word": "1.00", "Confidence": 0.987, "X1": 0.09, "Y1": 0.20101, "X2": 0.114, "Y2": 0.20081, "X3": 0.113, "Y3": 0.21813, "X4": 0.089, "Y4": 0.21678, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Cp Process Capability Value", "Confidence": 0.9838, "X1": 0.066, "Y1": 0.24548, "X2": 0.065, "Y2": 0.24528, "X3": 0.082, "Y3": 0.24374, "X4": 0.082, "Y4": 0.72756, "page": 0}, {"Word": "0.90", "Confidence": 0.979, "X1": 0.087, "Y1": 0.25626, "X2": 0.115, "Y2": 0.25606, "X3": 0.114, "Y3": 0.27473, "X4": 0.087, "Y4": 0.27338, "page": 0}, {"Word": "0.80", "Confidence": 0.958, "X1": 0.092, "Y1": 0.31287, "X2": 0.115, "Y2": 0.31267, "X3": 0.114, "Y3": 0.32729, "X4": 0.091, "Y4": 0.32864, "page": 0}, {"Word": "0.70", "Confidence": 0.981, "X1": 0.09, "Y1": 0.36678, "X2": 0.116, "Y2": 0.36658, "X3": 0.115, "Y3": 0.38255, "X4": 0.09, "Y4": 0.38255, "page": 0}, {"Word": "0.60", "Confidence": 0.986, "X1": 0.089, "Y1": 0.42338, "X2": 0.116, "Y2": 0.42318, "X3": 0.115, "Y3": 0.43915, "X4": 0.089, "Y4": 0.43915, "page": 0}, {"Word": "1999 Menthol On Foil GC Cp Process i", "Confidence": 0.95362, "X1": 0.676, "Y1": 0.46381, "X2": 0.889, "Y2": 0.46361, "X3": 0.889, "Y3": 0.48767, "X4": 0.676, "Y4": 0.48767, "page": 0}, {"Word": "0.50", "Confidence": 0.933, "X1": 0.089, "Y1": 0.47729, "X2": 0.115, "Y2": 0.47709, "X3": 0.114, "Y3": 0.49306, "X4": 0.089, "Y4": 0.49306, "page": 0}, {"Word": "Capability Value", "Confidence": 0.9935, "X1": 0.672, "Y1": 0.48807, "X2": 0.765, "Y2": 0.48787, "X3": 0.765, "Y3": 0.50923, "X4": 0.672, "Y4": 0.50789, "page": 0}, {"Word": "0.40", "Confidence": 0.991, "X1": 0.091, "Y1": 0.53255, "X2": 0.115, "Y2": 0.53235, "X3": 0.114, "Y3": 0.54967, "X4": 0.091, "Y4": 0.54832, "page": 0}, {"Word": "0.30", "Confidence": 0.991, "X1": 0.091, "Y1": 0.5878, "X2": 0.115, "Y2": 0.5876, "X3": 0.114, "Y3": 0.60492, "X4": 0.09, "Y4": 0.60492, "page": 0}, {"Word": "0.20", "Confidence": 0.982, "X1": 0.089, "Y1": 0.64306, "X2": 0.116, "Y2": 0.64286, "X3": 0.115, "Y3": 0.65883, "X4": 0.09, "Y4": 0.65883, "page": 0}, {"Word": "0.10", "Confidence": 0.97, "X1": 0.09, "Y1": 0.69831, "X2": 0.115, "Y2": 0.69811, "X3": 0.115, "Y3": 0.71543, "X4": 0.091, "Y4": 0.71678, "page": 0}, {"Word": "0.00", "Confidence": 0.957, "X1": 0.089, "Y1": 0.75222, "X2": 0.116, "Y2": 0.75202, "X3": 0.115, "Y3": 0.76934, "X4": 0.088, "Y4": 0.77069, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.167, "Y1": 0.77918, "X2": 0.186, "Y2": 0.77898, "X3": 0.186, "Y3": 0.7936, "X4": 0.166, "Y4": 0.79495, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.188, "Y1": 0.77783, "X2": 0.235, "Y2": 0.77763, "X3": 0.235, "Y3": 0.7936, "X4": 0.188, "Y4": 0.7963, "page": 0}, {"Word": "50", "Confidence": 0.981, "X1": 0.37, "Y1": 0.77783, "X2": 0.39, "Y2": 0.77763, "X3": 0.391, "Y3": 0.7936, "X4": 0.371, "Y4": 0.79495, "page": 0}, {"Word": "60", "Confidence": 0.997, "X1": 0.397, "Y1": 0.77918, "X2": 0.441, "Y2": 0.77898, "X3": 0.441, "Y3": 0.79495, "X4": 0.396, "Y4": 0.79899, "page": 0}, {"Word": "70", "Confidence": 0.997, "X1": 0.474, "Y1": 0.77783, "X2": 0.492, "Y2": 0.77763, "X3": 0.492, "Y3": 0.79495, "X4": 0.474, "Y4": 0.7963, "page": 0}, {"Word": "90", "Confidence": 0.994, "X1": 0.574, "Y1": 0.77783, "X2": 0.596, "Y2": 0.77763, "X3": 0.596, "Y3": 0.7936, "X4": 0.575, "Y4": 0.79495, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.626, "Y1": 0.77918, "X2": 0.648, "Y2": 0.77898, "X3": 0.648, "Y3": 0.79495, "X4": 0.626, "Y4": 0.79495, "page": 0}, {"Word": "30", "Confidence": 0.997, "X1": 0.267, "Y1": 0.77648, "X2": 0.319, "Y2": 0.77628, "X3": 0.318, "Y3": 0.79899, "X4": 0.267, "Y4": 0.79764, "page": 0}, {"Word": "40", "Confidence": 0.998, "X1": 0.32, "Y1": 0.77783, "X2": 0.368, "Y2": 0.77763, "X3": 0.368, "Y3": 0.79899, "X4": 0.319, "Y4": 0.79764, "page": 0}, {"Word": "80", "Confidence": 0.993, "X1": 0.523, "Y1": 0.77648, "X2": 0.573, "Y2": 0.77628, "X3": 0.572, "Y3": 0.79899, "X4": 0.522, "Y4": 0.7963, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Results", "Confidence": 0.93286, "X1": 0.262, "Y1": 0.80883, "X2": 0.496, "Y2": 0.80863, "X3": 0.496, "Y3": 0.82999, "X4": 0.262, "Y4": 0.82999, "page": 0}, {"Word": "DUC CODE: P0022", "Confidence": 0.686, "X1": 0.05, "Y1": 0.86543, "X2": 0.133, "Y2": 0.86523, "X3": 0.133, "Y3": 0.87985, "X4": 0.05, "Y4": 0.87985, "page": 0}, {"Word": "FILENAME: 1999LMCPMOFSUM", "Confidence": 0.9225, "X1": 0.05, "Y1": 0.88295, "X2": 0.197, "Y2": 0.88275, "X3": 0.197, "Y3": 0.89737, "X4": 0.05, "Y4": 0.89737, "page": 0}, {"Word": "2082919167", "Confidence": 0.994, "X1": 0.386, "Y1": 0.92203, "X2": 0.282, "Y2": 0.92183, "X3": 0.283, "Y3": 0.89333, "X4": 0.386, "Y4": 0.89603, "page": 0}, {"Word": "3/23/00 2:21 PM", "Confidence": 0.985, "X1": 0.05, "Y1": 0.90047, "X2": 0.129, "Y2": 0.90027, "X3": 0.129, "Y3": 0.91489, "X4": 0.05, "Y4": 0.91489, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.622, "X1": 0.049, "Y1": 0.02176, "X2": 0.099, "Y2": 0.02156, "X3": 0.099, "Y3": 0.04023, "X4": 0.05, "Y4": 0.04023, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.958, "X1": 0.101, "Y1": 0.02311, "X2": 0.14, "Y2": 0.02291, "X3": 0.14, "Y3": 0.04023, "X4": 0.102, "Y4": 0.04023, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.997, "X1": 0.745, "Y1": 0.02176, "X2": 0.762, "Y2": 0.02156, "X3": 0.761, "Y3": 0.04023, "X4": 0.744, "Y4": 0.04023, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.997, "X1": 0.767, "Y1": 0.02176, "X2": 0.792, "Y2": 0.02156, "X3": 0.791, "Y3": 0.04023, "X4": 0.766, "Y4": 0.04023, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL.", "Confidence": 0.609, "X1": 0.795, "Y1": 0.02042, "X2": 0.894, "Y2": 0.02022, "X3": 0.893, "Y3": 0.04158, "X4": 0.794, "Y4": 0.04023, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.998, "X1": 0.14, "Y1": 0.10802, "X2": 0.171, "Y2": 0.10782, "X3": 0.171, "Y3": 0.13322, "X4": 0.14, "Y4": 0.13188, "page": 0, "Index": 5}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.175, "Y1": 0.10802, "X2": 0.232, "Y2": 0.10782, "X3": 0.232, "Y3": 0.13322, "X4": 0.175, "Y4": 0.13322, "page": 0, "Index": 6}, {"Word": "On", "Confidence": 0.998, "X1": 0.236, "Y1": 0.10802, "X2": 0.257, "Y2": 0.10782, "X3": 0.257, "Y3": 0.13322, "X4": 0.236, "Y4": 0.13322, "page": 0, "Index": 7}, {"Word": "Foil", "Confidence": 0.941, "X1": 0.26, "Y1": 0.10802, "X2": 0.288, "Y2": 0.10782, "X3": 0.288, "Y3": 0.13322, "X4": 0.26, "Y4": 0.13322, "page": 0, "Index": 8}, {"Word": "GC", "Confidence": 0.997, "X1": 0.291, "Y1": 0.10802, "X2": 0.314, "Y2": 0.10782, "X3": 0.314, "Y3": 0.13322, "X4": 0.291, "Y4": 0.13322, "page": 0, "Index": 9}, {"Word": "Cp", "Confidence": 0.994, "X1": 0.318, "Y1": 0.10802, "X2": 0.337, "Y2": 0.10782, "X3": 0.337, "Y3": 0.13322, "X4": 0.317, "Y4": 0.13322, "page": 0, "Index": 10}, {"Word": "Process", "Confidence": 0.991, "X1": 0.341, "Y1": 0.10802, "X2": 0.399, "Y2": 0.10782, "X3": 0.399, "Y3": 0.13322, "X4": 0.341, "Y4": 0.13322, "page": 0, "Index": 11}, {"Word": "Capability", "Confidence": 0.97, "X1": 0.403, "Y1": 0.10802, "X2": 0.475, "Y2": 0.10782, "X3": 0.475, "Y3": 0.13322, "X4": 0.403, "Y4": 0.13322, "page": 0, "Index": 12}, {"Word": "Value", "Confidence": 0.996, "X1": 0.479, "Y1": 0.10802, "X2": 0.519, "Y2": 0.10782, "X3": 0.518, "Y3": 0.13322, "X4": 0.479, "Y4": 0.13322, "page": 0, "Index": 13}, {"Word": "versus", "Confidence": 0.994, "X1": 0.522, "Y1": 0.10802, "X2": 0.572, "Y2": 0.10782, "X3": 0.572, "Y3": 0.13322, "X4": 0.522, "Y4": 0.13322, "page": 0, "Index": 14}, {"Word": "1999", "Confidence": 0.982, "X1": 0.576, "Y1": 0.10802, "X2": 0.609, "Y2": 0.10782, "X3": 0.609, "Y3": 0.13322, "X4": 0.575, "Y4": 0.13322, "page": 0, "Index": 15}, {"Word": "LMCP", "Confidence": 0.984, "X1": 0.613, "Y1": 0.10802, "X2": 0.655, "Y2": 0.10782, "X3": 0.655, "Y3": 0.13322, "X4": 0.613, "Y4": 0.13322, "page": 0, "Index": 16}, {"Word": "Menthol", "Confidence": 0.992, "X1": 0.659, "Y1": 0.10802, "X2": 0.717, "Y2": 0.10782, "X3": 0.717, "Y3": 0.13322, "X4": 0.658, "Y4": 0.13322, "page": 0, "Index": 17}, {"Word": "On", "Confidence": 0.998, "X1": 0.721, "Y1": 0.10802, "X2": 0.742, "Y2": 0.10782, "X3": 0.742, "Y3": 0.13322, "X4": 0.72, "Y4": 0.13322, "page": 0, "Index": 18}, {"Word": "Foil", "Confidence": 0.846, "X1": 0.746, "Y1": 0.10802, "X2": 0.773, "Y2": 0.10782, "X3": 0.773, "Y3": 0.13322, "X4": 0.745, "Y4": 0.13322, "page": 0, "Index": 19}, {"Word": "GC", "Confidence": 0.997, "X1": 0.777, "Y1": 0.10667, "X2": 0.799, "Y2": 0.10647, "X3": 0.798, "Y3": 0.13188, "X4": 0.776, "Y4": 0.13322, "page": 0, "Index": 20}, {"Word": "Results", "Confidence": 0.918, "X1": 0.443, "Y1": 0.13767, "X2": 0.496, "Y2": 0.13747, "X3": 0.495, "Y3": 0.15748, "X4": 0.442, "Y4": 0.15613, "page": 0, "Index": 21}, {"Word": "1.00", "Confidence": 0.987, "X1": 0.09, "Y1": 0.20101, "X2": 0.113, "Y2": 0.20081, "X3": 0.113, "Y3": 0.21813, "X4": 0.089, "Y4": 0.21678, "page": 0, "Index": 22}, {"Word": "Value", "Confidence": 0.955, "X1": 0.066, "Y1": 0.24818, "X2": 0.066, "Y2": 0.24798, "X3": 0.083, "Y3": 0.24778, "X4": 0.082, "Y4": 0.2936, "page": 0, "Index": 23}, {"Word": "0.90", "Confidence": 0.979, "X1": 0.089, "Y1": 0.25626, "X2": 0.115, "Y2": 0.25606, "X3": 0.114, "Y3": 0.27473, "X4": 0.088, "Y4": 0.27338, "page": 0, "Index": 24}, {"Word": "Capability", "Confidence": 0.993, "X1": 0.066, "Y1": 0.30074, "X2": 0.066, "Y2": 0.30054, "X3": 0.082, "Y3": 0.29899, "X4": 0.082, "Y4": 0.37985, "page": 0, "Index": 25}, {"Word": "0.80", "Confidence": 0.958, "X1": 0.091, "Y1": 0.31287, "X2": 0.113, "Y2": 0.31267, "X3": 0.113, "Y3": 0.32729, "X4": 0.091, "Y4": 0.32864, "page": 0, "Index": 26}, {"Word": "Process", "Confidence": 0.993, "X1": 0.066, "Y1": 0.38564, "X2": 0.066, "Y2": 0.38544, "X3": 0.082, "Y3": 0.3839, "X4": 0.082, "Y4": 0.44859, "page": 0, "Index": 27}, {"Word": "0.70", "Confidence": 0.981, "X1": 0.09, "Y1": 0.36678, "X2": 0.113, "Y2": 0.36658, "X3": 0.114, "Y3": 0.38255, "X4": 0.09, "Y4": 0.38255, "page": 0, "Index": 28}, {"Word": "0.60", "Confidence": 0.986, "X1": 0.089, "Y1": 0.42338, "X2": 0.114, "Y2": 0.42318, "X3": 0.114, "Y3": 0.43915, "X4": 0.09, "Y4": 0.43915, "page": 0, "Index": 29}, {"Word": "Cp", "Confidence": 0.986, "X1": 0.066, "Y1": 0.45438, "X2": 0.066, "Y2": 0.45418, "X3": 0.082, "Y3": 0.45263, "X4": 0.082, "Y4": 0.47554, "page": 0, "Index": 30}, {"Word": "GC", "Confidence": 0.991, "X1": 0.066, "Y1": 0.48133, "X2": 0.066, "Y2": 0.48113, "X3": 0.082, "Y3": 0.47958, "X4": 0.082, "Y4": 0.50384, "page": 0, "Index": 31}, {"Word": "1999", "Confidence": 0.983, "X1": 0.676, "Y1": 0.46785, "X2": 0.7, "Y2": 0.46765, "X3": 0.7, "Y3": 0.48767, "X4": 0.676, "Y4": 0.48632, "page": 0, "Index": 32}, {"Word": "Menthol", "Confidence": 0.991, "X1": 0.703, "Y1": 0.46651, "X2": 0.747, "Y2": 0.46631, "X3": 0.747, "Y3": 0.48767, "X4": 0.703, "Y4": 0.48767, "page": 0, "Index": 33}, {"Word": "On", "Confidence": 0.998, "X1": 0.75, "Y1": 0.46516, "X2": 0.766, "Y2": 0.46496, "X3": 0.766, "Y3": 0.48767, "X4": 0.75, "Y4": 0.48767, "page": 0, "Index": 34}, {"Word": "Process", "Confidence": 0.991, "X1": 0.834, "Y1": 0.46651, "X2": 0.878, "Y2": 0.46631, "X3": 0.878, "Y3": 0.48767, "X4": 0.834, "Y4": 0.48902, "page": 0, "Index": 35}, {"Word": "i", "Confidence": 0.788, "X1": 0.881, "Y1": 0.46651, "X2": 0.889, "Y2": 0.46631, "X3": 0.889, "Y3": 0.48767, "X4": 0.881, "Y4": 0.48767, "page": 0, "Index": 36}, {"Word": "0.50", "Confidence": 0.933, "X1": 0.089, "Y1": 0.47729, "X2": 0.114, "Y2": 0.47709, "X3": 0.114, "Y3": 0.49306, "X4": 0.09, "Y4": 0.49306, "page": 0, "Index": 37}, {"Word": "Foil", "Confidence": 0.887, "X1": 0.769, "Y1": 0.46516, "X2": 0.789, "Y2": 0.46496, "X3": 0.789, "Y3": 0.48902, "X4": 0.769, "Y4": 0.48767, "page": 0, "Index": 38}, {"Word": "GC", "Confidence": 0.997, "X1": 0.792, "Y1": 0.46516, "X2": 0.812, "Y2": 0.46496, "X3": 0.812, "Y3": 0.48902, "X4": 0.793, "Y4": 0.48902, "page": 0, "Index": 39}, {"Word": "Cp", "Confidence": 0.994, "X1": 0.815, "Y1": 0.46516, "X2": 0.831, "Y2": 0.46496, "X3": 0.831, "Y3": 0.48902, "X4": 0.815, "Y4": 0.48902, "page": 0, "Index": 40}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.066, "Y1": 0.50963, "X2": 0.066, "Y2": 0.50943, "X3": 0.082, "Y3": 0.50789, "X4": 0.082, "Y4": 0.53888, "page": 0, "Index": 41}, {"Word": "Capability", "Confidence": 0.99, "X1": 0.673, "Y1": 0.48807, "X2": 0.727, "Y2": 0.48787, "X3": 0.727, "Y3": 0.50923, "X4": 0.672, "Y4": 0.50789, "page": 0, "Index": 42}, {"Word": "Value", "Confidence": 0.997, "X1": 0.73, "Y1": 0.48942, "X2": 0.765, "Y2": 0.48922, "X3": 0.764, "Y3": 0.50923, "X4": 0.73, "Y4": 0.50923, "page": 0, "Index": 43}, {"Word": "On", "Confidence": 0.997, "X1": 0.066, "Y1": 0.54467, "X2": 0.066, "Y2": 0.54447, "X3": 0.082, "Y3": 0.54293, "X4": 0.082, "Y4": 0.56584, "page": 0, "Index": 44}, {"Word": "0.40", "Confidence": 0.991, "X1": 0.091, "Y1": 0.53255, "X2": 0.114, "Y2": 0.53235, "X3": 0.114, "Y3": 0.54967, "X4": 0.091, "Y4": 0.54967, "page": 0, "Index": 45}, {"Word": "Menthol", "Confidence": 0.993, "X1": 0.067, "Y1": 0.57163, "X2": 0.066, "Y2": 0.57143, "X3": 0.082, "Y3": 0.56988, "X4": 0.082, "Y4": 0.63457, "page": 0, "Index": 46}, {"Word": "0.30", "Confidence": 0.991, "X1": 0.09, "Y1": 0.5878, "X2": 0.114, "Y2": 0.5876, "X3": 0.114, "Y3": 0.60357, "X4": 0.09, "Y4": 0.60492, "page": 0, "Index": 47}, {"Word": "LMCP", "Confidence": 0.981, "X1": 0.067, "Y1": 0.64036, "X2": 0.067, "Y2": 0.64016, "X3": 0.082, "Y3": 0.63861, "X4": 0.082, "Y4": 0.68578, "page": 0, "Index": 48}, {"Word": "0.20", "Confidence": 0.982, "X1": 0.09, "Y1": 0.64306, "X2": 0.114, "Y2": 0.64286, "X3": 0.114, "Y3": 0.65883, "X4": 0.09, "Y4": 0.65883, "page": 0, "Index": 49}, {"Word": "1999", "Confidence": 0.958, "X1": 0.067, "Y1": 0.69157, "X2": 0.067, "Y2": 0.69137, "X3": 0.082, "Y3": 0.69117, "X4": 0.082, "Y4": 0.72487, "page": 0, "Index": 50}, {"Word": "0.10", "Confidence": 0.97, "X1": 0.09, "Y1": 0.69831, "X2": 0.113, "Y2": 0.69811, "X3": 0.114, "Y3": 0.71543, "X4": 0.09, "Y4": 0.71678, "page": 0, "Index": 51}, {"Word": "0.00", "Confidence": 0.957, "X1": 0.089, "Y1": 0.75222, "X2": 0.115, "Y2": 0.75202, "X3": 0.115, "Y3": 0.76934, "X4": 0.089, "Y4": 0.77069, "page": 0, "Index": 52}, {"Word": "10", "Confidence": 0.998, "X1": 0.168, "Y1": 0.77918, "X2": 0.181, "Y2": 0.77898, "X3": 0.182, "Y3": 0.79495, "X4": 0.168, "Y4": 0.79495, "page": 0, "Index": 53}, {"Word": "20", "Confidence": 0.998, "X1": 0.219, "Y1": 0.77648, "X2": 0.234, "Y2": 0.77628, "X3": 0.234, "Y3": 0.7963, "X4": 0.219, "Y4": 0.7963, "page": 0, "Index": 54}, {"Word": "30", "Confidence": 0.997, "X1": 0.268, "Y1": 0.77783, "X2": 0.284, "Y2": 0.77763, "X3": 0.284, "Y3": 0.79764, "X4": 0.268, "Y4": 0.7963, "page": 0, "Index": 55}, {"Word": "40", "Confidence": 0.998, "X1": 0.322, "Y1": 0.77918, "X2": 0.336, "Y2": 0.77898, "X3": 0.335, "Y3": 0.79764, "X4": 0.321, "Y4": 0.7963, "page": 0, "Index": 56}, {"Word": "50", "Confidence": 0.981, "X1": 0.372, "Y1": 0.77783, "X2": 0.387, "Y2": 0.77763, "X3": 0.387, "Y3": 0.7936, "X4": 0.372, "Y4": 0.79495, "page": 0, "Index": 57}, {"Word": "70", "Confidence": 0.997, "X1": 0.476, "Y1": 0.77783, "X2": 0.489, "Y2": 0.77763, "X3": 0.49, "Y3": 0.79495, "X4": 0.476, "Y4": 0.7963, "page": 0, "Index": 58}, {"Word": "80", "Confidence": 0.993, "X1": 0.525, "Y1": 0.77783, "X2": 0.541, "Y2": 0.77763, "X3": 0.541, "Y3": 0.7963, "X4": 0.525, "Y4": 0.79495, "page": 0, "Index": 59}, {"Word": "90", "Confidence": 0.994, "X1": 0.577, "Y1": 0.77783, "X2": 0.592, "Y2": 0.77763, "X3": 0.593, "Y3": 0.7936, "X4": 0.578, "Y4": 0.79495, "page": 0, "Index": 60}, {"Word": "100", "Confidence": 0.998, "X1": 0.627, "Y1": 0.77918, "X2": 0.647, "Y2": 0.77898, "X3": 0.647, "Y3": 0.79495, "X4": 0.627, "Y4": 0.79495, "page": 0, "Index": 61}, {"Word": "60", "Confidence": 0.997, "X1": 0.422, "Y1": 0.77513, "X2": 0.44, "Y2": 0.77493, "X3": 0.44, "Y3": 0.79899, "X4": 0.422, "Y4": 0.79899, "page": 0, "Index": 62}, {"Word": "1999", "Confidence": 0.984, "X1": 0.263, "Y1": 0.81017, "X2": 0.289, "Y2": 0.80997, "X3": 0.289, "Y3": 0.83134, "X4": 0.263, "Y4": 0.83134, "page": 0, "Index": 63}, {"Word": "LMCP", "Confidence": 0.989, "X1": 0.292, "Y1": 0.81017, "X2": 0.328, "Y2": 0.80997, "X3": 0.328, "Y3": 0.82999, "X4": 0.292, "Y4": 0.82999, "page": 0, "Index": 64}, {"Word": "Menthol", "Confidence": 0.848, "X1": 0.331, "Y1": 0.81017, "X2": 0.379, "Y2": 0.80997, "X3": 0.379, "Y3": 0.82999, "X4": 0.331, "Y4": 0.82999, "page": 0, "Index": 65}, {"Word": "On", "Confidence": 0.998, "X1": 0.382, "Y1": 0.81017, "X2": 0.399, "Y2": 0.80997, "X3": 0.399, "Y3": 0.82999, "X4": 0.382, "Y4": 0.82999, "page": 0, "Index": 66}, {"Word": "Foil", "Confidence": 0.961, "X1": 0.402, "Y1": 0.81017, "X2": 0.425, "Y2": 0.80997, "X3": 0.425, "Y3": 0.82999, "X4": 0.402, "Y4": 0.82999, "page": 0, "Index": 67}, {"Word": "GC", "Confidence": 0.968, "X1": 0.428, "Y1": 0.81017, "X2": 0.446, "Y2": 0.80997, "X3": 0.446, "Y3": 0.82999, "X4": 0.428, "Y4": 0.82999, "page": 0, "Index": 68}, {"Word": "Results", "Confidence": 0.782, "X1": 0.449, "Y1": 0.81017, "X2": 0.496, "Y2": 0.80997, "X3": 0.496, "Y3": 0.83134, "X4": 0.449, "Y4": 0.82999, "page": 0, "Index": 69}, {"Word": "DUC", "Confidence": 0.807, "X1": 0.051, "Y1": 0.86678, "X2": 0.071, "Y2": 0.86658, "X3": 0.07, "Y3": 0.87985, "X4": 0.05, "Y4": 0.87985, "page": 0, "Index": 70}, {"Word": "CODE:", "Confidence": 0.617, "X1": 0.073, "Y1": 0.86678, "X2": 0.104, "Y2": 0.86658, "X3": 0.104, "Y3": 0.87985, "X4": 0.073, "Y4": 0.87985, "page": 0, "Index": 71}, {"Word": "P0022", "Confidence": 0.634, "X1": 0.106, "Y1": 0.86678, "X2": 0.133, "Y2": 0.86658, "X3": 0.133, "Y3": 0.87985, "X4": 0.106, "Y4": 0.87985, "page": 0, "Index": 72}, {"Word": "FILENAME:", "Confidence": 0.991, "X1": 0.051, "Y1": 0.8843, "X2": 0.104, "Y2": 0.8841, "X3": 0.104, "Y3": 0.89737, "X4": 0.051, "Y4": 0.89737, "page": 0, "Index": 73}, {"Word": "1999LMCPMOFSUM", "Confidence": 0.854, "X1": 0.106, "Y1": 0.88295, "X2": 0.193, "Y2": 0.88275, "X3": 0.193, "Y3": 0.89737, "X4": 0.106, "Y4": 0.89737, "page": 0, "Index": 74}, {"Word": "2082919167", "Confidence": 0.994, "X1": 0.383, "Y1": 0.92203, "X2": 0.284, "Y2": 0.92183, "X3": 0.286, "Y3": 0.89468, "X4": 0.384, "Y4": 0.89603, "page": 0, "Index": 75}, {"Word": "3/23/00", "Confidence": 0.982, "X1": 0.051, "Y1": 0.90182, "X2": 0.082, "Y2": 0.90162, "X3": 0.082, "Y3": 0.91489, "X4": 0.051, "Y4": 0.91489, "page": 0, "Index": 76}, {"Word": "2:21", "Confidence": 0.975, "X1": 0.091, "Y1": 0.90182, "X2": 0.109, "Y2": 0.90162, "X3": 0.109, "Y3": 0.91489, "X4": 0.091, "Y4": 0.91489, "page": 0, "Index": 77}, {"Word": "PM", "Confidence": 0.998, "X1": 0.111, "Y1": 0.90182, "X2": 0.124, "Y2": 0.90162, "X3": 0.123, "Y3": 0.91489, "X4": 0.111, "Y4": 0.91489, "page": 0, "Index": 78}]}
|
"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"
|
ffyv0069
| 7 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.781, "X1": 0.048, "Y1": 0.03255, "X2": 0.143, "Y2": 0.03235, "X3": 0.143, "Y3": 0.04967, "X4": 0.048, "Y4": 0.04967, "page": 0}, {"Word": "PM USA CONFIDENTIAL", "Confidence": 0.99367, "X1": 0.742, "Y1": 0.02985, "X2": 0.891, "Y2": 0.02965, "X3": 0.891, "Y3": 0.05236, "X4": 0.742, "Y4": 0.05236, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Cpk Process Capability Value versus 1999 LMCP Menthol On", "Confidence": 0.9676, "X1": 0.142, "Y1": 0.11745, "X2": 0.799, "Y2": 0.11725, "X3": 0.799, "Y3": 0.14266, "X4": 0.142, "Y4": 0.14266, "page": 0}, {"Word": "Fail GC Results", "Confidence": 0.882, "X1": 0.413, "Y1": 0.1444, "X2": 0.526, "Y2": 0.1442, "X3": 0.526, "Y3": 0.16692, "X4": 0.413, "Y4": 0.16692, "page": 0}, {"Word": "1.00", "Confidence": 0.991, "X1": 0.091, "Y1": 0.20909, "X2": 0.116, "Y2": 0.20889, "X3": 0.116, "Y3": 0.22756, "X4": 0.091, "Y4": 0.22756, "page": 0}, {"Word": "1999 LMCP Menthol On Fail GC Cpk Process Capability Value", "Confidence": 0.9371, "X1": 0.066, "Y1": 0.24953, "X2": 0.065, "Y2": 0.24933, "X3": 0.083, "Y3": 0.24913, "X4": 0.084, "Y4": 0.74104, "page": 0}, {"Word": "0.90", "Confidence": 0.983, "X1": 0.088, "Y1": 0.26705, "X2": 0.115, "Y2": 0.26685, "X3": 0.114, "Y3": 0.28282, "X4": 0.089, "Y4": 0.28282, "page": 0}, {"Word": "0.80", "Confidence": 0.855, "X1": 0.089, "Y1": 0.3223, "X2": 0.114, "Y2": 0.3221, "X3": 0.113, "Y3": 0.33673, "X4": 0.089, "Y4": 0.33673, "page": 0}, {"Word": "0.70", "Confidence": 0.958, "X1": 0.09, "Y1": 0.37756, "X2": 0.117, "Y2": 0.37736, "X3": 0.116, "Y3": 0.39198, "X4": 0.089, "Y4": 0.39198, "page": 0}, {"Word": "0.60", "Confidence": 0.883, "X1": 0.09, "Y1": 0.43281, "X2": 0.114, "Y2": 0.43261, "X3": 0.114, "Y3": 0.44724, "X4": 0.09, "Y4": 0.44724, "page": 0}, {"Word": "0.50", "Confidence": 0.966, "X1": 0.085, "Y1": 0.48807, "X2": 0.116, "Y2": 0.48787, "X3": 0.115, "Y3": 0.5025, "X4": 0.085, "Y4": 0.50384, "page": 0}, {"Word": "1999 LMCP Menthol On Foll GC Cpk Process", "Confidence": 0.93775, "X1": 0.624, "Y1": 0.47729, "X2": 0.879, "Y2": 0.47709, "X3": 0.879, "Y3": 0.49845, "X4": 0.624, "Y4": 0.4971, "page": 0}, {"Word": "Capability Value", "Confidence": 0.93, "X1": 0.627, "Y1": 0.49616, "X2": 0.717, "Y2": 0.49596, "X3": 0.717, "Y3": 0.51732, "X4": 0.627, "Y4": 0.51597, "page": 0}, {"Word": "0.40", "Confidence": 0.981, "X1": 0.09, "Y1": 0.54333, "X2": 0.115, "Y2": 0.54313, "X3": 0.114, "Y3": 0.5591, "X4": 0.09, "Y4": 0.5591, "page": 0}, {"Word": "0.30", "Confidence": 0.955, "X1": 0.092, "Y1": 0.59724, "X2": 0.114, "Y2": 0.59704, "X3": 0.114, "Y3": 0.61301, "X4": 0.092, "Y4": 0.61301, "page": 0}, {"Word": "0.20", "Confidence": 0.958, "X1": 0.089, "Y1": 0.65114, "X2": 0.116, "Y2": 0.65094, "X3": 0.115, "Y3": 0.66826, "X4": 0.089, "Y4": 0.66826, "page": 0}, {"Word": "0.10", "Confidence": 0.962, "X1": 0.089, "Y1": 0.70909, "X2": 0.116, "Y2": 0.70889, "X3": 0.116, "Y3": 0.72487, "X4": 0.09, "Y4": 0.72622, "page": 0}, {"Word": "0.00 LE42", "Confidence": 0.4925, "X1": 0.089, "Y1": 0.75492, "X2": 0.155, "Y2": 0.75472, "X3": 0.156, "Y3": 0.77473, "X4": 0.089, "Y4": 0.78282, "page": 0}, {"Word": "0", "Confidence": 0.769, "X1": 0.12, "Y1": 0.79131, "X2": 0.131, "Y2": 0.79111, "X3": 0.129, "Y3": 0.80708, "X4": 0.119, "Y4": 0.80708, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.161, "Y1": 0.78861, "X2": 0.182, "Y2": 0.78841, "X3": 0.182, "Y3": 0.80573, "X4": 0.162, "Y4": 0.80573, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.207, "Y1": 0.78861, "X2": 0.226, "Y2": 0.78841, "X3": 0.226, "Y3": 0.80573, "X4": 0.207, "Y4": 0.80573, "page": 0}, {"Word": "30", "Confidence": 0.998, "X1": 0.254, "Y1": 0.78861, "X2": 0.275, "Y2": 0.78841, "X3": 0.275, "Y3": 0.80573, "X4": 0.254, "Y4": 0.80573, "page": 0}, {"Word": "40", "Confidence": 0.997, "X1": 0.304, "Y1": 0.78996, "X2": 0.323, "Y2": 0.78976, "X3": 0.323, "Y3": 0.80438, "X4": 0.304, "Y4": 0.80438, "page": 0}, {"Word": "50", "Confidence": 0.996, "X1": 0.349, "Y1": 0.78861, "X2": 0.37, "Y2": 0.78841, "X3": 0.37, "Y3": 0.80438, "X4": 0.349, "Y4": 0.80438, "page": 0}, {"Word": "60", "Confidence": 0.991, "X1": 0.396, "Y1": 0.78996, "X2": 0.415, "Y2": 0.78976, "X3": 0.414, "Y3": 0.80438, "X4": 0.396, "Y4": 0.80573, "page": 0}, {"Word": "70", "Confidence": 0.996, "X1": 0.444, "Y1": 0.78861, "X2": 0.462, "Y2": 0.78841, "X3": 0.461, "Y3": 0.80573, "X4": 0.444, "Y4": 0.80708, "page": 0}, {"Word": "80", "Confidence": 0.995, "X1": 0.491, "Y1": 0.78861, "X2": 0.509, "Y2": 0.78841, "X3": 0.51, "Y3": 0.80438, "X4": 0.492, "Y4": 0.80573, "page": 0}, {"Word": "90", "Confidence": 0.997, "X1": 0.535, "Y1": 0.78861, "X2": 0.557, "Y2": 0.78841, "X3": 0.558, "Y3": 0.80573, "X4": 0.536, "Y4": 0.80573, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.584, "Y1": 0.78861, "X2": 0.605, "Y2": 0.78841, "X3": 0.606, "Y3": 0.80573, "X4": 0.585, "Y4": 0.80708, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Results", "Confidence": 0.99257, "X1": 0.242, "Y1": 0.81961, "X2": 0.477, "Y2": 0.81941, "X3": 0.477, "Y3": 0.84077, "X4": 0.242, "Y4": 0.83942, "page": 0}, {"Word": "DOC CODE: P0622", "Confidence": 0.89867, "X1": 0.051, "Y1": 0.87621, "X2": 0.133, "Y2": 0.87601, "X3": 0.133, "Y3": 0.88929, "X4": 0.051, "Y4": 0.88794, "page": 0}, {"Word": "FILENAME: 1999LMCPMOFSUM", "Confidence": 0.964, "X1": 0.051, "Y1": 0.89373, "X2": 0.199, "Y2": 0.89353, "X3": 0.199, "Y3": 0.90681, "X4": 0.051, "Y4": 0.90681, "page": 0}, {"Word": "2082919169", "Confidence": 0.994, "X1": 0.385, "Y1": 0.93281, "X2": 0.286, "Y2": 0.93261, "X3": 0.286, "Y3": 0.90681, "X4": 0.387, "Y4": 0.91489, "page": 0}, {"Word": "3/23/00 2:32 PM", "Confidence": 0.92, "X1": 0.051, "Y1": 0.91125, "X2": 0.13, "Y2": 0.91105, "X3": 0.13, "Y3": 0.92433, "X4": 0.051, "Y4": 0.92433, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.653, "X1": 0.049, "Y1": 0.03389, "X2": 0.098, "Y2": 0.03369, "X3": 0.098, "Y3": 0.04967, "X4": 0.049, "Y4": 0.05101, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.909, "X1": 0.101, "Y1": 0.03389, "X2": 0.14, "Y2": 0.03369, "X3": 0.14, "Y3": 0.05101, "X4": 0.101, "Y4": 0.04967, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.992, "X1": 0.743, "Y1": 0.03255, "X2": 0.759, "Y2": 0.03235, "X3": 0.759, "Y3": 0.05371, "X4": 0.743, "Y4": 0.05371, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.765, "Y1": 0.0312, "X2": 0.789, "Y2": 0.031, "X3": 0.789, "Y3": 0.05236, "X4": 0.765, "Y4": 0.05236, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.792, "Y1": 0.0312, "X2": 0.888, "Y2": 0.031, "X3": 0.888, "Y3": 0.05236, "X4": 0.792, "Y4": 0.05236, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.994, "X1": 0.143, "Y1": 0.1188, "X2": 0.173, "Y2": 0.1186, "X3": 0.173, "Y3": 0.14266, "X4": 0.143, "Y4": 0.14266, "page": 0, "Index": 5}, {"Word": "LMCP", "Confidence": 0.983, "X1": 0.176, "Y1": 0.1188, "X2": 0.218, "Y2": 0.1186, "X3": 0.219, "Y3": 0.14266, "X4": 0.177, "Y4": 0.14266, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.222, "Y1": 0.1188, "X2": 0.281, "Y2": 0.1186, "X3": 0.281, "Y3": 0.14266, "X4": 0.222, "Y4": 0.14266, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.997, "X1": 0.284, "Y1": 0.1188, "X2": 0.304, "Y2": 0.1186, "X3": 0.304, "Y3": 0.14266, "X4": 0.284, "Y4": 0.14266, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.988, "X1": 0.308, "Y1": 0.1188, "X2": 0.335, "Y2": 0.1186, "X3": 0.335, "Y3": 0.144, "X4": 0.308, "Y4": 0.14266, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.996, "X1": 0.339, "Y1": 0.1188, "X2": 0.361, "Y2": 0.1186, "X3": 0.361, "Y3": 0.144, "X4": 0.339, "Y4": 0.144, "page": 0, "Index": 10}, {"Word": "Cpk", "Confidence": 0.948, "X1": 0.365, "Y1": 0.1188, "X2": 0.394, "Y2": 0.1186, "X3": 0.394, "Y3": 0.144, "X4": 0.365, "Y4": 0.144, "page": 0, "Index": 11}, {"Word": "Process", "Confidence": 0.991, "X1": 0.397, "Y1": 0.11745, "X2": 0.456, "Y2": 0.11725, "X3": 0.456, "Y3": 0.144, "X4": 0.397, "Y4": 0.144, "page": 0, "Index": 12}, {"Word": "Capability", "Confidence": 0.991, "X1": 0.46, "Y1": 0.11745, "X2": 0.532, "Y2": 0.11725, "X3": 0.531, "Y3": 0.144, "X4": 0.459, "Y4": 0.144, "page": 0, "Index": 13}, {"Word": "Value", "Confidence": 0.991, "X1": 0.535, "Y1": 0.11745, "X2": 0.575, "Y2": 0.11725, "X3": 0.575, "Y3": 0.144, "X4": 0.535, "Y4": 0.144, "page": 0, "Index": 14}, {"Word": "versus", "Confidence": 0.993, "X1": 0.579, "Y1": 0.11745, "X2": 0.629, "Y2": 0.11725, "X3": 0.628, "Y3": 0.144, "X4": 0.579, "Y4": 0.144, "page": 0, "Index": 15}, {"Word": "1999", "Confidence": 0.989, "X1": 0.632, "Y1": 0.11745, "X2": 0.665, "Y2": 0.11725, "X3": 0.664, "Y3": 0.144, "X4": 0.632, "Y4": 0.144, "page": 0, "Index": 16}, {"Word": "LMCP", "Confidence": 0.991, "X1": 0.668, "Y1": 0.11745, "X2": 0.709, "Y2": 0.11725, "X3": 0.709, "Y3": 0.144, "X4": 0.668, "Y4": 0.144, "page": 0, "Index": 17}, {"Word": "Menthol", "Confidence": 0.67, "X1": 0.713, "Y1": 0.1188, "X2": 0.771, "Y2": 0.1186, "X3": 0.771, "Y3": 0.144, "X4": 0.713, "Y4": 0.144, "page": 0, "Index": 18}, {"Word": "On", "Confidence": 0.997, "X1": 0.775, "Y1": 0.1188, "X2": 0.797, "Y2": 0.1186, "X3": 0.797, "Y3": 0.144, "X4": 0.775, "Y4": 0.144, "page": 0, "Index": 19}, {"Word": "Fail", "Confidence": 0.654, "X1": 0.414, "Y1": 0.1444, "X2": 0.439, "Y2": 0.1442, "X3": 0.439, "Y3": 0.16692, "X4": 0.414, "Y4": 0.16826, "page": 0, "Index": 20}, {"Word": "GC", "Confidence": 0.998, "X1": 0.443, "Y1": 0.1444, "X2": 0.464, "Y2": 0.1442, "X3": 0.464, "Y3": 0.16692, "X4": 0.442, "Y4": 0.16692, "page": 0, "Index": 21}, {"Word": "Results", "Confidence": 0.994, "X1": 0.469, "Y1": 0.14575, "X2": 0.525, "Y2": 0.14555, "X3": 0.525, "Y3": 0.16826, "X4": 0.469, "Y4": 0.16692, "page": 0, "Index": 22}, {"Word": "1.00", "Confidence": 0.991, "X1": 0.091, "Y1": 0.20909, "X2": 0.115, "Y2": 0.20889, "X3": 0.115, "Y3": 0.22756, "X4": 0.091, "Y4": 0.22756, "page": 0, "Index": 23}, {"Word": "Value", "Confidence": 0.997, "X1": 0.065, "Y1": 0.25492, "X2": 0.065, "Y2": 0.25472, "X3": 0.083, "Y3": 0.25452, "X4": 0.083, "Y4": 0.30303, "page": 0, "Index": 24}, {"Word": "0.90", "Confidence": 0.983, "X1": 0.089, "Y1": 0.26705, "X2": 0.114, "Y2": 0.26685, "X3": 0.114, "Y3": 0.28282, "X4": 0.089, "Y4": 0.28282, "page": 0, "Index": 25}, {"Word": "Capability", "Confidence": 0.991, "X1": 0.066, "Y1": 0.30748, "X2": 0.065, "Y2": 0.30728, "X3": 0.083, "Y3": 0.30708, "X4": 0.082, "Y4": 0.38659, "page": 0, "Index": 26}, {"Word": "0.80", "Confidence": 0.855, "X1": 0.09, "Y1": 0.3223, "X2": 0.114, "Y2": 0.3221, "X3": 0.114, "Y3": 0.33673, "X4": 0.09, "Y4": 0.33673, "page": 0, "Index": 27}, {"Word": "Process", "Confidence": 0.94, "X1": 0.066, "Y1": 0.39104, "X2": 0.066, "Y2": 0.39084, "X3": 0.082, "Y3": 0.39064, "X4": 0.082, "Y4": 0.45398, "page": 0, "Index": 28}, {"Word": "0.70", "Confidence": 0.958, "X1": 0.089, "Y1": 0.37756, "X2": 0.113, "Y2": 0.37736, "X3": 0.114, "Y3": 0.39198, "X4": 0.09, "Y4": 0.39198, "page": 0, "Index": 29}, {"Word": "0.60", "Confidence": 0.883, "X1": 0.09, "Y1": 0.43281, "X2": 0.113, "Y2": 0.43261, "X3": 0.113, "Y3": 0.44724, "X4": 0.09, "Y4": 0.44724, "page": 0, "Index": 30}, {"Word": "Cpk", "Confidence": 0.968, "X1": 0.066, "Y1": 0.45977, "X2": 0.066, "Y2": 0.45957, "X3": 0.082, "Y3": 0.45937, "X4": 0.082, "Y4": 0.49037, "page": 0, "Index": 31}, {"Word": "GC", "Confidence": 0.991, "X1": 0.066, "Y1": 0.49616, "X2": 0.066, "Y2": 0.49596, "X3": 0.082, "Y3": 0.49441, "X4": 0.082, "Y4": 0.51867, "page": 0, "Index": 32}, {"Word": "LMCP", "Confidence": 0.983, "X1": 0.659, "Y1": 0.47729, "X2": 0.693, "Y2": 0.47709, "X3": 0.691, "Y3": 0.4971, "X4": 0.657, "Y4": 0.4971, "page": 0, "Index": 33}, {"Word": "Menthol", "Confidence": 0.967, "X1": 0.696, "Y1": 0.47729, "X2": 0.739, "Y2": 0.47709, "X3": 0.738, "Y3": 0.4971, "X4": 0.694, "Y4": 0.4971, "page": 0, "Index": 34}, {"Word": "On", "Confidence": 0.997, "X1": 0.742, "Y1": 0.47729, "X2": 0.758, "Y2": 0.47709, "X3": 0.757, "Y3": 0.4971, "X4": 0.741, "Y4": 0.4971, "page": 0, "Index": 35}, {"Word": "Foll", "Confidence": 0.643, "X1": 0.761, "Y1": 0.47729, "X2": 0.782, "Y2": 0.47709, "X3": 0.781, "Y3": 0.4971, "X4": 0.761, "Y4": 0.4971, "page": 0, "Index": 36}, {"Word": "0.50", "Confidence": 0.966, "X1": 0.089, "Y1": 0.48807, "X2": 0.114, "Y2": 0.48787, "X3": 0.114, "Y3": 0.5025, "X4": 0.089, "Y4": 0.50384, "page": 0, "Index": 37}, {"Word": "1999", "Confidence": 0.982, "X1": 0.629, "Y1": 0.47594, "X2": 0.656, "Y2": 0.47574, "X3": 0.654, "Y3": 0.49845, "X4": 0.627, "Y4": 0.49845, "page": 0, "Index": 38}, {"Word": "GC", "Confidence": 0.991, "X1": 0.785, "Y1": 0.47729, "X2": 0.803, "Y2": 0.47709, "X3": 0.803, "Y3": 0.49845, "X4": 0.784, "Y4": 0.4971, "page": 0, "Index": 39}, {"Word": "Cpk", "Confidence": 0.944, "X1": 0.807, "Y1": 0.47864, "X2": 0.828, "Y2": 0.47844, "X3": 0.828, "Y3": 0.49845, "X4": 0.806, "Y4": 0.49845, "page": 0, "Index": 40}, {"Word": "Process", "Confidence": 0.995, "X1": 0.831, "Y1": 0.47864, "X2": 0.878, "Y2": 0.47844, "X3": 0.879, "Y3": 0.4998, "X4": 0.831, "Y4": 0.49845, "page": 0, "Index": 41}, {"Word": "Capability", "Confidence": 0.968, "X1": 0.629, "Y1": 0.49885, "X2": 0.682, "Y2": 0.49865, "X3": 0.681, "Y3": 0.51732, "X4": 0.628, "Y4": 0.51732, "page": 0, "Index": 42}, {"Word": "Value", "Confidence": 0.892, "X1": 0.685, "Y1": 0.49885, "X2": 0.717, "Y2": 0.49865, "X3": 0.716, "Y3": 0.51732, "X4": 0.684, "Y4": 0.51732, "page": 0, "Index": 43}, {"Word": "Fail", "Confidence": 0.835, "X1": 0.067, "Y1": 0.52446, "X2": 0.066, "Y2": 0.52426, "X3": 0.082, "Y3": 0.52406, "X4": 0.082, "Y4": 0.55371, "page": 0, "Index": 44}, {"Word": "On", "Confidence": 0.996, "X1": 0.067, "Y1": 0.5595, "X2": 0.067, "Y2": 0.5593, "X3": 0.082, "Y3": 0.55775, "X4": 0.082, "Y4": 0.58066, "page": 0, "Index": 45}, {"Word": "0.40", "Confidence": 0.981, "X1": 0.09, "Y1": 0.54333, "X2": 0.115, "Y2": 0.54313, "X3": 0.115, "Y3": 0.55775, "X4": 0.09, "Y4": 0.5591, "page": 0, "Index": 46}, {"Word": "Menthol", "Confidence": 0.668, "X1": 0.067, "Y1": 0.58645, "X2": 0.067, "Y2": 0.58625, "X3": 0.082, "Y3": 0.58605, "X4": 0.083, "Y4": 0.64805, "page": 0, "Index": 47}, {"Word": "0.30", "Confidence": 0.955, "X1": 0.092, "Y1": 0.59724, "X2": 0.114, "Y2": 0.59704, "X3": 0.114, "Y3": 0.61301, "X4": 0.092, "Y4": 0.61301, "page": 0, "Index": 48}, {"Word": "LMCP", "Confidence": 0.987, "X1": 0.067, "Y1": 0.65519, "X2": 0.067, "Y2": 0.65499, "X3": 0.083, "Y3": 0.65344, "X4": 0.083, "Y4": 0.70061, "page": 0, "Index": 49}, {"Word": "0.20", "Confidence": 0.958, "X1": 0.089, "Y1": 0.65114, "X2": 0.115, "Y2": 0.65094, "X3": 0.115, "Y3": 0.66826, "X4": 0.09, "Y4": 0.66826, "page": 0, "Index": 50}, {"Word": "1999", "Confidence": 0.998, "X1": 0.068, "Y1": 0.7064, "X2": 0.067, "Y2": 0.7062, "X3": 0.083, "Y3": 0.70465, "X4": 0.083, "Y4": 0.74104, "page": 0, "Index": 51}, {"Word": "0.10", "Confidence": 0.962, "X1": 0.09, "Y1": 0.70909, "X2": 0.114, "Y2": 0.70889, "X3": 0.115, "Y3": 0.72487, "X4": 0.09, "Y4": 0.72622, "page": 0, "Index": 52}, {"Word": "LE42", "Confidence": 0.002, "X1": 0.119, "Y1": 0.75626, "X2": 0.152, "Y2": 0.75606, "X3": 0.151, "Y3": 0.77608, "X4": 0.119, "Y4": 0.78012, "page": 0, "Index": 53}, {"Word": "0.00", "Confidence": 0.983, "X1": 0.09, "Y1": 0.75896, "X2": 0.116, "Y2": 0.75876, "X3": 0.116, "Y3": 0.78012, "X4": 0.09, "Y4": 0.78282, "page": 0, "Index": 54}, {"Word": "0", "Confidence": 0.769, "X1": 0.12, "Y1": 0.78996, "X2": 0.127, "Y2": 0.78976, "X3": 0.127, "Y3": 0.80708, "X4": 0.119, "Y4": 0.80573, "page": 0, "Index": 55}, {"Word": "10", "Confidence": 0.998, "X1": 0.164, "Y1": 0.78861, "X2": 0.177, "Y2": 0.78841, "X3": 0.177, "Y3": 0.80573, "X4": 0.164, "Y4": 0.80573, "page": 0, "Index": 56}, {"Word": "20", "Confidence": 0.998, "X1": 0.21, "Y1": 0.78861, "X2": 0.224, "Y2": 0.78841, "X3": 0.225, "Y3": 0.80573, "X4": 0.21, "Y4": 0.80573, "page": 0, "Index": 57}, {"Word": "30", "Confidence": 0.998, "X1": 0.257, "Y1": 0.78861, "X2": 0.272, "Y2": 0.78841, "X3": 0.272, "Y3": 0.80573, "X4": 0.257, "Y4": 0.80573, "page": 0, "Index": 58}, {"Word": "40", "Confidence": 0.997, "X1": 0.305, "Y1": 0.78996, "X2": 0.318, "Y2": 0.78976, "X3": 0.318, "Y3": 0.80438, "X4": 0.305, "Y4": 0.80438, "page": 0, "Index": 59}, {"Word": "50", "Confidence": 0.996, "X1": 0.35, "Y1": 0.78861, "X2": 0.365, "Y2": 0.78841, "X3": 0.365, "Y3": 0.80438, "X4": 0.35, "Y4": 0.80438, "page": 0, "Index": 60}, {"Word": "60", "Confidence": 0.991, "X1": 0.397, "Y1": 0.78996, "X2": 0.411, "Y2": 0.78976, "X3": 0.412, "Y3": 0.80438, "X4": 0.398, "Y4": 0.80573, "page": 0, "Index": 61}, {"Word": "70", "Confidence": 0.996, "X1": 0.445, "Y1": 0.78861, "X2": 0.459, "Y2": 0.78841, "X3": 0.46, "Y3": 0.80573, "X4": 0.445, "Y4": 0.80708, "page": 0, "Index": 62}, {"Word": "80", "Confidence": 0.995, "X1": 0.492, "Y1": 0.78861, "X2": 0.507, "Y2": 0.78841, "X3": 0.507, "Y3": 0.80438, "X4": 0.492, "Y4": 0.80573, "page": 0, "Index": 63}, {"Word": "90", "Confidence": 0.997, "X1": 0.539, "Y1": 0.78861, "X2": 0.554, "Y2": 0.78841, "X3": 0.554, "Y3": 0.80573, "X4": 0.539, "Y4": 0.80573, "page": 0, "Index": 64}, {"Word": "100", "Confidence": 0.998, "X1": 0.584, "Y1": 0.78861, "X2": 0.604, "Y2": 0.78841, "X3": 0.604, "Y3": 0.80573, "X4": 0.585, "Y4": 0.80708, "page": 0, "Index": 65}, {"Word": "1999", "Confidence": 0.994, "X1": 0.242, "Y1": 0.81961, "X2": 0.268, "Y2": 0.81941, "X3": 0.268, "Y3": 0.84077, "X4": 0.242, "Y4": 0.84077, "page": 0, "Index": 66}, {"Word": "LMCP", "Confidence": 0.983, "X1": 0.271, "Y1": 0.81961, "X2": 0.307, "Y2": 0.81941, "X3": 0.307, "Y3": 0.83942, "X4": 0.271, "Y4": 0.83942, "page": 0, "Index": 67}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.31, "Y1": 0.81961, "X2": 0.357, "Y2": 0.81941, "X3": 0.357, "Y3": 0.84077, "X4": 0.31, "Y4": 0.83942, "page": 0, "Index": 68}, {"Word": "On", "Confidence": 0.998, "X1": 0.36, "Y1": 0.81961, "X2": 0.377, "Y2": 0.81941, "X3": 0.377, "Y3": 0.84077, "X4": 0.36, "Y4": 0.84077, "page": 0, "Index": 69}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.38, "Y1": 0.81961, "X2": 0.403, "Y2": 0.81941, "X3": 0.403, "Y3": 0.84077, "X4": 0.38, "Y4": 0.84077, "page": 0, "Index": 70}, {"Word": "GC", "Confidence": 0.996, "X1": 0.406, "Y1": 0.81961, "X2": 0.424, "Y2": 0.81941, "X3": 0.424, "Y3": 0.84077, "X4": 0.406, "Y4": 0.84077, "page": 0, "Index": 71}, {"Word": "Results", "Confidence": 0.991, "X1": 0.427, "Y1": 0.82095, "X2": 0.476, "Y2": 0.82075, "X3": 0.476, "Y3": 0.84212, "X4": 0.427, "Y4": 0.84077, "page": 0, "Index": 72}, {"Word": "DOC", "Confidence": 0.992, "X1": 0.052, "Y1": 0.87621, "X2": 0.071, "Y2": 0.87601, "X3": 0.071, "Y3": 0.88929, "X4": 0.051, "Y4": 0.88929, "page": 0, "Index": 73}, {"Word": "CODE:", "Confidence": 0.997, "X1": 0.074, "Y1": 0.87621, "X2": 0.105, "Y2": 0.87601, "X3": 0.105, "Y3": 0.88929, "X4": 0.073, "Y4": 0.88929, "page": 0, "Index": 74}, {"Word": "P0622", "Confidence": 0.707, "X1": 0.107, "Y1": 0.87621, "X2": 0.134, "Y2": 0.87601, "X3": 0.133, "Y3": 0.88929, "X4": 0.107, "Y4": 0.88929, "page": 0, "Index": 75}, {"Word": "FILENAME:", "Confidence": 0.991, "X1": 0.052, "Y1": 0.89373, "X2": 0.105, "Y2": 0.89353, "X3": 0.104, "Y3": 0.90681, "X4": 0.051, "Y4": 0.90681, "page": 0, "Index": 76}, {"Word": "1999LMCPMOFSUM", "Confidence": 0.937, "X1": 0.107, "Y1": 0.89373, "X2": 0.193, "Y2": 0.89353, "X3": 0.193, "Y3": 0.90816, "X4": 0.106, "Y4": 0.90681, "page": 0, "Index": 77}, {"Word": "2082919169", "Confidence": 0.994, "X1": 0.385, "Y1": 0.93416, "X2": 0.29, "Y2": 0.93396, "X3": 0.291, "Y3": 0.90816, "X4": 0.386, "Y4": 0.91624, "page": 0, "Index": 78}, {"Word": "3/23/00", "Confidence": 0.776, "X1": 0.052, "Y1": 0.91125, "X2": 0.083, "Y2": 0.91105, "X3": 0.083, "Y3": 0.92568, "X4": 0.052, "Y4": 0.92433, "page": 0, "Index": 79}, {"Word": "2:32", "Confidence": 0.986, "X1": 0.092, "Y1": 0.91125, "X2": 0.11, "Y2": 0.91105, "X3": 0.11, "Y3": 0.92568, "X4": 0.091, "Y4": 0.92568, "page": 0, "Index": 80}, {"Word": "PM", "Confidence": 0.998, "X1": 0.112, "Y1": 0.91125, "X2": 0.124, "Y2": 0.91105, "X3": 0.124, "Y3": 0.92568, "X4": 0.112, "Y4": 0.92568, "page": 0, "Index": 81}]}
|
"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"
|
ffyv0069
| 2 |
{"lines_data": [{"Word": "Revision: 3/23/00", "Confidence": 0.826, "X1": 0.049, "Y1": 0.02581, "X2": 0.144, "Y2": 0.02561, "X3": 0.144, "Y3": 0.04427, "X4": 0.049, "Y4": 0.04427, "page": 0}, {"Word": "PM USA CONFIDENTIAL", "Confidence": 0.99567, "X1": 0.743, "Y1": 0.0312, "X2": 0.894, "Y2": 0.031, "X3": 0.894, "Y3": 0.05236, "X4": 0.743, "Y4": 0.05236, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard Deviation versus Monthol On Foil GC Target", "Confidence": 0.98629, "X1": 0.169, "Y1": 0.11745, "X2": 0.776, "Y2": 0.11725, "X3": 0.776, "Y3": 0.144, "X4": 0.168, "Y4": 0.13727, "page": 0}, {"Word": "2.000", "Confidence": 0.984, "X1": 0.087, "Y1": 0.1781, "X2": 0.123, "Y2": 0.1779, "X3": 0.123, "Y3": 0.19657, "X4": 0.088, "Y4": 0.19522, "page": 0}, {"Word": "1.800", "Confidence": 0.662, "X1": 0.091, "Y1": 0.23874, "X2": 0.123, "Y2": 0.23854, "X3": 0.122, "Y3": 0.25586, "X4": 0.09, "Y4": 0.25452, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard Deviation", "Confidence": 0.93512, "X1": 0.066, "Y1": 0.27378, "X2": 0.066, "Y2": 0.27358, "X3": 0.082, "Y3": 0.27338, "X4": 0.081, "Y4": 0.68309, "page": 0}, {"Word": "1.600", "Confidence": 0.883, "X1": 0.091, "Y1": 0.29804, "X2": 0.124, "Y2": 0.29784, "X3": 0.124, "Y3": 0.31112, "X4": 0.091, "Y4": 0.31247, "page": 0}, {"Word": "1.400", "Confidence": 0.618, "X1": 0.089, "Y1": 0.35465, "X2": 0.123, "Y2": 0.35445, "X3": 0.124, "Y3": 0.37177, "X4": 0.089, "Y4": 0.37312, "page": 0}, {"Word": "--", "Confidence": 0.225, "X1": 0.567, "Y1": 0.36408, "X2": 0.587, "Y2": 0.36388, "X3": 0.586, "Y3": 0.37312, "X4": 0.566, "Y4": 0.37312, "page": 0}, {"Word": "1.200", "Confidence": 0.878, "X1": 0.089, "Y1": 0.4126, "X2": 0.122, "Y2": 0.4124, "X3": 0.121, "Y3": 0.42837, "X4": 0.089, "Y4": 0.42568, "page": 0}, {"Word": "1.000", "Confidence": 0.9, "X1": 0.089, "Y1": 0.4719, "X2": 0.123, "Y2": 0.4717, "X3": 0.123, "Y3": 0.48632, "X4": 0.089, "Y4": 0.48767, "page": 0}, {"Word": "1999 LMCP Menthol On Foil GC Standard", "Confidence": 0.96843, "X1": 0.648, "Y1": 0.46516, "X2": 0.881, "Y2": 0.46496, "X3": 0.881, "Y3": 0.48767, "X4": 0.648, "Y4": 0.48498, "page": 0}, {"Word": "Deviation", "Confidence": 0.991, "X1": 0.647, "Y1": 0.48672, "X2": 0.701, "Y2": 0.48652, "X3": 0.701, "Y3": 0.5025, "X4": 0.647, "Y4": 0.5025, "page": 0}, {"Word": "0.800", "Confidence": 0.993, "X1": 0.088, "Y1": 0.5285, "X2": 0.124, "Y2": 0.5283, "X3": 0.124, "Y3": 0.54427, "X4": 0.088, "Y4": 0.54293, "page": 0}, {"Word": "0,600", "Confidence": 0.664, "X1": 0.091, "Y1": 0.58645, "X2": 0.124, "Y2": 0.58625, "X3": 0.123, "Y3": 0.60223, "X4": 0.092, "Y4": 0.60223, "page": 0}, {"Word": "0,400", "Confidence": 0.626, "X1": 0.089, "Y1": 0.6444, "X2": 0.124, "Y2": 0.6442, "X3": 0.124, "Y3": 0.66018, "X4": 0.089, "Y4": 0.66018, "page": 0}, {"Word": "0.200", "Confidence": 0.996, "X1": 0.088, "Y1": 0.7037, "X2": 0.123, "Y2": 0.7035, "X3": 0.123, "Y3": 0.72217, "X4": 0.088, "Y4": 0.72082, "page": 0}, {"Word": "0.000", "Confidence": 0.976, "X1": 0.087, "Y1": 0.76031, "X2": 0.122, "Y2": 0.76011, "X3": 0.122, "Y3": 0.77743, "X4": 0.087, "Y4": 0.77743, "page": 0}, {"Word": "0", "Confidence": 0.673, "X1": 0.125, "Y1": 0.78861, "X2": 0.135, "Y2": 0.78841, "X3": 0.135, "Y3": 0.80303, "X4": 0.125, "Y4": 0.80438, "page": 0}, {"Word": "10 20 30", "Confidence": 0.99767, "X1": 0.17, "Y1": 0.78591, "X2": 0.285, "Y2": 0.78571, "X3": 0.285, "Y3": 0.80708, "X4": 0.17, "Y4": 0.80708, "page": 0}, {"Word": "70", "Confidence": 0.998, "X1": 0.457, "Y1": 0.78726, "X2": 0.478, "Y2": 0.78706, "X3": 0.478, "Y3": 0.80708, "X4": 0.457, "Y4": 0.80708, "page": 0}, {"Word": "40 50 60", "Confidence": 0.995, "X1": 0.312, "Y1": 0.78861, "X2": 0.459, "Y2": 0.78841, "X3": 0.458, "Y3": 0.81112, "X4": 0.312, "Y4": 0.80843, "page": 0}, {"Word": "80 90", "Confidence": 0.997, "X1": 0.479, "Y1": 0.78726, "X2": 0.598, "Y2": 0.78706, "X3": 0.598, "Y3": 0.80977, "X4": 0.479, "Y4": 0.81112, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.599, "Y1": 0.79131, "X2": 0.621, "Y2": 0.79111, "X3": 0.622, "Y3": 0.80843, "X4": 0.599, "Y4": 0.80843, "page": 0}, {"Word": "Menthol On Foil GC Target", "Confidence": 0.9958, "X1": 0.291, "Y1": 0.81961, "X2": 0.453, "Y2": 0.81941, "X3": 0.453, "Y3": 0.84212, "X4": 0.29, "Y4": 0.83942, "page": 0}, {"Word": "DOC CODE: P0622", "Confidence": 0.882, "X1": 0.049, "Y1": 0.87352, "X2": 0.132, "Y2": 0.87332, "X3": 0.132, "Y3": 0.88659, "X4": 0.049, "Y4": 0.88659, "page": 0}, {"Word": "2082919164", "Confidence": 0.994, "X1": 0.373, "Y1": 0.9126, "X2": 0.273, "Y2": 0.9124, "X3": 0.275, "Y3": 0.88794, "X4": 0.375, "Y4": 0.90276, "page": 0}, {"Word": "FILENAME: 1999LMCPMOFSUM", "Confidence": 0.869, "X1": 0.05, "Y1": 0.89104, "X2": 0.198, "Y2": 0.89084, "X3": 0.198, "Y3": 0.90411, "X4": 0.05, "Y4": 0.90411, "page": 0}, {"Word": "3/23/00 1-24 PM", "Confidence": 0.74533, "X1": 0.05, "Y1": 0.90856, "X2": 0.125, "Y2": 0.90836, "X3": 0.125, "Y3": 0.92298, "X4": 0.05, "Y4": 0.92163, "page": 0}], "words_data": [{"Word": "Revision:", "Confidence": 0.656, "X1": 0.05, "Y1": 0.02715, "X2": 0.101, "Y2": 0.02695, "X3": 0.1, "Y3": 0.04427, "X4": 0.05, "Y4": 0.04427, "page": 0, "Index": 0}, {"Word": "3/23/00", "Confidence": 0.996, "X1": 0.103, "Y1": 0.02715, "X2": 0.143, "Y2": 0.02695, "X3": 0.142, "Y3": 0.04562, "X4": 0.103, "Y4": 0.04427, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.998, "X1": 0.744, "Y1": 0.03255, "X2": 0.76, "Y2": 0.03235, "X3": 0.76, "Y3": 0.05236, "X4": 0.744, "Y4": 0.05236, "page": 0, "Index": 2}, {"Word": "USA", "Confidence": 0.998, "X1": 0.767, "Y1": 0.0312, "X2": 0.79, "Y2": 0.031, "X3": 0.79, "Y3": 0.05236, "X4": 0.767, "Y4": 0.05236, "page": 0, "Index": 3}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.793, "Y1": 0.03255, "X2": 0.891, "Y2": 0.03235, "X3": 0.891, "Y3": 0.05371, "X4": 0.793, "Y4": 0.05236, "page": 0, "Index": 4}, {"Word": "1999", "Confidence": 0.997, "X1": 0.169, "Y1": 0.11341, "X2": 0.201, "Y2": 0.11321, "X3": 0.2, "Y3": 0.13727, "X4": 0.169, "Y4": 0.13727, "page": 0, "Index": 5}, {"Word": "LMCP", "Confidence": 0.985, "X1": 0.204, "Y1": 0.11341, "X2": 0.247, "Y2": 0.11321, "X3": 0.247, "Y3": 0.13727, "X4": 0.204, "Y4": 0.13727, "page": 0, "Index": 6}, {"Word": "Menthol", "Confidence": 0.995, "X1": 0.251, "Y1": 0.11476, "X2": 0.307, "Y2": 0.11456, "X3": 0.307, "Y3": 0.13861, "X4": 0.25, "Y4": 0.13861, "page": 0, "Index": 7}, {"Word": "On", "Confidence": 0.998, "X1": 0.311, "Y1": 0.11476, "X2": 0.331, "Y2": 0.11456, "X3": 0.331, "Y3": 0.13861, "X4": 0.31, "Y4": 0.13861, "page": 0, "Index": 8}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.335, "Y1": 0.11476, "X2": 0.362, "Y2": 0.11456, "X3": 0.362, "Y3": 0.13861, "X4": 0.335, "Y4": 0.13861, "page": 0, "Index": 9}, {"Word": "GC", "Confidence": 0.998, "X1": 0.366, "Y1": 0.11476, "X2": 0.388, "Y2": 0.11456, "X3": 0.388, "Y3": 0.13996, "X4": 0.365, "Y4": 0.13861, "page": 0, "Index": 10}, {"Word": "Standard", "Confidence": 0.994, "X1": 0.392, "Y1": 0.1161, "X2": 0.456, "Y2": 0.1159, "X3": 0.456, "Y3": 0.13996, "X4": 0.392, "Y4": 0.13996, "page": 0, "Index": 11}, {"Word": "Deviation", "Confidence": 0.991, "X1": 0.46, "Y1": 0.1161, "X2": 0.527, "Y2": 0.1159, "X3": 0.527, "Y3": 0.14131, "X4": 0.459, "Y4": 0.13996, "page": 0, "Index": 12}, {"Word": "versus", "Confidence": 0.947, "X1": 0.53, "Y1": 0.11745, "X2": 0.579, "Y2": 0.11725, "X3": 0.579, "Y3": 0.14131, "X4": 0.53, "Y4": 0.14131, "page": 0, "Index": 13}, {"Word": "Monthol", "Confidence": 0.935, "X1": 0.583, "Y1": 0.11745, "X2": 0.64, "Y2": 0.11725, "X3": 0.64, "Y3": 0.14266, "X4": 0.583, "Y4": 0.14131, "page": 0, "Index": 14}, {"Word": "On", "Confidence": 0.997, "X1": 0.644, "Y1": 0.11745, "X2": 0.665, "Y2": 0.11725, "X3": 0.665, "Y3": 0.14266, "X4": 0.644, "Y4": 0.14266, "page": 0, "Index": 15}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.668, "Y1": 0.11745, "X2": 0.695, "Y2": 0.11725, "X3": 0.695, "Y3": 0.14266, "X4": 0.668, "Y4": 0.14266, "page": 0, "Index": 16}, {"Word": "GC", "Confidence": 0.993, "X1": 0.699, "Y1": 0.11745, "X2": 0.722, "Y2": 0.11725, "X3": 0.722, "Y3": 0.144, "X4": 0.699, "Y4": 0.144, "page": 0, "Index": 17}, {"Word": "Target", "Confidence": 0.996, "X1": 0.726, "Y1": 0.1188, "X2": 0.776, "Y2": 0.1186, "X3": 0.776, "Y3": 0.144, "X4": 0.726, "Y4": 0.144, "page": 0, "Index": 18}, {"Word": "2.000", "Confidence": 0.984, "X1": 0.09, "Y1": 0.1781, "X2": 0.121, "Y2": 0.1779, "X3": 0.121, "Y3": 0.19657, "X4": 0.089, "Y4": 0.19522, "page": 0, "Index": 19}, {"Word": "1.800", "Confidence": 0.662, "X1": 0.091, "Y1": 0.23874, "X2": 0.122, "Y2": 0.23854, "X3": 0.121, "Y3": 0.25586, "X4": 0.09, "Y4": 0.25452, "page": 0, "Index": 20}, {"Word": "Deviation", "Confidence": 0.928, "X1": 0.066, "Y1": 0.28052, "X2": 0.067, "Y2": 0.28032, "X3": 0.082, "Y3": 0.28012, "X4": 0.082, "Y4": 0.35425, "page": 0, "Index": 21}, {"Word": "1.600", "Confidence": 0.883, "X1": 0.092, "Y1": 0.29804, "X2": 0.119, "Y2": 0.29784, "X3": 0.118, "Y3": 0.31247, "X4": 0.091, "Y4": 0.31247, "page": 0, "Index": 22}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.066, "Y1": 0.36004, "X2": 0.066, "Y2": 0.35984, "X3": 0.081, "Y3": 0.35829, "X4": 0.081, "Y4": 0.43241, "page": 0, "Index": 23}, {"Word": "1.400", "Confidence": 0.618, "X1": 0.091, "Y1": 0.356, "X2": 0.12, "Y2": 0.3558, "X3": 0.119, "Y3": 0.37177, "X4": 0.091, "Y4": 0.37177, "page": 0, "Index": 24}, {"Word": "--", "Confidence": 0.225, "X1": 0.566, "Y1": 0.36408, "X2": 0.583, "Y2": 0.36388, "X3": 0.583, "Y3": 0.37312, "X4": 0.566, "Y4": 0.37312, "page": 0, "Index": 25}, {"Word": "GC", "Confidence": 0.997, "X1": 0.066, "Y1": 0.43686, "X2": 0.066, "Y2": 0.43666, "X3": 0.081, "Y3": 0.43646, "X4": 0.081, "Y4": 0.46072, "page": 0, "Index": 26}, {"Word": "1.200", "Confidence": 0.878, "X1": 0.09, "Y1": 0.4126, "X2": 0.121, "Y2": 0.4124, "X3": 0.121, "Y3": 0.42837, "X4": 0.09, "Y4": 0.42568, "page": 0, "Index": 27}, {"Word": "Foil", "Confidence": 0.931, "X1": 0.066, "Y1": 0.46516, "X2": 0.066, "Y2": 0.46496, "X3": 0.081, "Y3": 0.46476, "X4": 0.081, "Y4": 0.49576, "page": 0, "Index": 28}, {"Word": "1.000", "Confidence": 0.9, "X1": 0.091, "Y1": 0.4719, "X2": 0.119, "Y2": 0.4717, "X3": 0.119, "Y3": 0.48767, "X4": 0.091, "Y4": 0.48767, "page": 0, "Index": 29}, {"Word": "1999", "Confidence": 0.995, "X1": 0.649, "Y1": 0.46516, "X2": 0.673, "Y2": 0.46496, "X3": 0.673, "Y3": 0.48498, "X4": 0.649, "Y4": 0.48363, "page": 0, "Index": 30}, {"Word": "LMCP", "Confidence": 0.99, "X1": 0.676, "Y1": 0.46651, "X2": 0.711, "Y2": 0.46631, "X3": 0.711, "Y3": 0.48498, "X4": 0.676, "Y4": 0.48498, "page": 0, "Index": 31}, {"Word": "Menthol", "Confidence": 0.884, "X1": 0.714, "Y1": 0.46651, "X2": 0.758, "Y2": 0.46631, "X3": 0.758, "Y3": 0.48632, "X4": 0.714, "Y4": 0.48498, "page": 0, "Index": 32}, {"Word": "On", "Confidence": 0.941, "X1": 0.761, "Y1": 0.46651, "X2": 0.778, "Y2": 0.46631, "X3": 0.778, "Y3": 0.48632, "X4": 0.761, "Y4": 0.48632, "page": 0, "Index": 33}, {"Word": "Foil", "Confidence": 0.983, "X1": 0.781, "Y1": 0.46651, "X2": 0.802, "Y2": 0.46631, "X3": 0.802, "Y3": 0.48632, "X4": 0.781, "Y4": 0.48632, "page": 0, "Index": 34}, {"Word": "GC", "Confidence": 0.995, "X1": 0.805, "Y1": 0.46651, "X2": 0.822, "Y2": 0.46631, "X3": 0.822, "Y3": 0.48767, "X4": 0.805, "Y4": 0.48632, "page": 0, "Index": 35}, {"Word": "Standard", "Confidence": 0.991, "X1": 0.827, "Y1": 0.46651, "X2": 0.879, "Y2": 0.46631, "X3": 0.879, "Y3": 0.48767, "X4": 0.827, "Y4": 0.48767, "page": 0, "Index": 36}, {"Word": "On", "Confidence": 0.998, "X1": 0.066, "Y1": 0.50155, "X2": 0.066, "Y2": 0.50135, "X3": 0.081, "Y3": 0.4998, "X4": 0.081, "Y4": 0.52406, "page": 0, "Index": 37}, {"Word": "Deviation", "Confidence": 0.991, "X1": 0.648, "Y1": 0.48807, "X2": 0.698, "Y2": 0.48787, "X3": 0.699, "Y3": 0.50384, "X4": 0.648, "Y4": 0.5025, "page": 0, "Index": 38}, {"Word": "Menthol", "Confidence": 0.649, "X1": 0.066, "Y1": 0.5285, "X2": 0.066, "Y2": 0.5283, "X3": 0.081, "Y3": 0.5281, "X4": 0.081, "Y4": 0.59144, "page": 0, "Index": 39}, {"Word": "0.800", "Confidence": 0.993, "X1": 0.09, "Y1": 0.52985, "X2": 0.121, "Y2": 0.52965, "X3": 0.119, "Y3": 0.54427, "X4": 0.089, "Y4": 0.54293, "page": 0, "Index": 40}, {"Word": "LMCP", "Confidence": 0.985, "X1": 0.067, "Y1": 0.59724, "X2": 0.066, "Y2": 0.59704, "X3": 0.081, "Y3": 0.59549, "X4": 0.081, "Y4": 0.64266, "page": 0, "Index": 41}, {"Word": "0,600", "Confidence": 0.664, "X1": 0.091, "Y1": 0.58645, "X2": 0.12, "Y2": 0.58625, "X3": 0.12, "Y3": 0.60223, "X4": 0.091, "Y4": 0.60223, "page": 0, "Index": 42}, {"Word": "1999", "Confidence": 0.998, "X1": 0.067, "Y1": 0.6471, "X2": 0.067, "Y2": 0.6469, "X3": 0.081, "Y3": 0.6467, "X4": 0.081, "Y4": 0.68309, "page": 0, "Index": 43}, {"Word": "0,400", "Confidence": 0.626, "X1": 0.089, "Y1": 0.64575, "X2": 0.121, "Y2": 0.64555, "X3": 0.12, "Y3": 0.66153, "X4": 0.09, "Y4": 0.66018, "page": 0, "Index": 44}, {"Word": "0.200", "Confidence": 0.996, "X1": 0.089, "Y1": 0.7037, "X2": 0.121, "Y2": 0.7035, "X3": 0.121, "Y3": 0.72217, "X4": 0.089, "Y4": 0.72082, "page": 0, "Index": 45}, {"Word": "0.000", "Confidence": 0.976, "X1": 0.089, "Y1": 0.76031, "X2": 0.121, "Y2": 0.76011, "X3": 0.121, "Y3": 0.77743, "X4": 0.089, "Y4": 0.77743, "page": 0, "Index": 46}, {"Word": "0", "Confidence": 0.673, "X1": 0.125, "Y1": 0.78861, "X2": 0.131, "Y2": 0.78841, "X3": 0.132, "Y3": 0.80438, "X4": 0.125, "Y4": 0.80438, "page": 0, "Index": 47}, {"Word": "10", "Confidence": 0.997, "X1": 0.171, "Y1": 0.78726, "X2": 0.185, "Y2": 0.78706, "X3": 0.185, "Y3": 0.80708, "X4": 0.171, "Y4": 0.80708, "page": 0, "Index": 48}, {"Word": "30", "Confidence": 0.998, "X1": 0.267, "Y1": 0.78861, "X2": 0.282, "Y2": 0.78841, "X3": 0.282, "Y3": 0.80573, "X4": 0.267, "Y4": 0.80708, "page": 0, "Index": 49}, {"Word": "40", "Confidence": 0.994, "X1": 0.313, "Y1": 0.78861, "X2": 0.33, "Y2": 0.78841, "X3": 0.33, "Y3": 0.80708, "X4": 0.313, "Y4": 0.80708, "page": 0, "Index": 50}, {"Word": "70", "Confidence": 0.998, "X1": 0.459, "Y1": 0.78726, "X2": 0.475, "Y2": 0.78706, "X3": 0.475, "Y3": 0.80708, "X4": 0.46, "Y4": 0.80708, "page": 0, "Index": 51}, {"Word": "100", "Confidence": 0.998, "X1": 0.601, "Y1": 0.79131, "X2": 0.621, "Y2": 0.79111, "X3": 0.621, "Y3": 0.80708, "X4": 0.601, "Y4": 0.80843, "page": 0, "Index": 52}, {"Word": "20", "Confidence": 0.998, "X1": 0.219, "Y1": 0.78861, "X2": 0.234, "Y2": 0.78841, "X3": 0.234, "Y3": 0.80843, "X4": 0.219, "Y4": 0.80843, "page": 0, "Index": 53}, {"Word": "50", "Confidence": 0.997, "X1": 0.362, "Y1": 0.78861, "X2": 0.378, "Y2": 0.78841, "X3": 0.377, "Y3": 0.80843, "X4": 0.361, "Y4": 0.80843, "page": 0, "Index": 54}, {"Word": "60", "Confidence": 0.994, "X1": 0.41, "Y1": 0.78861, "X2": 0.427, "Y2": 0.78841, "X3": 0.427, "Y3": 0.80977, "X4": 0.41, "Y4": 0.80977, "page": 0, "Index": 55}, {"Word": "80", "Confidence": 0.997, "X1": 0.507, "Y1": 0.78996, "X2": 0.523, "Y2": 0.78976, "X3": 0.523, "Y3": 0.81112, "X4": 0.506, "Y4": 0.81112, "page": 0, "Index": 56}, {"Word": "90", "Confidence": 0.997, "X1": 0.555, "Y1": 0.78996, "X2": 0.572, "Y2": 0.78976, "X3": 0.572, "Y3": 0.80977, "X4": 0.555, "Y4": 0.80977, "page": 0, "Index": 57}, {"Word": "Menthol", "Confidence": 0.996, "X1": 0.292, "Y1": 0.81961, "X2": 0.338, "Y2": 0.81941, "X3": 0.338, "Y3": 0.83942, "X4": 0.292, "Y4": 0.83942, "page": 0, "Index": 58}, {"Word": "On", "Confidence": 0.998, "X1": 0.341, "Y1": 0.81961, "X2": 0.359, "Y2": 0.81941, "X3": 0.359, "Y3": 0.83942, "X4": 0.341, "Y4": 0.83942, "page": 0, "Index": 59}, {"Word": "Foil", "Confidence": 0.991, "X1": 0.362, "Y1": 0.81961, "X2": 0.385, "Y2": 0.81941, "X3": 0.385, "Y3": 0.84077, "X4": 0.362, "Y4": 0.83942, "page": 0, "Index": 60}, {"Word": "GC", "Confidence": 0.997, "X1": 0.388, "Y1": 0.81961, "X2": 0.406, "Y2": 0.81941, "X3": 0.407, "Y3": 0.84077, "X4": 0.388, "Y4": 0.84077, "page": 0, "Index": 61}, {"Word": "Target", "Confidence": 0.997, "X1": 0.41, "Y1": 0.81961, "X2": 0.452, "Y2": 0.81941, "X3": 0.453, "Y3": 0.84347, "X4": 0.41, "Y4": 0.84077, "page": 0, "Index": 62}, {"Word": "DOC", "Confidence": 0.996, "X1": 0.051, "Y1": 0.87352, "X2": 0.07, "Y2": 0.87332, "X3": 0.069, "Y3": 0.88659, "X4": 0.05, "Y4": 0.88659, "page": 0, "Index": 63}, {"Word": "CODE:", "Confidence": 0.994, "X1": 0.072, "Y1": 0.87486, "X2": 0.103, "Y2": 0.87466, "X3": 0.102, "Y3": 0.88659, "X4": 0.071, "Y4": 0.88659, "page": 0, "Index": 64}, {"Word": "P0622", "Confidence": 0.656, "X1": 0.105, "Y1": 0.87486, "X2": 0.131, "Y2": 0.87466, "X3": 0.131, "Y3": 0.88794, "X4": 0.104, "Y4": 0.88659, "page": 0, "Index": 65}, {"Word": "2082919164", "Confidence": 0.994, "X1": 0.372, "Y1": 0.91529, "X2": 0.277, "Y2": 0.91509, "X3": 0.279, "Y3": 0.88929, "X4": 0.374, "Y4": 0.90411, "page": 0, "Index": 66}, {"Word": "FILENAME:", "Confidence": 0.991, "X1": 0.051, "Y1": 0.89238, "X2": 0.103, "Y2": 0.89218, "X3": 0.103, "Y3": 0.90546, "X4": 0.05, "Y4": 0.90546, "page": 0, "Index": 67}, {"Word": "1999LMCPMOFSUM", "Confidence": 0.747, "X1": 0.105, "Y1": 0.89238, "X2": 0.193, "Y2": 0.89218, "X3": 0.193, "Y3": 0.90546, "X4": 0.105, "Y4": 0.90546, "page": 0, "Index": 68}, {"Word": "3/23/00", "Confidence": 0.899, "X1": 0.051, "Y1": 0.9099, "X2": 0.082, "Y2": 0.9097, "X3": 0.081, "Y3": 0.92298, "X4": 0.051, "Y4": 0.92298, "page": 0, "Index": 69}, {"Word": "1-24", "Confidence": 0.65, "X1": 0.088, "Y1": 0.9099, "X2": 0.105, "Y2": 0.9097, "X3": 0.105, "Y3": 0.92298, "X4": 0.087, "Y4": 0.92298, "page": 0, "Index": 70}, {"Word": "PM", "Confidence": 0.687, "X1": 0.107, "Y1": 0.9099, "X2": 0.119, "Y2": 0.9097, "X3": 0.119, "Y3": 0.92298, "X4": 0.107, "Y4": 0.92298, "page": 0, "Index": 71}]}
|
"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"
|
ffyy0146
| 0 |
{"lines_data": [{"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.66796, "Y1": 0.1432, "X2": 0.86176, "Y2": 0.143, "X3": 0.86176, "Y3": 0.1768, "X4": 0.66667, "Y4": 0.1748, "page": 0}, {"Word": "From the desk of", "Confidence": 0.9915, "X1": 0.45607, "Y1": 0.2262, "X2": 0.59819, "Y2": 0.226, "X3": 0.59819, "Y3": 0.2438, "X4": 0.45607, "Y4": 0.2448, "page": 0}, {"Word": "EL AINE SPENGLER", "Confidence": 0.67633, "X1": 0.5646, "Y1": 0.2552, "X2": 0.74289, "Y2": 0.255, "X3": 0.74289, "Y3": 0.2718, "X4": 0.5646, "Y4": 0.2728, "page": 0}, {"Word": "DN 4/14", "Confidence": 0.8915, "X1": 0.4677, "Y1": 0.2672, "X2": 0.63953, "Y2": 0.267, "X3": 0.64212, "Y3": 0.3008, "X4": 0.47158, "Y4": 0.3108, "page": 0}, {"Word": "AS", "Confidence": 0.834, "X1": 0.44057, "Y1": 0.3062, "X2": 0.54651, "Y2": 0.306, "X3": 0.58527, "Y3": 0.3658, "X4": 0.4832, "Y4": 0.4118, "page": 0}, {"Word": "requested", "Confidence": 0.943, "X1": 0.46641, "Y1": 0.3132, "X2": 0.79716, "Y2": 0.313, "X3": 0.82946, "Y3": 0.3728, "X4": 0.49612, "Y4": 0.4788, "page": 0}, {"Word": "MINNESOTA TOBACCO LITIGATION", "Confidence": 0.99333, "X1": 0.07106, "Y1": 0.4812, "X2": 0.45866, "Y2": 0.481, "X3": 0.4677, "Y3": 0.4978, "X4": 0.07881, "Y4": 0.6158, "page": 0}, {"Word": "CONFIDENTIAL:", "Confidence": 0.991, "X1": 0.17054, "Y1": 0.4952, "X2": 0.34755, "Y2": 0.495, "X3": 0.35659, "Y3": 0.5108, "X4": 0.17829, "Y4": 0.5638, "page": 0}, {"Word": "Fx 1 to", "Confidence": 0.88833, "X1": 0.4677, "Y1": 0.4712, "X2": 0.72997, "Y2": 0.471, "X3": 0.74677, "Y3": 0.5158, "X4": 0.48708, "Y4": 0.5808, "page": 0}, {"Word": "Ernie Pepper", "Confidence": 0.705, "X1": 0.49871, "Y1": 0.5332, "X2": 0.81266, "Y2": 0.533, "X3": 0.82558, "Y3": 0.5758, "X4": 0.51034, "Y4": 0.6308, "page": 0}, {"Word": "Dave Hendeung", "Confidence": 0.5635, "X1": 0.50388, "Y1": 0.5792, "X2": 0.84238, "Y2": 0.579, "X3": 0.85271, "Y3": 0.6118, "X4": 0.51421, "Y4": 0.6698, "page": 0}, {"Word": "Paraich Wills Dunn.", "Confidence": 0.213, "X1": 0.52455, "Y1": 0.6862, "X2": 0.87597, "Y2": 0.686, "X3": 0.87597, "Y3": 0.7238, "X4": 0.52455, "Y4": 0.7228, "page": 0}, {"Word": "TIMN 0083969", "Confidence": 0.9935, "X1": 0.66408, "Y1": 0.8372, "X2": 0.87726, "Y2": 0.837, "X3": 0.87726, "Y3": 0.8598, "X4": 0.66408, "Y4": 0.8588, "page": 0}, {"Word": "T029216", "Confidence": 0.943, "X1": 0.83721, "Y1": 0.8802, "X2": 0.96899, "Y2": 0.88, "X3": 0.9677, "Y3": 0.9028, "X4": 0.83463, "Y4": 0.8968, "page": 0}], "words_data": [{"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.66925, "Y1": 0.1432, "X2": 0.86176, "Y2": 0.143, "X3": 0.86176, "Y3": 0.1778, "X4": 0.66796, "Y4": 0.1748, "page": 0, "Index": 0}, {"Word": "From", "Confidence": 0.987, "X1": 0.45995, "Y1": 0.2272, "X2": 0.49742, "Y2": 0.227, "X3": 0.49612, "Y3": 0.2448, "X4": 0.45866, "Y4": 0.2448, "page": 0, "Index": 1}, {"Word": "the", "Confidence": 0.998, "X1": 0.50517, "Y1": 0.2272, "X2": 0.53101, "Y2": 0.227, "X3": 0.53101, "Y3": 0.2448, "X4": 0.50517, "Y4": 0.2448, "page": 0, "Index": 2}, {"Word": "desk", "Confidence": 0.984, "X1": 0.53618, "Y1": 0.2272, "X2": 0.56977, "Y2": 0.227, "X3": 0.56977, "Y3": 0.2448, "X4": 0.53488, "Y4": 0.2448, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.997, "X1": 0.57494, "Y1": 0.2272, "X2": 0.59819, "Y2": 0.227, "X3": 0.5969, "Y3": 0.2438, "X4": 0.57364, "Y4": 0.2448, "page": 0, "Index": 4}, {"Word": "EL", "Confidence": 0.536, "X1": 0.5646, "Y1": 0.2562, "X2": 0.58656, "Y2": 0.256, "X3": 0.58915, "Y3": 0.2728, "X4": 0.56718, "Y4": 0.2728, "page": 0, "Index": 5}, {"Word": "AINE", "Confidence": 0.535, "X1": 0.59044, "Y1": 0.2552, "X2": 0.63178, "Y2": 0.255, "X3": 0.63307, "Y3": 0.2708, "X4": 0.59302, "Y4": 0.2718, "page": 0, "Index": 6}, {"Word": "SPENGLER", "Confidence": 0.958, "X1": 0.63695, "Y1": 0.2562, "X2": 0.73643, "Y2": 0.256, "X3": 0.73643, "Y3": 0.2718, "X4": 0.63824, "Y4": 0.2708, "page": 0, "Index": 7}, {"Word": "4/14", "Confidence": 0.955, "X1": 0.56202, "Y1": 0.2682, "X2": 0.63824, "Y2": 0.268, "X3": 0.63953, "Y3": 0.2958, "X4": 0.56589, "Y4": 0.3028, "page": 0, "Index": 8}, {"Word": "DN", "Confidence": 0.828, "X1": 0.48062, "Y1": 0.2692, "X2": 0.53876, "Y2": 0.269, "X3": 0.54134, "Y3": 0.3048, "X4": 0.48579, "Y4": 0.3098, "page": 0, "Index": 9}, {"Word": "AS", "Confidence": 0.834, "X1": 0.44961, "Y1": 0.3082, "X2": 0.53359, "Y2": 0.308, "X3": 0.57881, "Y3": 0.3698, "X4": 0.49354, "Y4": 0.4058, "page": 0, "Index": 10}, {"Word": "requested", "Confidence": 0.943, "X1": 0.46641, "Y1": 0.3142, "X2": 0.79716, "Y2": 0.314, "X3": 0.82558, "Y3": 0.3748, "X4": 0.49742, "Y4": 0.4798, "page": 0, "Index": 11}, {"Word": "LITIGATION", "Confidence": 0.993, "X1": 0.323, "Y1": 0.4842, "X2": 0.4509, "Y2": 0.484, "X3": 0.45995, "Y3": 0.5008, "X4": 0.33204, "Y4": 0.5398, "page": 0, "Index": 12}, {"Word": "CONFIDENTIAL:", "Confidence": 0.991, "X1": 0.17183, "Y1": 0.4952, "X2": 0.34755, "Y2": 0.495, "X3": 0.3553, "Y3": 0.5118, "X4": 0.17959, "Y4": 0.5638, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.964, "X1": 0.67571, "Y1": 0.4722, "X2": 0.73127, "Y2": 0.472, "X3": 0.74419, "Y3": 0.5168, "X4": 0.69121, "Y4": 0.5288, "page": 0, "Index": 14}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.21189, "Y1": 0.5262, "X2": 0.31395, "Y2": 0.526, "X3": 0.323, "Y3": 0.5418, "X4": 0.22093, "Y4": 0.5738, "page": 0, "Index": 15}, {"Word": "1", "Confidence": 0.811, "X1": 0.58786, "Y1": 0.4942, "X2": 0.62661, "Y2": 0.494, "X3": 0.6447, "Y3": 0.5408, "X4": 0.60724, "Y4": 0.5498, "page": 0, "Index": 16}, {"Word": "Fx", "Confidence": 0.89, "X1": 0.48579, "Y1": 0.5072, "X2": 0.57106, "Y2": 0.507, "X3": 0.59173, "Y3": 0.5538, "X4": 0.50904, "Y4": 0.5768, "page": 0, "Index": 17}, {"Word": "MINNESOTA", "Confidence": 0.991, "X1": 0.07235, "Y1": 0.5602, "X2": 0.20155, "Y2": 0.56, "X3": 0.21059, "Y3": 0.5768, "X4": 0.0801, "Y4": 0.6158, "page": 0, "Index": 18}, {"Word": "Pepper", "Confidence": 0.598, "X1": 0.68992, "Y1": 0.5342, "X2": 0.81008, "Y2": 0.534, "X3": 0.82041, "Y3": 0.5778, "X4": 0.70155, "Y4": 0.5968, "page": 0, "Index": 19}, {"Word": "Ernie", "Confidence": 0.812, "X1": 0.52067, "Y1": 0.5592, "X2": 0.66021, "Y2": 0.559, "X3": 0.67183, "Y3": 0.6018, "X4": 0.53359, "Y4": 0.6268, "page": 0, "Index": 20}, {"Word": "Hendeung", "Confidence": 0.535, "X1": 0.6292, "Y1": 0.5792, "X2": 0.84367, "Y2": 0.579, "X3": 0.85271, "Y3": 0.6098, "X4": 0.63953, "Y4": 0.6438, "page": 0, "Index": 21}, {"Word": "Dave", "Confidence": 0.592, "X1": 0.5168, "Y1": 0.6132, "X2": 0.61628, "Y2": 0.613, "X3": 0.62791, "Y3": 0.6458, "X4": 0.52972, "Y4": 0.6678, "page": 0, "Index": 22}, {"Word": "Paraich", "Confidence": 0.131, "X1": 0.53747, "Y1": 0.6862, "X2": 0.65245, "Y2": 0.686, "X3": 0.65633, "Y3": 0.7178, "X4": 0.54005, "Y4": 0.7238, "page": 0, "Index": 23}, {"Word": "Wills", "Confidence": 0.418, "X1": 0.6615, "Y1": 0.6882, "X2": 0.77132, "Y2": 0.688, "X3": 0.77519, "Y3": 0.7178, "X4": 0.66408, "Y4": 0.7178, "page": 0, "Index": 24}, {"Word": "Dunn.", "Confidence": 0.09, "X1": 0.78036, "Y1": 0.6912, "X2": 0.8708, "Y2": 0.691, "X3": 0.87339, "Y3": 0.7198, "X4": 0.78295, "Y4": 0.7178, "page": 0, "Index": 25}, {"Word": "TIMN", "Confidence": 0.991, "X1": 0.66796, "Y1": 0.8372, "X2": 0.74548, "Y2": 0.837, "X3": 0.74419, "Y3": 0.8588, "X4": 0.66667, "Y4": 0.8588, "page": 0, "Index": 26}, {"Word": "0083969", "Confidence": 0.996, "X1": 0.75969, "Y1": 0.8372, "X2": 0.87339, "Y2": 0.837, "X3": 0.87339, "Y3": 0.8608, "X4": 0.7584, "Y4": 0.8598, "page": 0, "Index": 27}, {"Word": "T029216", "Confidence": 0.943, "X1": 0.8385, "Y1": 0.8802, "X2": 0.96124, "Y2": 0.88, "X3": 0.95866, "Y3": 0.9028, "X4": 0.83721, "Y4": 0.8968, "page": 0, "Index": 28}]}
|
"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"
|
ffhb0013
| 0 |
{"lines_data": [{"Word": "Page 1", "Confidence": 0.99, "X1": 0.85175, "Y1": 0.0782, "X2": 0.91644, "Y2": 0.078, "X3": 0.91779, "Y3": 0.0938, "X4": 0.85175, "Y4": 0.0938, "page": 0}, {"Word": "Note for Fisher, Scott", "Confidence": 0.97125, "X1": 0.16981, "Y1": 0.1112, "X2": 0.33154, "Y2": 0.111, "X3": 0.33154, "Y3": 0.1258, "X4": 0.16981, "Y4": 0.1248, "page": 0}, {"Word": "From:", "Confidence": 0.997, "X1": 0.07278, "Y1": 0.1512, "X2": 0.12264, "Y2": 0.151, "X3": 0.12264, "Y3": 0.1628, "X4": 0.07278, "Y4": 0.1638, "page": 0}, {"Word": "Laufer, David", "Confidence": 0.9395, "X1": 0.17116, "Y1": 0.1482, "X2": 0.28706, "Y2": 0.148, "X3": 0.28706, "Y3": 0.1628, "X4": 0.17116, "Y4": 0.1628, "page": 0}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.07278, "Y1": 0.1772, "X2": 0.11725, "Y2": 0.177, "X3": 0.11725, "Y3": 0.1888, "X4": 0.07278, "Y4": 0.1898, "page": 0}, {"Word": "Thu, Aug 7, 1997 9:38 AM", "Confidence": 0.93017, "X1": 0.17385, "Y1": 0.1722, "X2": 0.39353, "Y2": 0.172, "X3": 0.39353, "Y3": 0.1888, "X4": 0.17385, "Y4": 0.1898, "page": 0}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.07143, "Y1": 0.2022, "X2": 0.14286, "Y2": 0.202, "X3": 0.14286, "Y3": 0.2148, "X4": 0.07143, "Y4": 0.2158, "page": 0}, {"Word": "FW: RGA Keating Lunch", "Confidence": 0.981, "X1": 0.17251, "Y1": 0.1992, "X2": 0.3814, "Y2": 0.199, "X3": 0.3814, "Y3": 0.2148, "X4": 0.17251, "Y4": 0.2138, "page": 0}, {"Word": "To:", "Confidence": 0.672, "X1": 0.07143, "Y1": 0.2272, "X2": 0.09973, "Y2": 0.227, "X3": 0.09973, "Y3": 0.2398, "X4": 0.07143, "Y4": 0.2388, "page": 0}, {"Word": "Fisher, Scott; Hoel, John; Inmann, Pam", "Confidence": 0.96817, "X1": 0.17116, "Y1": 0.2242, "X2": 0.49461, "Y2": 0.224, "X3": 0.49461, "Y3": 0.2408, "X4": 0.17116, "Y4": 0.2398, "page": 0}, {"Word": "fyi", "Confidence": 0.998, "X1": 0.17251, "Y1": 0.2592, "X2": 0.19811, "Y2": 0.259, "X3": 0.19811, "Y3": 0.2738, "X4": 0.17251, "Y4": 0.2738, "page": 0}, {"Word": "2063415823", "Confidence": 0.993, "X1": 0.74798, "Y1": 0.2672, "X2": 0.87332, "Y2": 0.267, "X3": 0.87332, "Y3": 0.2838, "X4": 0.74798, "Y4": 0.2838, "page": 0}, {"Word": "From: Collamore, Thomas on Wed, Aug 6, 1997 3:24 PM", "Confidence": 0.9915, "X1": 0.17116, "Y1": 0.2862, "X2": 0.63881, "Y2": 0.286, "X3": 0.63881, "Y3": 0.3028, "X4": 0.17116, "Y4": 0.3028, "page": 0}, {"Word": "Subject: FW: RGA Keating Lunch", "Confidence": 0.9962, "X1": 0.17385, "Y1": 0.3022, "X2": 0.44474, "Y2": 0.302, "X3": 0.44474, "Y3": 0.3178, "X4": 0.17385, "Y4": 0.3178, "page": 0}, {"Word": "To: Laufer, David; Liebengood, Howard; Nicoli, David; Parrish, Steve", "Confidence": 0.97167, "X1": 0.1752, "Y1": 0.3162, "X2": 0.7372, "Y2": 0.316, "X3": 0.7372, "Y3": 0.3328, "X4": 0.1752, "Y4": 0.3328, "page": 0}, {"Word": "FYI.", "Confidence": 0.872, "X1": 0.17251, "Y1": 0.3472, "X2": 0.21429, "Y2": 0.347, "X3": 0.21294, "Y3": 0.3608, "X4": 0.17116, "Y4": 0.3598, "page": 0}, {"Word": "2063415824", "Confidence": 0.995, "X1": 0.71159, "Y1": 0.3682, "X2": 0.83693, "Y2": 0.368, "X3": 0.83693, "Y3": 0.3838, "X4": 0.71159, "Y4": 0.3858, "page": 0}, {"Word": "From: Davis, Philip on Wed, Aug 6, 1997 2:24 PM", "Confidence": 0.9841, "X1": 0.17385, "Y1": 0.3742, "X2": 0.58625, "Y2": 0.374, "X3": 0.58625, "Y3": 0.3908, "X4": 0.17385, "Y4": 0.3908, "page": 0}, {"Word": "Subject: RGA Keating Lunch", "Confidence": 0.98775, "X1": 0.17251, "Y1": 0.3902, "X2": 0.40836, "Y2": 0.39, "X3": 0.40836, "Y3": 0.4048, "X4": 0.17251, "Y4": 0.4038, "page": 0}, {"Word": "To: Collamore, Thomas", "Confidence": 0.98433, "X1": 0.17251, "Y1": 0.4042, "X2": 0.36658, "Y2": 0.404, "X3": 0.36658, "Y3": 0.4198, "X4": 0.17251, "Y4": 0.4188, "page": 0}, {"Word": "Just returned from the Keating lunch. Had a good conversation with the Governor and Tom", "Confidence": 0.98587, "X1": 0.17251, "Y1": 0.4332, "X2": 0.90027, "Y2": 0.433, "X3": 0.90027, "Y3": 0.4488, "X4": 0.17116, "Y4": 0.4478, "page": 0}, {"Word": "Cole, the OK Secretary of State. The Gov. and Tom mentioned that they had met with the", "Confidence": 0.98412, "X1": 0.17655, "Y1": 0.4482, "X2": 0.88005, "Y2": 0.448, "X3": 0.88005, "Y3": 0.4628, "X4": 0.1752, "Y4": 0.4618, "page": 0}, {"Word": "OK Congressional delegation (principally legislative directors) and discussed the settlement", "Confidence": 0.9866, "X1": 0.1752, "Y1": 0.4622, "X2": 0.89488, "Y2": 0.462, "X3": 0.89488, "Y3": 0.4788, "X4": 0.1752, "Y4": 0.4778, "page": 0}, {"Word": "and prospects for passage.", "Confidence": 0.996, "X1": 0.1752, "Y1": 0.4772, "X2": 0.38544, "Y2": 0.477, "X3": 0.38544, "Y3": 0.4938, "X4": 0.1752, "Y4": 0.4928, "page": 0}, {"Word": "The consensus among the OK delegation appears to be that the settlement may not be", "Confidence": 0.99053, "X1": 0.17251, "Y1": 0.5062, "X2": 0.84501, "Y2": 0.506, "X3": 0.84501, "Y3": 0.5208, "X4": 0.17251, "Y4": 0.5208, "page": 0}, {"Word": "considered by the Congress in early fall. The Gov. asked whether consideration would", "Confidence": 0.98238, "X1": 0.1752, "Y1": 0.5202, "X2": 0.86253, "Y2": 0.52, "X3": 0.86253, "Y3": 0.5348, "X4": 0.1752, "Y4": 0.5348, "page": 0}, {"Word": "happen by December and the response was \" with all of its complexities, hopefully \". Cole", "Confidence": 0.95694, "X1": 0.17385, "Y1": 0.5342, "X2": 0.89623, "Y2": 0.534, "X3": 0.89623, "Y3": 0.5498, "X4": 0.17385, "Y4": 0.5498, "page": 0}, {"Word": "mentioned that the Gov. pushed hard for an answer and stressed the financial benefits to OK.", "Confidence": 0.97069, "X1": 0.17385, "Y1": 0.5492, "X2": 0.9097, "Y2": 0.549, "X3": 0.9097, "Y3": 0.5638, "X4": 0.17385, "Y4": 0.5638, "page": 0}, {"Word": "Based on my conversation , Keating strongly emphasized his support for the settlement. The", "Confidence": 0.98486, "X1": 0.17251, "Y1": 0.5642, "X2": 0.90701, "Y2": 0.564, "X3": 0.90701, "Y3": 0.5788, "X4": 0.17251, "Y4": 0.5788, "page": 0}, {"Word": "OK delegation representatives mentioned to the Gov. they are waiting for the President's", "Confidence": 0.95346, "X1": 0.17385, "Y1": 0.5782, "X2": 0.87332, "Y2": 0.578, "X3": 0.87332, "Y3": 0.5938, "X4": 0.17385, "Y4": 0.5938, "page": 0}, {"Word": "statement in a few weeks.", "Confidence": 0.9908, "X1": 0.17385, "Y1": 0.5942, "X2": 0.37871, "Y2": 0.594, "X3": 0.37871, "Y3": 0.6078, "X4": 0.17385, "Y4": 0.6078, "page": 0}, {"Word": "The Gov. told me that he plans to have more direct conversations with Don Nickles.", "Confidence": 0.9866, "X1": 0.17385, "Y1": 0.6212, "X2": 0.83962, "Y2": 0.621, "X3": 0.83962, "Y3": 0.6368, "X4": 0.17385, "Y4": 0.6368, "page": 0}, {"Word": "The Gov. and Tom expressed the pleasure of being with Geoff and Murray, along with the", "Confidence": 0.98844, "X1": 0.1752, "Y1": 0.6502, "X2": 0.89084, "Y2": 0.65, "X3": 0.89084, "Y3": 0.6658, "X4": 0.1752, "Y4": 0.6658, "page": 0}, {"Word": "hospitality of PM. Wanted to be sure that Geoff received his note and is aware of his strong", "Confidence": 0.98678, "X1": 0.1752, "Y1": 0.6662, "X2": 0.90027, "Y2": 0.666, "X3": 0.90027, "Y3": 0.6808, "X4": 0.1752, "Y4": 0.6808, "page": 0}, {"Word": "support.", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.6802, "X2": 0.24394, "Y2": 0.68, "X3": 0.24394, "Y3": 0.6948, "X4": 0.17385, "Y4": 0.6958, "page": 0}, {"Word": "2063415825", "Confidence": 0.991, "X1": 0.88949, "Y1": 0.9032, "X2": 0.89757, "Y2": 0.903, "X3": 0.87601, "Y3": 0.9038, "X4": 0.86927, "Y4": 0.8148, "page": 0}], "words_data": [{"Word": "Page", "Confidence": 0.982, "X1": 0.85175, "Y1": 0.0792, "X2": 0.89353, "Y2": 0.079, "X3": 0.89353, "Y3": 0.0938, "X4": 0.85175, "Y4": 0.0938, "page": 0, "Index": 0}, {"Word": "1", "Confidence": 0.998, "X1": 0.90162, "Y1": 0.0792, "X2": 0.91375, "Y2": 0.079, "X3": 0.9124, "Y3": 0.0938, "X4": 0.90162, "Y4": 0.0938, "page": 0, "Index": 1}, {"Word": "Note", "Confidence": 0.986, "X1": 0.17251, "Y1": 0.1112, "X2": 0.2062, "Y2": 0.111, "X3": 0.20485, "Y3": 0.1258, "X4": 0.17116, "Y4": 0.1258, "page": 0, "Index": 2}, {"Word": "for", "Confidence": 0.998, "X1": 0.21024, "Y1": 0.1112, "X2": 0.2345, "Y2": 0.111, "X3": 0.23315, "Y3": 0.1258, "X4": 0.20889, "Y4": 0.1258, "page": 0, "Index": 3}, {"Word": "Fisher,", "Confidence": 0.993, "X1": 0.23854, "Y1": 0.1112, "X2": 0.28841, "Y2": 0.111, "X3": 0.28706, "Y3": 0.1258, "X4": 0.2372, "Y4": 0.1258, "page": 0, "Index": 4}, {"Word": "Scott", "Confidence": 0.908, "X1": 0.29245, "Y1": 0.1112, "X2": 0.33154, "Y2": 0.111, "X3": 0.33154, "Y3": 0.1258, "X4": 0.29111, "Y4": 0.1258, "page": 0, "Index": 5}, {"Word": "From:", "Confidence": 0.997, "X1": 0.07278, "Y1": 0.1522, "X2": 0.12264, "Y2": 0.152, "X3": 0.12129, "Y3": 0.1638, "X4": 0.07278, "Y4": 0.1638, "page": 0, "Index": 6}, {"Word": "Laufer,", "Confidence": 0.881, "X1": 0.17251, "Y1": 0.1482, "X2": 0.23046, "Y2": 0.148, "X3": 0.22911, "Y3": 0.1628, "X4": 0.17251, "Y4": 0.1638, "page": 0, "Index": 7}, {"Word": "David", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.1492, "X2": 0.28437, "Y2": 0.149, "X3": 0.28302, "Y3": 0.1628, "X4": 0.23315, "Y4": 0.1628, "page": 0, "Index": 8}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.07278, "Y1": 0.1772, "X2": 0.11725, "Y2": 0.177, "X3": 0.11725, "Y3": 0.1888, "X4": 0.07412, "Y4": 0.1898, "page": 0, "Index": 9}, {"Word": "Thu,", "Confidence": 0.987, "X1": 0.1752, "Y1": 0.1742, "X2": 0.21024, "Y2": 0.174, "X3": 0.21024, "Y3": 0.1898, "X4": 0.1752, "Y4": 0.1898, "page": 0, "Index": 10}, {"Word": "Aug", "Confidence": 0.623, "X1": 0.21429, "Y1": 0.1732, "X2": 0.25067, "Y2": 0.173, "X3": 0.25067, "Y3": 0.1898, "X4": 0.21429, "Y4": 0.1898, "page": 0, "Index": 11}, {"Word": "7,", "Confidence": 0.994, "X1": 0.25472, "Y1": 0.1732, "X2": 0.26954, "Y2": 0.173, "X3": 0.26954, "Y3": 0.1898, "X4": 0.25472, "Y4": 0.1898, "page": 0, "Index": 12}, {"Word": "1997", "Confidence": 0.988, "X1": 0.27358, "Y1": 0.1732, "X2": 0.31267, "Y2": 0.173, "X3": 0.31402, "Y3": 0.1898, "X4": 0.27358, "Y4": 0.1898, "page": 0, "Index": 13}, {"Word": "9:38", "Confidence": 0.991, "X1": 0.31806, "Y1": 0.1732, "X2": 0.35445, "Y2": 0.173, "X3": 0.35445, "Y3": 0.1898, "X4": 0.31806, "Y4": 0.1898, "page": 0, "Index": 14}, {"Word": "AM", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.1732, "X2": 0.38544, "Y2": 0.173, "X3": 0.38544, "Y3": 0.1898, "X4": 0.35849, "Y4": 0.1898, "page": 0, "Index": 15}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.07278, "Y1": 0.2032, "X2": 0.14286, "Y2": 0.203, "X3": 0.14151, "Y3": 0.2148, "X4": 0.07278, "Y4": 0.2158, "page": 0, "Index": 16}, {"Word": "FW:", "Confidence": 0.932, "X1": 0.17385, "Y1": 0.1982, "X2": 0.20755, "Y2": 0.198, "X3": 0.2062, "Y3": 0.2148, "X4": 0.17251, "Y4": 0.2148, "page": 0, "Index": 17}, {"Word": "RGA", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.1992, "X2": 0.25337, "Y2": 0.199, "X3": 0.25337, "Y3": 0.2138, "X4": 0.21159, "Y4": 0.2138, "page": 0, "Index": 18}, {"Word": "Keating", "Confidence": 0.996, "X1": 0.25876, "Y1": 0.1992, "X2": 0.31941, "Y2": 0.199, "X3": 0.31941, "Y3": 0.2148, "X4": 0.25876, "Y4": 0.2138, "page": 0, "Index": 19}, {"Word": "Lunch", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.2002, "X2": 0.37871, "Y2": 0.2, "X3": 0.37871, "Y3": 0.2158, "X4": 0.3248, "Y4": 0.2148, "page": 0, "Index": 20}, {"Word": "To:", "Confidence": 0.672, "X1": 0.07412, "Y1": 0.2272, "X2": 0.09973, "Y2": 0.227, "X3": 0.09838, "Y3": 0.2398, "X4": 0.07412, "Y4": 0.2398, "page": 0, "Index": 21}, {"Word": "Fisher,", "Confidence": 0.991, "X1": 0.17251, "Y1": 0.2242, "X2": 0.22776, "Y2": 0.224, "X3": 0.22776, "Y3": 0.2398, "X4": 0.17251, "Y4": 0.2398, "page": 0, "Index": 22}, {"Word": "Scott;", "Confidence": 0.991, "X1": 0.23181, "Y1": 0.2242, "X2": 0.27898, "Y2": 0.224, "X3": 0.27898, "Y3": 0.2408, "X4": 0.23181, "Y4": 0.2398, "page": 0, "Index": 23}, {"Word": "Hoel,", "Confidence": 0.995, "X1": 0.28437, "Y1": 0.2242, "X2": 0.32884, "Y2": 0.224, "X3": 0.32884, "Y3": 0.2408, "X4": 0.28437, "Y4": 0.2408, "page": 0, "Index": 24}, {"Word": "John;", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.2252, "X2": 0.37736, "Y2": 0.225, "X3": 0.37736, "Y3": 0.2408, "X4": 0.33288, "Y4": 0.2408, "page": 0, "Index": 25}, {"Word": "Inmann,", "Confidence": 0.847, "X1": 0.3814, "Y1": 0.2252, "X2": 0.44879, "Y2": 0.225, "X3": 0.44879, "Y3": 0.2408, "X4": 0.3814, "Y4": 0.2408, "page": 0, "Index": 26}, {"Word": "Pam", "Confidence": 0.994, "X1": 0.45283, "Y1": 0.2252, "X2": 0.48652, "Y2": 0.225, "X3": 0.48787, "Y3": 0.2408, "X4": 0.45283, "Y4": 0.2408, "page": 0, "Index": 27}, {"Word": "fyi", "Confidence": 0.998, "X1": 0.17385, "Y1": 0.2592, "X2": 0.19811, "Y2": 0.259, "X3": 0.19811, "Y3": 0.2738, "X4": 0.17385, "Y4": 0.2738, "page": 0, "Index": 28}, {"Word": "2063415823", "Confidence": 0.993, "X1": 0.75067, "Y1": 0.2682, "X2": 0.87062, "Y2": 0.268, "X3": 0.87062, "Y3": 0.2848, "X4": 0.74933, "Y4": 0.2838, "page": 0, "Index": 29}, {"Word": "From:", "Confidence": 0.997, "X1": 0.17251, "Y1": 0.2872, "X2": 0.22102, "Y2": 0.287, "X3": 0.22102, "Y3": 0.3028, "X4": 0.17251, "Y4": 0.3028, "page": 0, "Index": 30}, {"Word": "Collamore,", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.2882, "X2": 0.31671, "Y2": 0.288, "X3": 0.31671, "Y3": 0.3028, "X4": 0.22507, "Y4": 0.3028, "page": 0, "Index": 31}, {"Word": "Thomas", "Confidence": 0.996, "X1": 0.32075, "Y1": 0.2882, "X2": 0.38275, "Y2": 0.288, "X3": 0.38275, "Y3": 0.3038, "X4": 0.32075, "Y4": 0.3028, "page": 0, "Index": 32}, {"Word": "on", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.2882, "X2": 0.4097, "Y2": 0.288, "X3": 0.4097, "Y3": 0.3038, "X4": 0.38814, "Y4": 0.3038, "page": 0, "Index": 33}, {"Word": "Wed,", "Confidence": 0.991, "X1": 0.41375, "Y1": 0.2872, "X2": 0.45687, "Y2": 0.287, "X3": 0.45687, "Y3": 0.3038, "X4": 0.41375, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "Aug", "Confidence": 0.998, "X1": 0.46226, "Y1": 0.2872, "X2": 0.49596, "Y2": 0.287, "X3": 0.4973, "Y3": 0.3038, "X4": 0.46226, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "6,", "Confidence": 0.967, "X1": 0.50135, "Y1": 0.2872, "X2": 0.51617, "Y2": 0.287, "X3": 0.51752, "Y3": 0.3038, "X4": 0.50135, "Y4": 0.3038, "page": 0, "Index": 36}, {"Word": "1997", "Confidence": 0.988, "X1": 0.52156, "Y1": 0.2872, "X2": 0.56065, "Y2": 0.287, "X3": 0.56065, "Y3": 0.3038, "X4": 0.52156, "Y4": 0.3038, "page": 0, "Index": 37}, {"Word": "3:24", "Confidence": 0.991, "X1": 0.56469, "Y1": 0.2872, "X2": 0.59973, "Y2": 0.287, "X3": 0.59973, "Y3": 0.3038, "X4": 0.56469, "Y4": 0.3038, "page": 0, "Index": 38}, {"Word": "PM", "Confidence": 0.998, "X1": 0.60377, "Y1": 0.2872, "X2": 0.62938, "Y2": 0.287, "X3": 0.63073, "Y3": 0.3038, "X4": 0.60377, "Y4": 0.3038, "page": 0, "Index": 39}, {"Word": "Subject:", "Confidence": 0.993, "X1": 0.1752, "Y1": 0.3022, "X2": 0.23585, "Y2": 0.302, "X3": 0.23585, "Y3": 0.3178, "X4": 0.17385, "Y4": 0.3178, "page": 0, "Index": 40}, {"Word": "FW:", "Confidence": 0.998, "X1": 0.23989, "Y1": 0.3022, "X2": 0.27628, "Y2": 0.302, "X3": 0.27493, "Y3": 0.3178, "X4": 0.23989, "Y4": 0.3178, "page": 0, "Index": 41}, {"Word": "RGA", "Confidence": 0.998, "X1": 0.28032, "Y1": 0.3022, "X2": 0.3221, "Y2": 0.302, "X3": 0.3221, "Y3": 0.3178, "X4": 0.28032, "Y4": 0.3178, "page": 0, "Index": 42}, {"Word": "Keating", "Confidence": 0.995, "X1": 0.32615, "Y1": 0.3032, "X2": 0.38814, "Y2": 0.303, "X3": 0.38814, "Y3": 0.3178, "X4": 0.32615, "Y4": 0.3178, "page": 0, "Index": 43}, {"Word": "Lunch", "Confidence": 0.997, "X1": 0.39218, "Y1": 0.3032, "X2": 0.44474, "Y2": 0.303, "X3": 0.44474, "Y3": 0.3188, "X4": 0.39218, "Y4": 0.3178, "page": 0, "Index": 44}, {"Word": "To:", "Confidence": 0.996, "X1": 0.1752, "Y1": 0.3172, "X2": 0.19946, "Y2": 0.317, "X3": 0.19946, "Y3": 0.3328, "X4": 0.17655, "Y4": 0.3328, "page": 0, "Index": 45}, {"Word": "Laufer,", "Confidence": 0.834, "X1": 0.2035, "Y1": 0.3172, "X2": 0.26146, "Y2": 0.317, "X3": 0.2628, "Y3": 0.3328, "X4": 0.20485, "Y4": 0.3328, "page": 0, "Index": 46}, {"Word": "David;", "Confidence": 0.955, "X1": 0.26685, "Y1": 0.3172, "X2": 0.32075, "Y2": 0.317, "X3": 0.32075, "Y3": 0.3328, "X4": 0.26685, "Y4": 0.3328, "page": 0, "Index": 47}, {"Word": "Liebengood,", "Confidence": 0.992, "X1": 0.3248, "Y1": 0.3172, "X2": 0.42453, "Y2": 0.317, "X3": 0.42453, "Y3": 0.3338, "X4": 0.3248, "Y4": 0.3328, "page": 0, "Index": 48}, {"Word": "Howard;", "Confidence": 0.994, "X1": 0.42857, "Y1": 0.3172, "X2": 0.49865, "Y2": 0.317, "X3": 0.49865, "Y3": 0.3338, "X4": 0.42857, "Y4": 0.3338, "page": 0, "Index": 49}, {"Word": "Nicoli,", "Confidence": 0.993, "X1": 0.50404, "Y1": 0.3172, "X2": 0.5593, "Y2": 0.317, "X3": 0.5593, "Y3": 0.3338, "X4": 0.50404, "Y4": 0.3338, "page": 0, "Index": 50}, {"Word": "David;", "Confidence": 0.991, "X1": 0.56334, "Y1": 0.3172, "X2": 0.61725, "Y2": 0.317, "X3": 0.61725, "Y3": 0.3338, "X4": 0.56334, "Y4": 0.3338, "page": 0, "Index": 51}, {"Word": "Parrish,", "Confidence": 0.993, "X1": 0.62129, "Y1": 0.3172, "X2": 0.68329, "Y2": 0.317, "X3": 0.68194, "Y3": 0.3338, "X4": 0.62129, "Y4": 0.3338, "page": 0, "Index": 52}, {"Word": "Steve", "Confidence": 0.997, "X1": 0.68733, "Y1": 0.3172, "X2": 0.7372, "Y2": 0.317, "X3": 0.7372, "Y3": 0.3338, "X4": 0.68733, "Y4": 0.3338, "page": 0, "Index": 53}, {"Word": "FYI.", "Confidence": 0.872, "X1": 0.17385, "Y1": 0.3472, "X2": 0.21429, "Y2": 0.347, "X3": 0.21294, "Y3": 0.3608, "X4": 0.17251, "Y4": 0.3598, "page": 0, "Index": 54}, {"Word": "2063415824", "Confidence": 0.995, "X1": 0.71294, "Y1": 0.3692, "X2": 0.83154, "Y2": 0.369, "X3": 0.83154, "Y3": 0.3838, "X4": 0.71294, "Y4": 0.3868, "page": 0, "Index": 55}, {"Word": "From:", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.3752, "X2": 0.21968, "Y2": 0.375, "X3": 0.21968, "Y3": 0.3908, "X4": 0.1752, "Y4": 0.3908, "page": 0, "Index": 56}, {"Word": "Davis,", "Confidence": 0.995, "X1": 0.22372, "Y1": 0.3752, "X2": 0.27763, "Y2": 0.375, "X3": 0.27763, "Y3": 0.3908, "X4": 0.22372, "Y4": 0.3908, "page": 0, "Index": 57}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.28167, "Y1": 0.3752, "X2": 0.33019, "Y2": 0.375, "X3": 0.33019, "Y3": 0.3918, "X4": 0.28302, "Y4": 0.3908, "page": 0, "Index": 58}, {"Word": "on", "Confidence": 0.998, "X1": 0.33423, "Y1": 0.3752, "X2": 0.35714, "Y2": 0.375, "X3": 0.35714, "Y3": 0.3918, "X4": 0.33423, "Y4": 0.3918, "page": 0, "Index": 59}, {"Word": "Wed,", "Confidence": 0.973, "X1": 0.36119, "Y1": 0.3752, "X2": 0.40296, "Y2": 0.375, "X3": 0.40296, "Y3": 0.3918, "X4": 0.36119, "Y4": 0.3918, "page": 0, "Index": 60}, {"Word": "Aug", "Confidence": 0.995, "X1": 0.40701, "Y1": 0.3752, "X2": 0.44205, "Y2": 0.375, "X3": 0.44205, "Y3": 0.3918, "X4": 0.40836, "Y4": 0.3918, "page": 0, "Index": 61}, {"Word": "6,", "Confidence": 0.913, "X1": 0.44609, "Y1": 0.3752, "X2": 0.46226, "Y2": 0.375, "X3": 0.46361, "Y3": 0.3918, "X4": 0.44744, "Y4": 0.3918, "page": 0, "Index": 62}, {"Word": "1997", "Confidence": 0.987, "X1": 0.46765, "Y1": 0.3752, "X2": 0.50809, "Y2": 0.375, "X3": 0.50809, "Y3": 0.3918, "X4": 0.46765, "Y4": 0.3918, "page": 0, "Index": 63}, {"Word": "2:24", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.3742, "X2": 0.54582, "Y2": 0.374, "X3": 0.54717, "Y3": 0.3918, "X4": 0.51213, "Y4": 0.3918, "page": 0, "Index": 64}, {"Word": "PM", "Confidence": 0.998, "X1": 0.55121, "Y1": 0.3742, "X2": 0.57547, "Y2": 0.374, "X3": 0.57682, "Y3": 0.3918, "X4": 0.55121, "Y4": 0.3918, "page": 0, "Index": 65}, {"Word": "Subject:", "Confidence": 0.993, "X1": 0.17385, "Y1": 0.3902, "X2": 0.2372, "Y2": 0.39, "X3": 0.2372, "Y3": 0.4048, "X4": 0.17385, "Y4": 0.4048, "page": 0, "Index": 66}, {"Word": "RGA", "Confidence": 0.966, "X1": 0.24124, "Y1": 0.3902, "X2": 0.28167, "Y2": 0.39, "X3": 0.28167, "Y3": 0.4048, "X4": 0.24124, "Y4": 0.4048, "page": 0, "Index": 67}, {"Word": "Keating", "Confidence": 0.995, "X1": 0.28706, "Y1": 0.3912, "X2": 0.34906, "Y2": 0.391, "X3": 0.34906, "Y3": 0.4048, "X4": 0.28706, "Y4": 0.4048, "page": 0, "Index": 68}, {"Word": "Lunch", "Confidence": 0.997, "X1": 0.3531, "Y1": 0.3922, "X2": 0.40566, "Y2": 0.392, "X3": 0.40566, "Y3": 0.4048, "X4": 0.3531, "Y4": 0.4048, "page": 0, "Index": 69}, {"Word": "To:", "Confidence": 0.998, "X1": 0.17385, "Y1": 0.4042, "X2": 0.20081, "Y2": 0.404, "X3": 0.20081, "Y3": 0.4198, "X4": 0.17385, "Y4": 0.4198, "page": 0, "Index": 70}, {"Word": "Collamore,", "Confidence": 0.958, "X1": 0.20485, "Y1": 0.4052, "X2": 0.29515, "Y2": 0.405, "X3": 0.29515, "Y3": 0.4208, "X4": 0.20485, "Y4": 0.4198, "page": 0, "Index": 71}, {"Word": "Thomas", "Confidence": 0.997, "X1": 0.29919, "Y1": 0.4062, "X2": 0.36658, "Y2": 0.406, "X3": 0.36658, "Y3": 0.4198, "X4": 0.29919, "Y4": 0.4198, "page": 0, "Index": 72}, {"Word": "Just", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.4332, "X2": 0.2035, "Y2": 0.433, "X3": 0.2035, "Y3": 0.4478, "X4": 0.17251, "Y4": 0.4478, "page": 0, "Index": 73}, {"Word": "returned", "Confidence": 0.994, "X1": 0.20755, "Y1": 0.4332, "X2": 0.27493, "Y2": 0.433, "X3": 0.27358, "Y3": 0.4488, "X4": 0.20755, "Y4": 0.4478, "page": 0, "Index": 74}, {"Word": "from", "Confidence": 0.985, "X1": 0.27898, "Y1": 0.4332, "X2": 0.31402, "Y2": 0.433, "X3": 0.31402, "Y3": 0.4488, "X4": 0.27763, "Y4": 0.4488, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.32345, "Y1": 0.4332, "X2": 0.34771, "Y2": 0.433, "X3": 0.34636, "Y3": 0.4488, "X4": 0.3221, "Y4": 0.4488, "page": 0, "Index": 76}, {"Word": "Keating", "Confidence": 0.996, "X1": 0.35175, "Y1": 0.4342, "X2": 0.41509, "Y2": 0.434, "X3": 0.41375, "Y3": 0.4488, "X4": 0.3504, "Y4": 0.4488, "page": 0, "Index": 77}, {"Word": "lunch.", "Confidence": 0.968, "X1": 0.41914, "Y1": 0.4342, "X2": 0.469, "Y2": 0.434, "X3": 0.46765, "Y3": 0.4488, "X4": 0.41779, "Y4": 0.4488, "page": 0, "Index": 78}, {"Word": "Had", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.4342, "X2": 0.50674, "Y2": 0.434, "X3": 0.50539, "Y3": 0.4488, "X4": 0.4717, "Y4": 0.4488, "page": 0, "Index": 79}, {"Word": "a", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.4342, "X2": 0.52022, "Y2": 0.434, "X3": 0.51887, "Y3": 0.4488, "X4": 0.50943, "Y4": 0.4488, "page": 0, "Index": 80}, {"Word": "good", "Confidence": 0.988, "X1": 0.52426, "Y1": 0.4342, "X2": 0.56469, "Y2": 0.434, "X3": 0.56334, "Y3": 0.4488, "X4": 0.52291, "Y4": 0.4488, "page": 0, "Index": 81}, {"Word": "conversation", "Confidence": 0.992, "X1": 0.56873, "Y1": 0.4342, "X2": 0.66981, "Y2": 0.434, "X3": 0.66981, "Y3": 0.4488, "X4": 0.56739, "Y4": 0.4488, "page": 0, "Index": 82}, {"Word": "with", "Confidence": 0.979, "X1": 0.67385, "Y1": 0.4342, "X2": 0.70889, "Y2": 0.434, "X3": 0.70889, "Y3": 0.4488, "X4": 0.67385, "Y4": 0.4488, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.71294, "Y1": 0.4342, "X2": 0.73854, "Y2": 0.434, "X3": 0.73854, "Y3": 0.4488, "X4": 0.71294, "Y4": 0.4488, "page": 0, "Index": 84}, {"Word": "Governor", "Confidence": 0.908, "X1": 0.74259, "Y1": 0.4342, "X2": 0.81941, "Y2": 0.434, "X3": 0.81941, "Y3": 0.4488, "X4": 0.74259, "Y4": 0.4488, "page": 0, "Index": 85}, {"Word": "and", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.4342, "X2": 0.85445, "Y2": 0.434, "X3": 0.85445, "Y3": 0.4488, "X4": 0.82345, "Y4": 0.4488, "page": 0, "Index": 86}, {"Word": "Tom", "Confidence": 0.997, "X1": 0.85849, "Y1": 0.4342, "X2": 0.89084, "Y2": 0.434, "X3": 0.89084, "Y3": 0.4488, "X4": 0.85849, "Y4": 0.4488, "page": 0, "Index": 87}, {"Word": "Cole,", "Confidence": 0.994, "X1": 0.17655, "Y1": 0.4482, "X2": 0.21563, "Y2": 0.448, "X3": 0.21563, "Y3": 0.4618, "X4": 0.17655, "Y4": 0.4618, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.4482, "X2": 0.24394, "Y2": 0.448, "X3": 0.24394, "Y3": 0.4618, "X4": 0.21968, "Y4": 0.4618, "page": 0, "Index": 89}, {"Word": "OK", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.4482, "X2": 0.27493, "Y2": 0.448, "X3": 0.27493, "Y3": 0.4628, "X4": 0.24798, "Y4": 0.4628, "page": 0, "Index": 90}, {"Word": "Secretary", "Confidence": 0.951, "X1": 0.28167, "Y1": 0.4482, "X2": 0.35714, "Y2": 0.448, "X3": 0.35714, "Y3": 0.4628, "X4": 0.28167, "Y4": 0.4628, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.36119, "Y1": 0.4482, "X2": 0.37736, "Y2": 0.448, "X3": 0.37736, "Y3": 0.4628, "X4": 0.36119, "Y4": 0.4628, "page": 0, "Index": 92}, {"Word": "State.", "Confidence": 0.934, "X1": 0.3814, "Y1": 0.4482, "X2": 0.42722, "Y2": 0.448, "X3": 0.42722, "Y3": 0.4628, "X4": 0.3814, "Y4": 0.4628, "page": 0, "Index": 93}, {"Word": "The", "Confidence": 0.998, "X1": 0.43127, "Y1": 0.4482, "X2": 0.46226, "Y2": 0.448, "X3": 0.46226, "Y3": 0.4628, "X4": 0.43127, "Y4": 0.4628, "page": 0, "Index": 94}, {"Word": "Gov.", "Confidence": 0.958, "X1": 0.46631, "Y1": 0.4482, "X2": 0.50674, "Y2": 0.448, "X3": 0.50539, "Y3": 0.4628, "X4": 0.46631, "Y4": 0.4628, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.4482, "X2": 0.54043, "Y2": 0.448, "X3": 0.54043, "Y3": 0.4628, "X4": 0.50943, "Y4": 0.4628, "page": 0, "Index": 96}, {"Word": "Tom", "Confidence": 0.998, "X1": 0.54447, "Y1": 0.4482, "X2": 0.57682, "Y2": 0.448, "X3": 0.57682, "Y3": 0.4628, "X4": 0.54313, "Y4": 0.4628, "page": 0, "Index": 97}, {"Word": "mentioned", "Confidence": 0.994, "X1": 0.58356, "Y1": 0.4482, "X2": 0.66981, "Y2": 0.448, "X3": 0.66981, "Y3": 0.4628, "X4": 0.58356, "Y4": 0.4628, "page": 0, "Index": 98}, {"Word": "that", "Confidence": 0.988, "X1": 0.67385, "Y1": 0.4482, "X2": 0.7035, "Y2": 0.448, "X3": 0.7035, "Y3": 0.4628, "X4": 0.67385, "Y4": 0.4628, "page": 0, "Index": 99}, {"Word": "they", "Confidence": 0.989, "X1": 0.70755, "Y1": 0.4482, "X2": 0.74124, "Y2": 0.448, "X3": 0.74124, "Y3": 0.4628, "X4": 0.70755, "Y4": 0.4628, "page": 0, "Index": 100}, {"Word": "had", "Confidence": 0.998, "X1": 0.74528, "Y1": 0.4482, "X2": 0.77628, "Y2": 0.448, "X3": 0.77628, "Y3": 0.4628, "X4": 0.74528, "Y4": 0.4628, "page": 0, "Index": 101}, {"Word": "met", "Confidence": 0.954, "X1": 0.78032, "Y1": 0.4482, "X2": 0.80997, "Y2": 0.448, "X3": 0.80997, "Y3": 0.4628, "X4": 0.78032, "Y4": 0.4628, "page": 0, "Index": 102}, {"Word": "with", "Confidence": 0.989, "X1": 0.81402, "Y1": 0.4492, "X2": 0.84906, "Y2": 0.449, "X3": 0.84906, "Y3": 0.4628, "X4": 0.81402, "Y4": 0.4628, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.993, "X1": 0.8531, "Y1": 0.4492, "X2": 0.88005, "Y2": 0.449, "X3": 0.88005, "Y3": 0.4628, "X4": 0.8531, "Y4": 0.4628, "page": 0, "Index": 104}, {"Word": "OK", "Confidence": 0.998, "X1": 0.17655, "Y1": 0.4622, "X2": 0.19946, "Y2": 0.462, "X3": 0.20081, "Y3": 0.4778, "X4": 0.1779, "Y4": 0.4768, "page": 0, "Index": 105}, {"Word": "Congressional", "Confidence": 0.991, "X1": 0.20485, "Y1": 0.4622, "X2": 0.31806, "Y2": 0.462, "X3": 0.31806, "Y3": 0.4778, "X4": 0.20485, "Y4": 0.4778, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.66712, "Y1": 0.4632, "X2": 0.69677, "Y2": 0.463, "X3": 0.69677, "Y3": 0.4778, "X4": 0.66712, "Y4": 0.4788, "page": 0, "Index": 107}, {"Word": "discussed", "Confidence": 0.994, "X1": 0.70081, "Y1": 0.4632, "X2": 0.77628, "Y2": 0.463, "X3": 0.77628, "Y3": 0.4778, "X4": 0.70081, "Y4": 0.4778, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.78032, "Y1": 0.4642, "X2": 0.80593, "Y2": 0.464, "X3": 0.80458, "Y3": 0.4778, "X4": 0.78032, "Y4": 0.4778, "page": 0, "Index": 109}, {"Word": "settlement", "Confidence": 0.945, "X1": 0.80997, "Y1": 0.4642, "X2": 0.89488, "Y2": 0.464, "X3": 0.89353, "Y3": 0.4768, "X4": 0.80863, "Y4": 0.4778, "page": 0, "Index": 110}, {"Word": "delegation", "Confidence": 0.994, "X1": 0.3221, "Y1": 0.4622, "X2": 0.40431, "Y2": 0.462, "X3": 0.40566, "Y3": 0.4788, "X4": 0.3221, "Y4": 0.4778, "page": 0, "Index": 111}, {"Word": "(principally", "Confidence": 0.965, "X1": 0.40836, "Y1": 0.4632, "X2": 0.5, "Y2": 0.463, "X3": 0.5, "Y3": 0.4788, "X4": 0.4097, "Y4": 0.4788, "page": 0, "Index": 112}, {"Word": "legislative", "Confidence": 0.991, "X1": 0.50404, "Y1": 0.4632, "X2": 0.58491, "Y2": 0.463, "X3": 0.58491, "Y3": 0.4788, "X4": 0.50404, "Y4": 0.4788, "page": 0, "Index": 113}, {"Word": "directors)", "Confidence": 0.992, "X1": 0.58895, "Y1": 0.4632, "X2": 0.66307, "Y2": 0.463, "X3": 0.66307, "Y3": 0.4788, "X4": 0.58895, "Y4": 0.4788, "page": 0, "Index": 114}, {"Word": "and", "Confidence": 0.998, "X1": 0.17655, "Y1": 0.4772, "X2": 0.20216, "Y2": 0.477, "X3": 0.20216, "Y3": 0.4928, "X4": 0.17655, "Y4": 0.4938, "page": 0, "Index": 115}, {"Word": "prospects", "Confidence": 0.993, "X1": 0.2062, "Y1": 0.4772, "X2": 0.28302, "Y2": 0.477, "X3": 0.28302, "Y3": 0.4928, "X4": 0.2062, "Y4": 0.4928, "page": 0, "Index": 116}, {"Word": "for", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.4782, "X2": 0.31267, "Y2": 0.478, "X3": 0.31132, "Y3": 0.4928, "X4": 0.28706, "Y4": 0.4928, "page": 0, "Index": 117}, {"Word": "passage.", "Confidence": 0.995, "X1": 0.31671, "Y1": 0.4792, "X2": 0.38679, "Y2": 0.479, "X3": 0.38544, "Y3": 0.4938, "X4": 0.31536, "Y4": 0.4928, "page": 0, "Index": 118}, {"Word": "The", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.5082, "X2": 0.2035, "Y2": 0.508, "X3": 0.20485, "Y3": 0.5218, "X4": 0.1752, "Y4": 0.5218, "page": 0, "Index": 119}, {"Word": "consensus", "Confidence": 0.972, "X1": 0.20755, "Y1": 0.5072, "X2": 0.28841, "Y2": 0.507, "X3": 0.28976, "Y3": 0.5218, "X4": 0.20889, "Y4": 0.5218, "page": 0, "Index": 120}, {"Word": "among", "Confidence": 0.981, "X1": 0.29245, "Y1": 0.5072, "X2": 0.34501, "Y2": 0.507, "X3": 0.34636, "Y3": 0.5218, "X4": 0.2938, "Y4": 0.5218, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.995, "X1": 0.34906, "Y1": 0.5072, "X2": 0.37466, "Y2": 0.507, "X3": 0.37466, "Y3": 0.5218, "X4": 0.3504, "Y4": 0.5218, "page": 0, "Index": 122}, {"Word": "OK", "Confidence": 0.996, "X1": 0.37736, "Y1": 0.5062, "X2": 0.40566, "Y2": 0.506, "X3": 0.40566, "Y3": 0.5218, "X4": 0.37871, "Y4": 0.5218, "page": 0, "Index": 123}, {"Word": "delegation", "Confidence": 0.994, "X1": 0.4124, "Y1": 0.5062, "X2": 0.49461, "Y2": 0.506, "X3": 0.49461, "Y3": 0.5218, "X4": 0.4124, "Y4": 0.5218, "page": 0, "Index": 124}, {"Word": "appears", "Confidence": 0.991, "X1": 0.49865, "Y1": 0.5062, "X2": 0.55795, "Y2": 0.506, "X3": 0.55795, "Y3": 0.5218, "X4": 0.49865, "Y4": 0.5218, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.5062, "X2": 0.57682, "Y2": 0.506, "X3": 0.57817, "Y3": 0.5218, "X4": 0.56199, "Y4": 0.5218, "page": 0, "Index": 126}, {"Word": "be", "Confidence": 0.998, "X1": 0.58086, "Y1": 0.5062, "X2": 0.60108, "Y2": 0.506, "X3": 0.60108, "Y3": 0.5218, "X4": 0.58086, "Y4": 0.5218, "page": 0, "Index": 127}, {"Word": "that", "Confidence": 0.988, "X1": 0.60512, "Y1": 0.5072, "X2": 0.63477, "Y2": 0.507, "X3": 0.63477, "Y3": 0.5218, "X4": 0.60512, "Y4": 0.5218, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.998, "X1": 0.63881, "Y1": 0.5072, "X2": 0.66307, "Y2": 0.507, "X3": 0.66442, "Y3": 0.5218, "X4": 0.63881, "Y4": 0.5218, "page": 0, "Index": 129}, {"Word": "settlement", "Confidence": 0.969, "X1": 0.66712, "Y1": 0.5072, "X2": 0.74933, "Y2": 0.507, "X3": 0.74933, "Y3": 0.5218, "X4": 0.66846, "Y4": 0.5218, "page": 0, "Index": 130}, {"Word": "may", "Confidence": 0.998, "X1": 0.75337, "Y1": 0.5082, "X2": 0.78841, "Y2": 0.508, "X3": 0.78841, "Y3": 0.5218, "X4": 0.75337, "Y4": 0.5218, "page": 0, "Index": 131}, {"Word": "not", "Confidence": 0.991, "X1": 0.79245, "Y1": 0.5082, "X2": 0.81806, "Y2": 0.508, "X3": 0.81806, "Y3": 0.5218, "X4": 0.79245, "Y4": 0.5218, "page": 0, "Index": 132}, {"Word": "be", "Confidence": 0.998, "X1": 0.8221, "Y1": 0.5082, "X2": 0.84367, "Y2": 0.508, "X3": 0.84367, "Y3": 0.5218, "X4": 0.8221, "Y4": 0.5218, "page": 0, "Index": 133}, {"Word": "considered", "Confidence": 0.991, "X1": 0.17655, "Y1": 0.5212, "X2": 0.26011, "Y2": 0.521, "X3": 0.26011, "Y3": 0.5348, "X4": 0.17655, "Y4": 0.5348, "page": 0, "Index": 134}, {"Word": "by", "Confidence": 0.998, "X1": 0.26415, "Y1": 0.5212, "X2": 0.28437, "Y2": 0.521, "X3": 0.28302, "Y3": 0.5358, "X4": 0.26415, "Y4": 0.5348, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.5212, "X2": 0.31402, "Y2": 0.521, "X3": 0.31402, "Y3": 0.5358, "X4": 0.28706, "Y4": 0.5358, "page": 0, "Index": 136}, {"Word": "Congress", "Confidence": 0.994, "X1": 0.31806, "Y1": 0.5202, "X2": 0.39084, "Y2": 0.52, "X3": 0.39084, "Y3": 0.5358, "X4": 0.31806, "Y4": 0.5358, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.998, "X1": 0.39488, "Y1": 0.5202, "X2": 0.4124, "Y2": 0.52, "X3": 0.4124, "Y3": 0.5358, "X4": 0.39488, "Y4": 0.5358, "page": 0, "Index": 138}, {"Word": "early", "Confidence": 0.883, "X1": 0.41644, "Y1": 0.5202, "X2": 0.45687, "Y2": 0.52, "X3": 0.45687, "Y3": 0.5358, "X4": 0.41644, "Y4": 0.5358, "page": 0, "Index": 139}, {"Word": "fall.", "Confidence": 0.995, "X1": 0.46092, "Y1": 0.5202, "X2": 0.49461, "Y2": 0.52, "X3": 0.49461, "Y3": 0.5358, "X4": 0.46092, "Y4": 0.5358, "page": 0, "Index": 140}, {"Word": "The", "Confidence": 0.998, "X1": 0.49865, "Y1": 0.5202, "X2": 0.52965, "Y2": 0.52, "X3": 0.5283, "Y3": 0.5358, "X4": 0.49865, "Y4": 0.5358, "page": 0, "Index": 141}, {"Word": "Gov.", "Confidence": 0.935, "X1": 0.53369, "Y1": 0.5202, "X2": 0.57278, "Y2": 0.52, "X3": 0.57143, "Y3": 0.5358, "X4": 0.53235, "Y4": 0.5358, "page": 0, "Index": 142}, {"Word": "asked", "Confidence": 0.997, "X1": 0.57682, "Y1": 0.5202, "X2": 0.62399, "Y2": 0.52, "X3": 0.62264, "Y3": 0.5358, "X4": 0.57547, "Y4": 0.5358, "page": 0, "Index": 143}, {"Word": "whether", "Confidence": 0.996, "X1": 0.62803, "Y1": 0.5212, "X2": 0.69137, "Y2": 0.521, "X3": 0.69137, "Y3": 0.5358, "X4": 0.62668, "Y4": 0.5358, "page": 0, "Index": 144}, {"Word": "consideration", "Confidence": 0.991, "X1": 0.69542, "Y1": 0.5212, "X2": 0.80323, "Y2": 0.521, "X3": 0.80189, "Y3": 0.5358, "X4": 0.69542, "Y4": 0.5358, "page": 0, "Index": 145}, {"Word": "would", "Confidence": 0.997, "X1": 0.80728, "Y1": 0.5212, "X2": 0.85984, "Y2": 0.521, "X3": 0.85849, "Y3": 0.5348, "X4": 0.80593, "Y4": 0.5358, "page": 0, "Index": 146}, {"Word": "happen", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.5352, "X2": 0.23046, "Y2": 0.535, "X3": 0.23046, "Y3": 0.5498, "X4": 0.1752, "Y4": 0.5508, "page": 0, "Index": 147}, {"Word": "by", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.5352, "X2": 0.25472, "Y2": 0.535, "X3": 0.25606, "Y3": 0.5498, "X4": 0.2345, "Y4": 0.5498, "page": 0, "Index": 148}, {"Word": "December", "Confidence": 0.993, "X1": 0.25876, "Y1": 0.5352, "X2": 0.34097, "Y2": 0.535, "X3": 0.34097, "Y3": 0.5498, "X4": 0.26011, "Y4": 0.5498, "page": 0, "Index": 149}, {"Word": "and", "Confidence": 0.998, "X1": 0.34501, "Y1": 0.5352, "X2": 0.37332, "Y2": 0.535, "X3": 0.37466, "Y3": 0.5498, "X4": 0.34501, "Y4": 0.5498, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.667, "X1": 0.37736, "Y1": 0.5352, "X2": 0.40296, "Y2": 0.535, "X3": 0.40296, "Y3": 0.5498, "X4": 0.37871, "Y4": 0.5498, "page": 0, "Index": 151}, {"Word": "response", "Confidence": 0.994, "X1": 0.40701, "Y1": 0.5352, "X2": 0.47709, "Y2": 0.535, "X3": 0.47709, "Y3": 0.5498, "X4": 0.40701, "Y4": 0.5498, "page": 0, "Index": 152}, {"Word": "was", "Confidence": 0.998, "X1": 0.48113, "Y1": 0.5352, "X2": 0.51348, "Y2": 0.535, "X3": 0.51348, "Y3": 0.5498, "X4": 0.48113, "Y4": 0.5498, "page": 0, "Index": 153}, {"Word": "\"", "Confidence": 0.991, "X1": 0.51752, "Y1": 0.5352, "X2": 0.52561, "Y2": 0.535, "X3": 0.52561, "Y3": 0.5498, "X4": 0.51752, "Y4": 0.5498, "page": 0, "Index": 154}, {"Word": "with", "Confidence": 0.979, "X1": 0.52965, "Y1": 0.5352, "X2": 0.56469, "Y2": 0.535, "X3": 0.56469, "Y3": 0.5498, "X4": 0.52965, "Y4": 0.5498, "page": 0, "Index": 155}, {"Word": "all", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.5352, "X2": 0.58895, "Y2": 0.535, "X3": 0.58895, "Y3": 0.5498, "X4": 0.56873, "Y4": 0.5498, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.5352, "X2": 0.61186, "Y2": 0.535, "X3": 0.61051, "Y3": 0.5498, "X4": 0.59299, "Y4": 0.5498, "page": 0, "Index": 157}, {"Word": "its", "Confidence": 0.998, "X1": 0.6159, "Y1": 0.5352, "X2": 0.63477, "Y2": 0.535, "X3": 0.63477, "Y3": 0.5498, "X4": 0.61456, "Y4": 0.5498, "page": 0, "Index": 158}, {"Word": "complexities,", "Confidence": 0.975, "X1": 0.63881, "Y1": 0.5342, "X2": 0.74528, "Y2": 0.534, "X3": 0.74528, "Y3": 0.5498, "X4": 0.63881, "Y4": 0.5498, "page": 0, "Index": 159}, {"Word": "hopefully", "Confidence": 0.919, "X1": 0.74933, "Y1": 0.5342, "X2": 0.82615, "Y2": 0.534, "X3": 0.8248, "Y3": 0.5498, "X4": 0.74933, "Y4": 0.5498, "page": 0, "Index": 160}, {"Word": "\".", "Confidence": 0.958, "X1": 0.83019, "Y1": 0.5342, "X2": 0.84771, "Y2": 0.534, "X3": 0.84636, "Y3": 0.5498, "X4": 0.82884, "Y4": 0.5498, "page": 0, "Index": 161}, {"Word": "Cole", "Confidence": 0.853, "X1": 0.85175, "Y1": 0.5342, "X2": 0.89353, "Y2": 0.534, "X3": 0.89353, "Y3": 0.5498, "X4": 0.8504, "Y4": 0.5498, "page": 0, "Index": 162}, {"Word": "mentioned", "Confidence": 0.993, "X1": 0.17385, "Y1": 0.5502, "X2": 0.25741, "Y2": 0.55, "X3": 0.25741, "Y3": 0.5648, "X4": 0.17385, "Y4": 0.5648, "page": 0, "Index": 163}, {"Word": "that", "Confidence": 0.988, "X1": 0.26146, "Y1": 0.5502, "X2": 0.29111, "Y2": 0.55, "X3": 0.29245, "Y3": 0.5648, "X4": 0.26146, "Y4": 0.5648, "page": 0, "Index": 164}, {"Word": "the", "Confidence": 0.998, "X1": 0.29515, "Y1": 0.5502, "X2": 0.32075, "Y2": 0.55, "X3": 0.32075, "Y3": 0.5648, "X4": 0.2965, "Y4": 0.5648, "page": 0, "Index": 165}, {"Word": "Gov.", "Confidence": 0.857, "X1": 0.3248, "Y1": 0.5502, "X2": 0.36388, "Y2": 0.55, "X3": 0.36388, "Y3": 0.5648, "X4": 0.3248, "Y4": 0.5648, "page": 0, "Index": 166}, {"Word": "pushed", "Confidence": 0.996, "X1": 0.36658, "Y1": 0.5502, "X2": 0.42453, "Y2": 0.55, "X3": 0.42453, "Y3": 0.5648, "X4": 0.36792, "Y4": 0.5648, "page": 0, "Index": 167}, {"Word": "hard", "Confidence": 0.988, "X1": 0.42857, "Y1": 0.5502, "X2": 0.46631, "Y2": 0.55, "X3": 0.46631, "Y3": 0.5648, "X4": 0.42857, "Y4": 0.5648, "page": 0, "Index": 168}, {"Word": "for", "Confidence": 0.998, "X1": 0.47035, "Y1": 0.5502, "X2": 0.49461, "Y2": 0.55, "X3": 0.49461, "Y3": 0.5648, "X4": 0.47035, "Y4": 0.5648, "page": 0, "Index": 169}, {"Word": "an", "Confidence": 0.995, "X1": 0.49865, "Y1": 0.5502, "X2": 0.51752, "Y2": 0.55, "X3": 0.51752, "Y3": 0.5648, "X4": 0.49865, "Y4": 0.5648, "page": 0, "Index": 170}, {"Word": "answer", "Confidence": 0.996, "X1": 0.52156, "Y1": 0.5502, "X2": 0.57817, "Y2": 0.55, "X3": 0.57817, "Y3": 0.5648, "X4": 0.52156, "Y4": 0.5648, "page": 0, "Index": 171}, {"Word": "and", "Confidence": 0.791, "X1": 0.58221, "Y1": 0.5502, "X2": 0.61051, "Y2": 0.55, "X3": 0.61051, "Y3": 0.5648, "X4": 0.58221, "Y4": 0.5648, "page": 0, "Index": 172}, {"Word": "stressed", "Confidence": 0.995, "X1": 0.61456, "Y1": 0.5502, "X2": 0.67925, "Y2": 0.55, "X3": 0.67925, "Y3": 0.5648, "X4": 0.61456, "Y4": 0.5648, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.998, "X1": 0.68329, "Y1": 0.5502, "X2": 0.70755, "Y2": 0.55, "X3": 0.70755, "Y3": 0.5648, "X4": 0.68194, "Y4": 0.5648, "page": 0, "Index": 174}, {"Word": "financial", "Confidence": 0.952, "X1": 0.71159, "Y1": 0.5502, "X2": 0.78167, "Y2": 0.55, "X3": 0.78167, "Y3": 0.5648, "X4": 0.71159, "Y4": 0.5648, "page": 0, "Index": 175}, {"Word": "benefits", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.5502, "X2": 0.84906, "Y2": 0.55, "X3": 0.84771, "Y3": 0.5648, "X4": 0.78571, "Y4": 0.5648, "page": 0, "Index": 176}, {"Word": "to", "Confidence": 0.998, "X1": 0.8531, "Y1": 0.5502, "X2": 0.86927, "Y2": 0.55, "X3": 0.86927, "Y3": 0.5638, "X4": 0.85175, "Y4": 0.5648, "page": 0, "Index": 177}, {"Word": "OK.", "Confidence": 0.994, "X1": 0.87332, "Y1": 0.5502, "X2": 0.9097, "Y2": 0.55, "X3": 0.9097, "Y3": 0.5638, "X4": 0.87332, "Y4": 0.5638, "page": 0, "Index": 178}, {"Word": "Based", "Confidence": 0.997, "X1": 0.17385, "Y1": 0.5652, "X2": 0.22237, "Y2": 0.565, "X3": 0.22237, "Y3": 0.5788, "X4": 0.1752, "Y4": 0.5788, "page": 0, "Index": 179}, {"Word": "on", "Confidence": 0.998, "X1": 0.22642, "Y1": 0.5652, "X2": 0.24798, "Y2": 0.565, "X3": 0.24798, "Y3": 0.5788, "X4": 0.22642, "Y4": 0.5788, "page": 0, "Index": 180}, {"Word": "my", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.5652, "X2": 0.27763, "Y2": 0.565, "X3": 0.27763, "Y3": 0.5788, "X4": 0.25202, "Y4": 0.5788, "page": 0, "Index": 181}, {"Word": "conversation", "Confidence": 0.957, "X1": 0.28167, "Y1": 0.5652, "X2": 0.38275, "Y2": 0.565, "X3": 0.38275, "Y3": 0.5788, "X4": 0.28167, "Y4": 0.5788, "page": 0, "Index": 182}, {"Word": ",", "Confidence": 0.994, "X1": 0.38679, "Y1": 0.5652, "X2": 0.39353, "Y2": 0.565, "X3": 0.39353, "Y3": 0.5788, "X4": 0.38679, "Y4": 0.5788, "page": 0, "Index": 183}, {"Word": "Keating", "Confidence": 0.991, "X1": 0.39623, "Y1": 0.5652, "X2": 0.45957, "Y2": 0.565, "X3": 0.45957, "Y3": 0.5788, "X4": 0.39623, "Y4": 0.5788, "page": 0, "Index": 184}, {"Word": "strongly", "Confidence": 0.881, "X1": 0.46361, "Y1": 0.5652, "X2": 0.52965, "Y2": 0.565, "X3": 0.52965, "Y3": 0.5788, "X4": 0.46361, "Y4": 0.5788, "page": 0, "Index": 185}, {"Word": "emphasized", "Confidence": 0.993, "X1": 0.53369, "Y1": 0.5642, "X2": 0.62668, "Y2": 0.564, "X3": 0.62668, "Y3": 0.5788, "X4": 0.53235, "Y4": 0.5788, "page": 0, "Index": 186}, {"Word": "his", "Confidence": 0.998, "X1": 0.63073, "Y1": 0.5642, "X2": 0.65499, "Y2": 0.564, "X3": 0.65499, "Y3": 0.5788, "X4": 0.63073, "Y4": 0.5788, "page": 0, "Index": 187}, {"Word": "support", "Confidence": 0.996, "X1": 0.65903, "Y1": 0.5642, "X2": 0.71968, "Y2": 0.564, "X3": 0.71833, "Y3": 0.5788, "X4": 0.65903, "Y4": 0.5788, "page": 0, "Index": 188}, {"Word": "for", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.5642, "X2": 0.74798, "Y2": 0.564, "X3": 0.74663, "Y3": 0.5788, "X4": 0.72237, "Y4": 0.5788, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.5642, "X2": 0.77628, "Y2": 0.564, "X3": 0.77493, "Y3": 0.5788, "X4": 0.75067, "Y4": 0.5788, "page": 0, "Index": 190}, {"Word": "settlement.", "Confidence": 0.991, "X1": 0.78032, "Y1": 0.5652, "X2": 0.86927, "Y2": 0.565, "X3": 0.86927, "Y3": 0.5788, "X4": 0.77898, "Y4": 0.5788, "page": 0, "Index": 191}, {"Word": "The", "Confidence": 0.998, "X1": 0.87332, "Y1": 0.5652, "X2": 0.90566, "Y2": 0.565, "X3": 0.90431, "Y3": 0.5788, "X4": 0.87332, "Y4": 0.5788, "page": 0, "Index": 192}, {"Word": "OK", "Confidence": 0.997, "X1": 0.1752, "Y1": 0.5802, "X2": 0.19946, "Y2": 0.58, "X3": 0.19946, "Y3": 0.5938, "X4": 0.1752, "Y4": 0.5938, "page": 0, "Index": 193}, {"Word": "delegation", "Confidence": 0.636, "X1": 0.2062, "Y1": 0.5792, "X2": 0.28841, "Y2": 0.579, "X3": 0.28841, "Y3": 0.5938, "X4": 0.2062, "Y4": 0.5938, "page": 0, "Index": 194}, {"Word": "representatives", "Confidence": 0.918, "X1": 0.29245, "Y1": 0.5792, "X2": 0.4124, "Y2": 0.579, "X3": 0.4124, "Y3": 0.5938, "X4": 0.29245, "Y4": 0.5938, "page": 0, "Index": 195}, {"Word": "mentioned", "Confidence": 0.995, "X1": 0.41644, "Y1": 0.5792, "X2": 0.5, "Y2": 0.579, "X3": 0.5, "Y3": 0.5938, "X4": 0.41644, "Y4": 0.5938, "page": 0, "Index": 196}, {"Word": "to", "Confidence": 0.998, "X1": 0.50404, "Y1": 0.5792, "X2": 0.52022, "Y2": 0.579, "X3": 0.52022, "Y3": 0.5938, "X4": 0.50404, "Y4": 0.5938, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.997, "X1": 0.52426, "Y1": 0.5792, "X2": 0.54987, "Y2": 0.579, "X3": 0.54987, "Y3": 0.5938, "X4": 0.52426, "Y4": 0.5938, "page": 0, "Index": 198}, {"Word": "Gov.", "Confidence": 0.958, "X1": 0.55391, "Y1": 0.5792, "X2": 0.59434, "Y2": 0.579, "X3": 0.59299, "Y3": 0.5938, "X4": 0.55391, "Y4": 0.5938, "page": 0, "Index": 199}, {"Word": "they", "Confidence": 0.991, "X1": 0.59704, "Y1": 0.5792, "X2": 0.63208, "Y2": 0.579, "X3": 0.63208, "Y3": 0.5938, "X4": 0.59704, "Y4": 0.5938, "page": 0, "Index": 200}, {"Word": "are", "Confidence": 0.998, "X1": 0.63612, "Y1": 0.5792, "X2": 0.66173, "Y2": 0.579, "X3": 0.66173, "Y3": 0.5938, "X4": 0.63612, "Y4": 0.5938, "page": 0, "Index": 201}, {"Word": "waiting", "Confidence": 0.996, "X1": 0.66577, "Y1": 0.5792, "X2": 0.72507, "Y2": 0.579, "X3": 0.72507, "Y3": 0.5938, "X4": 0.66577, "Y4": 0.5938, "page": 0, "Index": 202}, {"Word": "for", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.5792, "X2": 0.75202, "Y2": 0.579, "X3": 0.75202, "Y3": 0.5938, "X4": 0.72911, "Y4": 0.5938, "page": 0, "Index": 203}, {"Word": "the", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.5792, "X2": 0.78167, "Y2": 0.579, "X3": 0.78032, "Y3": 0.5938, "X4": 0.75606, "Y4": 0.5938, "page": 0, "Index": 204}, {"Word": "President's", "Confidence": 0.915, "X1": 0.78571, "Y1": 0.5782, "X2": 0.87332, "Y2": 0.578, "X3": 0.87332, "Y3": 0.5938, "X4": 0.78437, "Y4": 0.5938, "page": 0, "Index": 205}, {"Word": "statement", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.5942, "X2": 0.24933, "Y2": 0.594, "X3": 0.24933, "Y3": 0.6088, "X4": 0.1752, "Y4": 0.6088, "page": 0, "Index": 206}, {"Word": "in", "Confidence": 0.998, "X1": 0.25337, "Y1": 0.5942, "X2": 0.27089, "Y2": 0.594, "X3": 0.27089, "Y3": 0.6088, "X4": 0.25337, "Y4": 0.6088, "page": 0, "Index": 207}, {"Word": "a", "Confidence": 0.995, "X1": 0.27493, "Y1": 0.5942, "X2": 0.28437, "Y2": 0.594, "X3": 0.28437, "Y3": 0.6088, "X4": 0.27493, "Y4": 0.6088, "page": 0, "Index": 208}, {"Word": "few", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.5942, "X2": 0.31536, "Y2": 0.594, "X3": 0.31536, "Y3": 0.6088, "X4": 0.28841, "Y4": 0.6088, "page": 0, "Index": 209}, {"Word": "weeks.", "Confidence": 0.969, "X1": 0.32345, "Y1": 0.5952, "X2": 0.38005, "Y2": 0.595, "X3": 0.38005, "Y3": 0.6088, "X4": 0.32345, "Y4": 0.6088, "page": 0, "Index": 210}, {"Word": "The", "Confidence": 0.998, "X1": 0.17655, "Y1": 0.6212, "X2": 0.2035, "Y2": 0.621, "X3": 0.2035, "Y3": 0.6378, "X4": 0.17655, "Y4": 0.6378, "page": 0, "Index": 211}, {"Word": "Gov.", "Confidence": 0.943, "X1": 0.20755, "Y1": 0.6212, "X2": 0.24798, "Y2": 0.621, "X3": 0.24798, "Y3": 0.6378, "X4": 0.20755, "Y4": 0.6378, "page": 0, "Index": 212}, {"Word": "told", "Confidence": 0.991, "X1": 0.25202, "Y1": 0.6212, "X2": 0.28302, "Y2": 0.621, "X3": 0.28302, "Y3": 0.6378, "X4": 0.25202, "Y4": 0.6378, "page": 0, "Index": 213}, {"Word": "me", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.6212, "X2": 0.31132, "Y2": 0.621, "X3": 0.31132, "Y3": 0.6378, "X4": 0.28706, "Y4": 0.6378, "page": 0, "Index": 214}, {"Word": "that", "Confidence": 0.988, "X1": 0.31671, "Y1": 0.6212, "X2": 0.34501, "Y2": 0.621, "X3": 0.34501, "Y3": 0.6378, "X4": 0.31671, "Y4": 0.6378, "page": 0, "Index": 215}, {"Word": "he", "Confidence": 0.997, "X1": 0.3504, "Y1": 0.6212, "X2": 0.36927, "Y2": 0.621, "X3": 0.36927, "Y3": 0.6378, "X4": 0.3504, "Y4": 0.6378, "page": 0, "Index": 216}, {"Word": "plans", "Confidence": 0.995, "X1": 0.37332, "Y1": 0.6212, "X2": 0.41644, "Y2": 0.621, "X3": 0.41509, "Y3": 0.6378, "X4": 0.37332, "Y4": 0.6378, "page": 0, "Index": 217}, {"Word": "to", "Confidence": 0.997, "X1": 0.42049, "Y1": 0.6212, "X2": 0.43666, "Y2": 0.621, "X3": 0.43666, "Y3": 0.6378, "X4": 0.42049, "Y4": 0.6378, "page": 0, "Index": 218}, {"Word": "have", "Confidence": 0.991, "X1": 0.4407, "Y1": 0.6212, "X2": 0.47844, "Y2": 0.621, "X3": 0.47844, "Y3": 0.6378, "X4": 0.4407, "Y4": 0.6378, "page": 0, "Index": 219}, {"Word": "more", "Confidence": 0.987, "X1": 0.48248, "Y1": 0.6212, "X2": 0.52426, "Y2": 0.621, "X3": 0.52426, "Y3": 0.6378, "X4": 0.48248, "Y4": 0.6378, "page": 0, "Index": 220}, {"Word": "direct", "Confidence": 0.955, "X1": 0.5283, "Y1": 0.6212, "X2": 0.57412, "Y2": 0.621, "X3": 0.57278, "Y3": 0.6378, "X4": 0.5283, "Y4": 0.6378, "page": 0, "Index": 221}, {"Word": "conversations", "Confidence": 0.992, "X1": 0.57817, "Y1": 0.6212, "X2": 0.68598, "Y2": 0.621, "X3": 0.68598, "Y3": 0.6378, "X4": 0.57817, "Y4": 0.6378, "page": 0, "Index": 222}, {"Word": "with", "Confidence": 0.988, "X1": 0.69003, "Y1": 0.6212, "X2": 0.72776, "Y2": 0.621, "X3": 0.72642, "Y3": 0.6378, "X4": 0.69003, "Y4": 0.6378, "page": 0, "Index": 223}, {"Word": "Don", "Confidence": 0.998, "X1": 0.73181, "Y1": 0.6212, "X2": 0.7655, "Y2": 0.621, "X3": 0.76415, "Y3": 0.6378, "X4": 0.73181, "Y4": 0.6378, "page": 0, "Index": 224}, {"Word": "Nickles.", "Confidence": 0.981, "X1": 0.76954, "Y1": 0.6222, "X2": 0.83827, "Y2": 0.622, "X3": 0.83827, "Y3": 0.6378, "X4": 0.76954, "Y4": 0.6378, "page": 0, "Index": 225}, {"Word": "The", "Confidence": 0.998, "X1": 0.17655, "Y1": 0.6512, "X2": 0.20485, "Y2": 0.651, "X3": 0.2035, "Y3": 0.6658, "X4": 0.17655, "Y4": 0.6658, "page": 0, "Index": 226}, {"Word": "Gov.", "Confidence": 0.906, "X1": 0.20889, "Y1": 0.6512, "X2": 0.24933, "Y2": 0.651, "X3": 0.24798, "Y3": 0.6658, "X4": 0.20889, "Y4": 0.6658, "page": 0, "Index": 227}, {"Word": "and", "Confidence": 0.998, "X1": 0.25337, "Y1": 0.6512, "X2": 0.28302, "Y2": 0.651, "X3": 0.28302, "Y3": 0.6658, "X4": 0.25202, "Y4": 0.6658, "page": 0, "Index": 228}, {"Word": "Tom", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.6512, "X2": 0.3221, "Y2": 0.651, "X3": 0.3221, "Y3": 0.6668, "X4": 0.28706, "Y4": 0.6658, "page": 0, "Index": 229}, {"Word": "expressed", "Confidence": 0.994, "X1": 0.32884, "Y1": 0.6512, "X2": 0.40701, "Y2": 0.651, "X3": 0.40701, "Y3": 0.6668, "X4": 0.32884, "Y4": 0.6668, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.994, "X1": 0.41105, "Y1": 0.6512, "X2": 0.43666, "Y2": 0.651, "X3": 0.43531, "Y3": 0.6668, "X4": 0.41105, "Y4": 0.6668, "page": 0, "Index": 231}, {"Word": "pleasure", "Confidence": 0.97, "X1": 0.4407, "Y1": 0.6512, "X2": 0.50674, "Y2": 0.651, "X3": 0.50674, "Y3": 0.6668, "X4": 0.43935, "Y4": 0.6668, "page": 0, "Index": 232}, {"Word": "of", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.6512, "X2": 0.52965, "Y2": 0.651, "X3": 0.5283, "Y3": 0.6668, "X4": 0.51078, "Y4": 0.6668, "page": 0, "Index": 233}, {"Word": "being", "Confidence": 0.997, "X1": 0.53369, "Y1": 0.6512, "X2": 0.57817, "Y2": 0.651, "X3": 0.57682, "Y3": 0.6668, "X4": 0.53235, "Y4": 0.6668, "page": 0, "Index": 234}, {"Word": "with", "Confidence": 0.991, "X1": 0.58221, "Y1": 0.6512, "X2": 0.6186, "Y2": 0.651, "X3": 0.61725, "Y3": 0.6668, "X4": 0.58086, "Y4": 0.6668, "page": 0, "Index": 235}, {"Word": "Geoff", "Confidence": 0.995, "X1": 0.62264, "Y1": 0.6512, "X2": 0.66981, "Y2": 0.651, "X3": 0.66846, "Y3": 0.6668, "X4": 0.62129, "Y4": 0.6668, "page": 0, "Index": 236}, {"Word": "and", "Confidence": 0.998, "X1": 0.67385, "Y1": 0.6512, "X2": 0.70216, "Y2": 0.651, "X3": 0.70216, "Y3": 0.6668, "X4": 0.67251, "Y4": 0.6668, "page": 0, "Index": 237}, {"Word": "Murray,", "Confidence": 0.994, "X1": 0.7062, "Y1": 0.6512, "X2": 0.77224, "Y2": 0.651, "X3": 0.77224, "Y3": 0.6668, "X4": 0.7062, "Y4": 0.6668, "page": 0, "Index": 238}, {"Word": "along", "Confidence": 0.997, "X1": 0.77628, "Y1": 0.6512, "X2": 0.8221, "Y2": 0.651, "X3": 0.8221, "Y3": 0.6668, "X4": 0.77628, "Y4": 0.6668, "page": 0, "Index": 239}, {"Word": "with", "Confidence": 0.989, "X1": 0.82615, "Y1": 0.6512, "X2": 0.86119, "Y2": 0.651, "X3": 0.85984, "Y3": 0.6668, "X4": 0.82615, "Y4": 0.6668, "page": 0, "Index": 240}, {"Word": "the", "Confidence": 0.998, "X1": 0.86523, "Y1": 0.6512, "X2": 0.89218, "Y2": 0.651, "X3": 0.89084, "Y3": 0.6668, "X4": 0.86388, "Y4": 0.6668, "page": 0, "Index": 241}, {"Word": "hospitality", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.6662, "X2": 0.25741, "Y2": 0.666, "X3": 0.25741, "Y3": 0.6808, "X4": 0.1752, "Y4": 0.6808, "page": 0, "Index": 242}, {"Word": "of", "Confidence": 0.998, "X1": 0.26146, "Y1": 0.6662, "X2": 0.27898, "Y2": 0.666, "X3": 0.27898, "Y3": 0.6808, "X4": 0.26146, "Y4": 0.6808, "page": 0, "Index": 243}, {"Word": "PM.", "Confidence": 0.998, "X1": 0.28302, "Y1": 0.6662, "X2": 0.31806, "Y2": 0.666, "X3": 0.31806, "Y3": 0.6808, "X4": 0.28302, "Y4": 0.6808, "page": 0, "Index": 244}, {"Word": "Wanted", "Confidence": 0.941, "X1": 0.3221, "Y1": 0.6662, "X2": 0.38275, "Y2": 0.666, "X3": 0.38275, "Y3": 0.6808, "X4": 0.3221, "Y4": 0.6808, "page": 0, "Index": 245}, {"Word": "to", "Confidence": 0.997, "X1": 0.38679, "Y1": 0.6662, "X2": 0.40296, "Y2": 0.666, "X3": 0.40296, "Y3": 0.6808, "X4": 0.38679, "Y4": 0.6808, "page": 0, "Index": 246}, {"Word": "be", "Confidence": 0.905, "X1": 0.40701, "Y1": 0.6662, "X2": 0.42588, "Y2": 0.666, "X3": 0.42722, "Y3": 0.6808, "X4": 0.40701, "Y4": 0.6808, "page": 0, "Index": 247}, {"Word": "sure", "Confidence": 0.991, "X1": 0.42992, "Y1": 0.6662, "X2": 0.46496, "Y2": 0.666, "X3": 0.46496, "Y3": 0.6808, "X4": 0.42992, "Y4": 0.6808, "page": 0, "Index": 248}, {"Word": "that", "Confidence": 0.991, "X1": 0.469, "Y1": 0.6662, "X2": 0.4973, "Y2": 0.666, "X3": 0.49865, "Y3": 0.6808, "X4": 0.469, "Y4": 0.6808, "page": 0, "Index": 249}, {"Word": "Geoff", "Confidence": 0.993, "X1": 0.50135, "Y1": 0.6662, "X2": 0.54987, "Y2": 0.666, "X3": 0.54987, "Y3": 0.6808, "X4": 0.50135, "Y4": 0.6808, "page": 0, "Index": 250}, {"Word": "received", "Confidence": 0.992, "X1": 0.55391, "Y1": 0.6662, "X2": 0.62129, "Y2": 0.666, "X3": 0.62129, "Y3": 0.6808, "X4": 0.55391, "Y4": 0.6808, "page": 0, "Index": 251}, {"Word": "his", "Confidence": 0.998, "X1": 0.62534, "Y1": 0.6662, "X2": 0.64825, "Y2": 0.666, "X3": 0.64825, "Y3": 0.6808, "X4": 0.62534, "Y4": 0.6808, "page": 0, "Index": 252}, {"Word": "note", "Confidence": 0.982, "X1": 0.65229, "Y1": 0.6662, "X2": 0.68868, "Y2": 0.666, "X3": 0.68868, "Y3": 0.6808, "X4": 0.65229, "Y4": 0.6808, "page": 0, "Index": 253}, {"Word": "and", "Confidence": 0.998, "X1": 0.69272, "Y1": 0.6662, "X2": 0.72102, "Y2": 0.666, "X3": 0.72102, "Y3": 0.6808, "X4": 0.69272, "Y4": 0.6808, "page": 0, "Index": 254}, {"Word": "is", "Confidence": 0.997, "X1": 0.72507, "Y1": 0.6662, "X2": 0.73989, "Y2": 0.666, "X3": 0.73989, "Y3": 0.6808, "X4": 0.72507, "Y4": 0.6808, "page": 0, "Index": 255}, {"Word": "aware", "Confidence": 0.997, "X1": 0.74394, "Y1": 0.6662, "X2": 0.79111, "Y2": 0.666, "X3": 0.79111, "Y3": 0.6808, "X4": 0.74394, "Y4": 0.6808, "page": 0, "Index": 256}, {"Word": "of", "Confidence": 0.998, "X1": 0.79515, "Y1": 0.6672, "X2": 0.81267, "Y2": 0.667, "X3": 0.81267, "Y3": 0.6818, "X4": 0.79515, "Y4": 0.6808, "page": 0, "Index": 257}, {"Word": "his", "Confidence": 0.998, "X1": 0.81671, "Y1": 0.6672, "X2": 0.83962, "Y2": 0.667, "X3": 0.84097, "Y3": 0.6818, "X4": 0.81671, "Y4": 0.6818, "page": 0, "Index": 258}, {"Word": "strong", "Confidence": 0.997, "X1": 0.84367, "Y1": 0.6672, "X2": 0.89623, "Y2": 0.667, "X3": 0.89757, "Y3": 0.6818, "X4": 0.84501, "Y4": 0.6818, "page": 0, "Index": 259}, {"Word": "support.", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.6812, "X2": 0.24528, "Y2": 0.681, "X3": 0.24528, "Y3": 0.6958, "X4": 0.1752, "Y4": 0.6958, "page": 0, "Index": 260}, {"Word": "2063415825", "Confidence": 0.991, "X1": 0.89084, "Y1": 0.9022, "X2": 0.89757, "Y2": 0.902, "X3": 0.87736, "Y3": 0.9038, "X4": 0.86927, "Y4": 0.8158, "page": 0, "Index": 261}]}
|
"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"
|
ffnc0193
| 0 |
{"lines_data": [{"Word": "BENSON & HEDGES", "Confidence": 0.992, "X1": 0.28488, "Y1": 0.0672, "X2": 0.86919, "Y2": 0.067, "X3": 0.86919, "Y3": 0.0998, "X4": 0.28634, "Y4": 0.1018, "page": 0}, {"Word": "Creative Review", "Confidence": 0.9965, "X1": 0.36047, "Y1": 0.1302, "X2": 0.58576, "Y2": 0.13, "X3": 0.58576, "Y3": 0.1498, "X4": 0.36047, "Y4": 0.1508, "page": 0}, {"Word": "Monday 28th September, 1998", "Confidence": 0.82825, "X1": 0.32413, "Y1": 0.1682, "X2": 0.62355, "Y2": 0.168, "X3": 0.62355, "Y3": 0.1858, "X4": 0.32413, "Y4": 0.1868, "page": 0}, {"Word": "Presentation Theatre - Bates Dorland", "Confidence": 0.9944, "X1": 0.28634, "Y1": 0.1852, "X2": 0.65843, "Y2": 0.185, "X3": 0.65843, "Y3": 0.2028, "X4": 0.28634, "Y4": 0.2048, "page": 0}, {"Word": "Agenda Points", "Confidence": 0.9955, "X1": 0.3968, "Y1": 0.2182, "X2": 0.55233, "Y2": 0.218, "X3": 0.55233, "Y3": 0.2358, "X4": 0.3968, "Y4": 0.2368, "page": 0}, {"Word": "1. Introduction", "Confidence": 0.9935, "X1": 0.13808, "Y1": 0.2802, "X2": 0.28343, "Y2": 0.28, "X3": 0.28343, "Y3": 0.2968, "X4": 0.13953, "Y4": 0.2978, "page": 0}, {"Word": "2. Market Overview/Brand Performance", "Confidence": 0.99325, "X1": 0.13953, "Y1": 0.3092, "X2": 0.49855, "Y2": 0.309, "X3": 0.49855, "Y3": 0.3238, "X4": 0.13953, "Y4": 0.3268, "page": 0}, {"Word": "3. Overview of the launch of the Ampersand Campaign", "Confidence": 0.954, "X1": 0.14099, "Y1": 0.3372, "X2": 0.63372, "Y2": 0.337, "X3": 0.63372, "Y3": 0.3538, "X4": 0.14099, "Y4": 0.3578, "page": 0}, {"Word": "New copy strategy", "Confidence": 0.995, "X1": 0.19913, "Y1": 0.3562, "X2": 0.3561, "Y2": 0.356, "X3": 0.3561, "Y3": 0.3708, "X4": 0.19913, "Y4": 0.3708, "page": 0}, {"Word": "Research findings to date", "Confidence": 0.99375, "X1": 0.20203, "Y1": 0.3702, "X2": 0.4157, "Y2": 0.37, "X3": 0.4157, "Y3": 0.3848, "X4": 0.20203, "Y4": 0.3858, "page": 0}, {"Word": "..", "Confidence": 0.618, "X1": 0.18314, "Y1": 0.4032, "X2": 0.18314, "Y2": 0.403, "X3": 0.1686, "Y3": 0.4028, "X4": 0.1686, "Y4": 0.3728, "page": 0}, {"Word": "International media launch", "Confidence": 0.75533, "X1": 0.20058, "Y1": 0.3862, "X2": 0.42297, "Y2": 0.386, "X3": 0.42297, "Y3": 0.3988, "X4": 0.20058, "Y4": 0.4018, "page": 0}, {"Word": "Individual market Ampersand Campaign launch dates", "Confidence": 0.98433, "X1": 0.20058, "Y1": 0.3982, "X2": 0.6439, "Y2": 0.398, "X3": 0.6439, "Y3": 0.4148, "X4": 0.20058, "Y4": 0.4178, "page": 0}, {"Word": "4. Bond", "Confidence": 0.9925, "X1": 0.14244, "Y1": 0.4462, "X2": 0.22674, "Y2": 0.446, "X3": 0.22674, "Y3": 0.4598, "X4": 0.1439, "Y4": 0.4618, "page": 0}, {"Word": "Strategic approach", "Confidence": 0.995, "X1": 0.18459, "Y1": 0.4612, "X2": 0.36628, "Y2": 0.461, "X3": 0.36773, "Y3": 0.4758, "X4": 0.18459, "Y4": 0.4768, "page": 0}, {"Word": "..", "Confidence": 0.777, "X1": 0.18314, "Y1": 0.4892, "X2": 0.18314, "Y2": 0.489, "X3": 0.17442, "Y3": 0.4888, "X4": 0.17297, "Y4": 0.4658, "page": 0}, {"Word": "Key market implementation plans", "Confidence": 0.99575, "X1": 0.20349, "Y1": 0.4762, "X2": 0.48256, "Y2": 0.476, "X3": 0.48401, "Y3": 0.4908, "X4": 0.20349, "Y4": 0.4918, "page": 0}, {"Word": "5. Major Market Ampersand Launches and Golden Tones Update - Nigeria", "Confidence": 0.97536, "X1": 0.14244, "Y1": 0.5022, "X2": 0.80523, "Y2": 0.502, "X3": 0.80523, "Y3": 0.5188, "X4": 0.14244, "Y4": 0.5228, "page": 0}, {"Word": "India", "Confidence": 0.955, "X1": 0.20349, "Y1": 0.5232, "X2": 0.24709, "Y2": 0.523, "X3": 0.24564, "Y3": 0.5348, "X4": 0.20349, "Y4": 0.5348, "page": 0}, {"Word": "..", "Confidence": 0.754, "X1": 0.18314, "Y1": 0.5562, "X2": 0.18314, "Y2": 0.556, "X3": 0.17442, "Y3": 0.5548, "X4": 0.17442, "Y4": 0.5268, "page": 0}, {"Word": "South Africa", "Confidence": 0.993, "X1": 0.20494, "Y1": 0.5372, "X2": 0.31105, "Y2": 0.537, "X3": 0.31105, "Y3": 0.5508, "X4": 0.2064, "Y4": 0.5518, "page": 0}, {"Word": "Australia", "Confidence": 0.992, "X1": 0.20494, "Y1": 0.5532, "X2": 0.28343, "Y2": 0.553, "X3": 0.28343, "Y3": 0.5668, "X4": 0.20494, "Y4": 0.5678, "page": 0}, {"Word": "Nigeria", "Confidence": 0.996, "X1": 0.2064, "Y1": 0.5692, "X2": 0.26744, "Y2": 0.569, "X3": 0.26599, "Y3": 0.5818, "X4": 0.2064, "Y4": 0.5828, "page": 0}, {"Word": "Golden Tones", "Confidence": 0.9525, "X1": 0.26599, "Y1": 0.5822, "X2": 0.38808, "Y2": 0.582, "X3": 0.38808, "Y3": 0.5958, "X4": 0.26599, "Y4": 0.5958, "page": 0}, {"Word": "Grab The Mike Update", "Confidence": 0.994, "X1": 0.2689, "Y1": 0.5952, "X2": 0.4564, "Y2": 0.595, "X3": 0.4564, "Y3": 0.6098, "X4": 0.2689, "Y4": 0.6108, "page": 0}, {"Word": "Ampersand Launch Options", "Confidence": 0.87633, "X1": 0.26163, "Y1": 0.6102, "X2": 0.49855, "Y2": 0.61, "X3": 0.5, "Y3": 0.6248, "X4": 0.26163, "Y4": 0.6268, "page": 0}, {"Word": "Malaysia", "Confidence": 0.996, "X1": 0.19477, "Y1": 0.6282, "X2": 0.28343, "Y2": 0.628, "X3": 0.28343, "Y3": 0.6428, "X4": 0.19477, "Y4": 0.6428, "page": 0}, {"Word": "6. A.O.B.", "Confidence": 0.9935, "X1": 0.1468, "Y1": 0.6562, "X2": 0.23547, "Y2": 0.656, "X3": 0.23692, "Y3": 0.6708, "X4": 0.1468, "Y4": 0.6728, "page": 0}, {"Word": "Next phase of sponsorship activities", "Confidence": 0.9548, "X1": 0.20349, "Y1": 0.6702, "X2": 0.50581, "Y2": 0.67, "X3": 0.50581, "Y3": 0.6848, "X4": 0.20349, "Y4": 0.6878, "page": 0}, {"Word": "All natural concept initiatives", "Confidence": 0.98775, "X1": 0.20785, "Y1": 0.6872, "X2": 0.44331, "Y2": 0.687, "X3": 0.44331, "Y3": 0.7018, "X4": 0.20785, "Y4": 0.7028, "page": 0}, {"Word": "BTL & marque applications", "Confidence": 0.98925, "X1": 0.2064, "Y1": 0.7022, "X2": 0.43459, "Y2": 0.702, "X3": 0.43459, "Y3": 0.7178, "X4": 0.2064, "Y4": 0.7178, "page": 0}, {"Word": "Horeca", "Confidence": 0.997, "X1": 0.20785, "Y1": 0.7212, "X2": 0.27326, "Y2": 0.721, "X3": 0.27326, "Y3": 0.7328, "X4": 0.20785, "Y4": 0.7338, "page": 0}, {"Word": "Central marketing video", "Confidence": 0.995, "X1": 0.20785, "Y1": 0.7342, "X2": 0.40843, "Y2": 0.734, "X3": 0.40843, "Y3": 0.7488, "X4": 0.20785, "Y4": 0.7498, "page": 0}, {"Word": "321383342", "Confidence": 0.99, "X1": 0.82122, "Y1": 0.9772, "X2": 0.95494, "Y2": 0.977, "X3": 0.95494, "Y3": 0.9928, "X4": 0.81977, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "BENSON", "Confidence": 0.996, "X1": 0.28924, "Y1": 0.0682, "X2": 0.52035, "Y2": 0.068, "X3": 0.52035, "Y3": 0.1018, "X4": 0.28924, "Y4": 0.1018, "page": 0, "Index": 0}, {"Word": "&", "Confidence": 0.983, "X1": 0.5436, "Y1": 0.0682, "X2": 0.57703, "Y2": 0.068, "X3": 0.57849, "Y3": 0.1018, "X4": 0.5436, "Y4": 0.1018, "page": 0, "Index": 1}, {"Word": "HEDGES", "Confidence": 0.997, "X1": 0.60465, "Y1": 0.0682, "X2": 0.85756, "Y2": 0.068, "X3": 0.85756, "Y3": 0.1008, "X4": 0.60465, "Y4": 0.1018, "page": 0, "Index": 2}, {"Word": "Creative", "Confidence": 0.996, "X1": 0.36192, "Y1": 0.1312, "X2": 0.47384, "Y2": 0.131, "X3": 0.47384, "Y3": 0.1498, "X4": 0.36192, "Y4": 0.1518, "page": 0, "Index": 3}, {"Word": "Review", "Confidence": 0.997, "X1": 0.47965, "Y1": 0.1312, "X2": 0.57267, "Y2": 0.131, "X3": 0.57267, "Y3": 0.1508, "X4": 0.47965, "Y4": 0.1498, "page": 0, "Index": 4}, {"Word": "Monday", "Confidence": 0.995, "X1": 0.32558, "Y1": 0.1702, "X2": 0.40262, "Y2": 0.17, "X3": 0.40262, "Y3": 0.1868, "X4": 0.32558, "Y4": 0.1878, "page": 0, "Index": 5}, {"Word": "28th", "Confidence": 0.337, "X1": 0.40698, "Y1": 0.1692, "X2": 0.44477, "Y2": 0.169, "X3": 0.44477, "Y3": 0.1868, "X4": 0.40698, "Y4": 0.1868, "page": 0, "Index": 6}, {"Word": "September,", "Confidence": 0.993, "X1": 0.45058, "Y1": 0.1692, "X2": 0.56541, "Y2": 0.169, "X3": 0.56541, "Y3": 0.1868, "X4": 0.45058, "Y4": 0.1868, "page": 0, "Index": 7}, {"Word": "1998", "Confidence": 0.988, "X1": 0.56977, "Y1": 0.1692, "X2": 0.62064, "Y2": 0.169, "X3": 0.62064, "Y3": 0.1868, "X4": 0.56977, "Y4": 0.1868, "page": 0, "Index": 8}, {"Word": "Presentation", "Confidence": 0.991, "X1": 0.28924, "Y1": 0.1882, "X2": 0.41134, "Y2": 0.188, "X3": 0.41134, "Y3": 0.2048, "X4": 0.28924, "Y4": 0.2048, "page": 0, "Index": 9}, {"Word": "Theatre", "Confidence": 0.996, "X1": 0.41715, "Y1": 0.1872, "X2": 0.49128, "Y2": 0.187, "X3": 0.49128, "Y3": 0.2038, "X4": 0.41715, "Y4": 0.2048, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.995, "X1": 0.49709, "Y1": 0.1872, "X2": 0.51017, "Y2": 0.187, "X3": 0.51017, "Y3": 0.2038, "X4": 0.49709, "Y4": 0.2038, "page": 0, "Index": 11}, {"Word": "Bates", "Confidence": 0.997, "X1": 0.51453, "Y1": 0.1872, "X2": 0.57267, "Y2": 0.187, "X3": 0.57122, "Y3": 0.2038, "X4": 0.51453, "Y4": 0.2038, "page": 0, "Index": 12}, {"Word": "Dorland", "Confidence": 0.993, "X1": 0.57703, "Y1": 0.1862, "X2": 0.65843, "Y2": 0.186, "X3": 0.65843, "Y3": 0.2028, "X4": 0.57703, "Y4": 0.2038, "page": 0, "Index": 13}, {"Word": "Agenda", "Confidence": 0.994, "X1": 0.3968, "Y1": 0.2192, "X2": 0.47674, "Y2": 0.219, "X3": 0.47674, "Y3": 0.2368, "X4": 0.39826, "Y4": 0.2378, "page": 0, "Index": 14}, {"Word": "Points", "Confidence": 0.997, "X1": 0.4811, "Y1": 0.2192, "X2": 0.55087, "Y2": 0.219, "X3": 0.55233, "Y3": 0.2368, "X4": 0.4811, "Y4": 0.2368, "page": 0, "Index": 15}, {"Word": "1.", "Confidence": 0.996, "X1": 0.14099, "Y1": 0.2822, "X2": 0.16279, "Y2": 0.282, "X3": 0.16279, "Y3": 0.2978, "X4": 0.14099, "Y4": 0.2978, "page": 0, "Index": 16}, {"Word": "Introduction", "Confidence": 0.991, "X1": 0.16715, "Y1": 0.2812, "X2": 0.28052, "Y2": 0.281, "X3": 0.28052, "Y3": 0.2978, "X4": 0.1686, "Y4": 0.2978, "page": 0, "Index": 17}, {"Word": "2.", "Confidence": 0.991, "X1": 0.14099, "Y1": 0.3112, "X2": 0.16279, "Y2": 0.311, "X3": 0.16424, "Y3": 0.3268, "X4": 0.14099, "Y4": 0.3268, "page": 0, "Index": 18}, {"Word": "Market", "Confidence": 0.997, "X1": 0.1686, "Y1": 0.3102, "X2": 0.22965, "Y2": 0.31, "X3": 0.22965, "Y3": 0.3268, "X4": 0.1686, "Y4": 0.3268, "page": 0, "Index": 19}, {"Word": "Overview/Brand", "Confidence": 0.991, "X1": 0.23401, "Y1": 0.3092, "X2": 0.37645, "Y2": 0.309, "X3": 0.37645, "Y3": 0.3258, "X4": 0.23401, "Y4": 0.3268, "page": 0, "Index": 20}, {"Word": "Performance", "Confidence": 0.994, "X1": 0.38081, "Y1": 0.3102, "X2": 0.49709, "Y2": 0.31, "X3": 0.49709, "Y3": 0.3248, "X4": 0.38081, "Y4": 0.3258, "page": 0, "Index": 21}, {"Word": "3.", "Confidence": 0.995, "X1": 0.14244, "Y1": 0.3412, "X2": 0.16424, "Y2": 0.341, "X3": 0.16424, "Y3": 0.3568, "X4": 0.14244, "Y4": 0.3568, "page": 0, "Index": 22}, {"Word": "Overview", "Confidence": 0.981, "X1": 0.1686, "Y1": 0.3402, "X2": 0.25145, "Y2": 0.34, "X3": 0.25145, "Y3": 0.3558, "X4": 0.1686, "Y4": 0.3568, "page": 0, "Index": 23}, {"Word": "of", "Confidence": 0.998, "X1": 0.25872, "Y1": 0.3402, "X2": 0.27616, "Y2": 0.34, "X3": 0.27616, "Y3": 0.3558, "X4": 0.25872, "Y4": 0.3558, "page": 0, "Index": 24}, {"Word": "the", "Confidence": 0.994, "X1": 0.28052, "Y1": 0.3392, "X2": 0.30959, "Y2": 0.339, "X3": 0.30959, "Y3": 0.3548, "X4": 0.28052, "Y4": 0.3558, "page": 0, "Index": 25}, {"Word": "launch", "Confidence": 0.994, "X1": 0.31395, "Y1": 0.3392, "X2": 0.37355, "Y2": 0.339, "X3": 0.37355, "Y3": 0.3548, "X4": 0.31395, "Y4": 0.3548, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.37791, "Y1": 0.3382, "X2": 0.39535, "Y2": 0.338, "X3": 0.39535, "Y3": 0.3548, "X4": 0.37936, "Y4": 0.3548, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.40116, "Y1": 0.3382, "X2": 0.42878, "Y2": 0.338, "X3": 0.42878, "Y3": 0.3548, "X4": 0.40116, "Y4": 0.3548, "page": 0, "Index": 28}, {"Word": "Ampersand", "Confidence": 0.995, "X1": 0.43314, "Y1": 0.3382, "X2": 0.53634, "Y2": 0.338, "X3": 0.53634, "Y3": 0.3548, "X4": 0.43459, "Y4": 0.3548, "page": 0, "Index": 29}, {"Word": "Campaign", "Confidence": 0.633, "X1": 0.5407, "Y1": 0.3372, "X2": 0.63372, "Y2": 0.337, "X3": 0.63372, "Y3": 0.3548, "X4": 0.5407, "Y4": 0.3548, "page": 0, "Index": 30}, {"Word": "New", "Confidence": 0.998, "X1": 0.20058, "Y1": 0.3562, "X2": 0.23692, "Y2": 0.356, "X3": 0.23692, "Y3": 0.3708, "X4": 0.20058, "Y4": 0.3718, "page": 0, "Index": 31}, {"Word": "copy", "Confidence": 0.991, "X1": 0.24273, "Y1": 0.3572, "X2": 0.28488, "Y2": 0.357, "X3": 0.28343, "Y3": 0.3708, "X4": 0.24273, "Y4": 0.3708, "page": 0, "Index": 32}, {"Word": "strategy", "Confidence": 0.996, "X1": 0.28779, "Y1": 0.3572, "X2": 0.3561, "Y2": 0.357, "X3": 0.35465, "Y3": 0.3698, "X4": 0.28779, "Y4": 0.3708, "page": 0, "Index": 33}, {"Word": "Research", "Confidence": 0.995, "X1": 0.20203, "Y1": 0.3722, "X2": 0.28198, "Y2": 0.372, "X3": 0.28198, "Y3": 0.3858, "X4": 0.20349, "Y4": 0.3868, "page": 0, "Index": 34}, {"Word": "findings", "Confidence": 0.994, "X1": 0.28634, "Y1": 0.3712, "X2": 0.35174, "Y2": 0.371, "X3": 0.35174, "Y3": 0.3848, "X4": 0.28634, "Y4": 0.3858, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.998, "X1": 0.3561, "Y1": 0.3712, "X2": 0.37064, "Y2": 0.371, "X3": 0.37064, "Y3": 0.3848, "X4": 0.3561, "Y4": 0.3848, "page": 0, "Index": 36}, {"Word": "date", "Confidence": 0.988, "X1": 0.375, "Y1": 0.3712, "X2": 0.4157, "Y2": 0.371, "X3": 0.41424, "Y3": 0.3848, "X4": 0.375, "Y4": 0.3848, "page": 0, "Index": 37}, {"Word": "..", "Confidence": 0.618, "X1": 0.18314, "Y1": 0.3972, "X2": 0.18459, "Y2": 0.397, "X3": 0.17006, "Y3": 0.3978, "X4": 0.17006, "Y4": 0.3758, "page": 0, "Index": 38}, {"Word": "International", "Confidence": 0.273, "X1": 0.20203, "Y1": 0.3872, "X2": 0.30523, "Y2": 0.387, "X3": 0.30523, "Y3": 0.4008, "X4": 0.20203, "Y4": 0.4028, "page": 0, "Index": 39}, {"Word": "media", "Confidence": 0.996, "X1": 0.30959, "Y1": 0.3872, "X2": 0.36047, "Y2": 0.387, "X3": 0.36047, "Y3": 0.3998, "X4": 0.30959, "Y4": 0.4008, "page": 0, "Index": 40}, {"Word": "launch", "Confidence": 0.997, "X1": 0.36483, "Y1": 0.3862, "X2": 0.42151, "Y2": 0.386, "X3": 0.42006, "Y3": 0.3998, "X4": 0.36483, "Y4": 0.3998, "page": 0, "Index": 41}, {"Word": "Individual", "Confidence": 0.935, "X1": 0.20058, "Y1": 0.4022, "X2": 0.28198, "Y2": 0.402, "X3": 0.28198, "Y3": 0.4168, "X4": 0.20058, "Y4": 0.4178, "page": 0, "Index": 42}, {"Word": "market", "Confidence": 0.995, "X1": 0.28634, "Y1": 0.4022, "X2": 0.34448, "Y2": 0.402, "X3": 0.34448, "Y3": 0.4168, "X4": 0.28634, "Y4": 0.4168, "page": 0, "Index": 43}, {"Word": "Ampersand", "Confidence": 0.994, "X1": 0.34884, "Y1": 0.4012, "X2": 0.44186, "Y2": 0.401, "X3": 0.44186, "Y3": 0.4168, "X4": 0.34884, "Y4": 0.4168, "page": 0, "Index": 44}, {"Word": "Campaign", "Confidence": 0.994, "X1": 0.44622, "Y1": 0.4002, "X2": 0.53198, "Y2": 0.4, "X3": 0.53198, "Y3": 0.4158, "X4": 0.44622, "Y4": 0.4168, "page": 0, "Index": 45}, {"Word": "launch", "Confidence": 0.991, "X1": 0.53634, "Y1": 0.3992, "X2": 0.59012, "Y2": 0.399, "X3": 0.59157, "Y3": 0.4158, "X4": 0.53634, "Y4": 0.4158, "page": 0, "Index": 46}, {"Word": "dates", "Confidence": 0.997, "X1": 0.59593, "Y1": 0.3982, "X2": 0.6439, "Y2": 0.398, "X3": 0.64535, "Y3": 0.4158, "X4": 0.59593, "Y4": 0.4158, "page": 0, "Index": 47}, {"Word": "4.", "Confidence": 0.997, "X1": 0.1439, "Y1": 0.4482, "X2": 0.1657, "Y2": 0.448, "X3": 0.1657, "Y3": 0.4618, "X4": 0.1439, "Y4": 0.4618, "page": 0, "Index": 48}, {"Word": "Bond", "Confidence": 0.988, "X1": 0.17151, "Y1": 0.4472, "X2": 0.22093, "Y2": 0.447, "X3": 0.22093, "Y3": 0.4598, "X4": 0.17151, "Y4": 0.4618, "page": 0, "Index": 49}, {"Word": "Strategic", "Confidence": 0.994, "X1": 0.20349, "Y1": 0.4622, "X2": 0.27907, "Y2": 0.462, "X3": 0.27762, "Y3": 0.4768, "X4": 0.20349, "Y4": 0.4768, "page": 0, "Index": 50}, {"Word": "approach", "Confidence": 0.996, "X1": 0.28343, "Y1": 0.4622, "X2": 0.36192, "Y2": 0.462, "X3": 0.36047, "Y3": 0.4758, "X4": 0.28198, "Y4": 0.4768, "page": 0, "Index": 51}, {"Word": "..", "Confidence": 0.777, "X1": 0.18314, "Y1": 0.4862, "X2": 0.18459, "Y2": 0.486, "X3": 0.17442, "Y3": 0.4868, "X4": 0.17442, "Y4": 0.4668, "page": 0, "Index": 52}, {"Word": "Key", "Confidence": 0.997, "X1": 0.20494, "Y1": 0.4782, "X2": 0.23547, "Y2": 0.478, "X3": 0.23547, "Y3": 0.4918, "X4": 0.20494, "Y4": 0.4928, "page": 0, "Index": 53}, {"Word": "market", "Confidence": 0.997, "X1": 0.23983, "Y1": 0.4772, "X2": 0.29797, "Y2": 0.477, "X3": 0.29797, "Y3": 0.4918, "X4": 0.23983, "Y4": 0.4918, "page": 0, "Index": 54}, {"Word": "implementation", "Confidence": 0.993, "X1": 0.30233, "Y1": 0.4762, "X2": 0.42733, "Y2": 0.476, "X3": 0.42733, "Y3": 0.4908, "X4": 0.30233, "Y4": 0.4918, "page": 0, "Index": 55}, {"Word": "plans", "Confidence": 0.996, "X1": 0.43169, "Y1": 0.4772, "X2": 0.4811, "Y2": 0.477, "X3": 0.4811, "Y3": 0.4908, "X4": 0.43023, "Y4": 0.4908, "page": 0, "Index": 56}, {"Word": "5.", "Confidence": 0.995, "X1": 0.14244, "Y1": 0.5072, "X2": 0.1657, "Y2": 0.507, "X3": 0.16715, "Y3": 0.5218, "X4": 0.1439, "Y4": 0.5218, "page": 0, "Index": 57}, {"Word": "Major", "Confidence": 0.828, "X1": 0.17151, "Y1": 0.5062, "X2": 0.22238, "Y2": 0.506, "X3": 0.22238, "Y3": 0.5218, "X4": 0.17151, "Y4": 0.5218, "page": 0, "Index": 58}, {"Word": "Market", "Confidence": 0.995, "X1": 0.22674, "Y1": 0.5062, "X2": 0.28924, "Y2": 0.506, "X3": 0.28924, "Y3": 0.5218, "X4": 0.2282, "Y4": 0.5218, "page": 0, "Index": 59}, {"Word": "Ampersand", "Confidence": 0.994, "X1": 0.2936, "Y1": 0.5052, "X2": 0.39535, "Y2": 0.505, "X3": 0.39535, "Y3": 0.5218, "X4": 0.29506, "Y4": 0.5218, "page": 0, "Index": 60}, {"Word": "Launches", "Confidence": 0.995, "X1": 0.39971, "Y1": 0.5042, "X2": 0.48401, "Y2": 0.504, "X3": 0.48401, "Y3": 0.5208, "X4": 0.39971, "Y4": 0.5218, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.48983, "Y1": 0.5042, "X2": 0.52471, "Y2": 0.504, "X3": 0.52471, "Y3": 0.5208, "X4": 0.48983, "Y4": 0.5208, "page": 0, "Index": 62}, {"Word": "Golden", "Confidence": 0.955, "X1": 0.52907, "Y1": 0.5032, "X2": 0.59302, "Y2": 0.503, "X3": 0.59302, "Y3": 0.5208, "X4": 0.52907, "Y4": 0.5208, "page": 0, "Index": 63}, {"Word": "Tones", "Confidence": 0.997, "X1": 0.59738, "Y1": 0.5032, "X2": 0.65116, "Y2": 0.503, "X3": 0.65116, "Y3": 0.5198, "X4": 0.59738, "Y4": 0.5208, "page": 0, "Index": 64}, {"Word": "Update", "Confidence": 0.995, "X1": 0.65552, "Y1": 0.5032, "X2": 0.71948, "Y2": 0.503, "X3": 0.71948, "Y3": 0.5198, "X4": 0.65552, "Y4": 0.5198, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.986, "X1": 0.72384, "Y1": 0.5032, "X2": 0.7311, "Y2": 0.503, "X3": 0.72965, "Y3": 0.5198, "X4": 0.72384, "Y4": 0.5198, "page": 0, "Index": 66}, {"Word": "Nigeria", "Confidence": 0.991, "X1": 0.73547, "Y1": 0.5022, "X2": 0.80378, "Y2": 0.502, "X3": 0.80378, "Y3": 0.5198, "X4": 0.73547, "Y4": 0.5198, "page": 0, "Index": 67}, {"Word": "India", "Confidence": 0.955, "X1": 0.20494, "Y1": 0.5232, "X2": 0.24709, "Y2": 0.523, "X3": 0.24709, "Y3": 0.5348, "X4": 0.20494, "Y4": 0.5348, "page": 0, "Index": 68}, {"Word": "..", "Confidence": 0.754, "X1": 0.18459, "Y1": 0.5462, "X2": 0.18314, "Y2": 0.546, "X3": 0.17442, "Y3": 0.5458, "X4": 0.17587, "Y4": 0.5268, "page": 0, "Index": 69}, {"Word": "South", "Confidence": 0.992, "X1": 0.2064, "Y1": 0.5382, "X2": 0.25436, "Y2": 0.538, "X3": 0.25436, "Y3": 0.5518, "X4": 0.2064, "Y4": 0.5518, "page": 0, "Index": 70}, {"Word": "Africa", "Confidence": 0.994, "X1": 0.25872, "Y1": 0.5382, "X2": 0.30814, "Y2": 0.538, "X3": 0.30669, "Y3": 0.5508, "X4": 0.25872, "Y4": 0.5518, "page": 0, "Index": 71}, {"Word": "Australia", "Confidence": 0.992, "X1": 0.2064, "Y1": 0.5542, "X2": 0.28052, "Y2": 0.554, "X3": 0.27907, "Y3": 0.5678, "X4": 0.2064, "Y4": 0.5678, "page": 0, "Index": 72}, {"Word": "Nigeria", "Confidence": 0.996, "X1": 0.2064, "Y1": 0.5692, "X2": 0.26744, "Y2": 0.569, "X3": 0.26744, "Y3": 0.5818, "X4": 0.2064, "Y4": 0.5828, "page": 0, "Index": 73}, {"Word": "Golden", "Confidence": 0.912, "X1": 0.26744, "Y1": 0.5832, "X2": 0.32849, "Y2": 0.583, "X3": 0.32849, "Y3": 0.5968, "X4": 0.26744, "Y4": 0.5958, "page": 0, "Index": 74}, {"Word": "Tones", "Confidence": 0.993, "X1": 0.3314, "Y1": 0.5832, "X2": 0.38517, "Y2": 0.583, "X3": 0.38517, "Y3": 0.5958, "X4": 0.3314, "Y4": 0.5968, "page": 0, "Index": 75}, {"Word": "Grab", "Confidence": 0.991, "X1": 0.2689, "Y1": 0.5972, "X2": 0.30814, "Y2": 0.597, "X3": 0.30814, "Y3": 0.6108, "X4": 0.27035, "Y4": 0.6108, "page": 0, "Index": 76}, {"Word": "The", "Confidence": 0.998, "X1": 0.31395, "Y1": 0.5972, "X2": 0.34593, "Y2": 0.597, "X3": 0.34593, "Y3": 0.6108, "X4": 0.31395, "Y4": 0.6108, "page": 0, "Index": 77}, {"Word": "Mike", "Confidence": 0.991, "X1": 0.34884, "Y1": 0.5962, "X2": 0.38953, "Y2": 0.596, "X3": 0.38953, "Y3": 0.6108, "X4": 0.34884, "Y4": 0.6108, "page": 0, "Index": 78}, {"Word": "Update", "Confidence": 0.996, "X1": 0.3939, "Y1": 0.5962, "X2": 0.4564, "Y2": 0.596, "X3": 0.4564, "Y3": 0.6098, "X4": 0.3939, "Y4": 0.6108, "page": 0, "Index": 79}, {"Word": "Ampersand", "Confidence": 0.994, "X1": 0.26744, "Y1": 0.6122, "X2": 0.36047, "Y2": 0.612, "X3": 0.36047, "Y3": 0.6268, "X4": 0.26599, "Y4": 0.6278, "page": 0, "Index": 80}, {"Word": "Launch", "Confidence": 0.997, "X1": 0.36483, "Y1": 0.6112, "X2": 0.42587, "Y2": 0.611, "X3": 0.42587, "Y3": 0.6268, "X4": 0.36483, "Y4": 0.6268, "page": 0, "Index": 81}, {"Word": "Options", "Confidence": 0.638, "X1": 0.43023, "Y1": 0.6112, "X2": 0.5, "Y2": 0.611, "X3": 0.5, "Y3": 0.6258, "X4": 0.43023, "Y4": 0.6258, "page": 0, "Index": 82}, {"Word": "Malaysia", "Confidence": 0.996, "X1": 0.20494, "Y1": 0.6282, "X2": 0.28343, "Y2": 0.628, "X3": 0.28343, "Y3": 0.6428, "X4": 0.20349, "Y4": 0.6428, "page": 0, "Index": 83}, {"Word": "6.", "Confidence": 0.994, "X1": 0.1468, "Y1": 0.6592, "X2": 0.1686, "Y2": 0.659, "X3": 0.1686, "Y3": 0.6728, "X4": 0.1468, "Y4": 0.6718, "page": 0, "Index": 84}, {"Word": "A.O.B.", "Confidence": 0.993, "X1": 0.17733, "Y1": 0.6572, "X2": 0.23692, "Y2": 0.657, "X3": 0.23692, "Y3": 0.6718, "X4": 0.17587, "Y4": 0.6728, "page": 0, "Index": 85}, {"Word": "Next", "Confidence": 0.793, "X1": 0.20494, "Y1": 0.6732, "X2": 0.24419, "Y2": 0.673, "X3": 0.24419, "Y3": 0.6878, "X4": 0.20494, "Y4": 0.6888, "page": 0, "Index": 86}, {"Word": "phase", "Confidence": 0.997, "X1": 0.24855, "Y1": 0.6732, "X2": 0.30233, "Y2": 0.673, "X3": 0.30087, "Y3": 0.6868, "X4": 0.24855, "Y4": 0.6878, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.998, "X1": 0.30669, "Y1": 0.6722, "X2": 0.32122, "Y2": 0.672, "X3": 0.32122, "Y3": 0.6868, "X4": 0.30523, "Y4": 0.6868, "page": 0, "Index": 88}, {"Word": "sponsorship", "Confidence": 0.993, "X1": 0.32558, "Y1": 0.6712, "X2": 0.42587, "Y2": 0.671, "X3": 0.42442, "Y3": 0.6858, "X4": 0.32558, "Y4": 0.6868, "page": 0, "Index": 89}, {"Word": "activities", "Confidence": 0.993, "X1": 0.43023, "Y1": 0.6712, "X2": 0.50581, "Y2": 0.671, "X3": 0.50581, "Y3": 0.6858, "X4": 0.42878, "Y4": 0.6858, "page": 0, "Index": 90}, {"Word": "All", "Confidence": 0.97, "X1": 0.20785, "Y1": 0.6892, "X2": 0.22674, "Y2": 0.689, "X3": 0.2282, "Y3": 0.7028, "X4": 0.2093, "Y4": 0.7028, "page": 0, "Index": 91}, {"Word": "natural", "Confidence": 0.994, "X1": 0.2311, "Y1": 0.6892, "X2": 0.2907, "Y2": 0.689, "X3": 0.2907, "Y3": 0.7028, "X4": 0.2311, "Y4": 0.7028, "page": 0, "Index": 92}, {"Word": "concept", "Confidence": 0.996, "X1": 0.29506, "Y1": 0.6882, "X2": 0.36047, "Y2": 0.688, "X3": 0.36047, "Y3": 0.7028, "X4": 0.29506, "Y4": 0.7028, "page": 0, "Index": 93}, {"Word": "initiatives", "Confidence": 0.991, "X1": 0.36483, "Y1": 0.6882, "X2": 0.44186, "Y2": 0.688, "X3": 0.44186, "Y3": 0.7018, "X4": 0.36483, "Y4": 0.7028, "page": 0, "Index": 94}, {"Word": "marque", "Confidence": 0.991, "X1": 0.26308, "Y1": 0.7042, "X2": 0.32849, "Y2": 0.704, "X3": 0.32849, "Y3": 0.7178, "X4": 0.26308, "Y4": 0.7188, "page": 0, "Index": 95}, {"Word": "BTL", "Confidence": 0.993, "X1": 0.20785, "Y1": 0.7042, "X2": 0.24128, "Y2": 0.704, "X3": 0.24128, "Y3": 0.7188, "X4": 0.20785, "Y4": 0.7188, "page": 0, "Index": 96}, {"Word": "&", "Confidence": 0.982, "X1": 0.24564, "Y1": 0.7042, "X2": 0.25872, "Y2": 0.704, "X3": 0.25872, "Y3": 0.7188, "X4": 0.24564, "Y4": 0.7188, "page": 0, "Index": 97}, {"Word": "applications", "Confidence": 0.991, "X1": 0.33285, "Y1": 0.7032, "X2": 0.43314, "Y2": 0.703, "X3": 0.43459, "Y3": 0.7188, "X4": 0.33285, "Y4": 0.7178, "page": 0, "Index": 98}, {"Word": "Horeca", "Confidence": 0.997, "X1": 0.2093, "Y1": 0.7212, "X2": 0.27035, "Y2": 0.721, "X3": 0.2689, "Y3": 0.7338, "X4": 0.20785, "Y4": 0.7338, "page": 0, "Index": 99}, {"Word": "Central", "Confidence": 0.994, "X1": 0.20785, "Y1": 0.7352, "X2": 0.2689, "Y2": 0.735, "X3": 0.2689, "Y3": 0.7498, "X4": 0.2093, "Y4": 0.7508, "page": 0, "Index": 100}, {"Word": "marketing", "Confidence": 0.994, "X1": 0.2718, "Y1": 0.7352, "X2": 0.35465, "Y2": 0.735, "X3": 0.3561, "Y3": 0.7488, "X4": 0.27326, "Y4": 0.7498, "page": 0, "Index": 101}, {"Word": "video", "Confidence": 0.997, "X1": 0.35901, "Y1": 0.7352, "X2": 0.40698, "Y2": 0.735, "X3": 0.40698, "Y3": 0.7498, "X4": 0.36047, "Y4": 0.7488, "page": 0, "Index": 102}, {"Word": "321383342", "Confidence": 0.99, "X1": 0.82267, "Y1": 0.9782, "X2": 0.94913, "Y2": 0.978, "X3": 0.94767, "Y3": 0.9938, "X4": 0.82122, "Y4": 0.9928, "page": 0, "Index": 103}]}
|
"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"
|
ffml0140
| 2 |
{"lines_data": [{"Word": "7761512", "Confidence": 0.69, "X1": 0.784, "Y1": 0.0562, "X2": 0.55867, "Y2": 0.056, "X3": 0.55867, "Y3": 0.0278, "X4": 0.784, "Y4": 0.0278, "page": 0}, {"Word": "3 9", "Confidence": 0.8595, "X1": 0.54667, "Y1": 0.0472, "X2": 0.488, "Y2": 0.047, "X3": 0.488, "Y3": 0.0298, "X4": 0.54667, "Y4": 0.0288, "page": 0}, {"Word": "OF THE C-CCUNIS. \" \". \"LL", "Confidence": 0.3685, "X1": 0.992, "Y1": 0.0462, "X2": 0.79333, "Y2": 0.046, "X3": 0.79333, "Y3": 0.0348, "X4": 0.992, "Y4": 0.0348, "page": 0}, {"Word": "IS NOTICE. 11 1-4. 1. 14", "Confidence": 0.5155, "X1": 0.996, "Y1": 0.0562, "X2": 0.79333, "Y2": 0.056, "X3": 0.79333, "Y3": 0.0438, "X4": 0.996, "Y4": 0.0438, "page": 0}, {"Word": "IF THE FILM INAGE 1. \"F. , CLEAR", "Confidence": 0.38087, "X1": 0.996, "Y1": 0.0662, "X2": 0.77867, "Y2": 0.066, "X3": 0.77867, "Y3": 0.0528, "X4": 0.996, "Y4": 0.0538, "page": 0}, {"Word": "-", "Confidence": 0.947, "X1": 0.68, "Y1": 0.1262, "X2": 0.66267, "Y2": 0.126, "X3": 0.66267, "Y3": 0.1188, "X4": 0.68133, "Y4": 0.1188, "page": 0}, {"Word": "12 \"yes\" to this question, ask Question 12. If \"no\" skip to 0. 13.", "Confidence": 0.67414, "X1": 0.82667, "Y1": 0.2012, "X2": 0.46133, "Y2": 0.201, "X3": 0.46133, "Y3": 0.1878, "X4": 0.82667, "Y4": 0.1878, "page": 0}, {"Word": "Question 11:", "Confidence": 0.762, "X1": 0.82667, "Y1": 0.2122, "X2": 0.75467, "Y2": 0.212, "X3": 0.75467, "Y3": 0.1988, "X4": 0.82667, "Y4": 0.1988, "page": 0}, {"Word": "and a \"year\" or \"he\" for each of the $ brando that will be read by you", "Confidence": 0.735, "X1": 0.828, "Y1": 0.2292, "X2": 0.44133, "Y2": 0.229, "X3": 0.44133, "Y3": 0.2158, "X4": 0.828, "Y4": 0.2148, "page": 0}, {"Word": "Question 10:", "Confidence": 0.465, "X1": 0.828, "Y1": 0.2402, "X2": 0.75067, "Y2": 0.24, "X3": 0.75067, "Y3": 0.2278, "X4": 0.828, "Y4": 0.2268, "page": 0}, {"Word": "Asked of all respondents. Here you are to check \"yes\" or \"he\" for each of the 5 brands", "Confidence": 0.81828, "X1": 0.82667, "Y1": 0.2662, "X2": 0.36133, "Y2": 0.266, "X3": 0.36133, "Y3": 0.2538, "X4": 0.82667, "Y4": 0.2498, "page": 0}, {"Word": "Qestion 9:", "Confidence": 0.391, "X1": 0.828, "Y1": 0.2752, "X2": 0.76533, "Y2": 0.275, "X3": 0.76533, "Y3": 0.2628, "X4": 0.828, "Y4": 0.2628, "page": 0}, {"Word": "couplets sane.", "Confidence": 0.3435, "X1": 0.82667, "Y1": 0.2912, "X2": 0.73867, "Y2": 0.291, "X3": 0.73867, "Y3": 0.2788, "X4": 0.82667, "Y4": 0.2788, "page": 0}, {"Word": "This question should be handled in the Same manner as explained in Q. 7. Probe for the", "Confidence": 0.72388, "X1": 0.82933, "Y1": 0.3012, "X2": 0.36133, "Y2": 0.301, "X3": 0.36133, "Y3": 0.2888, "X4": 0.828, "Y4": 0.2868, "page": 0}, {"Word": "it cannot be ARCTIC LIGTIS.", "Confidence": 0.5912, "X1": 0.82933, "Y1": 0.3122, "X2": 0.67333, "Y2": 0.312, "X3": 0.67333, "Y3": 0.3008, "X4": 0.82933, "Y4": 0.2968, "page": 0}, {"Word": "Here we are looking for the brand of cigarette that is respondent's regular brand and", "Confidence": 0.80607, "X1": 0.832, "Y1": 0.3202, "X2": 0.37067, "Y2": 0.32, "X3": 0.37067, "Y3": 0.3088, "X4": 0.832, "Y4": 0.3078, "page": 0}, {"Word": "Net to be answered by any respondent answering question 7.", "Confidence": 0.6614, "X1": 0.83067, "Y1": 0.3322, "X2": 0.512, "Y2": 0.332, "X3": 0.512, "Y3": 0.3198, "X4": 0.83067, "Y4": 0.3188, "page": 0}, {"Word": "... Tegular size, king size, 100's or 120 millimeter size.", "Confidence": 0.7623, "X1": 0.82, "Y1": 0.3612, "X2": 0.50133, "Y2": 0.361, "X3": 0.50133, "Y3": 0.3478, "X4": 0.82, "Y4": 0.3468, "page": 0}, {"Word": "... menthol or non -- athel", "Confidence": 0.68717, "X1": 0.82, "Y1": 0.3702, "X2": 0.67733, "Y2": 0.37, "X3": 0.67733, "Y3": 0.3608, "X4": 0.82, "Y4": 0.3598, "page": 0}, {"Word": ".sa filter or non-fliter", "Confidence": 0.567, "X1": 0.82, "Y1": 0.3832, "X2": 0.684, "Y2": 0.383, "X3": 0.684, "Y3": 0.3738, "X4": 0.82, "Y4": 0.3728, "page": 0}, {"Word": "before smoking ARCTIC Lions. Thus, you must obtain whether it is!", "Confidence": 0.45936, "X1": 0.832, "Y1": 0.3972, "X2": 0.464, "Y2": 0.397, "X3": 0.464, "Y3": 0.3858, "X4": 0.832, "Y4": 0.3848, "page": 0}, {"Word": "Check each of the appropriate categorits about the kind of cigarettes sucked most often", "Confidence": 0.71964, "X1": 0.83067, "Y1": 0.4052, "X2": 0.364, "Y2": 0.405, "X3": 0.36267, "Y3": 0.3928, "X4": 0.83067, "Y4": 0.3898, "page": 0}, {"Word": "version. Don't forget that if MOOL 19 mentioned to add the version of Super lights.", "Confidence": 0.64407, "X1": 0.832, "Y1": 0.4312, "X2": 0.38133, "Y2": 0.431, "X3": 0.38133, "Y3": 0.4208, "X4": 0.832, "Y4": 0.4198, "page": 0}, {"Word": "y wed to secke most often.", "Confidence": 0.75967, "X1": 0.516, "Y1": 0.4492, "X2": 0.37333, "Y2": 0.449, "X3": 0.37333, "Y3": 0.4368, "X4": 0.516, "Y4": 0.4368, "page": 0}, {"Word": "the full brand mane of the cigarette they tulos to", "Confidence": 0.511, "X1": 0.72533, "Y1": 0.4452, "X2": 0.46667, "Y2": 0.445, "X3": 0.46667, "Y3": 0.4338, "X4": 0.72533, "Y4": 0.4328, "page": 0}, {"Word": "Make sure that you cbrain whether it was the light er mild version of the regular", "Confidence": 0.55806, "X1": 0.832, "Y1": 0.4392, "X2": 0.396, "Y2": 0.439, "X3": 0.396, "Y3": 0.4298, "X4": 0.832, "Y4": 0.4288, "page": 0}, {"Word": "Asked only of respondents who mentioned, They have become regular brand\". Make sure", "Confidence": 0.77477, "X1": 0.83333, "Y1": 0.4562, "X2": 0.37467, "Y2": 0.456, "X3": 0.37467, "Y3": 0.4448, "X4": 0.83333, "Y4": 0.4438, "page": 0}, {"Word": "gestion 28", "Confidence": 0.1495, "X1": 0.832, "Y1": 0.4662, "X2": 0.76133, "Y2": 0.466, "X3": 0.76133, "Y3": 0.4548, "X4": 0.83067, "Y4": 0.4548, "page": 0}, {"Word": "Skip to Q. 8a regardless of whether \"yes\" or \"no\" answer to Q. 6.", "Confidence": 0.58164, "X1": 0.832, "Y1": 0.4832, "X2": 0.48, "Y2": 0.483, "X3": 0.48, "Y3": 0.4718, "X4": 0.832, "Y4": 0.4718, "page": 0}, {"Word": "Asked only of respondents who answered, \"It's unlikely they adil became regular brand\".", "Confidence": 0.63854, "X1": 0.82933, "Y1": 0.4932, "X2": 0.364, "Y2": 0.493, "X3": 0.364, "Y3": 0.4808, "X4": 0.82933, "Y4": 0.4788, "page": 0}, {"Word": "Castion 6:", "Confidence": 0.305, "X1": 0.832, "Y1": 0.5022, "X2": 0.76933, "Y2": 0.502, "X3": 0.76933, "Y3": 0.4918, "X4": 0.832, "Y4": 0.4918, "page": 0}, {"Word": "Read the 3 choices and check one of them.", "Confidence": 0.73256, "X1": 0.83067, "Y1": 0.5202, "X2": 0.61067, "Y2": 0.52, "X3": 0.61067, "Y3": 0.5068, "X4": 0.83067, "Y4": 0.5068, "page": 0}, {"Word": "Question 5:", "Confidence": 0.1865, "X1": 0.832, "Y1": 0.5312, "X2": 0.77067, "Y2": 0.531, "X3": 0.77067, "Y3": 0.5188, "X4": 0.832, "Y4": 0.5188, "page": 0}, {"Word": "priate.", "Confidence": 0.775, "X1": 0.83067, "Y1": 0.5452, "X2": 0.79067, "Y2": 0.545, "X3": 0.79067, "Y3": 0.5358, "X4": 0.83067, "Y4": 0.5348, "page": 0}, {"Word": "Hare we want you to read all the choices listed and to check the one box must appro-", "Confidence": 0.70089, "X1": 0.832, "Y1": 0.5562, "X2": 0.38267, "Y2": 0.556, "X3": 0.38267, "Y3": 0.5448, "X4": 0.832, "Y4": 0.5428, "page": 0}, {"Word": "gestion 4:", "Confidence": 0.6915, "X1": 0.83467, "Y1": 0.5662, "X2": 0.764, "Y2": 0.566, "X3": 0.764, "Y3": 0.5548, "X4": 0.83467, "Y4": 0.5548, "page": 0}, {"Word": "NIC.", "Confidence": 0.287, "X1": 0.72933, "Y1": 0.5822, "X2": 0.69867, "Y2": 0.582, "X3": 0.69867, "Y3": 0.5708, "X4": 0.72933, "Y4": 0.5718, "page": 0}, {"Word": "ANKIT 3 WEEKS AGO . MORE THAN 2 WEEKS 70 3 WEEKS AGO", "Confidence": 0.42908, "X1": 0.82267, "Y1": 0.5962, "X2": 0.53867, "Y2": 0.596, "X3": 0.53867, "Y3": 0.5838, "X4": 0.82267, "Y4": 0.5828, "page": 0}, {"Word": "ABOUT 2 WEEKS AGO - HORE THAN 1 MEEK TO 2 KDEKS AGO", "Confidence": 0.56508, "X1": 0.82267, "Y1": 0.6082, "X2": 0.54267, "Y2": 0.608, "X3": 0.54267, "Y3": 0.5968, "X4": 0.82267, "Y4": 0.5948, "page": 0}, {"Word": "WITHIN PAST WEEK . 1 WEEK OR LESS", "Confidence": 0.696, "X1": 0.82533, "Y1": 0.6202, "X2": 0.64267, "Y2": 0.62, "X3": 0.64267, "Y3": 0.6088, "X4": 0.824, "Y4": 0.6078, "page": 0}, {"Word": "specifically Itated, you should regard the choices as followed:", "Confidence": 0.68089, "X1": 0.83333, "Y1": 0.6322, "X2": 0.49333, "Y2": 0.632, "X3": 0.49333, "Y3": 0.6218, "X4": 0.83333, "Y4": 0.6198, "page": 0}, {"Word": "Do not read the list of choices. If a respondent mentiens a tine that is not", "Confidence": 0.74144, "X1": 0.83333, "Y1": 0.6402, "X2": 0.41867, "Y2": 0.64, "X3": 0.41867, "Y3": 0.6308, "X4": 0.83333, "Y4": 0.6278, "page": 0}, {"Word": "Question 2:", "Confidence": 0.358, "X1": 0.836, "Y1": 0.6502, "X2": 0.77067, "Y2": 0.65, "X3": 0.77067, "Y3": 0.6388, "X4": 0.836, "Y4": 0.6388, "page": 0}, {"Word": "IF ARCTIC LIGHTS WAS MONITONED, CONTINUE WITH Q. S.", "Confidence": 0.53933, "X1": 0.83333, "Y1": 0.6692, "X2": 0.55467, "Y2": 0.669, "X3": 0.55467, "Y3": 0.6568, "X4": 0.83333, "Y4": 0.6558, "page": 0}, {"Word": "IF ARCTIC LIGHTS WAS NOT MENTIONED IN Q. 7. SKIP TO Q. B.", "Confidence": 0.66915, "X1": 0.83467, "Y1": 0.6812, "X2": 0.51867, "Y2": 0.681, "X3": 0.51867, "Y3": 0.6688, "X4": 0.83467, "Y4": 0.6668, "page": 0}, {"Word": "For each brand checked or written in for Q. Za, determine the manter of packs sacked.", "Confidence": 0.68112, "X1": 0.836, "Y1": 0.6942, "X2": 0.37733, "Y2": 0.694, "X3": 0.37733, "Y3": 0.6798, "X4": 0.836, "Y4": 0.6788, "page": 0}, {"Word": "Other (Specify).", "Confidence": 0.4065, "X1": 0.83333, "Y1": 0.7182, "X2": 0.73333, "Y2": 0.718, "X3": 0.73333, "Y3": 0.7068, "X4": 0.83333, "Y4": 0.7078, "page": 0}, {"Word": "an those listed, write it in in the space provided under", "Confidence": 0.68482, "X1": 0.692, "Y1": 0.7282, "X2": 0.38933, "Y2": 0.728, "X3": 0.38933, "Y3": 0.7158, "X4": 0.692, "Y4": 0.7148, "page": 0}, {"Word": "mations brand(a) other than", "Confidence": 0.431, "X1": 0.83333, "Y1": 0.7252, "X2": 0.68, "Y2": 0.725, "X3": 0.68, "Y3": 0.7118, "X4": 0.83467, "Y4": 0.7138, "page": 0}, {"Word": "dent mentions any of the five brands listed, check the appropriate box. If a person", "Confidence": 0.7244, "X1": 0.836, "Y1": 0.7382, "X2": 0.38, "Y2": 0.738, "X3": 0.38, "Y3": 0.7258, "X4": 0.836, "Y4": 0.7218, "page": 0}, {"Word": "Record all the brands sooked for one or more packs in the past 2 weeks. If a rumpen-", "Confidence": 0.59911, "X1": 0.836, "Y1": 0.7452, "X2": 0.38, "Y2": 0.745, "X3": 0.38, "Y3": 0.7328, "X4": 0.836, "Y4": 0.7308, "page": 0}, {"Word": "154- 2-18- 87", "Confidence": 0.10067, "X1": 0.51333, "Y1": 0.7832, "X2": 0.45333, "Y2": 0.783, "X3": 0.45333, "Y3": 0.7668, "X4": 0.51467, "Y4": 0.7658, "page": 0}], "words_data": [{"Word": "9", "Confidence": 0.723, "X1": 0.51067, "Y1": 0.0492, "X2": 0.49467, "Y2": 0.049, "X3": 0.49467, "Y3": 0.0288, "X4": 0.51067, "Y4": 0.0288, "page": 0, "Index": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.544, "Y1": 0.0502, "X2": 0.528, "Y2": 0.05, "X3": 0.528, "Y3": 0.0288, "X4": 0.544, "Y4": 0.0288, "page": 0, "Index": 1}, {"Word": "7761512", "Confidence": 0.69, "X1": 0.77467, "Y1": 0.0532, "X2": 0.56, "Y2": 0.053, "X3": 0.56, "Y3": 0.0288, "X4": 0.77733, "Y4": 0.0278, "page": 0, "Index": 2}, {"Word": "\"LL", "Confidence": 0.028, "X1": 0.83467, "Y1": 0.0462, "X2": 0.80267, "Y2": 0.046, "X3": 0.80267, "Y3": 0.0348, "X4": 0.836, "Y4": 0.0348, "page": 0, "Index": 3}, {"Word": "\".", "Confidence": 0.118, "X1": 0.86, "Y1": 0.0462, "X2": 0.84267, "Y2": 0.046, "X3": 0.84267, "Y3": 0.0348, "X4": 0.86133, "Y4": 0.0348, "page": 0, "Index": 4}, {"Word": "\"", "Confidence": 0.003, "X1": 0.87467, "Y1": 0.0462, "X2": 0.86667, "Y2": 0.046, "X3": 0.86667, "Y3": 0.0348, "X4": 0.87467, "Y4": 0.0348, "page": 0, "Index": 5}, {"Word": "C-CCUNIS.", "Confidence": 0.096, "X1": 0.94267, "Y1": 0.0462, "X2": 0.88133, "Y2": 0.046, "X3": 0.88267, "Y3": 0.0348, "X4": 0.94267, "Y4": 0.0348, "page": 0, "Index": 6}, {"Word": "THE", "Confidence": 0.969, "X1": 0.96933, "Y1": 0.0462, "X2": 0.94667, "Y2": 0.046, "X3": 0.94667, "Y3": 0.0348, "X4": 0.97067, "Y4": 0.0348, "page": 0, "Index": 7}, {"Word": "OF", "Confidence": 0.997, "X1": 0.992, "Y1": 0.0472, "X2": 0.97467, "Y2": 0.047, "X3": 0.97467, "Y3": 0.0348, "X4": 0.992, "Y4": 0.0348, "page": 0, "Index": 8}, {"Word": "14", "Confidence": 0.7, "X1": 0.82133, "Y1": 0.0572, "X2": 0.80533, "Y2": 0.057, "X3": 0.80667, "Y3": 0.0448, "X4": 0.82133, "Y4": 0.0448, "page": 0, "Index": 9}, {"Word": "1.", "Confidence": 0.015, "X1": 0.84267, "Y1": 0.0572, "X2": 0.82667, "Y2": 0.057, "X3": 0.828, "Y3": 0.0448, "X4": 0.84267, "Y4": 0.0448, "page": 0, "Index": 10}, {"Word": "1-4.", "Confidence": 0.296, "X1": 0.892, "Y1": 0.0572, "X2": 0.848, "Y2": 0.057, "X3": 0.84933, "Y3": 0.0448, "X4": 0.892, "Y4": 0.0448, "page": 0, "Index": 11}, {"Word": "11", "Confidence": 0.826, "X1": 0.91467, "Y1": 0.0572, "X2": 0.896, "Y2": 0.057, "X3": 0.896, "Y3": 0.0448, "X4": 0.91333, "Y4": 0.0448, "page": 0, "Index": 12}, {"Word": "NOTICE.", "Confidence": 0.324, "X1": 0.97867, "Y1": 0.0572, "X2": 0.92533, "Y2": 0.057, "X3": 0.924, "Y3": 0.0448, "X4": 0.97733, "Y4": 0.0458, "page": 0, "Index": 13}, {"Word": "IS", "Confidence": 0.932, "X1": 0.996, "Y1": 0.0562, "X2": 0.98267, "Y2": 0.056, "X3": 0.98267, "Y3": 0.0458, "X4": 0.996, "Y4": 0.0468, "page": 0, "Index": 14}, {"Word": "CLEAR", "Confidence": 0.272, "X1": 0.81467, "Y1": 0.0672, "X2": 0.78, "Y2": 0.067, "X3": 0.78133, "Y3": 0.0558, "X4": 0.816, "Y4": 0.0548, "page": 0, "Index": 15}, {"Word": ",", "Confidence": 0.003, "X1": 0.828, "Y1": 0.0672, "X2": 0.81867, "Y2": 0.067, "X3": 0.82, "Y3": 0.0538, "X4": 0.82933, "Y4": 0.0538, "page": 0, "Index": 16}, {"Word": "\"F.", "Confidence": 0.02, "X1": 0.84933, "Y1": 0.0672, "X2": 0.832, "Y2": 0.067, "X3": 0.832, "Y3": 0.0538, "X4": 0.85067, "Y4": 0.0538, "page": 0, "Index": 17}, {"Word": "1.", "Confidence": 0.053, "X1": 0.86933, "Y1": 0.0672, "X2": 0.85333, "Y2": 0.067, "X3": 0.85333, "Y3": 0.0538, "X4": 0.86933, "Y4": 0.0538, "page": 0, "Index": 18}, {"Word": "INAGE", "Confidence": 0.615, "X1": 0.91333, "Y1": 0.0672, "X2": 0.87467, "Y2": 0.067, "X3": 0.87467, "Y3": 0.0538, "X4": 0.91467, "Y4": 0.0538, "page": 0, "Index": 19}, {"Word": "FILM", "Confidence": 0.347, "X1": 0.94933, "Y1": 0.0672, "X2": 0.91733, "Y2": 0.067, "X3": 0.91733, "Y3": 0.0538, "X4": 0.94933, "Y4": 0.0548, "page": 0, "Index": 20}, {"Word": "THE", "Confidence": 0.955, "X1": 0.976, "Y1": 0.0672, "X2": 0.952, "Y2": 0.067, "X3": 0.95333, "Y3": 0.0548, "X4": 0.97733, "Y4": 0.0558, "page": 0, "Index": 21}, {"Word": "IF", "Confidence": 0.782, "X1": 0.996, "Y1": 0.0672, "X2": 0.98133, "Y2": 0.067, "X3": 0.98133, "Y3": 0.0558, "X4": 0.996, "Y4": 0.0568, "page": 0, "Index": 22}, {"Word": "-", "Confidence": 0.947, "X1": 0.68133, "Y1": 0.1262, "X2": 0.676, "Y2": 0.126, "X3": 0.676, "Y3": 0.1188, "X4": 0.68133, "Y4": 0.1188, "page": 0, "Index": 23}, {"Word": "13.", "Confidence": 0.603, "X1": 0.48667, "Y1": 0.2012, "X2": 0.46267, "Y2": 0.201, "X3": 0.46267, "Y3": 0.1888, "X4": 0.48667, "Y4": 0.1888, "page": 0, "Index": 24}, {"Word": "0.", "Confidence": 0.362, "X1": 0.50267, "Y1": 0.2012, "X2": 0.48933, "Y2": 0.201, "X3": 0.49067, "Y3": 0.1888, "X4": 0.504, "Y4": 0.1888, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.996, "X1": 0.51867, "Y1": 0.2012, "X2": 0.50667, "Y2": 0.201, "X3": 0.50667, "Y3": 0.1888, "X4": 0.52, "Y4": 0.1888, "page": 0, "Index": 26}, {"Word": "skip", "Confidence": 0.986, "X1": 0.54533, "Y1": 0.2012, "X2": 0.52133, "Y2": 0.201, "X3": 0.52267, "Y3": 0.1888, "X4": 0.54667, "Y4": 0.1888, "page": 0, "Index": 27}, {"Word": "\"no\"", "Confidence": 0.567, "X1": 0.572, "Y1": 0.2012, "X2": 0.54933, "Y2": 0.201, "X3": 0.54933, "Y3": 0.1888, "X4": 0.572, "Y4": 0.1888, "page": 0, "Index": 28}, {"Word": "If", "Confidence": 0.503, "X1": 0.588, "Y1": 0.2012, "X2": 0.57467, "Y2": 0.201, "X3": 0.576, "Y3": 0.1888, "X4": 0.58933, "Y4": 0.1888, "page": 0, "Index": 29}, {"Word": "12.", "Confidence": 0.85, "X1": 0.61467, "Y1": 0.2012, "X2": 0.59467, "Y2": 0.201, "X3": 0.59467, "Y3": 0.1888, "X4": 0.616, "Y4": 0.1888, "page": 0, "Index": 30}, {"Word": "Question", "Confidence": 0.794, "X1": 0.664, "Y1": 0.2012, "X2": 0.61867, "Y2": 0.201, "X3": 0.61867, "Y3": 0.1888, "X4": 0.664, "Y4": 0.1888, "page": 0, "Index": 31}, {"Word": "ask", "Confidence": 0.884, "X1": 0.684, "Y1": 0.2012, "X2": 0.66667, "Y2": 0.201, "X3": 0.668, "Y3": 0.1888, "X4": 0.68533, "Y4": 0.1888, "page": 0, "Index": 32}, {"Word": "question,", "Confidence": 0.481, "X1": 0.73733, "Y1": 0.2012, "X2": 0.688, "Y2": 0.201, "X3": 0.688, "Y3": 0.1888, "X4": 0.73867, "Y4": 0.1888, "page": 0, "Index": 33}, {"Word": "this", "Confidence": 0.605, "X1": 0.764, "Y1": 0.2012, "X2": 0.74133, "Y2": 0.201, "X3": 0.74133, "Y3": 0.1888, "X4": 0.764, "Y4": 0.1888, "page": 0, "Index": 34}, {"Word": "to", "Confidence": 0.948, "X1": 0.78, "Y1": 0.2012, "X2": 0.76667, "Y2": 0.201, "X3": 0.768, "Y3": 0.1888, "X4": 0.78133, "Y4": 0.1888, "page": 0, "Index": 35}, {"Word": "\"yes\"", "Confidence": 0.674, "X1": 0.81333, "Y1": 0.2012, "X2": 0.784, "Y2": 0.201, "X3": 0.784, "Y3": 0.1888, "X4": 0.81333, "Y4": 0.1888, "page": 0, "Index": 36}, {"Word": "12", "Confidence": 0.185, "X1": 0.82667, "Y1": 0.2012, "X2": 0.816, "Y2": 0.201, "X3": 0.81733, "Y3": 0.1888, "X4": 0.82667, "Y4": 0.1888, "page": 0, "Index": 37}, {"Word": "11:", "Confidence": 0.867, "X1": 0.78, "Y1": 0.2132, "X2": 0.75867, "Y2": 0.213, "X3": 0.75867, "Y3": 0.1998, "X4": 0.78, "Y4": 0.1998, "page": 0, "Index": 38}, {"Word": "Question", "Confidence": 0.657, "X1": 0.828, "Y1": 0.2122, "X2": 0.78267, "Y2": 0.212, "X3": 0.78267, "Y3": 0.1998, "X4": 0.82667, "Y4": 0.2008, "page": 0, "Index": 39}, {"Word": "you", "Confidence": 0.982, "X1": 0.468, "Y1": 0.2292, "X2": 0.448, "Y2": 0.229, "X3": 0.44667, "Y3": 0.2168, "X4": 0.468, "Y4": 0.2168, "page": 0, "Index": 40}, {"Word": "by", "Confidence": 0.832, "X1": 0.48533, "Y1": 0.2292, "X2": 0.472, "Y2": 0.229, "X3": 0.472, "Y3": 0.2168, "X4": 0.48533, "Y4": 0.2168, "page": 0, "Index": 41}, {"Word": "read", "Confidence": 0.527, "X1": 0.50933, "Y1": 0.2292, "X2": 0.48933, "Y2": 0.229, "X3": 0.48933, "Y3": 0.2168, "X4": 0.50933, "Y4": 0.2168, "page": 0, "Index": 42}, {"Word": "be", "Confidence": 0.885, "X1": 0.52667, "Y1": 0.2292, "X2": 0.512, "Y2": 0.229, "X3": 0.512, "Y3": 0.2168, "X4": 0.52667, "Y4": 0.2168, "page": 0, "Index": 43}, {"Word": "will", "Confidence": 0.605, "X1": 0.55467, "Y1": 0.2292, "X2": 0.52933, "Y2": 0.229, "X3": 0.52933, "Y3": 0.2168, "X4": 0.55467, "Y4": 0.2168, "page": 0, "Index": 44}, {"Word": "that", "Confidence": 0.97, "X1": 0.58, "Y1": 0.2292, "X2": 0.55733, "Y2": 0.229, "X3": 0.55733, "Y3": 0.2168, "X4": 0.58, "Y4": 0.2168, "page": 0, "Index": 45}, {"Word": "brando", "Confidence": 0.641, "X1": 0.616, "Y1": 0.2292, "X2": 0.584, "Y2": 0.229, "X3": 0.584, "Y3": 0.2168, "X4": 0.616, "Y4": 0.2168, "page": 0, "Index": 46}, {"Word": "$", "Confidence": 0.392, "X1": 0.628, "Y1": 0.2292, "X2": 0.62, "Y2": 0.229, "X3": 0.62, "Y3": 0.2168, "X4": 0.628, "Y4": 0.2168, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.996, "X1": 0.64933, "Y1": 0.2292, "X2": 0.63067, "Y2": 0.229, "X3": 0.63067, "Y3": 0.2168, "X4": 0.64933, "Y4": 0.2168, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.987, "X1": 0.66667, "Y1": 0.2292, "X2": 0.652, "Y2": 0.229, "X3": 0.652, "Y3": 0.2168, "X4": 0.66667, "Y4": 0.2168, "page": 0, "Index": 49}, {"Word": "each", "Confidence": 0.786, "X1": 0.692, "Y1": 0.2292, "X2": 0.66933, "Y2": 0.229, "X3": 0.66933, "Y3": 0.2168, "X4": 0.692, "Y4": 0.2168, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.984, "X1": 0.71333, "Y1": 0.2292, "X2": 0.696, "Y2": 0.229, "X3": 0.696, "Y3": 0.2168, "X4": 0.71333, "Y4": 0.2158, "page": 0, "Index": 51}, {"Word": "\"he\"", "Confidence": 0.439, "X1": 0.74133, "Y1": 0.2292, "X2": 0.71733, "Y2": 0.229, "X3": 0.71733, "Y3": 0.2158, "X4": 0.74133, "Y4": 0.2158, "page": 0, "Index": 52}, {"Word": "or", "Confidence": 0.82, "X1": 0.756, "Y1": 0.2292, "X2": 0.74533, "Y2": 0.229, "X3": 0.74533, "Y3": 0.2158, "X4": 0.756, "Y4": 0.2158, "page": 0, "Index": 53}, {"Word": "\"year\"", "Confidence": 0.202, "X1": 0.79067, "Y1": 0.2292, "X2": 0.76, "Y2": 0.229, "X3": 0.76, "Y3": 0.2158, "X4": 0.79067, "Y4": 0.2158, "page": 0, "Index": 54}, {"Word": "a", "Confidence": 0.851, "X1": 0.79733, "Y1": 0.2292, "X2": 0.79467, "Y2": 0.229, "X3": 0.79467, "Y3": 0.2158, "X4": 0.79733, "Y4": 0.2158, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.596, "X1": 0.828, "Y1": 0.2292, "X2": 0.80267, "Y2": 0.229, "X3": 0.80267, "Y3": 0.2158, "X4": 0.828, "Y4": 0.2158, "page": 0, "Index": 56}, {"Word": "10:", "Confidence": 0.642, "X1": 0.78, "Y1": 0.2402, "X2": 0.75867, "Y2": 0.24, "X3": 0.75867, "Y3": 0.2278, "X4": 0.78, "Y4": 0.2278, "page": 0, "Index": 57}, {"Word": "Question", "Confidence": 0.288, "X1": 0.82933, "Y1": 0.2402, "X2": 0.78267, "Y2": 0.24, "X3": 0.784, "Y3": 0.2278, "X4": 0.82933, "Y4": 0.2268, "page": 0, "Index": 58}, {"Word": "brands", "Confidence": 0.951, "X1": 0.39867, "Y1": 0.2662, "X2": 0.36267, "Y2": 0.266, "X3": 0.36267, "Y3": 0.2538, "X4": 0.4, "Y4": 0.2538, "page": 0, "Index": 59}, {"Word": "5", "Confidence": 0.634, "X1": 0.408, "Y1": 0.2652, "X2": 0.40267, "Y2": 0.265, "X3": 0.40267, "Y3": 0.2538, "X4": 0.408, "Y4": 0.2538, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.995, "X1": 0.43067, "Y1": 0.2652, "X2": 0.41067, "Y2": 0.265, "X3": 0.41067, "Y3": 0.2538, "X4": 0.43067, "Y4": 0.2538, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.997, "X1": 0.44667, "Y1": 0.2652, "X2": 0.43333, "Y2": 0.265, "X3": 0.43333, "Y3": 0.2538, "X4": 0.44667, "Y4": 0.2538, "page": 0, "Index": 62}, {"Word": "each", "Confidence": 0.622, "X1": 0.47333, "Y1": 0.2652, "X2": 0.45067, "Y2": 0.265, "X3": 0.45067, "Y3": 0.2538, "X4": 0.47333, "Y4": 0.2528, "page": 0, "Index": 63}, {"Word": "for", "Confidence": 0.995, "X1": 0.49467, "Y1": 0.2652, "X2": 0.47733, "Y2": 0.265, "X3": 0.47733, "Y3": 0.2528, "X4": 0.49467, "Y4": 0.2528, "page": 0, "Index": 64}, {"Word": "\"he\"", "Confidence": 0.614, "X1": 0.52267, "Y1": 0.2652, "X2": 0.49733, "Y2": 0.265, "X3": 0.49733, "Y3": 0.2528, "X4": 0.524, "Y4": 0.2528, "page": 0, "Index": 65}, {"Word": "or", "Confidence": 0.907, "X1": 0.53733, "Y1": 0.2652, "X2": 0.52667, "Y2": 0.265, "X3": 0.52667, "Y3": 0.2528, "X4": 0.53733, "Y4": 0.2528, "page": 0, "Index": 66}, {"Word": "\"yes\"", "Confidence": 0.616, "X1": 0.57067, "Y1": 0.2652, "X2": 0.54133, "Y2": 0.265, "X3": 0.54133, "Y3": 0.2528, "X4": 0.57067, "Y4": 0.2518, "page": 0, "Index": 67}, {"Word": "check", "Confidence": 0.628, "X1": 0.60133, "Y1": 0.2652, "X2": 0.57467, "Y2": 0.265, "X3": 0.57467, "Y3": 0.2518, "X4": 0.60133, "Y4": 0.2518, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.961, "X1": 0.616, "Y1": 0.2642, "X2": 0.60533, "Y2": 0.264, "X3": 0.60533, "Y3": 0.2518, "X4": 0.616, "Y4": 0.2518, "page": 0, "Index": 69}, {"Word": "are", "Confidence": 0.923, "X1": 0.63867, "Y1": 0.2642, "X2": 0.62, "Y2": 0.264, "X3": 0.62, "Y3": 0.2518, "X4": 0.63867, "Y4": 0.2518, "page": 0, "Index": 70}, {"Word": "you", "Confidence": 0.985, "X1": 0.66, "Y1": 0.2642, "X2": 0.64267, "Y2": 0.264, "X3": 0.64267, "Y3": 0.2518, "X4": 0.66, "Y4": 0.2518, "page": 0, "Index": 71}, {"Word": "Here", "Confidence": 0.932, "X1": 0.68933, "Y1": 0.2642, "X2": 0.66267, "Y2": 0.264, "X3": 0.66267, "Y3": 0.2518, "X4": 0.68933, "Y4": 0.2518, "page": 0, "Index": 72}, {"Word": "respondents.", "Confidence": 0.837, "X1": 0.76133, "Y1": 0.2642, "X2": 0.692, "Y2": 0.264, "X3": 0.692, "Y3": 0.2508, "X4": 0.76133, "Y4": 0.2508, "page": 0, "Index": 73}, {"Word": "all", "Confidence": 0.744, "X1": 0.784, "Y1": 0.2632, "X2": 0.764, "Y2": 0.263, "X3": 0.764, "Y3": 0.2508, "X4": 0.784, "Y4": 0.2508, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.984, "X1": 0.79867, "Y1": 0.2632, "X2": 0.78667, "Y2": 0.263, "X3": 0.78667, "Y3": 0.2508, "X4": 0.79867, "Y4": 0.2508, "page": 0, "Index": 75}, {"Word": "Asked", "Confidence": 0.404, "X1": 0.828, "Y1": 0.2622, "X2": 0.80133, "Y2": 0.262, "X3": 0.80133, "Y3": 0.2508, "X4": 0.828, "Y4": 0.2508, "page": 0, "Index": 76}, {"Word": "9:", "Confidence": 0.773, "X1": 0.78, "Y1": 0.2762, "X2": 0.76667, "Y2": 0.276, "X3": 0.76667, "Y3": 0.2638, "X4": 0.78133, "Y4": 0.2638, "page": 0, "Index": 77}, {"Word": "Qestion", "Confidence": 0.009, "X1": 0.82933, "Y1": 0.2762, "X2": 0.784, "Y2": 0.276, "X3": 0.784, "Y3": 0.2638, "X4": 0.828, "Y4": 0.2638, "page": 0, "Index": 78}, {"Word": "Same", "Confidence": 0.617, "X1": 0.62267, "Y1": 0.3002, "X2": 0.59867, "Y2": 0.3, "X3": 0.59867, "Y3": 0.2878, "X4": 0.62267, "Y4": 0.2878, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.993, "X1": 0.64267, "Y1": 0.3002, "X2": 0.62667, "Y2": 0.3, "X3": 0.62667, "Y3": 0.2878, "X4": 0.64267, "Y4": 0.2878, "page": 0, "Index": 80}, {"Word": "in", "Confidence": 0.955, "X1": 0.66, "Y1": 0.3002, "X2": 0.64533, "Y2": 0.3, "X3": 0.64533, "Y3": 0.2878, "X4": 0.66, "Y4": 0.2878, "page": 0, "Index": 81}, {"Word": "handled", "Confidence": 0.127, "X1": 0.70267, "Y1": 0.3002, "X2": 0.66267, "Y2": 0.3, "X3": 0.66267, "Y3": 0.2878, "X4": 0.70267, "Y4": 0.2878, "page": 0, "Index": 82}, {"Word": "be", "Confidence": 0.678, "X1": 0.71867, "Y1": 0.3002, "X2": 0.70533, "Y2": 0.3, "X3": 0.70533, "Y3": 0.2878, "X4": 0.71867, "Y4": 0.2878, "page": 0, "Index": 83}, {"Word": "should", "Confidence": 0.745, "X1": 0.75467, "Y1": 0.3002, "X2": 0.72133, "Y2": 0.3, "X3": 0.72133, "Y3": 0.2878, "X4": 0.75333, "Y4": 0.2878, "page": 0, "Index": 84}, {"Word": "sane.", "Confidence": 0.444, "X1": 0.78267, "Y1": 0.2922, "X2": 0.75067, "Y2": 0.292, "X3": 0.74933, "Y3": 0.2798, "X4": 0.78133, "Y4": 0.2798, "page": 0, "Index": 85}, {"Word": "question", "Confidence": 0.667, "X1": 0.80267, "Y1": 0.2992, "X2": 0.75733, "Y2": 0.299, "X3": 0.75733, "Y3": 0.2878, "X4": 0.80267, "Y4": 0.2878, "page": 0, "Index": 86}, {"Word": "couplets", "Confidence": 0.243, "X1": 0.828, "Y1": 0.2912, "X2": 0.78533, "Y2": 0.291, "X3": 0.784, "Y3": 0.2788, "X4": 0.82667, "Y4": 0.2798, "page": 0, "Index": 87}, {"Word": "This", "Confidence": 0.994, "X1": 0.82933, "Y1": 0.2992, "X2": 0.80667, "Y2": 0.299, "X3": 0.80533, "Y3": 0.2878, "X4": 0.82933, "Y4": 0.2878, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.994, "X1": 0.38133, "Y1": 0.3022, "X2": 0.36133, "Y2": 0.302, "X3": 0.36267, "Y3": 0.2908, "X4": 0.38133, "Y4": 0.2898, "page": 0, "Index": 89}, {"Word": "for", "Confidence": 0.959, "X1": 0.40267, "Y1": 0.3022, "X2": 0.384, "Y2": 0.302, "X3": 0.384, "Y3": 0.2898, "X4": 0.40267, "Y4": 0.2898, "page": 0, "Index": 90}, {"Word": "Probe", "Confidence": 0.886, "X1": 0.43467, "Y1": 0.3022, "X2": 0.40533, "Y2": 0.302, "X3": 0.40533, "Y3": 0.2898, "X4": 0.43467, "Y4": 0.2898, "page": 0, "Index": 91}, {"Word": "7.", "Confidence": 0.666, "X1": 0.45467, "Y1": 0.3012, "X2": 0.44, "Y2": 0.301, "X3": 0.44133, "Y3": 0.2898, "X4": 0.456, "Y4": 0.2888, "page": 0, "Index": 92}, {"Word": "Q.", "Confidence": 0.906, "X1": 0.47333, "Y1": 0.3012, "X2": 0.45867, "Y2": 0.301, "X3": 0.45867, "Y3": 0.2888, "X4": 0.47333, "Y4": 0.2888, "page": 0, "Index": 93}, {"Word": "in", "Confidence": 0.994, "X1": 0.488, "Y1": 0.3012, "X2": 0.47733, "Y2": 0.301, "X3": 0.47733, "Y3": 0.2888, "X4": 0.488, "Y4": 0.2888, "page": 0, "Index": 94}, {"Word": "explained", "Confidence": 0.352, "X1": 0.54133, "Y1": 0.3012, "X2": 0.49067, "Y2": 0.301, "X3": 0.49067, "Y3": 0.2888, "X4": 0.54133, "Y4": 0.2888, "page": 0, "Index": 95}, {"Word": "as", "Confidence": 0.01, "X1": 0.55733, "Y1": 0.3012, "X2": 0.54533, "Y2": 0.301, "X3": 0.54533, "Y3": 0.2888, "X4": 0.55733, "Y4": 0.2888, "page": 0, "Index": 96}, {"Word": "manner", "Confidence": 0.763, "X1": 0.596, "Y1": 0.3002, "X2": 0.56, "Y2": 0.3, "X3": 0.56, "Y3": 0.2888, "X4": 0.596, "Y4": 0.2878, "page": 0, "Index": 97}, {"Word": "it", "Confidence": 0.934, "X1": 0.82933, "Y1": 0.3092, "X2": 0.81733, "Y2": 0.309, "X3": 0.81733, "Y3": 0.2978, "X4": 0.82933, "Y4": 0.2978, "page": 0, "Index": 98}, {"Word": "of", "Confidence": 0.998, "X1": 0.64933, "Y1": 0.3202, "X2": 0.636, "Y2": 0.32, "X3": 0.63467, "Y3": 0.3078, "X4": 0.64933, "Y4": 0.3078, "page": 0, "Index": 99}, {"Word": "brand", "Confidence": 0.8, "X1": 0.68133, "Y1": 0.3202, "X2": 0.652, "Y2": 0.32, "X3": 0.652, "Y3": 0.3078, "X4": 0.68133, "Y4": 0.3078, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.994, "X1": 0.70133, "Y1": 0.3192, "X2": 0.68533, "Y2": 0.319, "X3": 0.684, "Y3": 0.3078, "X4": 0.7, "Y4": 0.3078, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.834, "X1": 0.72267, "Y1": 0.3192, "X2": 0.704, "Y2": 0.319, "X3": 0.704, "Y3": 0.3078, "X4": 0.72267, "Y4": 0.3078, "page": 0, "Index": 102}, {"Word": "LIGTIS.", "Confidence": 0.082, "X1": 0.72267, "Y1": 0.3122, "X2": 0.68, "Y2": 0.312, "X3": 0.68133, "Y3": 0.3008, "X4": 0.72267, "Y4": 0.2998, "page": 0, "Index": 103}, {"Word": "ARCTIC", "Confidence": 0.616, "X1": 0.76, "Y1": 0.3112, "X2": 0.72533, "Y2": 0.311, "X3": 0.72533, "Y3": 0.2998, "X4": 0.76, "Y4": 0.2998, "page": 0, "Index": 104}, {"Word": "looking", "Confidence": 0.81, "X1": 0.76667, "Y1": 0.3192, "X2": 0.72533, "Y2": 0.319, "X3": 0.72533, "Y3": 0.3078, "X4": 0.76667, "Y4": 0.3088, "page": 0, "Index": 105}, {"Word": "be", "Confidence": 0.714, "X1": 0.776, "Y1": 0.3102, "X2": 0.76267, "Y2": 0.31, "X3": 0.764, "Y3": 0.2998, "X4": 0.77733, "Y4": 0.2988, "page": 0, "Index": 106}, {"Word": "cannot", "Confidence": 0.61, "X1": 0.81467, "Y1": 0.3102, "X2": 0.78, "Y2": 0.31, "X3": 0.78, "Y3": 0.2988, "X4": 0.81467, "Y4": 0.2978, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.993, "X1": 0.39333, "Y1": 0.3212, "X2": 0.37333, "Y2": 0.321, "X3": 0.37333, "Y3": 0.3088, "X4": 0.39333, "Y4": 0.3088, "page": 0, "Index": 108}, {"Word": "brand", "Confidence": 0.66, "X1": 0.424, "Y1": 0.3212, "X2": 0.396, "Y2": 0.321, "X3": 0.396, "Y3": 0.3088, "X4": 0.424, "Y4": 0.3088, "page": 0, "Index": 109}, {"Word": "regular", "Confidence": 0.858, "X1": 0.468, "Y1": 0.3212, "X2": 0.428, "Y2": 0.321, "X3": 0.428, "Y3": 0.3088, "X4": 0.468, "Y4": 0.3088, "page": 0, "Index": 110}, {"Word": "respondent's", "Confidence": 0.67, "X1": 0.536, "Y1": 0.3202, "X2": 0.47067, "Y2": 0.32, "X3": 0.47067, "Y3": 0.3088, "X4": 0.536, "Y4": 0.3088, "page": 0, "Index": 111}, {"Word": "is", "Confidence": 0.858, "X1": 0.552, "Y1": 0.3202, "X2": 0.54, "Y2": 0.32, "X3": 0.53867, "Y3": 0.3088, "X4": 0.552, "Y4": 0.3088, "page": 0, "Index": 112}, {"Word": "that", "Confidence": 0.981, "X1": 0.57867, "Y1": 0.3202, "X2": 0.55467, "Y2": 0.32, "X3": 0.55467, "Y3": 0.3088, "X4": 0.57867, "Y4": 0.3088, "page": 0, "Index": 113}, {"Word": "cigarette", "Confidence": 0.61, "X1": 0.632, "Y1": 0.3202, "X2": 0.58133, "Y2": 0.32, "X3": 0.58133, "Y3": 0.3088, "X4": 0.632, "Y4": 0.3078, "page": 0, "Index": 114}, {"Word": "are", "Confidence": 0.824, "X1": 0.788, "Y1": 0.3192, "X2": 0.77067, "Y2": 0.319, "X3": 0.76933, "Y3": 0.3088, "X4": 0.78667, "Y4": 0.3088, "page": 0, "Index": 115}, {"Word": "we", "Confidence": 0.317, "X1": 0.80533, "Y1": 0.3192, "X2": 0.79067, "Y2": 0.319, "X3": 0.78933, "Y3": 0.3088, "X4": 0.804, "Y4": 0.3088, "page": 0, "Index": 116}, {"Word": "Here", "Confidence": 0.884, "X1": 0.832, "Y1": 0.3192, "X2": 0.808, "Y2": 0.319, "X3": 0.808, "Y3": 0.3088, "X4": 0.83067, "Y4": 0.3088, "page": 0, "Index": 117}, {"Word": "7.", "Confidence": 0.807, "X1": 0.53067, "Y1": 0.3332, "X2": 0.516, "Y2": 0.333, "X3": 0.51733, "Y3": 0.3218, "X4": 0.532, "Y4": 0.3218, "page": 0, "Index": 118}, {"Word": "question", "Confidence": 0.704, "X1": 0.58, "Y1": 0.3322, "X2": 0.53333, "Y2": 0.332, "X3": 0.53467, "Y3": 0.3208, "X4": 0.58, "Y4": 0.3208, "page": 0, "Index": 119}, {"Word": "answering", "Confidence": 0.634, "X1": 0.632, "Y1": 0.3322, "X2": 0.58267, "Y2": 0.332, "X3": 0.584, "Y3": 0.3208, "X4": 0.63333, "Y4": 0.3198, "page": 0, "Index": 120}, {"Word": "respondent", "Confidence": 0.655, "X1": 0.69067, "Y1": 0.3312, "X2": 0.636, "Y2": 0.331, "X3": 0.636, "Y3": 0.3198, "X4": 0.69067, "Y4": 0.3198, "page": 0, "Index": 121}, {"Word": "any", "Confidence": 0.164, "X1": 0.71333, "Y1": 0.3312, "X2": 0.69333, "Y2": 0.331, "X3": 0.69467, "Y3": 0.3198, "X4": 0.71333, "Y4": 0.3198, "page": 0, "Index": 122}, {"Word": "by", "Confidence": 0.601, "X1": 0.72933, "Y1": 0.3312, "X2": 0.716, "Y2": 0.331, "X3": 0.716, "Y3": 0.3198, "X4": 0.72933, "Y4": 0.3198, "page": 0, "Index": 123}, {"Word": "answered", "Confidence": 0.655, "X1": 0.77733, "Y1": 0.3312, "X2": 0.732, "Y2": 0.331, "X3": 0.732, "Y3": 0.3198, "X4": 0.77733, "Y4": 0.3198, "page": 0, "Index": 124}, {"Word": "be", "Confidence": 0.908, "X1": 0.79333, "Y1": 0.3312, "X2": 0.78, "Y2": 0.331, "X3": 0.78, "Y3": 0.3198, "X4": 0.79333, "Y4": 0.3198, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.848, "X1": 0.80933, "Y1": 0.3312, "X2": 0.796, "Y2": 0.331, "X3": 0.796, "Y3": 0.3198, "X4": 0.80933, "Y4": 0.3198, "page": 0, "Index": 126}, {"Word": "Net", "Confidence": 0.638, "X1": 0.83067, "Y1": 0.3312, "X2": 0.812, "Y2": 0.331, "X3": 0.812, "Y3": 0.3198, "X4": 0.83067, "Y4": 0.3208, "page": 0, "Index": 127}, {"Word": "or", "Confidence": 0.929, "X1": 0.632, "Y1": 0.3602, "X2": 0.62, "Y2": 0.36, "X3": 0.62133, "Y3": 0.3478, "X4": 0.63333, "Y4": 0.3478, "page": 0, "Index": 128}, {"Word": "100's", "Confidence": 0.886, "X1": 0.664, "Y1": 0.3602, "X2": 0.636, "Y2": 0.36, "X3": 0.63733, "Y3": 0.3478, "X4": 0.66533, "Y4": 0.3478, "page": 0, "Index": 129}, {"Word": "size,", "Confidence": 0.635, "X1": 0.696, "Y1": 0.3602, "X2": 0.668, "Y2": 0.36, "X3": 0.66933, "Y3": 0.3478, "X4": 0.69733, "Y4": 0.3478, "page": 0, "Index": 130}, {"Word": "king", "Confidence": 0.953, "X1": 0.72267, "Y1": 0.3592, "X2": 0.69867, "Y2": 0.359, "X3": 0.7, "Y3": 0.3478, "X4": 0.724, "Y4": 0.3478, "page": 0, "Index": 131}, {"Word": "size,", "Confidence": 0.788, "X1": 0.756, "Y1": 0.3592, "X2": 0.72667, "Y2": 0.359, "X3": 0.728, "Y3": 0.3478, "X4": 0.75733, "Y4": 0.3478, "page": 0, "Index": 132}, {"Word": "Tegular", "Confidence": 0.601, "X1": 0.79733, "Y1": 0.3582, "X2": 0.75867, "Y2": 0.358, "X3": 0.76, "Y3": 0.3478, "X4": 0.8, "Y4": 0.3478, "page": 0, "Index": 133}, {"Word": "...", "Confidence": 0.991, "X1": 0.81867, "Y1": 0.3582, "X2": 0.80133, "Y2": 0.358, "X3": 0.80267, "Y3": 0.3468, "X4": 0.82, "Y4": 0.3468, "page": 0, "Index": 134}, {"Word": "size.", "Confidence": 0.627, "X1": 0.536, "Y1": 0.3622, "X2": 0.504, "Y2": 0.362, "X3": 0.50533, "Y3": 0.3488, "X4": 0.53733, "Y4": 0.3488, "page": 0, "Index": 135}, {"Word": "millimeter", "Confidence": 0.434, "X1": 0.596, "Y1": 0.3612, "X2": 0.54, "Y2": 0.361, "X3": 0.54133, "Y3": 0.3488, "X4": 0.59733, "Y4": 0.3488, "page": 0, "Index": 136}, {"Word": "120", "Confidence": 0.779, "X1": 0.61733, "Y1": 0.3612, "X2": 0.59867, "Y2": 0.361, "X3": 0.6, "Y3": 0.3488, "X4": 0.61867, "Y4": 0.3478, "page": 0, "Index": 137}, {"Word": "athel", "Confidence": 0.605, "X1": 0.70667, "Y1": 0.3712, "X2": 0.67867, "Y2": 0.371, "X3": 0.67867, "Y3": 0.3608, "X4": 0.708, "Y4": 0.3608, "page": 0, "Index": 138}, {"Word": "--", "Confidence": 0.011, "X1": 0.72133, "Y1": 0.3702, "X2": 0.70933, "Y2": 0.37, "X3": 0.71067, "Y3": 0.3608, "X4": 0.72133, "Y4": 0.3608, "page": 0, "Index": 139}, {"Word": "non", "Confidence": 0.851, "X1": 0.74133, "Y1": 0.3702, "X2": 0.724, "Y2": 0.37, "X3": 0.724, "Y3": 0.3608, "X4": 0.74133, "Y4": 0.3608, "page": 0, "Index": 140}, {"Word": "or", "Confidence": 0.943, "X1": 0.756, "Y1": 0.3702, "X2": 0.74267, "Y2": 0.37, "X3": 0.744, "Y3": 0.3608, "X4": 0.756, "Y4": 0.3608, "page": 0, "Index": 141}, {"Word": "menthol", "Confidence": 0.757, "X1": 0.79867, "Y1": 0.3702, "X2": 0.76, "Y2": 0.37, "X3": 0.76, "Y3": 0.3608, "X4": 0.79867, "Y4": 0.3598, "page": 0, "Index": 142}, {"Word": "...", "Confidence": 0.956, "X1": 0.81867, "Y1": 0.3692, "X2": 0.80133, "Y2": 0.369, "X3": 0.80133, "Y3": 0.3598, "X4": 0.81867, "Y4": 0.3598, "page": 0, "Index": 143}, {"Word": "non-fliter", "Confidence": 0.604, "X1": 0.74533, "Y1": 0.3832, "X2": 0.688, "Y2": 0.383, "X3": 0.68933, "Y3": 0.3738, "X4": 0.74533, "Y4": 0.3738, "page": 0, "Index": 144}, {"Word": "or", "Confidence": 0.935, "X1": 0.76, "Y1": 0.3822, "X2": 0.74667, "Y2": 0.382, "X3": 0.748, "Y3": 0.3738, "X4": 0.76133, "Y4": 0.3738, "page": 0, "Index": 145}, {"Word": "filter", "Confidence": 0.662, "X1": 0.79733, "Y1": 0.3822, "X2": 0.764, "Y2": 0.382, "X3": 0.76533, "Y3": 0.3738, "X4": 0.79867, "Y4": 0.3728, "page": 0, "Index": 146}, {"Word": ".sa", "Confidence": 0.067, "X1": 0.81867, "Y1": 0.3812, "X2": 0.80133, "Y2": 0.381, "X3": 0.80267, "Y3": 0.3728, "X4": 0.82, "Y4": 0.3728, "page": 0, "Index": 147}, {"Word": "is!", "Confidence": 0.098, "X1": 0.49067, "Y1": 0.3982, "X2": 0.46933, "Y2": 0.398, "X3": 0.46933, "Y3": 0.3868, "X4": 0.49067, "Y4": 0.3868, "page": 0, "Index": 148}, {"Word": "it", "Confidence": 0.533, "X1": 0.50533, "Y1": 0.3972, "X2": 0.49467, "Y2": 0.397, "X3": 0.49467, "Y3": 0.3868, "X4": 0.50533, "Y4": 0.3868, "page": 0, "Index": 149}, {"Word": "whether", "Confidence": 0.656, "X1": 0.54933, "Y1": 0.3972, "X2": 0.508, "Y2": 0.397, "X3": 0.50933, "Y3": 0.3868, "X4": 0.54933, "Y4": 0.3858, "page": 0, "Index": 150}, {"Word": "obtain", "Confidence": 0.61, "X1": 0.58667, "Y1": 0.3972, "X2": 0.552, "Y2": 0.397, "X3": 0.552, "Y3": 0.3858, "X4": 0.58667, "Y4": 0.3858, "page": 0, "Index": 151}, {"Word": "must", "Confidence": 0.267, "X1": 0.612, "Y1": 0.3962, "X2": 0.58933, "Y2": 0.396, "X3": 0.58933, "Y3": 0.3858, "X4": 0.61333, "Y4": 0.3858, "page": 0, "Index": 152}, {"Word": "you", "Confidence": 0.857, "X1": 0.63467, "Y1": 0.3962, "X2": 0.616, "Y2": 0.396, "X3": 0.616, "Y3": 0.3858, "X4": 0.63467, "Y4": 0.3858, "page": 0, "Index": 153}, {"Word": "Thus,", "Confidence": 0.016, "X1": 0.66533, "Y1": 0.3962, "X2": 0.63733, "Y2": 0.396, "X3": 0.63733, "Y3": 0.3858, "X4": 0.66533, "Y4": 0.3858, "page": 0, "Index": 154}, {"Word": "Lions.", "Confidence": 0.449, "X1": 0.71333, "Y1": 0.3962, "X2": 0.672, "Y2": 0.396, "X3": 0.672, "Y3": 0.3858, "X4": 0.71333, "Y4": 0.3848, "page": 0, "Index": 155}, {"Word": "ARCTIC", "Confidence": 0.112, "X1": 0.75067, "Y1": 0.3962, "X2": 0.716, "Y2": 0.396, "X3": 0.71733, "Y3": 0.3848, "X4": 0.75067, "Y4": 0.3848, "page": 0, "Index": 156}, {"Word": "smoking", "Confidence": 0.493, "X1": 0.79333, "Y1": 0.3962, "X2": 0.75333, "Y2": 0.396, "X3": 0.75467, "Y3": 0.3848, "X4": 0.79467, "Y4": 0.3848, "page": 0, "Index": 157}, {"Word": "before", "Confidence": 0.962, "X1": 0.832, "Y1": 0.3962, "X2": 0.79733, "Y2": 0.396, "X3": 0.79733, "Y3": 0.3848, "X4": 0.832, "Y4": 0.3848, "page": 0, "Index": 158}, {"Word": "often", "Confidence": 0.875, "X1": 0.39333, "Y1": 0.4062, "X2": 0.36533, "Y2": 0.406, "X3": 0.364, "Y3": 0.3928, "X4": 0.39333, "Y4": 0.3938, "page": 0, "Index": 159}, {"Word": "most", "Confidence": 0.399, "X1": 0.42133, "Y1": 0.4052, "X2": 0.39733, "Y2": 0.405, "X3": 0.39733, "Y3": 0.3938, "X4": 0.42133, "Y4": 0.3938, "page": 0, "Index": 160}, {"Word": "sucked", "Confidence": 0.273, "X1": 0.45733, "Y1": 0.4052, "X2": 0.424, "Y2": 0.405, "X3": 0.424, "Y3": 0.3938, "X4": 0.45733, "Y4": 0.3938, "page": 0, "Index": 161}, {"Word": "cigarettes", "Confidence": 0.239, "X1": 0.516, "Y1": 0.4052, "X2": 0.46, "Y2": 0.405, "X3": 0.46, "Y3": 0.3938, "X4": 0.516, "Y4": 0.3938, "page": 0, "Index": 162}, {"Word": "of", "Confidence": 0.996, "X1": 0.532, "Y1": 0.4042, "X2": 0.51867, "Y2": 0.404, "X3": 0.51867, "Y3": 0.3938, "X4": 0.532, "Y4": 0.3938, "page": 0, "Index": 163}, {"Word": "kind", "Confidence": 0.941, "X1": 0.55867, "Y1": 0.4042, "X2": 0.53467, "Y2": 0.404, "X3": 0.53467, "Y3": 0.3938, "X4": 0.56, "Y4": 0.3938, "page": 0, "Index": 164}, {"Word": "the", "Confidence": 0.993, "X1": 0.57867, "Y1": 0.4042, "X2": 0.56267, "Y2": 0.404, "X3": 0.56267, "Y3": 0.3938, "X4": 0.57867, "Y4": 0.3928, "page": 0, "Index": 165}, {"Word": "about", "Confidence": 0.609, "X1": 0.612, "Y1": 0.4032, "X2": 0.58133, "Y2": 0.403, "X3": 0.58267, "Y3": 0.3928, "X4": 0.61333, "Y4": 0.3928, "page": 0, "Index": 166}, {"Word": "categorits", "Confidence": 0.657, "X1": 0.67067, "Y1": 0.4032, "X2": 0.616, "Y2": 0.403, "X3": 0.616, "Y3": 0.3928, "X4": 0.672, "Y4": 0.3928, "page": 0, "Index": 167}, {"Word": "appropriate", "Confidence": 0.63, "X1": 0.73467, "Y1": 0.4032, "X2": 0.67467, "Y2": 0.403, "X3": 0.67467, "Y3": 0.3928, "X4": 0.736, "Y4": 0.3918, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.991, "X1": 0.75467, "Y1": 0.4022, "X2": 0.73733, "Y2": 0.402, "X3": 0.73867, "Y3": 0.3918, "X4": 0.756, "Y4": 0.3918, "page": 0, "Index": 169}, {"Word": "of", "Confidence": 0.995, "X1": 0.772, "Y1": 0.4022, "X2": 0.75867, "Y2": 0.402, "X3": 0.75867, "Y3": 0.3918, "X4": 0.77333, "Y4": 0.3918, "page": 0, "Index": 170}, {"Word": "each", "Confidence": 0.663, "X1": 0.79867, "Y1": 0.4022, "X2": 0.77467, "Y2": 0.402, "X3": 0.776, "Y3": 0.3918, "X4": 0.79867, "Y4": 0.3908, "page": 0, "Index": 171}, {"Word": "Check", "Confidence": 0.814, "X1": 0.82933, "Y1": 0.4022, "X2": 0.80133, "Y2": 0.402, "X3": 0.80267, "Y3": 0.3908, "X4": 0.83067, "Y4": 0.3908, "page": 0, "Index": 172}, {"Word": "lights.", "Confidence": 0.812, "X1": 0.42, "Y1": 0.4322, "X2": 0.38133, "Y2": 0.432, "X3": 0.38267, "Y3": 0.4228, "X4": 0.42133, "Y4": 0.4218, "page": 0, "Index": 173}, {"Word": "Super", "Confidence": 0.861, "X1": 0.452, "Y1": 0.4322, "X2": 0.42267, "Y2": 0.432, "X3": 0.424, "Y3": 0.4218, "X4": 0.45333, "Y4": 0.4218, "page": 0, "Index": 174}, {"Word": "of", "Confidence": 0.981, "X1": 0.468, "Y1": 0.4322, "X2": 0.45467, "Y2": 0.432, "X3": 0.456, "Y3": 0.4218, "X4": 0.46933, "Y4": 0.4218, "page": 0, "Index": 175}, {"Word": "version", "Confidence": 0.687, "X1": 0.51067, "Y1": 0.4322, "X2": 0.472, "Y2": 0.432, "X3": 0.472, "Y3": 0.4218, "X4": 0.512, "Y4": 0.4218, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.993, "X1": 0.53067, "Y1": 0.4322, "X2": 0.51333, "Y2": 0.432, "X3": 0.51467, "Y3": 0.4218, "X4": 0.532, "Y4": 0.4208, "page": 0, "Index": 177}, {"Word": "add", "Confidence": 0.117, "X1": 0.55333, "Y1": 0.4312, "X2": 0.53467, "Y2": 0.431, "X3": 0.53467, "Y3": 0.4208, "X4": 0.55467, "Y4": 0.4208, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.793, "X1": 0.56933, "Y1": 0.4312, "X2": 0.556, "Y2": 0.431, "X3": 0.55733, "Y3": 0.4208, "X4": 0.56933, "Y4": 0.4208, "page": 0, "Index": 179}, {"Word": "mentioned", "Confidence": 0.733, "X1": 0.624, "Y1": 0.4312, "X2": 0.572, "Y2": 0.431, "X3": 0.572, "Y3": 0.4208, "X4": 0.624, "Y4": 0.4208, "page": 0, "Index": 180}, {"Word": "19", "Confidence": 0.155, "X1": 0.63867, "Y1": 0.4312, "X2": 0.62667, "Y2": 0.431, "X3": 0.62667, "Y3": 0.4208, "X4": 0.64, "Y4": 0.4208, "page": 0, "Index": 181}, {"Word": "MOOL", "Confidence": 0.12, "X1": 0.66533, "Y1": 0.4312, "X2": 0.64267, "Y2": 0.431, "X3": 0.64267, "Y3": 0.4208, "X4": 0.66667, "Y4": 0.4208, "page": 0, "Index": 182}, {"Word": "if", "Confidence": 0.829, "X1": 0.68133, "Y1": 0.4312, "X2": 0.66933, "Y2": 0.431, "X3": 0.66933, "Y3": 0.4208, "X4": 0.68133, "Y4": 0.4208, "page": 0, "Index": 183}, {"Word": "that", "Confidence": 0.606, "X1": 0.70667, "Y1": 0.4312, "X2": 0.684, "Y2": 0.431, "X3": 0.684, "Y3": 0.4208, "X4": 0.70667, "Y4": 0.4208, "page": 0, "Index": 184}, {"Word": "forget", "Confidence": 0.661, "X1": 0.74533, "Y1": 0.4312, "X2": 0.71067, "Y2": 0.431, "X3": 0.71067, "Y3": 0.4208, "X4": 0.74533, "Y4": 0.4208, "page": 0, "Index": 185}, {"Word": "Don't", "Confidence": 0.644, "X1": 0.77733, "Y1": 0.4312, "X2": 0.748, "Y2": 0.431, "X3": 0.748, "Y3": 0.4208, "X4": 0.77733, "Y4": 0.4208, "page": 0, "Index": 186}, {"Word": "version.", "Confidence": 0.669, "X1": 0.832, "Y1": 0.4312, "X2": 0.78533, "Y2": 0.431, "X3": 0.784, "Y3": 0.4208, "X4": 0.83067, "Y4": 0.4208, "page": 0, "Index": 187}, {"Word": "often.", "Confidence": 0.666, "X1": 0.40533, "Y1": 0.4492, "X2": 0.37467, "Y2": 0.449, "X3": 0.37467, "Y3": 0.4378, "X4": 0.40533, "Y4": 0.4378, "page": 0, "Index": 188}, {"Word": "most", "Confidence": 0.633, "X1": 0.432, "Y1": 0.4492, "X2": 0.408, "Y2": 0.449, "X3": 0.408, "Y3": 0.4378, "X4": 0.432, "Y4": 0.4378, "page": 0, "Index": 189}, {"Word": "regular", "Confidence": 0.514, "X1": 0.436, "Y1": 0.4392, "X2": 0.39733, "Y2": 0.439, "X3": 0.39733, "Y3": 0.4318, "X4": 0.43733, "Y4": 0.4308, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.998, "X1": 0.45733, "Y1": 0.4392, "X2": 0.43867, "Y2": 0.439, "X3": 0.44, "Y3": 0.4308, "X4": 0.45733, "Y4": 0.4308, "page": 0, "Index": 191}, {"Word": "secke", "Confidence": 0.614, "X1": 0.464, "Y1": 0.4492, "X2": 0.43467, "Y2": 0.449, "X3": 0.436, "Y3": 0.4378, "X4": 0.464, "Y4": 0.4378, "page": 0, "Index": 192}, {"Word": "of", "Confidence": 0.055, "X1": 0.47333, "Y1": 0.4392, "X2": 0.46, "Y2": 0.439, "X3": 0.46133, "Y3": 0.4308, "X4": 0.47333, "Y4": 0.4308, "page": 0, "Index": 193}, {"Word": "to", "Confidence": 0.678, "X1": 0.47733, "Y1": 0.4452, "X2": 0.46667, "Y2": 0.445, "X3": 0.468, "Y3": 0.4338, "X4": 0.47867, "Y4": 0.4348, "page": 0, "Index": 194}, {"Word": "to", "Confidence": 0.991, "X1": 0.47867, "Y1": 0.4482, "X2": 0.46667, "Y2": 0.448, "X3": 0.46667, "Y3": 0.4378, "X4": 0.47867, "Y4": 0.4378, "page": 0, "Index": 195}, {"Word": "tulos", "Confidence": 0.006, "X1": 0.50533, "Y1": 0.4452, "X2": 0.48, "Y2": 0.445, "X3": 0.48133, "Y3": 0.4348, "X4": 0.50667, "Y4": 0.4348, "page": 0, "Index": 196}, {"Word": "wed", "Confidence": 0.663, "X1": 0.50533, "Y1": 0.4482, "X2": 0.48133, "Y2": 0.448, "X3": 0.48133, "Y3": 0.4378, "X4": 0.50533, "Y4": 0.4368, "page": 0, "Index": 197}, {"Word": "y", "Confidence": 0.991, "X1": 0.51467, "Y1": 0.4482, "X2": 0.50933, "Y2": 0.448, "X3": 0.50933, "Y3": 0.4368, "X4": 0.51467, "Y4": 0.4368, "page": 0, "Index": 198}, {"Word": "version", "Confidence": 0.664, "X1": 0.516, "Y1": 0.4392, "X2": 0.47733, "Y2": 0.439, "X3": 0.47733, "Y3": 0.4308, "X4": 0.51733, "Y4": 0.4298, "page": 0, "Index": 199}, {"Word": "they", "Confidence": 0.935, "X1": 0.53067, "Y1": 0.4462, "X2": 0.508, "Y2": 0.446, "X3": 0.50933, "Y3": 0.4348, "X4": 0.532, "Y4": 0.4358, "page": 0, "Index": 200}, {"Word": "mild", "Confidence": 0.54, "X1": 0.54267, "Y1": 0.4392, "X2": 0.51867, "Y2": 0.439, "X3": 0.52, "Y3": 0.4298, "X4": 0.544, "Y4": 0.4298, "page": 0, "Index": 201}, {"Word": "er", "Confidence": 0.606, "X1": 0.55867, "Y1": 0.4392, "X2": 0.54533, "Y2": 0.439, "X3": 0.54667, "Y3": 0.4298, "X4": 0.56, "Y4": 0.4298, "page": 0, "Index": 202}, {"Word": "cigarette", "Confidence": 0.48, "X1": 0.58533, "Y1": 0.4462, "X2": 0.53467, "Y2": 0.446, "X3": 0.53467, "Y3": 0.4358, "X4": 0.58667, "Y4": 0.4358, "page": 0, "Index": 203}, {"Word": "light", "Confidence": 0.415, "X1": 0.592, "Y1": 0.4392, "X2": 0.56133, "Y2": 0.439, "X3": 0.56267, "Y3": 0.4298, "X4": 0.592, "Y4": 0.4298, "page": 0, "Index": 204}, {"Word": "the", "Confidence": 0.941, "X1": 0.60533, "Y1": 0.4462, "X2": 0.588, "Y2": 0.446, "X3": 0.58933, "Y3": 0.4358, "X4": 0.60667, "Y4": 0.4358, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.612, "Y1": 0.4392, "X2": 0.59467, "Y2": 0.439, "X3": 0.59467, "Y3": 0.4298, "X4": 0.612, "Y4": 0.4298, "page": 0, "Index": 206}, {"Word": "of", "Confidence": 0.991, "X1": 0.624, "Y1": 0.4462, "X2": 0.60933, "Y2": 0.446, "X3": 0.61067, "Y3": 0.4358, "X4": 0.62533, "Y4": 0.4358, "page": 0, "Index": 207}, {"Word": "was", "Confidence": 0.215, "X1": 0.63333, "Y1": 0.4392, "X2": 0.61467, "Y2": 0.439, "X3": 0.616, "Y3": 0.4298, "X4": 0.63467, "Y4": 0.4288, "page": 0, "Index": 208}, {"Word": "mane", "Confidence": 0.112, "X1": 0.65067, "Y1": 0.4462, "X2": 0.62667, "Y2": 0.446, "X3": 0.628, "Y3": 0.4358, "X4": 0.652, "Y4": 0.4358, "page": 0, "Index": 209}, {"Word": "it", "Confidence": 0.994, "X1": 0.65067, "Y1": 0.4392, "X2": 0.63733, "Y2": 0.439, "X3": 0.63867, "Y3": 0.4288, "X4": 0.65067, "Y4": 0.4288, "page": 0, "Index": 210}, {"Word": "brand", "Confidence": 0.316, "X1": 0.68267, "Y1": 0.4452, "X2": 0.65333, "Y2": 0.445, "X3": 0.65467, "Y3": 0.4358, "X4": 0.684, "Y4": 0.4348, "page": 0, "Index": 211}, {"Word": "whether", "Confidence": 0.626, "X1": 0.692, "Y1": 0.4392, "X2": 0.65333, "Y2": 0.439, "X3": 0.65333, "Y3": 0.4288, "X4": 0.69333, "Y4": 0.4288, "page": 0, "Index": 212}, {"Word": "full", "Confidence": 0.014, "X1": 0.70667, "Y1": 0.4452, "X2": 0.68533, "Y2": 0.445, "X3": 0.68667, "Y3": 0.4348, "X4": 0.708, "Y4": 0.4338, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.637, "X1": 0.724, "Y1": 0.4452, "X2": 0.70933, "Y2": 0.445, "X3": 0.71067, "Y3": 0.4338, "X4": 0.72533, "Y4": 0.4338, "page": 0, "Index": 214}, {"Word": "cbrain", "Confidence": 0.046, "X1": 0.72933, "Y1": 0.4392, "X2": 0.696, "Y2": 0.439, "X3": 0.69733, "Y3": 0.4288, "X4": 0.73067, "Y4": 0.4288, "page": 0, "Index": 215}, {"Word": "you", "Confidence": 0.998, "X1": 0.75067, "Y1": 0.4382, "X2": 0.73333, "Y2": 0.438, "X3": 0.73333, "Y3": 0.4288, "X4": 0.75067, "Y4": 0.4288, "page": 0, "Index": 216}, {"Word": "that", "Confidence": 0.61, "X1": 0.776, "Y1": 0.4382, "X2": 0.75333, "Y2": 0.438, "X3": 0.75467, "Y3": 0.4288, "X4": 0.77733, "Y4": 0.4288, "page": 0, "Index": 217}, {"Word": "sure", "Confidence": 0.283, "X1": 0.804, "Y1": 0.4382, "X2": 0.78, "Y2": 0.438, "X3": 0.78, "Y3": 0.4288, "X4": 0.80533, "Y4": 0.4288, "page": 0, "Index": 218}, {"Word": "Make", "Confidence": 0.367, "X1": 0.832, "Y1": 0.4382, "X2": 0.808, "Y2": 0.438, "X3": 0.808, "Y3": 0.4288, "X4": 0.832, "Y4": 0.4288, "page": 0, "Index": 219}, {"Word": "sure", "Confidence": 0.974, "X1": 0.4, "Y1": 0.4562, "X2": 0.376, "Y2": 0.456, "X3": 0.376, "Y3": 0.4468, "X4": 0.40133, "Y4": 0.4468, "page": 0, "Index": 220}, {"Word": "Make", "Confidence": 0.179, "X1": 0.42667, "Y1": 0.4562, "X2": 0.404, "Y2": 0.456, "X3": 0.404, "Y3": 0.4468, "X4": 0.428, "Y4": 0.4458, "page": 0, "Index": 221}, {"Word": "brand\".", "Confidence": 0.745, "X1": 0.47467, "Y1": 0.4562, "X2": 0.43333, "Y2": 0.456, "X3": 0.43333, "Y3": 0.4458, "X4": 0.476, "Y4": 0.4458, "page": 0, "Index": 222}, {"Word": "regular", "Confidence": 0.571, "X1": 0.51733, "Y1": 0.4562, "X2": 0.47733, "Y2": 0.456, "X3": 0.47867, "Y3": 0.4458, "X4": 0.51733, "Y4": 0.4448, "page": 0, "Index": 223}, {"Word": "become", "Confidence": 0.928, "X1": 0.55467, "Y1": 0.4562, "X2": 0.52, "Y2": 0.456, "X3": 0.52133, "Y3": 0.4448, "X4": 0.55467, "Y4": 0.4448, "page": 0, "Index": 224}, {"Word": "have", "Confidence": 0.988, "X1": 0.58267, "Y1": 0.4562, "X2": 0.55733, "Y2": 0.456, "X3": 0.55867, "Y3": 0.4448, "X4": 0.584, "Y4": 0.4448, "page": 0, "Index": 225}, {"Word": "They", "Confidence": 0.631, "X1": 0.60933, "Y1": 0.4552, "X2": 0.58533, "Y2": 0.455, "X3": 0.58667, "Y3": 0.4448, "X4": 0.61067, "Y4": 0.4448, "page": 0, "Index": 226}, {"Word": "mentioned,", "Confidence": 0.743, "X1": 0.672, "Y1": 0.4552, "X2": 0.61467, "Y2": 0.455, "X3": 0.616, "Y3": 0.4448, "X4": 0.672, "Y4": 0.4438, "page": 0, "Index": 227}, {"Word": "who", "Confidence": 0.818, "X1": 0.692, "Y1": 0.4552, "X2": 0.67467, "Y2": 0.455, "X3": 0.67467, "Y3": 0.4438, "X4": 0.69333, "Y4": 0.4438, "page": 0, "Index": 228}, {"Word": "respondents", "Confidence": 0.759, "X1": 0.756, "Y1": 0.4552, "X2": 0.696, "Y2": 0.455, "X3": 0.696, "Y3": 0.4438, "X4": 0.75733, "Y4": 0.4448, "page": 0, "Index": 229}, {"Word": "of", "Confidence": 0.987, "X1": 0.772, "Y1": 0.4552, "X2": 0.75867, "Y2": 0.455, "X3": 0.76, "Y3": 0.4448, "X4": 0.77333, "Y4": 0.4448, "page": 0, "Index": 230}, {"Word": "only", "Confidence": 0.955, "X1": 0.8, "Y1": 0.4552, "X2": 0.77467, "Y2": 0.455, "X3": 0.776, "Y3": 0.4448, "X4": 0.80133, "Y4": 0.4448, "page": 0, "Index": 231}, {"Word": "Asked", "Confidence": 0.794, "X1": 0.83067, "Y1": 0.4552, "X2": 0.804, "Y2": 0.455, "X3": 0.804, "Y3": 0.4448, "X4": 0.832, "Y4": 0.4448, "page": 0, "Index": 232}, {"Word": "28", "Confidence": 0.013, "X1": 0.78133, "Y1": 0.4662, "X2": 0.76533, "Y2": 0.466, "X3": 0.76533, "Y3": 0.4558, "X4": 0.78267, "Y4": 0.4558, "page": 0, "Index": 233}, {"Word": "gestion", "Confidence": 0.286, "X1": 0.83067, "Y1": 0.4662, "X2": 0.78533, "Y2": 0.466, "X3": 0.78533, "Y3": 0.4558, "X4": 0.832, "Y4": 0.4558, "page": 0, "Index": 234}, {"Word": "6.", "Confidence": 0.231, "X1": 0.496, "Y1": 0.4842, "X2": 0.48133, "Y2": 0.484, "X3": 0.48133, "Y3": 0.4728, "X4": 0.496, "Y4": 0.4728, "page": 0, "Index": 235}, {"Word": "Q.", "Confidence": 0.703, "X1": 0.512, "Y1": 0.4842, "X2": 0.49867, "Y2": 0.484, "X3": 0.49867, "Y3": 0.4728, "X4": 0.512, "Y4": 0.4728, "page": 0, "Index": 236}, {"Word": "to", "Confidence": 0.198, "X1": 0.52667, "Y1": 0.4842, "X2": 0.51467, "Y2": 0.484, "X3": 0.51467, "Y3": 0.4728, "X4": 0.52667, "Y4": 0.4728, "page": 0, "Index": 237}, {"Word": "answer", "Confidence": 0.231, "X1": 0.564, "Y1": 0.4842, "X2": 0.52933, "Y2": 0.484, "X3": 0.52933, "Y3": 0.4728, "X4": 0.564, "Y4": 0.4738, "page": 0, "Index": 238}, {"Word": "\"no\"", "Confidence": 0.607, "X1": 0.592, "Y1": 0.4842, "X2": 0.56667, "Y2": 0.484, "X3": 0.56667, "Y3": 0.4738, "X4": 0.592, "Y4": 0.4738, "page": 0, "Index": 239}, {"Word": "or", "Confidence": 0.673, "X1": 0.60667, "Y1": 0.4832, "X2": 0.59467, "Y2": 0.483, "X3": 0.59467, "Y3": 0.4738, "X4": 0.60667, "Y4": 0.4738, "page": 0, "Index": 240}, {"Word": "\"yes\"", "Confidence": 0.641, "X1": 0.64, "Y1": 0.4832, "X2": 0.60933, "Y2": 0.483, "X3": 0.60933, "Y3": 0.4738, "X4": 0.64, "Y4": 0.4738, "page": 0, "Index": 241}, {"Word": "whether", "Confidence": 0.848, "X1": 0.68133, "Y1": 0.4832, "X2": 0.64267, "Y2": 0.483, "X3": 0.64267, "Y3": 0.4738, "X4": 0.68267, "Y4": 0.4738, "page": 0, "Index": 242}, {"Word": "of", "Confidence": 0.991, "X1": 0.69867, "Y1": 0.4832, "X2": 0.68533, "Y2": 0.483, "X3": 0.68533, "Y3": 0.4738, "X4": 0.69867, "Y4": 0.4738, "page": 0, "Index": 243}, {"Word": "regardless", "Confidence": 0.651, "X1": 0.756, "Y1": 0.4832, "X2": 0.70133, "Y2": 0.483, "X3": 0.70133, "Y3": 0.4738, "X4": 0.75733, "Y4": 0.4728, "page": 0, "Index": 244}, {"Word": "8a", "Confidence": 0.783, "X1": 0.772, "Y1": 0.4832, "X2": 0.75867, "Y2": 0.483, "X3": 0.76, "Y3": 0.4728, "X4": 0.77333, "Y4": 0.4728, "page": 0, "Index": 245}, {"Word": "Q.", "Confidence": 0.398, "X1": 0.78933, "Y1": 0.4832, "X2": 0.77467, "Y2": 0.483, "X3": 0.776, "Y3": 0.4728, "X4": 0.79067, "Y4": 0.4728, "page": 0, "Index": 246}, {"Word": "to", "Confidence": 0.993, "X1": 0.804, "Y1": 0.4842, "X2": 0.792, "Y2": 0.484, "X3": 0.79333, "Y3": 0.4728, "X4": 0.804, "Y4": 0.4728, "page": 0, "Index": 247}, {"Word": "Skip", "Confidence": 0.195, "X1": 0.83067, "Y1": 0.4842, "X2": 0.808, "Y2": 0.484, "X3": 0.808, "Y3": 0.4728, "X4": 0.832, "Y4": 0.4728, "page": 0, "Index": 248}, {"Word": "brand\".", "Confidence": 0.379, "X1": 0.40667, "Y1": 0.4932, "X2": 0.36533, "Y2": 0.493, "X3": 0.36533, "Y3": 0.4808, "X4": 0.40667, "Y4": 0.4808, "page": 0, "Index": 249}, {"Word": "regular", "Confidence": 0.638, "X1": 0.448, "Y1": 0.4932, "X2": 0.40933, "Y2": 0.493, "X3": 0.41067, "Y3": 0.4808, "X4": 0.448, "Y4": 0.4818, "page": 0, "Index": 250}, {"Word": "became", "Confidence": 0.603, "X1": 0.48667, "Y1": 0.4932, "X2": 0.45067, "Y2": 0.493, "X3": 0.45067, "Y3": 0.4818, "X4": 0.48667, "Y4": 0.4818, "page": 0, "Index": 251}, {"Word": "adil", "Confidence": 0.311, "X1": 0.512, "Y1": 0.4922, "X2": 0.48933, "Y2": 0.492, "X3": 0.48933, "Y3": 0.4818, "X4": 0.51333, "Y4": 0.4818, "page": 0, "Index": 252}, {"Word": "they", "Confidence": 0.97, "X1": 0.53867, "Y1": 0.4922, "X2": 0.516, "Y2": 0.492, "X3": 0.516, "Y3": 0.4818, "X4": 0.53867, "Y4": 0.4818, "page": 0, "Index": 253}, {"Word": "unlikely", "Confidence": 0.446, "X1": 0.588, "Y1": 0.4922, "X2": 0.54133, "Y2": 0.492, "X3": 0.54133, "Y3": 0.4818, "X4": 0.588, "Y4": 0.4818, "page": 0, "Index": 254}, {"Word": "\"It's", "Confidence": 0.955, "X1": 0.62, "Y1": 0.4922, "X2": 0.59067, "Y2": 0.492, "X3": 0.59067, "Y3": 0.4818, "X4": 0.62, "Y4": 0.4818, "page": 0, "Index": 255}, {"Word": "answered,", "Confidence": 0.379, "X1": 0.672, "Y1": 0.4922, "X2": 0.62267, "Y2": 0.492, "X3": 0.624, "Y3": 0.4818, "X4": 0.672, "Y4": 0.4808, "page": 0, "Index": 256}, {"Word": "who", "Confidence": 0.813, "X1": 0.69333, "Y1": 0.4912, "X2": 0.67467, "Y2": 0.491, "X3": 0.676, "Y3": 0.4808, "X4": 0.69333, "Y4": 0.4808, "page": 0, "Index": 257}, {"Word": "respondents", "Confidence": 0.611, "X1": 0.75733, "Y1": 0.4912, "X2": 0.696, "Y2": 0.491, "X3": 0.696, "Y3": 0.4808, "X4": 0.75733, "Y4": 0.4808, "page": 0, "Index": 258}, {"Word": "of", "Confidence": 0.882, "X1": 0.77333, "Y1": 0.4902, "X2": 0.76, "Y2": 0.49, "X3": 0.76, "Y3": 0.4808, "X4": 0.77333, "Y4": 0.4808, "page": 0, "Index": 259}, {"Word": "only", "Confidence": 0.693, "X1": 0.8, "Y1": 0.4902, "X2": 0.776, "Y2": 0.49, "X3": 0.776, "Y3": 0.4808, "X4": 0.8, "Y4": 0.4798, "page": 0, "Index": 260}, {"Word": "Asked", "Confidence": 0.621, "X1": 0.82933, "Y1": 0.4902, "X2": 0.80267, "Y2": 0.49, "X3": 0.80267, "Y3": 0.4798, "X4": 0.82933, "Y4": 0.4798, "page": 0, "Index": 261}, {"Word": "6:", "Confidence": 0.036, "X1": 0.78267, "Y1": 0.5032, "X2": 0.77067, "Y2": 0.503, "X3": 0.76933, "Y3": 0.4928, "X4": 0.78267, "Y4": 0.4928, "page": 0, "Index": 262}, {"Word": "Castion", "Confidence": 0.574, "X1": 0.83067, "Y1": 0.5032, "X2": 0.78533, "Y2": 0.503, "X3": 0.78533, "Y3": 0.4928, "X4": 0.832, "Y4": 0.4918, "page": 0, "Index": 263}, {"Word": "them.", "Confidence": 0.586, "X1": 0.64, "Y1": 0.5202, "X2": 0.61067, "Y2": 0.52, "X3": 0.612, "Y3": 0.5078, "X4": 0.64, "Y4": 0.5078, "page": 0, "Index": 264}, {"Word": "of", "Confidence": 0.609, "X1": 0.656, "Y1": 0.5202, "X2": 0.64267, "Y2": 0.52, "X3": 0.644, "Y3": 0.5078, "X4": 0.65733, "Y4": 0.5078, "page": 0, "Index": 265}, {"Word": "one", "Confidence": 0.183, "X1": 0.67867, "Y1": 0.5202, "X2": 0.66, "Y2": 0.52, "X3": 0.66, "Y3": 0.5078, "X4": 0.67867, "Y4": 0.5078, "page": 0, "Index": 266}, {"Word": "check", "Confidence": 0.707, "X1": 0.70933, "Y1": 0.5202, "X2": 0.68133, "Y2": 0.52, "X3": 0.68267, "Y3": 0.5078, "X4": 0.70933, "Y4": 0.5078, "page": 0, "Index": 267}, {"Word": "and", "Confidence": 0.971, "X1": 0.73067, "Y1": 0.5202, "X2": 0.712, "Y2": 0.52, "X3": 0.712, "Y3": 0.5078, "X4": 0.73067, "Y4": 0.5078, "page": 0, "Index": 268}, {"Word": "choices", "Confidence": 0.902, "X1": 0.77467, "Y1": 0.5202, "X2": 0.73467, "Y2": 0.52, "X3": 0.73467, "Y3": 0.5078, "X4": 0.77467, "Y4": 0.5078, "page": 0, "Index": 269}, {"Word": "3", "Confidence": 0.911, "X1": 0.784, "Y1": 0.5192, "X2": 0.77733, "Y2": 0.519, "X3": 0.77733, "Y3": 0.5078, "X4": 0.784, "Y4": 0.5078, "page": 0, "Index": 270}, {"Word": "the", "Confidence": 0.994, "X1": 0.80533, "Y1": 0.5192, "X2": 0.78667, "Y2": 0.519, "X3": 0.78667, "Y3": 0.5078, "X4": 0.80533, "Y4": 0.5078, "page": 0, "Index": 271}, {"Word": "Read", "Confidence": 0.73, "X1": 0.832, "Y1": 0.5192, "X2": 0.80933, "Y2": 0.519, "X3": 0.80933, "Y3": 0.5078, "X4": 0.832, "Y4": 0.5078, "page": 0, "Index": 272}, {"Word": "5:", "Confidence": 0.103, "X1": 0.784, "Y1": 0.5312, "X2": 0.772, "Y2": 0.531, "X3": 0.772, "Y3": 0.5198, "X4": 0.784, "Y4": 0.5198, "page": 0, "Index": 273}, {"Word": "Question", "Confidence": 0.27, "X1": 0.832, "Y1": 0.5312, "X2": 0.78667, "Y2": 0.531, "X3": 0.788, "Y3": 0.5198, "X4": 0.832, "Y4": 0.5188, "page": 0, "Index": 274}, {"Word": "priate.", "Confidence": 0.775, "X1": 0.832, "Y1": 0.5452, "X2": 0.792, "Y2": 0.545, "X3": 0.792, "Y3": 0.5368, "X4": 0.832, "Y4": 0.5358, "page": 0, "Index": 275}, {"Word": "appro-", "Confidence": 0.54, "X1": 0.41733, "Y1": 0.5562, "X2": 0.384, "Y2": 0.556, "X3": 0.38533, "Y3": 0.5458, "X4": 0.41733, "Y4": 0.5458, "page": 0, "Index": 276}, {"Word": "must", "Confidence": 0.234, "X1": 0.444, "Y1": 0.5562, "X2": 0.42, "Y2": 0.556, "X3": 0.42, "Y3": 0.5458, "X4": 0.44533, "Y4": 0.5458, "page": 0, "Index": 277}, {"Word": "box", "Confidence": 0.726, "X1": 0.46533, "Y1": 0.5562, "X2": 0.44667, "Y2": 0.556, "X3": 0.448, "Y3": 0.5458, "X4": 0.46533, "Y4": 0.5458, "page": 0, "Index": 278}, {"Word": "one", "Confidence": 0.191, "X1": 0.488, "Y1": 0.5562, "X2": 0.468, "Y2": 0.556, "X3": 0.46933, "Y3": 0.5458, "X4": 0.488, "Y4": 0.5458, "page": 0, "Index": 279}, {"Word": "the", "Confidence": 0.943, "X1": 0.50667, "Y1": 0.5562, "X2": 0.49067, "Y2": 0.556, "X3": 0.49067, "Y3": 0.5458, "X4": 0.508, "Y4": 0.5458, "page": 0, "Index": 280}, {"Word": "check", "Confidence": 0.993, "X1": 0.53867, "Y1": 0.5562, "X2": 0.51067, "Y2": 0.556, "X3": 0.51067, "Y3": 0.5458, "X4": 0.53867, "Y4": 0.5458, "page": 0, "Index": 281}, {"Word": "to", "Confidence": 0.462, "X1": 0.55467, "Y1": 0.5562, "X2": 0.54133, "Y2": 0.556, "X3": 0.54267, "Y3": 0.5458, "X4": 0.55467, "Y4": 0.5458, "page": 0, "Index": 282}, {"Word": "and", "Confidence": 0.882, "X1": 0.57733, "Y1": 0.5562, "X2": 0.55733, "Y2": 0.556, "X3": 0.55733, "Y3": 0.5458, "X4": 0.57733, "Y4": 0.5458, "page": 0, "Index": 283}, {"Word": "listed", "Confidence": 0.67, "X1": 0.61467, "Y1": 0.5562, "X2": 0.58, "Y2": 0.556, "X3": 0.58, "Y3": 0.5448, "X4": 0.61467, "Y4": 0.5448, "page": 0, "Index": 284}, {"Word": "choices", "Confidence": 0.632, "X1": 0.65733, "Y1": 0.5562, "X2": 0.61733, "Y2": 0.556, "X3": 0.61733, "Y3": 0.5448, "X4": 0.65733, "Y4": 0.5448, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.994, "X1": 0.67867, "Y1": 0.5552, "X2": 0.66, "Y2": 0.555, "X3": 0.66, "Y3": 0.5448, "X4": 0.67867, "Y4": 0.5448, "page": 0, "Index": 286}, {"Word": "all", "Confidence": 0.941, "X1": 0.7, "Y1": 0.5552, "X2": 0.68133, "Y2": 0.555, "X3": 0.68133, "Y3": 0.5448, "X4": 0.7, "Y4": 0.5448, "page": 0, "Index": 287}, {"Word": "read", "Confidence": 0.65, "X1": 0.72533, "Y1": 0.5552, "X2": 0.70267, "Y2": 0.555, "X3": 0.70267, "Y3": 0.5448, "X4": 0.72667, "Y4": 0.5448, "page": 0, "Index": 288}, {"Word": "to", "Confidence": 0.66, "X1": 0.74133, "Y1": 0.5552, "X2": 0.72933, "Y2": 0.555, "X3": 0.72933, "Y3": 0.5448, "X4": 0.74267, "Y4": 0.5448, "page": 0, "Index": 289}, {"Word": "you", "Confidence": 0.926, "X1": 0.764, "Y1": 0.5552, "X2": 0.744, "Y2": 0.555, "X3": 0.74533, "Y3": 0.5448, "X4": 0.764, "Y4": 0.5438, "page": 0, "Index": 290}, {"Word": "want", "Confidence": 0.924, "X1": 0.79067, "Y1": 0.5542, "X2": 0.76667, "Y2": 0.554, "X3": 0.76667, "Y3": 0.5438, "X4": 0.792, "Y4": 0.5438, "page": 0, "Index": 291}, {"Word": "we", "Confidence": 0.287, "X1": 0.80667, "Y1": 0.5542, "X2": 0.79467, "Y2": 0.554, "X3": 0.79467, "Y3": 0.5438, "X4": 0.808, "Y4": 0.5438, "page": 0, "Index": 292}, {"Word": "Hare", "Confidence": 0.961, "X1": 0.832, "Y1": 0.5542, "X2": 0.80933, "Y2": 0.554, "X3": 0.81067, "Y3": 0.5438, "X4": 0.83333, "Y4": 0.5438, "page": 0, "Index": 293}, {"Word": "4:", "Confidence": 0.78, "X1": 0.78267, "Y1": 0.5662, "X2": 0.768, "Y2": 0.566, "X3": 0.768, "Y3": 0.5548, "X4": 0.784, "Y4": 0.5548, "page": 0, "Index": 294}, {"Word": "gestion", "Confidence": 0.603, "X1": 0.832, "Y1": 0.5662, "X2": 0.78533, "Y2": 0.566, "X3": 0.78667, "Y3": 0.5548, "X4": 0.83333, "Y4": 0.5548, "page": 0, "Index": 295}, {"Word": "NIC.", "Confidence": 0.287, "X1": 0.72667, "Y1": 0.5822, "X2": 0.7, "Y2": 0.582, "X3": 0.7, "Y3": 0.5708, "X4": 0.72667, "Y4": 0.5718, "page": 0, "Index": 296}, {"Word": "AGO", "Confidence": 0.145, "X1": 0.56, "Y1": 0.5962, "X2": 0.54, "Y2": 0.596, "X3": 0.54, "Y3": 0.5848, "X4": 0.56, "Y4": 0.5848, "page": 0, "Index": 297}, {"Word": "WEEKS", "Confidence": 0.656, "X1": 0.59333, "Y1": 0.5962, "X2": 0.564, "Y2": 0.596, "X3": 0.564, "Y3": 0.5848, "X4": 0.59467, "Y4": 0.5848, "page": 0, "Index": 298}, {"Word": "3", "Confidence": 0.772, "X1": 0.60267, "Y1": 0.5962, "X2": 0.59733, "Y2": 0.596, "X3": 0.59733, "Y3": 0.5848, "X4": 0.60267, "Y4": 0.5848, "page": 0, "Index": 299}, {"Word": "70", "Confidence": 0.667, "X1": 0.61867, "Y1": 0.5962, "X2": 0.60533, "Y2": 0.596, "X3": 0.60533, "Y3": 0.5848, "X4": 0.61867, "Y4": 0.5848, "page": 0, "Index": 300}, {"Word": "WEEKS", "Confidence": 0.607, "X1": 0.652, "Y1": 0.5952, "X2": 0.62133, "Y2": 0.595, "X3": 0.62267, "Y3": 0.5848, "X4": 0.652, "Y4": 0.5838, "page": 0, "Index": 301}, {"Word": "2", "Confidence": 0.956, "X1": 0.66133, "Y1": 0.5952, "X2": 0.656, "Y2": 0.595, "X3": 0.656, "Y3": 0.5838, "X4": 0.66133, "Y4": 0.5838, "page": 0, "Index": 302}, {"Word": "THAN", "Confidence": 0.151, "X1": 0.68667, "Y1": 0.5952, "X2": 0.664, "Y2": 0.595, "X3": 0.664, "Y3": 0.5838, "X4": 0.68667, "Y4": 0.5838, "page": 0, "Index": 303}, {"Word": "MORE", "Confidence": 0.457, "X1": 0.716, "Y1": 0.5952, "X2": 0.68933, "Y2": 0.595, "X3": 0.69067, "Y3": 0.5838, "X4": 0.716, "Y4": 0.5838, "page": 0, "Index": 304}, {"Word": ".", "Confidence": 0.65, "X1": 0.72533, "Y1": 0.5952, "X2": 0.72, "Y2": 0.595, "X3": 0.72, "Y3": 0.5838, "X4": 0.72533, "Y4": 0.5838, "page": 0, "Index": 305}, {"Word": "AGO", "Confidence": 0.006, "X1": 0.74667, "Y1": 0.5952, "X2": 0.728, "Y2": 0.595, "X3": 0.728, "Y3": 0.5838, "X4": 0.74667, "Y4": 0.5838, "page": 0, "Index": 306}, {"Word": "WEEKS", "Confidence": 0.274, "X1": 0.78, "Y1": 0.5952, "X2": 0.74933, "Y2": 0.595, "X3": 0.75067, "Y3": 0.5838, "X4": 0.78, "Y4": 0.5838, "page": 0, "Index": 307}, {"Word": "3", "Confidence": 0.15, "X1": 0.78933, "Y1": 0.5952, "X2": 0.78267, "Y2": 0.595, "X3": 0.78267, "Y3": 0.5838, "X4": 0.78933, "Y4": 0.5838, "page": 0, "Index": 308}, {"Word": "ANKIT", "Confidence": 0.087, "X1": 0.82133, "Y1": 0.5952, "X2": 0.792, "Y2": 0.595, "X3": 0.792, "Y3": 0.5838, "X4": 0.82133, "Y4": 0.5838, "page": 0, "Index": 309}, {"Word": "AGO", "Confidence": 0.239, "X1": 0.56533, "Y1": 0.6082, "X2": 0.54533, "Y2": 0.608, "X3": 0.54533, "Y3": 0.5968, "X4": 0.56533, "Y4": 0.5968, "page": 0, "Index": 310}, {"Word": "KDEKS", "Confidence": 0.173, "X1": 0.59867, "Y1": 0.6082, "X2": 0.56933, "Y2": 0.608, "X3": 0.56933, "Y3": 0.5968, "X4": 0.59867, "Y4": 0.5968, "page": 0, "Index": 311}, {"Word": "2", "Confidence": 0.881, "X1": 0.60933, "Y1": 0.6082, "X2": 0.60133, "Y2": 0.608, "X3": 0.60133, "Y3": 0.5968, "X4": 0.60933, "Y4": 0.5968, "page": 0, "Index": 312}, {"Word": "TO", "Confidence": 0.299, "X1": 0.624, "Y1": 0.6082, "X2": 0.612, "Y2": 0.608, "X3": 0.61333, "Y3": 0.5968, "X4": 0.624, "Y4": 0.5968, "page": 0, "Index": 313}, {"Word": "MEEK", "Confidence": 0.619, "X1": 0.65333, "Y1": 0.6072, "X2": 0.628, "Y2": 0.607, "X3": 0.628, "Y3": 0.5968, "X4": 0.65333, "Y4": 0.5968, "page": 0, "Index": 314}, {"Word": "1", "Confidence": 0.672, "X1": 0.66267, "Y1": 0.6072, "X2": 0.656, "Y2": 0.607, "X3": 0.656, "Y3": 0.5968, "X4": 0.66267, "Y4": 0.5968, "page": 0, "Index": 315}, {"Word": "THAN", "Confidence": 0.958, "X1": 0.688, "Y1": 0.6072, "X2": 0.66533, "Y2": 0.607, "X3": 0.66533, "Y3": 0.5968, "X4": 0.688, "Y4": 0.5968, "page": 0, "Index": 316}, {"Word": "HORE", "Confidence": 0.671, "X1": 0.716, "Y1": 0.6072, "X2": 0.69067, "Y2": 0.607, "X3": 0.69067, "Y3": 0.5968, "X4": 0.71733, "Y4": 0.5968, "page": 0, "Index": 317}, {"Word": "-", "Confidence": 0.673, "X1": 0.72533, "Y1": 0.6072, "X2": 0.71867, "Y2": 0.607, "X3": 0.72, "Y3": 0.5968, "X4": 0.72667, "Y4": 0.5958, "page": 0, "Index": 318}, {"Word": "AGO", "Confidence": 0.247, "X1": 0.74667, "Y1": 0.6072, "X2": 0.728, "Y2": 0.607, "X3": 0.72933, "Y3": 0.5958, "X4": 0.748, "Y4": 0.5958, "page": 0, "Index": 319}, {"Word": "WEEKS", "Confidence": 0.023, "X1": 0.78, "Y1": 0.6072, "X2": 0.74933, "Y2": 0.607, "X3": 0.75067, "Y3": 0.5958, "X4": 0.78133, "Y4": 0.5958, "page": 0, "Index": 320}, {"Word": "2", "Confidence": 0.996, "X1": 0.78933, "Y1": 0.6072, "X2": 0.78267, "Y2": 0.607, "X3": 0.784, "Y3": 0.5958, "X4": 0.79067, "Y4": 0.5958, "page": 0, "Index": 321}, {"Word": "ABOUT", "Confidence": 0.895, "X1": 0.82133, "Y1": 0.6072, "X2": 0.792, "Y2": 0.607, "X3": 0.79333, "Y3": 0.5958, "X4": 0.82267, "Y4": 0.5958, "page": 0, "Index": 322}, {"Word": "LESS", "Confidence": 0.632, "X1": 0.668, "Y1": 0.6202, "X2": 0.64267, "Y2": 0.62, "X3": 0.644, "Y3": 0.6088, "X4": 0.66933, "Y4": 0.6088, "page": 0, "Index": 323}, {"Word": "OR", "Confidence": 0.822, "X1": 0.684, "Y1": 0.6202, "X2": 0.67067, "Y2": 0.62, "X3": 0.672, "Y3": 0.6088, "X4": 0.684, "Y4": 0.6088, "page": 0, "Index": 324}, {"Word": "WEEK", "Confidence": 0.575, "X1": 0.71067, "Y1": 0.6192, "X2": 0.68667, "Y2": 0.619, "X3": 0.68667, "Y3": 0.6088, "X4": 0.712, "Y4": 0.6088, "page": 0, "Index": 325}, {"Word": "1", "Confidence": 0.956, "X1": 0.72133, "Y1": 0.6192, "X2": 0.71333, "Y2": 0.619, "X3": 0.71467, "Y3": 0.6088, "X4": 0.72133, "Y4": 0.6088, "page": 0, "Index": 326}, {"Word": ".", "Confidence": 0.636, "X1": 0.732, "Y1": 0.6192, "X2": 0.724, "Y2": 0.619, "X3": 0.72533, "Y3": 0.6088, "X4": 0.732, "Y4": 0.6088, "page": 0, "Index": 327}, {"Word": "WEEK", "Confidence": 0.614, "X1": 0.75867, "Y1": 0.6192, "X2": 0.73467, "Y2": 0.619, "X3": 0.736, "Y3": 0.6088, "X4": 0.76, "Y4": 0.6088, "page": 0, "Index": 328}, {"Word": "PAST", "Confidence": 0.877, "X1": 0.78533, "Y1": 0.6192, "X2": 0.76133, "Y2": 0.619, "X3": 0.76267, "Y3": 0.6088, "X4": 0.78667, "Y4": 0.6088, "page": 0, "Index": 329}, {"Word": "WITHIN", "Confidence": 0.456, "X1": 0.824, "Y1": 0.6192, "X2": 0.788, "Y2": 0.619, "X3": 0.78933, "Y3": 0.6088, "X4": 0.824, "Y4": 0.6078, "page": 0, "Index": 330}, {"Word": "followed:", "Confidence": 0.641, "X1": 0.544, "Y1": 0.6322, "X2": 0.49467, "Y2": 0.632, "X3": 0.49467, "Y3": 0.6228, "X4": 0.54533, "Y4": 0.6218, "page": 0, "Index": 331}, {"Word": "as", "Confidence": 0.745, "X1": 0.56133, "Y1": 0.6312, "X2": 0.548, "Y2": 0.631, "X3": 0.548, "Y3": 0.6218, "X4": 0.56267, "Y4": 0.6218, "page": 0, "Index": 332}, {"Word": "choices", "Confidence": 0.732, "X1": 0.604, "Y1": 0.6312, "X2": 0.564, "Y2": 0.631, "X3": 0.56533, "Y3": 0.6218, "X4": 0.604, "Y4": 0.6208, "page": 0, "Index": 333}, {"Word": "the", "Confidence": 0.955, "X1": 0.624, "Y1": 0.6312, "X2": 0.60667, "Y2": 0.631, "X3": 0.608, "Y3": 0.6208, "X4": 0.624, "Y4": 0.6208, "page": 0, "Index": 334}, {"Word": "regard", "Confidence": 0.622, "X1": 0.66267, "Y1": 0.6312, "X2": 0.628, "Y2": 0.631, "X3": 0.62933, "Y3": 0.6208, "X4": 0.664, "Y4": 0.6208, "page": 0, "Index": 335}, {"Word": "should", "Confidence": 0.659, "X1": 0.7, "Y1": 0.6302, "X2": 0.66533, "Y2": 0.63, "X3": 0.66667, "Y3": 0.6208, "X4": 0.7, "Y4": 0.6208, "page": 0, "Index": 336}, {"Word": "you", "Confidence": 0.998, "X1": 0.72133, "Y1": 0.6302, "X2": 0.704, "Y2": 0.63, "X3": 0.704, "Y3": 0.6208, "X4": 0.72133, "Y4": 0.6208, "page": 0, "Index": 337}, {"Word": "Itated,", "Confidence": 0.148, "X1": 0.764, "Y1": 0.6302, "X2": 0.724, "Y2": 0.63, "X3": 0.724, "Y3": 0.6208, "X4": 0.764, "Y4": 0.6198, "page": 0, "Index": 338}, {"Word": "specifically", "Confidence": 0.628, "X1": 0.83333, "Y1": 0.6302, "X2": 0.76667, "Y2": 0.63, "X3": 0.76667, "Y3": 0.6198, "X4": 0.83333, "Y4": 0.6198, "page": 0, "Index": 339}, {"Word": "not", "Confidence": 0.353, "X1": 0.44, "Y1": 0.6402, "X2": 0.42133, "Y2": 0.64, "X3": 0.42133, "Y3": 0.6308, "X4": 0.44, "Y4": 0.6308, "page": 0, "Index": 340}, {"Word": "is", "Confidence": 0.991, "X1": 0.456, "Y1": 0.6402, "X2": 0.44267, "Y2": 0.64, "X3": 0.44267, "Y3": 0.6308, "X4": 0.456, "Y4": 0.6308, "page": 0, "Index": 341}, {"Word": "that", "Confidence": 0.93, "X1": 0.48267, "Y1": 0.6402, "X2": 0.45867, "Y2": 0.64, "X3": 0.45867, "Y3": 0.6308, "X4": 0.48267, "Y4": 0.6308, "page": 0, "Index": 342}, {"Word": "tine", "Confidence": 0.93, "X1": 0.508, "Y1": 0.6402, "X2": 0.48533, "Y2": 0.64, "X3": 0.48533, "Y3": 0.6308, "X4": 0.508, "Y4": 0.6308, "page": 0, "Index": 343}, {"Word": "a", "Confidence": 0.577, "X1": 0.52, "Y1": 0.6402, "X2": 0.512, "Y2": 0.64, "X3": 0.512, "Y3": 0.6308, "X4": 0.51867, "Y4": 0.6308, "page": 0, "Index": 344}, {"Word": "mentiens", "Confidence": 0.725, "X1": 0.568, "Y1": 0.6402, "X2": 0.52267, "Y2": 0.64, "X3": 0.52267, "Y3": 0.6298, "X4": 0.568, "Y4": 0.6298, "page": 0, "Index": 345}, {"Word": "respondent", "Confidence": 0.641, "X1": 0.62533, "Y1": 0.6402, "X2": 0.57067, "Y2": 0.64, "X3": 0.57067, "Y3": 0.6298, "X4": 0.62533, "Y4": 0.6298, "page": 0, "Index": 346}, {"Word": "a", "Confidence": 0.6, "X1": 0.63733, "Y1": 0.6392, "X2": 0.62933, "Y2": 0.639, "X3": 0.62933, "Y3": 0.6298, "X4": 0.63733, "Y4": 0.6298, "page": 0, "Index": 347}, {"Word": "If", "Confidence": 0.996, "X1": 0.65333, "Y1": 0.6392, "X2": 0.64, "Y2": 0.639, "X3": 0.64, "Y3": 0.6298, "X4": 0.65333, "Y4": 0.6298, "page": 0, "Index": 348}, {"Word": "choices.", "Confidence": 0.635, "X1": 0.70533, "Y1": 0.6392, "X2": 0.66, "Y2": 0.639, "X3": 0.66, "Y3": 0.6298, "X4": 0.70533, "Y4": 0.6288, "page": 0, "Index": 349}, {"Word": "of", "Confidence": 0.991, "X1": 0.72133, "Y1": 0.6392, "X2": 0.708, "Y2": 0.639, "X3": 0.708, "Y3": 0.6288, "X4": 0.72267, "Y4": 0.6288, "page": 0, "Index": 350}, {"Word": "list", "Confidence": 0.883, "X1": 0.748, "Y1": 0.6392, "X2": 0.72533, "Y2": 0.639, "X3": 0.72533, "Y3": 0.6288, "X4": 0.748, "Y4": 0.6288, "page": 0, "Index": 351}, {"Word": "the", "Confidence": 0.913, "X1": 0.76933, "Y1": 0.6382, "X2": 0.75067, "Y2": 0.638, "X3": 0.752, "Y3": 0.6288, "X4": 0.76933, "Y4": 0.6288, "page": 0, "Index": 352}, {"Word": "read", "Confidence": 0.274, "X1": 0.796, "Y1": 0.6382, "X2": 0.772, "Y2": 0.638, "X3": 0.772, "Y3": 0.6288, "X4": 0.796, "Y4": 0.6288, "page": 0, "Index": 353}, {"Word": "not", "Confidence": 0.62, "X1": 0.81733, "Y1": 0.6382, "X2": 0.79867, "Y2": 0.638, "X3": 0.79867, "Y3": 0.6288, "X4": 0.81733, "Y4": 0.6288, "page": 0, "Index": 354}, {"Word": "Do", "Confidence": 0.804, "X1": 0.83333, "Y1": 0.6372, "X2": 0.82, "Y2": 0.637, "X3": 0.82, "Y3": 0.6288, "X4": 0.83333, "Y4": 0.6288, "page": 0, "Index": 355}, {"Word": "2:", "Confidence": 0.232, "X1": 0.784, "Y1": 0.6512, "X2": 0.772, "Y2": 0.651, "X3": 0.77067, "Y3": 0.6388, "X4": 0.784, "Y4": 0.6388, "page": 0, "Index": 356}, {"Word": "Question", "Confidence": 0.484, "X1": 0.83333, "Y1": 0.6502, "X2": 0.788, "Y2": 0.65, "X3": 0.78667, "Y3": 0.6388, "X4": 0.83467, "Y4": 0.6388, "page": 0, "Index": 357}, {"Word": "S.", "Confidence": 0.656, "X1": 0.57333, "Y1": 0.6692, "X2": 0.55867, "Y2": 0.669, "X3": 0.55867, "Y3": 0.6578, "X4": 0.57333, "Y4": 0.6578, "page": 0, "Index": 358}, {"Word": "Q.", "Confidence": 0.681, "X1": 0.58933, "Y1": 0.6692, "X2": 0.576, "Y2": 0.669, "X3": 0.576, "Y3": 0.6578, "X4": 0.58933, "Y4": 0.6578, "page": 0, "Index": 359}, {"Word": "WITH", "Confidence": 0.244, "X1": 0.61733, "Y1": 0.6682, "X2": 0.59333, "Y2": 0.668, "X3": 0.59333, "Y3": 0.6578, "X4": 0.61733, "Y4": 0.6568, "page": 0, "Index": 360}, {"Word": "CONTINUE", "Confidence": 0.522, "X1": 0.664, "Y1": 0.6682, "X2": 0.62, "Y2": 0.668, "X3": 0.62, "Y3": 0.6568, "X4": 0.664, "Y4": 0.6568, "page": 0, "Index": 361}, {"Word": "MONITONED,", "Confidence": 0.232, "X1": 0.72267, "Y1": 0.6672, "X2": 0.66667, "Y2": 0.667, "X3": 0.66667, "Y3": 0.6568, "X4": 0.72267, "Y4": 0.6568, "page": 0, "Index": 362}, {"Word": "WAS", "Confidence": 0.513, "X1": 0.744, "Y1": 0.6672, "X2": 0.72667, "Y2": 0.667, "X3": 0.72667, "Y3": 0.6558, "X4": 0.744, "Y4": 0.6558, "page": 0, "Index": 363}, {"Word": "LIGHTS", "Confidence": 0.309, "X1": 0.78133, "Y1": 0.6672, "X2": 0.74667, "Y2": 0.667, "X3": 0.74667, "Y3": 0.6558, "X4": 0.78133, "Y4": 0.6558, "page": 0, "Index": 364}, {"Word": "ARCTIC", "Confidence": 0.705, "X1": 0.81867, "Y1": 0.6672, "X2": 0.784, "Y2": 0.667, "X3": 0.784, "Y3": 0.6558, "X4": 0.81867, "Y4": 0.6558, "page": 0, "Index": 365}, {"Word": "IF", "Confidence": 0.992, "X1": 0.83333, "Y1": 0.6682, "X2": 0.82133, "Y2": 0.668, "X3": 0.82133, "Y3": 0.6558, "X4": 0.83333, "Y4": 0.6558, "page": 0, "Index": 366}, {"Word": "WAS", "Confidence": 0.705, "X1": 0.744, "Y1": 0.6792, "X2": 0.728, "Y2": 0.679, "X3": 0.728, "Y3": 0.6678, "X4": 0.744, "Y4": 0.6678, "page": 0, "Index": 367}, {"Word": "LIGHTS", "Confidence": 0.758, "X1": 0.78133, "Y1": 0.6792, "X2": 0.748, "Y2": 0.679, "X3": 0.74667, "Y3": 0.6678, "X4": 0.78133, "Y4": 0.6678, "page": 0, "Index": 368}, {"Word": "ARCTIC", "Confidence": 0.756, "X1": 0.82, "Y1": 0.6792, "X2": 0.784, "Y2": 0.679, "X3": 0.784, "Y3": 0.6678, "X4": 0.81867, "Y4": 0.6678, "page": 0, "Index": 369}, {"Word": "IF", "Confidence": 0.747, "X1": 0.83467, "Y1": 0.6792, "X2": 0.82267, "Y2": 0.679, "X3": 0.82267, "Y3": 0.6678, "X4": 0.83467, "Y4": 0.6678, "page": 0, "Index": 370}, {"Word": "B.", "Confidence": 0.273, "X1": 0.54267, "Y1": 0.6812, "X2": 0.52133, "Y2": 0.681, "X3": 0.52133, "Y3": 0.6688, "X4": 0.54133, "Y4": 0.6688, "page": 0, "Index": 371}, {"Word": "Q.", "Confidence": 0.152, "X1": 0.55733, "Y1": 0.6812, "X2": 0.54533, "Y2": 0.681, "X3": 0.54533, "Y3": 0.6688, "X4": 0.55733, "Y4": 0.6688, "page": 0, "Index": 372}, {"Word": "TO", "Confidence": 0.924, "X1": 0.57467, "Y1": 0.6812, "X2": 0.56133, "Y2": 0.681, "X3": 0.56, "Y3": 0.6688, "X4": 0.57467, "Y4": 0.6688, "page": 0, "Index": 373}, {"Word": "SKIP", "Confidence": 0.424, "X1": 0.6, "Y1": 0.6802, "X2": 0.57867, "Y2": 0.68, "X3": 0.57733, "Y3": 0.6688, "X4": 0.6, "Y4": 0.6688, "page": 0, "Index": 374}, {"Word": "7.", "Confidence": 0.505, "X1": 0.61733, "Y1": 0.6802, "X2": 0.60267, "Y2": 0.68, "X3": 0.60267, "Y3": 0.6688, "X4": 0.61733, "Y4": 0.6688, "page": 0, "Index": 375}, {"Word": "Q.", "Confidence": 0.823, "X1": 0.63333, "Y1": 0.6802, "X2": 0.62, "Y2": 0.68, "X3": 0.62, "Y3": 0.6688, "X4": 0.632, "Y4": 0.6688, "page": 0, "Index": 376}, {"Word": "IN", "Confidence": 0.99, "X1": 0.64933, "Y1": 0.6792, "X2": 0.636, "Y2": 0.679, "X3": 0.636, "Y3": 0.6688, "X4": 0.64933, "Y4": 0.6688, "page": 0, "Index": 377}, {"Word": "MENTIONED", "Confidence": 0.648, "X1": 0.70133, "Y1": 0.6792, "X2": 0.65333, "Y2": 0.679, "X3": 0.65333, "Y3": 0.6688, "X4": 0.70133, "Y4": 0.6688, "page": 0, "Index": 378}, {"Word": "NOT", "Confidence": 0.994, "X1": 0.72533, "Y1": 0.6792, "X2": 0.70533, "Y2": 0.679, "X3": 0.70533, "Y3": 0.6688, "X4": 0.72533, "Y4": 0.6678, "page": 0, "Index": 379}, {"Word": "sacked.", "Confidence": 0.41, "X1": 0.41867, "Y1": 0.6952, "X2": 0.37867, "Y2": 0.695, "X3": 0.37867, "Y3": 0.6808, "X4": 0.41867, "Y4": 0.6808, "page": 0, "Index": 380}, {"Word": "packs", "Confidence": 0.857, "X1": 0.45067, "Y1": 0.6942, "X2": 0.42133, "Y2": 0.694, "X3": 0.42133, "Y3": 0.6808, "X4": 0.45067, "Y4": 0.6808, "page": 0, "Index": 381}, {"Word": "of", "Confidence": 0.997, "X1": 0.46667, "Y1": 0.6932, "X2": 0.45467, "Y2": 0.693, "X3": 0.45467, "Y3": 0.6808, "X4": 0.46667, "Y4": 0.6808, "page": 0, "Index": 382}, {"Word": "manter", "Confidence": 0.209, "X1": 0.50533, "Y1": 0.6932, "X2": 0.46933, "Y2": 0.693, "X3": 0.46933, "Y3": 0.6808, "X4": 0.50533, "Y4": 0.6808, "page": 0, "Index": 383}, {"Word": "the", "Confidence": 0.97, "X1": 0.52533, "Y1": 0.6932, "X2": 0.508, "Y2": 0.693, "X3": 0.508, "Y3": 0.6808, "X4": 0.52533, "Y4": 0.6808, "page": 0, "Index": 384}, {"Word": "determine", "Confidence": 0.603, "X1": 0.57867, "Y1": 0.6932, "X2": 0.528, "Y2": 0.693, "X3": 0.528, "Y3": 0.6808, "X4": 0.57867, "Y4": 0.6798, "page": 0, "Index": 385}, {"Word": "Za,", "Confidence": 0.08, "X1": 0.6, "Y1": 0.6922, "X2": 0.58267, "Y2": 0.692, "X3": 0.58267, "Y3": 0.6798, "X4": 0.6, "Y4": 0.6798, "page": 0, "Index": 386}, {"Word": "Q.", "Confidence": 0.881, "X1": 0.616, "Y1": 0.6922, "X2": 0.60267, "Y2": 0.692, "X3": 0.604, "Y3": 0.6798, "X4": 0.61733, "Y4": 0.6798, "page": 0, "Index": 387}, {"Word": "for", "Confidence": 0.97, "X1": 0.63733, "Y1": 0.6922, "X2": 0.62, "Y2": 0.692, "X3": 0.62, "Y3": 0.6798, "X4": 0.63733, "Y4": 0.6798, "page": 0, "Index": 388}, {"Word": "in", "Confidence": 0.997, "X1": 0.65333, "Y1": 0.6922, "X2": 0.64133, "Y2": 0.692, "X3": 0.64133, "Y3": 0.6798, "X4": 0.65333, "Y4": 0.6798, "page": 0, "Index": 389}, {"Word": "written", "Confidence": 0.612, "X1": 0.69733, "Y1": 0.6912, "X2": 0.656, "Y2": 0.691, "X3": 0.65733, "Y3": 0.6798, "X4": 0.69733, "Y4": 0.6798, "page": 0, "Index": 390}, {"Word": "or", "Confidence": 0.991, "X1": 0.712, "Y1": 0.6912, "X2": 0.7, "Y2": 0.691, "X3": 0.7, "Y3": 0.6798, "X4": 0.712, "Y4": 0.6798, "page": 0, "Index": 391}, {"Word": "checked", "Confidence": 0.682, "X1": 0.75467, "Y1": 0.6912, "X2": 0.71467, "Y2": 0.691, "X3": 0.71467, "Y3": 0.6798, "X4": 0.75467, "Y4": 0.6798, "page": 0, "Index": 392}, {"Word": "brand", "Confidence": 0.685, "X1": 0.78667, "Y1": 0.6912, "X2": 0.75733, "Y2": 0.691, "X3": 0.75867, "Y3": 0.6798, "X4": 0.78667, "Y4": 0.6788, "page": 0, "Index": 393}, {"Word": "each", "Confidence": 0.297, "X1": 0.81333, "Y1": 0.6912, "X2": 0.78933, "Y2": 0.691, "X3": 0.79067, "Y3": 0.6788, "X4": 0.81333, "Y4": 0.6788, "page": 0, "Index": 394}, {"Word": "For", "Confidence": 0.657, "X1": 0.83333, "Y1": 0.6912, "X2": 0.816, "Y2": 0.691, "X3": 0.816, "Y3": 0.6788, "X4": 0.83333, "Y4": 0.6788, "page": 0, "Index": 395}, {"Word": "(Specify).", "Confidence": 0.622, "X1": 0.80133, "Y1": 0.7182, "X2": 0.74533, "Y2": 0.718, "X3": 0.74533, "Y3": 0.7068, "X4": 0.80133, "Y4": 0.7078, "page": 0, "Index": 396}, {"Word": "Other", "Confidence": 0.191, "X1": 0.83333, "Y1": 0.7192, "X2": 0.80533, "Y2": 0.719, "X3": 0.804, "Y3": 0.7078, "X4": 0.83333, "Y4": 0.7088, "page": 0, "Index": 397}, {"Word": "under", "Confidence": 0.729, "X1": 0.42533, "Y1": 0.7292, "X2": 0.39467, "Y2": 0.729, "X3": 0.396, "Y3": 0.7178, "X4": 0.42533, "Y4": 0.7168, "page": 0, "Index": 398}, {"Word": "provided", "Confidence": 0.847, "X1": 0.472, "Y1": 0.7282, "X2": 0.428, "Y2": 0.728, "X3": 0.428, "Y3": 0.7168, "X4": 0.47333, "Y4": 0.7158, "page": 0, "Index": 399}, {"Word": "space", "Confidence": 0.393, "X1": 0.504, "Y1": 0.7282, "X2": 0.47467, "Y2": 0.728, "X3": 0.476, "Y3": 0.7158, "X4": 0.504, "Y4": 0.7158, "page": 0, "Index": 400}, {"Word": "the", "Confidence": 0.932, "X1": 0.524, "Y1": 0.7272, "X2": 0.50667, "Y2": 0.727, "X3": 0.508, "Y3": 0.7158, "X4": 0.52533, "Y4": 0.7158, "page": 0, "Index": 401}, {"Word": "in", "Confidence": 0.707, "X1": 0.54, "Y1": 0.7272, "X2": 0.528, "Y2": 0.727, "X3": 0.528, "Y3": 0.7158, "X4": 0.54133, "Y4": 0.7158, "page": 0, "Index": 402}, {"Word": "in", "Confidence": 0.675, "X1": 0.55733, "Y1": 0.7272, "X2": 0.544, "Y2": 0.727, "X3": 0.544, "Y3": 0.7158, "X4": 0.55733, "Y4": 0.7158, "page": 0, "Index": 403}, {"Word": "it", "Confidence": 0.797, "X1": 0.57333, "Y1": 0.7272, "X2": 0.56, "Y2": 0.727, "X3": 0.56, "Y3": 0.7158, "X4": 0.57467, "Y4": 0.7158, "page": 0, "Index": 404}, {"Word": "write", "Confidence": 0.87, "X1": 0.60667, "Y1": 0.7272, "X2": 0.576, "Y2": 0.727, "X3": 0.57733, "Y3": 0.7158, "X4": 0.608, "Y4": 0.7158, "page": 0, "Index": 405}, {"Word": "listed,", "Confidence": 0.605, "X1": 0.64933, "Y1": 0.7272, "X2": 0.61067, "Y2": 0.727, "X3": 0.61067, "Y3": 0.7158, "X4": 0.64933, "Y4": 0.7168, "page": 0, "Index": 406}, {"Word": "those", "Confidence": 0.771, "X1": 0.67867, "Y1": 0.7272, "X2": 0.652, "Y2": 0.727, "X3": 0.652, "Y3": 0.7168, "X4": 0.67867, "Y4": 0.7178, "page": 0, "Index": 407}, {"Word": "an", "Confidence": 0.207, "X1": 0.692, "Y1": 0.7272, "X2": 0.68133, "Y2": 0.727, "X3": 0.68267, "Y3": 0.7178, "X4": 0.69333, "Y4": 0.7178, "page": 0, "Index": 408}, {"Word": "than", "Confidence": 0.455, "X1": 0.70533, "Y1": 0.7262, "X2": 0.68133, "Y2": 0.726, "X3": 0.68133, "Y3": 0.7128, "X4": 0.70533, "Y4": 0.7138, "page": 0, "Index": 409}, {"Word": "other", "Confidence": 0.403, "X1": 0.73867, "Y1": 0.7262, "X2": 0.70933, "Y2": 0.726, "X3": 0.70933, "Y3": 0.7138, "X4": 0.73867, "Y4": 0.7138, "page": 0, "Index": 410}, {"Word": "brand(a)", "Confidence": 0.232, "X1": 0.788, "Y1": 0.7262, "X2": 0.74133, "Y2": 0.726, "X3": 0.74267, "Y3": 0.7148, "X4": 0.788, "Y4": 0.7158, "page": 0, "Index": 411}, {"Word": "mations", "Confidence": 0.634, "X1": 0.83333, "Y1": 0.7262, "X2": 0.79067, "Y2": 0.726, "X3": 0.79067, "Y3": 0.7158, "X4": 0.83333, "Y4": 0.7158, "page": 0, "Index": 412}, {"Word": "person", "Confidence": 0.806, "X1": 0.41733, "Y1": 0.7382, "X2": 0.38133, "Y2": 0.738, "X3": 0.384, "Y3": 0.7258, "X4": 0.42, "Y4": 0.7258, "page": 0, "Index": 413}, {"Word": "a", "Confidence": 0.671, "X1": 0.428, "Y1": 0.7382, "X2": 0.42133, "Y2": 0.738, "X3": 0.42267, "Y3": 0.7258, "X4": 0.42933, "Y4": 0.7258, "page": 0, "Index": 414}, {"Word": "If", "Confidence": 0.114, "X1": 0.444, "Y1": 0.7382, "X2": 0.43067, "Y2": 0.738, "X3": 0.432, "Y3": 0.7258, "X4": 0.44533, "Y4": 0.7258, "page": 0, "Index": 415}, {"Word": "box.", "Confidence": 0.806, "X1": 0.47733, "Y1": 0.7372, "X2": 0.45067, "Y2": 0.737, "X3": 0.452, "Y3": 0.7258, "X4": 0.47867, "Y4": 0.7258, "page": 0, "Index": 416}, {"Word": "appropriate", "Confidence": 0.522, "X1": 0.54, "Y1": 0.7372, "X2": 0.48133, "Y2": 0.737, "X3": 0.48267, "Y3": 0.7258, "X4": 0.54133, "Y4": 0.7258, "page": 0, "Index": 417}, {"Word": "the", "Confidence": 0.886, "X1": 0.56133, "Y1": 0.7362, "X2": 0.544, "Y2": 0.736, "X3": 0.544, "Y3": 0.7258, "X4": 0.56267, "Y4": 0.7258, "page": 0, "Index": 418}, {"Word": "check", "Confidence": 0.933, "X1": 0.59467, "Y1": 0.7362, "X2": 0.56533, "Y2": 0.736, "X3": 0.56533, "Y3": 0.7258, "X4": 0.59467, "Y4": 0.7248, "page": 0, "Index": 419}, {"Word": "listed,", "Confidence": 0.619, "X1": 0.63733, "Y1": 0.7362, "X2": 0.59733, "Y2": 0.736, "X3": 0.59867, "Y3": 0.7248, "X4": 0.63733, "Y4": 0.7248, "page": 0, "Index": 420}, {"Word": "brands", "Confidence": 0.615, "X1": 0.67467, "Y1": 0.7352, "X2": 0.64, "Y2": 0.735, "X3": 0.64133, "Y3": 0.7248, "X4": 0.67467, "Y4": 0.7248, "page": 0, "Index": 421}, {"Word": "five", "Confidence": 0.937, "X1": 0.7, "Y1": 0.7352, "X2": 0.67733, "Y2": 0.735, "X3": 0.67867, "Y3": 0.7248, "X4": 0.70133, "Y4": 0.7238, "page": 0, "Index": 422}, {"Word": "the", "Confidence": 0.998, "X1": 0.72133, "Y1": 0.7352, "X2": 0.704, "Y2": 0.735, "X3": 0.704, "Y3": 0.7238, "X4": 0.72267, "Y4": 0.7238, "page": 0, "Index": 423}, {"Word": "of", "Confidence": 0.773, "X1": 0.73867, "Y1": 0.7352, "X2": 0.72533, "Y2": 0.735, "X3": 0.72533, "Y3": 0.7238, "X4": 0.73867, "Y4": 0.7238, "page": 0, "Index": 424}, {"Word": "any", "Confidence": 0.65, "X1": 0.75867, "Y1": 0.7342, "X2": 0.74133, "Y2": 0.734, "X3": 0.74133, "Y3": 0.7238, "X4": 0.76, "Y4": 0.7228, "page": 0, "Index": 425}, {"Word": "mentions", "Confidence": 0.739, "X1": 0.808, "Y1": 0.7342, "X2": 0.76267, "Y2": 0.734, "X3": 0.76267, "Y3": 0.7228, "X4": 0.808, "Y4": 0.7228, "page": 0, "Index": 426}, {"Word": "dent", "Confidence": 0.797, "X1": 0.83333, "Y1": 0.7342, "X2": 0.81067, "Y2": 0.734, "X3": 0.81067, "Y3": 0.7228, "X4": 0.83333, "Y4": 0.7218, "page": 0, "Index": 427}, {"Word": "rumpen-", "Confidence": 0.034, "X1": 0.41867, "Y1": 0.7452, "X2": 0.38, "Y2": 0.745, "X3": 0.38, "Y3": 0.7328, "X4": 0.41867, "Y4": 0.7328, "page": 0, "Index": 428}, {"Word": "a", "Confidence": 0.026, "X1": 0.42933, "Y1": 0.7452, "X2": 0.42133, "Y2": 0.745, "X3": 0.42133, "Y3": 0.7328, "X4": 0.42933, "Y4": 0.7328, "page": 0, "Index": 429}, {"Word": "If", "Confidence": 0.708, "X1": 0.444, "Y1": 0.7452, "X2": 0.432, "Y2": 0.745, "X3": 0.43333, "Y3": 0.7328, "X4": 0.44533, "Y4": 0.7328, "page": 0, "Index": 430}, {"Word": "weeks.", "Confidence": 0.626, "X1": 0.488, "Y1": 0.7442, "X2": 0.452, "Y2": 0.744, "X3": 0.452, "Y3": 0.7328, "X4": 0.488, "Y4": 0.7328, "page": 0, "Index": 431}, {"Word": "2", "Confidence": 0.991, "X1": 0.49867, "Y1": 0.7442, "X2": 0.49067, "Y2": 0.744, "X3": 0.492, "Y3": 0.7328, "X4": 0.49867, "Y4": 0.7328, "page": 0, "Index": 432}, {"Word": "past", "Confidence": 0.834, "X1": 0.52533, "Y1": 0.7442, "X2": 0.50133, "Y2": 0.744, "X3": 0.50133, "Y3": 0.7328, "X4": 0.52533, "Y4": 0.7328, "page": 0, "Index": 433}, {"Word": "the", "Confidence": 0.994, "X1": 0.54533, "Y1": 0.7442, "X2": 0.528, "Y2": 0.744, "X3": 0.52933, "Y3": 0.7328, "X4": 0.54667, "Y4": 0.7328, "page": 0, "Index": 434}, {"Word": "in", "Confidence": 0.885, "X1": 0.56267, "Y1": 0.7432, "X2": 0.54933, "Y2": 0.743, "X3": 0.54933, "Y3": 0.7328, "X4": 0.56267, "Y4": 0.7328, "page": 0, "Index": 435}, {"Word": "packs", "Confidence": 0.918, "X1": 0.59467, "Y1": 0.7432, "X2": 0.56533, "Y2": 0.743, "X3": 0.56533, "Y3": 0.7328, "X4": 0.596, "Y4": 0.7328, "page": 0, "Index": 436}, {"Word": "more", "Confidence": 0.693, "X1": 0.62267, "Y1": 0.7432, "X2": 0.59867, "Y2": 0.743, "X3": 0.59867, "Y3": 0.7328, "X4": 0.62267, "Y4": 0.7328, "page": 0, "Index": 437}, {"Word": "or", "Confidence": 0.289, "X1": 0.63867, "Y1": 0.7432, "X2": 0.62533, "Y2": 0.743, "X3": 0.62533, "Y3": 0.7328, "X4": 0.63867, "Y4": 0.7328, "page": 0, "Index": 438}, {"Word": "one", "Confidence": 0.201, "X1": 0.66, "Y1": 0.7432, "X2": 0.64133, "Y2": 0.743, "X3": 0.64133, "Y3": 0.7328, "X4": 0.66, "Y4": 0.7328, "page": 0, "Index": 439}, {"Word": "for", "Confidence": 0.927, "X1": 0.67867, "Y1": 0.7432, "X2": 0.66267, "Y2": 0.743, "X3": 0.66267, "Y3": 0.7328, "X4": 0.67867, "Y4": 0.7328, "page": 0, "Index": 440}, {"Word": "sooked", "Confidence": 0.45, "X1": 0.716, "Y1": 0.7432, "X2": 0.68267, "Y2": 0.743, "X3": 0.68267, "Y3": 0.7328, "X4": 0.716, "Y4": 0.7328, "page": 0, "Index": 441}, {"Word": "brands", "Confidence": 0.79, "X1": 0.756, "Y1": 0.7432, "X2": 0.71867, "Y2": 0.743, "X3": 0.72, "Y3": 0.7318, "X4": 0.756, "Y4": 0.7318, "page": 0, "Index": 442}, {"Word": "the", "Confidence": 0.782, "X1": 0.77467, "Y1": 0.7432, "X2": 0.75867, "Y2": 0.743, "X3": 0.75867, "Y3": 0.7318, "X4": 0.77467, "Y4": 0.7318, "page": 0, "Index": 443}, {"Word": "all", "Confidence": 0.029, "X1": 0.79733, "Y1": 0.7432, "X2": 0.77867, "Y2": 0.743, "X3": 0.77867, "Y3": 0.7318, "X4": 0.79733, "Y4": 0.7318, "page": 0, "Index": 444}, {"Word": "Record", "Confidence": 0.607, "X1": 0.83333, "Y1": 0.7432, "X2": 0.8, "Y2": 0.743, "X3": 0.8, "Y3": 0.7318, "X4": 0.83333, "Y4": 0.7308, "page": 0, "Index": 445}, {"Word": "87", "Confidence": 0.059, "X1": 0.468, "Y1": 0.7832, "X2": 0.45467, "Y2": 0.783, "X3": 0.45333, "Y3": 0.7668, "X4": 0.468, "Y4": 0.7668, "page": 0, "Index": 446}, {"Word": "2-18-", "Confidence": 0.132, "X1": 0.5, "Y1": 0.7832, "X2": 0.47333, "Y2": 0.783, "X3": 0.472, "Y3": 0.7668, "X4": 0.49867, "Y4": 0.7658, "page": 0, "Index": 447}, {"Word": "154-", "Confidence": 0.111, "X1": 0.51467, "Y1": 0.7822, "X2": 0.504, "Y2": 0.782, "X3": 0.504, "Y3": 0.7658, "X4": 0.51333, "Y4": 0.7658, "page": 0, "Index": 448}]}
|
"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"
|
ffml0140
| 0 |
{"lines_data": [{"Word": "GENERIC, SPECIFICATIONS", "Confidence": 0.1735, "X1": 0.30933, "Y1": 0.2392, "X2": 0.43467, "Y2": 0.239, "X3": 0.43467, "Y3": 0.2508, "X4": 0.30933, "Y4": 0.2508, "page": 0}, {"Word": "PURPOSE:", "Confidence": 0.368, "X1": 0.13733, "Y1": 0.2652, "X2": 0.18267, "Y2": 0.265, "X3": 0.18267, "Y3": 0.2738, "X4": 0.13867, "Y4": 0.2748, "page": 0}, {"Word": "The purpose of this study is to determine the impact of sampling un the introduction of", "Confidence": 0.83169, "X1": 0.13867, "Y1": 0.2762, "X2": 0.61333, "Y2": 0.276, "X3": 0.61467, "Y3": 0.2858, "X4": 0.13867, "Y4": 0.2878, "page": 0}, {"Word": "ARCTIC LIGES.", "Confidence": 0.6525, "X1": 0.13867, "Y1": 0.2842, "X2": 0.21867, "Y2": 0.284, "X3": 0.21733, "Y3": 0.2948, "X4": 0.13733, "Y4": 0.2948, "page": 0}, {"Word": "ELIGIBLE RESPONDENTS ANT QUOTA:", "Confidence": 0.664, "X1": 0.13867, "Y1": 0.3012, "X2": 0.30933, "Y2": 0.301, "X3": 0.30933, "Y3": 0.3118, "X4": 0.13867, "Y4": 0.3128, "page": 0}, {"Word": "Your assignment is to conduct 2000 telephone interviews - 1000 with am med 2000 with", "Confidence": 0.70747, "X1": 0.13733, "Y1": 0.3112, "X2": 0.608, "Y2": 0.311, "X3": 0.608, "Y3": 0.3228, "X4": 0.13733, "Y4": 0.3248, "page": 0}, {"Word": "wonen -. wong adults 21 years of age or older and who spoke $ or more packs of", "Confidence": 0.51278, "X1": 0.13867, "Y1": 0.3192, "X2": 0.576, "Y2": 0.319, "X3": 0.576, "Y3": 0.3298, "X4": 0.13867, "Y4": 0.3318, "page": 0}, {"Word": "cigarettes a weak.", "Confidence": 0.52533, "X1": 0.13733, "Y1": 0.3302, "X2": 0.23867, "Y2": 0.33, "X3": 0.23867, "Y3": 0.3398, "X4": 0.13733, "Y4": 0.3398, "page": 0}, {"Word": "and telephone tunbers you have who received a sample of ARCTIC LIGHTS during the middle", "Confidence": 0.73687, "X1": 0.13733, "Y1": 0.3492, "X2": 0.61333, "Y2": 0.349, "X3": 0.61333, "Y3": 0.3578, "X4": 0.13733, "Y4": 0.3598, "page": 0}, {"Word": "Of the total 2000 -- 1000 should be completed tacna people drawn from the list of manes", "Confidence": 0.62153, "X1": 0.14, "Y1": 0.3412, "X2": 0.612, "Y2": 0.341, "X3": 0.612, "Y3": 0.3508, "X4": 0.14, "Y4": 0.3518, "page": 0}, {"Word": "of September. Moreover, of this 1000, 500 will be completed song men and 300 mong", "Confidence": 0.716, "X1": 0.13733, "Y1": 0.3582, "X2": 0.6, "Y2": 0.358, "X3": 0.6, "Y3": 0.3668, "X4": 0.13733, "Y4": 0.3678, "page": 0}, {"Word": "The remaining 1000 interviews, of which 500 will be mnsong nem and 500 among women, will", "Confidence": 0.63156, "X1": 0.13733, "Y1": 0.3782, "X2": 0.612, "Y2": 0.378, "X3": 0.612, "Y3": 0.3868, "X4": 0.13733, "Y4": 0.3878, "page": 0}, {"Word": "be obtained by calling telephone furbers selected by a random digit dialing procedure", "Confidence": 0.71423, "X1": 0.136, "Y1": 0.3852, "X2": 0.60533, "Y2": 0.385, "X3": 0.60533, "Y3": 0.3958, "X4": 0.136, "Y4": 0.3968, "page": 0}, {"Word": "described below.", "Confidence": 0.7625, "X1": 0.14, "Y1": 0.3962, "X2": 0.23333, "Y2": 0.396, "X3": 0.23333, "Y3": 0.4048, "X4": 0.14, "Y4": 0.4038, "page": 0}, {"Word": "Your supervisor will astien your quota of interviews.", "Confidence": 0.587, "X1": 0.23333, "Y1": 0.3952, "X2": 0.52533, "Y2": 0.395, "X3": 0.52533, "Y3": 0.4038, "X4": 0.23333, "Y4": 0.4038, "page": 0}, {"Word": "PHIM TO INTERVIDA", "Confidence": 0.49767, "X1": 0.14, "Y1": 0.4102, "X2": 0.236, "Y2": 0.41, "X3": 0.236, "Y3": 0.4208, "X4": 0.14, "Y4": 0.4208, "page": 0}, {"Word": "RECIPIENTS - You have a list of 3000 sames and telephone numbers from which you are to", "Confidence": 0.66853, "X1": 0.13733, "Y1": 0.4232, "X2": 0.60933, "Y2": 0.423, "X3": 0.60933, "Y3": 0.4328, "X4": 0.13733, "Y4": 0.4328, "page": 0}, {"Word": "Obtain the 1000 latervirus masded to complete your quots for this group. You are to", "Confidence": 0.69393, "X1": 0.13867, "Y1": 0.4312, "X2": 0.596, "Y2": 0.431, "X3": 0.596, "Y3": 0.4408, "X4": 0.13867, "Y4": 0.4418, "page": 0}, {"Word": "try to interview ench none as it comes up until you have fulfilled your assignment.", "Confidence": 0.74913, "X1": 0.13867, "Y1": 0.4392, "X2": 0.592, "Y2": 0.439, "X3": 0.59333, "Y3": 0.4468, "X4": 0.13867, "Y4": 0.4488, "page": 0}, {"Word": "You are to make an original and two call-backs at varying times to attempt to complete", "Confidence": 0.64338, "X1": 0.13867, "Y1": 0.4482, "X2": 0.60933, "Y2": 0.448, "X3": 0.60933, "Y3": 0.4558, "X4": 0.13867, "Y4": 0.4568, "page": 0}, {"Word": "an interview.", "Confidence": 0.1625, "X1": 0.14, "Y1": 0.4572, "X2": 0.21333, "Y2": 0.457, "X3": 0.21333, "Y3": 0.4658, "X4": 0.14, "Y4": 0.4658, "page": 0}, {"Word": "NON-RECIPIENTS - The number you will dial to obtain a non-recipient is as follows: for", "Confidence": 0.69947, "X1": 0.14, "Y1": 0.4672, "X2": 0.612, "Y2": 0.467, "X3": 0.612, "Y3": 0.4768, "X4": 0.14, "Y4": 0.4778, "page": 0}, {"Word": "each telephone meber that you have for a completed recipient you should add a $ to the", "Confidence": 0.62029, "X1": 0.13867, "Y1": 0.4742, "X2": 0.616, "Y2": 0.474, "X3": 0.616, "Y3": 0.4838, "X4": 0.13867, "Y4": 0.4858, "page": 0}, {"Word": "lagt digit. For example, if you have a number that ends with a \"2\" as in 531-1232 adding", "Confidence": 0.54606, "X1": 0.13867, "Y1": 0.4822, "X2": 0.62667, "Y2": 0.482, "X3": 0.62667, "Y3": 0.4908, "X4": 0.13867, "Y4": 0.4938, "page": 0}, {"Word": "\"S\" brings the tamber to be callod as 531-1237. If the initial sorber ends with a", "Confidence": 0.53919, "X1": 0.14, "Y1": 0.4912, "X2": 0.59467, "Y2": 0.491, "X3": 0.59467, "Y3": 0.4998, "X4": 0.14, "Y4": 0.5028, "page": 0}, {"Word": "in $31-1237, adding a \"S' brings the number to be called as 531-1242.", "Confidence": 0.66362, "X1": 0.13867, "Y1": 0.5072, "X2": 0.516, "Y2": 0.507, "X3": 0.516, "Y3": 0.5178, "X4": 0.13867, "Y4": 0.5178, "page": 0}, {"Word": "\"S\" er nome you mot change the last 2 digits. Thus, If the maber ends with & \"7\" af", "Confidence": 0.55563, "X1": 0.14, "Y1": 0.5002, "X2": 0.60667, "Y2": 0.5, "X3": 0.60667, "Y3": 0.5088, "X4": 0.14, "Y4": 0.5108, "page": 0}, {"Word": "You are to contime adding a \"S\" to the pey maaber generated until you have completed", "Confidence": 0.71406, "X1": 0.14, "Y1": 0.5192, "X2": 0.604, "Y2": 0.519, "X3": 0.604, "Y3": 0.5298, "X4": 0.14, "Y4": 0.5308, "page": 0}, {"Word": "an interview.", "Confidence": 0.56, "X1": 0.14133, "Y1": 0.5302, "X2": 0.212, "Y2": 0.53, "X3": 0.212, "Y3": 0.5378, "X4": 0.14133, "Y4": 0.5378, "page": 0}, {"Word": "There are to be po call-backs attempted for non-recipients.", "Confidence": 0.72522, "X1": 0.14133, "Y1": 0.5402, "X2": 0.46267, "Y2": 0.54, "X3": 0.46267, "Y3": 0.5508, "X4": 0.14133, "Y4": 0.5518, "page": 0}, {"Word": "IN ADDITION, THE NON-RECIPIENT'S SEX MIST BE THE SAME AS THE SEX OF THE RECIPIENT RESPON-", "Confidence": 0.74556, "X1": 0.14133, "Y1": 0.5502, "X2": 0.62533, "Y2": 0.55, "X3": 0.62533, "Y3": 0.5618, "X4": 0.14133, "Y4": 0.5648, "page": 0}, {"Word": "DENT WHOSE TELEINE NGER WAS USED.", "Confidence": 0.58517, "X1": 0.14133, "Y1": 0.5582, "X2": 0.34533, "Y2": 0.558, "X3": 0.34533, "Y3": 0.5688, "X4": 0.14133, "Y4": 0.5718, "page": 0}, {"Word": "THIS, IF YOU HAVE INTERVIENED A RECIPEENT MIC IS A MALE AND HAS A TELETHON NUHIER OF", "Confidence": 0.60612, "X1": 0.14133, "Y1": 0.5722, "X2": 0.60533, "Y2": 0.572, "X3": 0.60533, "Y3": 0.5818, "X4": 0.14133, "Y4": 0.5828, "page": 0}, {"Word": "YOU HAVE AIDED \"S\" TO THE LAST DIGIT) AND ASK TO SPEAK TO ANT MALE WHO IS AT LEAST", "Confidence": 0.64763, "X1": 0.14, "Y1": 0.5882, "X2": 0.58933, "Y2": 0.588, "X3": 0.58933, "Y3": 0.5978, "X4": 0.14, "Y4": 0.5988, "page": 0}, {"Word": "531-1212 AND YOU WANT TO INTERVIEW A NON-RECIPIENT, THEN YOU MUST DIAL 1257 (FEMTENDER", "Confidence": 0.58871, "X1": 0.14133, "Y1": 0.5812, "X2": 0.60667, "Y2": 0.581, "X3": 0.60667, "Y3": 0.5898, "X4": 0.14133, "Y4": 0.5908, "page": 0}, {"Word": "21 YEARS CE ACE AND NHC SHORES 3 OR SCHE PACKS OF CIGARETTES A TEX ., IF NO INHER-", "Confidence": 0.57232, "X1": 0.14267, "Y1": 0.5972, "X2": 0.596, "Y2": 0.597, "X3": 0.596, "Y3": 0.6058, "X4": 0.14267, "Y4": 0.6068, "page": 0}, {"Word": "WIEN CAN SE CETAMED AT THAT NUMBER, THEN YOU MUST ADD ANTHER \"S\" 70 THE NON 331-123:", "Confidence": 0.76312, "X1": 0.13867, "Y1": 0.6052, "X2": 0.60933, "Y2": 0.605, "X3": 0.61067, "Y3": 0.6138, "X4": 0.13867, "Y4": 0.6158, "page": 0}, {"Word": "MED DIAL $31-1242 AND SPEAK TO A MALE MEETING DIE ELIGIBILITY REUTHDENTS, ETC.", "Confidence": 0.59446, "X1": 0.14, "Y1": 0.6132, "X2": 0.576, "Y2": 0.613, "X3": 0.576, "Y3": 0.6228, "X4": 0.14, "Y4": 0.6238, "page": 0}, {"Word": "PRICETIGE 70 TOLLON:", "Confidence": 0.588, "X1": 0.14133, "Y1": 0.6292, "X2": 0.25333, "Y2": 0.629, "X3": 0.25333, "Y3": 0.6398, "X4": 0.14133, "Y4": 0.6408, "page": 0}, {"Word": "IN ORDER TO EXPEDITE DE INTERVIENING PROCESS, IT IS RECOMMENDED THAT YOU FIRST INTER-", "Confidence": 0.66329, "X1": 0.14133, "Y1": 0.6412, "X2": 0.608, "Y2": 0.641, "X3": 0.608, "Y3": 0.6498, "X4": 0.14133, "Y4": 0.6518, "page": 0}, {"Word": "VIEW 25 RECIPIENTS, THEN 25 NON-RECIPIENTS, ANOTHER 25 RECIPIENTS AND THON 25 NON", "Confidence": 0.53369, "X1": 0.14, "Y1": 0.6502, "X2": 0.588, "Y2": 0.65, "X3": 0.588, "Y3": 0.6588, "X4": 0.14, "Y4": 0.6608, "page": 0}, {"Word": "RECIPIENTS, ETC. YOU SHOULD CONTION IN THIS FASHION UNTIL ALL QUUTAS HAVE BEEN MET.", "Confidence": 0.51564, "X1": 0.14, "Y1": 0.6582, "X2": 0.60533, "Y2": 0.658, "X3": 0.60533, "Y3": 0.6678, "X4": 0.14, "Y4": 0.6678, "page": 0}, {"Word": "CALL RECORD SHEET:", "Confidence": 0.71133, "X1": 0.14133, "Y1": 0.6742, "X2": 0.24267, "Y2": 0.674, "X3": 0.24267, "Y3": 0.6838, "X4": 0.14133, "Y4": 0.6858, "page": 0}, {"Word": "For RECIPIENTS, the call record theet is on the screening fom, and you are to record", "Confidence": 0.74837, "X1": 0.14, "Y1": 0.6862, "X2": 0.60533, "Y2": 0.686, "X3": 0.60533, "Y3": 0.6958, "X4": 0.14, "Y4": 0.6968, "page": 0}, {"Word": "dw Faults of the original and 2 call-bocks [if needed) directly on the form. Make", "Confidence": 0.64253, "X1": 0.14267, "Y1": 0.6952, "X2": 0.60133, "Y2": 0.695, "X3": 0.60133, "Y3": 0.7038, "X4": 0.14267, "Y4": 0.7038, "page": 0}, {"Word": "sure you space the call-back attempts to pain the best chance of reaching the eligible", "Confidence": 0.7054, "X1": 0.13867, "Y1": 0.7032, "X2": 0.61067, "Y2": 0.703, "X3": 0.61067, "Y3": 0.7118, "X4": 0.13867, "Y4": 0.7128, "page": 0}, {"Word": "respondent. For example, if the original atterpt was in the daytime, make the 1st", "Confidence": 0.65936, "X1": 0.14267, "Y1": 0.7112, "X2": 0.592, "Y2": 0.711, "X3": 0.592, "Y3": 0.7198, "X4": 0.14267, "Y4": 0.7208, "page": 0}, {"Word": "call-back at night and the 2nd call-back later that night or the next day.", "Confidence": 0.76657, "X1": 0.13867, "Y1": 0.7182, "X2": 0.55067, "Y2": 0.718, "X3": 0.55067, "Y3": 0.7288, "X4": 0.13867, "Y4": 0.7278, "page": 0}, {"Word": "There is space provided to write in the date and time of each attempt plus the result", "Confidence": 0.77912, "X1": 0.14, "Y1": 0.7312, "X2": 0.60533, "Y2": 0.731, "X3": 0.60533, "Y3": 0.7408, "X4": 0.14, "Y4": 0.7418, "page": 0}, {"Word": "of thet call.", "Confidence": 0.76933, "X1": 0.14, "Y1": 0.7402, "X2": 0.21333, "Y2": 0.74, "X3": 0.21333, "Y3": 0.7488, "X4": 0.14, "Y4": 0.7488, "page": 0}, {"Word": "CH-ISCITIENTS . we are providing you with a separate buff colored call record sheet.", "Confidence": 0.69543, "X1": 0.15733, "Y1": 0.7512, "X2": 0.62667, "Y2": 0.751, "X3": 0.62667, "Y3": 0.7618, "X4": 0.15733, "Y4": 0.7628, "page": 0}, {"Word": "You are th record the results of each nusher dialed. You may put ti: (FRA) marks i", "Confidence": 0.53288, "X1": 0.14133, "Y1": 0.7592, "X2": 0.60533, "Y2": 0.759, "X3": 0.60533, "Y3": 0.7688, "X4": 0.14133, "Y4": 0.7688, "page": 0}, {"Word": "the appropriate square rather than a separate line for each number. THERE SHOULD BE", "Confidence": 0.51764, "X1": 0.14267, "Y1": 0.7682, "X2": 0.60133, "Y2": 0.768, "X3": 0.60133, "Y3": 0.7768, "X4": 0.14267, "Y4": 0.7778, "page": 0}, {"Word": "A SEPARATE SHEET FOR EACHI INIZRVIEVER FOR EACH DAY.", "Confidence": 0.54233, "X1": 0.14133, "Y1": 0.7752, "X2": 0.42133, "Y2": 0.775, "X3": 0.42133, "Y3": 0.7858, "X4": 0.14133, "Y4": 0.7848, "page": 0}, {"Word": "COLOR OF QUESTIONNAIRES:", "Confidence": 0.548, "X1": 0.14133, "Y1": 0.7922, "X2": 0.276, "Y2": 0.792, "X3": 0.276, "Y3": 0.8018, "X4": 0.14133, "Y4": 0.8028, "page": 0}, {"Word": "There are three colors of the questionnaire:", "Confidence": 0.77586, "X1": 0.14267, "Y1": 0.8042, "X2": 0.38267, "Y2": 0.804, "X3": 0.38267, "Y3": 0.8138, "X4": 0.14267, "Y4": 0.8148, "page": 0}, {"Word": "Green For The Screening Fem", "Confidence": 0.7996, "X1": 0.15333, "Y1": 0.8162, "X2": 0.308, "Y2": 0.816, "X3": 0.308, "Y3": 0.8258, "X4": 0.15333, "Y4": 0.8268, "page": 0}, {"Word": "Blue For Recipients Of The ARCTIC LIONS Series", "Confidence": 0.544, "X1": 0.152, "Y1": 0.8272, "X2": 0.41467, "Y2": 0.827, "X3": 0.41467, "Y3": 0.8388, "X4": 0.152, "Y4": 0.8398, "page": 0}, {"Word": "White Fer Respondents Who Did Not Receive ARCTIC LIGITS Suples.", "Confidence": 0.5959, "X1": 0.152, "Y1": 0.8392, "X2": 0.50133, "Y2": 0.839, "X3": 0.50133, "Y3": 0.8508, "X4": 0.152, "Y4": 0.8508, "page": 0}, {"Word": "--.", "Confidence": 0.811, "X1": 0.656, "Y1": 0.8622, "X2": 0.65733, "Y2": 0.862, "X3": 0.64533, "Y3": 0.8628, "X4": 0.64267, "Y4": 0.8388, "page": 0}, {"Word": "---", "Confidence": 0.882, "X1": 0.19333, "Y1": 0.8672, "X2": 0.22667, "Y2": 0.867, "X3": 0.22667, "Y3": 0.8718, "X4": 0.19333, "Y4": 0.8728, "page": 0}, {"Word": "E IF THE FILM INAGE 15 LESS CLEAR", "Confidence": 0.81438, "X1": 0.0, "Y1": 0.9352, "X2": 0.228, "Y2": 0.935, "X3": 0.228, "Y3": 0.9458, "X4": 0.0, "Y4": 0.9498, "page": 0}, {"Word": "THIS NOTICE. IT IS JE TO THE", "Confidence": 0.58786, "X1": 0.0, "Y1": 0.9462, "X2": 0.21467, "Y2": 0.946, "X3": 0.21467, "Y3": 0.9558, "X4": 0.0, "Y4": 0.9598, "page": 0}, {"Word": "TY OF THE DOCUMENT BEING FILMPD.", "Confidence": 0.71117, "X1": 0.0, "Y1": 0.9572, "X2": 0.224, "Y2": 0.957, "X3": 0.224, "Y3": 0.9668, "X4": 0.0, "Y4": 0.9688, "page": 0}, {"Word": "776151237", "Confidence": 0.659, "X1": 0.232, "Y1": 0.9462, "X2": 0.51733, "Y2": 0.946, "X3": 0.516, "Y3": 0.9738, "X4": 0.232, "Y4": 0.9728, "page": 0}], "words_data": [{"Word": "GENERIC,", "Confidence": 0.034, "X1": 0.312, "Y1": 0.2402, "X2": 0.35067, "Y2": 0.24, "X3": 0.34933, "Y3": 0.2508, "X4": 0.312, "Y4": 0.2518, "page": 0, "Index": 0}, {"Word": "SPECIFICATIONS", "Confidence": 0.313, "X1": 0.35333, "Y1": 0.2402, "X2": 0.43333, "Y2": 0.24, "X3": 0.43333, "Y3": 0.2518, "X4": 0.352, "Y4": 0.2508, "page": 0, "Index": 1}, {"Word": "PURPOSE:", "Confidence": 0.368, "X1": 0.13867, "Y1": 0.2652, "X2": 0.18267, "Y2": 0.265, "X3": 0.18267, "Y3": 0.2748, "X4": 0.13867, "Y4": 0.2748, "page": 0, "Index": 2}, {"Word": "The", "Confidence": 0.958, "X1": 0.13867, "Y1": 0.2782, "X2": 0.156, "Y2": 0.278, "X3": 0.156, "Y3": 0.2868, "X4": 0.13867, "Y4": 0.2868, "page": 0, "Index": 3}, {"Word": "purpose", "Confidence": 0.129, "X1": 0.15867, "Y1": 0.2782, "X2": 0.19867, "Y2": 0.278, "X3": 0.19867, "Y3": 0.2868, "X4": 0.15867, "Y4": 0.2868, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.997, "X1": 0.20133, "Y1": 0.2782, "X2": 0.216, "Y2": 0.278, "X3": 0.216, "Y3": 0.2868, "X4": 0.20133, "Y4": 0.2868, "page": 0, "Index": 5}, {"Word": "this", "Confidence": 0.982, "X1": 0.21867, "Y1": 0.2782, "X2": 0.24267, "Y2": 0.278, "X3": 0.24267, "Y3": 0.2878, "X4": 0.21867, "Y4": 0.2868, "page": 0, "Index": 6}, {"Word": "study", "Confidence": 0.997, "X1": 0.24533, "Y1": 0.2782, "X2": 0.27467, "Y2": 0.278, "X3": 0.27467, "Y3": 0.2878, "X4": 0.24533, "Y4": 0.2878, "page": 0, "Index": 7}, {"Word": "is", "Confidence": 0.955, "X1": 0.27733, "Y1": 0.2772, "X2": 0.29067, "Y2": 0.277, "X3": 0.29067, "Y3": 0.2878, "X4": 0.27733, "Y4": 0.2878, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.997, "X1": 0.29467, "Y1": 0.2772, "X2": 0.30667, "Y2": 0.277, "X3": 0.30667, "Y3": 0.2868, "X4": 0.29467, "Y4": 0.2878, "page": 0, "Index": 9}, {"Word": "determine", "Confidence": 0.85, "X1": 0.30933, "Y1": 0.2772, "X2": 0.36267, "Y2": 0.277, "X3": 0.36267, "Y3": 0.2868, "X4": 0.30933, "Y4": 0.2868, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 0.991, "X1": 0.36533, "Y1": 0.2772, "X2": 0.384, "Y2": 0.277, "X3": 0.38267, "Y3": 0.2868, "X4": 0.36533, "Y4": 0.2868, "page": 0, "Index": 11}, {"Word": "impact", "Confidence": 0.606, "X1": 0.38667, "Y1": 0.2772, "X2": 0.42133, "Y2": 0.277, "X3": 0.42133, "Y3": 0.2868, "X4": 0.38667, "Y4": 0.2868, "page": 0, "Index": 12}, {"Word": "of", "Confidence": 0.998, "X1": 0.424, "Y1": 0.2772, "X2": 0.43733, "Y2": 0.277, "X3": 0.43733, "Y3": 0.2868, "X4": 0.424, "Y4": 0.2868, "page": 0, "Index": 13}, {"Word": "sampling", "Confidence": 0.679, "X1": 0.44, "Y1": 0.2772, "X2": 0.48667, "Y2": 0.277, "X3": 0.48667, "Y3": 0.2868, "X4": 0.44, "Y4": 0.2868, "page": 0, "Index": 14}, {"Word": "un", "Confidence": 0.842, "X1": 0.48933, "Y1": 0.2762, "X2": 0.50267, "Y2": 0.276, "X3": 0.50267, "Y3": 0.2858, "X4": 0.48933, "Y4": 0.2868, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.50667, "Y1": 0.2762, "X2": 0.524, "Y2": 0.276, "X3": 0.524, "Y3": 0.2858, "X4": 0.50533, "Y4": 0.2858, "page": 0, "Index": 16}, {"Word": "introduction", "Confidence": 0.358, "X1": 0.52667, "Y1": 0.2762, "X2": 0.59467, "Y2": 0.276, "X3": 0.59467, "Y3": 0.2858, "X4": 0.52667, "Y4": 0.2858, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.97, "X1": 0.59733, "Y1": 0.2762, "X2": 0.612, "Y2": 0.276, "X3": 0.612, "Y3": 0.2848, "X4": 0.59733, "Y4": 0.2858, "page": 0, "Index": 18}, {"Word": "ARCTIC", "Confidence": 0.673, "X1": 0.14, "Y1": 0.2852, "X2": 0.172, "Y2": 0.285, "X3": 0.172, "Y3": 0.2948, "X4": 0.13867, "Y4": 0.2958, "page": 0, "Index": 19}, {"Word": "LIGES.", "Confidence": 0.632, "X1": 0.17467, "Y1": 0.2862, "X2": 0.21733, "Y2": 0.286, "X3": 0.21733, "Y3": 0.2958, "X4": 0.17467, "Y4": 0.2958, "page": 0, "Index": 20}, {"Word": "ELIGIBLE", "Confidence": 0.414, "X1": 0.13867, "Y1": 0.3012, "X2": 0.18267, "Y2": 0.301, "X3": 0.18267, "Y3": 0.3118, "X4": 0.13867, "Y4": 0.3128, "page": 0, "Index": 21}, {"Word": "RESPONDENTS", "Confidence": 0.781, "X1": 0.18533, "Y1": 0.3012, "X2": 0.24933, "Y2": 0.301, "X3": 0.248, "Y3": 0.3118, "X4": 0.18533, "Y4": 0.3118, "page": 0, "Index": 22}, {"Word": "ANT", "Confidence": 0.67, "X1": 0.25333, "Y1": 0.3012, "X2": 0.26933, "Y2": 0.301, "X3": 0.268, "Y3": 0.3118, "X4": 0.25067, "Y4": 0.3118, "page": 0, "Index": 23}, {"Word": "QUOTA:", "Confidence": 0.791, "X1": 0.272, "Y1": 0.3012, "X2": 0.30933, "Y2": 0.301, "X3": 0.30667, "Y3": 0.3128, "X4": 0.27067, "Y4": 0.3118, "page": 0, "Index": 24}, {"Word": "Your", "Confidence": 0.955, "X1": 0.13867, "Y1": 0.3152, "X2": 0.16267, "Y2": 0.315, "X3": 0.16133, "Y3": 0.3238, "X4": 0.13733, "Y4": 0.3238, "page": 0, "Index": 25}, {"Word": "assignment", "Confidence": 0.601, "X1": 0.16533, "Y1": 0.3142, "X2": 0.22133, "Y2": 0.314, "X3": 0.22133, "Y3": 0.3238, "X4": 0.164, "Y4": 0.3238, "page": 0, "Index": 26}, {"Word": "is", "Confidence": 0.782, "X1": 0.224, "Y1": 0.3142, "X2": 0.23867, "Y2": 0.314, "X3": 0.23867, "Y3": 0.3238, "X4": 0.224, "Y4": 0.3238, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.957, "X1": 0.24133, "Y1": 0.3142, "X2": 0.25467, "Y2": 0.314, "X3": 0.25333, "Y3": 0.3238, "X4": 0.24133, "Y4": 0.3238, "page": 0, "Index": 28}, {"Word": "conduct", "Confidence": 0.629, "X1": 0.25733, "Y1": 0.3132, "X2": 0.29733, "Y2": 0.313, "X3": 0.29733, "Y3": 0.3238, "X4": 0.25733, "Y4": 0.3238, "page": 0, "Index": 29}, {"Word": "2000", "Confidence": 0.957, "X1": 0.3, "Y1": 0.3132, "X2": 0.32533, "Y2": 0.313, "X3": 0.32533, "Y3": 0.3238, "X4": 0.3, "Y4": 0.3238, "page": 0, "Index": 30}, {"Word": "telephone", "Confidence": 0.721, "X1": 0.328, "Y1": 0.3132, "X2": 0.37867, "Y2": 0.313, "X3": 0.37867, "Y3": 0.3228, "X4": 0.328, "Y4": 0.3238, "page": 0, "Index": 31}, {"Word": "interviews", "Confidence": 0.611, "X1": 0.38267, "Y1": 0.3122, "X2": 0.43867, "Y2": 0.312, "X3": 0.43867, "Y3": 0.3228, "X4": 0.38133, "Y4": 0.3228, "page": 0, "Index": 32}, {"Word": "-", "Confidence": 0.904, "X1": 0.44133, "Y1": 0.3122, "X2": 0.44933, "Y2": 0.312, "X3": 0.44933, "Y3": 0.3228, "X4": 0.44133, "Y4": 0.3228, "page": 0, "Index": 33}, {"Word": "1000", "Confidence": 0.679, "X1": 0.45733, "Y1": 0.3122, "X2": 0.48, "Y2": 0.312, "X3": 0.48, "Y3": 0.3228, "X4": 0.45733, "Y4": 0.3228, "page": 0, "Index": 34}, {"Word": "with", "Confidence": 0.981, "X1": 0.48267, "Y1": 0.3122, "X2": 0.50933, "Y2": 0.312, "X3": 0.50933, "Y3": 0.3228, "X4": 0.48267, "Y4": 0.3228, "page": 0, "Index": 35}, {"Word": "am", "Confidence": 0.229, "X1": 0.512, "Y1": 0.3122, "X2": 0.52667, "Y2": 0.312, "X3": 0.52667, "Y3": 0.3228, "X4": 0.512, "Y4": 0.3228, "page": 0, "Index": 36}, {"Word": "med", "Confidence": 0.023, "X1": 0.53333, "Y1": 0.3122, "X2": 0.552, "Y2": 0.312, "X3": 0.552, "Y3": 0.3228, "X4": 0.53333, "Y4": 0.3228, "page": 0, "Index": 37}, {"Word": "2000", "Confidence": 0.849, "X1": 0.55467, "Y1": 0.3122, "X2": 0.57867, "Y2": 0.312, "X3": 0.57867, "Y3": 0.3228, "X4": 0.55467, "Y4": 0.3228, "page": 0, "Index": 38}, {"Word": "with", "Confidence": 0.734, "X1": 0.58133, "Y1": 0.3122, "X2": 0.60533, "Y2": 0.312, "X3": 0.60533, "Y3": 0.3228, "X4": 0.58133, "Y4": 0.3228, "page": 0, "Index": 39}, {"Word": "wonen", "Confidence": 0.601, "X1": 0.14, "Y1": 0.3222, "X2": 0.168, "Y2": 0.322, "X3": 0.168, "Y3": 0.3318, "X4": 0.14, "Y4": 0.3318, "page": 0, "Index": 40}, {"Word": "-.", "Confidence": 0.468, "X1": 0.17067, "Y1": 0.3222, "X2": 0.18267, "Y2": 0.322, "X3": 0.18267, "Y3": 0.3318, "X4": 0.17067, "Y4": 0.3318, "page": 0, "Index": 41}, {"Word": "wong", "Confidence": 0.317, "X1": 0.18533, "Y1": 0.3212, "X2": 0.216, "Y2": 0.321, "X3": 0.216, "Y3": 0.3318, "X4": 0.18533, "Y4": 0.3318, "page": 0, "Index": 42}, {"Word": "adults", "Confidence": 0.397, "X1": 0.21867, "Y1": 0.3212, "X2": 0.25467, "Y2": 0.321, "X3": 0.25467, "Y3": 0.3318, "X4": 0.21867, "Y4": 0.3318, "page": 0, "Index": 43}, {"Word": "21", "Confidence": 0.191, "X1": 0.25733, "Y1": 0.3212, "X2": 0.26933, "Y2": 0.321, "X3": 0.26933, "Y3": 0.3318, "X4": 0.25733, "Y4": 0.3318, "page": 0, "Index": 44}, {"Word": "years", "Confidence": 0.901, "X1": 0.272, "Y1": 0.3212, "X2": 0.30133, "Y2": 0.321, "X3": 0.30133, "Y3": 0.3318, "X4": 0.272, "Y4": 0.3318, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.422, "X1": 0.304, "Y1": 0.3212, "X2": 0.32, "Y2": 0.321, "X3": 0.31867, "Y3": 0.3318, "X4": 0.304, "Y4": 0.3318, "page": 0, "Index": 46}, {"Word": "age", "Confidence": 0.698, "X1": 0.32267, "Y1": 0.3212, "X2": 0.34133, "Y2": 0.321, "X3": 0.34133, "Y3": 0.3318, "X4": 0.32267, "Y4": 0.3318, "page": 0, "Index": 47}, {"Word": "or", "Confidence": 0.364, "X1": 0.344, "Y1": 0.3212, "X2": 0.35733, "Y2": 0.321, "X3": 0.356, "Y3": 0.3318, "X4": 0.344, "Y4": 0.3318, "page": 0, "Index": 48}, {"Word": "older", "Confidence": 0.885, "X1": 0.36, "Y1": 0.3212, "X2": 0.38933, "Y2": 0.321, "X3": 0.38933, "Y3": 0.3318, "X4": 0.36, "Y4": 0.3318, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.933, "X1": 0.392, "Y1": 0.3202, "X2": 0.41067, "Y2": 0.32, "X3": 0.40933, "Y3": 0.3308, "X4": 0.392, "Y4": 0.3318, "page": 0, "Index": 50}, {"Word": "who", "Confidence": 0.618, "X1": 0.41333, "Y1": 0.3202, "X2": 0.43333, "Y2": 0.32, "X3": 0.43333, "Y3": 0.3308, "X4": 0.412, "Y4": 0.3308, "page": 0, "Index": 51}, {"Word": "spoke", "Confidence": 0.35, "X1": 0.43733, "Y1": 0.3202, "X2": 0.46533, "Y2": 0.32, "X3": 0.46533, "Y3": 0.3308, "X4": 0.436, "Y4": 0.3308, "page": 0, "Index": 52}, {"Word": "$", "Confidence": 0.019, "X1": 0.468, "Y1": 0.3202, "X2": 0.476, "Y2": 0.32, "X3": 0.47467, "Y3": 0.3308, "X4": 0.468, "Y4": 0.3308, "page": 0, "Index": 53}, {"Word": "or", "Confidence": 0.905, "X1": 0.47867, "Y1": 0.3202, "X2": 0.492, "Y2": 0.32, "X3": 0.49067, "Y3": 0.3308, "X4": 0.47733, "Y4": 0.3308, "page": 0, "Index": 54}, {"Word": "more", "Confidence": 0.62, "X1": 0.49467, "Y1": 0.3202, "X2": 0.51867, "Y2": 0.32, "X3": 0.51867, "Y3": 0.3308, "X4": 0.49333, "Y4": 0.3308, "page": 0, "Index": 55}, {"Word": "packs", "Confidence": 0.291, "X1": 0.52133, "Y1": 0.3202, "X2": 0.552, "Y2": 0.32, "X3": 0.55067, "Y3": 0.3308, "X4": 0.52133, "Y4": 0.3308, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.25, "X1": 0.55467, "Y1": 0.3202, "X2": 0.57067, "Y2": 0.32, "X3": 0.56933, "Y3": 0.3298, "X4": 0.55333, "Y4": 0.3308, "page": 0, "Index": 57}, {"Word": "cigarettes", "Confidence": 0.82, "X1": 0.14, "Y1": 0.3312, "X2": 0.19467, "Y2": 0.331, "X3": 0.19467, "Y3": 0.3398, "X4": 0.13867, "Y4": 0.3408, "page": 0, "Index": 58}, {"Word": "a", "Confidence": 0.281, "X1": 0.19867, "Y1": 0.3312, "X2": 0.20533, "Y2": 0.331, "X3": 0.204, "Y3": 0.3398, "X4": 0.19733, "Y4": 0.3398, "page": 0, "Index": 59}, {"Word": "weak.", "Confidence": 0.475, "X1": 0.208, "Y1": 0.3322, "X2": 0.23867, "Y2": 0.332, "X3": 0.23867, "Y3": 0.3398, "X4": 0.20667, "Y4": 0.3398, "page": 0, "Index": 60}, {"Word": "Of", "Confidence": 0.944, "X1": 0.14, "Y1": 0.3432, "X2": 0.152, "Y2": 0.343, "X3": 0.152, "Y3": 0.3518, "X4": 0.14, "Y4": 0.3518, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.994, "X1": 0.15467, "Y1": 0.3432, "X2": 0.17333, "Y2": 0.343, "X3": 0.172, "Y3": 0.3518, "X4": 0.15467, "Y4": 0.3518, "page": 0, "Index": 62}, {"Word": "total", "Confidence": 0.661, "X1": 0.176, "Y1": 0.3422, "X2": 0.20667, "Y2": 0.342, "X3": 0.20533, "Y3": 0.3518, "X4": 0.17467, "Y4": 0.3518, "page": 0, "Index": 63}, {"Word": "2000", "Confidence": 0.672, "X1": 0.20933, "Y1": 0.3422, "X2": 0.232, "Y2": 0.342, "X3": 0.232, "Y3": 0.3518, "X4": 0.20933, "Y4": 0.3518, "page": 0, "Index": 64}, {"Word": "--", "Confidence": 0.613, "X1": 0.23467, "Y1": 0.3422, "X2": 0.24933, "Y2": 0.342, "X3": 0.24933, "Y3": 0.3518, "X4": 0.23467, "Y4": 0.3518, "page": 0, "Index": 65}, {"Word": "1000", "Confidence": 0.882, "X1": 0.252, "Y1": 0.3422, "X2": 0.27467, "Y2": 0.342, "X3": 0.27467, "Y3": 0.3518, "X4": 0.252, "Y4": 0.3518, "page": 0, "Index": 66}, {"Word": "should", "Confidence": 0.798, "X1": 0.27733, "Y1": 0.3422, "X2": 0.31467, "Y2": 0.342, "X3": 0.31467, "Y3": 0.3518, "X4": 0.27733, "Y4": 0.3518, "page": 0, "Index": 67}, {"Word": "be", "Confidence": 0.882, "X1": 0.31733, "Y1": 0.3422, "X2": 0.32933, "Y2": 0.342, "X3": 0.32933, "Y3": 0.3518, "X4": 0.31733, "Y4": 0.3518, "page": 0, "Index": 68}, {"Word": "completed", "Confidence": 0.268, "X1": 0.332, "Y1": 0.3422, "X2": 0.38533, "Y2": 0.342, "X3": 0.38533, "Y3": 0.3518, "X4": 0.332, "Y4": 0.3518, "page": 0, "Index": 69}, {"Word": "tacna", "Confidence": 0.04, "X1": 0.388, "Y1": 0.3412, "X2": 0.416, "Y2": 0.341, "X3": 0.416, "Y3": 0.3518, "X4": 0.388, "Y4": 0.3518, "page": 0, "Index": 70}, {"Word": "people", "Confidence": 0.383, "X1": 0.41867, "Y1": 0.3412, "X2": 0.45467, "Y2": 0.341, "X3": 0.45467, "Y3": 0.3518, "X4": 0.41867, "Y4": 0.3518, "page": 0, "Index": 71}, {"Word": "drawn", "Confidence": 0.754, "X1": 0.45733, "Y1": 0.3412, "X2": 0.488, "Y2": 0.341, "X3": 0.488, "Y3": 0.3518, "X4": 0.45733, "Y4": 0.3518, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.326, "X1": 0.49067, "Y1": 0.3412, "X2": 0.516, "Y2": 0.341, "X3": 0.516, "Y3": 0.3518, "X4": 0.49067, "Y4": 0.3518, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.904, "X1": 0.51867, "Y1": 0.3422, "X2": 0.53733, "Y2": 0.342, "X3": 0.53733, "Y3": 0.3518, "X4": 0.51867, "Y4": 0.3518, "page": 0, "Index": 74}, {"Word": "list", "Confidence": 0.402, "X1": 0.54, "Y1": 0.3422, "X2": 0.564, "Y2": 0.342, "X3": 0.564, "Y3": 0.3518, "X4": 0.54, "Y4": 0.3518, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.992, "X1": 0.56667, "Y1": 0.3422, "X2": 0.58, "Y2": 0.342, "X3": 0.58, "Y3": 0.3518, "X4": 0.56667, "Y4": 0.3518, "page": 0, "Index": 76}, {"Word": "manes", "Confidence": 0.051, "X1": 0.58267, "Y1": 0.3422, "X2": 0.612, "Y2": 0.342, "X3": 0.612, "Y3": 0.3518, "X4": 0.58267, "Y4": 0.3518, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.627, "X1": 0.13867, "Y1": 0.3522, "X2": 0.15733, "Y2": 0.352, "X3": 0.156, "Y3": 0.3598, "X4": 0.13867, "Y4": 0.3598, "page": 0, "Index": 78}, {"Word": "telephone", "Confidence": 0.616, "X1": 0.16, "Y1": 0.3512, "X2": 0.20933, "Y2": 0.351, "X3": 0.20933, "Y3": 0.3598, "X4": 0.16, "Y4": 0.3598, "page": 0, "Index": 79}, {"Word": "tunbers", "Confidence": 0.651, "X1": 0.21333, "Y1": 0.3512, "X2": 0.25467, "Y2": 0.351, "X3": 0.25333, "Y3": 0.3598, "X4": 0.21333, "Y4": 0.3598, "page": 0, "Index": 80}, {"Word": "you", "Confidence": 0.961, "X1": 0.25733, "Y1": 0.3512, "X2": 0.27467, "Y2": 0.351, "X3": 0.27467, "Y3": 0.3598, "X4": 0.256, "Y4": 0.3598, "page": 0, "Index": 81}, {"Word": "have", "Confidence": 0.738, "X1": 0.27733, "Y1": 0.3512, "X2": 0.30267, "Y2": 0.351, "X3": 0.30133, "Y3": 0.3598, "X4": 0.27733, "Y4": 0.3598, "page": 0, "Index": 82}, {"Word": "this", "Confidence": 0.688, "X1": 0.29067, "Y1": 0.3592, "X2": 0.31333, "Y2": 0.359, "X3": 0.312, "Y3": 0.3678, "X4": 0.28933, "Y4": 0.3688, "page": 0, "Index": 83}, {"Word": "who", "Confidence": 0.805, "X1": 0.304, "Y1": 0.3512, "X2": 0.32533, "Y2": 0.351, "X3": 0.324, "Y3": 0.3598, "X4": 0.304, "Y4": 0.3598, "page": 0, "Index": 84}, {"Word": "1000,", "Confidence": 0.61, "X1": 0.31733, "Y1": 0.3592, "X2": 0.34667, "Y2": 0.359, "X3": 0.34533, "Y3": 0.3678, "X4": 0.316, "Y4": 0.3678, "page": 0, "Index": 85}, {"Word": "received", "Confidence": 0.639, "X1": 0.328, "Y1": 0.3512, "X2": 0.37333, "Y2": 0.351, "X3": 0.37333, "Y3": 0.3598, "X4": 0.328, "Y4": 0.3598, "page": 0, "Index": 86}, {"Word": "500", "Confidence": 0.668, "X1": 0.34933, "Y1": 0.3592, "X2": 0.36667, "Y2": 0.359, "X3": 0.36533, "Y3": 0.3678, "X4": 0.348, "Y4": 0.3678, "page": 0, "Index": 87}, {"Word": "will", "Confidence": 0.824, "X1": 0.36933, "Y1": 0.3582, "X2": 0.39467, "Y2": 0.358, "X3": 0.39333, "Y3": 0.3678, "X4": 0.368, "Y4": 0.3678, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.916, "X1": 0.376, "Y1": 0.3512, "X2": 0.38267, "Y2": 0.351, "X3": 0.38267, "Y3": 0.3598, "X4": 0.376, "Y4": 0.3598, "page": 0, "Index": 89}, {"Word": "sample", "Confidence": 0.209, "X1": 0.38667, "Y1": 0.3502, "X2": 0.42133, "Y2": 0.35, "X3": 0.42133, "Y3": 0.3598, "X4": 0.38667, "Y4": 0.3598, "page": 0, "Index": 90}, {"Word": "be", "Confidence": 0.996, "X1": 0.39733, "Y1": 0.3582, "X2": 0.41067, "Y2": 0.358, "X3": 0.41067, "Y3": 0.3678, "X4": 0.396, "Y4": 0.3678, "page": 0, "Index": 91}, {"Word": "completed", "Confidence": 0.612, "X1": 0.41333, "Y1": 0.3582, "X2": 0.46533, "Y2": 0.358, "X3": 0.464, "Y3": 0.3678, "X4": 0.41333, "Y4": 0.3678, "page": 0, "Index": 92}, {"Word": "of", "Confidence": 0.993, "X1": 0.424, "Y1": 0.3502, "X2": 0.43867, "Y2": 0.35, "X3": 0.43733, "Y3": 0.3588, "X4": 0.424, "Y4": 0.3598, "page": 0, "Index": 93}, {"Word": "ARCTIC", "Confidence": 0.892, "X1": 0.44133, "Y1": 0.3502, "X2": 0.476, "Y2": 0.35, "X3": 0.476, "Y3": 0.3588, "X4": 0.44133, "Y4": 0.3588, "page": 0, "Index": 94}, {"Word": "song", "Confidence": 0.605, "X1": 0.468, "Y1": 0.3582, "X2": 0.49733, "Y2": 0.358, "X3": 0.49733, "Y3": 0.3678, "X4": 0.46667, "Y4": 0.3678, "page": 0, "Index": 95}, {"Word": "LIGHTS", "Confidence": 0.416, "X1": 0.48, "Y1": 0.3502, "X2": 0.51467, "Y2": 0.35, "X3": 0.51467, "Y3": 0.3588, "X4": 0.47867, "Y4": 0.3588, "page": 0, "Index": 96}, {"Word": "men", "Confidence": 0.613, "X1": 0.5, "Y1": 0.3582, "X2": 0.52, "Y2": 0.358, "X3": 0.52, "Y3": 0.3678, "X4": 0.5, "Y4": 0.3678, "page": 0, "Index": 97}, {"Word": "during", "Confidence": 0.937, "X1": 0.51867, "Y1": 0.3502, "X2": 0.552, "Y2": 0.35, "X3": 0.55067, "Y3": 0.3588, "X4": 0.51733, "Y4": 0.3588, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.921, "X1": 0.52267, "Y1": 0.3582, "X2": 0.54267, "Y2": 0.358, "X3": 0.54133, "Y3": 0.3678, "X4": 0.52133, "Y4": 0.3678, "page": 0, "Index": 99}, {"Word": "300", "Confidence": 0.615, "X1": 0.54533, "Y1": 0.3582, "X2": 0.564, "Y2": 0.358, "X3": 0.56267, "Y3": 0.3678, "X4": 0.544, "Y4": 0.3678, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.994, "X1": 0.556, "Y1": 0.3492, "X2": 0.57333, "Y2": 0.349, "X3": 0.57333, "Y3": 0.3588, "X4": 0.55467, "Y4": 0.3588, "page": 0, "Index": 101}, {"Word": "mong", "Confidence": 0.409, "X1": 0.56667, "Y1": 0.3582, "X2": 0.596, "Y2": 0.358, "X3": 0.596, "Y3": 0.3678, "X4": 0.56533, "Y4": 0.3678, "page": 0, "Index": 102}, {"Word": "middle", "Confidence": 0.659, "X1": 0.576, "Y1": 0.3492, "X2": 0.612, "Y2": 0.349, "X3": 0.61067, "Y3": 0.3588, "X4": 0.576, "Y4": 0.3588, "page": 0, "Index": 103}, {"Word": "of", "Confidence": 0.996, "X1": 0.13867, "Y1": 0.3592, "X2": 0.152, "Y2": 0.359, "X3": 0.15067, "Y3": 0.3688, "X4": 0.13733, "Y4": 0.3688, "page": 0, "Index": 104}, {"Word": "September.", "Confidence": 0.674, "X1": 0.15467, "Y1": 0.3592, "X2": 0.212, "Y2": 0.359, "X3": 0.21067, "Y3": 0.3688, "X4": 0.15333, "Y4": 0.3688, "page": 0, "Index": 105}, {"Word": "Moreover,", "Confidence": 0.627, "X1": 0.21867, "Y1": 0.3592, "X2": 0.26933, "Y2": 0.359, "X3": 0.26933, "Y3": 0.3688, "X4": 0.21733, "Y4": 0.3688, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.882, "X1": 0.272, "Y1": 0.3592, "X2": 0.28667, "Y2": 0.359, "X3": 0.28533, "Y3": 0.3688, "X4": 0.272, "Y4": 0.3688, "page": 0, "Index": 107}, {"Word": "will", "Confidence": 0.679, "X1": 0.37467, "Y1": 0.3782, "X2": 0.4, "Y2": 0.378, "X3": 0.4, "Y3": 0.3878, "X4": 0.37467, "Y4": 0.3888, "page": 0, "Index": 108}, {"Word": "be", "Confidence": 0.905, "X1": 0.40267, "Y1": 0.3782, "X2": 0.416, "Y2": 0.378, "X3": 0.416, "Y3": 0.3878, "X4": 0.40267, "Y4": 0.3878, "page": 0, "Index": 109}, {"Word": "mnsong", "Confidence": 0.184, "X1": 0.41867, "Y1": 0.3782, "X2": 0.44933, "Y2": 0.378, "X3": 0.44933, "Y3": 0.3878, "X4": 0.41867, "Y4": 0.3878, "page": 0, "Index": 110}, {"Word": "nem", "Confidence": 0.085, "X1": 0.452, "Y1": 0.3782, "X2": 0.47067, "Y2": 0.378, "X3": 0.47067, "Y3": 0.3878, "X4": 0.452, "Y4": 0.3878, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.998, "X1": 0.47333, "Y1": 0.3782, "X2": 0.49333, "Y2": 0.378, "X3": 0.49333, "Y3": 0.3878, "X4": 0.47333, "Y4": 0.3878, "page": 0, "Index": 112}, {"Word": "500", "Confidence": 0.85, "X1": 0.496, "Y1": 0.3782, "X2": 0.516, "Y2": 0.378, "X3": 0.516, "Y3": 0.3878, "X4": 0.496, "Y4": 0.3878, "page": 0, "Index": 113}, {"Word": "among", "Confidence": 0.358, "X1": 0.51867, "Y1": 0.3782, "X2": 0.54667, "Y2": 0.378, "X3": 0.54667, "Y3": 0.3878, "X4": 0.51867, "Y4": 0.3878, "page": 0, "Index": 114}, {"Word": "women,", "Confidence": 0.514, "X1": 0.54933, "Y1": 0.3782, "X2": 0.584, "Y2": 0.378, "X3": 0.584, "Y3": 0.3878, "X4": 0.54933, "Y4": 0.3878, "page": 0, "Index": 115}, {"Word": "will", "Confidence": 0.065, "X1": 0.58667, "Y1": 0.3782, "X2": 0.612, "Y2": 0.378, "X3": 0.612, "Y3": 0.3878, "X4": 0.58667, "Y4": 0.3878, "page": 0, "Index": 116}, {"Word": "be", "Confidence": 0.996, "X1": 0.13867, "Y1": 0.3872, "X2": 0.152, "Y2": 0.387, "X3": 0.152, "Y3": 0.3968, "X4": 0.13733, "Y4": 0.3968, "page": 0, "Index": 117}, {"Word": "The", "Confidence": 0.996, "X1": 0.14, "Y1": 0.3792, "X2": 0.15733, "Y2": 0.379, "X3": 0.15733, "Y3": 0.3888, "X4": 0.13867, "Y4": 0.3888, "page": 0, "Index": 118}, {"Word": "obtained", "Confidence": 0.855, "X1": 0.15467, "Y1": 0.3872, "X2": 0.20133, "Y2": 0.387, "X3": 0.2, "Y3": 0.3968, "X4": 0.15333, "Y4": 0.3968, "page": 0, "Index": 119}, {"Word": "remaining", "Confidence": 0.509, "X1": 0.16, "Y1": 0.3792, "X2": 0.212, "Y2": 0.379, "X3": 0.212, "Y3": 0.3888, "X4": 0.16, "Y4": 0.3888, "page": 0, "Index": 120}, {"Word": "by", "Confidence": 0.998, "X1": 0.204, "Y1": 0.3872, "X2": 0.21733, "Y2": 0.387, "X3": 0.216, "Y3": 0.3968, "X4": 0.20267, "Y4": 0.3968, "page": 0, "Index": 121}, {"Word": "1000", "Confidence": 0.766, "X1": 0.21467, "Y1": 0.3792, "X2": 0.23867, "Y2": 0.379, "X3": 0.23867, "Y3": 0.3888, "X4": 0.21467, "Y4": 0.3888, "page": 0, "Index": 122}, {"Word": "calling", "Confidence": 0.944, "X1": 0.22, "Y1": 0.3872, "X2": 0.26133, "Y2": 0.387, "X3": 0.26, "Y3": 0.3968, "X4": 0.21867, "Y4": 0.3968, "page": 0, "Index": 123}, {"Word": "interviews,", "Confidence": 0.397, "X1": 0.24133, "Y1": 0.3792, "X2": 0.30267, "Y2": 0.379, "X3": 0.30267, "Y3": 0.3888, "X4": 0.24133, "Y4": 0.3888, "page": 0, "Index": 124}, {"Word": "telephone", "Confidence": 0.848, "X1": 0.264, "Y1": 0.3872, "X2": 0.31467, "Y2": 0.387, "X3": 0.31333, "Y3": 0.3968, "X4": 0.26267, "Y4": 0.3968, "page": 0, "Index": 125}, {"Word": "of", "Confidence": 0.998, "X1": 0.30533, "Y1": 0.3792, "X2": 0.31867, "Y2": 0.379, "X3": 0.31867, "Y3": 0.3888, "X4": 0.30533, "Y4": 0.3888, "page": 0, "Index": 126}, {"Word": "furbers", "Confidence": 0.62, "X1": 0.31733, "Y1": 0.3872, "X2": 0.35733, "Y2": 0.387, "X3": 0.35733, "Y3": 0.3958, "X4": 0.316, "Y4": 0.3968, "page": 0, "Index": 127}, {"Word": "which", "Confidence": 0.855, "X1": 0.32133, "Y1": 0.3792, "X2": 0.352, "Y2": 0.379, "X3": 0.352, "Y3": 0.3888, "X4": 0.32133, "Y4": 0.3888, "page": 0, "Index": 128}, {"Word": "500", "Confidence": 0.946, "X1": 0.35467, "Y1": 0.3782, "X2": 0.372, "Y2": 0.378, "X3": 0.372, "Y3": 0.3888, "X4": 0.35467, "Y4": 0.3888, "page": 0, "Index": 129}, {"Word": "selected", "Confidence": 0.671, "X1": 0.36133, "Y1": 0.3872, "X2": 0.40667, "Y2": 0.387, "X3": 0.40533, "Y3": 0.3958, "X4": 0.36, "Y4": 0.3958, "page": 0, "Index": 130}, {"Word": "by", "Confidence": 0.995, "X1": 0.40933, "Y1": 0.3872, "X2": 0.42267, "Y2": 0.387, "X3": 0.42133, "Y3": 0.3958, "X4": 0.408, "Y4": 0.3958, "page": 0, "Index": 131}, {"Word": "a", "Confidence": 0.629, "X1": 0.42533, "Y1": 0.3872, "X2": 0.43333, "Y2": 0.387, "X3": 0.432, "Y3": 0.3958, "X4": 0.424, "Y4": 0.3958, "page": 0, "Index": 132}, {"Word": "random", "Confidence": 0.164, "X1": 0.43733, "Y1": 0.3872, "X2": 0.472, "Y2": 0.387, "X3": 0.47067, "Y3": 0.3958, "X4": 0.436, "Y4": 0.3958, "page": 0, "Index": 133}, {"Word": "digit", "Confidence": 0.363, "X1": 0.47333, "Y1": 0.3872, "X2": 0.504, "Y2": 0.387, "X3": 0.50267, "Y3": 0.3958, "X4": 0.47333, "Y4": 0.3958, "page": 0, "Index": 134}, {"Word": "dialing", "Confidence": 0.611, "X1": 0.508, "Y1": 0.3862, "X2": 0.548, "Y2": 0.386, "X3": 0.54667, "Y3": 0.3958, "X4": 0.50667, "Y4": 0.3958, "page": 0, "Index": 135}, {"Word": "procedure", "Confidence": 0.591, "X1": 0.55067, "Y1": 0.3862, "X2": 0.60267, "Y2": 0.386, "X3": 0.60133, "Y3": 0.3958, "X4": 0.54933, "Y4": 0.3958, "page": 0, "Index": 136}, {"Word": "described", "Confidence": 0.92, "X1": 0.14133, "Y1": 0.3962, "X2": 0.18933, "Y2": 0.396, "X3": 0.18933, "Y3": 0.4048, "X4": 0.14133, "Y4": 0.4048, "page": 0, "Index": 137}, {"Word": "below.", "Confidence": 0.605, "X1": 0.192, "Y1": 0.3962, "X2": 0.228, "Y2": 0.396, "X3": 0.22933, "Y3": 0.4048, "X4": 0.19333, "Y4": 0.4048, "page": 0, "Index": 138}, {"Word": "Your", "Confidence": 0.608, "X1": 0.236, "Y1": 0.3962, "X2": 0.26133, "Y2": 0.396, "X3": 0.26133, "Y3": 0.4048, "X4": 0.236, "Y4": 0.4048, "page": 0, "Index": 139}, {"Word": "supervisor", "Confidence": 0.495, "X1": 0.26267, "Y1": 0.3962, "X2": 0.32, "Y2": 0.396, "X3": 0.32, "Y3": 0.4038, "X4": 0.264, "Y4": 0.4038, "page": 0, "Index": 140}, {"Word": "will", "Confidence": 0.847, "X1": 0.32267, "Y1": 0.3952, "X2": 0.34667, "Y2": 0.395, "X3": 0.34667, "Y3": 0.4038, "X4": 0.32267, "Y4": 0.4038, "page": 0, "Index": 141}, {"Word": "astien", "Confidence": 0.331, "X1": 0.34933, "Y1": 0.3952, "X2": 0.38533, "Y2": 0.395, "X3": 0.38533, "Y3": 0.4038, "X4": 0.34933, "Y4": 0.4038, "page": 0, "Index": 142}, {"Word": "your", "Confidence": 0.179, "X1": 0.388, "Y1": 0.3952, "X2": 0.41333, "Y2": 0.395, "X3": 0.412, "Y3": 0.4038, "X4": 0.388, "Y4": 0.4038, "page": 0, "Index": 143}, {"Word": "quota", "Confidence": 0.671, "X1": 0.41467, "Y1": 0.3952, "X2": 0.444, "Y2": 0.395, "X3": 0.444, "Y3": 0.4038, "X4": 0.41467, "Y4": 0.4038, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.955, "X1": 0.448, "Y1": 0.3962, "X2": 0.46133, "Y2": 0.396, "X3": 0.46, "Y3": 0.4038, "X4": 0.44667, "Y4": 0.4038, "page": 0, "Index": 145}, {"Word": "interviews.", "Confidence": 0.61, "X1": 0.464, "Y1": 0.3962, "X2": 0.52533, "Y2": 0.396, "X3": 0.524, "Y3": 0.4048, "X4": 0.464, "Y4": 0.4038, "page": 0, "Index": 146}, {"Word": "PHIM", "Confidence": 0.414, "X1": 0.14133, "Y1": 0.4112, "X2": 0.164, "Y2": 0.411, "X3": 0.16267, "Y3": 0.4218, "X4": 0.14, "Y4": 0.4218, "page": 0, "Index": 147}, {"Word": "TO", "Confidence": 0.923, "X1": 0.16667, "Y1": 0.4112, "X2": 0.18, "Y2": 0.411, "X3": 0.17867, "Y3": 0.4218, "X4": 0.16533, "Y4": 0.4218, "page": 0, "Index": 148}, {"Word": "INTERVIDA", "Confidence": 0.156, "X1": 0.18267, "Y1": 0.4112, "X2": 0.23733, "Y2": 0.411, "X3": 0.236, "Y3": 0.4218, "X4": 0.18267, "Y4": 0.4218, "page": 0, "Index": 149}, {"Word": "RECIPIENTS", "Confidence": 0.778, "X1": 0.13867, "Y1": 0.4242, "X2": 0.19467, "Y2": 0.424, "X3": 0.19467, "Y3": 0.4328, "X4": 0.13867, "Y4": 0.4338, "page": 0, "Index": 150}, {"Word": "-", "Confidence": 0.267, "X1": 0.19733, "Y1": 0.4242, "X2": 0.20533, "Y2": 0.424, "X3": 0.20533, "Y3": 0.4328, "X4": 0.19733, "Y4": 0.4328, "page": 0, "Index": 151}, {"Word": "You", "Confidence": 0.998, "X1": 0.20933, "Y1": 0.4232, "X2": 0.22667, "Y2": 0.423, "X3": 0.22667, "Y3": 0.4328, "X4": 0.20933, "Y4": 0.4328, "page": 0, "Index": 152}, {"Word": "have", "Confidence": 0.664, "X1": 0.22933, "Y1": 0.4232, "X2": 0.25467, "Y2": 0.423, "X3": 0.25467, "Y3": 0.4328, "X4": 0.22933, "Y4": 0.4328, "page": 0, "Index": 153}, {"Word": "a", "Confidence": 0.009, "X1": 0.25733, "Y1": 0.4232, "X2": 0.26533, "Y2": 0.423, "X3": 0.264, "Y3": 0.4328, "X4": 0.25733, "Y4": 0.4328, "page": 0, "Index": 154}, {"Word": "list", "Confidence": 0.188, "X1": 0.268, "Y1": 0.4232, "X2": 0.292, "Y2": 0.423, "X3": 0.292, "Y3": 0.4328, "X4": 0.26667, "Y4": 0.4328, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.996, "X1": 0.29467, "Y1": 0.4232, "X2": 0.308, "Y2": 0.423, "X3": 0.308, "Y3": 0.4328, "X4": 0.29467, "Y4": 0.4328, "page": 0, "Index": 156}, {"Word": "3000", "Confidence": 0.727, "X1": 0.312, "Y1": 0.4232, "X2": 0.336, "Y2": 0.423, "X3": 0.33467, "Y3": 0.4328, "X4": 0.312, "Y4": 0.4328, "page": 0, "Index": 157}, {"Word": "sames", "Confidence": 0.606, "X1": 0.33867, "Y1": 0.4232, "X2": 0.368, "Y2": 0.423, "X3": 0.368, "Y3": 0.4328, "X4": 0.33733, "Y4": 0.4328, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.998, "X1": 0.37067, "Y1": 0.4232, "X2": 0.39067, "Y2": 0.423, "X3": 0.38933, "Y3": 0.4328, "X4": 0.37067, "Y4": 0.4328, "page": 0, "Index": 159}, {"Word": "telephone", "Confidence": 0.538, "X1": 0.39333, "Y1": 0.4232, "X2": 0.44267, "Y2": 0.423, "X3": 0.44267, "Y3": 0.4328, "X4": 0.392, "Y4": 0.4328, "page": 0, "Index": 160}, {"Word": "numbers", "Confidence": 0.238, "X1": 0.44533, "Y1": 0.4232, "X2": 0.488, "Y2": 0.423, "X3": 0.48667, "Y3": 0.4328, "X4": 0.44533, "Y4": 0.4328, "page": 0, "Index": 161}, {"Word": "from", "Confidence": 0.72, "X1": 0.49067, "Y1": 0.4232, "X2": 0.51467, "Y2": 0.423, "X3": 0.51333, "Y3": 0.4328, "X4": 0.49067, "Y4": 0.4328, "page": 0, "Index": 162}, {"Word": "which", "Confidence": 0.925, "X1": 0.51733, "Y1": 0.4232, "X2": 0.54667, "Y2": 0.423, "X3": 0.54667, "Y3": 0.4328, "X4": 0.516, "Y4": 0.4328, "page": 0, "Index": 163}, {"Word": "you", "Confidence": 0.998, "X1": 0.54933, "Y1": 0.4232, "X2": 0.56933, "Y2": 0.423, "X3": 0.568, "Y3": 0.4328, "X4": 0.548, "Y4": 0.4328, "page": 0, "Index": 164}, {"Word": "are", "Confidence": 0.749, "X1": 0.57067, "Y1": 0.4232, "X2": 0.59067, "Y2": 0.423, "X3": 0.58933, "Y3": 0.4328, "X4": 0.57067, "Y4": 0.4328, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.966, "X1": 0.59333, "Y1": 0.4232, "X2": 0.60667, "Y2": 0.423, "X3": 0.60533, "Y3": 0.4328, "X4": 0.592, "Y4": 0.4328, "page": 0, "Index": 166}, {"Word": "Obtain", "Confidence": 0.071, "X1": 0.14, "Y1": 0.4322, "X2": 0.17333, "Y2": 0.432, "X3": 0.17333, "Y3": 0.4408, "X4": 0.14, "Y4": 0.4408, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.954, "X1": 0.17733, "Y1": 0.4322, "X2": 0.196, "Y2": 0.432, "X3": 0.19467, "Y3": 0.4408, "X4": 0.176, "Y4": 0.4408, "page": 0, "Index": 168}, {"Word": "1000", "Confidence": 0.718, "X1": 0.19867, "Y1": 0.4322, "X2": 0.22267, "Y2": 0.432, "X3": 0.22133, "Y3": 0.4418, "X4": 0.19733, "Y4": 0.4408, "page": 0, "Index": 169}, {"Word": "latervirus", "Confidence": 0.294, "X1": 0.22533, "Y1": 0.4322, "X2": 0.28133, "Y2": 0.432, "X3": 0.28, "Y3": 0.4418, "X4": 0.224, "Y4": 0.4418, "page": 0, "Index": 170}, {"Word": "masded", "Confidence": 0.627, "X1": 0.284, "Y1": 0.4322, "X2": 0.31867, "Y2": 0.432, "X3": 0.31867, "Y3": 0.4418, "X4": 0.28267, "Y4": 0.4418, "page": 0, "Index": 171}, {"Word": "to", "Confidence": 0.795, "X1": 0.32267, "Y1": 0.4322, "X2": 0.336, "Y2": 0.432, "X3": 0.336, "Y3": 0.4418, "X4": 0.32267, "Y4": 0.4418, "page": 0, "Index": 172}, {"Word": "complete", "Confidence": 0.614, "X1": 0.34, "Y1": 0.4322, "X2": 0.384, "Y2": 0.432, "X3": 0.384, "Y3": 0.4418, "X4": 0.33867, "Y4": 0.4418, "page": 0, "Index": 173}, {"Word": "your", "Confidence": 0.838, "X1": 0.388, "Y1": 0.4322, "X2": 0.412, "Y2": 0.432, "X3": 0.41067, "Y3": 0.4418, "X4": 0.388, "Y4": 0.4418, "page": 0, "Index": 174}, {"Word": "quots", "Confidence": 0.633, "X1": 0.41467, "Y1": 0.4322, "X2": 0.44267, "Y2": 0.432, "X3": 0.44267, "Y3": 0.4408, "X4": 0.41467, "Y4": 0.4418, "page": 0, "Index": 175}, {"Word": "for", "Confidence": 0.864, "X1": 0.448, "Y1": 0.4322, "X2": 0.46533, "Y2": 0.432, "X3": 0.46533, "Y3": 0.4408, "X4": 0.448, "Y4": 0.4408, "page": 0, "Index": 176}, {"Word": "fulfilled", "Confidence": 0.634, "X1": 0.448, "Y1": 0.4402, "X2": 0.49867, "Y2": 0.44, "X3": 0.49867, "Y3": 0.4478, "X4": 0.44667, "Y4": 0.4488, "page": 0, "Index": 177}, {"Word": "this", "Confidence": 0.981, "X1": 0.46933, "Y1": 0.4322, "X2": 0.492, "Y2": 0.432, "X3": 0.492, "Y3": 0.4408, "X4": 0.468, "Y4": 0.4408, "page": 0, "Index": 178}, {"Word": "group.", "Confidence": 0.612, "X1": 0.496, "Y1": 0.4322, "X2": 0.532, "Y2": 0.432, "X3": 0.53067, "Y3": 0.4408, "X4": 0.49467, "Y4": 0.4408, "page": 0, "Index": 179}, {"Word": "your", "Confidence": 0.938, "X1": 0.50267, "Y1": 0.4402, "X2": 0.52667, "Y2": 0.44, "X3": 0.52533, "Y3": 0.4478, "X4": 0.50133, "Y4": 0.4478, "page": 0, "Index": 180}, {"Word": "assignment.", "Confidence": 0.129, "X1": 0.53067, "Y1": 0.4402, "X2": 0.592, "Y2": 0.44, "X3": 0.59067, "Y3": 0.4478, "X4": 0.52933, "Y4": 0.4478, "page": 0, "Index": 181}, {"Word": "You", "Confidence": 0.619, "X1": 0.54, "Y1": 0.4322, "X2": 0.55733, "Y2": 0.432, "X3": 0.55733, "Y3": 0.4398, "X4": 0.53867, "Y4": 0.4408, "page": 0, "Index": 182}, {"Word": "are", "Confidence": 0.792, "X1": 0.56133, "Y1": 0.4322, "X2": 0.58, "Y2": 0.432, "X3": 0.57867, "Y3": 0.4398, "X4": 0.56, "Y4": 0.4398, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.997, "X1": 0.584, "Y1": 0.4322, "X2": 0.59467, "Y2": 0.432, "X3": 0.59467, "Y3": 0.4398, "X4": 0.58267, "Y4": 0.4398, "page": 0, "Index": 184}, {"Word": "try", "Confidence": 0.886, "X1": 0.14, "Y1": 0.4412, "X2": 0.15733, "Y2": 0.441, "X3": 0.15733, "Y3": 0.4498, "X4": 0.13867, "Y4": 0.4498, "page": 0, "Index": 185}, {"Word": "You", "Confidence": 0.994, "X1": 0.14, "Y1": 0.4492, "X2": 0.15733, "Y2": 0.449, "X3": 0.15733, "Y3": 0.4578, "X4": 0.14, "Y4": 0.4578, "page": 0, "Index": 186}, {"Word": "are", "Confidence": 0.885, "X1": 0.16, "Y1": 0.4492, "X2": 0.18, "Y2": 0.449, "X3": 0.17867, "Y3": 0.4578, "X4": 0.16, "Y4": 0.4578, "page": 0, "Index": 187}, {"Word": "to", "Confidence": 0.996, "X1": 0.16133, "Y1": 0.4412, "X2": 0.17467, "Y2": 0.441, "X3": 0.17333, "Y3": 0.4498, "X4": 0.16133, "Y4": 0.4498, "page": 0, "Index": 188}, {"Word": "interview", "Confidence": 0.626, "X1": 0.17733, "Y1": 0.4412, "X2": 0.22667, "Y2": 0.441, "X3": 0.22667, "Y3": 0.4488, "X4": 0.176, "Y4": 0.4498, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.935, "X1": 0.18133, "Y1": 0.4492, "X2": 0.196, "Y2": 0.449, "X3": 0.19467, "Y3": 0.4578, "X4": 0.18133, "Y4": 0.4578, "page": 0, "Index": 190}, {"Word": "make", "Confidence": 0.59, "X1": 0.19867, "Y1": 0.4492, "X2": 0.22267, "Y2": 0.449, "X3": 0.22133, "Y3": 0.4578, "X4": 0.19867, "Y4": 0.4578, "page": 0, "Index": 191}, {"Word": "an", "Confidence": 0.154, "X1": 0.22667, "Y1": 0.4492, "X2": 0.23867, "Y2": 0.449, "X3": 0.23867, "Y3": 0.4578, "X4": 0.22667, "Y4": 0.4578, "page": 0, "Index": 192}, {"Word": "ench", "Confidence": 0.854, "X1": 0.23067, "Y1": 0.4412, "X2": 0.25467, "Y2": 0.441, "X3": 0.25333, "Y3": 0.4488, "X4": 0.23067, "Y4": 0.4488, "page": 0, "Index": 193}, {"Word": "original", "Confidence": 0.66, "X1": 0.24133, "Y1": 0.4492, "X2": 0.28667, "Y2": 0.449, "X3": 0.28667, "Y3": 0.4578, "X4": 0.24133, "Y4": 0.4578, "page": 0, "Index": 194}, {"Word": "none", "Confidence": 0.179, "X1": 0.25867, "Y1": 0.4402, "X2": 0.28267, "Y2": 0.44, "X3": 0.28133, "Y3": 0.4488, "X4": 0.25733, "Y4": 0.4488, "page": 0, "Index": 195}, {"Word": "as", "Confidence": 0.964, "X1": 0.28533, "Y1": 0.4402, "X2": 0.29867, "Y2": 0.44, "X3": 0.29733, "Y3": 0.4488, "X4": 0.284, "Y4": 0.4488, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.627, "X1": 0.29067, "Y1": 0.4492, "X2": 0.308, "Y2": 0.449, "X3": 0.308, "Y3": 0.4578, "X4": 0.29067, "Y4": 0.4578, "page": 0, "Index": 197}, {"Word": "it", "Confidence": 0.933, "X1": 0.30133, "Y1": 0.4402, "X2": 0.31467, "Y2": 0.44, "X3": 0.31333, "Y3": 0.4488, "X4": 0.3, "Y4": 0.4488, "page": 0, "Index": 198}, {"Word": "two", "Confidence": 0.174, "X1": 0.31333, "Y1": 0.4492, "X2": 0.33067, "Y2": 0.449, "X3": 0.33067, "Y3": 0.4568, "X4": 0.312, "Y4": 0.4578, "page": 0, "Index": 199}, {"Word": "comes", "Confidence": 0.615, "X1": 0.31867, "Y1": 0.4402, "X2": 0.348, "Y2": 0.44, "X3": 0.34667, "Y3": 0.4488, "X4": 0.31733, "Y4": 0.4488, "page": 0, "Index": 200}, {"Word": "call-backs", "Confidence": 0.751, "X1": 0.33467, "Y1": 0.4482, "X2": 0.39067, "Y2": 0.448, "X3": 0.38933, "Y3": 0.4568, "X4": 0.33467, "Y4": 0.4568, "page": 0, "Index": 201}, {"Word": "up", "Confidence": 0.997, "X1": 0.34933, "Y1": 0.4402, "X2": 0.36267, "Y2": 0.44, "X3": 0.36267, "Y3": 0.4488, "X4": 0.34933, "Y4": 0.4488, "page": 0, "Index": 202}, {"Word": "until", "Confidence": 0.874, "X1": 0.36667, "Y1": 0.4402, "X2": 0.396, "Y2": 0.44, "X3": 0.39467, "Y3": 0.4488, "X4": 0.36533, "Y4": 0.4488, "page": 0, "Index": 203}, {"Word": "at", "Confidence": 0.944, "X1": 0.39333, "Y1": 0.4482, "X2": 0.40667, "Y2": 0.448, "X3": 0.40533, "Y3": 0.4568, "X4": 0.39333, "Y4": 0.4568, "page": 0, "Index": 204}, {"Word": "you", "Confidence": 0.998, "X1": 0.39867, "Y1": 0.4402, "X2": 0.41733, "Y2": 0.44, "X3": 0.416, "Y3": 0.4488, "X4": 0.39733, "Y4": 0.4488, "page": 0, "Index": 205}, {"Word": "varying", "Confidence": 0.723, "X1": 0.40933, "Y1": 0.4482, "X2": 0.44933, "Y2": 0.448, "X3": 0.44933, "Y3": 0.4568, "X4": 0.40933, "Y4": 0.4568, "page": 0, "Index": 206}, {"Word": "have", "Confidence": 0.614, "X1": 0.42, "Y1": 0.4402, "X2": 0.44533, "Y2": 0.44, "X3": 0.444, "Y3": 0.4488, "X4": 0.41867, "Y4": 0.4488, "page": 0, "Index": 207}, {"Word": "times", "Confidence": 0.67, "X1": 0.45333, "Y1": 0.4482, "X2": 0.48133, "Y2": 0.448, "X3": 0.48133, "Y3": 0.4568, "X4": 0.45333, "Y4": 0.4568, "page": 0, "Index": 208}, {"Word": "to", "Confidence": 0.783, "X1": 0.48667, "Y1": 0.4482, "X2": 0.49867, "Y2": 0.448, "X3": 0.49867, "Y3": 0.4568, "X4": 0.48533, "Y4": 0.4568, "page": 0, "Index": 209}, {"Word": "attempt", "Confidence": 0.182, "X1": 0.50267, "Y1": 0.4482, "X2": 0.54267, "Y2": 0.448, "X3": 0.54267, "Y3": 0.4568, "X4": 0.50133, "Y4": 0.4568, "page": 0, "Index": 210}, {"Word": "to", "Confidence": 0.614, "X1": 0.54533, "Y1": 0.4482, "X2": 0.55867, "Y2": 0.448, "X3": 0.55733, "Y3": 0.4568, "X4": 0.54533, "Y4": 0.4568, "page": 0, "Index": 211}, {"Word": "complete", "Confidence": 0.608, "X1": 0.56133, "Y1": 0.4482, "X2": 0.60667, "Y2": 0.448, "X3": 0.60667, "Y3": 0.4568, "X4": 0.56133, "Y4": 0.4568, "page": 0, "Index": 212}, {"Word": "an", "Confidence": 0.118, "X1": 0.14, "Y1": 0.4572, "X2": 0.15067, "Y2": 0.457, "X3": 0.152, "Y3": 0.4658, "X4": 0.14133, "Y4": 0.4658, "page": 0, "Index": 213}, {"Word": "interview.", "Confidence": 0.207, "X1": 0.156, "Y1": 0.4582, "X2": 0.212, "Y2": 0.458, "X3": 0.212, "Y3": 0.4658, "X4": 0.156, "Y4": 0.4658, "page": 0, "Index": 214}, {"Word": "NON-RECIPIENTS", "Confidence": 0.37, "X1": 0.14, "Y1": 0.4682, "X2": 0.21733, "Y2": 0.468, "X3": 0.21733, "Y3": 0.4778, "X4": 0.14133, "Y4": 0.4788, "page": 0, "Index": 215}, {"Word": "-", "Confidence": 0.624, "X1": 0.22, "Y1": 0.4682, "X2": 0.228, "Y2": 0.468, "X3": 0.228, "Y3": 0.4778, "X4": 0.22, "Y4": 0.4778, "page": 0, "Index": 216}, {"Word": "The", "Confidence": 0.994, "X1": 0.232, "Y1": 0.4682, "X2": 0.24933, "Y2": 0.468, "X3": 0.24933, "Y3": 0.4778, "X4": 0.232, "Y4": 0.4778, "page": 0, "Index": 217}, {"Word": "number", "Confidence": 0.377, "X1": 0.252, "Y1": 0.4682, "X2": 0.28667, "Y2": 0.468, "X3": 0.28667, "Y3": 0.4778, "X4": 0.252, "Y4": 0.4778, "page": 0, "Index": 218}, {"Word": "you", "Confidence": 0.997, "X1": 0.28933, "Y1": 0.4682, "X2": 0.30933, "Y2": 0.468, "X3": 0.30933, "Y3": 0.4778, "X4": 0.28933, "Y4": 0.4778, "page": 0, "Index": 219}, {"Word": "will", "Confidence": 0.899, "X1": 0.312, "Y1": 0.4672, "X2": 0.33733, "Y2": 0.467, "X3": 0.33733, "Y3": 0.4778, "X4": 0.312, "Y4": 0.4778, "page": 0, "Index": 220}, {"Word": "dial", "Confidence": 0.671, "X1": 0.34, "Y1": 0.4672, "X2": 0.364, "Y2": 0.467, "X3": 0.364, "Y3": 0.4778, "X4": 0.34, "Y4": 0.4778, "page": 0, "Index": 221}, {"Word": "to", "Confidence": 0.982, "X1": 0.36667, "Y1": 0.4672, "X2": 0.38, "Y2": 0.467, "X3": 0.38, "Y3": 0.4778, "X4": 0.36667, "Y4": 0.4778, "page": 0, "Index": 222}, {"Word": "obtain", "Confidence": 0.349, "X1": 0.38267, "Y1": 0.4672, "X2": 0.41733, "Y2": 0.467, "X3": 0.41733, "Y3": 0.4778, "X4": 0.38267, "Y4": 0.4778, "page": 0, "Index": 223}, {"Word": "a", "Confidence": 0.668, "X1": 0.42, "Y1": 0.4672, "X2": 0.428, "Y2": 0.467, "X3": 0.428, "Y3": 0.4778, "X4": 0.42, "Y4": 0.4778, "page": 0, "Index": 224}, {"Word": "non-recipient", "Confidence": 0.539, "X1": 0.43067, "Y1": 0.4672, "X2": 0.50533, "Y2": 0.467, "X3": 0.50533, "Y3": 0.4768, "X4": 0.43067, "Y4": 0.4778, "page": 0, "Index": 225}, {"Word": "is", "Confidence": 0.991, "X1": 0.508, "Y1": 0.4672, "X2": 0.52133, "Y2": 0.467, "X3": 0.52133, "Y3": 0.4768, "X4": 0.508, "Y4": 0.4768, "page": 0, "Index": 226}, {"Word": "as", "Confidence": 0.998, "X1": 0.524, "Y1": 0.4672, "X2": 0.53733, "Y2": 0.467, "X3": 0.53733, "Y3": 0.4768, "X4": 0.524, "Y4": 0.4768, "page": 0, "Index": 227}, {"Word": "follows:", "Confidence": 0.092, "X1": 0.54, "Y1": 0.4682, "X2": 0.58667, "Y2": 0.468, "X3": 0.58667, "Y3": 0.4768, "X4": 0.54, "Y4": 0.4768, "page": 0, "Index": 228}, {"Word": "for", "Confidence": 0.941, "X1": 0.58933, "Y1": 0.4682, "X2": 0.608, "Y2": 0.468, "X3": 0.608, "Y3": 0.4768, "X4": 0.58933, "Y4": 0.4768, "page": 0, "Index": 229}, {"Word": "each", "Confidence": 0.184, "X1": 0.14, "Y1": 0.4762, "X2": 0.164, "Y2": 0.476, "X3": 0.16267, "Y3": 0.4858, "X4": 0.14, "Y4": 0.4858, "page": 0, "Index": 230}, {"Word": "telephone", "Confidence": 0.417, "X1": 0.168, "Y1": 0.4762, "X2": 0.21733, "Y2": 0.476, "X3": 0.21733, "Y3": 0.4858, "X4": 0.16667, "Y4": 0.4858, "page": 0, "Index": 231}, {"Word": "meber", "Confidence": 0.628, "X1": 0.22, "Y1": 0.4762, "X2": 0.256, "Y2": 0.476, "X3": 0.256, "Y3": 0.4858, "X4": 0.22, "Y4": 0.4858, "page": 0, "Index": 232}, {"Word": "that", "Confidence": 0.447, "X1": 0.26, "Y1": 0.4762, "X2": 0.28133, "Y2": 0.476, "X3": 0.28133, "Y3": 0.4858, "X4": 0.25867, "Y4": 0.4858, "page": 0, "Index": 233}, {"Word": "you", "Confidence": 0.998, "X1": 0.28533, "Y1": 0.4762, "X2": 0.30267, "Y2": 0.476, "X3": 0.30267, "Y3": 0.4848, "X4": 0.284, "Y4": 0.4858, "page": 0, "Index": 234}, {"Word": "have", "Confidence": 0.64, "X1": 0.30533, "Y1": 0.4762, "X2": 0.332, "Y2": 0.476, "X3": 0.332, "Y3": 0.4848, "X4": 0.30533, "Y4": 0.4848, "page": 0, "Index": 235}, {"Word": "for", "Confidence": 0.926, "X1": 0.33467, "Y1": 0.4762, "X2": 0.352, "Y2": 0.476, "X3": 0.352, "Y3": 0.4848, "X4": 0.33467, "Y4": 0.4848, "page": 0, "Index": 236}, {"Word": "a", "Confidence": 0.941, "X1": 0.356, "Y1": 0.4762, "X2": 0.36267, "Y2": 0.476, "X3": 0.36267, "Y3": 0.4848, "X4": 0.356, "Y4": 0.4848, "page": 0, "Index": 237}, {"Word": "completed", "Confidence": 0.516, "X1": 0.36667, "Y1": 0.4762, "X2": 0.41867, "Y2": 0.476, "X3": 0.41733, "Y3": 0.4848, "X4": 0.36533, "Y4": 0.4848, "page": 0, "Index": 238}, {"Word": "recipient", "Confidence": 0.601, "X1": 0.42, "Y1": 0.4762, "X2": 0.472, "Y2": 0.476, "X3": 0.47067, "Y3": 0.4848, "X4": 0.42, "Y4": 0.4848, "page": 0, "Index": 239}, {"Word": "you", "Confidence": 0.998, "X1": 0.47467, "Y1": 0.4752, "X2": 0.49333, "Y2": 0.475, "X3": 0.49333, "Y3": 0.4848, "X4": 0.47333, "Y4": 0.4848, "page": 0, "Index": 240}, {"Word": "should", "Confidence": 0.887, "X1": 0.496, "Y1": 0.4752, "X2": 0.532, "Y2": 0.475, "X3": 0.53067, "Y3": 0.4838, "X4": 0.496, "Y4": 0.4848, "page": 0, "Index": 241}, {"Word": "add", "Confidence": 0.476, "X1": 0.536, "Y1": 0.4752, "X2": 0.55333, "Y2": 0.475, "X3": 0.55333, "Y3": 0.4838, "X4": 0.53467, "Y4": 0.4838, "page": 0, "Index": 242}, {"Word": "a", "Confidence": 0.117, "X1": 0.55733, "Y1": 0.4752, "X2": 0.564, "Y2": 0.475, "X3": 0.564, "Y3": 0.4838, "X4": 0.556, "Y4": 0.4838, "page": 0, "Index": 243}, {"Word": "$", "Confidence": 0.257, "X1": 0.568, "Y1": 0.4752, "X2": 0.57467, "Y2": 0.475, "X3": 0.57333, "Y3": 0.4838, "X4": 0.56667, "Y4": 0.4838, "page": 0, "Index": 244}, {"Word": "to", "Confidence": 0.909, "X1": 0.58, "Y1": 0.4752, "X2": 0.592, "Y2": 0.475, "X3": 0.59067, "Y3": 0.4838, "X4": 0.57867, "Y4": 0.4838, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.603, "X1": 0.59467, "Y1": 0.4752, "X2": 0.61333, "Y2": 0.475, "X3": 0.61333, "Y3": 0.4838, "X4": 0.59467, "Y4": 0.4838, "page": 0, "Index": 246}, {"Word": "lagt", "Confidence": 0.211, "X1": 0.14, "Y1": 0.4852, "X2": 0.16267, "Y2": 0.485, "X3": 0.16267, "Y3": 0.4938, "X4": 0.14, "Y4": 0.4948, "page": 0, "Index": 247}, {"Word": "digit.", "Confidence": 0.612, "X1": 0.16667, "Y1": 0.4852, "X2": 0.20267, "Y2": 0.485, "X3": 0.20133, "Y3": 0.4938, "X4": 0.16667, "Y4": 0.4938, "page": 0, "Index": 248}, {"Word": "For", "Confidence": 0.991, "X1": 0.21067, "Y1": 0.4852, "X2": 0.228, "Y2": 0.485, "X3": 0.228, "Y3": 0.4938, "X4": 0.21067, "Y4": 0.4938, "page": 0, "Index": 249}, {"Word": "example,", "Confidence": 0.284, "X1": 0.23067, "Y1": 0.4842, "X2": 0.27733, "Y2": 0.484, "X3": 0.27733, "Y3": 0.4938, "X4": 0.23067, "Y4": 0.4938, "page": 0, "Index": 250}, {"Word": "if", "Confidence": 0.069, "X1": 0.28, "Y1": 0.4842, "X2": 0.29333, "Y2": 0.484, "X3": 0.29333, "Y3": 0.4928, "X4": 0.28, "Y4": 0.4938, "page": 0, "Index": 251}, {"Word": "you", "Confidence": 0.998, "X1": 0.296, "Y1": 0.4842, "X2": 0.31467, "Y2": 0.484, "X3": 0.31467, "Y3": 0.4928, "X4": 0.296, "Y4": 0.4928, "page": 0, "Index": 252}, {"Word": "have", "Confidence": 0.978, "X1": 0.31867, "Y1": 0.4842, "X2": 0.34267, "Y2": 0.484, "X3": 0.34267, "Y3": 0.4928, "X4": 0.31733, "Y4": 0.4928, "page": 0, "Index": 253}, {"Word": "a", "Confidence": 0.22, "X1": 0.34533, "Y1": 0.4842, "X2": 0.352, "Y2": 0.484, "X3": 0.352, "Y3": 0.4928, "X4": 0.34533, "Y4": 0.4928, "page": 0, "Index": 254}, {"Word": "number", "Confidence": 0.172, "X1": 0.356, "Y1": 0.4842, "X2": 0.39067, "Y2": 0.484, "X3": 0.39067, "Y3": 0.4928, "X4": 0.356, "Y4": 0.4928, "page": 0, "Index": 255}, {"Word": "that", "Confidence": 0.837, "X1": 0.39467, "Y1": 0.4842, "X2": 0.41867, "Y2": 0.484, "X3": 0.41733, "Y3": 0.4928, "X4": 0.39467, "Y4": 0.4928, "page": 0, "Index": 256}, {"Word": "ends", "Confidence": 0.03, "X1": 0.42, "Y1": 0.4842, "X2": 0.44533, "Y2": 0.484, "X3": 0.44533, "Y3": 0.4918, "X4": 0.42, "Y4": 0.4928, "page": 0, "Index": 257}, {"Word": "with", "Confidence": 0.774, "X1": 0.448, "Y1": 0.4832, "X2": 0.47333, "Y2": 0.483, "X3": 0.472, "Y3": 0.4918, "X4": 0.448, "Y4": 0.4918, "page": 0, "Index": 258}, {"Word": "a", "Confidence": 0.32, "X1": 0.47467, "Y1": 0.4832, "X2": 0.48133, "Y2": 0.483, "X3": 0.48133, "Y3": 0.4918, "X4": 0.47467, "Y4": 0.4918, "page": 0, "Index": 259}, {"Word": "\"2\"", "Confidence": 0.164, "X1": 0.48667, "Y1": 0.4832, "X2": 0.50533, "Y2": 0.483, "X3": 0.50533, "Y3": 0.4918, "X4": 0.48667, "Y4": 0.4918, "page": 0, "Index": 260}, {"Word": "as", "Confidence": 0.791, "X1": 0.51067, "Y1": 0.4832, "X2": 0.52267, "Y2": 0.483, "X3": 0.52267, "Y3": 0.4918, "X4": 0.50933, "Y4": 0.4918, "page": 0, "Index": 261}, {"Word": "in", "Confidence": 0.994, "X1": 0.52533, "Y1": 0.4832, "X2": 0.53733, "Y2": 0.483, "X3": 0.53733, "Y3": 0.4918, "X4": 0.524, "Y4": 0.4918, "page": 0, "Index": 262}, {"Word": "531-1232", "Confidence": 0.708, "X1": 0.54133, "Y1": 0.4832, "X2": 0.58667, "Y2": 0.483, "X3": 0.58533, "Y3": 0.4908, "X4": 0.54133, "Y4": 0.4918, "page": 0, "Index": 263}, {"Word": "adding", "Confidence": 0.676, "X1": 0.588, "Y1": 0.4832, "X2": 0.62533, "Y2": 0.483, "X3": 0.624, "Y3": 0.4908, "X4": 0.588, "Y4": 0.4908, "page": 0, "Index": 264}, {"Word": "\"S\"", "Confidence": 0.412, "X1": 0.14, "Y1": 0.4942, "X2": 0.15733, "Y2": 0.494, "X3": 0.15733, "Y3": 0.5028, "X4": 0.14, "Y4": 0.5028, "page": 0, "Index": 265}, {"Word": "brings", "Confidence": 0.303, "X1": 0.16, "Y1": 0.4942, "X2": 0.196, "Y2": 0.494, "X3": 0.196, "Y3": 0.5028, "X4": 0.16, "Y4": 0.5028, "page": 0, "Index": 266}, {"Word": "the", "Confidence": 0.884, "X1": 0.19733, "Y1": 0.4932, "X2": 0.216, "Y2": 0.493, "X3": 0.216, "Y3": 0.5028, "X4": 0.19733, "Y4": 0.5028, "page": 0, "Index": 267}, {"Word": "tamber", "Confidence": 0.602, "X1": 0.21867, "Y1": 0.4932, "X2": 0.25467, "Y2": 0.493, "X3": 0.25467, "Y3": 0.5018, "X4": 0.21867, "Y4": 0.5028, "page": 0, "Index": 268}, {"Word": "to", "Confidence": 0.849, "X1": 0.25867, "Y1": 0.4932, "X2": 0.27067, "Y2": 0.493, "X3": 0.27067, "Y3": 0.5018, "X4": 0.25867, "Y4": 0.5018, "page": 0, "Index": 269}, {"Word": "be", "Confidence": 0.81, "X1": 0.272, "Y1": 0.4932, "X2": 0.28667, "Y2": 0.493, "X3": 0.28667, "Y3": 0.5018, "X4": 0.27333, "Y4": 0.5018, "page": 0, "Index": 270}, {"Word": "callod", "Confidence": 0.883, "X1": 0.29067, "Y1": 0.4922, "X2": 0.32533, "Y2": 0.492, "X3": 0.32533, "Y3": 0.5018, "X4": 0.29067, "Y4": 0.5018, "page": 0, "Index": 271}, {"Word": "as", "Confidence": 0.207, "X1": 0.32933, "Y1": 0.4922, "X2": 0.34133, "Y2": 0.492, "X3": 0.34133, "Y3": 0.5018, "X4": 0.32933, "Y4": 0.5018, "page": 0, "Index": 272}, {"Word": "531-1237.", "Confidence": 0.508, "X1": 0.344, "Y1": 0.4922, "X2": 0.39733, "Y2": 0.492, "X3": 0.39733, "Y3": 0.5018, "X4": 0.344, "Y4": 0.5018, "page": 0, "Index": 273}, {"Word": "If", "Confidence": 0.206, "X1": 0.404, "Y1": 0.4922, "X2": 0.41733, "Y2": 0.492, "X3": 0.41733, "Y3": 0.5008, "X4": 0.404, "Y4": 0.5018, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.42, "Y1": 0.4922, "X2": 0.44, "Y2": 0.492, "X3": 0.44, "Y3": 0.5008, "X4": 0.42133, "Y4": 0.5008, "page": 0, "Index": 275}, {"Word": "initial", "Confidence": 0.773, "X1": 0.44267, "Y1": 0.4922, "X2": 0.48133, "Y2": 0.492, "X3": 0.48133, "Y3": 0.5008, "X4": 0.44267, "Y4": 0.5008, "page": 0, "Index": 276}, {"Word": "sorber", "Confidence": 0.082, "X1": 0.48533, "Y1": 0.4922, "X2": 0.52133, "Y2": 0.492, "X3": 0.52133, "Y3": 0.5008, "X4": 0.48533, "Y4": 0.5008, "page": 0, "Index": 277}, {"Word": "ends", "Confidence": 0.398, "X1": 0.524, "Y1": 0.4922, "X2": 0.54667, "Y2": 0.492, "X3": 0.54667, "Y3": 0.5008, "X4": 0.524, "Y4": 0.5008, "page": 0, "Index": 278}, {"Word": "with", "Confidence": 0.608, "X1": 0.548, "Y1": 0.4922, "X2": 0.57467, "Y2": 0.492, "X3": 0.57467, "Y3": 0.5008, "X4": 0.54933, "Y4": 0.5008, "page": 0, "Index": 279}, {"Word": "\"7\"", "Confidence": 0.018, "X1": 0.572, "Y1": 0.5012, "X2": 0.59067, "Y2": 0.501, "X3": 0.59067, "Y3": 0.5078, "X4": 0.572, "Y4": 0.5088, "page": 0, "Index": 280}, {"Word": "a", "Confidence": 0.104, "X1": 0.57733, "Y1": 0.4922, "X2": 0.584, "Y2": 0.492, "X3": 0.58533, "Y3": 0.5008, "X4": 0.57733, "Y4": 0.5008, "page": 0, "Index": 281}, {"Word": "af", "Confidence": 0.629, "X1": 0.59333, "Y1": 0.5012, "X2": 0.60667, "Y2": 0.501, "X3": 0.60667, "Y3": 0.5078, "X4": 0.59333, "Y4": 0.5078, "page": 0, "Index": 282}, {"Word": "\"S\"", "Confidence": 0.268, "X1": 0.14, "Y1": 0.5022, "X2": 0.15733, "Y2": 0.502, "X3": 0.15733, "Y3": 0.5108, "X4": 0.14, "Y4": 0.5108, "page": 0, "Index": 283}, {"Word": "er", "Confidence": 0.109, "X1": 0.16, "Y1": 0.5022, "X2": 0.17333, "Y2": 0.502, "X3": 0.17333, "Y3": 0.5108, "X4": 0.16, "Y4": 0.5108, "page": 0, "Index": 284}, {"Word": "nome", "Confidence": 0.079, "X1": 0.176, "Y1": 0.5022, "X2": 0.20133, "Y2": 0.502, "X3": 0.20133, "Y3": 0.5108, "X4": 0.176, "Y4": 0.5108, "page": 0, "Index": 285}, {"Word": "you", "Confidence": 0.998, "X1": 0.204, "Y1": 0.5012, "X2": 0.22267, "Y2": 0.501, "X3": 0.22267, "Y3": 0.5108, "X4": 0.204, "Y4": 0.5108, "page": 0, "Index": 286}, {"Word": "mot", "Confidence": 0.437, "X1": 0.22667, "Y1": 0.5012, "X2": 0.24933, "Y2": 0.501, "X3": 0.24933, "Y3": 0.5108, "X4": 0.22667, "Y4": 0.5108, "page": 0, "Index": 287}, {"Word": "change", "Confidence": 0.736, "X1": 0.25333, "Y1": 0.5012, "X2": 0.28667, "Y2": 0.501, "X3": 0.28667, "Y3": 0.5108, "X4": 0.25333, "Y4": 0.5108, "page": 0, "Index": 288}, {"Word": "the", "Confidence": 0.975, "X1": 0.29067, "Y1": 0.5012, "X2": 0.30933, "Y2": 0.501, "X3": 0.30933, "Y3": 0.5108, "X4": 0.29067, "Y4": 0.5108, "page": 0, "Index": 289}, {"Word": "last", "Confidence": 0.523, "X1": 0.312, "Y1": 0.5012, "X2": 0.336, "Y2": 0.501, "X3": 0.336, "Y3": 0.5108, "X4": 0.312, "Y4": 0.5108, "page": 0, "Index": 290}, {"Word": "2", "Confidence": 0.937, "X1": 0.34, "Y1": 0.5012, "X2": 0.34667, "Y2": 0.501, "X3": 0.34667, "Y3": 0.5098, "X4": 0.34, "Y4": 0.5108, "page": 0, "Index": 291}, {"Word": "digits.", "Confidence": 0.656, "X1": 0.34933, "Y1": 0.5012, "X2": 0.39067, "Y2": 0.501, "X3": 0.39067, "Y3": 0.5098, "X4": 0.34933, "Y4": 0.5098, "page": 0, "Index": 292}, {"Word": "Thus,", "Confidence": 0.946, "X1": 0.39867, "Y1": 0.5012, "X2": 0.428, "Y2": 0.501, "X3": 0.428, "Y3": 0.5098, "X4": 0.39867, "Y4": 0.5098, "page": 0, "Index": 293}, {"Word": "If", "Confidence": 0.659, "X1": 0.432, "Y1": 0.5012, "X2": 0.444, "Y2": 0.501, "X3": 0.444, "Y3": 0.5098, "X4": 0.432, "Y4": 0.5098, "page": 0, "Index": 294}, {"Word": "the", "Confidence": 0.993, "X1": 0.448, "Y1": 0.5012, "X2": 0.46533, "Y2": 0.501, "X3": 0.46533, "Y3": 0.5098, "X4": 0.448, "Y4": 0.5098, "page": 0, "Index": 295}, {"Word": "531-1242.", "Confidence": 0.77, "X1": 0.46267, "Y1": 0.5072, "X2": 0.516, "Y2": 0.507, "X3": 0.51733, "Y3": 0.5178, "X4": 0.464, "Y4": 0.5188, "page": 0, "Index": 296}, {"Word": "maber", "Confidence": 0.785, "X1": 0.468, "Y1": 0.5012, "X2": 0.504, "Y2": 0.501, "X3": 0.504, "Y3": 0.5088, "X4": 0.468, "Y4": 0.5098, "page": 0, "Index": 297}, {"Word": "ends", "Confidence": 0.483, "X1": 0.508, "Y1": 0.5012, "X2": 0.53067, "Y2": 0.501, "X3": 0.53067, "Y3": 0.5088, "X4": 0.508, "Y4": 0.5088, "page": 0, "Index": 298}, {"Word": "with", "Confidence": 0.319, "X1": 0.53467, "Y1": 0.5012, "X2": 0.55733, "Y2": 0.501, "X3": 0.55733, "Y3": 0.5088, "X4": 0.53467, "Y4": 0.5088, "page": 0, "Index": 299}, {"Word": "&", "Confidence": 0.007, "X1": 0.56133, "Y1": 0.5012, "X2": 0.568, "Y2": 0.501, "X3": 0.568, "Y3": 0.5088, "X4": 0.56133, "Y4": 0.5088, "page": 0, "Index": 300}, {"Word": "in", "Confidence": 0.613, "X1": 0.13867, "Y1": 0.5082, "X2": 0.152, "Y2": 0.508, "X3": 0.152, "Y3": 0.5188, "X4": 0.14, "Y4": 0.5178, "page": 0, "Index": 301}, {"Word": "$31-1237,", "Confidence": 0.623, "X1": 0.15467, "Y1": 0.5082, "X2": 0.20667, "Y2": 0.508, "X3": 0.208, "Y3": 0.5188, "X4": 0.15467, "Y4": 0.5188, "page": 0, "Index": 302}, {"Word": "adding", "Confidence": 0.901, "X1": 0.20933, "Y1": 0.5092, "X2": 0.244, "Y2": 0.509, "X3": 0.24533, "Y3": 0.5188, "X4": 0.21067, "Y4": 0.5188, "page": 0, "Index": 303}, {"Word": "a", "Confidence": 0.884, "X1": 0.24667, "Y1": 0.5092, "X2": 0.25467, "Y2": 0.509, "X3": 0.25467, "Y3": 0.5188, "X4": 0.248, "Y4": 0.5188, "page": 0, "Index": 304}, {"Word": "\"S'", "Confidence": 0.064, "X1": 0.25733, "Y1": 0.5092, "X2": 0.27467, "Y2": 0.509, "X3": 0.276, "Y3": 0.5188, "X4": 0.25733, "Y4": 0.5188, "page": 0, "Index": 305}, {"Word": "brings", "Confidence": 0.631, "X1": 0.27733, "Y1": 0.5092, "X2": 0.31467, "Y2": 0.509, "X3": 0.316, "Y3": 0.5188, "X4": 0.27867, "Y4": 0.5188, "page": 0, "Index": 306}, {"Word": "the", "Confidence": 0.998, "X1": 0.31733, "Y1": 0.5092, "X2": 0.336, "Y2": 0.509, "X3": 0.336, "Y3": 0.5188, "X4": 0.31867, "Y4": 0.5188, "page": 0, "Index": 307}, {"Word": "number", "Confidence": 0.167, "X1": 0.33867, "Y1": 0.5092, "X2": 0.37467, "Y2": 0.509, "X3": 0.37467, "Y3": 0.5188, "X4": 0.33867, "Y4": 0.5188, "page": 0, "Index": 308}, {"Word": "to", "Confidence": 0.994, "X1": 0.37733, "Y1": 0.5092, "X2": 0.38933, "Y2": 0.509, "X3": 0.39067, "Y3": 0.5188, "X4": 0.37867, "Y4": 0.5188, "page": 0, "Index": 309}, {"Word": "be", "Confidence": 0.779, "X1": 0.392, "Y1": 0.5082, "X2": 0.40667, "Y2": 0.508, "X3": 0.40667, "Y3": 0.5188, "X4": 0.39333, "Y4": 0.5188, "page": 0, "Index": 310}, {"Word": "called", "Confidence": 0.441, "X1": 0.40933, "Y1": 0.5082, "X2": 0.44533, "Y2": 0.508, "X3": 0.44667, "Y3": 0.5188, "X4": 0.40933, "Y4": 0.5188, "page": 0, "Index": 311}, {"Word": "as", "Confidence": 0.762, "X1": 0.448, "Y1": 0.5082, "X2": 0.46, "Y2": 0.508, "X3": 0.46133, "Y3": 0.5188, "X4": 0.44933, "Y4": 0.5188, "page": 0, "Index": 312}, {"Word": "You", "Confidence": 0.867, "X1": 0.14133, "Y1": 0.5222, "X2": 0.15733, "Y2": 0.522, "X3": 0.15733, "Y3": 0.5298, "X4": 0.14133, "Y4": 0.5298, "page": 0, "Index": 313}, {"Word": "are", "Confidence": 0.955, "X1": 0.16, "Y1": 0.5222, "X2": 0.18, "Y2": 0.522, "X3": 0.17867, "Y3": 0.5308, "X4": 0.16, "Y4": 0.5298, "page": 0, "Index": 314}, {"Word": "to", "Confidence": 0.775, "X1": 0.18267, "Y1": 0.5212, "X2": 0.196, "Y2": 0.521, "X3": 0.196, "Y3": 0.5308, "X4": 0.18133, "Y4": 0.5308, "page": 0, "Index": 315}, {"Word": "contime", "Confidence": 0.648, "X1": 0.19867, "Y1": 0.5212, "X2": 0.24533, "Y2": 0.521, "X3": 0.24533, "Y3": 0.5308, "X4": 0.19867, "Y4": 0.5308, "page": 0, "Index": 316}, {"Word": "adding", "Confidence": 0.886, "X1": 0.248, "Y1": 0.5212, "X2": 0.28267, "Y2": 0.521, "X3": 0.28133, "Y3": 0.5308, "X4": 0.248, "Y4": 0.5308, "page": 0, "Index": 317}, {"Word": "a", "Confidence": 0.55, "X1": 0.28533, "Y1": 0.5212, "X2": 0.292, "Y2": 0.521, "X3": 0.292, "Y3": 0.5308, "X4": 0.284, "Y4": 0.5308, "page": 0, "Index": 318}, {"Word": "\"S\"", "Confidence": 0.67, "X1": 0.296, "Y1": 0.5212, "X2": 0.31467, "Y2": 0.521, "X3": 0.31467, "Y3": 0.5308, "X4": 0.296, "Y4": 0.5308, "page": 0, "Index": 319}, {"Word": "to", "Confidence": 0.991, "X1": 0.31867, "Y1": 0.5202, "X2": 0.33067, "Y2": 0.52, "X3": 0.33067, "Y3": 0.5308, "X4": 0.31733, "Y4": 0.5308, "page": 0, "Index": 320}, {"Word": "the", "Confidence": 0.672, "X1": 0.33467, "Y1": 0.5202, "X2": 0.35333, "Y2": 0.52, "X3": 0.35333, "Y3": 0.5308, "X4": 0.33467, "Y4": 0.5308, "page": 0, "Index": 321}, {"Word": "pey", "Confidence": 0.603, "X1": 0.356, "Y1": 0.5202, "X2": 0.37333, "Y2": 0.52, "X3": 0.37333, "Y3": 0.5308, "X4": 0.356, "Y4": 0.5308, "page": 0, "Index": 322}, {"Word": "maaber", "Confidence": 0.601, "X1": 0.376, "Y1": 0.5202, "X2": 0.412, "Y2": 0.52, "X3": 0.412, "Y3": 0.5308, "X4": 0.376, "Y4": 0.5308, "page": 0, "Index": 323}, {"Word": "generated", "Confidence": 0.654, "X1": 0.41467, "Y1": 0.5202, "X2": 0.46533, "Y2": 0.52, "X3": 0.46533, "Y3": 0.5308, "X4": 0.41467, "Y4": 0.5308, "page": 0, "Index": 324}, {"Word": "until", "Confidence": 0.994, "X1": 0.468, "Y1": 0.5202, "X2": 0.49867, "Y2": 0.52, "X3": 0.49867, "Y3": 0.5308, "X4": 0.468, "Y4": 0.5308, "page": 0, "Index": 325}, {"Word": "you", "Confidence": 0.683, "X1": 0.50133, "Y1": 0.5202, "X2": 0.52133, "Y2": 0.52, "X3": 0.52, "Y3": 0.5308, "X4": 0.50133, "Y4": 0.5308, "page": 0, "Index": 326}, {"Word": "have", "Confidence": 0.196, "X1": 0.524, "Y1": 0.5202, "X2": 0.548, "Y2": 0.52, "X3": 0.54667, "Y3": 0.5298, "X4": 0.52267, "Y4": 0.5308, "page": 0, "Index": 327}, {"Word": "completed", "Confidence": 0.68, "X1": 0.55067, "Y1": 0.5202, "X2": 0.60267, "Y2": 0.52, "X3": 0.60133, "Y3": 0.5298, "X4": 0.54933, "Y4": 0.5298, "page": 0, "Index": 328}, {"Word": "an", "Confidence": 0.695, "X1": 0.14267, "Y1": 0.5312, "X2": 0.15333, "Y2": 0.531, "X3": 0.15333, "Y3": 0.5388, "X4": 0.14133, "Y4": 0.5378, "page": 0, "Index": 329}, {"Word": "interview.", "Confidence": 0.425, "X1": 0.156, "Y1": 0.5312, "X2": 0.212, "Y2": 0.531, "X3": 0.212, "Y3": 0.5388, "X4": 0.156, "Y4": 0.5388, "page": 0, "Index": 330}, {"Word": "There", "Confidence": 0.993, "X1": 0.14267, "Y1": 0.5422, "X2": 0.16933, "Y2": 0.542, "X3": 0.168, "Y3": 0.5518, "X4": 0.14267, "Y4": 0.5518, "page": 0, "Index": 331}, {"Word": "are", "Confidence": 0.655, "X1": 0.172, "Y1": 0.5422, "X2": 0.19067, "Y2": 0.542, "X3": 0.19067, "Y3": 0.5518, "X4": 0.172, "Y4": 0.5518, "page": 0, "Index": 332}, {"Word": "to", "Confidence": 0.997, "X1": 0.19467, "Y1": 0.5412, "X2": 0.20667, "Y2": 0.541, "X3": 0.20667, "Y3": 0.5518, "X4": 0.19333, "Y4": 0.5518, "page": 0, "Index": 333}, {"Word": "be", "Confidence": 0.827, "X1": 0.20933, "Y1": 0.5412, "X2": 0.224, "Y2": 0.541, "X3": 0.22267, "Y3": 0.5518, "X4": 0.20933, "Y4": 0.5518, "page": 0, "Index": 334}, {"Word": "po", "Confidence": 0.169, "X1": 0.22667, "Y1": 0.5412, "X2": 0.24, "Y2": 0.541, "X3": 0.24, "Y3": 0.5518, "X4": 0.22533, "Y4": 0.5518, "page": 0, "Index": 335}, {"Word": "call-backs", "Confidence": 0.941, "X1": 0.24267, "Y1": 0.5412, "X2": 0.29867, "Y2": 0.541, "X3": 0.29867, "Y3": 0.5518, "X4": 0.24267, "Y4": 0.5518, "page": 0, "Index": 336}, {"Word": "attempted", "Confidence": 0.515, "X1": 0.30267, "Y1": 0.5412, "X2": 0.35333, "Y2": 0.541, "X3": 0.35333, "Y3": 0.5518, "X4": 0.30133, "Y4": 0.5518, "page": 0, "Index": 337}, {"Word": "for", "Confidence": 0.998, "X1": 0.356, "Y1": 0.5402, "X2": 0.37467, "Y2": 0.54, "X3": 0.37467, "Y3": 0.5518, "X4": 0.356, "Y4": 0.5518, "page": 0, "Index": 338}, {"Word": "non-recipients.", "Confidence": 0.432, "X1": 0.37733, "Y1": 0.5402, "X2": 0.464, "Y2": 0.54, "X3": 0.46267, "Y3": 0.5518, "X4": 0.37733, "Y4": 0.5518, "page": 0, "Index": 339}, {"Word": "IN", "Confidence": 0.996, "X1": 0.14267, "Y1": 0.5532, "X2": 0.15333, "Y2": 0.553, "X3": 0.15333, "Y3": 0.5628, "X4": 0.14133, "Y4": 0.5618, "page": 0, "Index": 340}, {"Word": "ADDITION,", "Confidence": 0.495, "X1": 0.15733, "Y1": 0.5532, "X2": 0.208, "Y2": 0.553, "X3": 0.208, "Y3": 0.5628, "X4": 0.156, "Y4": 0.5628, "page": 0, "Index": 341}, {"Word": "THE", "Confidence": 0.958, "X1": 0.21067, "Y1": 0.5532, "X2": 0.228, "Y2": 0.553, "X3": 0.228, "Y3": 0.5638, "X4": 0.21067, "Y4": 0.5628, "page": 0, "Index": 342}, {"Word": "NON-RECIPIENT'S", "Confidence": 0.271, "X1": 0.23067, "Y1": 0.5532, "X2": 0.316, "Y2": 0.553, "X3": 0.316, "Y3": 0.5638, "X4": 0.23067, "Y4": 0.5638, "page": 0, "Index": 343}, {"Word": "SEX", "Confidence": 0.678, "X1": 0.31867, "Y1": 0.5532, "X2": 0.336, "Y2": 0.553, "X3": 0.336, "Y3": 0.5638, "X4": 0.31867, "Y4": 0.5638, "page": 0, "Index": 344}, {"Word": "MIST", "Confidence": 0.848, "X1": 0.33867, "Y1": 0.5522, "X2": 0.364, "Y2": 0.552, "X3": 0.364, "Y3": 0.5638, "X4": 0.33867, "Y4": 0.5638, "page": 0, "Index": 345}, {"Word": "BE", "Confidence": 0.241, "X1": 0.36667, "Y1": 0.5522, "X2": 0.38133, "Y2": 0.552, "X3": 0.38133, "Y3": 0.5638, "X4": 0.36667, "Y4": 0.5638, "page": 0, "Index": 346}, {"Word": "THE", "Confidence": 0.97, "X1": 0.384, "Y1": 0.5522, "X2": 0.40267, "Y2": 0.552, "X3": 0.40267, "Y3": 0.5638, "X4": 0.384, "Y4": 0.5638, "page": 0, "Index": 347}, {"Word": "SAME", "Confidence": 0.261, "X1": 0.40533, "Y1": 0.5522, "X2": 0.42933, "Y2": 0.552, "X3": 0.42933, "Y3": 0.5638, "X4": 0.40533, "Y4": 0.5638, "page": 0, "Index": 348}, {"Word": "AS", "Confidence": 0.992, "X1": 0.432, "Y1": 0.5522, "X2": 0.44667, "Y2": 0.552, "X3": 0.44667, "Y3": 0.5638, "X4": 0.432, "Y4": 0.5638, "page": 0, "Index": 349}, {"Word": "THE", "Confidence": 0.998, "X1": 0.44933, "Y1": 0.5522, "X2": 0.46667, "Y2": 0.552, "X3": 0.46667, "Y3": 0.5628, "X4": 0.44933, "Y4": 0.5628, "page": 0, "Index": 350}, {"Word": "SEX", "Confidence": 0.958, "X1": 0.46933, "Y1": 0.5522, "X2": 0.48933, "Y2": 0.552, "X3": 0.48933, "Y3": 0.5628, "X4": 0.46933, "Y4": 0.5628, "page": 0, "Index": 351}, {"Word": "OF", "Confidence": 0.995, "X1": 0.492, "Y1": 0.5512, "X2": 0.50667, "Y2": 0.551, "X3": 0.50667, "Y3": 0.5628, "X4": 0.492, "Y4": 0.5628, "page": 0, "Index": 352}, {"Word": "THE", "Confidence": 0.993, "X1": 0.50933, "Y1": 0.5512, "X2": 0.528, "Y2": 0.551, "X3": 0.528, "Y3": 0.5618, "X4": 0.50933, "Y4": 0.5628, "page": 0, "Index": 353}, {"Word": "RECIPIENT", "Confidence": 0.618, "X1": 0.53067, "Y1": 0.5512, "X2": 0.58133, "Y2": 0.551, "X3": 0.58267, "Y3": 0.5608, "X4": 0.53067, "Y4": 0.5618, "page": 0, "Index": 354}, {"Word": "RESPON-", "Confidence": 0.657, "X1": 0.584, "Y1": 0.5502, "X2": 0.62533, "Y2": 0.55, "X3": 0.62667, "Y3": 0.5598, "X4": 0.58533, "Y4": 0.5608, "page": 0, "Index": 355}, {"Word": "DENT", "Confidence": 0.646, "X1": 0.14267, "Y1": 0.5622, "X2": 0.164, "Y2": 0.562, "X3": 0.164, "Y3": 0.5708, "X4": 0.14133, "Y4": 0.5708, "page": 0, "Index": 356}, {"Word": "WHOSE", "Confidence": 0.621, "X1": 0.16667, "Y1": 0.5612, "X2": 0.19867, "Y2": 0.561, "X3": 0.19733, "Y3": 0.5708, "X4": 0.16667, "Y4": 0.5708, "page": 0, "Index": 357}, {"Word": "TELEINE", "Confidence": 0.054, "X1": 0.20133, "Y1": 0.5612, "X2": 0.24933, "Y2": 0.561, "X3": 0.25067, "Y3": 0.5708, "X4": 0.2, "Y4": 0.5708, "page": 0, "Index": 358}, {"Word": "NGER", "Confidence": 0.683, "X1": 0.25333, "Y1": 0.5602, "X2": 0.288, "Y2": 0.56, "X3": 0.28933, "Y3": 0.5708, "X4": 0.25467, "Y4": 0.5708, "page": 0, "Index": 359}, {"Word": "WAS", "Confidence": 0.884, "X1": 0.292, "Y1": 0.5592, "X2": 0.31067, "Y2": 0.559, "X3": 0.31067, "Y3": 0.5708, "X4": 0.292, "Y4": 0.5708, "page": 0, "Index": 360}, {"Word": "USED.", "Confidence": 0.623, "X1": 0.31333, "Y1": 0.5582, "X2": 0.34533, "Y2": 0.558, "X3": 0.34533, "Y3": 0.5698, "X4": 0.31333, "Y4": 0.5708, "page": 0, "Index": 361}, {"Word": "THIS,", "Confidence": 0.125, "X1": 0.14267, "Y1": 0.5732, "X2": 0.16933, "Y2": 0.573, "X3": 0.168, "Y3": 0.5828, "X4": 0.14133, "Y4": 0.5828, "page": 0, "Index": 362}, {"Word": "IF", "Confidence": 0.097, "X1": 0.172, "Y1": 0.5732, "X2": 0.18533, "Y2": 0.573, "X3": 0.184, "Y3": 0.5838, "X4": 0.17067, "Y4": 0.5828, "page": 0, "Index": 363}, {"Word": "YOU", "Confidence": 0.995, "X1": 0.18933, "Y1": 0.5732, "X2": 0.20667, "Y2": 0.573, "X3": 0.20533, "Y3": 0.5838, "X4": 0.188, "Y4": 0.5838, "page": 0, "Index": 364}, {"Word": "HAVE", "Confidence": 0.702, "X1": 0.20933, "Y1": 0.5732, "X2": 0.23467, "Y2": 0.573, "X3": 0.23333, "Y3": 0.5838, "X4": 0.208, "Y4": 0.5838, "page": 0, "Index": 365}, {"Word": "INTERVIENED", "Confidence": 0.209, "X1": 0.23733, "Y1": 0.5732, "X2": 0.3, "Y2": 0.573, "X3": 0.29867, "Y3": 0.5838, "X4": 0.236, "Y4": 0.5838, "page": 0, "Index": 366}, {"Word": "A", "Confidence": 0.97, "X1": 0.30267, "Y1": 0.5732, "X2": 0.31067, "Y2": 0.573, "X3": 0.30933, "Y3": 0.5838, "X4": 0.30133, "Y4": 0.5838, "page": 0, "Index": 367}, {"Word": "RECIPEENT", "Confidence": 0.521, "X1": 0.31333, "Y1": 0.5732, "X2": 0.364, "Y2": 0.573, "X3": 0.36267, "Y3": 0.5838, "X4": 0.312, "Y4": 0.5838, "page": 0, "Index": 368}, {"Word": "MIC", "Confidence": 0.874, "X1": 0.36667, "Y1": 0.5732, "X2": 0.38667, "Y2": 0.573, "X3": 0.38533, "Y3": 0.5838, "X4": 0.36533, "Y4": 0.5838, "page": 0, "Index": 369}, {"Word": "IS", "Confidence": 0.147, "X1": 0.38933, "Y1": 0.5732, "X2": 0.40267, "Y2": 0.573, "X3": 0.40133, "Y3": 0.5828, "X4": 0.388, "Y4": 0.5838, "page": 0, "Index": 370}, {"Word": "A", "Confidence": 0.987, "X1": 0.40533, "Y1": 0.5732, "X2": 0.412, "Y2": 0.573, "X3": 0.41067, "Y3": 0.5828, "X4": 0.404, "Y4": 0.5828, "page": 0, "Index": 371}, {"Word": "MALE", "Confidence": 0.941, "X1": 0.41467, "Y1": 0.5732, "X2": 0.44, "Y2": 0.573, "X3": 0.44, "Y3": 0.5828, "X4": 0.41333, "Y4": 0.5828, "page": 0, "Index": 372}, {"Word": "AND", "Confidence": 0.611, "X1": 0.44267, "Y1": 0.5732, "X2": 0.46133, "Y2": 0.573, "X3": 0.46, "Y3": 0.5828, "X4": 0.44267, "Y4": 0.5828, "page": 0, "Index": 373}, {"Word": "HAS", "Confidence": 0.731, "X1": 0.464, "Y1": 0.5732, "X2": 0.484, "Y2": 0.573, "X3": 0.48267, "Y3": 0.5828, "X4": 0.46267, "Y4": 0.5828, "page": 0, "Index": 374}, {"Word": "A", "Confidence": 0.998, "X1": 0.48667, "Y1": 0.5732, "X2": 0.49467, "Y2": 0.573, "X3": 0.49333, "Y3": 0.5828, "X4": 0.48533, "Y4": 0.5828, "page": 0, "Index": 375}, {"Word": "TELETHON", "Confidence": 0.207, "X1": 0.49867, "Y1": 0.5732, "X2": 0.548, "Y2": 0.573, "X3": 0.54667, "Y3": 0.5818, "X4": 0.49733, "Y4": 0.5828, "page": 0, "Index": 376}, {"Word": "NUHIER", "Confidence": 0.281, "X1": 0.55067, "Y1": 0.5732, "X2": 0.58533, "Y2": 0.573, "X3": 0.584, "Y3": 0.5818, "X4": 0.54933, "Y4": 0.5818, "page": 0, "Index": 377}, {"Word": "OF", "Confidence": 0.908, "X1": 0.588, "Y1": 0.5732, "X2": 0.604, "Y2": 0.573, "X3": 0.60267, "Y3": 0.5808, "X4": 0.58667, "Y4": 0.5818, "page": 0, "Index": 378}, {"Word": "531-1212", "Confidence": 0.621, "X1": 0.14267, "Y1": 0.5822, "X2": 0.18533, "Y2": 0.582, "X3": 0.18533, "Y3": 0.5918, "X4": 0.14133, "Y4": 0.5918, "page": 0, "Index": 379}, {"Word": "AND", "Confidence": 0.48, "X1": 0.18933, "Y1": 0.5822, "X2": 0.208, "Y2": 0.582, "X3": 0.208, "Y3": 0.5918, "X4": 0.18933, "Y4": 0.5918, "page": 0, "Index": 380}, {"Word": "YOU", "Confidence": 0.608, "X1": 0.21067, "Y1": 0.5822, "X2": 0.228, "Y2": 0.582, "X3": 0.228, "Y3": 0.5918, "X4": 0.21067, "Y4": 0.5918, "page": 0, "Index": 381}, {"Word": "WANT", "Confidence": 0.354, "X1": 0.23067, "Y1": 0.5822, "X2": 0.256, "Y2": 0.582, "X3": 0.256, "Y3": 0.5918, "X4": 0.23067, "Y4": 0.5918, "page": 0, "Index": 382}, {"Word": "TO", "Confidence": 0.661, "X1": 0.25867, "Y1": 0.5822, "X2": 0.272, "Y2": 0.582, "X3": 0.272, "Y3": 0.5918, "X4": 0.25867, "Y4": 0.5918, "page": 0, "Index": 383}, {"Word": "INTERVIEW", "Confidence": 0.601, "X1": 0.27467, "Y1": 0.5822, "X2": 0.32533, "Y2": 0.582, "X3": 0.32533, "Y3": 0.5908, "X4": 0.27467, "Y4": 0.5918, "page": 0, "Index": 384}, {"Word": "A", "Confidence": 0.991, "X1": 0.33067, "Y1": 0.5822, "X2": 0.33733, "Y2": 0.582, "X3": 0.33733, "Y3": 0.5908, "X4": 0.32933, "Y4": 0.5908, "page": 0, "Index": 385}, {"Word": "NON-RECIPIENT,", "Confidence": 0.323, "X1": 0.34, "Y1": 0.5822, "X2": 0.42, "Y2": 0.582, "X3": 0.42, "Y3": 0.5908, "X4": 0.34, "Y4": 0.5908, "page": 0, "Index": 386}, {"Word": "THEN", "Confidence": 0.666, "X1": 0.42267, "Y1": 0.5822, "X2": 0.44667, "Y2": 0.582, "X3": 0.44533, "Y3": 0.5908, "X4": 0.42267, "Y4": 0.5908, "page": 0, "Index": 387}, {"Word": "YOU", "Confidence": 0.991, "X1": 0.44933, "Y1": 0.5822, "X2": 0.46667, "Y2": 0.582, "X3": 0.46533, "Y3": 0.5908, "X4": 0.448, "Y4": 0.5908, "page": 0, "Index": 388}, {"Word": "MUST", "Confidence": 0.514, "X1": 0.468, "Y1": 0.5822, "X2": 0.49467, "Y2": 0.582, "X3": 0.49467, "Y3": 0.5908, "X4": 0.468, "Y4": 0.5908, "page": 0, "Index": 389}, {"Word": "DIAL", "Confidence": 0.71, "X1": 0.49733, "Y1": 0.5822, "X2": 0.52133, "Y2": 0.582, "X3": 0.52133, "Y3": 0.5908, "X4": 0.49733, "Y4": 0.5908, "page": 0, "Index": 390}, {"Word": "WHO", "Confidence": 0.031, "X1": 0.50267, "Y1": 0.5892, "X2": 0.52267, "Y2": 0.589, "X3": 0.52267, "Y3": 0.5978, "X4": 0.50267, "Y4": 0.5988, "page": 0, "Index": 391}, {"Word": "1257", "Confidence": 0.671, "X1": 0.524, "Y1": 0.5822, "X2": 0.548, "Y2": 0.582, "X3": 0.548, "Y3": 0.5908, "X4": 0.524, "Y4": 0.5908, "page": 0, "Index": 392}, {"Word": "IS", "Confidence": 0.529, "X1": 0.52533, "Y1": 0.5892, "X2": 0.53733, "Y2": 0.589, "X3": 0.53733, "Y3": 0.5978, "X4": 0.52533, "Y4": 0.5978, "page": 0, "Index": 393}, {"Word": "AT", "Confidence": 0.041, "X1": 0.54, "Y1": 0.5892, "X2": 0.55467, "Y2": 0.589, "X3": 0.55467, "Y3": 0.5978, "X4": 0.54, "Y4": 0.5978, "page": 0, "Index": 394}, {"Word": "(FEMTENDER", "Confidence": 0.051, "X1": 0.552, "Y1": 0.5822, "X2": 0.60133, "Y2": 0.582, "X3": 0.60133, "Y3": 0.5898, "X4": 0.552, "Y4": 0.5908, "page": 0, "Index": 395}, {"Word": "LEAST", "Confidence": 0.901, "X1": 0.55733, "Y1": 0.5892, "X2": 0.588, "Y2": 0.589, "X3": 0.58667, "Y3": 0.5978, "X4": 0.55733, "Y4": 0.5978, "page": 0, "Index": 396}, {"Word": "YOU", "Confidence": 0.904, "X1": 0.14133, "Y1": 0.5892, "X2": 0.15867, "Y2": 0.589, "X3": 0.15867, "Y3": 0.5988, "X4": 0.14, "Y4": 0.5988, "page": 0, "Index": 397}, {"Word": "21", "Confidence": 0.787, "X1": 0.144, "Y1": 0.5982, "X2": 0.15333, "Y2": 0.598, "X3": 0.15333, "Y3": 0.6078, "X4": 0.14267, "Y4": 0.6078, "page": 0, "Index": 398}, {"Word": "YEARS", "Confidence": 0.772, "X1": 0.156, "Y1": 0.5982, "X2": 0.18533, "Y2": 0.598, "X3": 0.18533, "Y3": 0.6078, "X4": 0.156, "Y4": 0.6078, "page": 0, "Index": 399}, {"Word": "HAVE", "Confidence": 0.779, "X1": 0.16133, "Y1": 0.5902, "X2": 0.18533, "Y2": 0.59, "X3": 0.18533, "Y3": 0.5988, "X4": 0.16133, "Y4": 0.5988, "page": 0, "Index": 400}, {"Word": "CE", "Confidence": 0.099, "X1": 0.188, "Y1": 0.5982, "X2": 0.20267, "Y2": 0.598, "X3": 0.20133, "Y3": 0.6078, "X4": 0.188, "Y4": 0.6078, "page": 0, "Index": 401}, {"Word": "AIDED", "Confidence": 0.22, "X1": 0.18933, "Y1": 0.5902, "X2": 0.21867, "Y2": 0.59, "X3": 0.21733, "Y3": 0.5988, "X4": 0.18933, "Y4": 0.5988, "page": 0, "Index": 402}, {"Word": "ACE", "Confidence": 0.243, "X1": 0.20533, "Y1": 0.5982, "X2": 0.224, "Y2": 0.598, "X3": 0.224, "Y3": 0.6078, "X4": 0.204, "Y4": 0.6078, "page": 0, "Index": 403}, {"Word": "\"S\"", "Confidence": 0.225, "X1": 0.22133, "Y1": 0.5902, "X2": 0.24, "Y2": 0.59, "X3": 0.24, "Y3": 0.5988, "X4": 0.22, "Y4": 0.5988, "page": 0, "Index": 404}, {"Word": "AND", "Confidence": 0.944, "X1": 0.228, "Y1": 0.5982, "X2": 0.24533, "Y2": 0.598, "X3": 0.24533, "Y3": 0.6078, "X4": 0.22667, "Y4": 0.6078, "page": 0, "Index": 405}, {"Word": "TO", "Confidence": 0.955, "X1": 0.244, "Y1": 0.5902, "X2": 0.256, "Y2": 0.59, "X3": 0.256, "Y3": 0.5988, "X4": 0.244, "Y4": 0.5988, "page": 0, "Index": 406}, {"Word": "NHC", "Confidence": 0.676, "X1": 0.248, "Y1": 0.5982, "X2": 0.26667, "Y2": 0.598, "X3": 0.26667, "Y3": 0.6078, "X4": 0.24667, "Y4": 0.6078, "page": 0, "Index": 407}, {"Word": "THE", "Confidence": 0.979, "X1": 0.26, "Y1": 0.5902, "X2": 0.27733, "Y2": 0.59, "X3": 0.27733, "Y3": 0.5988, "X4": 0.26, "Y4": 0.5988, "page": 0, "Index": 408}, {"Word": "SHORES", "Confidence": 0.282, "X1": 0.26933, "Y1": 0.5982, "X2": 0.30533, "Y2": 0.598, "X3": 0.30533, "Y3": 0.6068, "X4": 0.26933, "Y4": 0.6078, "page": 0, "Index": 409}, {"Word": "LAST", "Confidence": 0.982, "X1": 0.28, "Y1": 0.5902, "X2": 0.30533, "Y2": 0.59, "X3": 0.304, "Y3": 0.5988, "X4": 0.28, "Y4": 0.5988, "page": 0, "Index": 410}, {"Word": "DIGIT)", "Confidence": 0.605, "X1": 0.308, "Y1": 0.5902, "X2": 0.344, "Y2": 0.59, "X3": 0.34267, "Y3": 0.5988, "X4": 0.30667, "Y4": 0.5988, "page": 0, "Index": 411}, {"Word": "3", "Confidence": 0.656, "X1": 0.30933, "Y1": 0.5982, "X2": 0.316, "Y2": 0.598, "X3": 0.316, "Y3": 0.6068, "X4": 0.308, "Y4": 0.6068, "page": 0, "Index": 412}, {"Word": "OR", "Confidence": 0.855, "X1": 0.31867, "Y1": 0.5982, "X2": 0.332, "Y2": 0.598, "X3": 0.332, "Y3": 0.6068, "X4": 0.31867, "Y4": 0.6068, "page": 0, "Index": 413}, {"Word": "SCHE", "Confidence": 0.043, "X1": 0.33467, "Y1": 0.5982, "X2": 0.35867, "Y2": 0.598, "X3": 0.35867, "Y3": 0.6068, "X4": 0.33467, "Y4": 0.6068, "page": 0, "Index": 414}, {"Word": "AND", "Confidence": 0.991, "X1": 0.34533, "Y1": 0.5902, "X2": 0.364, "Y2": 0.59, "X3": 0.364, "Y3": 0.5988, "X4": 0.34533, "Y4": 0.5988, "page": 0, "Index": 415}, {"Word": "PACKS", "Confidence": 0.683, "X1": 0.36133, "Y1": 0.5972, "X2": 0.392, "Y2": 0.597, "X3": 0.39067, "Y3": 0.6068, "X4": 0.36133, "Y4": 0.6068, "page": 0, "Index": 416}, {"Word": "ASK", "Confidence": 0.936, "X1": 0.36667, "Y1": 0.5902, "X2": 0.38533, "Y2": 0.59, "X3": 0.38533, "Y3": 0.5988, "X4": 0.36667, "Y4": 0.5988, "page": 0, "Index": 417}, {"Word": "TO", "Confidence": 0.883, "X1": 0.38933, "Y1": 0.5902, "X2": 0.40267, "Y2": 0.59, "X3": 0.40267, "Y3": 0.5988, "X4": 0.38933, "Y4": 0.5988, "page": 0, "Index": 418}, {"Word": "OF", "Confidence": 0.97, "X1": 0.39467, "Y1": 0.5972, "X2": 0.408, "Y2": 0.597, "X3": 0.408, "Y3": 0.6068, "X4": 0.39467, "Y4": 0.6068, "page": 0, "Index": 419}, {"Word": "SPEAK", "Confidence": 0.648, "X1": 0.40533, "Y1": 0.5902, "X2": 0.436, "Y2": 0.59, "X3": 0.43467, "Y3": 0.5988, "X4": 0.40533, "Y4": 0.5988, "page": 0, "Index": 420}, {"Word": "CIGARETTES", "Confidence": 0.773, "X1": 0.41067, "Y1": 0.5982, "X2": 0.468, "Y2": 0.598, "X3": 0.46667, "Y3": 0.6068, "X4": 0.41067, "Y4": 0.6068, "page": 0, "Index": 421}, {"Word": "TO", "Confidence": 0.624, "X1": 0.43867, "Y1": 0.5902, "X2": 0.45067, "Y2": 0.59, "X3": 0.45067, "Y3": 0.5988, "X4": 0.43733, "Y4": 0.5988, "page": 0, "Index": 422}, {"Word": "ANT", "Confidence": 0.407, "X1": 0.45333, "Y1": 0.5902, "X2": 0.472, "Y2": 0.59, "X3": 0.472, "Y3": 0.5988, "X4": 0.45333, "Y4": 0.5988, "page": 0, "Index": 423}, {"Word": "A", "Confidence": 0.941, "X1": 0.46933, "Y1": 0.5982, "X2": 0.47733, "Y2": 0.598, "X3": 0.47733, "Y3": 0.6068, "X4": 0.46933, "Y4": 0.6068, "page": 0, "Index": 424}, {"Word": "MALE", "Confidence": 0.665, "X1": 0.47467, "Y1": 0.5892, "X2": 0.5, "Y2": 0.589, "X3": 0.5, "Y3": 0.5988, "X4": 0.47467, "Y4": 0.5988, "page": 0, "Index": 425}, {"Word": "TEX", "Confidence": 0.019, "X1": 0.48133, "Y1": 0.5982, "X2": 0.50267, "Y2": 0.598, "X3": 0.50267, "Y3": 0.6068, "X4": 0.48133, "Y4": 0.6068, "page": 0, "Index": 426}, {"Word": ".,", "Confidence": 0.204, "X1": 0.50533, "Y1": 0.5982, "X2": 0.51733, "Y2": 0.598, "X3": 0.51733, "Y3": 0.6068, "X4": 0.50533, "Y4": 0.6068, "page": 0, "Index": 427}, {"Word": "IF", "Confidence": 0.671, "X1": 0.52, "Y1": 0.5982, "X2": 0.532, "Y2": 0.598, "X3": 0.532, "Y3": 0.6068, "X4": 0.52, "Y4": 0.6068, "page": 0, "Index": 428}, {"Word": "NO", "Confidence": 0.622, "X1": 0.536, "Y1": 0.5982, "X2": 0.55067, "Y2": 0.598, "X3": 0.54933, "Y3": 0.6068, "X4": 0.536, "Y4": 0.6068, "page": 0, "Index": 429}, {"Word": "INHER-", "Confidence": 0.634, "X1": 0.55867, "Y1": 0.5982, "X2": 0.59333, "Y2": 0.598, "X3": 0.59333, "Y3": 0.6058, "X4": 0.55867, "Y4": 0.6068, "page": 0, "Index": 430}, {"Word": "WIEN", "Confidence": 0.432, "X1": 0.14133, "Y1": 0.6062, "X2": 0.16533, "Y2": 0.606, "X3": 0.164, "Y3": 0.6158, "X4": 0.14, "Y4": 0.6158, "page": 0, "Index": 431}, {"Word": "CAN", "Confidence": 0.955, "X1": 0.168, "Y1": 0.6062, "X2": 0.18667, "Y2": 0.606, "X3": 0.18533, "Y3": 0.6158, "X4": 0.16667, "Y4": 0.6158, "page": 0, "Index": 432}, {"Word": "SE", "Confidence": 0.926, "X1": 0.18933, "Y1": 0.6062, "X2": 0.20267, "Y2": 0.606, "X3": 0.20133, "Y3": 0.6158, "X4": 0.188, "Y4": 0.6158, "page": 0, "Index": 433}, {"Word": "CETAMED", "Confidence": 0.601, "X1": 0.20533, "Y1": 0.6062, "X2": 0.252, "Y2": 0.606, "X3": 0.25067, "Y3": 0.6158, "X4": 0.204, "Y4": 0.6158, "page": 0, "Index": 434}, {"Word": "AT", "Confidence": 0.995, "X1": 0.25467, "Y1": 0.6062, "X2": 0.268, "Y2": 0.606, "X3": 0.26667, "Y3": 0.6158, "X4": 0.25333, "Y4": 0.6158, "page": 0, "Index": 435}, {"Word": "THAT", "Confidence": 0.816, "X1": 0.27067, "Y1": 0.6062, "X2": 0.29467, "Y2": 0.606, "X3": 0.29333, "Y3": 0.6158, "X4": 0.26933, "Y4": 0.6158, "page": 0, "Index": 436}, {"Word": "NUMBER,", "Confidence": 0.447, "X1": 0.29733, "Y1": 0.6062, "X2": 0.33867, "Y2": 0.606, "X3": 0.33733, "Y3": 0.6148, "X4": 0.296, "Y4": 0.6158, "page": 0, "Index": 437}, {"Word": "THEN", "Confidence": 0.97, "X1": 0.34133, "Y1": 0.6062, "X2": 0.36533, "Y2": 0.606, "X3": 0.364, "Y3": 0.6148, "X4": 0.34, "Y4": 0.6148, "page": 0, "Index": 438}, {"Word": "YOU", "Confidence": 0.991, "X1": 0.368, "Y1": 0.6062, "X2": 0.38667, "Y2": 0.606, "X3": 0.38533, "Y3": 0.6148, "X4": 0.36667, "Y4": 0.6148, "page": 0, "Index": 439}, {"Word": "MUST", "Confidence": 0.67, "X1": 0.38933, "Y1": 0.6062, "X2": 0.41467, "Y2": 0.606, "X3": 0.41333, "Y3": 0.6148, "X4": 0.388, "Y4": 0.6148, "page": 0, "Index": 440}, {"Word": "ADD", "Confidence": 0.603, "X1": 0.41733, "Y1": 0.6062, "X2": 0.436, "Y2": 0.606, "X3": 0.43467, "Y3": 0.6148, "X4": 0.416, "Y4": 0.6148, "page": 0, "Index": 441}, {"Word": "ANTHER", "Confidence": 0.848, "X1": 0.43867, "Y1": 0.6062, "X2": 0.47867, "Y2": 0.606, "X3": 0.47733, "Y3": 0.6148, "X4": 0.43733, "Y4": 0.6148, "page": 0, "Index": 442}, {"Word": "\"S\"", "Confidence": 0.665, "X1": 0.48267, "Y1": 0.6062, "X2": 0.50133, "Y2": 0.606, "X3": 0.50133, "Y3": 0.6148, "X4": 0.48133, "Y4": 0.6148, "page": 0, "Index": 443}, {"Word": "70", "Confidence": 0.67, "X1": 0.504, "Y1": 0.6062, "X2": 0.51733, "Y2": 0.606, "X3": 0.516, "Y3": 0.6148, "X4": 0.504, "Y4": 0.6148, "page": 0, "Index": 444}, {"Word": "THE", "Confidence": 0.991, "X1": 0.52, "Y1": 0.6052, "X2": 0.53867, "Y2": 0.605, "X3": 0.53733, "Y3": 0.6148, "X4": 0.51867, "Y4": 0.6148, "page": 0, "Index": 445}, {"Word": "NON", "Confidence": 0.756, "X1": 0.54133, "Y1": 0.6052, "X2": 0.56133, "Y2": 0.605, "X3": 0.56, "Y3": 0.6138, "X4": 0.54, "Y4": 0.6138, "page": 0, "Index": 446}, {"Word": "331-123:", "Confidence": 0.637, "X1": 0.56267, "Y1": 0.6052, "X2": 0.60933, "Y2": 0.605, "X3": 0.608, "Y3": 0.6138, "X4": 0.56267, "Y4": 0.6138, "page": 0, "Index": 447}, {"Word": "MED", "Confidence": 0.05, "X1": 0.14133, "Y1": 0.6132, "X2": 0.16, "Y2": 0.613, "X3": 0.15867, "Y3": 0.6238, "X4": 0.14133, "Y4": 0.6238, "page": 0, "Index": 448}, {"Word": "DIAL", "Confidence": 0.61, "X1": 0.16267, "Y1": 0.6132, "X2": 0.18667, "Y2": 0.613, "X3": 0.18667, "Y3": 0.6238, "X4": 0.16133, "Y4": 0.6238, "page": 0, "Index": 449}, {"Word": "$31-1242", "Confidence": 0.778, "X1": 0.18933, "Y1": 0.6132, "X2": 0.23467, "Y2": 0.613, "X3": 0.23467, "Y3": 0.6238, "X4": 0.18933, "Y4": 0.6238, "page": 0, "Index": 450}, {"Word": "AND", "Confidence": 0.687, "X1": 0.23733, "Y1": 0.6132, "X2": 0.25733, "Y2": 0.613, "X3": 0.256, "Y3": 0.6238, "X4": 0.23733, "Y4": 0.6238, "page": 0, "Index": 451}, {"Word": "SPEAK", "Confidence": 0.924, "X1": 0.26, "Y1": 0.6132, "X2": 0.28933, "Y2": 0.613, "X3": 0.28933, "Y3": 0.6238, "X4": 0.25867, "Y4": 0.6238, "page": 0, "Index": 452}, {"Word": "TO", "Confidence": 0.949, "X1": 0.292, "Y1": 0.6132, "X2": 0.30533, "Y2": 0.613, "X3": 0.304, "Y3": 0.6238, "X4": 0.292, "Y4": 0.6238, "page": 0, "Index": 453}, {"Word": "A", "Confidence": 0.968, "X1": 0.308, "Y1": 0.6142, "X2": 0.316, "Y2": 0.614, "X3": 0.31467, "Y3": 0.6238, "X4": 0.30667, "Y4": 0.6238, "page": 0, "Index": 454}, {"Word": "MALE", "Confidence": 0.929, "X1": 0.31867, "Y1": 0.6142, "X2": 0.34133, "Y2": 0.614, "X3": 0.34133, "Y3": 0.6238, "X4": 0.31867, "Y4": 0.6238, "page": 0, "Index": 455}, {"Word": "MEETING", "Confidence": 0.614, "X1": 0.344, "Y1": 0.6142, "X2": 0.388, "Y2": 0.614, "X3": 0.38667, "Y3": 0.6238, "X4": 0.344, "Y4": 0.6238, "page": 0, "Index": 456}, {"Word": "DIE", "Confidence": 0.007, "X1": 0.39067, "Y1": 0.6142, "X2": 0.408, "Y2": 0.614, "X3": 0.40667, "Y3": 0.6238, "X4": 0.38933, "Y4": 0.6238, "page": 0, "Index": 457}, {"Word": "ELIGIBILITY", "Confidence": 0.217, "X1": 0.41067, "Y1": 0.6142, "X2": 0.47333, "Y2": 0.614, "X3": 0.472, "Y3": 0.6238, "X4": 0.40933, "Y4": 0.6238, "page": 0, "Index": 458}, {"Word": "REUTHDENTS,", "Confidence": 0.149, "X1": 0.476, "Y1": 0.6142, "X2": 0.548, "Y2": 0.614, "X3": 0.548, "Y3": 0.6228, "X4": 0.47467, "Y4": 0.6238, "page": 0, "Index": 459}, {"Word": "ETC.", "Confidence": 0.846, "X1": 0.55067, "Y1": 0.6132, "X2": 0.576, "Y2": 0.613, "X3": 0.576, "Y3": 0.6228, "X4": 0.55067, "Y4": 0.6228, "page": 0, "Index": 460}, {"Word": "PRICETIGE", "Confidence": 0.422, "X1": 0.14267, "Y1": 0.6302, "X2": 0.192, "Y2": 0.63, "X3": 0.192, "Y3": 0.6398, "X4": 0.14133, "Y4": 0.6408, "page": 0, "Index": 461}, {"Word": "70", "Confidence": 0.823, "X1": 0.196, "Y1": 0.6302, "X2": 0.208, "Y2": 0.63, "X3": 0.208, "Y3": 0.6398, "X4": 0.19467, "Y4": 0.6398, "page": 0, "Index": 462}, {"Word": "TOLLON:", "Confidence": 0.519, "X1": 0.21067, "Y1": 0.6302, "X2": 0.25333, "Y2": 0.63, "X3": 0.25333, "Y3": 0.6408, "X4": 0.21067, "Y4": 0.6398, "page": 0, "Index": 463}, {"Word": "IN", "Confidence": 0.969, "X1": 0.14133, "Y1": 0.6432, "X2": 0.15333, "Y2": 0.643, "X3": 0.15333, "Y3": 0.6518, "X4": 0.14133, "Y4": 0.6518, "page": 0, "Index": 464}, {"Word": "ORDER", "Confidence": 0.646, "X1": 0.156, "Y1": 0.6432, "X2": 0.18533, "Y2": 0.643, "X3": 0.18533, "Y3": 0.6518, "X4": 0.156, "Y4": 0.6518, "page": 0, "Index": 465}, {"Word": "TO", "Confidence": 0.97, "X1": 0.18933, "Y1": 0.6432, "X2": 0.20267, "Y2": 0.643, "X3": 0.20267, "Y3": 0.6518, "X4": 0.18933, "Y4": 0.6518, "page": 0, "Index": 466}, {"Word": "EXPEDITE", "Confidence": 0.13, "X1": 0.20533, "Y1": 0.6422, "X2": 0.25067, "Y2": 0.642, "X3": 0.25067, "Y3": 0.6518, "X4": 0.20533, "Y4": 0.6518, "page": 0, "Index": 467}, {"Word": "DE", "Confidence": 0.62, "X1": 0.25467, "Y1": 0.6422, "X2": 0.27067, "Y2": 0.642, "X3": 0.27067, "Y3": 0.6518, "X4": 0.25467, "Y4": 0.6518, "page": 0, "Index": 468}, {"Word": "INTERVIENING", "Confidence": 0.24, "X1": 0.276, "Y1": 0.6422, "X2": 0.34267, "Y2": 0.642, "X3": 0.34267, "Y3": 0.6518, "X4": 0.27467, "Y4": 0.6518, "page": 0, "Index": 469}, {"Word": "PROCESS,", "Confidence": 0.633, "X1": 0.34533, "Y1": 0.6422, "X2": 0.392, "Y2": 0.642, "X3": 0.392, "Y3": 0.6518, "X4": 0.34533, "Y4": 0.6518, "page": 0, "Index": 470}, {"Word": "IT", "Confidence": 0.855, "X1": 0.39467, "Y1": 0.6422, "X2": 0.408, "Y2": 0.642, "X3": 0.408, "Y3": 0.6518, "X4": 0.39467, "Y4": 0.6518, "page": 0, "Index": 471}, {"Word": "IS", "Confidence": 0.218, "X1": 0.412, "Y1": 0.6422, "X2": 0.424, "Y2": 0.642, "X3": 0.42267, "Y3": 0.6508, "X4": 0.41067, "Y4": 0.6518, "page": 0, "Index": 472}, {"Word": "RECOMMENDED", "Confidence": 0.294, "X1": 0.42667, "Y1": 0.6422, "X2": 0.48933, "Y2": 0.642, "X3": 0.48933, "Y3": 0.6508, "X4": 0.42667, "Y4": 0.6508, "page": 0, "Index": 473}, {"Word": "THAT", "Confidence": 0.993, "X1": 0.49333, "Y1": 0.6422, "X2": 0.516, "Y2": 0.642, "X3": 0.516, "Y3": 0.6508, "X4": 0.492, "Y4": 0.6508, "page": 0, "Index": 474}, {"Word": "YOU", "Confidence": 0.97, "X1": 0.51867, "Y1": 0.6422, "X2": 0.53867, "Y2": 0.642, "X3": 0.53733, "Y3": 0.6508, "X4": 0.51867, "Y4": 0.6508, "page": 0, "Index": 475}, {"Word": "FIRST", "Confidence": 0.937, "X1": 0.54133, "Y1": 0.6422, "X2": 0.57067, "Y2": 0.642, "X3": 0.57067, "Y3": 0.6508, "X4": 0.54, "Y4": 0.6508, "page": 0, "Index": 476}, {"Word": "INTER-", "Confidence": 0.811, "X1": 0.57467, "Y1": 0.6422, "X2": 0.60933, "Y2": 0.642, "X3": 0.608, "Y3": 0.6498, "X4": 0.57467, "Y4": 0.6508, "page": 0, "Index": 477}, {"Word": "VIEW", "Confidence": 0.678, "X1": 0.14133, "Y1": 0.6512, "X2": 0.164, "Y2": 0.651, "X3": 0.164, "Y3": 0.6608, "X4": 0.14133, "Y4": 0.6608, "page": 0, "Index": 478}, {"Word": "RECIPIENTS,", "Confidence": 0.293, "X1": 0.14133, "Y1": 0.6592, "X2": 0.20267, "Y2": 0.659, "X3": 0.20267, "Y3": 0.6678, "X4": 0.14133, "Y4": 0.6688, "page": 0, "Index": 479}, {"Word": "25", "Confidence": 0.68, "X1": 0.168, "Y1": 0.6512, "X2": 0.18, "Y2": 0.651, "X3": 0.18, "Y3": 0.6608, "X4": 0.168, "Y4": 0.6608, "page": 0, "Index": 480}, {"Word": "RECIPIENTS,", "Confidence": 0.429, "X1": 0.184, "Y1": 0.6512, "X2": 0.24667, "Y2": 0.651, "X3": 0.24667, "Y3": 0.6598, "X4": 0.18267, "Y4": 0.6608, "page": 0, "Index": 481}, {"Word": "ETC.", "Confidence": 0.219, "X1": 0.20667, "Y1": 0.6592, "X2": 0.23067, "Y2": 0.659, "X3": 0.23067, "Y3": 0.6678, "X4": 0.20533, "Y4": 0.6678, "page": 0, "Index": 482}, {"Word": "YOU", "Confidence": 0.383, "X1": 0.23867, "Y1": 0.6592, "X2": 0.25733, "Y2": 0.659, "X3": 0.256, "Y3": 0.6678, "X4": 0.23867, "Y4": 0.6678, "page": 0, "Index": 483}, {"Word": "THEN", "Confidence": 0.127, "X1": 0.24933, "Y1": 0.6512, "X2": 0.272, "Y2": 0.651, "X3": 0.27067, "Y3": 0.6598, "X4": 0.24933, "Y4": 0.6598, "page": 0, "Index": 484}, {"Word": "SHOULD", "Confidence": 0.395, "X1": 0.26, "Y1": 0.6592, "X2": 0.29467, "Y2": 0.659, "X3": 0.29467, "Y3": 0.6678, "X4": 0.25867, "Y4": 0.6678, "page": 0, "Index": 485}, {"Word": "25", "Confidence": 0.736, "X1": 0.276, "Y1": 0.6512, "X2": 0.288, "Y2": 0.651, "X3": 0.288, "Y3": 0.6598, "X4": 0.276, "Y4": 0.6598, "page": 0, "Index": 486}, {"Word": "NON-RECIPIENTS,", "Confidence": 0.398, "X1": 0.29067, "Y1": 0.6512, "X2": 0.376, "Y2": 0.651, "X3": 0.376, "Y3": 0.6588, "X4": 0.29067, "Y4": 0.6598, "page": 0, "Index": 487}, {"Word": "CONTION", "Confidence": 0.199, "X1": 0.29733, "Y1": 0.6582, "X2": 0.344, "Y2": 0.658, "X3": 0.34267, "Y3": 0.6678, "X4": 0.29733, "Y4": 0.6678, "page": 0, "Index": 488}, {"Word": "IN", "Confidence": 0.936, "X1": 0.34667, "Y1": 0.6582, "X2": 0.35867, "Y2": 0.658, "X3": 0.35867, "Y3": 0.6678, "X4": 0.34533, "Y4": 0.6678, "page": 0, "Index": 489}, {"Word": "THIS", "Confidence": 0.85, "X1": 0.36267, "Y1": 0.6582, "X2": 0.38667, "Y2": 0.658, "X3": 0.38667, "Y3": 0.6678, "X4": 0.36267, "Y4": 0.6678, "page": 0, "Index": 490}, {"Word": "ANOTHER", "Confidence": 0.06, "X1": 0.37867, "Y1": 0.6502, "X2": 0.41867, "Y2": 0.65, "X3": 0.41867, "Y3": 0.6588, "X4": 0.37867, "Y4": 0.6588, "page": 0, "Index": 491}, {"Word": "FASHION", "Confidence": 0.396, "X1": 0.38933, "Y1": 0.6582, "X2": 0.42933, "Y2": 0.658, "X3": 0.42933, "Y3": 0.6678, "X4": 0.38933, "Y4": 0.6678, "page": 0, "Index": 492}, {"Word": "25", "Confidence": 0.445, "X1": 0.42267, "Y1": 0.6502, "X2": 0.43467, "Y2": 0.65, "X3": 0.43467, "Y3": 0.6588, "X4": 0.42133, "Y4": 0.6588, "page": 0, "Index": 493}, {"Word": "UNTIL", "Confidence": 0.901, "X1": 0.432, "Y1": 0.6582, "X2": 0.46267, "Y2": 0.658, "X3": 0.46133, "Y3": 0.6678, "X4": 0.432, "Y4": 0.6678, "page": 0, "Index": 494}, {"Word": "RECIPIENTS", "Confidence": 0.211, "X1": 0.43733, "Y1": 0.6512, "X2": 0.49467, "Y2": 0.651, "X3": 0.49467, "Y3": 0.6588, "X4": 0.43733, "Y4": 0.6588, "page": 0, "Index": 495}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.46533, "Y1": 0.6582, "X2": 0.484, "Y2": 0.658, "X3": 0.484, "Y3": 0.6678, "X4": 0.464, "Y4": 0.6678, "page": 0, "Index": 496}, {"Word": "QUUTAS", "Confidence": 0.6, "X1": 0.48667, "Y1": 0.6582, "X2": 0.52133, "Y2": 0.658, "X3": 0.52133, "Y3": 0.6678, "X4": 0.48667, "Y4": 0.6678, "page": 0, "Index": 497}, {"Word": "AND", "Confidence": 0.997, "X1": 0.49733, "Y1": 0.6512, "X2": 0.51733, "Y2": 0.651, "X3": 0.51733, "Y3": 0.6588, "X4": 0.49733, "Y4": 0.6588, "page": 0, "Index": 498}, {"Word": "THON", "Confidence": 0.77, "X1": 0.52, "Y1": 0.6512, "X2": 0.54267, "Y2": 0.651, "X3": 0.54267, "Y3": 0.6588, "X4": 0.52, "Y4": 0.6588, "page": 0, "Index": 499}, {"Word": "HAVE", "Confidence": 0.308, "X1": 0.524, "Y1": 0.6582, "X2": 0.54933, "Y2": 0.658, "X3": 0.548, "Y3": 0.6678, "X4": 0.52267, "Y4": 0.6678, "page": 0, "Index": 500}, {"Word": "25", "Confidence": 0.991, "X1": 0.54667, "Y1": 0.6512, "X2": 0.56, "Y2": 0.651, "X3": 0.56, "Y3": 0.6588, "X4": 0.54667, "Y4": 0.6588, "page": 0, "Index": 501}, {"Word": "BEEN", "Confidence": 0.048, "X1": 0.552, "Y1": 0.6582, "X2": 0.576, "Y2": 0.658, "X3": 0.57467, "Y3": 0.6678, "X4": 0.55067, "Y4": 0.6678, "page": 0, "Index": 502}, {"Word": "NON", "Confidence": 0.416, "X1": 0.56267, "Y1": 0.6512, "X2": 0.58133, "Y2": 0.651, "X3": 0.58133, "Y3": 0.6588, "X4": 0.56267, "Y4": 0.6588, "page": 0, "Index": 503}, {"Word": "MET.", "Confidence": 0.693, "X1": 0.57867, "Y1": 0.6582, "X2": 0.60533, "Y2": 0.658, "X3": 0.604, "Y3": 0.6678, "X4": 0.57733, "Y4": 0.6678, "page": 0, "Index": 504}, {"Word": "CALL", "Confidence": 0.942, "X1": 0.14133, "Y1": 0.6752, "X2": 0.16533, "Y2": 0.675, "X3": 0.16533, "Y3": 0.6848, "X4": 0.14133, "Y4": 0.6858, "page": 0, "Index": 505}, {"Word": "RECORD", "Confidence": 0.569, "X1": 0.168, "Y1": 0.6752, "X2": 0.20267, "Y2": 0.675, "X3": 0.20267, "Y3": 0.6848, "X4": 0.168, "Y4": 0.6848, "page": 0, "Index": 506}, {"Word": "SHEET:", "Confidence": 0.623, "X1": 0.20533, "Y1": 0.6752, "X2": 0.24267, "Y2": 0.675, "X3": 0.24133, "Y3": 0.6848, "X4": 0.20533, "Y4": 0.6848, "page": 0, "Index": 507}, {"Word": "For", "Confidence": 0.991, "X1": 0.14133, "Y1": 0.6872, "X2": 0.16, "Y2": 0.687, "X3": 0.16, "Y3": 0.6978, "X4": 0.14133, "Y4": 0.6978, "page": 0, "Index": 508}, {"Word": "RECIPIENTS,", "Confidence": 0.079, "X1": 0.16267, "Y1": 0.6872, "X2": 0.22533, "Y2": 0.687, "X3": 0.22533, "Y3": 0.6968, "X4": 0.16267, "Y4": 0.6978, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.96, "X1": 0.228, "Y1": 0.6872, "X2": 0.24533, "Y2": 0.687, "X3": 0.24533, "Y3": 0.6968, "X4": 0.228, "Y4": 0.6968, "page": 0, "Index": 510}, {"Word": "call", "Confidence": 0.765, "X1": 0.24933, "Y1": 0.6872, "X2": 0.272, "Y2": 0.687, "X3": 0.272, "Y3": 0.6968, "X4": 0.248, "Y4": 0.6968, "page": 0, "Index": 511}, {"Word": "record", "Confidence": 0.609, "X1": 0.276, "Y1": 0.6872, "X2": 0.31067, "Y2": 0.687, "X3": 0.31067, "Y3": 0.6968, "X4": 0.276, "Y4": 0.6968, "page": 0, "Index": 512}, {"Word": "theet", "Confidence": 0.671, "X1": 0.31467, "Y1": 0.6872, "X2": 0.344, "Y2": 0.687, "X3": 0.34267, "Y3": 0.6968, "X4": 0.31333, "Y4": 0.6968, "page": 0, "Index": 513}, {"Word": "is", "Confidence": 0.821, "X1": 0.34667, "Y1": 0.6872, "X2": 0.36, "Y2": 0.687, "X3": 0.35867, "Y3": 0.6968, "X4": 0.34533, "Y4": 0.6968, "page": 0, "Index": 514}, {"Word": "on", "Confidence": 0.678, "X1": 0.36267, "Y1": 0.6872, "X2": 0.376, "Y2": 0.687, "X3": 0.376, "Y3": 0.6968, "X4": 0.36133, "Y4": 0.6968, "page": 0, "Index": 515}, {"Word": "the", "Confidence": 0.885, "X1": 0.38, "Y1": 0.6872, "X2": 0.39867, "Y2": 0.687, "X3": 0.39733, "Y3": 0.6968, "X4": 0.37867, "Y4": 0.6968, "page": 0, "Index": 516}, {"Word": "screening", "Confidence": 0.776, "X1": 0.40133, "Y1": 0.6872, "X2": 0.452, "Y2": 0.687, "X3": 0.452, "Y3": 0.6958, "X4": 0.4, "Y4": 0.6968, "page": 0, "Index": 517}, {"Word": "fom,", "Confidence": 0.668, "X1": 0.456, "Y1": 0.6872, "X2": 0.48533, "Y2": 0.687, "X3": 0.48533, "Y3": 0.6958, "X4": 0.45467, "Y4": 0.6958, "page": 0, "Index": 518}, {"Word": "and", "Confidence": 0.612, "X1": 0.488, "Y1": 0.6872, "X2": 0.50667, "Y2": 0.687, "X3": 0.50667, "Y3": 0.6958, "X4": 0.488, "Y4": 0.6958, "page": 0, "Index": 519}, {"Word": "you", "Confidence": 0.998, "X1": 0.50933, "Y1": 0.6872, "X2": 0.528, "Y2": 0.687, "X3": 0.528, "Y3": 0.6958, "X4": 0.50933, "Y4": 0.6958, "page": 0, "Index": 520}, {"Word": "are", "Confidence": 0.865, "X1": 0.53067, "Y1": 0.6872, "X2": 0.54933, "Y2": 0.687, "X3": 0.54933, "Y3": 0.6958, "X4": 0.53067, "Y4": 0.6958, "page": 0, "Index": 521}, {"Word": "to", "Confidence": 0.959, "X1": 0.55333, "Y1": 0.6872, "X2": 0.56667, "Y2": 0.687, "X3": 0.56533, "Y3": 0.6958, "X4": 0.55333, "Y4": 0.6958, "page": 0, "Index": 522}, {"Word": "record", "Confidence": 0.637, "X1": 0.56933, "Y1": 0.6872, "X2": 0.604, "Y2": 0.687, "X3": 0.604, "Y3": 0.6958, "X4": 0.568, "Y4": 0.6958, "page": 0, "Index": 523}, {"Word": "dw", "Confidence": 0.678, "X1": 0.144, "Y1": 0.6952, "X2": 0.15733, "Y2": 0.695, "X3": 0.15733, "Y3": 0.7048, "X4": 0.144, "Y4": 0.7048, "page": 0, "Index": 524}, {"Word": "Faults", "Confidence": 0.082, "X1": 0.164, "Y1": 0.6952, "X2": 0.20267, "Y2": 0.695, "X3": 0.20267, "Y3": 0.7048, "X4": 0.164, "Y4": 0.7048, "page": 0, "Index": 525}, {"Word": "of", "Confidence": 0.809, "X1": 0.20533, "Y1": 0.6952, "X2": 0.22, "Y2": 0.695, "X3": 0.22, "Y3": 0.7048, "X4": 0.20533, "Y4": 0.7048, "page": 0, "Index": 526}, {"Word": "the", "Confidence": 0.934, "X1": 0.22267, "Y1": 0.6962, "X2": 0.24, "Y2": 0.696, "X3": 0.24, "Y3": 0.7048, "X4": 0.22267, "Y4": 0.7048, "page": 0, "Index": 527}, {"Word": "original", "Confidence": 0.766, "X1": 0.244, "Y1": 0.6962, "X2": 0.288, "Y2": 0.696, "X3": 0.288, "Y3": 0.7048, "X4": 0.244, "Y4": 0.7048, "page": 0, "Index": 528}, {"Word": "and", "Confidence": 0.626, "X1": 0.29333, "Y1": 0.6962, "X2": 0.31067, "Y2": 0.696, "X3": 0.31067, "Y3": 0.7048, "X4": 0.29333, "Y4": 0.7048, "page": 0, "Index": 529}, {"Word": "2", "Confidence": 0.934, "X1": 0.31467, "Y1": 0.6962, "X2": 0.32133, "Y2": 0.696, "X3": 0.32133, "Y3": 0.7048, "X4": 0.31467, "Y4": 0.7048, "page": 0, "Index": 530}, {"Word": "call-bocks", "Confidence": 0.673, "X1": 0.32533, "Y1": 0.6962, "X2": 0.38133, "Y2": 0.696, "X3": 0.38, "Y3": 0.7038, "X4": 0.32533, "Y4": 0.7048, "page": 0, "Index": 531}, {"Word": "[if", "Confidence": 0.61, "X1": 0.38533, "Y1": 0.6962, "X2": 0.40267, "Y2": 0.696, "X3": 0.40133, "Y3": 0.7038, "X4": 0.38533, "Y4": 0.7038, "page": 0, "Index": 532}, {"Word": "needed)", "Confidence": 0.544, "X1": 0.40667, "Y1": 0.6962, "X2": 0.44667, "Y2": 0.696, "X3": 0.44667, "Y3": 0.7038, "X4": 0.40533, "Y4": 0.7038, "page": 0, "Index": 533}, {"Word": "directly", "Confidence": 0.606, "X1": 0.45067, "Y1": 0.6962, "X2": 0.49467, "Y2": 0.696, "X3": 0.49467, "Y3": 0.7038, "X4": 0.45067, "Y4": 0.7038, "page": 0, "Index": 534}, {"Word": "on", "Confidence": 0.941, "X1": 0.49867, "Y1": 0.6962, "X2": 0.512, "Y2": 0.696, "X3": 0.51067, "Y3": 0.7038, "X4": 0.49867, "Y4": 0.7038, "page": 0, "Index": 535}, {"Word": "the", "Confidence": 0.993, "X1": 0.516, "Y1": 0.6962, "X2": 0.53333, "Y2": 0.696, "X3": 0.53333, "Y3": 0.7038, "X4": 0.51467, "Y4": 0.7038, "page": 0, "Index": 536}, {"Word": "form.", "Confidence": 0.153, "X1": 0.53733, "Y1": 0.6962, "X2": 0.56667, "Y2": 0.696, "X3": 0.56667, "Y3": 0.7038, "X4": 0.53733, "Y4": 0.7038, "page": 0, "Index": 537}, {"Word": "Make", "Confidence": 0.289, "X1": 0.57467, "Y1": 0.6962, "X2": 0.59733, "Y2": 0.696, "X3": 0.596, "Y3": 0.7038, "X4": 0.57333, "Y4": 0.7038, "page": 0, "Index": 538}, {"Word": "sure", "Confidence": 0.614, "X1": 0.14133, "Y1": 0.7042, "X2": 0.16533, "Y2": 0.704, "X3": 0.164, "Y3": 0.7138, "X4": 0.14133, "Y4": 0.7138, "page": 0, "Index": 539}, {"Word": "you", "Confidence": 0.889, "X1": 0.16933, "Y1": 0.7042, "X2": 0.18667, "Y2": 0.704, "X3": 0.18533, "Y3": 0.7128, "X4": 0.168, "Y4": 0.7138, "page": 0, "Index": 540}, {"Word": "space", "Confidence": 0.687, "X1": 0.19067, "Y1": 0.7042, "X2": 0.21867, "Y2": 0.704, "X3": 0.21867, "Y3": 0.7128, "X4": 0.18933, "Y4": 0.7128, "page": 0, "Index": 541}, {"Word": "the", "Confidence": 0.068, "X1": 0.22267, "Y1": 0.7042, "X2": 0.24267, "Y2": 0.704, "X3": 0.24133, "Y3": 0.7128, "X4": 0.22267, "Y4": 0.7128, "page": 0, "Index": 542}, {"Word": "call-back", "Confidence": 0.684, "X1": 0.244, "Y1": 0.7042, "X2": 0.29467, "Y2": 0.704, "X3": 0.29333, "Y3": 0.7128, "X4": 0.244, "Y4": 0.7128, "page": 0, "Index": 543}, {"Word": "attempts", "Confidence": 0.34, "X1": 0.29867, "Y1": 0.7042, "X2": 0.34533, "Y2": 0.704, "X3": 0.344, "Y3": 0.7128, "X4": 0.29733, "Y4": 0.7128, "page": 0, "Index": 544}, {"Word": "to", "Confidence": 0.857, "X1": 0.34667, "Y1": 0.7042, "X2": 0.36, "Y2": 0.704, "X3": 0.35867, "Y3": 0.7118, "X4": 0.34667, "Y4": 0.7128, "page": 0, "Index": 545}, {"Word": "pain", "Confidence": 0.634, "X1": 0.364, "Y1": 0.7042, "X2": 0.38667, "Y2": 0.704, "X3": 0.38533, "Y3": 0.7118, "X4": 0.36267, "Y4": 0.7118, "page": 0, "Index": 546}, {"Word": "the", "Confidence": 0.996, "X1": 0.39067, "Y1": 0.7042, "X2": 0.40933, "Y2": 0.704, "X3": 0.408, "Y3": 0.7118, "X4": 0.39067, "Y4": 0.7118, "page": 0, "Index": 547}, {"Word": "best", "Confidence": 0.645, "X1": 0.412, "Y1": 0.7042, "X2": 0.436, "Y2": 0.704, "X3": 0.43467, "Y3": 0.7118, "X4": 0.41067, "Y4": 0.7118, "page": 0, "Index": 548}, {"Word": "chance", "Confidence": 0.82, "X1": 0.43867, "Y1": 0.7042, "X2": 0.47333, "Y2": 0.704, "X3": 0.47333, "Y3": 0.7118, "X4": 0.43867, "Y4": 0.7118, "page": 0, "Index": 549}, {"Word": "of", "Confidence": 0.997, "X1": 0.47733, "Y1": 0.7042, "X2": 0.49067, "Y2": 0.704, "X3": 0.49067, "Y3": 0.7118, "X4": 0.47733, "Y4": 0.7118, "page": 0, "Index": 550}, {"Word": "reaching", "Confidence": 0.691, "X1": 0.49333, "Y1": 0.7042, "X2": 0.53867, "Y2": 0.704, "X3": 0.53867, "Y3": 0.7118, "X4": 0.49333, "Y4": 0.7118, "page": 0, "Index": 551}, {"Word": "the", "Confidence": 0.998, "X1": 0.54267, "Y1": 0.7042, "X2": 0.56133, "Y2": 0.704, "X3": 0.56133, "Y3": 0.7118, "X4": 0.54133, "Y4": 0.7118, "page": 0, "Index": 552}, {"Word": "eligible", "Confidence": 0.661, "X1": 0.564, "Y1": 0.7042, "X2": 0.60933, "Y2": 0.704, "X3": 0.60933, "Y3": 0.7118, "X4": 0.564, "Y4": 0.7118, "page": 0, "Index": 553}, {"Word": "respondent.", "Confidence": 0.399, "X1": 0.14267, "Y1": 0.7132, "X2": 0.20267, "Y2": 0.713, "X3": 0.20267, "Y3": 0.7208, "X4": 0.14267, "Y4": 0.7208, "page": 0, "Index": 554}, {"Word": "For", "Confidence": 0.881, "X1": 0.212, "Y1": 0.7122, "X2": 0.22933, "Y2": 0.712, "X3": 0.22933, "Y3": 0.7208, "X4": 0.212, "Y4": 0.7208, "page": 0, "Index": 555}, {"Word": "example,", "Confidence": 0.47, "X1": 0.23333, "Y1": 0.7122, "X2": 0.27867, "Y2": 0.712, "X3": 0.27867, "Y3": 0.7208, "X4": 0.23333, "Y4": 0.7208, "page": 0, "Index": 556}, {"Word": "if", "Confidence": 0.997, "X1": 0.28133, "Y1": 0.7122, "X2": 0.29467, "Y2": 0.712, "X3": 0.29467, "Y3": 0.7208, "X4": 0.28133, "Y4": 0.7208, "page": 0, "Index": 557}, {"Word": "the", "Confidence": 0.998, "X1": 0.29867, "Y1": 0.7122, "X2": 0.31733, "Y2": 0.712, "X3": 0.31733, "Y3": 0.7208, "X4": 0.29867, "Y4": 0.7208, "page": 0, "Index": 558}, {"Word": "original", "Confidence": 0.627, "X1": 0.32, "Y1": 0.7122, "X2": 0.36533, "Y2": 0.712, "X3": 0.36533, "Y3": 0.7208, "X4": 0.32, "Y4": 0.7208, "page": 0, "Index": 559}, {"Word": "atterpt", "Confidence": 0.638, "X1": 0.36933, "Y1": 0.7122, "X2": 0.40933, "Y2": 0.712, "X3": 0.40933, "Y3": 0.7208, "X4": 0.36933, "Y4": 0.7208, "page": 0, "Index": 560}, {"Word": "was", "Confidence": 0.557, "X1": 0.412, "Y1": 0.7122, "X2": 0.43067, "Y2": 0.712, "X3": 0.43067, "Y3": 0.7208, "X4": 0.412, "Y4": 0.7208, "page": 0, "Index": 561}, {"Word": "in", "Confidence": 0.655, "X1": 0.43467, "Y1": 0.7122, "X2": 0.44667, "Y2": 0.712, "X3": 0.44667, "Y3": 0.7208, "X4": 0.43467, "Y4": 0.7208, "page": 0, "Index": 562}, {"Word": "the", "Confidence": 0.994, "X1": 0.45067, "Y1": 0.7122, "X2": 0.468, "Y2": 0.712, "X3": 0.468, "Y3": 0.7198, "X4": 0.45067, "Y4": 0.7208, "page": 0, "Index": 563}, {"Word": "daytime,", "Confidence": 0.499, "X1": 0.47067, "Y1": 0.7122, "X2": 0.51867, "Y2": 0.712, "X3": 0.51867, "Y3": 0.7198, "X4": 0.47067, "Y4": 0.7198, "page": 0, "Index": 564}, {"Word": "make", "Confidence": 0.224, "X1": 0.52133, "Y1": 0.7122, "X2": 0.544, "Y2": 0.712, "X3": 0.544, "Y3": 0.7198, "X4": 0.52, "Y4": 0.7198, "page": 0, "Index": 565}, {"Word": "the", "Confidence": 0.968, "X1": 0.548, "Y1": 0.7122, "X2": 0.56667, "Y2": 0.712, "X3": 0.56667, "Y3": 0.7198, "X4": 0.548, "Y4": 0.7198, "page": 0, "Index": 566}, {"Word": "1st", "Confidence": 0.324, "X1": 0.56933, "Y1": 0.7122, "X2": 0.588, "Y2": 0.712, "X3": 0.588, "Y3": 0.7198, "X4": 0.56933, "Y4": 0.7198, "page": 0, "Index": 567}, {"Word": "call-back", "Confidence": 0.611, "X1": 0.14, "Y1": 0.7192, "X2": 0.19067, "Y2": 0.719, "X3": 0.19067, "Y3": 0.7288, "X4": 0.14, "Y4": 0.7288, "page": 0, "Index": 568}, {"Word": "at", "Confidence": 0.787, "X1": 0.19333, "Y1": 0.7192, "X2": 0.208, "Y2": 0.719, "X3": 0.208, "Y3": 0.7288, "X4": 0.19333, "Y4": 0.7288, "page": 0, "Index": 569}, {"Word": "night", "Confidence": 0.676, "X1": 0.21067, "Y1": 0.7192, "X2": 0.24, "Y2": 0.719, "X3": 0.24133, "Y3": 0.7288, "X4": 0.21067, "Y4": 0.7288, "page": 0, "Index": 570}, {"Word": "and", "Confidence": 0.991, "X1": 0.244, "Y1": 0.7192, "X2": 0.26133, "Y2": 0.719, "X3": 0.26133, "Y3": 0.7288, "X4": 0.244, "Y4": 0.7288, "page": 0, "Index": 571}, {"Word": "the", "Confidence": 0.998, "X1": 0.264, "Y1": 0.7192, "X2": 0.284, "Y2": 0.719, "X3": 0.284, "Y3": 0.7288, "X4": 0.264, "Y4": 0.7288, "page": 0, "Index": 572}, {"Word": "2nd", "Confidence": 0.762, "X1": 0.28667, "Y1": 0.7192, "X2": 0.30533, "Y2": 0.719, "X3": 0.30533, "Y3": 0.7288, "X4": 0.28667, "Y4": 0.7288, "page": 0, "Index": 573}, {"Word": "call-back", "Confidence": 0.664, "X1": 0.308, "Y1": 0.7192, "X2": 0.35867, "Y2": 0.719, "X3": 0.36, "Y3": 0.7288, "X4": 0.308, "Y4": 0.7288, "page": 0, "Index": 574}, {"Word": "later", "Confidence": 0.698, "X1": 0.36267, "Y1": 0.7192, "X2": 0.392, "Y2": 0.719, "X3": 0.39333, "Y3": 0.7288, "X4": 0.36267, "Y4": 0.7288, "page": 0, "Index": 575}, {"Word": "that", "Confidence": 0.658, "X1": 0.39467, "Y1": 0.7192, "X2": 0.41733, "Y2": 0.719, "X3": 0.41867, "Y3": 0.7288, "X4": 0.396, "Y4": 0.7288, "page": 0, "Index": 576}, {"Word": "night", "Confidence": 0.815, "X1": 0.42, "Y1": 0.7192, "X2": 0.45067, "Y2": 0.719, "X3": 0.452, "Y3": 0.7288, "X4": 0.42133, "Y4": 0.7288, "page": 0, "Index": 577}, {"Word": "or", "Confidence": 0.991, "X1": 0.45333, "Y1": 0.7192, "X2": 0.468, "Y2": 0.719, "X3": 0.468, "Y3": 0.7288, "X4": 0.45467, "Y4": 0.7288, "page": 0, "Index": 578}, {"Word": "the", "Confidence": 0.994, "X1": 0.47067, "Y1": 0.7192, "X2": 0.48933, "Y2": 0.719, "X3": 0.48933, "Y3": 0.7288, "X4": 0.47067, "Y4": 0.7288, "page": 0, "Index": 579}, {"Word": "next", "Confidence": 0.248, "X1": 0.492, "Y1": 0.7192, "X2": 0.516, "Y2": 0.719, "X3": 0.51733, "Y3": 0.7288, "X4": 0.492, "Y4": 0.7288, "page": 0, "Index": 580}, {"Word": "day.", "Confidence": 0.839, "X1": 0.51867, "Y1": 0.7192, "X2": 0.54533, "Y2": 0.719, "X3": 0.54533, "Y3": 0.7288, "X4": 0.52, "Y4": 0.7288, "page": 0, "Index": 581}, {"Word": "There", "Confidence": 0.916, "X1": 0.14267, "Y1": 0.7322, "X2": 0.17067, "Y2": 0.732, "X3": 0.16933, "Y3": 0.7418, "X4": 0.14133, "Y4": 0.7418, "page": 0, "Index": 582}, {"Word": "is", "Confidence": 0.991, "X1": 0.17333, "Y1": 0.7322, "X2": 0.18667, "Y2": 0.732, "X3": 0.18533, "Y3": 0.7418, "X4": 0.172, "Y4": 0.7418, "page": 0, "Index": 583}, {"Word": "space", "Confidence": 0.583, "X1": 0.18933, "Y1": 0.7312, "X2": 0.22, "Y2": 0.731, "X3": 0.21867, "Y3": 0.7418, "X4": 0.188, "Y4": 0.7418, "page": 0, "Index": 584}, {"Word": "provided", "Confidence": 0.692, "X1": 0.22267, "Y1": 0.7312, "X2": 0.268, "Y2": 0.731, "X3": 0.26667, "Y3": 0.7418, "X4": 0.22133, "Y4": 0.7418, "page": 0, "Index": 585}, {"Word": "to", "Confidence": 0.995, "X1": 0.27067, "Y1": 0.7312, "X2": 0.284, "Y2": 0.731, "X3": 0.28267, "Y3": 0.7418, "X4": 0.26933, "Y4": 0.7418, "page": 0, "Index": 586}, {"Word": "write", "Confidence": 0.678, "X1": 0.28667, "Y1": 0.7312, "X2": 0.31733, "Y2": 0.731, "X3": 0.316, "Y3": 0.7418, "X4": 0.28533, "Y4": 0.7418, "page": 0, "Index": 587}, {"Word": "in", "Confidence": 0.993, "X1": 0.32, "Y1": 0.7312, "X2": 0.33333, "Y2": 0.731, "X3": 0.33333, "Y3": 0.7418, "X4": 0.32, "Y4": 0.7418, "page": 0, "Index": 588}, {"Word": "the", "Confidence": 0.612, "X1": 0.33733, "Y1": 0.7312, "X2": 0.35467, "Y2": 0.731, "X3": 0.35467, "Y3": 0.7418, "X4": 0.336, "Y4": 0.7418, "page": 0, "Index": 589}, {"Word": "date", "Confidence": 0.844, "X1": 0.35867, "Y1": 0.7312, "X2": 0.38267, "Y2": 0.731, "X3": 0.38133, "Y3": 0.7418, "X4": 0.35733, "Y4": 0.7418, "page": 0, "Index": 590}, {"Word": "and", "Confidence": 0.963, "X1": 0.38533, "Y1": 0.7312, "X2": 0.40533, "Y2": 0.731, "X3": 0.404, "Y3": 0.7418, "X4": 0.384, "Y4": 0.7418, "page": 0, "Index": 591}, {"Word": "time", "Confidence": 0.579, "X1": 0.408, "Y1": 0.7312, "X2": 0.43067, "Y2": 0.731, "X3": 0.42933, "Y3": 0.7418, "X4": 0.40667, "Y4": 0.7418, "page": 0, "Index": 592}, {"Word": "of", "Confidence": 0.997, "X1": 0.43333, "Y1": 0.7312, "X2": 0.44667, "Y2": 0.731, "X3": 0.44533, "Y3": 0.7418, "X4": 0.432, "Y4": 0.7418, "page": 0, "Index": 593}, {"Word": "each", "Confidence": 0.605, "X1": 0.44933, "Y1": 0.7312, "X2": 0.47467, "Y2": 0.731, "X3": 0.47333, "Y3": 0.7418, "X4": 0.448, "Y4": 0.7418, "page": 0, "Index": 594}, {"Word": "attempt", "Confidence": 0.444, "X1": 0.47733, "Y1": 0.7312, "X2": 0.51733, "Y2": 0.731, "X3": 0.516, "Y3": 0.7418, "X4": 0.476, "Y4": 0.7418, "page": 0, "Index": 595}, {"Word": "plus", "Confidence": 0.921, "X1": 0.52, "Y1": 0.7322, "X2": 0.54533, "Y2": 0.732, "X3": 0.544, "Y3": 0.7418, "X4": 0.51867, "Y4": 0.7418, "page": 0, "Index": 596}, {"Word": "the", "Confidence": 0.991, "X1": 0.548, "Y1": 0.7322, "X2": 0.56667, "Y2": 0.732, "X3": 0.56533, "Y3": 0.7418, "X4": 0.54667, "Y4": 0.7418, "page": 0, "Index": 597}, {"Word": "result", "Confidence": 0.441, "X1": 0.56933, "Y1": 0.7322, "X2": 0.60533, "Y2": 0.732, "X3": 0.604, "Y3": 0.7418, "X4": 0.568, "Y4": 0.7418, "page": 0, "Index": 598}, {"Word": "of", "Confidence": 0.991, "X1": 0.14133, "Y1": 0.7412, "X2": 0.15467, "Y2": 0.741, "X3": 0.15467, "Y3": 0.7498, "X4": 0.14267, "Y4": 0.7498, "page": 0, "Index": 599}, {"Word": "thet", "Confidence": 0.694, "X1": 0.15733, "Y1": 0.7412, "X2": 0.18133, "Y2": 0.741, "X3": 0.18133, "Y3": 0.7488, "X4": 0.15733, "Y4": 0.7498, "page": 0, "Index": 600}, {"Word": "call.", "Confidence": 0.623, "X1": 0.184, "Y1": 0.7412, "X2": 0.21467, "Y2": 0.741, "X3": 0.21467, "Y3": 0.7488, "X4": 0.18533, "Y4": 0.7488, "page": 0, "Index": 601}, {"Word": "CH-ISCITIENTS", "Confidence": 0.179, "X1": 0.16933, "Y1": 0.7522, "X2": 0.24133, "Y2": 0.752, "X3": 0.24267, "Y3": 0.7618, "X4": 0.16933, "Y4": 0.7628, "page": 0, "Index": 602}, {"Word": ".", "Confidence": 0.389, "X1": 0.244, "Y1": 0.7522, "X2": 0.252, "Y2": 0.752, "X3": 0.252, "Y3": 0.7618, "X4": 0.24533, "Y4": 0.7618, "page": 0, "Index": 603}, {"Word": "we", "Confidence": 0.955, "X1": 0.25467, "Y1": 0.7522, "X2": 0.268, "Y2": 0.752, "X3": 0.268, "Y3": 0.7618, "X4": 0.25467, "Y4": 0.7618, "page": 0, "Index": 604}, {"Word": "are", "Confidence": 0.855, "X1": 0.27067, "Y1": 0.7522, "X2": 0.288, "Y2": 0.752, "X3": 0.28933, "Y3": 0.7618, "X4": 0.27067, "Y4": 0.7618, "page": 0, "Index": 605}, {"Word": "providing", "Confidence": 0.956, "X1": 0.29067, "Y1": 0.7522, "X2": 0.34267, "Y2": 0.752, "X3": 0.344, "Y3": 0.7618, "X4": 0.292, "Y4": 0.7618, "page": 0, "Index": 606}, {"Word": "you", "Confidence": 0.998, "X1": 0.34533, "Y1": 0.7512, "X2": 0.36533, "Y2": 0.751, "X3": 0.36533, "Y3": 0.7608, "X4": 0.34667, "Y4": 0.7618, "page": 0, "Index": 607}, {"Word": "with", "Confidence": 0.955, "X1": 0.368, "Y1": 0.7512, "X2": 0.392, "Y2": 0.751, "X3": 0.39333, "Y3": 0.7608, "X4": 0.368, "Y4": 0.7608, "page": 0, "Index": 608}, {"Word": "a", "Confidence": 0.797, "X1": 0.39467, "Y1": 0.7512, "X2": 0.40267, "Y2": 0.751, "X3": 0.40267, "Y3": 0.7608, "X4": 0.396, "Y4": 0.7608, "page": 0, "Index": 609}, {"Word": "separate", "Confidence": 0.44, "X1": 0.40533, "Y1": 0.7512, "X2": 0.45067, "Y2": 0.751, "X3": 0.452, "Y3": 0.7608, "X4": 0.40667, "Y4": 0.7608, "page": 0, "Index": 610}, {"Word": "buff", "Confidence": 0.885, "X1": 0.45333, "Y1": 0.7512, "X2": 0.47867, "Y2": 0.751, "X3": 0.48, "Y3": 0.7608, "X4": 0.45467, "Y4": 0.7608, "page": 0, "Index": 611}, {"Word": "colored", "Confidence": 0.466, "X1": 0.48267, "Y1": 0.7522, "X2": 0.524, "Y2": 0.752, "X3": 0.524, "Y3": 0.7608, "X4": 0.48267, "Y4": 0.7608, "page": 0, "Index": 612}, {"Word": "call", "Confidence": 0.614, "X1": 0.52667, "Y1": 0.7522, "X2": 0.54933, "Y2": 0.752, "X3": 0.55067, "Y3": 0.7608, "X4": 0.52667, "Y4": 0.7608, "page": 0, "Index": 613}, {"Word": "record", "Confidence": 0.618, "X1": 0.55333, "Y1": 0.7522, "X2": 0.58667, "Y2": 0.752, "X3": 0.58667, "Y3": 0.7618, "X4": 0.55333, "Y4": 0.7608, "page": 0, "Index": 614}, {"Word": "sheet.", "Confidence": 0.629, "X1": 0.58933, "Y1": 0.7522, "X2": 0.62533, "Y2": 0.752, "X3": 0.62667, "Y3": 0.7618, "X4": 0.58933, "Y4": 0.7618, "page": 0, "Index": 615}, {"Word": "You", "Confidence": 0.993, "X1": 0.14133, "Y1": 0.7592, "X2": 0.16, "Y2": 0.759, "X3": 0.16, "Y3": 0.7688, "X4": 0.14267, "Y4": 0.7688, "page": 0, "Index": 616}, {"Word": "the", "Confidence": 0.991, "X1": 0.144, "Y1": 0.7702, "X2": 0.16133, "Y2": 0.77, "X3": 0.16, "Y3": 0.7768, "X4": 0.144, "Y4": 0.7768, "page": 0, "Index": 617}, {"Word": "are", "Confidence": 0.295, "X1": 0.16267, "Y1": 0.7592, "X2": 0.18133, "Y2": 0.759, "X3": 0.18133, "Y3": 0.7688, "X4": 0.164, "Y4": 0.7688, "page": 0, "Index": 618}, {"Word": "appropriate", "Confidence": 0.239, "X1": 0.164, "Y1": 0.7702, "X2": 0.22533, "Y2": 0.77, "X3": 0.224, "Y3": 0.7778, "X4": 0.16267, "Y4": 0.7768, "page": 0, "Index": 619}, {"Word": "th", "Confidence": 0.172, "X1": 0.18533, "Y1": 0.7602, "X2": 0.19867, "Y2": 0.76, "X3": 0.19867, "Y3": 0.7698, "X4": 0.18667, "Y4": 0.7688, "page": 0, "Index": 620}, {"Word": "record", "Confidence": 0.046, "X1": 0.20133, "Y1": 0.7602, "X2": 0.236, "Y2": 0.76, "X3": 0.236, "Y3": 0.7698, "X4": 0.20133, "Y4": 0.7698, "page": 0, "Index": 621}, {"Word": "square", "Confidence": 0.627, "X1": 0.228, "Y1": 0.7692, "X2": 0.26267, "Y2": 0.769, "X3": 0.26267, "Y3": 0.7778, "X4": 0.228, "Y4": 0.7778, "page": 0, "Index": 622}, {"Word": "the", "Confidence": 0.994, "X1": 0.24, "Y1": 0.7602, "X2": 0.25733, "Y2": 0.76, "X3": 0.25733, "Y3": 0.7698, "X4": 0.24, "Y4": 0.7698, "page": 0, "Index": 623}, {"Word": "results", "Confidence": 0.623, "X1": 0.26, "Y1": 0.7602, "X2": 0.3, "Y2": 0.76, "X3": 0.3, "Y3": 0.7698, "X4": 0.26, "Y4": 0.7698, "page": 0, "Index": 624}, {"Word": "rather", "Confidence": 0.695, "X1": 0.26533, "Y1": 0.7692, "X2": 0.3, "Y2": 0.769, "X3": 0.3, "Y3": 0.7778, "X4": 0.26533, "Y4": 0.7778, "page": 0, "Index": 625}, {"Word": "of", "Confidence": 0.997, "X1": 0.304, "Y1": 0.7602, "X2": 0.31733, "Y2": 0.76, "X3": 0.31733, "Y3": 0.7698, "X4": 0.304, "Y4": 0.7698, "page": 0, "Index": 626}, {"Word": "than", "Confidence": 0.206, "X1": 0.304, "Y1": 0.7692, "X2": 0.32667, "Y2": 0.769, "X3": 0.32667, "Y3": 0.7778, "X4": 0.304, "Y4": 0.7778, "page": 0, "Index": 627}, {"Word": "each", "Confidence": 0.617, "X1": 0.32, "Y1": 0.7602, "X2": 0.344, "Y2": 0.76, "X3": 0.344, "Y3": 0.7698, "X4": 0.32, "Y4": 0.7698, "page": 0, "Index": 628}, {"Word": "a", "Confidence": 0.995, "X1": 0.332, "Y1": 0.7692, "X2": 0.33867, "Y2": 0.769, "X3": 0.33867, "Y3": 0.7778, "X4": 0.332, "Y4": 0.7778, "page": 0, "Index": 629}, {"Word": "separate", "Confidence": 0.819, "X1": 0.34267, "Y1": 0.7692, "X2": 0.38667, "Y2": 0.769, "X3": 0.38667, "Y3": 0.7778, "X4": 0.34133, "Y4": 0.7778, "page": 0, "Index": 630}, {"Word": "nusher", "Confidence": 0.636, "X1": 0.34667, "Y1": 0.7602, "X2": 0.38267, "Y2": 0.76, "X3": 0.38267, "Y3": 0.7698, "X4": 0.34667, "Y4": 0.7698, "page": 0, "Index": 631}, {"Word": "dialed.", "Confidence": 0.828, "X1": 0.38533, "Y1": 0.7602, "X2": 0.42667, "Y2": 0.76, "X3": 0.42667, "Y3": 0.7688, "X4": 0.38533, "Y4": 0.7698, "page": 0, "Index": 632}, {"Word": "line", "Confidence": 0.649, "X1": 0.39067, "Y1": 0.7692, "X2": 0.41467, "Y2": 0.769, "X3": 0.41467, "Y3": 0.7778, "X4": 0.39067, "Y4": 0.7778, "page": 0, "Index": 633}, {"Word": "for", "Confidence": 0.643, "X1": 0.41867, "Y1": 0.7692, "X2": 0.436, "Y2": 0.769, "X3": 0.436, "Y3": 0.7778, "X4": 0.41733, "Y4": 0.7778, "page": 0, "Index": 634}, {"Word": "You", "Confidence": 0.941, "X1": 0.43333, "Y1": 0.7612, "X2": 0.452, "Y2": 0.761, "X3": 0.452, "Y3": 0.7688, "X4": 0.43333, "Y4": 0.7688, "page": 0, "Index": 635}, {"Word": "each", "Confidence": 0.237, "X1": 0.44, "Y1": 0.7692, "X2": 0.464, "Y2": 0.769, "X3": 0.46267, "Y3": 0.7778, "X4": 0.43867, "Y4": 0.7778, "page": 0, "Index": 636}, {"Word": "may", "Confidence": 0.442, "X1": 0.45467, "Y1": 0.7612, "X2": 0.47333, "Y2": 0.761, "X3": 0.47333, "Y3": 0.7688, "X4": 0.45467, "Y4": 0.7688, "page": 0, "Index": 637}, {"Word": "number.", "Confidence": 0.325, "X1": 0.46533, "Y1": 0.7692, "X2": 0.508, "Y2": 0.769, "X3": 0.508, "Y3": 0.7778, "X4": 0.46533, "Y4": 0.7778, "page": 0, "Index": 638}, {"Word": "put", "Confidence": 0.9, "X1": 0.476, "Y1": 0.7612, "X2": 0.496, "Y2": 0.761, "X3": 0.496, "Y3": 0.7688, "X4": 0.476, "Y4": 0.7688, "page": 0, "Index": 639}, {"Word": "ti:", "Confidence": 0.333, "X1": 0.5, "Y1": 0.7612, "X2": 0.51867, "Y2": 0.761, "X3": 0.51867, "Y3": 0.7688, "X4": 0.5, "Y4": 0.7688, "page": 0, "Index": 640}, {"Word": "THERE", "Confidence": 0.162, "X1": 0.516, "Y1": 0.7692, "X2": 0.54533, "Y2": 0.769, "X3": 0.54533, "Y3": 0.7778, "X4": 0.516, "Y4": 0.7778, "page": 0, "Index": 641}, {"Word": "(FRA)", "Confidence": 0.074, "X1": 0.52133, "Y1": 0.7612, "X2": 0.556, "Y2": 0.761, "X3": 0.556, "Y3": 0.7688, "X4": 0.52133, "Y4": 0.7688, "page": 0, "Index": 642}, {"Word": "SHOULD", "Confidence": 0.515, "X1": 0.548, "Y1": 0.7692, "X2": 0.58267, "Y2": 0.769, "X3": 0.58267, "Y3": 0.7768, "X4": 0.548, "Y4": 0.7778, "page": 0, "Index": 643}, {"Word": "marks", "Confidence": 0.157, "X1": 0.55867, "Y1": 0.7602, "X2": 0.588, "Y2": 0.76, "X3": 0.588, "Y3": 0.7688, "X4": 0.55867, "Y4": 0.7688, "page": 0, "Index": 644}, {"Word": "BE", "Confidence": 0.144, "X1": 0.58533, "Y1": 0.7692, "X2": 0.59733, "Y2": 0.769, "X3": 0.59733, "Y3": 0.7768, "X4": 0.584, "Y4": 0.7768, "page": 0, "Index": 645}, {"Word": "i", "Confidence": 0.011, "X1": 0.59067, "Y1": 0.7602, "X2": 0.59733, "Y2": 0.76, "X3": 0.59733, "Y3": 0.7688, "X4": 0.59067, "Y4": 0.7688, "page": 0, "Index": 646}, {"Word": "A", "Confidence": 0.86, "X1": 0.14267, "Y1": 0.7752, "X2": 0.15067, "Y2": 0.775, "X3": 0.15067, "Y3": 0.7858, "X4": 0.14267, "Y4": 0.7858, "page": 0, "Index": 647}, {"Word": "SEPARATE", "Confidence": 0.667, "X1": 0.15333, "Y1": 0.7762, "X2": 0.19867, "Y2": 0.776, "X3": 0.19867, "Y3": 0.7858, "X4": 0.15333, "Y4": 0.7858, "page": 0, "Index": 648}, {"Word": "SHEET", "Confidence": 0.204, "X1": 0.20133, "Y1": 0.7762, "X2": 0.23067, "Y2": 0.776, "X3": 0.23067, "Y3": 0.7858, "X4": 0.20133, "Y4": 0.7858, "page": 0, "Index": 649}, {"Word": "FOR", "Confidence": 0.651, "X1": 0.23333, "Y1": 0.7762, "X2": 0.25333, "Y2": 0.776, "X3": 0.252, "Y3": 0.7858, "X4": 0.23333, "Y4": 0.7858, "page": 0, "Index": 650}, {"Word": "EACHI", "Confidence": 0.306, "X1": 0.256, "Y1": 0.7762, "X2": 0.28, "Y2": 0.776, "X3": 0.27867, "Y3": 0.7858, "X4": 0.25467, "Y4": 0.7858, "page": 0, "Index": 651}, {"Word": "INIZRVIEVER", "Confidence": 0.326, "X1": 0.28267, "Y1": 0.7762, "X2": 0.34533, "Y2": 0.776, "X3": 0.34533, "Y3": 0.7858, "X4": 0.28133, "Y4": 0.7858, "page": 0, "Index": 652}, {"Word": "FOR", "Confidence": 0.605, "X1": 0.348, "Y1": 0.7762, "X2": 0.36667, "Y2": 0.776, "X3": 0.36533, "Y3": 0.7858, "X4": 0.348, "Y4": 0.7858, "page": 0, "Index": 653}, {"Word": "EACH", "Confidence": 0.602, "X1": 0.36933, "Y1": 0.7762, "X2": 0.39333, "Y2": 0.776, "X3": 0.39333, "Y3": 0.7858, "X4": 0.368, "Y4": 0.7858, "page": 0, "Index": 654}, {"Word": "DAY.", "Confidence": 0.66, "X1": 0.396, "Y1": 0.7752, "X2": 0.42133, "Y2": 0.775, "X3": 0.42133, "Y3": 0.7868, "X4": 0.396, "Y4": 0.7858, "page": 0, "Index": 655}, {"Word": "COLOR", "Confidence": 0.32, "X1": 0.144, "Y1": 0.7932, "X2": 0.17067, "Y2": 0.793, "X3": 0.17067, "Y3": 0.8028, "X4": 0.14267, "Y4": 0.8028, "page": 0, "Index": 656}, {"Word": "OF", "Confidence": 0.957, "X1": 0.17333, "Y1": 0.7932, "X2": 0.188, "Y2": 0.793, "X3": 0.18667, "Y3": 0.8018, "X4": 0.17333, "Y4": 0.8028, "page": 0, "Index": 657}, {"Word": "QUESTIONNAIRES:", "Confidence": 0.367, "X1": 0.19067, "Y1": 0.7932, "X2": 0.276, "Y2": 0.793, "X3": 0.27333, "Y3": 0.8028, "X4": 0.18933, "Y4": 0.8018, "page": 0, "Index": 658}, {"Word": "There", "Confidence": 0.918, "X1": 0.14267, "Y1": 0.8052, "X2": 0.16933, "Y2": 0.805, "X3": 0.17067, "Y3": 0.8158, "X4": 0.144, "Y4": 0.8158, "page": 0, "Index": 659}, {"Word": "are", "Confidence": 0.796, "X1": 0.172, "Y1": 0.8052, "X2": 0.19333, "Y2": 0.805, "X3": 0.19333, "Y3": 0.8148, "X4": 0.17333, "Y4": 0.8148, "page": 0, "Index": 660}, {"Word": "three", "Confidence": 0.555, "X1": 0.196, "Y1": 0.8052, "X2": 0.224, "Y2": 0.805, "X3": 0.22533, "Y3": 0.8148, "X4": 0.196, "Y4": 0.8148, "page": 0, "Index": 661}, {"Word": "colors", "Confidence": 0.791, "X1": 0.22667, "Y1": 0.8052, "X2": 0.26133, "Y2": 0.805, "X3": 0.26267, "Y3": 0.8148, "X4": 0.228, "Y4": 0.8148, "page": 0, "Index": 662}, {"Word": "of", "Confidence": 0.997, "X1": 0.264, "Y1": 0.8052, "X2": 0.27867, "Y2": 0.805, "X3": 0.27867, "Y3": 0.8148, "X4": 0.26533, "Y4": 0.8148, "page": 0, "Index": 663}, {"Word": "the", "Confidence": 0.998, "X1": 0.28133, "Y1": 0.8052, "X2": 0.3, "Y2": 0.805, "X3": 0.30133, "Y3": 0.8148, "X4": 0.28133, "Y4": 0.8148, "page": 0, "Index": 664}, {"Word": "questionnaire:", "Confidence": 0.376, "X1": 0.304, "Y1": 0.8052, "X2": 0.38267, "Y2": 0.805, "X3": 0.38267, "Y3": 0.8148, "X4": 0.304, "Y4": 0.8148, "page": 0, "Index": 665}, {"Word": "Green", "Confidence": 0.228, "X1": 0.15333, "Y1": 0.8172, "X2": 0.18267, "Y2": 0.817, "X3": 0.18267, "Y3": 0.8268, "X4": 0.15333, "Y4": 0.8278, "page": 0, "Index": 666}, {"Word": "For", "Confidence": 0.995, "X1": 0.18533, "Y1": 0.8162, "X2": 0.20533, "Y2": 0.816, "X3": 0.204, "Y3": 0.8268, "X4": 0.18533, "Y4": 0.8268, "page": 0, "Index": 667}, {"Word": "The", "Confidence": 0.994, "X1": 0.208, "Y1": 0.8162, "X2": 0.22533, "Y2": 0.816, "X3": 0.22533, "Y3": 0.8268, "X4": 0.208, "Y4": 0.8268, "page": 0, "Index": 668}, {"Word": "Screening", "Confidence": 0.847, "X1": 0.228, "Y1": 0.8172, "X2": 0.27867, "Y2": 0.817, "X3": 0.27867, "Y3": 0.8258, "X4": 0.228, "Y4": 0.8268, "page": 0, "Index": 669}, {"Word": "Fem", "Confidence": 0.934, "X1": 0.28133, "Y1": 0.8172, "X2": 0.30133, "Y2": 0.817, "X3": 0.30133, "Y3": 0.8258, "X4": 0.28133, "Y4": 0.8258, "page": 0, "Index": 670}, {"Word": "Blue", "Confidence": 0.051, "X1": 0.15333, "Y1": 0.8292, "X2": 0.176, "Y2": 0.829, "X3": 0.176, "Y3": 0.8388, "X4": 0.15333, "Y4": 0.8398, "page": 0, "Index": 671}, {"Word": "For", "Confidence": 0.994, "X1": 0.17867, "Y1": 0.8292, "X2": 0.19867, "Y2": 0.829, "X3": 0.19867, "Y3": 0.8388, "X4": 0.17867, "Y4": 0.8388, "page": 0, "Index": 672}, {"Word": "Recipients", "Confidence": 0.901, "X1": 0.20133, "Y1": 0.8282, "X2": 0.25733, "Y2": 0.828, "X3": 0.25733, "Y3": 0.8388, "X4": 0.20133, "Y4": 0.8388, "page": 0, "Index": 673}, {"Word": "Of", "Confidence": 0.247, "X1": 0.26133, "Y1": 0.8282, "X2": 0.27467, "Y2": 0.828, "X3": 0.27467, "Y3": 0.8388, "X4": 0.26, "Y4": 0.8388, "page": 0, "Index": 674}, {"Word": "The", "Confidence": 0.302, "X1": 0.27733, "Y1": 0.8282, "X2": 0.29467, "Y2": 0.828, "X3": 0.29467, "Y3": 0.8388, "X4": 0.27733, "Y4": 0.8388, "page": 0, "Index": 675}, {"Word": "ARCTIC", "Confidence": 0.816, "X1": 0.29867, "Y1": 0.8282, "X2": 0.33467, "Y2": 0.828, "X3": 0.33333, "Y3": 0.8388, "X4": 0.29733, "Y4": 0.8388, "page": 0, "Index": 676}, {"Word": "LIONS", "Confidence": 0.624, "X1": 0.33733, "Y1": 0.8282, "X2": 0.37067, "Y2": 0.828, "X3": 0.36933, "Y3": 0.8388, "X4": 0.336, "Y4": 0.8388, "page": 0, "Index": 677}, {"Word": "Series", "Confidence": 0.417, "X1": 0.37333, "Y1": 0.8282, "X2": 0.41467, "Y2": 0.828, "X3": 0.41333, "Y3": 0.8398, "X4": 0.372, "Y4": 0.8388, "page": 0, "Index": 678}, {"Word": "White", "Confidence": 0.6, "X1": 0.15333, "Y1": 0.8402, "X2": 0.18267, "Y2": 0.84, "X3": 0.18267, "Y3": 0.8518, "X4": 0.15333, "Y4": 0.8518, "page": 0, "Index": 679}, {"Word": "Fer", "Confidence": 0.611, "X1": 0.18667, "Y1": 0.8402, "X2": 0.204, "Y2": 0.84, "X3": 0.204, "Y3": 0.8508, "X4": 0.18667, "Y4": 0.8518, "page": 0, "Index": 680}, {"Word": "Respondents", "Confidence": 0.618, "X1": 0.20667, "Y1": 0.8402, "X2": 0.26667, "Y2": 0.84, "X3": 0.26667, "Y3": 0.8508, "X4": 0.20667, "Y4": 0.8508, "page": 0, "Index": 681}, {"Word": "Who", "Confidence": 0.296, "X1": 0.27067, "Y1": 0.8402, "X2": 0.29067, "Y2": 0.84, "X3": 0.29067, "Y3": 0.8508, "X4": 0.27067, "Y4": 0.8508, "page": 0, "Index": 682}, {"Word": "Did", "Confidence": 0.499, "X1": 0.29333, "Y1": 0.8402, "X2": 0.312, "Y2": 0.84, "X3": 0.312, "Y3": 0.8508, "X4": 0.29333, "Y4": 0.8508, "page": 0, "Index": 683}, {"Word": "Not", "Confidence": 0.587, "X1": 0.31467, "Y1": 0.8402, "X2": 0.33333, "Y2": 0.84, "X3": 0.33333, "Y3": 0.8508, "X4": 0.31467, "Y4": 0.8508, "page": 0, "Index": 684}, {"Word": "Receive", "Confidence": 0.806, "X1": 0.336, "Y1": 0.8402, "X2": 0.37733, "Y2": 0.84, "X3": 0.37733, "Y3": 0.8508, "X4": 0.336, "Y4": 0.8508, "page": 0, "Index": 685}, {"Word": "ARCTIC", "Confidence": 0.624, "X1": 0.38133, "Y1": 0.8402, "X2": 0.41467, "Y2": 0.84, "X3": 0.41467, "Y3": 0.8508, "X4": 0.38, "Y4": 0.8508, "page": 0, "Index": 686}, {"Word": "LIGITS", "Confidence": 0.655, "X1": 0.41867, "Y1": 0.8402, "X2": 0.452, "Y2": 0.84, "X3": 0.452, "Y3": 0.8508, "X4": 0.41733, "Y4": 0.8508, "page": 0, "Index": 687}, {"Word": "Suples.", "Confidence": 0.663, "X1": 0.456, "Y1": 0.8402, "X2": 0.50267, "Y2": 0.84, "X3": 0.50133, "Y3": 0.8518, "X4": 0.45467, "Y4": 0.8508, "page": 0, "Index": 688}, {"Word": "--.", "Confidence": 0.811, "X1": 0.656, "Y1": 0.8622, "X2": 0.65867, "Y2": 0.862, "X3": 0.64533, "Y3": 0.8628, "X4": 0.64267, "Y4": 0.8388, "page": 0, "Index": 689}, {"Word": "---", "Confidence": 0.882, "X1": 0.19467, "Y1": 0.8672, "X2": 0.21733, "Y2": 0.867, "X3": 0.21733, "Y3": 0.8728, "X4": 0.19467, "Y4": 0.8738, "page": 0, "Index": 690}, {"Word": "FILM", "Confidence": 0.79, "X1": 0.05867, "Y1": 0.9372, "X2": 0.088, "Y2": 0.937, "X3": 0.088, "Y3": 0.9478, "X4": 0.05867, "Y4": 0.9478, "page": 0, "Index": 691}, {"Word": "INAGE", "Confidence": 0.773, "X1": 0.09467, "Y1": 0.9372, "X2": 0.132, "Y2": 0.937, "X3": 0.132, "Y3": 0.9468, "X4": 0.09467, "Y4": 0.9478, "page": 0, "Index": 692}, {"Word": "15", "Confidence": 0.619, "X1": 0.13733, "Y1": 0.9362, "X2": 0.152, "Y2": 0.936, "X3": 0.152, "Y3": 0.9468, "X4": 0.13733, "Y4": 0.9468, "page": 0, "Index": 693}, {"Word": "LESS", "Confidence": 0.99, "X1": 0.15733, "Y1": 0.9362, "X2": 0.18667, "Y2": 0.936, "X3": 0.18667, "Y3": 0.9468, "X4": 0.15733, "Y4": 0.9468, "page": 0, "Index": 694}, {"Word": "CLEAR", "Confidence": 0.677, "X1": 0.192, "Y1": 0.9352, "X2": 0.22933, "Y2": 0.935, "X3": 0.22933, "Y3": 0.9458, "X4": 0.192, "Y4": 0.9468, "page": 0, "Index": 695}, {"Word": "E", "Confidence": 0.766, "X1": 0.0, "Y1": 0.9392, "X2": 0.00667, "Y2": 0.939, "X3": 0.00667, "Y3": 0.9498, "X4": 0.0, "Y4": 0.9498, "page": 0, "Index": 696}, {"Word": "IF", "Confidence": 0.902, "X1": 0.01067, "Y1": 0.9392, "X2": 0.02533, "Y2": 0.939, "X3": 0.02533, "Y3": 0.9488, "X4": 0.01067, "Y4": 0.9498, "page": 0, "Index": 697}, {"Word": "THE", "Confidence": 0.998, "X1": 0.032, "Y1": 0.9382, "X2": 0.05333, "Y2": 0.938, "X3": 0.05333, "Y3": 0.9488, "X4": 0.032, "Y4": 0.9488, "page": 0, "Index": 698}, {"Word": "IT", "Confidence": 0.908, "X1": 0.096, "Y1": 0.9482, "X2": 0.11067, "Y2": 0.948, "X3": 0.10933, "Y3": 0.9578, "X4": 0.096, "Y4": 0.9588, "page": 0, "Index": 699}, {"Word": "IS", "Confidence": 0.125, "X1": 0.11733, "Y1": 0.9482, "X2": 0.13067, "Y2": 0.948, "X3": 0.13067, "Y3": 0.9578, "X4": 0.116, "Y4": 0.9578, "page": 0, "Index": 700}, {"Word": "JE", "Confidence": 0.419, "X1": 0.13733, "Y1": 0.9472, "X2": 0.16, "Y2": 0.947, "X3": 0.16, "Y3": 0.9578, "X4": 0.13733, "Y4": 0.9578, "page": 0, "Index": 701}, {"Word": "TO", "Confidence": 0.89, "X1": 0.16533, "Y1": 0.9472, "X2": 0.18133, "Y2": 0.947, "X3": 0.18, "Y3": 0.9568, "X4": 0.16533, "Y4": 0.9568, "page": 0, "Index": 702}, {"Word": "THE", "Confidence": 0.342, "X1": 0.18667, "Y1": 0.9462, "X2": 0.208, "Y2": 0.946, "X3": 0.208, "Y3": 0.9568, "X4": 0.18667, "Y4": 0.9568, "page": 0, "Index": 703}, {"Word": "THIS", "Confidence": 0.642, "X1": 0.0, "Y1": 0.9492, "X2": 0.02533, "Y2": 0.949, "X3": 0.02533, "Y3": 0.9598, "X4": 0.0, "Y4": 0.9598, "page": 0, "Index": 704}, {"Word": "NOTICE.", "Confidence": 0.789, "X1": 0.03067, "Y1": 0.9482, "X2": 0.084, "Y2": 0.948, "X3": 0.08267, "Y3": 0.9588, "X4": 0.03067, "Y4": 0.9598, "page": 0, "Index": 705}, {"Word": "DOCUMENT", "Confidence": 0.666, "X1": 0.06533, "Y1": 0.9582, "X2": 0.12533, "Y2": 0.958, "X3": 0.12533, "Y3": 0.9678, "X4": 0.06533, "Y4": 0.9688, "page": 0, "Index": 706}, {"Word": "BEING", "Confidence": 0.062, "X1": 0.13067, "Y1": 0.9572, "X2": 0.16667, "Y2": 0.957, "X3": 0.16667, "Y3": 0.9668, "X4": 0.13067, "Y4": 0.9678, "page": 0, "Index": 707}, {"Word": "FILMPD.", "Confidence": 0.601, "X1": 0.17067, "Y1": 0.9572, "X2": 0.224, "Y2": 0.957, "X3": 0.224, "Y3": 0.9668, "X4": 0.172, "Y4": 0.9668, "page": 0, "Index": 708}, {"Word": "TY", "Confidence": 0.944, "X1": 0.0, "Y1": 0.9592, "X2": 0.012, "Y2": 0.959, "X3": 0.012, "Y3": 0.9698, "X4": 0.0, "Y4": 0.9698, "page": 0, "Index": 709}, {"Word": "OF", "Confidence": 0.996, "X1": 0.016, "Y1": 0.9592, "X2": 0.03333, "Y2": 0.959, "X3": 0.03333, "Y3": 0.9688, "X4": 0.016, "Y4": 0.9698, "page": 0, "Index": 710}, {"Word": "THE", "Confidence": 0.998, "X1": 0.03733, "Y1": 0.9582, "X2": 0.06133, "Y2": 0.958, "X3": 0.06133, "Y3": 0.9688, "X4": 0.03733, "Y4": 0.9688, "page": 0, "Index": 711}, {"Word": "776151237", "Confidence": 0.659, "X1": 0.236, "Y1": 0.9492, "X2": 0.516, "Y2": 0.949, "X3": 0.516, "Y3": 0.9738, "X4": 0.23467, "Y4": 0.9738, "page": 0, "Index": 712}]}
|
"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"
|
ffml0140
| 4 |
{"lines_data": [{"Word": "454-2-415-978 -5.\"", "Confidence": 0.392, "X1": 0.48, "Y1": 0.2012, "X2": 0.57733, "Y2": 0.201, "X3": 0.57733, "Y3": 0.2128, "X4": 0.48, "Y4": 0.2128, "page": 0}, {"Word": "Question 21:", "Confidence": 0.5975, "X1": 0.15733, "Y1": 0.2422, "X2": 0.22533, "Y2": 0.242, "X3": 0.22533, "Y3": 0.2528, "X4": 0.15733, "Y4": 0.2528, "page": 0}, {"Word": "Don't forget to check whether the rempendant is a nale or female.", "Confidence": 0.6515, "X1": 0.15867, "Y1": 0.2532, "X2": 0.508, "Y2": 0.253, "X3": 0.508, "Y3": 0.2638, "X4": 0.15867, "Y4": 0.2638, "page": 0}, {"Word": "Record tine completed.", "Confidence": 0.494, "X1": 0.15733, "Y1": 0.2692, "X2": 0.27733, "Y2": 0.269, "X3": 0.27733, "Y3": 0.2798, "X4": 0.15733, "Y4": 0.2798, "page": 0}, {"Word": "YEPY ENSORTANT: DON'T FORGET TO OBTAIN THE RESPONDENT'S NAME, COMPLETE ADORESS,", "Confidence": 0.58027, "X1": 0.15467, "Y1": 0.2842, "X2": 0.58533, "Y2": 0.284, "X3": 0.58533, "Y3": 0.2978, "X4": 0.15467, "Y4": 0.2978, "page": 0}, {"Word": "TELEPIENE NHIER AND RECORD IT ON THE GREEN KORN.", "Confidence": 0.37156, "X1": 0.24667, "Y1": 0.2932, "X2": 0.51333, "Y2": 0.293, "X3": 0.51333, "Y3": 0.3048, "X4": 0.24667, "Y4": 0.3028, "page": 0}, {"Word": "WRITTEN, BUT FOR NON-RECIPIENTS ONLY THE THERICHE NMER VILL", "Confidence": 0.54756, "X1": 0.24667, "Y1": 0.3182, "X2": 0.58267, "Y2": 0.318, "X3": 0.58267, "Y3": 0.3268, "X4": 0.24667, "Y4": 0.3268, "page": 0}, {"Word": "IN THE CASE OF RECIPIENTS, THIS INFORMATION SHOULD ALREADY FE", "Confidence": 0.6499, "X1": 0.248, "Y1": 0.3102, "X2": 0.57733, "Y2": 0.31, "X3": 0.57733, "Y3": 0.3198, "X4": 0.248, "Y4": 0.3188, "page": 0}, {"Word": "HAVE BEEN WRITTEN.", "Confidence": 0.36233, "X1": 0.24667, "Y1": 0.3272, "X2": 0.34667, "Y2": 0.327, "X3": 0.34533, "Y3": 0.3358, "X4": 0.24667, "Y4": 0.3348, "page": 0}, {"Word": "150 URGENT THAT EACHI INTERVIEWER WAITE IN HER/HIS OWN FULL NAME (NOG INITIALS)", "Confidence": 0.58792, "X1": 0.19467, "Y1": 0.3402, "X2": 0.61333, "Y2": 0.34, "X3": 0.61333, "Y3": 0.3538, "X4": 0.19467, "Y4": 0.3528, "page": 0}, {"Word": "IN THE SPACE PROVIDED ON THE GREEN SCREENING HOISM, THESE QUESTIONNAIRES WILL BE", "Confidence": 0.38708, "X1": 0.15467, "Y1": 0.3482, "X2": 0.59467, "Y2": 0.348, "X3": 0.59467, "Y3": 0.3628, "X4": 0.15467, "Y4": 0.3608, "page": 0}, {"Word": "VALIDATED AND IT 15 IMPORTANT TO KNOW WHICH INTERVIEVER COMPLETED WHICH QUESTIONNAIRE.", "Confidence": 0.53792, "X1": 0.156, "Y1": 0.3552, "X2": 0.61867, "Y2": 0.355, "X3": 0.61867, "Y3": 0.3668, "X4": 0.156, "Y4": 0.3668, "page": 0}, {"Word": "----", "Confidence": 0.675, "X1": 0.62667, "Y1": 0.6402, "X2": 0.692, "Y2": 0.64, "X3": 0.692, "Y3": 0.6518, "X4": 0.62667, "Y4": 0.6528, "page": 0}, {"Word": "--", "Confidence": 0.921, "X1": 0.668, "Y1": 0.8582, "X2": 0.66533, "Y2": 0.858, "X3": 0.64, "Y3": 0.8568, "X4": 0.63867, "Y4": 0.8128, "page": 0}, {"Word": "& IF THE FILM INAGE IS LESS CLEAR", "Confidence": 0.64713, "X1": 0.0, "Y1": 0.9362, "X2": 0.23467, "Y2": 0.936, "X3": 0.23467, "Y3": 0.9468, "X4": 0.0, "Y4": 0.9518, "page": 0}, {"Word": "THIS NOTICE. IT IS DUE TO THE", "Confidence": 0.57543, "X1": 0.0, "Y1": 0.9472, "X2": 0.21867, "Y2": 0.947, "X3": 0.22, "Y3": 0.9568, "X4": 0.00133, "Y4": 0.9628, "page": 0}, {"Word": "TY OF THE DOCUMENT 481\"C FILMED.", "Confidence": 0.62667, "X1": 0.0, "Y1": 0.9572, "X2": 0.23067, "Y2": 0.957, "X3": 0.23067, "Y3": 0.9678, "X4": 0.0, "Y4": 0.9718, "page": 0}, {"Word": "776151241", "Confidence": 0.794, "X1": 0.23733, "Y1": 0.9452, "X2": 0.52267, "Y2": 0.945, "X3": 0.52267, "Y3": 0.9738, "X4": 0.23733, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "454-2-415-978", "Confidence": 0.416, "X1": 0.48, "Y1": 0.2012, "X2": 0.548, "Y2": 0.201, "X3": 0.548, "Y3": 0.2138, "X4": 0.48, "Y4": 0.2138, "page": 0, "Index": 0}, {"Word": "-5.\"", "Confidence": 0.368, "X1": 0.55067, "Y1": 0.2022, "X2": 0.57733, "Y2": 0.202, "X3": 0.57733, "Y3": 0.2138, "X4": 0.55067, "Y4": 0.2138, "page": 0, "Index": 1}, {"Word": "Question", "Confidence": 0.432, "X1": 0.15867, "Y1": 0.2422, "X2": 0.204, "Y2": 0.242, "X3": 0.204, "Y3": 0.2528, "X4": 0.15733, "Y4": 0.2528, "page": 0, "Index": 2}, {"Word": "21:", "Confidence": 0.763, "X1": 0.208, "Y1": 0.2432, "X2": 0.22667, "Y2": 0.243, "X3": 0.22533, "Y3": 0.2538, "X4": 0.20667, "Y4": 0.2528, "page": 0, "Index": 3}, {"Word": "Don't", "Confidence": 0.517, "X1": 0.16, "Y1": 0.2542, "X2": 0.18667, "Y2": 0.254, "X3": 0.18667, "Y3": 0.2638, "X4": 0.16, "Y4": 0.2638, "page": 0, "Index": 4}, {"Word": "forget", "Confidence": 0.847, "X1": 0.18933, "Y1": 0.2532, "X2": 0.22533, "Y2": 0.253, "X3": 0.224, "Y3": 0.2638, "X4": 0.18933, "Y4": 0.2638, "page": 0, "Index": 5}, {"Word": "to", "Confidence": 0.29, "X1": 0.228, "Y1": 0.2532, "X2": 0.24, "Y2": 0.253, "X3": 0.23867, "Y3": 0.2638, "X4": 0.228, "Y4": 0.2638, "page": 0, "Index": 6}, {"Word": "check", "Confidence": 0.614, "X1": 0.24267, "Y1": 0.2532, "X2": 0.27067, "Y2": 0.253, "X3": 0.26933, "Y3": 0.2638, "X4": 0.24133, "Y4": 0.2638, "page": 0, "Index": 7}, {"Word": "whether", "Confidence": 0.624, "X1": 0.27333, "Y1": 0.2532, "X2": 0.31333, "Y2": 0.253, "X3": 0.31333, "Y3": 0.2638, "X4": 0.272, "Y4": 0.2638, "page": 0, "Index": 8}, {"Word": "the", "Confidence": 0.993, "X1": 0.316, "Y1": 0.2532, "X2": 0.33467, "Y2": 0.253, "X3": 0.33467, "Y3": 0.2648, "X4": 0.316, "Y4": 0.2638, "page": 0, "Index": 9}, {"Word": "rempendant", "Confidence": 0.174, "X1": 0.33733, "Y1": 0.2532, "X2": 0.39467, "Y2": 0.253, "X3": 0.39333, "Y3": 0.2648, "X4": 0.33733, "Y4": 0.2648, "page": 0, "Index": 10}, {"Word": "is", "Confidence": 0.847, "X1": 0.39733, "Y1": 0.2532, "X2": 0.41067, "Y2": 0.253, "X3": 0.40933, "Y3": 0.2648, "X4": 0.39733, "Y4": 0.2648, "page": 0, "Index": 11}, {"Word": "a", "Confidence": 0.993, "X1": 0.41333, "Y1": 0.2532, "X2": 0.42, "Y2": 0.253, "X3": 0.42, "Y3": 0.2648, "X4": 0.412, "Y4": 0.2648, "page": 0, "Index": 12}, {"Word": "nale", "Confidence": 0.838, "X1": 0.424, "Y1": 0.2542, "X2": 0.448, "Y2": 0.254, "X3": 0.44667, "Y3": 0.2648, "X4": 0.42267, "Y4": 0.2648, "page": 0, "Index": 13}, {"Word": "or", "Confidence": 0.859, "X1": 0.45067, "Y1": 0.2542, "X2": 0.464, "Y2": 0.254, "X3": 0.46267, "Y3": 0.2648, "X4": 0.44933, "Y4": 0.2648, "page": 0, "Index": 14}, {"Word": "female.", "Confidence": 0.222, "X1": 0.46667, "Y1": 0.2542, "X2": 0.508, "Y2": 0.254, "X3": 0.508, "Y3": 0.2648, "X4": 0.46533, "Y4": 0.2648, "page": 0, "Index": 15}, {"Word": "Record", "Confidence": 0.387, "X1": 0.16, "Y1": 0.2702, "X2": 0.19333, "Y2": 0.27, "X3": 0.192, "Y3": 0.2798, "X4": 0.15867, "Y4": 0.2798, "page": 0, "Index": 16}, {"Word": "tine", "Confidence": 0.681, "X1": 0.196, "Y1": 0.2692, "X2": 0.21867, "Y2": 0.269, "X3": 0.21733, "Y3": 0.2798, "X4": 0.19467, "Y4": 0.2798, "page": 0, "Index": 17}, {"Word": "completed.", "Confidence": 0.414, "X1": 0.22267, "Y1": 0.2692, "X2": 0.27733, "Y2": 0.269, "X3": 0.276, "Y3": 0.2798, "X4": 0.22, "Y4": 0.2798, "page": 0, "Index": 18}, {"Word": "YEPY", "Confidence": 0.239, "X1": 0.15867, "Y1": 0.2852, "X2": 0.18133, "Y2": 0.285, "X3": 0.18, "Y3": 0.2978, "X4": 0.15733, "Y4": 0.2988, "page": 0, "Index": 19}, {"Word": "ENSORTANT:", "Confidence": 0.3, "X1": 0.18533, "Y1": 0.2852, "X2": 0.24267, "Y2": 0.285, "X3": 0.24133, "Y3": 0.2968, "X4": 0.184, "Y4": 0.2978, "page": 0, "Index": 20}, {"Word": "DON'T", "Confidence": 0.633, "X1": 0.24933, "Y1": 0.2852, "X2": 0.27733, "Y2": 0.285, "X3": 0.276, "Y3": 0.2968, "X4": 0.248, "Y4": 0.2968, "page": 0, "Index": 21}, {"Word": "FORGET", "Confidence": 0.042, "X1": 0.28133, "Y1": 0.2852, "X2": 0.31467, "Y2": 0.285, "X3": 0.31333, "Y3": 0.2958, "X4": 0.28, "Y4": 0.2958, "page": 0, "Index": 22}, {"Word": "TO", "Confidence": 0.944, "X1": 0.31733, "Y1": 0.2852, "X2": 0.33067, "Y2": 0.285, "X3": 0.32933, "Y3": 0.2958, "X4": 0.316, "Y4": 0.2958, "page": 0, "Index": 23}, {"Word": "OBTAIN", "Confidence": 0.617, "X1": 0.33333, "Y1": 0.2852, "X2": 0.36933, "Y2": 0.285, "X3": 0.368, "Y3": 0.2958, "X4": 0.332, "Y4": 0.2958, "page": 0, "Index": 24}, {"Word": "THE", "Confidence": 0.936, "X1": 0.372, "Y1": 0.2852, "X2": 0.38933, "Y2": 0.285, "X3": 0.388, "Y3": 0.2958, "X4": 0.37067, "Y4": 0.2958, "page": 0, "Index": 25}, {"Word": "RESPONDENT'S", "Confidence": 0.551, "X1": 0.392, "Y1": 0.2862, "X2": 0.45733, "Y2": 0.286, "X3": 0.45733, "Y3": 0.2958, "X4": 0.392, "Y4": 0.2958, "page": 0, "Index": 26}, {"Word": "NAME,", "Confidence": 0.653, "X1": 0.46133, "Y1": 0.2862, "X2": 0.49067, "Y2": 0.286, "X3": 0.48933, "Y3": 0.2958, "X4": 0.46, "Y4": 0.2958, "page": 0, "Index": 27}, {"Word": "COMPLETE", "Confidence": 0.662, "X1": 0.49333, "Y1": 0.2862, "X2": 0.53733, "Y2": 0.286, "X3": 0.53733, "Y3": 0.2958, "X4": 0.492, "Y4": 0.2958, "page": 0, "Index": 28}, {"Word": "ADORESS,", "Confidence": 0.806, "X1": 0.54133, "Y1": 0.2862, "X2": 0.58667, "Y2": 0.286, "X3": 0.58533, "Y3": 0.2968, "X4": 0.54, "Y4": 0.2958, "page": 0, "Index": 29}, {"Word": "TELEPIENE", "Confidence": 0.044, "X1": 0.24933, "Y1": 0.2932, "X2": 0.29733, "Y2": 0.293, "X3": 0.29733, "Y3": 0.3038, "X4": 0.24933, "Y4": 0.3038, "page": 0, "Index": 30}, {"Word": "NHIER", "Confidence": 0.508, "X1": 0.30133, "Y1": 0.2932, "X2": 0.33467, "Y2": 0.293, "X3": 0.33467, "Y3": 0.3038, "X4": 0.3, "Y4": 0.3038, "page": 0, "Index": 31}, {"Word": "AND", "Confidence": 0.994, "X1": 0.33867, "Y1": 0.2932, "X2": 0.35733, "Y2": 0.293, "X3": 0.356, "Y3": 0.3038, "X4": 0.33733, "Y4": 0.3038, "page": 0, "Index": 32}, {"Word": "RECORD", "Confidence": 0.254, "X1": 0.36, "Y1": 0.2932, "X2": 0.39467, "Y2": 0.293, "X3": 0.39333, "Y3": 0.3038, "X4": 0.36, "Y4": 0.3038, "page": 0, "Index": 33}, {"Word": "IT", "Confidence": 0.07, "X1": 0.39733, "Y1": 0.2932, "X2": 0.40933, "Y2": 0.293, "X3": 0.40933, "Y3": 0.3038, "X4": 0.39733, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "ON", "Confidence": 0.789, "X1": 0.41333, "Y1": 0.2932, "X2": 0.42667, "Y2": 0.293, "X3": 0.42667, "Y3": 0.3038, "X4": 0.412, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "THE", "Confidence": 0.386, "X1": 0.43067, "Y1": 0.2942, "X2": 0.44667, "Y2": 0.294, "X3": 0.44667, "Y3": 0.3048, "X4": 0.42933, "Y4": 0.3038, "page": 0, "Index": 36}, {"Word": "GREEN", "Confidence": 0.189, "X1": 0.452, "Y1": 0.2942, "X2": 0.48133, "Y2": 0.294, "X3": 0.48, "Y3": 0.3048, "X4": 0.45067, "Y4": 0.3048, "page": 0, "Index": 37}, {"Word": "KORN.", "Confidence": 0.11, "X1": 0.484, "Y1": 0.2952, "X2": 0.51333, "Y2": 0.295, "X3": 0.512, "Y3": 0.3048, "X4": 0.48267, "Y4": 0.3048, "page": 0, "Index": 38}, {"Word": "WRITTEN,", "Confidence": 0.549, "X1": 0.248, "Y1": 0.3192, "X2": 0.29333, "Y2": 0.319, "X3": 0.29333, "Y3": 0.3268, "X4": 0.248, "Y4": 0.3268, "page": 0, "Index": 39}, {"Word": "IN", "Confidence": 0.729, "X1": 0.24933, "Y1": 0.3102, "X2": 0.26133, "Y2": 0.31, "X3": 0.26133, "Y3": 0.3188, "X4": 0.248, "Y4": 0.3188, "page": 0, "Index": 40}, {"Word": "THE", "Confidence": 0.987, "X1": 0.264, "Y1": 0.3102, "X2": 0.28267, "Y2": 0.31, "X3": 0.28133, "Y3": 0.3188, "X4": 0.264, "Y4": 0.3188, "page": 0, "Index": 41}, {"Word": "CASE", "Confidence": 0.675, "X1": 0.284, "Y1": 0.3102, "X2": 0.30933, "Y2": 0.31, "X3": 0.308, "Y3": 0.3198, "X4": 0.284, "Y4": 0.3188, "page": 0, "Index": 42}, {"Word": "BUT", "Confidence": 0.955, "X1": 0.296, "Y1": 0.3182, "X2": 0.31467, "Y2": 0.318, "X3": 0.31467, "Y3": 0.3268, "X4": 0.296, "Y4": 0.3268, "page": 0, "Index": 43}, {"Word": "OF", "Confidence": 0.994, "X1": 0.31067, "Y1": 0.3102, "X2": 0.324, "Y2": 0.31, "X3": 0.324, "Y3": 0.3198, "X4": 0.31067, "Y4": 0.3198, "page": 0, "Index": 44}, {"Word": "FOR", "Confidence": 0.623, "X1": 0.31733, "Y1": 0.3182, "X2": 0.336, "Y2": 0.318, "X3": 0.33467, "Y3": 0.3268, "X4": 0.316, "Y4": 0.3268, "page": 0, "Index": 45}, {"Word": "RECIPIENTS,", "Confidence": 0.484, "X1": 0.32667, "Y1": 0.3102, "X2": 0.38933, "Y2": 0.31, "X3": 0.38933, "Y3": 0.3198, "X4": 0.32667, "Y4": 0.3198, "page": 0, "Index": 46}, {"Word": "NON-RECIPIENTS", "Confidence": 0.619, "X1": 0.33867, "Y1": 0.3182, "X2": 0.41467, "Y2": 0.318, "X3": 0.41467, "Y3": 0.3278, "X4": 0.33733, "Y4": 0.3278, "page": 0, "Index": 47}, {"Word": "THIS", "Confidence": 0.982, "X1": 0.392, "Y1": 0.3102, "X2": 0.416, "Y2": 0.31, "X3": 0.416, "Y3": 0.3198, "X4": 0.392, "Y4": 0.3198, "page": 0, "Index": 48}, {"Word": "ONLY", "Confidence": 0.025, "X1": 0.41733, "Y1": 0.3182, "X2": 0.44133, "Y2": 0.318, "X3": 0.44133, "Y3": 0.3278, "X4": 0.41733, "Y4": 0.3278, "page": 0, "Index": 49}, {"Word": "INFORMATION", "Confidence": 0.209, "X1": 0.41867, "Y1": 0.3102, "X2": 0.48, "Y2": 0.31, "X3": 0.48, "Y3": 0.3198, "X4": 0.41867, "Y4": 0.3198, "page": 0, "Index": 50}, {"Word": "THE", "Confidence": 0.295, "X1": 0.44533, "Y1": 0.3182, "X2": 0.46133, "Y2": 0.318, "X3": 0.46, "Y3": 0.3278, "X4": 0.44533, "Y4": 0.3278, "page": 0, "Index": 51}, {"Word": "THERICHE", "Confidence": 0.282, "X1": 0.46667, "Y1": 0.3192, "X2": 0.51467, "Y2": 0.319, "X3": 0.51467, "Y3": 0.3278, "X4": 0.46667, "Y4": 0.3278, "page": 0, "Index": 52}, {"Word": "SHOULD", "Confidence": 0.725, "X1": 0.48267, "Y1": 0.3102, "X2": 0.516, "Y2": 0.31, "X3": 0.516, "Y3": 0.3198, "X4": 0.48267, "Y4": 0.3198, "page": 0, "Index": 53}, {"Word": "NMER", "Confidence": 0.887, "X1": 0.51867, "Y1": 0.3192, "X2": 0.55333, "Y2": 0.319, "X3": 0.55333, "Y3": 0.3278, "X4": 0.51867, "Y4": 0.3278, "page": 0, "Index": 54}, {"Word": "ALREADY", "Confidence": 0.288, "X1": 0.52, "Y1": 0.3112, "X2": 0.55867, "Y2": 0.311, "X3": 0.55867, "Y3": 0.3188, "X4": 0.52, "Y4": 0.3198, "page": 0, "Index": 55}, {"Word": "VILL", "Confidence": 0.693, "X1": 0.556, "Y1": 0.3192, "X2": 0.58, "Y2": 0.319, "X3": 0.58, "Y3": 0.3278, "X4": 0.55467, "Y4": 0.3278, "page": 0, "Index": 56}, {"Word": "FE", "Confidence": 0.426, "X1": 0.56133, "Y1": 0.3112, "X2": 0.576, "Y2": 0.311, "X3": 0.576, "Y3": 0.3188, "X4": 0.56133, "Y4": 0.3188, "page": 0, "Index": 57}, {"Word": "HAVE", "Confidence": 0.154, "X1": 0.248, "Y1": 0.3272, "X2": 0.27067, "Y2": 0.327, "X3": 0.27067, "Y3": 0.3348, "X4": 0.248, "Y4": 0.3348, "page": 0, "Index": 58}, {"Word": "BEEN", "Confidence": 0.165, "X1": 0.27467, "Y1": 0.3272, "X2": 0.29867, "Y2": 0.327, "X3": 0.29733, "Y3": 0.3348, "X4": 0.27333, "Y4": 0.3348, "page": 0, "Index": 59}, {"Word": "WRITTEN.", "Confidence": 0.768, "X1": 0.3, "Y1": 0.3272, "X2": 0.34667, "Y2": 0.327, "X3": 0.34533, "Y3": 0.3368, "X4": 0.3, "Y4": 0.3348, "page": 0, "Index": 60}, {"Word": "150", "Confidence": 0.064, "X1": 0.196, "Y1": 0.3402, "X2": 0.212, "Y2": 0.34, "X3": 0.212, "Y3": 0.3538, "X4": 0.196, "Y4": 0.3538, "page": 0, "Index": 61}, {"Word": "URGENT", "Confidence": 0.604, "X1": 0.21467, "Y1": 0.3412, "X2": 0.252, "Y2": 0.341, "X3": 0.252, "Y3": 0.3528, "X4": 0.21467, "Y4": 0.3538, "page": 0, "Index": 62}, {"Word": "THAT", "Confidence": 0.981, "X1": 0.25467, "Y1": 0.3412, "X2": 0.276, "Y2": 0.341, "X3": 0.27467, "Y3": 0.3528, "X4": 0.25467, "Y4": 0.3528, "page": 0, "Index": 63}, {"Word": "EACHI", "Confidence": 0.175, "X1": 0.27867, "Y1": 0.3412, "X2": 0.30267, "Y2": 0.341, "X3": 0.30267, "Y3": 0.3528, "X4": 0.27867, "Y4": 0.3528, "page": 0, "Index": 64}, {"Word": "INTERVIEWER", "Confidence": 0.224, "X1": 0.30667, "Y1": 0.3412, "X2": 0.36667, "Y2": 0.341, "X3": 0.36533, "Y3": 0.3518, "X4": 0.30667, "Y4": 0.3528, "page": 0, "Index": 65}, {"Word": "WAITE", "Confidence": 0.615, "X1": 0.36933, "Y1": 0.3412, "X2": 0.4, "Y2": 0.341, "X3": 0.39867, "Y3": 0.3518, "X4": 0.36933, "Y4": 0.3518, "page": 0, "Index": 66}, {"Word": "IN", "Confidence": 0.934, "X1": 0.40267, "Y1": 0.3422, "X2": 0.41333, "Y2": 0.342, "X3": 0.41333, "Y3": 0.3518, "X4": 0.40267, "Y4": 0.3518, "page": 0, "Index": 67}, {"Word": "HER/HIS", "Confidence": 0.657, "X1": 0.41733, "Y1": 0.3422, "X2": 0.45733, "Y2": 0.342, "X3": 0.456, "Y3": 0.3518, "X4": 0.416, "Y4": 0.3518, "page": 0, "Index": 68}, {"Word": "OWN", "Confidence": 0.606, "X1": 0.46, "Y1": 0.3422, "X2": 0.47867, "Y2": 0.342, "X3": 0.47867, "Y3": 0.3518, "X4": 0.45867, "Y4": 0.3518, "page": 0, "Index": 69}, {"Word": "FULL", "Confidence": 0.624, "X1": 0.48133, "Y1": 0.3422, "X2": 0.504, "Y2": 0.342, "X3": 0.504, "Y3": 0.3518, "X4": 0.48133, "Y4": 0.3518, "page": 0, "Index": 70}, {"Word": "NAME", "Confidence": 0.741, "X1": 0.508, "Y1": 0.3422, "X2": 0.53333, "Y2": 0.342, "X3": 0.53333, "Y3": 0.3518, "X4": 0.50667, "Y4": 0.3518, "page": 0, "Index": 71}, {"Word": "(NOG", "Confidence": 0.632, "X1": 0.536, "Y1": 0.3422, "X2": 0.56, "Y2": 0.342, "X3": 0.55867, "Y3": 0.3518, "X4": 0.536, "Y4": 0.3518, "page": 0, "Index": 72}, {"Word": "INITIALS)", "Confidence": 0.786, "X1": 0.56267, "Y1": 0.3422, "X2": 0.61333, "Y2": 0.342, "X3": 0.612, "Y3": 0.3528, "X4": 0.56133, "Y4": 0.3518, "page": 0, "Index": 73}, {"Word": "VALIDATED", "Confidence": 0.426, "X1": 0.15733, "Y1": 0.3572, "X2": 0.208, "Y2": 0.357, "X3": 0.208, "Y3": 0.3678, "X4": 0.15733, "Y4": 0.3668, "page": 0, "Index": 74}, {"Word": "IN", "Confidence": 0.032, "X1": 0.15867, "Y1": 0.3472, "X2": 0.17067, "Y2": 0.347, "X3": 0.16933, "Y3": 0.3618, "X4": 0.15733, "Y4": 0.3618, "page": 0, "Index": 75}, {"Word": "THE", "Confidence": 0.01, "X1": 0.17333, "Y1": 0.3472, "X2": 0.19067, "Y2": 0.347, "X3": 0.19067, "Y3": 0.3618, "X4": 0.172, "Y4": 0.3618, "page": 0, "Index": 76}, {"Word": "SPACE", "Confidence": 0.648, "X1": 0.19467, "Y1": 0.3482, "X2": 0.224, "Y2": 0.348, "X3": 0.22267, "Y3": 0.3608, "X4": 0.19333, "Y4": 0.3618, "page": 0, "Index": 77}, {"Word": "AND", "Confidence": 0.995, "X1": 0.21067, "Y1": 0.3572, "X2": 0.22933, "Y2": 0.357, "X3": 0.22933, "Y3": 0.3678, "X4": 0.21067, "Y4": 0.3678, "page": 0, "Index": 78}, {"Word": "PROVIDED", "Confidence": 0.117, "X1": 0.22667, "Y1": 0.3482, "X2": 0.27067, "Y2": 0.348, "X3": 0.26933, "Y3": 0.3608, "X4": 0.22533, "Y4": 0.3608, "page": 0, "Index": 79}, {"Word": "IT", "Confidence": 0.85, "X1": 0.232, "Y1": 0.3572, "X2": 0.24533, "Y2": 0.357, "X3": 0.244, "Y3": 0.3678, "X4": 0.232, "Y4": 0.3678, "page": 0, "Index": 80}, {"Word": "15", "Confidence": 0.955, "X1": 0.248, "Y1": 0.3572, "X2": 0.26133, "Y2": 0.357, "X3": 0.26, "Y3": 0.3678, "X4": 0.24667, "Y4": 0.3678, "page": 0, "Index": 81}, {"Word": "IMPORTANT", "Confidence": 0.186, "X1": 0.264, "Y1": 0.3582, "X2": 0.31467, "Y2": 0.358, "X3": 0.31333, "Y3": 0.3678, "X4": 0.26267, "Y4": 0.3678, "page": 0, "Index": 82}, {"Word": "ON", "Confidence": 0.941, "X1": 0.27333, "Y1": 0.3492, "X2": 0.288, "Y2": 0.349, "X3": 0.28667, "Y3": 0.3598, "X4": 0.27333, "Y4": 0.3608, "page": 0, "Index": 83}, {"Word": "THE", "Confidence": 0.933, "X1": 0.29067, "Y1": 0.3492, "X2": 0.30933, "Y2": 0.349, "X3": 0.308, "Y3": 0.3598, "X4": 0.29067, "Y4": 0.3598, "page": 0, "Index": 84}, {"Word": "GREEN", "Confidence": 0.036, "X1": 0.31333, "Y1": 0.3502, "X2": 0.34, "Y2": 0.35, "X3": 0.33867, "Y3": 0.3598, "X4": 0.312, "Y4": 0.3598, "page": 0, "Index": 85}, {"Word": "TO", "Confidence": 0.904, "X1": 0.31733, "Y1": 0.3582, "X2": 0.32933, "Y2": 0.358, "X3": 0.328, "Y3": 0.3678, "X4": 0.316, "Y4": 0.3678, "page": 0, "Index": 86}, {"Word": "KNOW", "Confidence": 0.009, "X1": 0.332, "Y1": 0.3582, "X2": 0.356, "Y2": 0.358, "X3": 0.35467, "Y3": 0.3678, "X4": 0.332, "Y4": 0.3678, "page": 0, "Index": 87}, {"Word": "SCREENING", "Confidence": 0.466, "X1": 0.34267, "Y1": 0.3502, "X2": 0.39467, "Y2": 0.35, "X3": 0.39333, "Y3": 0.3598, "X4": 0.34267, "Y4": 0.3598, "page": 0, "Index": 88}, {"Word": "WHICH", "Confidence": 0.133, "X1": 0.35867, "Y1": 0.3582, "X2": 0.388, "Y2": 0.358, "X3": 0.38667, "Y3": 0.3678, "X4": 0.35733, "Y4": 0.3678, "page": 0, "Index": 89}, {"Word": "INTERVIEVER", "Confidence": 0.613, "X1": 0.39067, "Y1": 0.3582, "X2": 0.45333, "Y2": 0.358, "X3": 0.452, "Y3": 0.3678, "X4": 0.39067, "Y4": 0.3678, "page": 0, "Index": 90}, {"Word": "HOISM,", "Confidence": 0.126, "X1": 0.39733, "Y1": 0.3512, "X2": 0.42933, "Y2": 0.351, "X3": 0.42933, "Y3": 0.3598, "X4": 0.396, "Y4": 0.3598, "page": 0, "Index": 91}, {"Word": "THESE", "Confidence": 0.85, "X1": 0.43467, "Y1": 0.3512, "X2": 0.46267, "Y2": 0.351, "X3": 0.46133, "Y3": 0.3608, "X4": 0.43467, "Y4": 0.3598, "page": 0, "Index": 92}, {"Word": "COMPLETED", "Confidence": 0.762, "X1": 0.456, "Y1": 0.3572, "X2": 0.50533, "Y2": 0.357, "X3": 0.50533, "Y3": 0.3678, "X4": 0.456, "Y4": 0.3678, "page": 0, "Index": 93}, {"Word": "QUESTIONNAIRES", "Confidence": 0.315, "X1": 0.46533, "Y1": 0.3512, "X2": 0.54133, "Y2": 0.351, "X3": 0.54, "Y3": 0.3618, "X4": 0.46533, "Y4": 0.3608, "page": 0, "Index": 94}, {"Word": "WHICH", "Confidence": 0.27, "X1": 0.508, "Y1": 0.3572, "X2": 0.53733, "Y2": 0.357, "X3": 0.53733, "Y3": 0.3678, "X4": 0.508, "Y4": 0.3678, "page": 0, "Index": 95}, {"Word": "QUESTIONNAIRE.", "Confidence": 0.352, "X1": 0.54, "Y1": 0.3562, "X2": 0.62, "Y2": 0.356, "X3": 0.61867, "Y3": 0.3678, "X4": 0.54, "Y4": 0.3678, "page": 0, "Index": 96}, {"Word": "WILL", "Confidence": 0.514, "X1": 0.544, "Y1": 0.3512, "X2": 0.56933, "Y2": 0.351, "X3": 0.568, "Y3": 0.3618, "X4": 0.54267, "Y4": 0.3618, "page": 0, "Index": 97}, {"Word": "BE", "Confidence": 0.044, "X1": 0.572, "Y1": 0.3512, "X2": 0.588, "Y2": 0.351, "X3": 0.58667, "Y3": 0.3618, "X4": 0.57067, "Y4": 0.3618, "page": 0, "Index": 98}, {"Word": "----", "Confidence": 0.675, "X1": 0.62933, "Y1": 0.6412, "X2": 0.684, "Y2": 0.641, "X3": 0.684, "Y3": 0.6528, "X4": 0.62667, "Y4": 0.6518, "page": 0, "Index": 99}, {"Word": "--", "Confidence": 0.921, "X1": 0.668, "Y1": 0.8352, "X2": 0.668, "Y2": 0.835, "X3": 0.63867, "Y3": 0.8338, "X4": 0.63867, "Y4": 0.8118, "page": 0, "Index": 100}, {"Word": "LESS", "Confidence": 0.969, "X1": 0.16133, "Y1": 0.9382, "X2": 0.192, "Y2": 0.938, "X3": 0.192, "Y3": 0.9478, "X4": 0.16133, "Y4": 0.9488, "page": 0, "Index": 101}, {"Word": "CLEAR", "Confidence": 0.8, "X1": 0.196, "Y1": 0.9372, "X2": 0.23467, "Y2": 0.937, "X3": 0.23467, "Y3": 0.9468, "X4": 0.196, "Y4": 0.9478, "page": 0, "Index": 102}, {"Word": "&", "Confidence": 0.014, "X1": 0.00133, "Y1": 0.9412, "X2": 0.00933, "Y2": 0.941, "X3": 0.00933, "Y3": 0.9518, "X4": 0.00133, "Y4": 0.9528, "page": 0, "Index": 103}, {"Word": "IF", "Confidence": 0.812, "X1": 0.01467, "Y1": 0.9412, "X2": 0.03067, "Y2": 0.941, "X3": 0.03067, "Y3": 0.9518, "X4": 0.01467, "Y4": 0.9518, "page": 0, "Index": 104}, {"Word": "THE", "Confidence": 0.991, "X1": 0.036, "Y1": 0.9402, "X2": 0.06, "Y2": 0.94, "X3": 0.06, "Y3": 0.9508, "X4": 0.036, "Y4": 0.9518, "page": 0, "Index": 105}, {"Word": "FILM", "Confidence": 0.607, "X1": 0.06267, "Y1": 0.9402, "X2": 0.09333, "Y2": 0.94, "X3": 0.09333, "Y3": 0.9498, "X4": 0.06267, "Y4": 0.9508, "page": 0, "Index": 106}, {"Word": "INAGE", "Confidence": 0.798, "X1": 0.1, "Y1": 0.9392, "X2": 0.136, "Y2": 0.939, "X3": 0.136, "Y3": 0.9498, "X4": 0.1, "Y4": 0.9498, "page": 0, "Index": 107}, {"Word": "IS", "Confidence": 0.186, "X1": 0.14133, "Y1": 0.9382, "X2": 0.15733, "Y2": 0.938, "X3": 0.156, "Y3": 0.9488, "X4": 0.14133, "Y4": 0.9488, "page": 0, "Index": 108}, {"Word": "TO", "Confidence": 0.046, "X1": 0.17067, "Y1": 0.9482, "X2": 0.18533, "Y2": 0.948, "X3": 0.18533, "Y3": 0.9578, "X4": 0.17067, "Y4": 0.9588, "page": 0, "Index": 109}, {"Word": "THE", "Confidence": 0.654, "X1": 0.19067, "Y1": 0.9472, "X2": 0.21333, "Y2": 0.947, "X3": 0.21333, "Y3": 0.9578, "X4": 0.19067, "Y4": 0.9578, "page": 0, "Index": 110}, {"Word": "THIS", "Confidence": 0.847, "X1": 0.00133, "Y1": 0.9522, "X2": 0.03067, "Y2": 0.952, "X3": 0.03067, "Y3": 0.9618, "X4": 0.00267, "Y4": 0.9628, "page": 0, "Index": 111}, {"Word": "NOTICE.", "Confidence": 0.623, "X1": 0.03467, "Y1": 0.9502, "X2": 0.088, "Y2": 0.95, "X3": 0.08933, "Y3": 0.9608, "X4": 0.036, "Y4": 0.9618, "page": 0, "Index": 112}, {"Word": "IT", "Confidence": 0.991, "X1": 0.10133, "Y1": 0.9502, "X2": 0.116, "Y2": 0.95, "X3": 0.116, "Y3": 0.9598, "X4": 0.10133, "Y4": 0.9598, "page": 0, "Index": 113}, {"Word": "IS", "Confidence": 0.431, "X1": 0.12, "Y1": 0.9492, "X2": 0.13733, "Y2": 0.949, "X3": 0.13733, "Y3": 0.9598, "X4": 0.12, "Y4": 0.9598, "page": 0, "Index": 114}, {"Word": "DUE", "Confidence": 0.436, "X1": 0.14133, "Y1": 0.9492, "X2": 0.164, "Y2": 0.949, "X3": 0.164, "Y3": 0.9588, "X4": 0.14133, "Y4": 0.9588, "page": 0, "Index": 115}, {"Word": "TY", "Confidence": 0.621, "X1": 0.00133, "Y1": 0.9612, "X2": 0.01733, "Y2": 0.961, "X3": 0.01733, "Y3": 0.9718, "X4": 0.00267, "Y4": 0.9728, "page": 0, "Index": 116}, {"Word": "OF", "Confidence": 0.901, "X1": 0.02133, "Y1": 0.9612, "X2": 0.03733, "Y2": 0.961, "X3": 0.03867, "Y3": 0.9718, "X4": 0.02133, "Y4": 0.9718, "page": 0, "Index": 117}, {"Word": "THE", "Confidence": 0.952, "X1": 0.044, "Y1": 0.9612, "X2": 0.06667, "Y2": 0.961, "X3": 0.068, "Y3": 0.9708, "X4": 0.04533, "Y4": 0.9718, "page": 0, "Index": 118}, {"Word": "DOCUMENT", "Confidence": 0.734, "X1": 0.07067, "Y1": 0.9602, "X2": 0.13067, "Y2": 0.96, "X3": 0.13067, "Y3": 0.9698, "X4": 0.072, "Y4": 0.9708, "page": 0, "Index": 119}, {"Word": "481\"C", "Confidence": 0.053, "X1": 0.136, "Y1": 0.9592, "X2": 0.172, "Y2": 0.959, "X3": 0.172, "Y3": 0.9688, "X4": 0.136, "Y4": 0.9698, "page": 0, "Index": 120}, {"Word": "FILMED.", "Confidence": 0.499, "X1": 0.176, "Y1": 0.9572, "X2": 0.22933, "Y2": 0.957, "X3": 0.22933, "Y3": 0.9688, "X4": 0.176, "Y4": 0.9688, "page": 0, "Index": 121}, {"Word": "776151241", "Confidence": 0.794, "X1": 0.24133, "Y1": 0.9482, "X2": 0.524, "Y2": 0.948, "X3": 0.524, "Y3": 0.9728, "X4": 0.24, "Y4": 0.9748, "page": 0, "Index": 122}]}
|
"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"
|
ffml0140
| 1 |
{"lines_data": [{"Word": "\u20ac", "Confidence": 0.994, "X1": 0.36267, "Y1": 0.2272, "X2": 0.37867, "Y2": 0.227, "X3": 0.37733, "Y3": 0.2408, "X4": 0.36267, "Y4": 0.2408, "page": 0}, {"Word": "454- 3-ALS-978 -1", "Confidence": 0.45167, "X1": 0.52133, "Y1": 0.2222, "X2": 0.61467, "Y2": 0.222, "X3": 0.61467, "Y3": 0.2388, "X4": 0.52133, "Y4": 0.2388, "page": 0}, {"Word": "MOON TO INTERSTRS", "Confidence": 0.552, "X1": 0.19333, "Y1": 0.2472, "X2": 0.29467, "Y2": 0.247, "X3": 0.29467, "Y3": 0.2588, "X4": 0.19333, "Y4": 0.2578, "page": 0}, {"Word": "Interviering must begin, Thursday, October 12th and be completed by Monday, October", "Confidence": 0.73158, "X1": 0.19333, "Y1": 0.2612, "X2": 0.64667, "Y2": 0.261, "X3": 0.64667, "Y3": 0.2728, "X4": 0.19333, "Y4": 0.2698, "page": 0}, {"Word": "21rd.", "Confidence": 0.663, "X1": 0.196, "Y1": 0.2702, "X2": 0.22533, "Y2": 0.27, "X3": 0.224, "Y3": 0.2768, "X4": 0.19467, "Y4": 0.2768, "page": 0}, {"Word": "The interviering will be conducted betwem 4:00 P.JI. and 30:00 P.N. during the week", "Confidence": 0.75757, "X1": 0.19333, "Y1": 0.2822, "X2": 0.64933, "Y2": 0.282, "X3": 0.64933, "Y3": 0.2938, "X4": 0.19333, "Y4": 0.2898, "page": 0}, {"Word": "and all day on the weekend.", "Confidence": 0.77817, "X1": 0.19467, "Y1": 0.2892, "X2": 0.34133, "Y2": 0.289, "X3": 0.34133, "Y3": 0.2978, "X4": 0.19467, "Y4": 0.2968, "page": 0}, {"Word": "CHECKING YOUR MORK:", "Confidence": 0.55067, "X1": 0.192, "Y1": 0.3042, "X2": 0.3, "Y2": 0.304, "X3": 0.29867, "Y3": 0.3148, "X4": 0.192, "Y4": 0.3128, "page": 0}, {"Word": "Please be sure to check all completed work for completeress, accuracy and legibility.", "Confidence": 0.74077, "X1": 0.19067, "Y1": 0.3202, "X2": 0.656, "Y2": 0.32, "X3": 0.656, "Y3": 0.3318, "X4": 0.19067, "Y4": 0.3268, "page": 0}, {"Word": "MAILING COMPLETED CUPSTIONNATRES BACK", "Confidence": 0.361, "X1": 0.192, "Y1": 0.3332, "X2": 0.39867, "Y2": 0.333, "X3": 0.39867, "Y3": 0.3448, "X4": 0.192, "Y4": 0.3428, "page": 0}, {"Word": "YOU ARE TO SEND US COMPLETED QUESTIONCAISES EVERY TWO DAYS, WITH THE EXCEPTION OF THE", "Confidence": 0.64727, "X1": 0.192, "Y1": 0.3472, "X2": 0.66, "Y2": 0.347, "X3": 0.66, "Y3": 0.3578, "X4": 0.192, "Y4": 0.3538, "page": 0}, {"Word": "FIRST SHIPMENT, THERE, WE WANT TO RECEIVE THE FIRST 3 DAYS WORK, 12TH, 13TH. 14TH, IN", "Confidence": 0.73113, "X1": 0.192, "Y1": 0.3562, "X2": 0.66267, "Y2": 0.356, "X3": 0.66267, "Y3": 0.3658, "X4": 0.19067, "Y4": 0.3618, "page": 0}, {"Word": "OUR HANDS ON MONDAY, OCTOBER 16TH. HUIS WILL NECESSITATE AN OVER-THE-COUNTER DELIVERY", "Confidence": 0.54192, "X1": 0.192, "Y1": 0.3652, "X2": 0.66133, "Y2": 0.365, "X3": 0.66133, "Y3": 0.3738, "X4": 0.192, "Y4": 0.3688, "page": 0}, {"Word": "TO NEXUS: AIRPORT ON SUNDAY OR VERY ZARLY MONDAY MORNING.", "Confidence": 0.5873, "X1": 0.192, "Y1": 0.3722, "X2": 0.50267, "Y2": 0.372, "X3": 0.50267, "Y3": 0.3808, "X4": 0.192, "Y4": 0.3768, "page": 0}, {"Word": "QUESTIOWATHE SPECIFICATIONS", "Confidence": 0.336, "X1": 0.344, "Y1": 0.4022, "X2": 0.50267, "Y2": 0.402, "X3": 0.50267, "Y3": 0.4128, "X4": 0.344, "Y4": 0.4128, "page": 0}, {"Word": "You should attempt to reach a recipient who is on eligible respondent by dieling from", "Confidence": 0.66747, "X1": 0.18933, "Y1": 0.4332, "X2": 0.65467, "Y2": 0.433, "X3": 0.65467, "Y3": 0.4448, "X4": 0.18933, "Y4": 0.4448, "page": 0}, {"Word": "the sheet given to you by your supervisor.", "Confidence": 0.869, "X1": 0.18933, "Y1": 0.4442, "X2": 0.42, "Y2": 0.444, "X3": 0.42, "Y3": 0.4548, "X4": 0.188, "Y4": 0.4538, "page": 0}, {"Word": "For those persons you are able to reach and interview, you should record the telephone", "Confidence": 0.82827, "X1": 0.188, "Y1": 0.4542, "X2": 0.65867, "Y2": 0.454, "X3": 0.65867, "Y3": 0.4658, "X4": 0.188, "Y4": 0.4648, "page": 0}, {"Word": "huber, mine and complete address on the green screening for", "Confidence": 0.6418, "X1": 0.188, "Y1": 0.4642, "X2": 0.528, "Y2": 0.464, "X3": 0.528, "Y3": 0.4738, "X4": 0.188, "Y4": 0.4738, "page": 0}, {"Word": "For these persons you are unable to meoch you should attach the sheet given by your", "Confidence": 0.81206, "X1": 0.188, "Y1": 0.4752, "X2": 0.644, "Y2": 0.475, "X3": 0.644, "Y3": 0.4848, "X4": 0.188, "Y4": 0.4848, "page": 0}, {"Word": "supervisor to the green form and recerd the results of the attempts you made.", "Confidence": 0.62214, "X1": 0.18933, "Y1": 0.4842, "X2": 0.61067, "Y2": 0.484, "X3": 0.61067, "Y3": 0.4938, "X4": 0.18933, "Y4": 0.4938, "page": 0}, {"Word": "The a blank green for for writing in the first set of new telephone numbers ..", "Confidence": 0.62156, "X1": 0.188, "Y1": 0.4952, "X2": 0.62133, "Y2": 0.495, "X3": 0.62133, "Y3": 0.5058, "X4": 0.188, "Y4": 0.5058, "page": 0}, {"Word": "those with a \"y\" added to the completed recipient's telephone number and with &", "Confidence": 0.64107, "X1": 0.18933, "Y1": 0.5042, "X2": 0.62133, "Y2": 0.504, "X3": 0.62133, "Y3": 0.5138, "X4": 0.18933, "Y4": 0.5138, "page": 0}, {"Word": "w ., los. er Mos. right after ME!", "Confidence": 0.37375, "X1": 0.188, "Y1": 0.5122, "X2": 0.38, "Y2": 0.512, "X3": 0.38, "Y3": 0.5218, "X4": 0.188, "Y4": 0.5228, "page": 0}, {"Word": ". In this way you will be able to keep", "Confidence": 0.6871, "X1": 0.44667, "Y1": 0.5122, "X2": 0.65867, "Y2": 0.512, "X3": 0.65867, "Y3": 0.5218, "X4": 0.44667, "Y4": 0.5228, "page": 0}, {"Word": "track of the sex needed for a non-recipient.", "Confidence": 0.75638, "X1": 0.18933, "Y1": 0.5152, "X2": 0.456, "Y2": 0.515, "X3": 0.456, "Y3": 0.5288, "X4": 0.18933, "Y4": 0.5308, "page": 0}, {"Word": "You may use each of these forns for more than 1 dialing attapt.", "Confidence": 0.70577, "X1": 0.188, "Y1": 0.5312, "X2": 0.53867, "Y2": 0.531, "X3": 0.53867, "Y3": 0.5428, "X4": 0.188, "Y4": 0.5428, "page": 0}, {"Word": "There are extras in the event there is not enough room for all the telephone streets", "Confidence": 0.75575, "X1": 0.18933, "Y1": 0.5442, "X2": 0.65467, "Y2": 0.544, "X3": 0.65467, "Y3": 0.5548, "X4": 0.18933, "Y4": 0.5538, "page": 0}, {"Word": "needed to complete the non-recipient quota.", "Confidence": 0.702, "X1": 0.18933, "Y1": 0.5532, "X2": 0.424, "Y2": 0.553, "X3": 0.424, "Y3": 0.5618, "X4": 0.18933, "Y4": 0.5628, "page": 0}, {"Word": "Read introduction as stated.", "Confidence": 0.62975, "X1": 0.192, "Y1": 0.5652, "X2": 0.34667, "Y2": 0.565, "X3": 0.34667, "Y3": 0.5758, "X4": 0.192, "Y4": 0.5748, "page": 0}, {"Word": "POR ROICIPIDVIS, Twad the balance of the latroduction in the first box only. After", "Confidence": 0.70993, "X1": 0.192, "Y1": 0.5782, "X2": 0.64, "Y2": 0.578, "X3": 0.64, "Y3": 0.5898, "X4": 0.192, "Y4": 0.5878, "page": 0}, {"Word": "reaching the specific individual listed (repeat introduction if different thes persen", "Confidence": 0.64364, "X1": 0.19333, "Y1": 0.5882, "X2": 0.656, "Y2": 0.588, "X3": 0.656, "Y3": 0.5968, "X4": 0.19333, "Y4": 0.5948, "page": 0}, {"Word": "who answered phone) and ask Q. A. If person antvers \"yes\" to this question, continue", "Confidence": 0.639, "X1": 0.19067, "Y1": 0.5962, "X2": 0.65733, "Y2": 0.596, "X3": 0.65733, "Y3": 0.6048, "X4": 0.19067, "Y4": 0.6028, "page": 0}, {"Word": "interviewing with alus questionnaire. Il Person answers \"no\" to Q. A, record on Call ..", "Confidence": 0.51033, "X1": 0.19067, "Y1": 0.6032, "X2": 0.67067, "Y2": 0.603, "X3": 0.67067, "Y3": 0.6128, "X4": 0.19067, "Y4": 0.6118, "page": 0}, {"Word": "questionnaire.", "Confidence": 0.36, "X1": 0.30933, "Y1": 0.6032, "X2": 0.40667, "Y2": 0.603, "X3": 0.40533, "Y3": 0.6138, "X4": 0.30933, "Y4": 0.6118, "page": 0}, {"Word": "Macord Sheet on top OF screening som, thank respondent and terminate.", "Confidence": 0.57245, "X1": 0.192, "Y1": 0.6112, "X2": 0.576, "Y2": 0.611, "X3": 0.576, "Y3": 0.6218, "X4": 0.192, "Y4": 0.6188, "page": 0}, {"Word": "FOR NON-RECIPIENTS, read the balance of the datroduction in the second box only. When", "Confidence": 0.70257, "X1": 0.19067, "Y1": 0.6242, "X2": 0.66267, "Y2": 0.624, "X3": 0.66267, "Y3": 0.6338, "X4": 0.19067, "Y4": 0.6318, "page": 0}, {"Word": "Olurable person is reached ask Q. A. If \"yes\" to this questien continue interviewing", "Confidence": 0.7535, "X1": 0.19067, "Y1": 0.6332, "X2": 0.66267, "Y2": 0.633, "X3": 0.66267, "Y3": 0.6418, "X4": 0.19067, "Y4": 0.6388, "page": 0}, {"Word": "with White questionaire. If \"no\" to Q. A, thank respondent, terminate and record this", "Confidence": 0.62829, "X1": 0.188, "Y1": 0.6402, "X2": 0.66667, "Y2": 0.64, "X3": 0.66667, "Y3": 0.6498, "X4": 0.188, "Y4": 0.6468, "page": 0}, {"Word": "information on the buff call record sheet.", "Confidence": 0.75214, "X1": 0.19333, "Y1": 0.6472, "X2": 0.42667, "Y2": 0.647, "X3": 0.42667, "Y3": 0.6568, "X4": 0.192, "Y4": 0.6558, "page": 0}, {"Word": "Tf eligible respondent is not available or there is no eligible person in household,", "Confidence": 0.68886, "X1": 0.19067, "Y1": 0.6612, "X2": 0.65067, "Y2": 0.661, "X3": 0.65067, "Y3": 0.6708, "X4": 0.18933, "Y4": 0.6668, "page": 0}, {"Word": "thank Tespondent, terminate and record on the buff call record sheet.", "Confidence": 0.81736, "X1": 0.192, "Y1": 0.6682, "X2": 0.568, "Y2": 0.668, "X3": 0.568, "Y3": 0.6778, "X4": 0.192, "Y4": 0.6758, "page": 0}, {"Word": "When you are ready to Continue interviewing with the eligible respondent, attach the", "Confidence": 0.69438, "X1": 0.18933, "Y1": 0.6812, "X2": 0.65467, "Y2": 0.681, "X3": 0.65467, "Y3": 0.6918, "X4": 0.188, "Y4": 0.6888, "page": 0}, {"Word": "appropriate green screening zum to the questionnaire you will be using => blume for", "Confidence": 0.61164, "X1": 0.19333, "Y1": 0.6892, "X2": 0.64933, "Y2": 0.689, "X3": 0.64933, "Y3": 0.6978, "X4": 0.19333, "Y4": 0.6958, "page": 0}, {"Word": "--", "Confidence": 0.939, "X1": 0.70133, "Y1": 0.6952, "X2": 0.70133, "Y2": 0.695, "X3": 0.692, "Y3": 0.6958, "X4": 0.692, "Y4": 0.6728, "page": 0}, {"Word": "recipients of white for men-recipients.", "Confidence": 0.6012, "X1": 0.19067, "Y1": 0.6962, "X2": 0.40667, "Y2": 0.696, "X3": 0.40667, "Y3": 0.7058, "X4": 0.19067, "Y4": 0.7038, "page": 0}, {"Word": "Record time started.", "Confidence": 0.632, "X1": 0.19067, "Y1": 0.7062, "X2": 0.30133, "Y2": 0.706, "X3": 0.30133, "Y3": 0.7178, "X4": 0.19067, "Y4": 0.7168, "page": 0}, {"Word": "-", "Confidence": 0.994, "X1": 0.7, "Y1": 0.7262, "X2": 0.70133, "Y2": 0.726, "X3": 0.69333, "Y3": 0.7258, "X4": 0.692, "Y4": 0.7068, "page": 0}, {"Word": "Question. 1;", "Confidence": 0.1665, "X1": 0.19067, "Y1": 0.7232, "X2": 0.25467, "Y2": 0.723, "X3": 0.25333, "Y3": 0.7338, "X4": 0.19067, "Y4": 0.7338, "page": 0}, {"Word": "Here we are looking for the full name of one cigarettes that the respondent has seen", "Confidence": 0.62456, "X1": 0.19067, "Y1": 0.7372, "X2": 0.65067, "Y2": 0.737, "X3": 0.65067, "Y3": 0.7478, "X4": 0.19067, "Y4": 0.7458, "page": 0}, {"Word": "or heard of during the past year. Mike BUFF that you pouhin whether it is the light", "Confidence": 0.63218, "X1": 0.192, "Y1": 0.7442, "X2": 0.652, "Y2": 0.744, "X3": 0.652, "Y3": 0.7548, "X4": 0.192, "Y4": 0.7528, "page": 0}, {"Word": "or mild version of the regular", "Confidence": 0.69483, "X1": 0.188, "Y1": 0.7512, "X2": 0.36, "Y2": 0.751, "X3": 0.36, "Y3": 0.7618, "X4": 0.188, "Y4": 0.7608, "page": 0}, {"Word": "or mild version of the regular versims. For example, if a respondent mentions \"Salen\"", "Confidence": 0.6885, "X1": 0.19333, "Y1": 0.7542, "X2": 0.66, "Y2": 0.754, "X3": 0.66, "Y3": 0.7638, "X4": 0.19333, "Y4": 0.7608, "page": 0}, {"Word": "determine what version it is.", "Confidence": 0.6438, "X1": 0.19067, "Y1": 0.7612, "X2": 0.35067, "Y2": 0.761, "X3": 0.35067, "Y3": 0.7698, "X4": 0.19067, "Y4": 0.7688, "page": 0}, {"Word": "POSTAT: IN THE CASE OF KOOL, ADD A MEISTON OF CIGARETTE . SUPER LIGHT, THEREFORE,", "Confidence": 0.58467, "X1": 0.19867, "Y1": 0.7722, "X2": 0.66133, "Y2": 0.772, "X3": 0.66133, "Y3": 0.7838, "X4": 0.19867, "Y4": 0.7828, "page": 0}, {"Word": "FOR THE QUESTION IF KOOL IS MENTIONED SHOULD DETERMINE WHETHER IT IS A SUPER", "Confidence": 0.53657, "X1": 0.236, "Y1": 0.7812, "X2": 0.664, "Y2": 0.781, "X3": 0.66267, "Y3": 0.7918, "X4": 0.236, "Y4": 0.7888, "page": 0}, {"Word": "LICHT, LIGIT OR MILD VERSION OR THE REGULAR VERSION THAT IS NEW.", "Confidence": 0.72342, "X1": 0.18933, "Y1": 0.7892, "X2": 0.54133, "Y2": 0.789, "X3": 0.54133, "Y3": 0.7998, "X4": 0.18933, "Y4": 0.7968, "page": 0}, {"Word": "-", "Confidence": 0.948, "X1": 0.7, "Y1": 0.8662, "X2": 0.70267, "Y2": 0.866, "X3": 0.692, "Y3": 0.8658, "X4": 0.69067, "Y4": 0.8478, "page": 0}, {"Word": "ICE IF THE FILM IMAGE IS LESS CLEAR", "Confidence": 0.85137, "X1": 0.0, "Y1": 0.9392, "X2": 0.244, "Y2": 0.939, "X3": 0.24533, "Y3": 0.9508, "X4": 0.0, "Y4": 0.9608, "page": 0}, {"Word": "N THIS NOTICE. IT IS DUE TO THE", "Confidence": 0.73275, "X1": 0.0, "Y1": 0.9512, "X2": 0.22533, "Y2": 0.951, "X3": 0.22667, "Y3": 0.9608, "X4": 0.00133, "Y4": 0.9718, "page": 0}, {"Word": "LITY OF THE DOCUMENT BETON PILMED.", "Confidence": 0.69017, "X1": 0.0, "Y1": 0.9612, "X2": 0.24133, "Y2": 0.961, "X3": 0.24133, "Y3": 0.9728, "X4": 0.0, "Y4": 0.9818, "page": 0}, {"Word": "776151238", "Confidence": 0.849, "X1": 0.24933, "Y1": 0.9482, "X2": 0.53467, "Y2": 0.948, "X3": 0.53467, "Y3": 0.9738, "X4": 0.24933, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "\u20ac", "Confidence": 0.994, "X1": 0.36267, "Y1": 0.2272, "X2": 0.37333, "Y2": 0.227, "X3": 0.37333, "Y3": 0.2408, "X4": 0.36267, "Y4": 0.2408, "page": 0, "Index": 0}, {"Word": "454-", "Confidence": 0.851, "X1": 0.52133, "Y1": 0.2242, "X2": 0.532, "Y2": 0.224, "X3": 0.532, "Y3": 0.2388, "X4": 0.52133, "Y4": 0.2388, "page": 0, "Index": 1}, {"Word": "3-ALS-978", "Confidence": 0.309, "X1": 0.536, "Y1": 0.2232, "X2": 0.588, "Y2": 0.223, "X3": 0.58667, "Y3": 0.2398, "X4": 0.536, "Y4": 0.2388, "page": 0, "Index": 2}, {"Word": "-1", "Confidence": 0.195, "X1": 0.592, "Y1": 0.2232, "X2": 0.61333, "Y2": 0.223, "X3": 0.61333, "Y3": 0.2388, "X4": 0.59067, "Y4": 0.2398, "page": 0, "Index": 3}, {"Word": "MOON", "Confidence": 0.299, "X1": 0.19467, "Y1": 0.2472, "X2": 0.22, "Y2": 0.247, "X3": 0.22, "Y3": 0.2588, "X4": 0.19467, "Y4": 0.2588, "page": 0, "Index": 4}, {"Word": "TO", "Confidence": 0.772, "X1": 0.22267, "Y1": 0.2472, "X2": 0.23467, "Y2": 0.247, "X3": 0.23467, "Y3": 0.2588, "X4": 0.22267, "Y4": 0.2588, "page": 0, "Index": 5}, {"Word": "INTERSTRS", "Confidence": 0.585, "X1": 0.23733, "Y1": 0.2482, "X2": 0.29467, "Y2": 0.248, "X3": 0.292, "Y3": 0.2598, "X4": 0.23733, "Y4": 0.2588, "page": 0, "Index": 6}, {"Word": "Interviering", "Confidence": 0.533, "X1": 0.19333, "Y1": 0.2602, "X2": 0.25867, "Y2": 0.26, "X3": 0.26, "Y3": 0.2708, "X4": 0.19467, "Y4": 0.2698, "page": 0, "Index": 7}, {"Word": "21rd.", "Confidence": 0.663, "X1": 0.196, "Y1": 0.2692, "X2": 0.22533, "Y2": 0.269, "X3": 0.22533, "Y3": 0.2768, "X4": 0.196, "Y4": 0.2758, "page": 0, "Index": 8}, {"Word": "must", "Confidence": 0.693, "X1": 0.26267, "Y1": 0.2602, "X2": 0.28667, "Y2": 0.26, "X3": 0.28667, "Y3": 0.2708, "X4": 0.26267, "Y4": 0.2708, "page": 0, "Index": 9}, {"Word": "begin,", "Confidence": 0.922, "X1": 0.28933, "Y1": 0.2602, "X2": 0.32533, "Y2": 0.26, "X3": 0.32667, "Y3": 0.2718, "X4": 0.28933, "Y4": 0.2708, "page": 0, "Index": 10}, {"Word": "Thursday,", "Confidence": 0.68, "X1": 0.32933, "Y1": 0.2602, "X2": 0.38, "Y2": 0.26, "X3": 0.38, "Y3": 0.2718, "X4": 0.32933, "Y4": 0.2718, "page": 0, "Index": 11}, {"Word": "October", "Confidence": 0.663, "X1": 0.38267, "Y1": 0.2602, "X2": 0.424, "Y2": 0.26, "X3": 0.424, "Y3": 0.2718, "X4": 0.38267, "Y4": 0.2718, "page": 0, "Index": 12}, {"Word": "12th", "Confidence": 0.994, "X1": 0.42667, "Y1": 0.2602, "X2": 0.45067, "Y2": 0.26, "X3": 0.44933, "Y3": 0.2728, "X4": 0.42667, "Y4": 0.2718, "page": 0, "Index": 13}, {"Word": "and", "Confidence": 0.977, "X1": 0.45333, "Y1": 0.2602, "X2": 0.472, "Y2": 0.26, "X3": 0.472, "Y3": 0.2728, "X4": 0.45333, "Y4": 0.2728, "page": 0, "Index": 14}, {"Word": "be", "Confidence": 0.956, "X1": 0.476, "Y1": 0.2612, "X2": 0.488, "Y2": 0.261, "X3": 0.488, "Y3": 0.2728, "X4": 0.47467, "Y4": 0.2728, "page": 0, "Index": 15}, {"Word": "completed", "Confidence": 0.634, "X1": 0.492, "Y1": 0.2612, "X2": 0.54267, "Y2": 0.261, "X3": 0.54267, "Y3": 0.2728, "X4": 0.49067, "Y4": 0.2728, "page": 0, "Index": 16}, {"Word": "by", "Confidence": 0.676, "X1": 0.54667, "Y1": 0.2612, "X2": 0.55733, "Y2": 0.261, "X3": 0.556, "Y3": 0.2728, "X4": 0.54533, "Y4": 0.2728, "page": 0, "Index": 17}, {"Word": "Monday,", "Confidence": 0.268, "X1": 0.56, "Y1": 0.2622, "X2": 0.60133, "Y2": 0.262, "X3": 0.60133, "Y3": 0.2728, "X4": 0.56, "Y4": 0.2728, "page": 0, "Index": 18}, {"Word": "October", "Confidence": 0.783, "X1": 0.604, "Y1": 0.2622, "X2": 0.64667, "Y2": 0.262, "X3": 0.64667, "Y3": 0.2728, "X4": 0.604, "Y4": 0.2728, "page": 0, "Index": 19}, {"Word": "The", "Confidence": 0.995, "X1": 0.19333, "Y1": 0.2792, "X2": 0.21333, "Y2": 0.279, "X3": 0.212, "Y3": 0.2898, "X4": 0.19333, "Y4": 0.2898, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.656, "X1": 0.196, "Y1": 0.2892, "X2": 0.212, "Y2": 0.289, "X3": 0.212, "Y3": 0.2968, "X4": 0.19467, "Y4": 0.2968, "page": 0, "Index": 21}, {"Word": "interviering", "Confidence": 0.634, "X1": 0.216, "Y1": 0.2802, "X2": 0.28133, "Y2": 0.28, "X3": 0.28133, "Y3": 0.2908, "X4": 0.216, "Y4": 0.2898, "page": 0, "Index": 22}, {"Word": "all", "Confidence": 0.92, "X1": 0.216, "Y1": 0.2892, "X2": 0.23467, "Y2": 0.289, "X3": 0.23333, "Y3": 0.2968, "X4": 0.216, "Y4": 0.2968, "page": 0, "Index": 23}, {"Word": "day", "Confidence": 0.932, "X1": 0.23733, "Y1": 0.2892, "X2": 0.256, "Y2": 0.289, "X3": 0.25467, "Y3": 0.2968, "X4": 0.23733, "Y4": 0.2968, "page": 0, "Index": 24}, {"Word": "on", "Confidence": 0.851, "X1": 0.25867, "Y1": 0.2892, "X2": 0.272, "Y2": 0.289, "X3": 0.27067, "Y3": 0.2968, "X4": 0.25867, "Y4": 0.2968, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.929, "X1": 0.276, "Y1": 0.2902, "X2": 0.29467, "Y2": 0.29, "X3": 0.29333, "Y3": 0.2978, "X4": 0.27467, "Y4": 0.2968, "page": 0, "Index": 26}, {"Word": "will", "Confidence": 0.968, "X1": 0.284, "Y1": 0.2802, "X2": 0.30933, "Y2": 0.28, "X3": 0.308, "Y3": 0.2908, "X4": 0.284, "Y4": 0.2908, "page": 0, "Index": 27}, {"Word": "weekend.", "Confidence": 0.381, "X1": 0.296, "Y1": 0.2902, "X2": 0.34267, "Y2": 0.29, "X3": 0.34133, "Y3": 0.2978, "X4": 0.29467, "Y4": 0.2978, "page": 0, "Index": 28}, {"Word": "be", "Confidence": 0.982, "X1": 0.312, "Y1": 0.2802, "X2": 0.324, "Y2": 0.28, "X3": 0.324, "Y3": 0.2908, "X4": 0.312, "Y4": 0.2908, "page": 0, "Index": 29}, {"Word": "conducted", "Confidence": 0.533, "X1": 0.32667, "Y1": 0.2802, "X2": 0.37867, "Y2": 0.28, "X3": 0.37867, "Y3": 0.2918, "X4": 0.32667, "Y4": 0.2908, "page": 0, "Index": 30}, {"Word": "betwem", "Confidence": 0.618, "X1": 0.38267, "Y1": 0.2812, "X2": 0.42, "Y2": 0.281, "X3": 0.42, "Y3": 0.2918, "X4": 0.38133, "Y4": 0.2918, "page": 0, "Index": 31}, {"Word": "4:00", "Confidence": 0.933, "X1": 0.42667, "Y1": 0.2812, "X2": 0.44933, "Y2": 0.281, "X3": 0.44933, "Y3": 0.2928, "X4": 0.42667, "Y4": 0.2918, "page": 0, "Index": 32}, {"Word": "P.JI.", "Confidence": 0.244, "X1": 0.452, "Y1": 0.2812, "X2": 0.47733, "Y2": 0.281, "X3": 0.476, "Y3": 0.2928, "X4": 0.452, "Y4": 0.2928, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.782, "X1": 0.48, "Y1": 0.2812, "X2": 0.49867, "Y2": 0.281, "X3": 0.49733, "Y3": 0.2928, "X4": 0.48, "Y4": 0.2928, "page": 0, "Index": 34}, {"Word": "30:00", "Confidence": 0.601, "X1": 0.50133, "Y1": 0.2812, "X2": 0.53067, "Y2": 0.281, "X3": 0.53067, "Y3": 0.2938, "X4": 0.50133, "Y4": 0.2928, "page": 0, "Index": 35}, {"Word": "P.N.", "Confidence": 0.764, "X1": 0.53333, "Y1": 0.2822, "X2": 0.55867, "Y2": 0.282, "X3": 0.55733, "Y3": 0.2938, "X4": 0.53333, "Y4": 0.2938, "page": 0, "Index": 36}, {"Word": "during", "Confidence": 0.941, "X1": 0.56133, "Y1": 0.2822, "X2": 0.59867, "Y2": 0.282, "X3": 0.59733, "Y3": 0.2938, "X4": 0.56133, "Y4": 0.2938, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.998, "X1": 0.60133, "Y1": 0.2822, "X2": 0.61867, "Y2": 0.282, "X3": 0.61733, "Y3": 0.2948, "X4": 0.6, "Y4": 0.2938, "page": 0, "Index": 38}, {"Word": "week", "Confidence": 0.613, "X1": 0.62133, "Y1": 0.2822, "X2": 0.648, "Y2": 0.282, "X3": 0.64667, "Y3": 0.2948, "X4": 0.62133, "Y4": 0.2948, "page": 0, "Index": 39}, {"Word": "CHECKING", "Confidence": 0.339, "X1": 0.19333, "Y1": 0.3042, "X2": 0.23867, "Y2": 0.304, "X3": 0.23867, "Y3": 0.3138, "X4": 0.19333, "Y4": 0.3138, "page": 0, "Index": 40}, {"Word": "YOUR", "Confidence": 0.994, "X1": 0.24133, "Y1": 0.3042, "X2": 0.26667, "Y2": 0.304, "X3": 0.26533, "Y3": 0.3148, "X4": 0.24133, "Y4": 0.3138, "page": 0, "Index": 41}, {"Word": "MORK:", "Confidence": 0.319, "X1": 0.26933, "Y1": 0.3052, "X2": 0.3, "Y2": 0.305, "X3": 0.29867, "Y3": 0.3158, "X4": 0.268, "Y4": 0.3148, "page": 0, "Index": 42}, {"Word": "Please", "Confidence": 0.685, "X1": 0.192, "Y1": 0.3162, "X2": 0.22667, "Y2": 0.316, "X3": 0.22667, "Y3": 0.3258, "X4": 0.192, "Y4": 0.3258, "page": 0, "Index": 43}, {"Word": "be", "Confidence": 0.971, "X1": 0.22933, "Y1": 0.3162, "X2": 0.244, "Y2": 0.316, "X3": 0.24267, "Y3": 0.3268, "X4": 0.22933, "Y4": 0.3258, "page": 0, "Index": 44}, {"Word": "sure", "Confidence": 0.956, "X1": 0.24667, "Y1": 0.3172, "X2": 0.27067, "Y2": 0.317, "X3": 0.27067, "Y3": 0.3268, "X4": 0.24667, "Y4": 0.3268, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.997, "X1": 0.27333, "Y1": 0.3172, "X2": 0.28667, "Y2": 0.317, "X3": 0.28667, "Y3": 0.3268, "X4": 0.27333, "Y4": 0.3268, "page": 0, "Index": 46}, {"Word": "check", "Confidence": 0.653, "X1": 0.28933, "Y1": 0.3172, "X2": 0.31867, "Y2": 0.317, "X3": 0.31867, "Y3": 0.3268, "X4": 0.28933, "Y4": 0.3268, "page": 0, "Index": 47}, {"Word": "all", "Confidence": 0.6, "X1": 0.32133, "Y1": 0.3172, "X2": 0.34133, "Y2": 0.317, "X3": 0.34133, "Y3": 0.3278, "X4": 0.32133, "Y4": 0.3278, "page": 0, "Index": 48}, {"Word": "completed", "Confidence": 0.677, "X1": 0.344, "Y1": 0.3172, "X2": 0.39467, "Y2": 0.317, "X3": 0.39467, "Y3": 0.3278, "X4": 0.344, "Y4": 0.3278, "page": 0, "Index": 49}, {"Word": "work", "Confidence": 0.901, "X1": 0.39733, "Y1": 0.3182, "X2": 0.424, "Y2": 0.318, "X3": 0.42267, "Y3": 0.3288, "X4": 0.39733, "Y4": 0.3278, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.886, "X1": 0.42667, "Y1": 0.3182, "X2": 0.44533, "Y2": 0.318, "X3": 0.444, "Y3": 0.3288, "X4": 0.42667, "Y4": 0.3288, "page": 0, "Index": 51}, {"Word": "completeress,", "Confidence": 0.493, "X1": 0.448, "Y1": 0.3192, "X2": 0.52, "Y2": 0.319, "X3": 0.52, "Y3": 0.3298, "X4": 0.448, "Y4": 0.3288, "page": 0, "Index": 52}, {"Word": "accuracy", "Confidence": 0.608, "X1": 0.524, "Y1": 0.3192, "X2": 0.57067, "Y2": 0.319, "X3": 0.56933, "Y3": 0.3308, "X4": 0.52267, "Y4": 0.3298, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.998, "X1": 0.57333, "Y1": 0.3192, "X2": 0.592, "Y2": 0.319, "X3": 0.59067, "Y3": 0.3308, "X4": 0.572, "Y4": 0.3308, "page": 0, "Index": 54}, {"Word": "legibility.", "Confidence": 0.205, "X1": 0.59467, "Y1": 0.3202, "X2": 0.656, "Y2": 0.32, "X3": 0.656, "Y3": 0.3318, "X4": 0.59333, "Y4": 0.3308, "page": 0, "Index": 55}, {"Word": "MAILING", "Confidence": 0.621, "X1": 0.19333, "Y1": 0.3322, "X2": 0.232, "Y2": 0.332, "X3": 0.232, "Y3": 0.3428, "X4": 0.192, "Y4": 0.3418, "page": 0, "Index": 56}, {"Word": "COMPLETED", "Confidence": 0.193, "X1": 0.23467, "Y1": 0.3322, "X2": 0.28667, "Y2": 0.332, "X3": 0.28533, "Y3": 0.3428, "X4": 0.23467, "Y4": 0.3428, "page": 0, "Index": 57}, {"Word": "CUPSTIONNATRES", "Confidence": 0.601, "X1": 0.28933, "Y1": 0.3332, "X2": 0.36933, "Y2": 0.333, "X3": 0.368, "Y3": 0.3448, "X4": 0.288, "Y4": 0.3428, "page": 0, "Index": 58}, {"Word": "BACK", "Confidence": 0.029, "X1": 0.372, "Y1": 0.3332, "X2": 0.39867, "Y2": 0.333, "X3": 0.39867, "Y3": 0.3458, "X4": 0.37067, "Y4": 0.3448, "page": 0, "Index": 59}, {"Word": "YOU", "Confidence": 0.804, "X1": 0.19333, "Y1": 0.3442, "X2": 0.212, "Y2": 0.344, "X3": 0.21067, "Y3": 0.3548, "X4": 0.19333, "Y4": 0.3538, "page": 0, "Index": 60}, {"Word": "ARE", "Confidence": 0.672, "X1": 0.21467, "Y1": 0.3452, "X2": 0.23333, "Y2": 0.345, "X3": 0.23333, "Y3": 0.3548, "X4": 0.21467, "Y4": 0.3548, "page": 0, "Index": 61}, {"Word": "TO", "Confidence": 0.901, "X1": 0.23733, "Y1": 0.3452, "X2": 0.24933, "Y2": 0.345, "X3": 0.24933, "Y3": 0.3548, "X4": 0.236, "Y4": 0.3548, "page": 0, "Index": 62}, {"Word": "SEND", "Confidence": 0.671, "X1": 0.252, "Y1": 0.3452, "X2": 0.276, "Y2": 0.345, "X3": 0.27467, "Y3": 0.3548, "X4": 0.252, "Y4": 0.3548, "page": 0, "Index": 63}, {"Word": "US", "Confidence": 0.955, "X1": 0.27867, "Y1": 0.3452, "X2": 0.29067, "Y2": 0.345, "X3": 0.29067, "Y3": 0.3548, "X4": 0.27733, "Y4": 0.3548, "page": 0, "Index": 64}, {"Word": "COMPLETED", "Confidence": 0.612, "X1": 0.29467, "Y1": 0.3462, "X2": 0.34667, "Y2": 0.346, "X3": 0.34667, "Y3": 0.3558, "X4": 0.29333, "Y4": 0.3558, "page": 0, "Index": 65}, {"Word": "QUESTIONCAISES", "Confidence": 0.171, "X1": 0.34933, "Y1": 0.3472, "X2": 0.428, "Y2": 0.347, "X3": 0.42667, "Y3": 0.3568, "X4": 0.34933, "Y4": 0.3558, "page": 0, "Index": 66}, {"Word": "EVERY", "Confidence": 0.656, "X1": 0.43067, "Y1": 0.3472, "X2": 0.46, "Y2": 0.347, "X3": 0.46, "Y3": 0.3568, "X4": 0.43067, "Y4": 0.3568, "page": 0, "Index": 67}, {"Word": "TWO", "Confidence": 0.684, "X1": 0.46267, "Y1": 0.3472, "X2": 0.48267, "Y2": 0.347, "X3": 0.48133, "Y3": 0.3578, "X4": 0.46267, "Y4": 0.3568, "page": 0, "Index": 68}, {"Word": "DAYS,", "Confidence": 0.609, "X1": 0.48533, "Y1": 0.3472, "X2": 0.51467, "Y2": 0.347, "X3": 0.51333, "Y3": 0.3578, "X4": 0.484, "Y4": 0.3578, "page": 0, "Index": 69}, {"Word": "WITH", "Confidence": 0.789, "X1": 0.51733, "Y1": 0.3472, "X2": 0.54133, "Y2": 0.347, "X3": 0.54133, "Y3": 0.3578, "X4": 0.516, "Y4": 0.3578, "page": 0, "Index": 70}, {"Word": "THE", "Confidence": 0.993, "X1": 0.544, "Y1": 0.3472, "X2": 0.564, "Y2": 0.347, "X3": 0.56267, "Y3": 0.3578, "X4": 0.544, "Y4": 0.3578, "page": 0, "Index": 71}, {"Word": "FIRST", "Confidence": 0.992, "X1": 0.19333, "Y1": 0.3542, "X2": 0.22267, "Y2": 0.354, "X3": 0.22133, "Y3": 0.3628, "X4": 0.192, "Y4": 0.3628, "page": 0, "Index": 72}, {"Word": "SHIPMENT,", "Confidence": 0.317, "X1": 0.22667, "Y1": 0.3542, "X2": 0.27733, "Y2": 0.354, "X3": 0.276, "Y3": 0.3628, "X4": 0.22533, "Y4": 0.3628, "page": 0, "Index": 73}, {"Word": "THERE,", "Confidence": 0.777, "X1": 0.28667, "Y1": 0.3542, "X2": 0.32, "Y2": 0.354, "X3": 0.31867, "Y3": 0.3628, "X4": 0.28533, "Y4": 0.3628, "page": 0, "Index": 74}, {"Word": "WE", "Confidence": 0.658, "X1": 0.32133, "Y1": 0.3542, "X2": 0.336, "Y2": 0.354, "X3": 0.33467, "Y3": 0.3628, "X4": 0.32133, "Y4": 0.3628, "page": 0, "Index": 75}, {"Word": "WANT", "Confidence": 0.849, "X1": 0.33867, "Y1": 0.3542, "X2": 0.364, "Y2": 0.354, "X3": 0.364, "Y3": 0.3628, "X4": 0.33733, "Y4": 0.3628, "page": 0, "Index": 76}, {"Word": "TO", "Confidence": 0.947, "X1": 0.36667, "Y1": 0.3542, "X2": 0.38, "Y2": 0.354, "X3": 0.37867, "Y3": 0.3638, "X4": 0.36667, "Y4": 0.3638, "page": 0, "Index": 77}, {"Word": "RECEIVE", "Confidence": 0.273, "X1": 0.38267, "Y1": 0.3542, "X2": 0.42133, "Y2": 0.354, "X3": 0.42133, "Y3": 0.3638, "X4": 0.38133, "Y4": 0.3638, "page": 0, "Index": 78}, {"Word": "THE", "Confidence": 0.955, "X1": 0.42667, "Y1": 0.3552, "X2": 0.444, "Y2": 0.355, "X3": 0.444, "Y3": 0.3638, "X4": 0.42533, "Y4": 0.3638, "page": 0, "Index": 79}, {"Word": "FIRST", "Confidence": 0.724, "X1": 0.448, "Y1": 0.3552, "X2": 0.476, "Y2": 0.355, "X3": 0.476, "Y3": 0.3638, "X4": 0.44667, "Y4": 0.3638, "page": 0, "Index": 80}, {"Word": "3", "Confidence": 0.958, "X1": 0.48, "Y1": 0.3552, "X2": 0.488, "Y2": 0.355, "X3": 0.48667, "Y3": 0.3638, "X4": 0.48, "Y4": 0.3638, "page": 0, "Index": 81}, {"Word": "DAYS", "Confidence": 0.83, "X1": 0.49067, "Y1": 0.3552, "X2": 0.51333, "Y2": 0.355, "X3": 0.51333, "Y3": 0.3648, "X4": 0.48933, "Y4": 0.3638, "page": 0, "Index": 82}, {"Word": "WORK,", "Confidence": 0.657, "X1": 0.516, "Y1": 0.3562, "X2": 0.548, "Y2": 0.356, "X3": 0.548, "Y3": 0.3648, "X4": 0.516, "Y4": 0.3648, "page": 0, "Index": 83}, {"Word": "12TH,", "Confidence": 0.481, "X1": 0.55067, "Y1": 0.3562, "X2": 0.58, "Y2": 0.356, "X3": 0.58, "Y3": 0.3648, "X4": 0.55067, "Y4": 0.3648, "page": 0, "Index": 84}, {"Word": "EXCEPTION", "Confidence": 0.338, "X1": 0.56667, "Y1": 0.3482, "X2": 0.61867, "Y2": 0.348, "X3": 0.61733, "Y3": 0.3588, "X4": 0.56533, "Y4": 0.3578, "page": 0, "Index": 85}, {"Word": "13TH.", "Confidence": 0.617, "X1": 0.584, "Y1": 0.3572, "X2": 0.61333, "Y2": 0.357, "X3": 0.61333, "Y3": 0.3658, "X4": 0.584, "Y4": 0.3648, "page": 0, "Index": 86}, {"Word": "14TH,", "Confidence": 0.785, "X1": 0.616, "Y1": 0.3582, "X2": 0.64533, "Y2": 0.358, "X3": 0.64533, "Y3": 0.3658, "X4": 0.616, "Y4": 0.3658, "page": 0, "Index": 87}, {"Word": "OF", "Confidence": 0.775, "X1": 0.62133, "Y1": 0.3482, "X2": 0.63467, "Y2": 0.348, "X3": 0.63467, "Y3": 0.3588, "X4": 0.62, "Y4": 0.3588, "page": 0, "Index": 88}, {"Word": "THE", "Confidence": 0.079, "X1": 0.63733, "Y1": 0.3482, "X2": 0.65867, "Y2": 0.348, "X3": 0.65733, "Y3": 0.3588, "X4": 0.63733, "Y4": 0.3588, "page": 0, "Index": 89}, {"Word": "IN", "Confidence": 0.878, "X1": 0.648, "Y1": 0.3582, "X2": 0.66, "Y2": 0.358, "X3": 0.66, "Y3": 0.3658, "X4": 0.648, "Y4": 0.3658, "page": 0, "Index": 90}, {"Word": "OUR", "Confidence": 0.777, "X1": 0.19333, "Y1": 0.3622, "X2": 0.21067, "Y2": 0.362, "X3": 0.20933, "Y3": 0.3698, "X4": 0.19333, "Y4": 0.3698, "page": 0, "Index": 91}, {"Word": "TO", "Confidence": 0.994, "X1": 0.19467, "Y1": 0.3692, "X2": 0.20533, "Y2": 0.369, "X3": 0.204, "Y3": 0.3778, "X4": 0.19333, "Y4": 0.3778, "page": 0, "Index": 92}, {"Word": "NEXUS:", "Confidence": 0.048, "X1": 0.208, "Y1": 0.3702, "X2": 0.244, "Y2": 0.37, "X3": 0.24267, "Y3": 0.3778, "X4": 0.208, "Y4": 0.3778, "page": 0, "Index": 93}, {"Word": "HANDS", "Confidence": 0.6, "X1": 0.21333, "Y1": 0.3622, "X2": 0.24267, "Y2": 0.362, "X3": 0.24133, "Y3": 0.3698, "X4": 0.212, "Y4": 0.3698, "page": 0, "Index": 94}, {"Word": "ON", "Confidence": 0.994, "X1": 0.24533, "Y1": 0.3622, "X2": 0.26, "Y2": 0.362, "X3": 0.25867, "Y3": 0.3698, "X4": 0.24533, "Y4": 0.3698, "page": 0, "Index": 95}, {"Word": "MONDAY,", "Confidence": 0.055, "X1": 0.26133, "Y1": 0.3622, "X2": 0.30267, "Y2": 0.362, "X3": 0.30267, "Y3": 0.3708, "X4": 0.26133, "Y4": 0.3698, "page": 0, "Index": 96}, {"Word": "OCTOBER", "Confidence": 0.196, "X1": 0.30533, "Y1": 0.3622, "X2": 0.34667, "Y2": 0.362, "X3": 0.34533, "Y3": 0.3708, "X4": 0.30533, "Y4": 0.3708, "page": 0, "Index": 97}, {"Word": "16TH.", "Confidence": 0.625, "X1": 0.34933, "Y1": 0.3622, "X2": 0.38, "Y2": 0.362, "X3": 0.37867, "Y3": 0.3708, "X4": 0.34933, "Y4": 0.3708, "page": 0, "Index": 98}, {"Word": "HUIS", "Confidence": 0.165, "X1": 0.388, "Y1": 0.3632, "X2": 0.41067, "Y2": 0.363, "X3": 0.41067, "Y3": 0.3718, "X4": 0.388, "Y4": 0.3708, "page": 0, "Index": 99}, {"Word": "WILL", "Confidence": 0.652, "X1": 0.41333, "Y1": 0.3632, "X2": 0.43867, "Y2": 0.363, "X3": 0.43733, "Y3": 0.3718, "X4": 0.412, "Y4": 0.3718, "page": 0, "Index": 100}, {"Word": "NECESSITATE", "Confidence": 0.744, "X1": 0.44133, "Y1": 0.3642, "X2": 0.504, "Y2": 0.364, "X3": 0.50267, "Y3": 0.3728, "X4": 0.44, "Y4": 0.3718, "page": 0, "Index": 101}, {"Word": "AN", "Confidence": 0.993, "X1": 0.50533, "Y1": 0.3642, "X2": 0.52, "Y2": 0.364, "X3": 0.52, "Y3": 0.3728, "X4": 0.50533, "Y4": 0.3728, "page": 0, "Index": 102}, {"Word": "OVER-THE-COUNTER", "Confidence": 0.294, "X1": 0.52267, "Y1": 0.3652, "X2": 0.612, "Y2": 0.365, "X3": 0.612, "Y3": 0.3738, "X4": 0.52133, "Y4": 0.3728, "page": 0, "Index": 103}, {"Word": "DELIVERY", "Confidence": 0.408, "X1": 0.61467, "Y1": 0.3662, "X2": 0.66133, "Y2": 0.366, "X3": 0.66133, "Y3": 0.3748, "X4": 0.61467, "Y4": 0.3738, "page": 0, "Index": 104}, {"Word": "AIRPORT", "Confidence": 0.614, "X1": 0.24667, "Y1": 0.3702, "X2": 0.28667, "Y2": 0.37, "X3": 0.28667, "Y3": 0.3788, "X4": 0.24533, "Y4": 0.3778, "page": 0, "Index": 105}, {"Word": "ON", "Confidence": 0.072, "X1": 0.28933, "Y1": 0.3702, "X2": 0.30267, "Y2": 0.37, "X3": 0.30267, "Y3": 0.3788, "X4": 0.288, "Y4": 0.3788, "page": 0, "Index": 106}, {"Word": "SUNDAY", "Confidence": 0.79, "X1": 0.30533, "Y1": 0.3702, "X2": 0.34, "Y2": 0.37, "X3": 0.33867, "Y3": 0.3788, "X4": 0.304, "Y4": 0.3788, "page": 0, "Index": 107}, {"Word": "OR", "Confidence": 0.886, "X1": 0.34267, "Y1": 0.3712, "X2": 0.35733, "Y2": 0.371, "X3": 0.35733, "Y3": 0.3788, "X4": 0.34267, "Y4": 0.3788, "page": 0, "Index": 108}, {"Word": "VERY", "Confidence": 0.944, "X1": 0.36, "Y1": 0.3712, "X2": 0.384, "Y2": 0.371, "X3": 0.38267, "Y3": 0.3798, "X4": 0.35867, "Y4": 0.3788, "page": 0, "Index": 109}, {"Word": "ZARLY", "Confidence": 0.768, "X1": 0.38667, "Y1": 0.3712, "X2": 0.416, "Y2": 0.371, "X3": 0.416, "Y3": 0.3798, "X4": 0.38533, "Y4": 0.3798, "page": 0, "Index": 110}, {"Word": "MONDAY", "Confidence": 0.121, "X1": 0.41867, "Y1": 0.3722, "X2": 0.45467, "Y2": 0.372, "X3": 0.45333, "Y3": 0.3798, "X4": 0.41733, "Y4": 0.3798, "page": 0, "Index": 111}, {"Word": "MORNING.", "Confidence": 0.636, "X1": 0.45733, "Y1": 0.3732, "X2": 0.504, "Y2": 0.373, "X3": 0.50267, "Y3": 0.3808, "X4": 0.456, "Y4": 0.3798, "page": 0, "Index": 112}, {"Word": "QUESTIOWATHE", "Confidence": 0.306, "X1": 0.34667, "Y1": 0.4022, "X2": 0.41867, "Y2": 0.402, "X3": 0.41867, "Y3": 0.4128, "X4": 0.34667, "Y4": 0.4128, "page": 0, "Index": 113}, {"Word": "SPECIFICATIONS", "Confidence": 0.366, "X1": 0.42133, "Y1": 0.4032, "X2": 0.50267, "Y2": 0.403, "X3": 0.50133, "Y3": 0.4138, "X4": 0.42133, "Y4": 0.4128, "page": 0, "Index": 114}, {"Word": "You", "Confidence": 0.997, "X1": 0.18933, "Y1": 0.4352, "X2": 0.20667, "Y2": 0.435, "X3": 0.208, "Y3": 0.4448, "X4": 0.19067, "Y4": 0.4448, "page": 0, "Index": 115}, {"Word": "should", "Confidence": 0.944, "X1": 0.20933, "Y1": 0.4352, "X2": 0.24533, "Y2": 0.435, "X3": 0.24667, "Y3": 0.4448, "X4": 0.21067, "Y4": 0.4448, "page": 0, "Index": 116}, {"Word": "attempt", "Confidence": 0.607, "X1": 0.24933, "Y1": 0.4352, "X2": 0.28933, "Y2": 0.435, "X3": 0.28933, "Y3": 0.4448, "X4": 0.24933, "Y4": 0.4448, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.9, "X1": 0.292, "Y1": 0.4352, "X2": 0.30533, "Y2": 0.435, "X3": 0.30533, "Y3": 0.4448, "X4": 0.292, "Y4": 0.4448, "page": 0, "Index": 118}, {"Word": "reach", "Confidence": 0.117, "X1": 0.308, "Y1": 0.4352, "X2": 0.33733, "Y2": 0.435, "X3": 0.33733, "Y3": 0.4448, "X4": 0.30933, "Y4": 0.4448, "page": 0, "Index": 119}, {"Word": "a", "Confidence": 0.689, "X1": 0.34, "Y1": 0.4352, "X2": 0.348, "Y2": 0.435, "X3": 0.348, "Y3": 0.4448, "X4": 0.34133, "Y4": 0.4448, "page": 0, "Index": 120}, {"Word": "recipient", "Confidence": 0.703, "X1": 0.35067, "Y1": 0.4342, "X2": 0.40267, "Y2": 0.434, "X3": 0.40267, "Y3": 0.4448, "X4": 0.352, "Y4": 0.4448, "page": 0, "Index": 121}, {"Word": "who", "Confidence": 0.576, "X1": 0.40533, "Y1": 0.4342, "X2": 0.424, "Y2": 0.434, "X3": 0.424, "Y3": 0.4458, "X4": 0.40533, "Y4": 0.4448, "page": 0, "Index": 122}, {"Word": "is", "Confidence": 0.997, "X1": 0.42667, "Y1": 0.4342, "X2": 0.44133, "Y2": 0.434, "X3": 0.44, "Y3": 0.4458, "X4": 0.42667, "Y4": 0.4458, "page": 0, "Index": 123}, {"Word": "on", "Confidence": 0.07, "X1": 0.444, "Y1": 0.4342, "X2": 0.45733, "Y2": 0.434, "X3": 0.45733, "Y3": 0.4458, "X4": 0.444, "Y4": 0.4458, "page": 0, "Index": 124}, {"Word": "eligible", "Confidence": 0.629, "X1": 0.46, "Y1": 0.4342, "X2": 0.50533, "Y2": 0.434, "X3": 0.50533, "Y3": 0.4458, "X4": 0.46, "Y4": 0.4458, "page": 0, "Index": 125}, {"Word": "respondent", "Confidence": 0.622, "X1": 0.50933, "Y1": 0.4342, "X2": 0.56533, "Y2": 0.434, "X3": 0.56533, "Y3": 0.4458, "X4": 0.508, "Y4": 0.4458, "page": 0, "Index": 126}, {"Word": "by", "Confidence": 0.997, "X1": 0.568, "Y1": 0.4342, "X2": 0.58267, "Y2": 0.434, "X3": 0.58267, "Y3": 0.4458, "X4": 0.568, "Y4": 0.4458, "page": 0, "Index": 127}, {"Word": "dieling", "Confidence": 0.649, "X1": 0.58533, "Y1": 0.4342, "X2": 0.62533, "Y2": 0.434, "X3": 0.62533, "Y3": 0.4458, "X4": 0.58533, "Y4": 0.4458, "page": 0, "Index": 128}, {"Word": "from", "Confidence": 0.515, "X1": 0.62933, "Y1": 0.4332, "X2": 0.65467, "Y2": 0.433, "X3": 0.65333, "Y3": 0.4458, "X4": 0.628, "Y4": 0.4458, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.19067, "Y1": 0.4442, "X2": 0.208, "Y2": 0.444, "X3": 0.20667, "Y3": 0.4538, "X4": 0.18933, "Y4": 0.4528, "page": 0, "Index": 130}, {"Word": "sheet", "Confidence": 0.991, "X1": 0.21067, "Y1": 0.4442, "X2": 0.24133, "Y2": 0.444, "X3": 0.24, "Y3": 0.4538, "X4": 0.20933, "Y4": 0.4538, "page": 0, "Index": 131}, {"Word": "given", "Confidence": 0.683, "X1": 0.244, "Y1": 0.4442, "X2": 0.27333, "Y2": 0.444, "X3": 0.272, "Y3": 0.4548, "X4": 0.24267, "Y4": 0.4538, "page": 0, "Index": 132}, {"Word": "to", "Confidence": 0.997, "X1": 0.276, "Y1": 0.4442, "X2": 0.288, "Y2": 0.444, "X3": 0.288, "Y3": 0.4548, "X4": 0.27467, "Y4": 0.4548, "page": 0, "Index": 133}, {"Word": "you", "Confidence": 0.997, "X1": 0.29067, "Y1": 0.4442, "X2": 0.30933, "Y2": 0.444, "X3": 0.30933, "Y3": 0.4548, "X4": 0.29067, "Y4": 0.4548, "page": 0, "Index": 134}, {"Word": "by", "Confidence": 0.994, "X1": 0.31333, "Y1": 0.4442, "X2": 0.32533, "Y2": 0.444, "X3": 0.32533, "Y3": 0.4548, "X4": 0.312, "Y4": 0.4548, "page": 0, "Index": 135}, {"Word": "your", "Confidence": 0.995, "X1": 0.328, "Y1": 0.4442, "X2": 0.35467, "Y2": 0.444, "X3": 0.35467, "Y3": 0.4548, "X4": 0.328, "Y4": 0.4548, "page": 0, "Index": 136}, {"Word": "supervisor.", "Confidence": 0.297, "X1": 0.35733, "Y1": 0.4442, "X2": 0.42, "Y2": 0.444, "X3": 0.42, "Y3": 0.4548, "X4": 0.35733, "Y4": 0.4548, "page": 0, "Index": 137}, {"Word": "For", "Confidence": 0.957, "X1": 0.18933, "Y1": 0.4542, "X2": 0.208, "Y2": 0.454, "X3": 0.208, "Y3": 0.4648, "X4": 0.18933, "Y4": 0.4648, "page": 0, "Index": 138}, {"Word": "those", "Confidence": 0.991, "X1": 0.21067, "Y1": 0.4552, "X2": 0.23867, "Y2": 0.455, "X3": 0.23867, "Y3": 0.4648, "X4": 0.21067, "Y4": 0.4648, "page": 0, "Index": 139}, {"Word": "persons", "Confidence": 0.771, "X1": 0.24133, "Y1": 0.4552, "X2": 0.28267, "Y2": 0.455, "X3": 0.28267, "Y3": 0.4648, "X4": 0.24133, "Y4": 0.4648, "page": 0, "Index": 140}, {"Word": "you", "Confidence": 0.848, "X1": 0.28533, "Y1": 0.4552, "X2": 0.30533, "Y2": 0.455, "X3": 0.30533, "Y3": 0.4648, "X4": 0.28667, "Y4": 0.4648, "page": 0, "Index": 141}, {"Word": "are", "Confidence": 0.847, "X1": 0.308, "Y1": 0.4552, "X2": 0.32533, "Y2": 0.455, "X3": 0.32533, "Y3": 0.4648, "X4": 0.308, "Y4": 0.4648, "page": 0, "Index": 142}, {"Word": "able", "Confidence": 0.881, "X1": 0.32933, "Y1": 0.4552, "X2": 0.35467, "Y2": 0.455, "X3": 0.35467, "Y3": 0.4648, "X4": 0.32933, "Y4": 0.4648, "page": 0, "Index": 143}, {"Word": "to", "Confidence": 0.931, "X1": 0.35733, "Y1": 0.4552, "X2": 0.37067, "Y2": 0.455, "X3": 0.37067, "Y3": 0.4648, "X4": 0.35733, "Y4": 0.4648, "page": 0, "Index": 144}, {"Word": "reach", "Confidence": 0.587, "X1": 0.37333, "Y1": 0.4552, "X2": 0.40267, "Y2": 0.455, "X3": 0.40267, "Y3": 0.4648, "X4": 0.37333, "Y4": 0.4648, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.996, "X1": 0.40533, "Y1": 0.4552, "X2": 0.42533, "Y2": 0.455, "X3": 0.424, "Y3": 0.4648, "X4": 0.40533, "Y4": 0.4648, "page": 0, "Index": 146}, {"Word": "interview,", "Confidence": 0.649, "X1": 0.428, "Y1": 0.4552, "X2": 0.484, "Y2": 0.455, "X3": 0.48267, "Y3": 0.4658, "X4": 0.428, "Y4": 0.4648, "page": 0, "Index": 147}, {"Word": "you", "Confidence": 0.991, "X1": 0.48667, "Y1": 0.4552, "X2": 0.50533, "Y2": 0.455, "X3": 0.50533, "Y3": 0.4658, "X4": 0.48667, "Y4": 0.4658, "page": 0, "Index": 148}, {"Word": "should", "Confidence": 0.83, "X1": 0.508, "Y1": 0.4552, "X2": 0.544, "Y2": 0.455, "X3": 0.54267, "Y3": 0.4658, "X4": 0.508, "Y4": 0.4658, "page": 0, "Index": 149}, {"Word": "record", "Confidence": 0.868, "X1": 0.54667, "Y1": 0.4552, "X2": 0.584, "Y2": 0.455, "X3": 0.58267, "Y3": 0.4658, "X4": 0.54533, "Y4": 0.4658, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.996, "X1": 0.58667, "Y1": 0.4552, "X2": 0.60533, "Y2": 0.455, "X3": 0.604, "Y3": 0.4658, "X4": 0.58533, "Y4": 0.4658, "page": 0, "Index": 151}, {"Word": "telephone", "Confidence": 0.281, "X1": 0.608, "Y1": 0.4542, "X2": 0.66, "Y2": 0.454, "X3": 0.65867, "Y3": 0.4658, "X4": 0.608, "Y4": 0.4658, "page": 0, "Index": 152}, {"Word": "huber,", "Confidence": 0.609, "X1": 0.19067, "Y1": 0.4642, "X2": 0.22933, "Y2": 0.464, "X3": 0.228, "Y3": 0.4738, "X4": 0.18933, "Y4": 0.4728, "page": 0, "Index": 153}, {"Word": "mine", "Confidence": 0.071, "X1": 0.232, "Y1": 0.4642, "X2": 0.25733, "Y2": 0.464, "X3": 0.25733, "Y3": 0.4738, "X4": 0.23067, "Y4": 0.4738, "page": 0, "Index": 154}, {"Word": "and", "Confidence": 0.955, "X1": 0.26, "Y1": 0.4642, "X2": 0.27867, "Y2": 0.464, "X3": 0.27733, "Y3": 0.4738, "X4": 0.26, "Y4": 0.4738, "page": 0, "Index": 155}, {"Word": "complete", "Confidence": 0.519, "X1": 0.28133, "Y1": 0.4642, "X2": 0.32667, "Y2": 0.464, "X3": 0.32667, "Y3": 0.4748, "X4": 0.28, "Y4": 0.4738, "page": 0, "Index": 156}, {"Word": "address", "Confidence": 0.632, "X1": 0.32933, "Y1": 0.4642, "X2": 0.37067, "Y2": 0.464, "X3": 0.37067, "Y3": 0.4748, "X4": 0.32933, "Y4": 0.4748, "page": 0, "Index": 157}, {"Word": "on", "Confidence": 0.982, "X1": 0.37333, "Y1": 0.4642, "X2": 0.38667, "Y2": 0.464, "X3": 0.38667, "Y3": 0.4748, "X4": 0.37333, "Y4": 0.4748, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.994, "X1": 0.39067, "Y1": 0.4642, "X2": 0.40933, "Y2": 0.464, "X3": 0.40933, "Y3": 0.4748, "X4": 0.39067, "Y4": 0.4748, "page": 0, "Index": 159}, {"Word": "green", "Confidence": 0.849, "X1": 0.412, "Y1": 0.4642, "X2": 0.44133, "Y2": 0.464, "X3": 0.44133, "Y3": 0.4738, "X4": 0.412, "Y4": 0.4748, "page": 0, "Index": 160}, {"Word": "screening", "Confidence": 0.171, "X1": 0.444, "Y1": 0.4652, "X2": 0.496, "Y2": 0.465, "X3": 0.496, "Y3": 0.4738, "X4": 0.444, "Y4": 0.4738, "page": 0, "Index": 161}, {"Word": "for", "Confidence": 0.636, "X1": 0.49867, "Y1": 0.4652, "X2": 0.51733, "Y2": 0.465, "X3": 0.51867, "Y3": 0.4738, "X4": 0.49867, "Y4": 0.4738, "page": 0, "Index": 162}, {"Word": "For", "Confidence": 0.991, "X1": 0.19067, "Y1": 0.4762, "X2": 0.208, "Y2": 0.476, "X3": 0.20667, "Y3": 0.4848, "X4": 0.18933, "Y4": 0.4848, "page": 0, "Index": 163}, {"Word": "these", "Confidence": 0.898, "X1": 0.212, "Y1": 0.4762, "X2": 0.24, "Y2": 0.476, "X3": 0.23867, "Y3": 0.4858, "X4": 0.21067, "Y4": 0.4848, "page": 0, "Index": 164}, {"Word": "persons", "Confidence": 0.664, "X1": 0.24267, "Y1": 0.4762, "X2": 0.284, "Y2": 0.476, "X3": 0.28267, "Y3": 0.4858, "X4": 0.24133, "Y4": 0.4858, "page": 0, "Index": 165}, {"Word": "you", "Confidence": 0.97, "X1": 0.288, "Y1": 0.4762, "X2": 0.30533, "Y2": 0.476, "X3": 0.304, "Y3": 0.4858, "X4": 0.28533, "Y4": 0.4858, "page": 0, "Index": 166}, {"Word": "are", "Confidence": 0.748, "X1": 0.30933, "Y1": 0.4762, "X2": 0.32667, "Y2": 0.476, "X3": 0.32533, "Y3": 0.4858, "X4": 0.30667, "Y4": 0.4858, "page": 0, "Index": 167}, {"Word": "unable", "Confidence": 0.486, "X1": 0.32933, "Y1": 0.4762, "X2": 0.36667, "Y2": 0.476, "X3": 0.36533, "Y3": 0.4858, "X4": 0.328, "Y4": 0.4858, "page": 0, "Index": 168}, {"Word": "to", "Confidence": 0.993, "X1": 0.36933, "Y1": 0.4762, "X2": 0.38267, "Y2": 0.476, "X3": 0.38133, "Y3": 0.4858, "X4": 0.368, "Y4": 0.4858, "page": 0, "Index": 169}, {"Word": "meoch", "Confidence": 0.578, "X1": 0.38533, "Y1": 0.4762, "X2": 0.41467, "Y2": 0.476, "X3": 0.41333, "Y3": 0.4858, "X4": 0.384, "Y4": 0.4858, "page": 0, "Index": 170}, {"Word": "you", "Confidence": 0.996, "X1": 0.41733, "Y1": 0.4762, "X2": 0.436, "Y2": 0.476, "X3": 0.43467, "Y3": 0.4858, "X4": 0.416, "Y4": 0.4858, "page": 0, "Index": 171}, {"Word": "should", "Confidence": 0.837, "X1": 0.43867, "Y1": 0.4762, "X2": 0.47467, "Y2": 0.476, "X3": 0.47333, "Y3": 0.4858, "X4": 0.43733, "Y4": 0.4858, "page": 0, "Index": 172}, {"Word": "attach", "Confidence": 0.941, "X1": 0.47733, "Y1": 0.4762, "X2": 0.51067, "Y2": 0.476, "X3": 0.50933, "Y3": 0.4858, "X4": 0.476, "Y4": 0.4858, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.998, "X1": 0.516, "Y1": 0.4762, "X2": 0.53467, "Y2": 0.476, "X3": 0.53333, "Y3": 0.4858, "X4": 0.51467, "Y4": 0.4858, "page": 0, "Index": 174}, {"Word": "sheet", "Confidence": 0.817, "X1": 0.536, "Y1": 0.4762, "X2": 0.56667, "Y2": 0.476, "X3": 0.56667, "Y3": 0.4858, "X4": 0.536, "Y4": 0.4858, "page": 0, "Index": 175}, {"Word": "given", "Confidence": 0.094, "X1": 0.57067, "Y1": 0.4762, "X2": 0.59867, "Y2": 0.476, "X3": 0.59733, "Y3": 0.4848, "X4": 0.56933, "Y4": 0.4858, "page": 0, "Index": 176}, {"Word": "by", "Confidence": 0.991, "X1": 0.60133, "Y1": 0.4762, "X2": 0.616, "Y2": 0.476, "X3": 0.61467, "Y3": 0.4848, "X4": 0.60133, "Y4": 0.4848, "page": 0, "Index": 177}, {"Word": "your", "Confidence": 0.991, "X1": 0.61867, "Y1": 0.4762, "X2": 0.644, "Y2": 0.476, "X3": 0.644, "Y3": 0.4848, "X4": 0.61733, "Y4": 0.4848, "page": 0, "Index": 178}, {"Word": "supervisor", "Confidence": 0.617, "X1": 0.19067, "Y1": 0.4852, "X2": 0.24533, "Y2": 0.485, "X3": 0.24533, "Y3": 0.4938, "X4": 0.18933, "Y4": 0.4938, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.997, "X1": 0.24933, "Y1": 0.4852, "X2": 0.26267, "Y2": 0.485, "X3": 0.26133, "Y3": 0.4938, "X4": 0.248, "Y4": 0.4938, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.995, "X1": 0.26667, "Y1": 0.4852, "X2": 0.284, "Y2": 0.485, "X3": 0.284, "Y3": 0.4938, "X4": 0.26533, "Y4": 0.4938, "page": 0, "Index": 181}, {"Word": "green", "Confidence": 0.857, "X1": 0.28667, "Y1": 0.4852, "X2": 0.316, "Y2": 0.485, "X3": 0.316, "Y3": 0.4938, "X4": 0.28667, "Y4": 0.4938, "page": 0, "Index": 182}, {"Word": "form", "Confidence": 0.522, "X1": 0.32, "Y1": 0.4852, "X2": 0.34267, "Y2": 0.485, "X3": 0.34267, "Y3": 0.4938, "X4": 0.32, "Y4": 0.4938, "page": 0, "Index": 183}, {"Word": "and", "Confidence": 0.798, "X1": 0.34667, "Y1": 0.4842, "X2": 0.36667, "Y2": 0.484, "X3": 0.36533, "Y3": 0.4938, "X4": 0.34667, "Y4": 0.4938, "page": 0, "Index": 184}, {"Word": "recerd", "Confidence": 0.818, "X1": 0.36933, "Y1": 0.4842, "X2": 0.40267, "Y2": 0.484, "X3": 0.40267, "Y3": 0.4938, "X4": 0.368, "Y4": 0.4938, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.079, "X1": 0.408, "Y1": 0.4852, "X2": 0.42533, "Y2": 0.485, "X3": 0.42533, "Y3": 0.4938, "X4": 0.40667, "Y4": 0.4938, "page": 0, "Index": 186}, {"Word": "results", "Confidence": 0.609, "X1": 0.428, "Y1": 0.4852, "X2": 0.468, "Y2": 0.485, "X3": 0.468, "Y3": 0.4938, "X4": 0.428, "Y4": 0.4938, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.998, "X1": 0.47067, "Y1": 0.4852, "X2": 0.48533, "Y2": 0.485, "X3": 0.48533, "Y3": 0.4938, "X4": 0.47067, "Y4": 0.4938, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.063, "X1": 0.488, "Y1": 0.4852, "X2": 0.50533, "Y2": 0.485, "X3": 0.50533, "Y3": 0.4938, "X4": 0.488, "Y4": 0.4938, "page": 0, "Index": 189}, {"Word": "attempts", "Confidence": 0.464, "X1": 0.508, "Y1": 0.4852, "X2": 0.55467, "Y2": 0.485, "X3": 0.55467, "Y3": 0.4938, "X4": 0.50933, "Y4": 0.4938, "page": 0, "Index": 190}, {"Word": "you", "Confidence": 0.837, "X1": 0.55867, "Y1": 0.4852, "X2": 0.57733, "Y2": 0.485, "X3": 0.57733, "Y3": 0.4938, "X4": 0.55867, "Y4": 0.4938, "page": 0, "Index": 191}, {"Word": "made.", "Confidence": 0.056, "X1": 0.58, "Y1": 0.4852, "X2": 0.61067, "Y2": 0.485, "X3": 0.61067, "Y3": 0.4938, "X4": 0.58, "Y4": 0.4938, "page": 0, "Index": 192}, {"Word": "The", "Confidence": 0.135, "X1": 0.19067, "Y1": 0.4962, "X2": 0.208, "Y2": 0.496, "X3": 0.20667, "Y3": 0.5058, "X4": 0.18933, "Y4": 0.5058, "page": 0, "Index": 193}, {"Word": "a", "Confidence": 0.899, "X1": 0.21067, "Y1": 0.4962, "X2": 0.21867, "Y2": 0.496, "X3": 0.216, "Y3": 0.5058, "X4": 0.20933, "Y4": 0.5058, "page": 0, "Index": 194}, {"Word": "blank", "Confidence": 0.608, "X1": 0.22133, "Y1": 0.4962, "X2": 0.252, "Y2": 0.496, "X3": 0.25067, "Y3": 0.5058, "X4": 0.21867, "Y4": 0.5058, "page": 0, "Index": 195}, {"Word": "green", "Confidence": 0.6, "X1": 0.25467, "Y1": 0.4962, "X2": 0.284, "Y2": 0.496, "X3": 0.28267, "Y3": 0.5058, "X4": 0.25333, "Y4": 0.5058, "page": 0, "Index": 196}, {"Word": "for", "Confidence": 0.383, "X1": 0.288, "Y1": 0.4962, "X2": 0.30533, "Y2": 0.496, "X3": 0.304, "Y3": 0.5068, "X4": 0.28667, "Y4": 0.5058, "page": 0, "Index": 197}, {"Word": "for", "Confidence": 0.676, "X1": 0.31467, "Y1": 0.4962, "X2": 0.332, "Y2": 0.496, "X3": 0.33067, "Y3": 0.5068, "X4": 0.31333, "Y4": 0.5068, "page": 0, "Index": 198}, {"Word": "writing", "Confidence": 0.854, "X1": 0.33467, "Y1": 0.4962, "X2": 0.37733, "Y2": 0.496, "X3": 0.376, "Y3": 0.5068, "X4": 0.33333, "Y4": 0.5068, "page": 0, "Index": 199}, {"Word": "in", "Confidence": 0.957, "X1": 0.38, "Y1": 0.4962, "X2": 0.392, "Y2": 0.496, "X3": 0.392, "Y3": 0.5068, "X4": 0.37867, "Y4": 0.5068, "page": 0, "Index": 200}, {"Word": "the", "Confidence": 0.993, "X1": 0.396, "Y1": 0.4962, "X2": 0.41333, "Y2": 0.496, "X3": 0.412, "Y3": 0.5068, "X4": 0.39467, "Y4": 0.5068, "page": 0, "Index": 201}, {"Word": "first", "Confidence": 0.776, "X1": 0.416, "Y1": 0.4962, "X2": 0.44667, "Y2": 0.496, "X3": 0.44533, "Y3": 0.5058, "X4": 0.41467, "Y4": 0.5068, "page": 0, "Index": 202}, {"Word": "set", "Confidence": 0.766, "X1": 0.44933, "Y1": 0.4962, "X2": 0.468, "Y2": 0.496, "X3": 0.46667, "Y3": 0.5058, "X4": 0.448, "Y4": 0.5058, "page": 0, "Index": 203}, {"Word": "of", "Confidence": 0.998, "X1": 0.47067, "Y1": 0.4962, "X2": 0.484, "Y2": 0.496, "X3": 0.484, "Y3": 0.5058, "X4": 0.46933, "Y4": 0.5058, "page": 0, "Index": 204}, {"Word": "new", "Confidence": 0.335, "X1": 0.48667, "Y1": 0.4962, "X2": 0.50667, "Y2": 0.496, "X3": 0.50533, "Y3": 0.5058, "X4": 0.48667, "Y4": 0.5058, "page": 0, "Index": 205}, {"Word": "telephone", "Confidence": 0.378, "X1": 0.50933, "Y1": 0.4962, "X2": 0.56, "Y2": 0.496, "X3": 0.56, "Y3": 0.5058, "X4": 0.508, "Y4": 0.5058, "page": 0, "Index": 206}, {"Word": "numbers", "Confidence": 0.385, "X1": 0.56267, "Y1": 0.4962, "X2": 0.604, "Y2": 0.496, "X3": 0.604, "Y3": 0.5048, "X4": 0.56267, "Y4": 0.5058, "page": 0, "Index": 207}, {"Word": "..", "Confidence": 0.202, "X1": 0.608, "Y1": 0.4962, "X2": 0.62133, "Y2": 0.496, "X3": 0.62133, "Y3": 0.5048, "X4": 0.608, "Y4": 0.5048, "page": 0, "Index": 208}, {"Word": "those", "Confidence": 0.812, "X1": 0.192, "Y1": 0.5042, "X2": 0.21733, "Y2": 0.504, "X3": 0.21733, "Y3": 0.5128, "X4": 0.19067, "Y4": 0.5128, "page": 0, "Index": 209}, {"Word": "with", "Confidence": 0.803, "X1": 0.22, "Y1": 0.5042, "X2": 0.24533, "Y2": 0.504, "X3": 0.24533, "Y3": 0.5138, "X4": 0.22, "Y4": 0.5138, "page": 0, "Index": 210}, {"Word": "a", "Confidence": 0.981, "X1": 0.24933, "Y1": 0.5042, "X2": 0.256, "Y2": 0.504, "X3": 0.25467, "Y3": 0.5138, "X4": 0.248, "Y4": 0.5138, "page": 0, "Index": 211}, {"Word": "\"y\"", "Confidence": 0.016, "X1": 0.26, "Y1": 0.5052, "X2": 0.27867, "Y2": 0.505, "X3": 0.27867, "Y3": 0.5138, "X4": 0.25867, "Y4": 0.5138, "page": 0, "Index": 212}, {"Word": "added", "Confidence": 0.683, "X1": 0.28133, "Y1": 0.5052, "X2": 0.31067, "Y2": 0.505, "X3": 0.30933, "Y3": 0.5138, "X4": 0.28, "Y4": 0.5138, "page": 0, "Index": 213}, {"Word": "to", "Confidence": 0.998, "X1": 0.31467, "Y1": 0.5052, "X2": 0.32667, "Y2": 0.505, "X3": 0.32667, "Y3": 0.5138, "X4": 0.31333, "Y4": 0.5138, "page": 0, "Index": 214}, {"Word": "the", "Confidence": 0.998, "X1": 0.32933, "Y1": 0.5052, "X2": 0.34933, "Y2": 0.505, "X3": 0.348, "Y3": 0.5138, "X4": 0.32933, "Y4": 0.5138, "page": 0, "Index": 215}, {"Word": "completed", "Confidence": 0.719, "X1": 0.352, "Y1": 0.5052, "X2": 0.40267, "Y2": 0.505, "X3": 0.40267, "Y3": 0.5138, "X4": 0.35067, "Y4": 0.5138, "page": 0, "Index": 216}, {"Word": "recipient's", "Confidence": 0.293, "X1": 0.40533, "Y1": 0.5052, "X2": 0.468, "Y2": 0.505, "X3": 0.46667, "Y3": 0.5138, "X4": 0.40533, "Y4": 0.5138, "page": 0, "Index": 217}, {"Word": "telephone", "Confidence": 0.615, "X1": 0.472, "Y1": 0.5052, "X2": 0.52133, "Y2": 0.505, "X3": 0.52133, "Y3": 0.5138, "X4": 0.472, "Y4": 0.5138, "page": 0, "Index": 218}, {"Word": "number", "Confidence": 0.295, "X1": 0.524, "Y1": 0.5052, "X2": 0.56, "Y2": 0.505, "X3": 0.56, "Y3": 0.5128, "X4": 0.524, "Y4": 0.5138, "page": 0, "Index": 219}, {"Word": "and", "Confidence": 0.936, "X1": 0.564, "Y1": 0.5052, "X2": 0.58133, "Y2": 0.505, "X3": 0.58133, "Y3": 0.5128, "X4": 0.564, "Y4": 0.5128, "page": 0, "Index": 220}, {"Word": "with", "Confidence": 0.816, "X1": 0.584, "Y1": 0.5052, "X2": 0.608, "Y2": 0.505, "X3": 0.608, "Y3": 0.5128, "X4": 0.584, "Y4": 0.5128, "page": 0, "Index": 221}, {"Word": "&", "Confidence": 0.01, "X1": 0.612, "Y1": 0.5052, "X2": 0.61867, "Y2": 0.505, "X3": 0.61867, "Y3": 0.5128, "X4": 0.612, "Y4": 0.5128, "page": 0, "Index": 222}, {"Word": "w", "Confidence": 0.007, "X1": 0.18933, "Y1": 0.5132, "X2": 0.19733, "Y2": 0.513, "X3": 0.196, "Y3": 0.5228, "X4": 0.18933, "Y4": 0.5228, "page": 0, "Index": 223}, {"Word": ".,", "Confidence": 0.607, "X1": 0.20133, "Y1": 0.5132, "X2": 0.21333, "Y2": 0.513, "X3": 0.212, "Y3": 0.5228, "X4": 0.20133, "Y4": 0.5228, "page": 0, "Index": 224}, {"Word": "los.", "Confidence": 0.005, "X1": 0.216, "Y1": 0.5132, "X2": 0.23467, "Y2": 0.513, "X3": 0.23467, "Y3": 0.5228, "X4": 0.21467, "Y4": 0.5228, "page": 0, "Index": 225}, {"Word": "er", "Confidence": 0.63, "X1": 0.23733, "Y1": 0.5132, "X2": 0.252, "Y2": 0.513, "X3": 0.25067, "Y3": 0.5228, "X4": 0.23733, "Y4": 0.5228, "page": 0, "Index": 226}, {"Word": "Mos.", "Confidence": 0.091, "X1": 0.25467, "Y1": 0.5132, "X2": 0.27867, "Y2": 0.513, "X3": 0.27867, "Y3": 0.5228, "X4": 0.25333, "Y4": 0.5228, "page": 0, "Index": 227}, {"Word": "right", "Confidence": 0.77, "X1": 0.28133, "Y1": 0.5132, "X2": 0.31067, "Y2": 0.513, "X3": 0.31067, "Y3": 0.5228, "X4": 0.28133, "Y4": 0.5228, "page": 0, "Index": 228}, {"Word": "after", "Confidence": 0.736, "X1": 0.31467, "Y1": 0.5122, "X2": 0.34267, "Y2": 0.512, "X3": 0.34267, "Y3": 0.5218, "X4": 0.31467, "Y4": 0.5218, "page": 0, "Index": 229}, {"Word": "ME!", "Confidence": 0.144, "X1": 0.34533, "Y1": 0.5122, "X2": 0.37733, "Y2": 0.512, "X3": 0.37867, "Y3": 0.5208, "X4": 0.34533, "Y4": 0.5218, "page": 0, "Index": 230}, {"Word": ".", "Confidence": 0.261, "X1": 0.44667, "Y1": 0.5132, "X2": 0.45333, "Y2": 0.513, "X3": 0.45467, "Y3": 0.5228, "X4": 0.44667, "Y4": 0.5228, "page": 0, "Index": 231}, {"Word": "In", "Confidence": 0.998, "X1": 0.46133, "Y1": 0.5132, "X2": 0.47333, "Y2": 0.513, "X3": 0.47467, "Y3": 0.5228, "X4": 0.46133, "Y4": 0.5228, "page": 0, "Index": 232}, {"Word": "this", "Confidence": 0.969, "X1": 0.47733, "Y1": 0.5132, "X2": 0.5, "Y2": 0.513, "X3": 0.5, "Y3": 0.5228, "X4": 0.47733, "Y4": 0.5228, "page": 0, "Index": 233}, {"Word": "way", "Confidence": 0.849, "X1": 0.50267, "Y1": 0.5132, "X2": 0.52267, "Y2": 0.513, "X3": 0.52267, "Y3": 0.5218, "X4": 0.50267, "Y4": 0.5218, "page": 0, "Index": 234}, {"Word": "you", "Confidence": 0.998, "X1": 0.52533, "Y1": 0.5132, "X2": 0.544, "Y2": 0.513, "X3": 0.544, "Y3": 0.5218, "X4": 0.52533, "Y4": 0.5218, "page": 0, "Index": 235}, {"Word": "will", "Confidence": 0.689, "X1": 0.54533, "Y1": 0.5132, "X2": 0.57067, "Y2": 0.513, "X3": 0.57067, "Y3": 0.5218, "X4": 0.54667, "Y4": 0.5218, "page": 0, "Index": 236}, {"Word": "be", "Confidence": 0.667, "X1": 0.57333, "Y1": 0.5132, "X2": 0.588, "Y2": 0.513, "X3": 0.588, "Y3": 0.5218, "X4": 0.57333, "Y4": 0.5218, "page": 0, "Index": 237}, {"Word": "able", "Confidence": 0.26, "X1": 0.59067, "Y1": 0.5132, "X2": 0.61467, "Y2": 0.513, "X3": 0.61467, "Y3": 0.5218, "X4": 0.59067, "Y4": 0.5218, "page": 0, "Index": 238}, {"Word": "to", "Confidence": 0.997, "X1": 0.61867, "Y1": 0.5132, "X2": 0.63067, "Y2": 0.513, "X3": 0.63067, "Y3": 0.5218, "X4": 0.61867, "Y4": 0.5218, "page": 0, "Index": 239}, {"Word": "keep", "Confidence": 0.183, "X1": 0.63333, "Y1": 0.5132, "X2": 0.65867, "Y2": 0.513, "X3": 0.65867, "Y3": 0.5218, "X4": 0.63333, "Y4": 0.5218, "page": 0, "Index": 240}, {"Word": "track", "Confidence": 0.696, "X1": 0.19067, "Y1": 0.5202, "X2": 0.21867, "Y2": 0.52, "X3": 0.21733, "Y3": 0.5298, "X4": 0.19067, "Y4": 0.5298, "page": 0, "Index": 241}, {"Word": "of", "Confidence": 0.997, "X1": 0.22133, "Y1": 0.5202, "X2": 0.236, "Y2": 0.52, "X3": 0.23467, "Y3": 0.5308, "X4": 0.22, "Y4": 0.5308, "page": 0, "Index": 242}, {"Word": "the", "Confidence": 0.994, "X1": 0.23867, "Y1": 0.5212, "X2": 0.25733, "Y2": 0.521, "X3": 0.256, "Y3": 0.5308, "X4": 0.23733, "Y4": 0.5308, "page": 0, "Index": 243}, {"Word": "sex", "Confidence": 0.872, "X1": 0.26, "Y1": 0.5212, "X2": 0.27733, "Y2": 0.521, "X3": 0.276, "Y3": 0.5308, "X4": 0.26, "Y4": 0.5308, "page": 0, "Index": 244}, {"Word": "needed", "Confidence": 0.507, "X1": 0.28, "Y1": 0.5212, "X2": 0.31733, "Y2": 0.521, "X3": 0.316, "Y3": 0.5308, "X4": 0.28, "Y4": 0.5308, "page": 0, "Index": 245}, {"Word": "for", "Confidence": 0.848, "X1": 0.32, "Y1": 0.5202, "X2": 0.33867, "Y2": 0.52, "X3": 0.33867, "Y3": 0.5308, "X4": 0.32, "Y4": 0.5308, "page": 0, "Index": 246}, {"Word": "a", "Confidence": 0.734, "X1": 0.34133, "Y1": 0.5202, "X2": 0.348, "Y2": 0.52, "X3": 0.348, "Y3": 0.5308, "X4": 0.34133, "Y4": 0.5308, "page": 0, "Index": 247}, {"Word": "non-recipient.", "Confidence": 0.403, "X1": 0.352, "Y1": 0.5172, "X2": 0.432, "Y2": 0.517, "X3": 0.432, "Y3": 0.5288, "X4": 0.35067, "Y4": 0.5298, "page": 0, "Index": 248}, {"Word": "You", "Confidence": 0.997, "X1": 0.19067, "Y1": 0.5332, "X2": 0.20667, "Y2": 0.533, "X3": 0.20533, "Y3": 0.5438, "X4": 0.18933, "Y4": 0.5438, "page": 0, "Index": 249}, {"Word": "may", "Confidence": 0.68, "X1": 0.20933, "Y1": 0.5332, "X2": 0.22933, "Y2": 0.533, "X3": 0.228, "Y3": 0.5438, "X4": 0.20933, "Y4": 0.5438, "page": 0, "Index": 250}, {"Word": "use", "Confidence": 0.234, "X1": 0.232, "Y1": 0.5332, "X2": 0.25067, "Y2": 0.533, "X3": 0.25067, "Y3": 0.5438, "X4": 0.23067, "Y4": 0.5438, "page": 0, "Index": 251}, {"Word": "each", "Confidence": 0.613, "X1": 0.25333, "Y1": 0.5322, "X2": 0.27733, "Y2": 0.532, "X3": 0.27733, "Y3": 0.5428, "X4": 0.25333, "Y4": 0.5438, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.997, "X1": 0.28, "Y1": 0.5322, "X2": 0.29333, "Y2": 0.532, "X3": 0.29333, "Y3": 0.5428, "X4": 0.28, "Y4": 0.5428, "page": 0, "Index": 253}, {"Word": "these", "Confidence": 0.604, "X1": 0.29733, "Y1": 0.5322, "X2": 0.32667, "Y2": 0.532, "X3": 0.32533, "Y3": 0.5428, "X4": 0.296, "Y4": 0.5428, "page": 0, "Index": 254}, {"Word": "forns", "Confidence": 0.676, "X1": 0.32933, "Y1": 0.5322, "X2": 0.36, "Y2": 0.532, "X3": 0.35867, "Y3": 0.5428, "X4": 0.328, "Y4": 0.5428, "page": 0, "Index": 255}, {"Word": "for", "Confidence": 0.956, "X1": 0.36267, "Y1": 0.5322, "X2": 0.38133, "Y2": 0.532, "X3": 0.38, "Y3": 0.5428, "X4": 0.36267, "Y4": 0.5428, "page": 0, "Index": 256}, {"Word": "more", "Confidence": 0.606, "X1": 0.384, "Y1": 0.5322, "X2": 0.408, "Y2": 0.532, "X3": 0.408, "Y3": 0.5428, "X4": 0.38267, "Y4": 0.5428, "page": 0, "Index": 257}, {"Word": "than", "Confidence": 0.79, "X1": 0.412, "Y1": 0.5322, "X2": 0.43467, "Y2": 0.532, "X3": 0.43333, "Y3": 0.5428, "X4": 0.41067, "Y4": 0.5428, "page": 0, "Index": 258}, {"Word": "1", "Confidence": 0.606, "X1": 0.43733, "Y1": 0.5322, "X2": 0.44533, "Y2": 0.532, "X3": 0.44533, "Y3": 0.5428, "X4": 0.43733, "Y4": 0.5428, "page": 0, "Index": 259}, {"Word": "dialing", "Confidence": 0.811, "X1": 0.44933, "Y1": 0.5322, "X2": 0.48933, "Y2": 0.532, "X3": 0.488, "Y3": 0.5428, "X4": 0.44933, "Y4": 0.5428, "page": 0, "Index": 260}, {"Word": "attapt.", "Confidence": 0.605, "X1": 0.492, "Y1": 0.5332, "X2": 0.53867, "Y2": 0.533, "X3": 0.53867, "Y3": 0.5428, "X4": 0.492, "Y4": 0.5428, "page": 0, "Index": 261}, {"Word": "There", "Confidence": 0.778, "X1": 0.19067, "Y1": 0.5452, "X2": 0.21867, "Y2": 0.545, "X3": 0.21867, "Y3": 0.5548, "X4": 0.18933, "Y4": 0.5548, "page": 0, "Index": 262}, {"Word": "are", "Confidence": 0.842, "X1": 0.22133, "Y1": 0.5452, "X2": 0.24, "Y2": 0.545, "X3": 0.23867, "Y3": 0.5548, "X4": 0.22133, "Y4": 0.5548, "page": 0, "Index": 263}, {"Word": "extras", "Confidence": 0.847, "X1": 0.24267, "Y1": 0.5452, "X2": 0.27867, "Y2": 0.545, "X3": 0.27733, "Y3": 0.5548, "X4": 0.24133, "Y4": 0.5548, "page": 0, "Index": 264}, {"Word": "in", "Confidence": 0.445, "X1": 0.28133, "Y1": 0.5452, "X2": 0.29467, "Y2": 0.545, "X3": 0.29333, "Y3": 0.5548, "X4": 0.28, "Y4": 0.5548, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.965, "X1": 0.29733, "Y1": 0.5452, "X2": 0.31733, "Y2": 0.545, "X3": 0.316, "Y3": 0.5548, "X4": 0.296, "Y4": 0.5548, "page": 0, "Index": 266}, {"Word": "event", "Confidence": 0.622, "X1": 0.32, "Y1": 0.5452, "X2": 0.34933, "Y2": 0.545, "X3": 0.34933, "Y3": 0.5548, "X4": 0.31867, "Y4": 0.5548, "page": 0, "Index": 267}, {"Word": "there", "Confidence": 0.66, "X1": 0.352, "Y1": 0.5452, "X2": 0.38133, "Y2": 0.545, "X3": 0.38133, "Y3": 0.5548, "X4": 0.352, "Y4": 0.5548, "page": 0, "Index": 268}, {"Word": "is", "Confidence": 0.991, "X1": 0.384, "Y1": 0.5452, "X2": 0.396, "Y2": 0.545, "X3": 0.396, "Y3": 0.5548, "X4": 0.384, "Y4": 0.5548, "page": 0, "Index": 269}, {"Word": "not", "Confidence": 0.93, "X1": 0.39867, "Y1": 0.5452, "X2": 0.41867, "Y2": 0.545, "X3": 0.41867, "Y3": 0.5548, "X4": 0.39867, "Y4": 0.5548, "page": 0, "Index": 270}, {"Word": "enough", "Confidence": 0.674, "X1": 0.42133, "Y1": 0.5452, "X2": 0.45733, "Y2": 0.545, "X3": 0.45733, "Y3": 0.5548, "X4": 0.42133, "Y4": 0.5548, "page": 0, "Index": 271}, {"Word": "room", "Confidence": 0.773, "X1": 0.46, "Y1": 0.5452, "X2": 0.484, "Y2": 0.545, "X3": 0.484, "Y3": 0.5548, "X4": 0.46, "Y4": 0.5548, "page": 0, "Index": 272}, {"Word": "for", "Confidence": 0.955, "X1": 0.48667, "Y1": 0.5452, "X2": 0.50667, "Y2": 0.545, "X3": 0.50667, "Y3": 0.5548, "X4": 0.48667, "Y4": 0.5548, "page": 0, "Index": 273}, {"Word": "all", "Confidence": 0.806, "X1": 0.50933, "Y1": 0.5452, "X2": 0.528, "Y2": 0.545, "X3": 0.528, "Y3": 0.5548, "X4": 0.50933, "Y4": 0.5548, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.991, "X1": 0.53067, "Y1": 0.5452, "X2": 0.54933, "Y2": 0.545, "X3": 0.54933, "Y3": 0.5548, "X4": 0.53067, "Y4": 0.5548, "page": 0, "Index": 275}, {"Word": "telephone", "Confidence": 0.643, "X1": 0.55333, "Y1": 0.5452, "X2": 0.604, "Y2": 0.545, "X3": 0.604, "Y3": 0.5548, "X4": 0.552, "Y4": 0.5548, "page": 0, "Index": 276}, {"Word": "streets", "Confidence": 0.17, "X1": 0.60667, "Y1": 0.5452, "X2": 0.65467, "Y2": 0.545, "X3": 0.65467, "Y3": 0.5558, "X4": 0.60667, "Y4": 0.5548, "page": 0, "Index": 277}, {"Word": "needed", "Confidence": 0.657, "X1": 0.19067, "Y1": 0.5542, "X2": 0.224, "Y2": 0.554, "X3": 0.224, "Y3": 0.5628, "X4": 0.18933, "Y4": 0.5628, "page": 0, "Index": 278}, {"Word": "to", "Confidence": 0.996, "X1": 0.228, "Y1": 0.5542, "X2": 0.24, "Y2": 0.554, "X3": 0.24, "Y3": 0.5628, "X4": 0.228, "Y4": 0.5628, "page": 0, "Index": 279}, {"Word": "complete", "Confidence": 0.779, "X1": 0.24267, "Y1": 0.5542, "X2": 0.28933, "Y2": 0.554, "X3": 0.288, "Y3": 0.5628, "X4": 0.24267, "Y4": 0.5628, "page": 0, "Index": 280}, {"Word": "the", "Confidence": 0.924, "X1": 0.29333, "Y1": 0.5542, "X2": 0.31067, "Y2": 0.554, "X3": 0.31067, "Y3": 0.5628, "X4": 0.292, "Y4": 0.5628, "page": 0, "Index": 281}, {"Word": "non-recipient", "Confidence": 0.221, "X1": 0.31333, "Y1": 0.5532, "X2": 0.38667, "Y2": 0.553, "X3": 0.38667, "Y3": 0.5628, "X4": 0.31333, "Y4": 0.5628, "page": 0, "Index": 282}, {"Word": "quota.", "Confidence": 0.635, "X1": 0.38933, "Y1": 0.5532, "X2": 0.424, "Y2": 0.553, "X3": 0.424, "Y3": 0.5628, "X4": 0.38933, "Y4": 0.5628, "page": 0, "Index": 283}, {"Word": "Read", "Confidence": 0.913, "X1": 0.19333, "Y1": 0.5652, "X2": 0.21733, "Y2": 0.565, "X3": 0.21733, "Y3": 0.5748, "X4": 0.192, "Y4": 0.5748, "page": 0, "Index": 284}, {"Word": "introduction", "Confidence": 0.567, "X1": 0.22, "Y1": 0.5652, "X2": 0.28667, "Y2": 0.565, "X3": 0.28667, "Y3": 0.5758, "X4": 0.22, "Y4": 0.5748, "page": 0, "Index": 285}, {"Word": "as", "Confidence": 0.417, "X1": 0.29067, "Y1": 0.5652, "X2": 0.30267, "Y2": 0.565, "X3": 0.30267, "Y3": 0.5758, "X4": 0.29067, "Y4": 0.5758, "page": 0, "Index": 286}, {"Word": "stated.", "Confidence": 0.622, "X1": 0.30533, "Y1": 0.5662, "X2": 0.348, "Y2": 0.566, "X3": 0.348, "Y3": 0.5758, "X4": 0.30533, "Y4": 0.5758, "page": 0, "Index": 287}, {"Word": "ROICIPIDVIS,", "Confidence": 0.222, "X1": 0.21467, "Y1": 0.5772, "X2": 0.276, "Y2": 0.577, "X3": 0.276, "Y3": 0.5878, "X4": 0.21333, "Y4": 0.5888, "page": 0, "Index": 288}, {"Word": "Twad", "Confidence": 0.69, "X1": 0.27867, "Y1": 0.5772, "X2": 0.304, "Y2": 0.577, "X3": 0.30267, "Y3": 0.5878, "X4": 0.27867, "Y4": 0.5878, "page": 0, "Index": 289}, {"Word": "the", "Confidence": 0.993, "X1": 0.30667, "Y1": 0.5782, "X2": 0.324, "Y2": 0.578, "X3": 0.324, "Y3": 0.5878, "X4": 0.30533, "Y4": 0.5878, "page": 0, "Index": 290}, {"Word": "balance", "Confidence": 0.3, "X1": 0.328, "Y1": 0.5782, "X2": 0.368, "Y2": 0.578, "X3": 0.368, "Y3": 0.5878, "X4": 0.32667, "Y4": 0.5878, "page": 0, "Index": 291}, {"Word": "of", "Confidence": 0.991, "X1": 0.37067, "Y1": 0.5782, "X2": 0.38533, "Y2": 0.578, "X3": 0.384, "Y3": 0.5878, "X4": 0.37067, "Y4": 0.5878, "page": 0, "Index": 292}, {"Word": "the", "Confidence": 0.885, "X1": 0.388, "Y1": 0.5782, "X2": 0.408, "Y2": 0.578, "X3": 0.40667, "Y3": 0.5878, "X4": 0.38667, "Y4": 0.5878, "page": 0, "Index": 293}, {"Word": "latroduction", "Confidence": 0.4, "X1": 0.41067, "Y1": 0.5782, "X2": 0.47733, "Y2": 0.578, "X3": 0.47733, "Y3": 0.5878, "X4": 0.40933, "Y4": 0.5878, "page": 0, "Index": 294}, {"Word": "in", "Confidence": 0.916, "X1": 0.48, "Y1": 0.5782, "X2": 0.49333, "Y2": 0.578, "X3": 0.49333, "Y3": 0.5878, "X4": 0.48, "Y4": 0.5878, "page": 0, "Index": 295}, {"Word": "the", "Confidence": 0.958, "X1": 0.496, "Y1": 0.5792, "X2": 0.516, "Y2": 0.579, "X3": 0.51467, "Y3": 0.5878, "X4": 0.496, "Y4": 0.5878, "page": 0, "Index": 296}, {"Word": "first", "Confidence": 0.607, "X1": 0.51867, "Y1": 0.5792, "X2": 0.54667, "Y2": 0.579, "X3": 0.54667, "Y3": 0.5878, "X4": 0.51733, "Y4": 0.5878, "page": 0, "Index": 297}, {"Word": "POR", "Confidence": 0.672, "X1": 0.19333, "Y1": 0.5772, "X2": 0.212, "Y2": 0.577, "X3": 0.21067, "Y3": 0.5888, "X4": 0.192, "Y4": 0.5888, "page": 0, "Index": 298}, {"Word": "reaching", "Confidence": 0.279, "X1": 0.19467, "Y1": 0.5862, "X2": 0.23733, "Y2": 0.586, "X3": 0.23733, "Y3": 0.5958, "X4": 0.19467, "Y4": 0.5948, "page": 0, "Index": 299}, {"Word": "the", "Confidence": 0.766, "X1": 0.24267, "Y1": 0.5862, "X2": 0.26133, "Y2": 0.586, "X3": 0.26, "Y3": 0.5958, "X4": 0.24133, "Y4": 0.5958, "page": 0, "Index": 300}, {"Word": "specific", "Confidence": 0.441, "X1": 0.264, "Y1": 0.5862, "X2": 0.308, "Y2": 0.586, "X3": 0.308, "Y3": 0.5958, "X4": 0.26267, "Y4": 0.5958, "page": 0, "Index": 301}, {"Word": "individual", "Confidence": 0.607, "X1": 0.312, "Y1": 0.5872, "X2": 0.368, "Y2": 0.587, "X3": 0.368, "Y3": 0.5958, "X4": 0.312, "Y4": 0.5958, "page": 0, "Index": 302}, {"Word": "listed", "Confidence": 0.607, "X1": 0.37067, "Y1": 0.5872, "X2": 0.40533, "Y2": 0.587, "X3": 0.40533, "Y3": 0.5958, "X4": 0.37067, "Y4": 0.5958, "page": 0, "Index": 303}, {"Word": "(repeat", "Confidence": 0.636, "X1": 0.41067, "Y1": 0.5872, "X2": 0.44933, "Y2": 0.587, "X3": 0.448, "Y3": 0.5958, "X4": 0.41067, "Y4": 0.5958, "page": 0, "Index": 304}, {"Word": "introduction", "Confidence": 0.603, "X1": 0.45333, "Y1": 0.5882, "X2": 0.52, "Y2": 0.588, "X3": 0.52, "Y3": 0.5958, "X4": 0.45333, "Y4": 0.5958, "page": 0, "Index": 305}, {"Word": "if", "Confidence": 0.996, "X1": 0.524, "Y1": 0.5882, "X2": 0.536, "Y2": 0.588, "X3": 0.536, "Y3": 0.5968, "X4": 0.524, "Y4": 0.5958, "page": 0, "Index": 306}, {"Word": "different", "Confidence": 0.922, "X1": 0.54, "Y1": 0.5882, "X2": 0.59067, "Y2": 0.588, "X3": 0.59067, "Y3": 0.5968, "X4": 0.53867, "Y4": 0.5968, "page": 0, "Index": 307}, {"Word": "box", "Confidence": 0.653, "X1": 0.54933, "Y1": 0.5792, "X2": 0.56933, "Y2": 0.579, "X3": 0.56933, "Y3": 0.5888, "X4": 0.54933, "Y4": 0.5878, "page": 0, "Index": 308}, {"Word": "only.", "Confidence": 0.66, "X1": 0.572, "Y1": 0.5792, "X2": 0.604, "Y2": 0.579, "X3": 0.604, "Y3": 0.5888, "X4": 0.572, "Y4": 0.5888, "page": 0, "Index": 309}, {"Word": "thes", "Confidence": 0.608, "X1": 0.59467, "Y1": 0.5892, "X2": 0.61867, "Y2": 0.589, "X3": 0.61867, "Y3": 0.5968, "X4": 0.59467, "Y4": 0.5968, "page": 0, "Index": 310}, {"Word": "After", "Confidence": 0.992, "X1": 0.61067, "Y1": 0.5802, "X2": 0.64133, "Y2": 0.58, "X3": 0.64, "Y3": 0.5888, "X4": 0.60933, "Y4": 0.5888, "page": 0, "Index": 311}, {"Word": "persen", "Confidence": 0.615, "X1": 0.62, "Y1": 0.5892, "X2": 0.656, "Y2": 0.589, "X3": 0.656, "Y3": 0.5968, "X4": 0.62, "Y4": 0.5968, "page": 0, "Index": 312}, {"Word": "who", "Confidence": 0.101, "X1": 0.19333, "Y1": 0.5942, "X2": 0.212, "Y2": 0.594, "X3": 0.21067, "Y3": 0.6028, "X4": 0.192, "Y4": 0.6028, "page": 0, "Index": 313}, {"Word": "answered", "Confidence": 0.292, "X1": 0.21467, "Y1": 0.5942, "X2": 0.26, "Y2": 0.594, "X3": 0.25867, "Y3": 0.6038, "X4": 0.21333, "Y4": 0.6028, "page": 0, "Index": 314}, {"Word": "phone)", "Confidence": 0.639, "X1": 0.26267, "Y1": 0.5942, "X2": 0.29733, "Y2": 0.594, "X3": 0.29733, "Y3": 0.6038, "X4": 0.26133, "Y4": 0.6038, "page": 0, "Index": 315}, {"Word": "and", "Confidence": 0.998, "X1": 0.3, "Y1": 0.5952, "X2": 0.32, "Y2": 0.595, "X3": 0.31867, "Y3": 0.6038, "X4": 0.29867, "Y4": 0.6038, "page": 0, "Index": 316}, {"Word": "ask", "Confidence": 0.631, "X1": 0.32267, "Y1": 0.5952, "X2": 0.34, "Y2": 0.595, "X3": 0.33867, "Y3": 0.6038, "X4": 0.32267, "Y4": 0.6038, "page": 0, "Index": 317}, {"Word": "Q.", "Confidence": 0.682, "X1": 0.34267, "Y1": 0.5952, "X2": 0.35733, "Y2": 0.595, "X3": 0.356, "Y3": 0.6048, "X4": 0.34267, "Y4": 0.6038, "page": 0, "Index": 318}, {"Word": "A.", "Confidence": 0.691, "X1": 0.36, "Y1": 0.5952, "X2": 0.376, "Y2": 0.595, "X3": 0.37467, "Y3": 0.6048, "X4": 0.35867, "Y4": 0.6048, "page": 0, "Index": 319}, {"Word": "If", "Confidence": 0.761, "X1": 0.38267, "Y1": 0.5952, "X2": 0.396, "Y2": 0.595, "X3": 0.39467, "Y3": 0.6048, "X4": 0.38133, "Y4": 0.6048, "page": 0, "Index": 320}, {"Word": "person", "Confidence": 0.679, "X1": 0.39867, "Y1": 0.5952, "X2": 0.43333, "Y2": 0.595, "X3": 0.432, "Y3": 0.6048, "X4": 0.39733, "Y4": 0.6048, "page": 0, "Index": 321}, {"Word": "antvers", "Confidence": 0.605, "X1": 0.43733, "Y1": 0.5952, "X2": 0.47733, "Y2": 0.595, "X3": 0.476, "Y3": 0.6048, "X4": 0.436, "Y4": 0.6048, "page": 0, "Index": 322}, {"Word": "\"yes\"", "Confidence": 0.523, "X1": 0.48, "Y1": 0.5962, "X2": 0.51067, "Y2": 0.596, "X3": 0.51067, "Y3": 0.6048, "X4": 0.47867, "Y4": 0.6048, "page": 0, "Index": 323}, {"Word": "to", "Confidence": 0.982, "X1": 0.51333, "Y1": 0.5962, "X2": 0.52667, "Y2": 0.596, "X3": 0.52533, "Y3": 0.6048, "X4": 0.51333, "Y4": 0.6048, "page": 0, "Index": 324}, {"Word": "this", "Confidence": 0.991, "X1": 0.52933, "Y1": 0.5962, "X2": 0.55333, "Y2": 0.596, "X3": 0.552, "Y3": 0.6048, "X4": 0.528, "Y4": 0.6048, "page": 0, "Index": 325}, {"Word": "question,", "Confidence": 0.847, "X1": 0.55733, "Y1": 0.5972, "X2": 0.60933, "Y2": 0.597, "X3": 0.608, "Y3": 0.6048, "X4": 0.556, "Y4": 0.6048, "page": 0, "Index": 326}, {"Word": "continue", "Confidence": 0.163, "X1": 0.612, "Y1": 0.5972, "X2": 0.65733, "Y2": 0.597, "X3": 0.65733, "Y3": 0.6048, "X4": 0.61067, "Y4": 0.6048, "page": 0, "Index": 327}, {"Word": "interviewing", "Confidence": 0.431, "X1": 0.19333, "Y1": 0.6032, "X2": 0.26133, "Y2": 0.603, "X3": 0.26, "Y3": 0.6118, "X4": 0.192, "Y4": 0.6108, "page": 0, "Index": 328}, {"Word": "with", "Confidence": 0.73, "X1": 0.26267, "Y1": 0.6032, "X2": 0.28667, "Y2": 0.603, "X3": 0.28533, "Y3": 0.6118, "X4": 0.26267, "Y4": 0.6118, "page": 0, "Index": 329}, {"Word": "alus", "Confidence": 0.03, "X1": 0.29067, "Y1": 0.6032, "X2": 0.31467, "Y2": 0.603, "X3": 0.31467, "Y3": 0.6128, "X4": 0.28933, "Y4": 0.6118, "page": 0, "Index": 330}, {"Word": "questionnaire.", "Confidence": 0.36, "X1": 0.31733, "Y1": 0.6032, "X2": 0.39733, "Y2": 0.603, "X3": 0.39733, "Y3": 0.6138, "X4": 0.31733, "Y4": 0.6128, "page": 0, "Index": 331}, {"Word": "questionnaire.", "Confidence": 0.438, "X1": 0.31733, "Y1": 0.6032, "X2": 0.396, "Y2": 0.603, "X3": 0.396, "Y3": 0.6128, "X4": 0.316, "Y4": 0.6128, "page": 0, "Index": 332}, {"Word": "Il", "Confidence": 0.28, "X1": 0.40533, "Y1": 0.6032, "X2": 0.41733, "Y2": 0.603, "X3": 0.41733, "Y3": 0.6128, "X4": 0.404, "Y4": 0.6128, "page": 0, "Index": 333}, {"Word": "Person", "Confidence": 0.116, "X1": 0.42, "Y1": 0.6042, "X2": 0.45467, "Y2": 0.604, "X3": 0.45467, "Y3": 0.6128, "X4": 0.42, "Y4": 0.6128, "page": 0, "Index": 334}, {"Word": "answers", "Confidence": 0.19, "X1": 0.45867, "Y1": 0.6042, "X2": 0.49867, "Y2": 0.604, "X3": 0.49867, "Y3": 0.6128, "X4": 0.45867, "Y4": 0.6128, "page": 0, "Index": 335}, {"Word": "\"no\"", "Confidence": 0.938, "X1": 0.50133, "Y1": 0.6042, "X2": 0.52667, "Y2": 0.604, "X3": 0.52533, "Y3": 0.6128, "X4": 0.50133, "Y4": 0.6128, "page": 0, "Index": 336}, {"Word": "to", "Confidence": 0.997, "X1": 0.53067, "Y1": 0.6042, "X2": 0.54267, "Y2": 0.604, "X3": 0.54133, "Y3": 0.6128, "X4": 0.52933, "Y4": 0.6128, "page": 0, "Index": 337}, {"Word": "Q.", "Confidence": 0.542, "X1": 0.54533, "Y1": 0.6042, "X2": 0.55867, "Y2": 0.604, "X3": 0.55867, "Y3": 0.6128, "X4": 0.544, "Y4": 0.6128, "page": 0, "Index": 338}, {"Word": "A,", "Confidence": 0.848, "X1": 0.56267, "Y1": 0.6052, "X2": 0.57467, "Y2": 0.605, "X3": 0.57467, "Y3": 0.6128, "X4": 0.56267, "Y4": 0.6128, "page": 0, "Index": 339}, {"Word": "record", "Confidence": 0.711, "X1": 0.57733, "Y1": 0.6052, "X2": 0.612, "Y2": 0.605, "X3": 0.612, "Y3": 0.6118, "X4": 0.57733, "Y4": 0.6128, "page": 0, "Index": 340}, {"Word": "on", "Confidence": 0.653, "X1": 0.616, "Y1": 0.6052, "X2": 0.628, "Y2": 0.605, "X3": 0.628, "Y3": 0.6118, "X4": 0.616, "Y4": 0.6118, "page": 0, "Index": 341}, {"Word": "Call", "Confidence": 0.625, "X1": 0.63067, "Y1": 0.6052, "X2": 0.656, "Y2": 0.605, "X3": 0.656, "Y3": 0.6118, "X4": 0.63067, "Y4": 0.6118, "page": 0, "Index": 342}, {"Word": "..", "Confidence": 0.126, "X1": 0.66, "Y1": 0.6052, "X2": 0.67067, "Y2": 0.605, "X3": 0.67067, "Y3": 0.6108, "X4": 0.66, "Y4": 0.6108, "page": 0, "Index": 343}, {"Word": "Macord", "Confidence": 0.437, "X1": 0.19333, "Y1": 0.6102, "X2": 0.228, "Y2": 0.61, "X3": 0.228, "Y3": 0.6188, "X4": 0.192, "Y4": 0.6188, "page": 0, "Index": 344}, {"Word": "Sheet", "Confidence": 0.664, "X1": 0.23067, "Y1": 0.6102, "X2": 0.26, "Y2": 0.61, "X3": 0.26, "Y3": 0.6198, "X4": 0.23067, "Y4": 0.6188, "page": 0, "Index": 345}, {"Word": "on", "Confidence": 0.128, "X1": 0.26267, "Y1": 0.6102, "X2": 0.276, "Y2": 0.61, "X3": 0.276, "Y3": 0.6198, "X4": 0.26267, "Y4": 0.6198, "page": 0, "Index": 346}, {"Word": "top", "Confidence": 0.899, "X1": 0.27867, "Y1": 0.6102, "X2": 0.29733, "Y2": 0.61, "X3": 0.29733, "Y3": 0.6198, "X4": 0.27867, "Y4": 0.6198, "page": 0, "Index": 347}, {"Word": "OF", "Confidence": 0.216, "X1": 0.3, "Y1": 0.6112, "X2": 0.31467, "Y2": 0.611, "X3": 0.31333, "Y3": 0.6208, "X4": 0.3, "Y4": 0.6198, "page": 0, "Index": 348}, {"Word": "screening", "Confidence": 0.659, "X1": 0.31733, "Y1": 0.6112, "X2": 0.36933, "Y2": 0.611, "X3": 0.368, "Y3": 0.6208, "X4": 0.316, "Y4": 0.6208, "page": 0, "Index": 349}, {"Word": "som,", "Confidence": 0.53, "X1": 0.372, "Y1": 0.6112, "X2": 0.40267, "Y2": 0.611, "X3": 0.40133, "Y3": 0.6208, "X4": 0.37067, "Y4": 0.6208, "page": 0, "Index": 350}, {"Word": "thank", "Confidence": 0.669, "X1": 0.40533, "Y1": 0.6112, "X2": 0.43333, "Y2": 0.611, "X3": 0.43333, "Y3": 0.6208, "X4": 0.40533, "Y4": 0.6208, "page": 0, "Index": 351}, {"Word": "respondent", "Confidence": 0.637, "X1": 0.43733, "Y1": 0.6112, "X2": 0.49333, "Y2": 0.611, "X3": 0.49333, "Y3": 0.6208, "X4": 0.43733, "Y4": 0.6208, "page": 0, "Index": 352}, {"Word": "and", "Confidence": 0.998, "X1": 0.496, "Y1": 0.6122, "X2": 0.51467, "Y2": 0.612, "X3": 0.516, "Y3": 0.6208, "X4": 0.496, "Y4": 0.6208, "page": 0, "Index": 353}, {"Word": "terminate.", "Confidence": 0.46, "X1": 0.51733, "Y1": 0.6122, "X2": 0.57467, "Y2": 0.612, "X3": 0.576, "Y3": 0.6208, "X4": 0.51733, "Y4": 0.6208, "page": 0, "Index": 354}, {"Word": "FOR", "Confidence": 0.685, "X1": 0.19333, "Y1": 0.6222, "X2": 0.21067, "Y2": 0.622, "X3": 0.20933, "Y3": 0.6318, "X4": 0.19067, "Y4": 0.6318, "page": 0, "Index": 355}, {"Word": "NON-RECIPIENTS,", "Confidence": 0.387, "X1": 0.21333, "Y1": 0.6222, "X2": 0.29733, "Y2": 0.622, "X3": 0.296, "Y3": 0.6318, "X4": 0.212, "Y4": 0.6318, "page": 0, "Index": 356}, {"Word": "read", "Confidence": 0.724, "X1": 0.3, "Y1": 0.6222, "X2": 0.324, "Y2": 0.622, "X3": 0.32267, "Y3": 0.6328, "X4": 0.29867, "Y4": 0.6318, "page": 0, "Index": 357}, {"Word": "the", "Confidence": 0.681, "X1": 0.32667, "Y1": 0.6232, "X2": 0.34667, "Y2": 0.623, "X3": 0.34533, "Y3": 0.6328, "X4": 0.32533, "Y4": 0.6328, "page": 0, "Index": 358}, {"Word": "balance", "Confidence": 0.626, "X1": 0.34933, "Y1": 0.6232, "X2": 0.38933, "Y2": 0.623, "X3": 0.38933, "Y3": 0.6328, "X4": 0.348, "Y4": 0.6328, "page": 0, "Index": 359}, {"Word": "of", "Confidence": 0.958, "X1": 0.392, "Y1": 0.6232, "X2": 0.40667, "Y2": 0.623, "X3": 0.40533, "Y3": 0.6328, "X4": 0.392, "Y4": 0.6328, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.93, "X1": 0.412, "Y1": 0.6232, "X2": 0.428, "Y2": 0.623, "X3": 0.428, "Y3": 0.6328, "X4": 0.41067, "Y4": 0.6328, "page": 0, "Index": 361}, {"Word": "datroduction", "Confidence": 0.35, "X1": 0.432, "Y1": 0.6232, "X2": 0.49867, "Y2": 0.623, "X3": 0.49733, "Y3": 0.6328, "X4": 0.43067, "Y4": 0.6328, "page": 0, "Index": 362}, {"Word": "in", "Confidence": 0.904, "X1": 0.50133, "Y1": 0.6232, "X2": 0.51467, "Y2": 0.623, "X3": 0.51467, "Y3": 0.6328, "X4": 0.5, "Y4": 0.6328, "page": 0, "Index": 363}, {"Word": "the", "Confidence": 0.996, "X1": 0.51867, "Y1": 0.6242, "X2": 0.536, "Y2": 0.624, "X3": 0.536, "Y3": 0.6328, "X4": 0.51733, "Y4": 0.6328, "page": 0, "Index": 364}, {"Word": "second", "Confidence": 0.839, "X1": 0.53867, "Y1": 0.6242, "X2": 0.57467, "Y2": 0.624, "X3": 0.57333, "Y3": 0.6338, "X4": 0.53867, "Y4": 0.6328, "page": 0, "Index": 365}, {"Word": "box", "Confidence": 0.897, "X1": 0.57733, "Y1": 0.6242, "X2": 0.596, "Y2": 0.624, "X3": 0.596, "Y3": 0.6338, "X4": 0.576, "Y4": 0.6338, "page": 0, "Index": 366}, {"Word": "only.", "Confidence": 0.701, "X1": 0.59867, "Y1": 0.6242, "X2": 0.63067, "Y2": 0.624, "X3": 0.62933, "Y3": 0.6338, "X4": 0.59867, "Y4": 0.6338, "page": 0, "Index": 367}, {"Word": "When", "Confidence": 0.158, "X1": 0.636, "Y1": 0.6252, "X2": 0.66133, "Y2": 0.625, "X3": 0.66133, "Y3": 0.6338, "X4": 0.636, "Y4": 0.6338, "page": 0, "Index": 368}, {"Word": "with", "Confidence": 0.855, "X1": 0.19067, "Y1": 0.6392, "X2": 0.21467, "Y2": 0.639, "X3": 0.21467, "Y3": 0.6468, "X4": 0.18933, "Y4": 0.6468, "page": 0, "Index": 369}, {"Word": "Olurable", "Confidence": 0.013, "X1": 0.192, "Y1": 0.6302, "X2": 0.23867, "Y2": 0.63, "X3": 0.23733, "Y3": 0.6388, "X4": 0.19067, "Y4": 0.6388, "page": 0, "Index": 370}, {"Word": "White", "Confidence": 0.034, "X1": 0.21733, "Y1": 0.6392, "X2": 0.248, "Y2": 0.639, "X3": 0.248, "Y3": 0.6478, "X4": 0.216, "Y4": 0.6468, "page": 0, "Index": 371}, {"Word": "person", "Confidence": 0.605, "X1": 0.24, "Y1": 0.6312, "X2": 0.276, "Y2": 0.631, "X3": 0.27467, "Y3": 0.6398, "X4": 0.24, "Y4": 0.6388, "page": 0, "Index": 372}, {"Word": "is", "Confidence": 0.842, "X1": 0.27867, "Y1": 0.6312, "X2": 0.292, "Y2": 0.631, "X3": 0.29067, "Y3": 0.6398, "X4": 0.27733, "Y4": 0.6398, "page": 0, "Index": 373}, {"Word": "reached", "Confidence": 0.847, "X1": 0.29467, "Y1": 0.6312, "X2": 0.336, "Y2": 0.631, "X3": 0.33467, "Y3": 0.6398, "X4": 0.29333, "Y4": 0.6398, "page": 0, "Index": 374}, {"Word": "ask", "Confidence": 0.998, "X1": 0.33733, "Y1": 0.6312, "X2": 0.356, "Y2": 0.631, "X3": 0.356, "Y3": 0.6408, "X4": 0.33733, "Y4": 0.6398, "page": 0, "Index": 375}, {"Word": "Q.", "Confidence": 0.889, "X1": 0.36, "Y1": 0.6312, "X2": 0.37467, "Y2": 0.631, "X3": 0.37333, "Y3": 0.6408, "X4": 0.35867, "Y4": 0.6408, "page": 0, "Index": 376}, {"Word": "A.", "Confidence": 0.966, "X1": 0.376, "Y1": 0.6312, "X2": 0.39067, "Y2": 0.631, "X3": 0.38933, "Y3": 0.6408, "X4": 0.376, "Y4": 0.6408, "page": 0, "Index": 377}, {"Word": "If", "Confidence": 0.932, "X1": 0.39733, "Y1": 0.6322, "X2": 0.412, "Y2": 0.632, "X3": 0.41067, "Y3": 0.6408, "X4": 0.39733, "Y4": 0.6408, "page": 0, "Index": 378}, {"Word": "\"yes\"", "Confidence": 0.932, "X1": 0.41467, "Y1": 0.6322, "X2": 0.444, "Y2": 0.632, "X3": 0.444, "Y3": 0.6408, "X4": 0.41467, "Y4": 0.6408, "page": 0, "Index": 379}, {"Word": "to", "Confidence": 0.911, "X1": 0.44667, "Y1": 0.6322, "X2": 0.46, "Y2": 0.632, "X3": 0.46, "Y3": 0.6408, "X4": 0.44667, "Y4": 0.6408, "page": 0, "Index": 380}, {"Word": "this", "Confidence": 0.908, "X1": 0.464, "Y1": 0.6322, "X2": 0.48667, "Y2": 0.632, "X3": 0.48667, "Y3": 0.6408, "X4": 0.46267, "Y4": 0.6408, "page": 0, "Index": 381}, {"Word": "questien", "Confidence": 0.8, "X1": 0.49067, "Y1": 0.6332, "X2": 0.536, "Y2": 0.633, "X3": 0.536, "Y3": 0.6418, "X4": 0.49067, "Y4": 0.6408, "page": 0, "Index": 382}, {"Word": "continue", "Confidence": 0.65, "X1": 0.53867, "Y1": 0.6332, "X2": 0.58533, "Y2": 0.633, "X3": 0.58533, "Y3": 0.6418, "X4": 0.53867, "Y4": 0.6418, "page": 0, "Index": 383}, {"Word": "interviewing", "Confidence": 0.256, "X1": 0.58933, "Y1": 0.6342, "X2": 0.656, "Y2": 0.634, "X3": 0.656, "Y3": 0.6418, "X4": 0.58933, "Y4": 0.6418, "page": 0, "Index": 384}, {"Word": "information", "Confidence": 0.424, "X1": 0.19333, "Y1": 0.6472, "X2": 0.25333, "Y2": 0.647, "X3": 0.25333, "Y3": 0.6558, "X4": 0.19333, "Y4": 0.6548, "page": 0, "Index": 385}, {"Word": "questionaire.", "Confidence": 0.606, "X1": 0.25333, "Y1": 0.6392, "X2": 0.332, "Y2": 0.639, "X3": 0.33067, "Y3": 0.6488, "X4": 0.252, "Y4": 0.6478, "page": 0, "Index": 386}, {"Word": "on", "Confidence": 0.991, "X1": 0.25733, "Y1": 0.6472, "X2": 0.27067, "Y2": 0.647, "X3": 0.27067, "Y3": 0.6558, "X4": 0.25733, "Y4": 0.6558, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.955, "X1": 0.27333, "Y1": 0.6472, "X2": 0.292, "Y2": 0.647, "X3": 0.292, "Y3": 0.6568, "X4": 0.27333, "Y4": 0.6568, "page": 0, "Index": 388}, {"Word": "buff", "Confidence": 0.914, "X1": 0.29467, "Y1": 0.6472, "X2": 0.32, "Y2": 0.647, "X3": 0.32, "Y3": 0.6568, "X4": 0.29467, "Y4": 0.6568, "page": 0, "Index": 389}, {"Word": "call", "Confidence": 0.689, "X1": 0.32267, "Y1": 0.6472, "X2": 0.34667, "Y2": 0.647, "X3": 0.34667, "Y3": 0.6568, "X4": 0.32267, "Y4": 0.6568, "page": 0, "Index": 390}, {"Word": "If", "Confidence": 0.401, "X1": 0.33867, "Y1": 0.6392, "X2": 0.352, "Y2": 0.639, "X3": 0.35067, "Y3": 0.6488, "X4": 0.33733, "Y4": 0.6488, "page": 0, "Index": 391}, {"Word": "record", "Confidence": 0.67, "X1": 0.34933, "Y1": 0.6482, "X2": 0.384, "Y2": 0.648, "X3": 0.384, "Y3": 0.6578, "X4": 0.34933, "Y4": 0.6568, "page": 0, "Index": 392}, {"Word": "\"no\"", "Confidence": 0.38, "X1": 0.35467, "Y1": 0.6392, "X2": 0.38133, "Y2": 0.639, "X3": 0.38, "Y3": 0.6488, "X4": 0.35333, "Y4": 0.6488, "page": 0, "Index": 393}, {"Word": "to", "Confidence": 0.787, "X1": 0.384, "Y1": 0.6392, "X2": 0.39467, "Y2": 0.639, "X3": 0.39333, "Y3": 0.6488, "X4": 0.38267, "Y4": 0.6488, "page": 0, "Index": 394}, {"Word": "sheet.", "Confidence": 0.622, "X1": 0.38667, "Y1": 0.6482, "X2": 0.42267, "Y2": 0.648, "X3": 0.424, "Y3": 0.6578, "X4": 0.388, "Y4": 0.6578, "page": 0, "Index": 395}, {"Word": "Q.", "Confidence": 0.948, "X1": 0.39733, "Y1": 0.6392, "X2": 0.412, "Y2": 0.639, "X3": 0.412, "Y3": 0.6488, "X4": 0.396, "Y4": 0.6488, "page": 0, "Index": 396}, {"Word": "A,", "Confidence": 0.778, "X1": 0.41467, "Y1": 0.6392, "X2": 0.42933, "Y2": 0.639, "X3": 0.428, "Y3": 0.6488, "X4": 0.41467, "Y4": 0.6488, "page": 0, "Index": 397}, {"Word": "thank", "Confidence": 0.665, "X1": 0.432, "Y1": 0.6402, "X2": 0.46, "Y2": 0.64, "X3": 0.46, "Y3": 0.6488, "X4": 0.43067, "Y4": 0.6488, "page": 0, "Index": 398}, {"Word": "respondent,", "Confidence": 0.645, "X1": 0.464, "Y1": 0.6402, "X2": 0.52667, "Y2": 0.64, "X3": 0.52667, "Y3": 0.6498, "X4": 0.46267, "Y4": 0.6488, "page": 0, "Index": 399}, {"Word": "terminate", "Confidence": 0.6, "X1": 0.52933, "Y1": 0.6402, "X2": 0.58, "Y2": 0.64, "X3": 0.58, "Y3": 0.6498, "X4": 0.52933, "Y4": 0.6498, "page": 0, "Index": 400}, {"Word": "and", "Confidence": 0.701, "X1": 0.58267, "Y1": 0.6412, "X2": 0.60133, "Y2": 0.641, "X3": 0.60133, "Y3": 0.6498, "X4": 0.58267, "Y4": 0.6498, "page": 0, "Index": 401}, {"Word": "record", "Confidence": 0.757, "X1": 0.60533, "Y1": 0.6412, "X2": 0.64133, "Y2": 0.641, "X3": 0.64133, "Y3": 0.6498, "X4": 0.60533, "Y4": 0.6498, "page": 0, "Index": 402}, {"Word": "this", "Confidence": 0.639, "X1": 0.644, "Y1": 0.6412, "X2": 0.66667, "Y2": 0.641, "X3": 0.66667, "Y3": 0.6488, "X4": 0.644, "Y4": 0.6498, "page": 0, "Index": 403}, {"Word": "Tf", "Confidence": 0.251, "X1": 0.192, "Y1": 0.6582, "X2": 0.20533, "Y2": 0.658, "X3": 0.20533, "Y3": 0.6678, "X4": 0.19067, "Y4": 0.6668, "page": 0, "Index": 404}, {"Word": "eligible", "Confidence": 0.64, "X1": 0.208, "Y1": 0.6582, "X2": 0.25467, "Y2": 0.658, "X3": 0.25333, "Y3": 0.6678, "X4": 0.208, "Y4": 0.6678, "page": 0, "Index": 405}, {"Word": "thank", "Confidence": 0.902, "X1": 0.19333, "Y1": 0.6672, "X2": 0.22133, "Y2": 0.667, "X3": 0.22, "Y3": 0.6758, "X4": 0.192, "Y4": 0.6758, "page": 0, "Index": 406}, {"Word": "Tespondent,", "Confidence": 0.641, "X1": 0.224, "Y1": 0.6682, "X2": 0.28667, "Y2": 0.668, "X3": 0.28667, "Y3": 0.6768, "X4": 0.224, "Y4": 0.6768, "page": 0, "Index": 407}, {"Word": "respondent", "Confidence": 0.71, "X1": 0.25733, "Y1": 0.6582, "X2": 0.31467, "Y2": 0.658, "X3": 0.31333, "Y3": 0.6688, "X4": 0.25733, "Y4": 0.6678, "page": 0, "Index": 408}, {"Word": "terminate", "Confidence": 0.605, "X1": 0.28933, "Y1": 0.6682, "X2": 0.34, "Y2": 0.668, "X3": 0.33867, "Y3": 0.6768, "X4": 0.28933, "Y4": 0.6768, "page": 0, "Index": 409}, {"Word": "is", "Confidence": 0.96, "X1": 0.31733, "Y1": 0.6582, "X2": 0.328, "Y2": 0.658, "X3": 0.328, "Y3": 0.6688, "X4": 0.31733, "Y4": 0.6688, "page": 0, "Index": 410}, {"Word": "not", "Confidence": 0.602, "X1": 0.33067, "Y1": 0.6582, "X2": 0.352, "Y2": 0.658, "X3": 0.35067, "Y3": 0.6688, "X4": 0.33067, "Y4": 0.6688, "page": 0, "Index": 411}, {"Word": "and", "Confidence": 0.998, "X1": 0.34267, "Y1": 0.6682, "X2": 0.36267, "Y2": 0.668, "X3": 0.36267, "Y3": 0.6778, "X4": 0.34267, "Y4": 0.6768, "page": 0, "Index": 412}, {"Word": "available", "Confidence": 0.371, "X1": 0.35467, "Y1": 0.6592, "X2": 0.40667, "Y2": 0.659, "X3": 0.40533, "Y3": 0.6688, "X4": 0.35467, "Y4": 0.6688, "page": 0, "Index": 413}, {"Word": "record", "Confidence": 0.823, "X1": 0.36533, "Y1": 0.6682, "X2": 0.4, "Y2": 0.668, "X3": 0.4, "Y3": 0.6778, "X4": 0.36533, "Y4": 0.6778, "page": 0, "Index": 414}, {"Word": "on", "Confidence": 0.969, "X1": 0.40267, "Y1": 0.6682, "X2": 0.41733, "Y2": 0.668, "X3": 0.41733, "Y3": 0.6778, "X4": 0.40267, "Y4": 0.6778, "page": 0, "Index": 415}, {"Word": "or", "Confidence": 0.771, "X1": 0.40933, "Y1": 0.6592, "X2": 0.42267, "Y2": 0.659, "X3": 0.42133, "Y3": 0.6698, "X4": 0.408, "Y4": 0.6688, "page": 0, "Index": 416}, {"Word": "the", "Confidence": 0.998, "X1": 0.42, "Y1": 0.6682, "X2": 0.43733, "Y2": 0.668, "X3": 0.43733, "Y3": 0.6778, "X4": 0.42, "Y4": 0.6778, "page": 0, "Index": 417}, {"Word": "there", "Confidence": 0.78, "X1": 0.42533, "Y1": 0.6592, "X2": 0.456, "Y2": 0.659, "X3": 0.45467, "Y3": 0.6698, "X4": 0.424, "Y4": 0.6698, "page": 0, "Index": 418}, {"Word": "buff", "Confidence": 0.813, "X1": 0.44133, "Y1": 0.6682, "X2": 0.46533, "Y2": 0.668, "X3": 0.46533, "Y3": 0.6778, "X4": 0.44, "Y4": 0.6778, "page": 0, "Index": 419}, {"Word": "is", "Confidence": 0.884, "X1": 0.45867, "Y1": 0.6592, "X2": 0.47067, "Y2": 0.659, "X3": 0.47067, "Y3": 0.6698, "X4": 0.45733, "Y4": 0.6698, "page": 0, "Index": 420}, {"Word": "call", "Confidence": 0.716, "X1": 0.468, "Y1": 0.6692, "X2": 0.492, "Y2": 0.669, "X3": 0.492, "Y3": 0.6778, "X4": 0.468, "Y4": 0.6778, "page": 0, "Index": 421}, {"Word": "no", "Confidence": 0.812, "X1": 0.47333, "Y1": 0.6602, "X2": 0.488, "Y2": 0.66, "X3": 0.48667, "Y3": 0.6698, "X4": 0.47333, "Y4": 0.6698, "page": 0, "Index": 422}, {"Word": "eligible", "Confidence": 0.665, "X1": 0.49067, "Y1": 0.6602, "X2": 0.536, "Y2": 0.66, "X3": 0.536, "Y3": 0.6708, "X4": 0.48933, "Y4": 0.6698, "page": 0, "Index": 423}, {"Word": "person", "Confidence": 0.637, "X1": 0.54, "Y1": 0.6612, "X2": 0.57467, "Y2": 0.661, "X3": 0.57333, "Y3": 0.6708, "X4": 0.53867, "Y4": 0.6708, "page": 0, "Index": 424}, {"Word": "in", "Confidence": 0.996, "X1": 0.57733, "Y1": 0.6612, "X2": 0.59067, "Y2": 0.661, "X3": 0.58933, "Y3": 0.6708, "X4": 0.57733, "Y4": 0.6708, "page": 0, "Index": 425}, {"Word": "household,", "Confidence": 0.565, "X1": 0.59333, "Y1": 0.6612, "X2": 0.65067, "Y2": 0.661, "X3": 0.64933, "Y3": 0.6718, "X4": 0.592, "Y4": 0.6708, "page": 0, "Index": 426}, {"Word": "record", "Confidence": 0.839, "X1": 0.49467, "Y1": 0.6692, "X2": 0.53067, "Y2": 0.669, "X3": 0.53067, "Y3": 0.6788, "X4": 0.49467, "Y4": 0.6778, "page": 0, "Index": 427}, {"Word": "sheet.", "Confidence": 0.687, "X1": 0.53333, "Y1": 0.6692, "X2": 0.56933, "Y2": 0.669, "X3": 0.56933, "Y3": 0.6788, "X4": 0.53333, "Y4": 0.6788, "page": 0, "Index": 428}, {"Word": "--", "Confidence": 0.939, "X1": 0.70133, "Y1": 0.6822, "X2": 0.70133, "Y2": 0.682, "X3": 0.692, "Y3": 0.6818, "X4": 0.692, "Y4": 0.6738, "page": 0, "Index": 429}, {"Word": "When", "Confidence": 0.615, "X1": 0.19067, "Y1": 0.6792, "X2": 0.21467, "Y2": 0.679, "X3": 0.21467, "Y3": 0.6888, "X4": 0.18933, "Y4": 0.6888, "page": 0, "Index": 430}, {"Word": "appropriate", "Confidence": 0.666, "X1": 0.19467, "Y1": 0.6882, "X2": 0.25333, "Y2": 0.688, "X3": 0.25333, "Y3": 0.6968, "X4": 0.19467, "Y4": 0.6958, "page": 0, "Index": 431}, {"Word": "you", "Confidence": 0.958, "X1": 0.21733, "Y1": 0.6792, "X2": 0.23733, "Y2": 0.679, "X3": 0.236, "Y3": 0.6888, "X4": 0.21733, "Y4": 0.6888, "page": 0, "Index": 432}, {"Word": "are", "Confidence": 0.886, "X1": 0.24, "Y1": 0.6792, "X2": 0.25867, "Y2": 0.679, "X3": 0.25733, "Y3": 0.6888, "X4": 0.23867, "Y4": 0.6888, "page": 0, "Index": 433}, {"Word": "green", "Confidence": 0.653, "X1": 0.25867, "Y1": 0.6882, "X2": 0.28533, "Y2": 0.688, "X3": 0.28533, "Y3": 0.6968, "X4": 0.25867, "Y4": 0.6968, "page": 0, "Index": 434}, {"Word": "ready", "Confidence": 0.5, "X1": 0.26267, "Y1": 0.6792, "X2": 0.292, "Y2": 0.679, "X3": 0.29067, "Y3": 0.6888, "X4": 0.26133, "Y4": 0.6888, "page": 0, "Index": 435}, {"Word": "screening", "Confidence": 0.378, "X1": 0.29067, "Y1": 0.6882, "X2": 0.34, "Y2": 0.688, "X3": 0.34, "Y3": 0.6968, "X4": 0.28933, "Y4": 0.6968, "page": 0, "Index": 436}, {"Word": "to", "Confidence": 0.848, "X1": 0.29467, "Y1": 0.6792, "X2": 0.30667, "Y2": 0.679, "X3": 0.30667, "Y3": 0.6888, "X4": 0.29333, "Y4": 0.6888, "page": 0, "Index": 437}, {"Word": "Continue", "Confidence": 0.668, "X1": 0.30933, "Y1": 0.6792, "X2": 0.35733, "Y2": 0.679, "X3": 0.356, "Y3": 0.6888, "X4": 0.30933, "Y4": 0.6888, "page": 0, "Index": 438}, {"Word": "zum", "Confidence": 0.218, "X1": 0.344, "Y1": 0.6882, "X2": 0.36267, "Y2": 0.688, "X3": 0.36133, "Y3": 0.6978, "X4": 0.34267, "Y4": 0.6968, "page": 0, "Index": 439}, {"Word": "interviewing", "Confidence": 0.224, "X1": 0.36, "Y1": 0.6792, "X2": 0.42667, "Y2": 0.679, "X3": 0.42533, "Y3": 0.6888, "X4": 0.35867, "Y4": 0.6888, "page": 0, "Index": 440}, {"Word": "to", "Confidence": 0.995, "X1": 0.372, "Y1": 0.6882, "X2": 0.384, "Y2": 0.688, "X3": 0.38267, "Y3": 0.6978, "X4": 0.37067, "Y4": 0.6978, "page": 0, "Index": 441}, {"Word": "the", "Confidence": 0.994, "X1": 0.388, "Y1": 0.6882, "X2": 0.40667, "Y2": 0.688, "X3": 0.40533, "Y3": 0.6978, "X4": 0.38667, "Y4": 0.6978, "page": 0, "Index": 442}, {"Word": "questionnaire", "Confidence": 0.222, "X1": 0.40933, "Y1": 0.6892, "X2": 0.48133, "Y2": 0.689, "X3": 0.48133, "Y3": 0.6978, "X4": 0.408, "Y4": 0.6978, "page": 0, "Index": 443}, {"Word": "with", "Confidence": 0.994, "X1": 0.42933, "Y1": 0.6802, "X2": 0.45467, "Y2": 0.68, "X3": 0.45333, "Y3": 0.6888, "X4": 0.428, "Y4": 0.6888, "page": 0, "Index": 444}, {"Word": "the", "Confidence": 0.998, "X1": 0.45733, "Y1": 0.6802, "X2": 0.476, "Y2": 0.68, "X3": 0.476, "Y3": 0.6898, "X4": 0.456, "Y4": 0.6888, "page": 0, "Index": 445}, {"Word": "eligible", "Confidence": 0.906, "X1": 0.47867, "Y1": 0.6812, "X2": 0.52533, "Y2": 0.681, "X3": 0.524, "Y3": 0.6898, "X4": 0.47867, "Y4": 0.6898, "page": 0, "Index": 446}, {"Word": "you", "Confidence": 0.998, "X1": 0.484, "Y1": 0.6892, "X2": 0.504, "Y2": 0.689, "X3": 0.50267, "Y3": 0.6978, "X4": 0.484, "Y4": 0.6978, "page": 0, "Index": 447}, {"Word": "will", "Confidence": 0.99, "X1": 0.50533, "Y1": 0.6892, "X2": 0.53067, "Y2": 0.689, "X3": 0.52933, "Y3": 0.6978, "X4": 0.50533, "Y4": 0.6978, "page": 0, "Index": 448}, {"Word": "respondent,", "Confidence": 0.675, "X1": 0.528, "Y1": 0.6822, "X2": 0.59067, "Y2": 0.682, "X3": 0.59067, "Y3": 0.6918, "X4": 0.52667, "Y4": 0.6898, "page": 0, "Index": 449}, {"Word": "be", "Confidence": 0.847, "X1": 0.53333, "Y1": 0.6892, "X2": 0.54667, "Y2": 0.689, "X3": 0.54533, "Y3": 0.6978, "X4": 0.532, "Y4": 0.6978, "page": 0, "Index": 450}, {"Word": "attach", "Confidence": 0.671, "X1": 0.59333, "Y1": 0.6822, "X2": 0.628, "Y2": 0.682, "X3": 0.62667, "Y3": 0.6918, "X4": 0.59333, "Y4": 0.6918, "page": 0, "Index": 451}, {"Word": "the", "Confidence": 0.084, "X1": 0.632, "Y1": 0.6832, "X2": 0.64933, "Y2": 0.683, "X3": 0.648, "Y3": 0.6928, "X4": 0.63067, "Y4": 0.6928, "page": 0, "Index": 452}, {"Word": "recipients", "Confidence": 0.313, "X1": 0.19333, "Y1": 0.6962, "X2": 0.24933, "Y2": 0.696, "X3": 0.248, "Y3": 0.7048, "X4": 0.192, "Y4": 0.7038, "page": 0, "Index": 453}, {"Word": "of", "Confidence": 0.626, "X1": 0.252, "Y1": 0.6962, "X2": 0.264, "Y2": 0.696, "X3": 0.264, "Y3": 0.7048, "X4": 0.25067, "Y4": 0.7048, "page": 0, "Index": 454}, {"Word": "white", "Confidence": 0.85, "X1": 0.26667, "Y1": 0.6962, "X2": 0.29733, "Y2": 0.696, "X3": 0.296, "Y3": 0.7048, "X4": 0.26667, "Y4": 0.7048, "page": 0, "Index": 455}, {"Word": "for", "Confidence": 0.998, "X1": 0.3, "Y1": 0.6962, "X2": 0.31867, "Y2": 0.696, "X3": 0.31867, "Y3": 0.7048, "X4": 0.3, "Y4": 0.7048, "page": 0, "Index": 456}, {"Word": "men-recipients.", "Confidence": 0.219, "X1": 0.32133, "Y1": 0.6972, "X2": 0.40667, "Y2": 0.697, "X3": 0.40667, "Y3": 0.7068, "X4": 0.32133, "Y4": 0.7048, "page": 0, "Index": 457}, {"Word": "using", "Confidence": 0.603, "X1": 0.55067, "Y1": 0.6892, "X2": 0.58, "Y2": 0.689, "X3": 0.57867, "Y3": 0.6988, "X4": 0.54933, "Y4": 0.6978, "page": 0, "Index": 458}, {"Word": "=>", "Confidence": 0.036, "X1": 0.584, "Y1": 0.6892, "X2": 0.596, "Y2": 0.689, "X3": 0.59467, "Y3": 0.6988, "X4": 0.58267, "Y4": 0.6988, "page": 0, "Index": 459}, {"Word": "blume", "Confidence": 0.063, "X1": 0.59867, "Y1": 0.6902, "X2": 0.624, "Y2": 0.69, "X3": 0.62267, "Y3": 0.6988, "X4": 0.59733, "Y4": 0.6988, "page": 0, "Index": 460}, {"Word": "for", "Confidence": 0.9, "X1": 0.62667, "Y1": 0.6902, "X2": 0.64533, "Y2": 0.69, "X3": 0.644, "Y3": 0.6988, "X4": 0.62533, "Y4": 0.6988, "page": 0, "Index": 461}, {"Word": "Record", "Confidence": 0.632, "X1": 0.192, "Y1": 0.7072, "X2": 0.22667, "Y2": 0.707, "X3": 0.22667, "Y3": 0.7168, "X4": 0.19067, "Y4": 0.7168, "page": 0, "Index": 462}, {"Word": "time", "Confidence": 0.627, "X1": 0.22933, "Y1": 0.7072, "X2": 0.25333, "Y2": 0.707, "X3": 0.25333, "Y3": 0.7168, "X4": 0.22933, "Y4": 0.7168, "page": 0, "Index": 463}, {"Word": "started.", "Confidence": 0.637, "X1": 0.256, "Y1": 0.7072, "X2": 0.30133, "Y2": 0.707, "X3": 0.30133, "Y3": 0.7178, "X4": 0.256, "Y4": 0.7168, "page": 0, "Index": 464}, {"Word": "-", "Confidence": 0.994, "X1": 0.70133, "Y1": 0.7102, "X2": 0.70133, "Y2": 0.71, "X3": 0.69333, "Y3": 0.7098, "X4": 0.69333, "Y4": 0.7068, "page": 0, "Index": 465}, {"Word": "Question.", "Confidence": 0.322, "X1": 0.192, "Y1": 0.7232, "X2": 0.23733, "Y2": 0.723, "X3": 0.236, "Y3": 0.7338, "X4": 0.19067, "Y4": 0.7338, "page": 0, "Index": 466}, {"Word": "1;", "Confidence": 0.011, "X1": 0.24, "Y1": 0.7232, "X2": 0.25467, "Y2": 0.723, "X3": 0.25333, "Y3": 0.7348, "X4": 0.23867, "Y4": 0.7338, "page": 0, "Index": 467}, {"Word": "Here", "Confidence": 0.617, "X1": 0.192, "Y1": 0.7362, "X2": 0.21467, "Y2": 0.736, "X3": 0.21333, "Y3": 0.7458, "X4": 0.19067, "Y4": 0.7448, "page": 0, "Index": 468}, {"Word": "we", "Confidence": 0.687, "X1": 0.21733, "Y1": 0.7362, "X2": 0.232, "Y2": 0.736, "X3": 0.232, "Y3": 0.7458, "X4": 0.216, "Y4": 0.7458, "page": 0, "Index": 469}, {"Word": "are", "Confidence": 0.681, "X1": 0.23467, "Y1": 0.7362, "X2": 0.25333, "Y2": 0.736, "X3": 0.25333, "Y3": 0.7458, "X4": 0.23467, "Y4": 0.7458, "page": 0, "Index": 470}, {"Word": "looking", "Confidence": 0.635, "X1": 0.256, "Y1": 0.7362, "X2": 0.29733, "Y2": 0.736, "X3": 0.296, "Y3": 0.7468, "X4": 0.256, "Y4": 0.7468, "page": 0, "Index": 471}, {"Word": "for", "Confidence": 0.956, "X1": 0.3, "Y1": 0.7362, "X2": 0.31867, "Y2": 0.736, "X3": 0.31733, "Y3": 0.7468, "X4": 0.29867, "Y4": 0.7468, "page": 0, "Index": 472}, {"Word": "the", "Confidence": 0.941, "X1": 0.32267, "Y1": 0.7362, "X2": 0.34, "Y2": 0.736, "X3": 0.33867, "Y3": 0.7478, "X4": 0.32133, "Y4": 0.7468, "page": 0, "Index": 473}, {"Word": "full", "Confidence": 0.649, "X1": 0.344, "Y1": 0.7362, "X2": 0.368, "Y2": 0.736, "X3": 0.36667, "Y3": 0.7478, "X4": 0.34267, "Y4": 0.7478, "page": 0, "Index": 474}, {"Word": "name", "Confidence": 0.064, "X1": 0.37067, "Y1": 0.7372, "X2": 0.39467, "Y2": 0.737, "X3": 0.39467, "Y3": 0.7478, "X4": 0.36933, "Y4": 0.7478, "page": 0, "Index": 475}, {"Word": "of", "Confidence": 0.966, "X1": 0.39733, "Y1": 0.7372, "X2": 0.412, "Y2": 0.737, "X3": 0.41067, "Y3": 0.7478, "X4": 0.39733, "Y4": 0.7478, "page": 0, "Index": 476}, {"Word": "one", "Confidence": 0.005, "X1": 0.41467, "Y1": 0.7372, "X2": 0.43333, "Y2": 0.737, "X3": 0.43333, "Y3": 0.7478, "X4": 0.41467, "Y4": 0.7478, "page": 0, "Index": 477}, {"Word": "cigarettes", "Confidence": 0.602, "X1": 0.436, "Y1": 0.7372, "X2": 0.49333, "Y2": 0.737, "X3": 0.492, "Y3": 0.7478, "X4": 0.436, "Y4": 0.7478, "page": 0, "Index": 478}, {"Word": "that", "Confidence": 0.573, "X1": 0.496, "Y1": 0.7382, "X2": 0.52, "Y2": 0.738, "X3": 0.52, "Y3": 0.7478, "X4": 0.49467, "Y4": 0.7478, "page": 0, "Index": 479}, {"Word": "the", "Confidence": 0.959, "X1": 0.52267, "Y1": 0.7382, "X2": 0.54133, "Y2": 0.738, "X3": 0.54133, "Y3": 0.7478, "X4": 0.52267, "Y4": 0.7478, "page": 0, "Index": 480}, {"Word": "respondent", "Confidence": 0.336, "X1": 0.544, "Y1": 0.7382, "X2": 0.60133, "Y2": 0.738, "X3": 0.60133, "Y3": 0.7468, "X4": 0.544, "Y4": 0.7478, "page": 0, "Index": 481}, {"Word": "has", "Confidence": 0.652, "X1": 0.604, "Y1": 0.7392, "X2": 0.624, "Y2": 0.739, "X3": 0.62267, "Y3": 0.7468, "X4": 0.604, "Y4": 0.7468, "page": 0, "Index": 482}, {"Word": "seen", "Confidence": 0.67, "X1": 0.62667, "Y1": 0.7392, "X2": 0.65067, "Y2": 0.739, "X3": 0.65067, "Y3": 0.7458, "X4": 0.62533, "Y4": 0.7468, "page": 0, "Index": 483}, {"Word": "or", "Confidence": 0.799, "X1": 0.192, "Y1": 0.7442, "X2": 0.204, "Y2": 0.744, "X3": 0.204, "Y3": 0.7538, "X4": 0.192, "Y4": 0.7538, "page": 0, "Index": 484}, {"Word": "heard", "Confidence": 0.7, "X1": 0.20667, "Y1": 0.7442, "X2": 0.23733, "Y2": 0.744, "X3": 0.23733, "Y3": 0.7538, "X4": 0.20667, "Y4": 0.7538, "page": 0, "Index": 485}, {"Word": "of", "Confidence": 0.93, "X1": 0.24, "Y1": 0.7442, "X2": 0.25333, "Y2": 0.744, "X3": 0.25333, "Y3": 0.7538, "X4": 0.23867, "Y4": 0.7538, "page": 0, "Index": 486}, {"Word": "during", "Confidence": 0.994, "X1": 0.256, "Y1": 0.7432, "X2": 0.29067, "Y2": 0.743, "X3": 0.29067, "Y3": 0.7538, "X4": 0.256, "Y4": 0.7538, "page": 0, "Index": 487}, {"Word": "the", "Confidence": 0.991, "X1": 0.29467, "Y1": 0.7432, "X2": 0.31333, "Y2": 0.743, "X3": 0.312, "Y3": 0.7538, "X4": 0.29467, "Y4": 0.7538, "page": 0, "Index": 488}, {"Word": "past", "Confidence": 0.643, "X1": 0.316, "Y1": 0.7432, "X2": 0.34, "Y2": 0.743, "X3": 0.34, "Y3": 0.7538, "X4": 0.31467, "Y4": 0.7538, "page": 0, "Index": 489}, {"Word": "year.", "Confidence": 0.256, "X1": 0.34267, "Y1": 0.7432, "X2": 0.37333, "Y2": 0.743, "X3": 0.37333, "Y3": 0.7538, "X4": 0.34267, "Y4": 0.7538, "page": 0, "Index": 490}, {"Word": "Mike", "Confidence": 0.04, "X1": 0.38, "Y1": 0.7432, "X2": 0.40533, "Y2": 0.743, "X3": 0.40533, "Y3": 0.7538, "X4": 0.37867, "Y4": 0.7538, "page": 0, "Index": 491}, {"Word": "BUFF", "Confidence": 0.001, "X1": 0.40933, "Y1": 0.7442, "X2": 0.432, "Y2": 0.744, "X3": 0.432, "Y3": 0.7538, "X4": 0.40933, "Y4": 0.7538, "page": 0, "Index": 492}, {"Word": "that", "Confidence": 0.616, "X1": 0.43733, "Y1": 0.7442, "X2": 0.46, "Y2": 0.744, "X3": 0.46, "Y3": 0.7538, "X4": 0.436, "Y4": 0.7538, "page": 0, "Index": 493}, {"Word": "you", "Confidence": 0.653, "X1": 0.46267, "Y1": 0.7442, "X2": 0.48133, "Y2": 0.744, "X3": 0.48133, "Y3": 0.7538, "X4": 0.46133, "Y4": 0.7538, "page": 0, "Index": 494}, {"Word": "pouhin", "Confidence": 0.071, "X1": 0.484, "Y1": 0.7452, "X2": 0.51867, "Y2": 0.745, "X3": 0.51867, "Y3": 0.7548, "X4": 0.484, "Y4": 0.7538, "page": 0, "Index": 495}, {"Word": "whether", "Confidence": 0.991, "X1": 0.52133, "Y1": 0.7462, "X2": 0.56267, "Y2": 0.746, "X3": 0.56267, "Y3": 0.7548, "X4": 0.52133, "Y4": 0.7548, "page": 0, "Index": 496}, {"Word": "it", "Confidence": 0.848, "X1": 0.56533, "Y1": 0.7462, "X2": 0.57867, "Y2": 0.746, "X3": 0.57867, "Y3": 0.7548, "X4": 0.56533, "Y4": 0.7548, "page": 0, "Index": 497}, {"Word": "is", "Confidence": 0.57, "X1": 0.58267, "Y1": 0.7462, "X2": 0.596, "Y2": 0.746, "X3": 0.596, "Y3": 0.7548, "X4": 0.58267, "Y4": 0.7548, "page": 0, "Index": 498}, {"Word": "the", "Confidence": 0.997, "X1": 0.59867, "Y1": 0.7472, "X2": 0.61733, "Y2": 0.747, "X3": 0.61733, "Y3": 0.7548, "X4": 0.59867, "Y4": 0.7548, "page": 0, "Index": 499}, {"Word": "light", "Confidence": 0.647, "X1": 0.62, "Y1": 0.7482, "X2": 0.65067, "Y2": 0.748, "X3": 0.65067, "Y3": 0.7548, "X4": 0.62, "Y4": 0.7548, "page": 0, "Index": 500}, {"Word": "or", "Confidence": 0.803, "X1": 0.19067, "Y1": 0.7512, "X2": 0.204, "Y2": 0.751, "X3": 0.204, "Y3": 0.7608, "X4": 0.19067, "Y4": 0.7608, "page": 0, "Index": 501}, {"Word": "or", "Confidence": 0.806, "X1": 0.19333, "Y1": 0.7522, "X2": 0.204, "Y2": 0.752, "X3": 0.204, "Y3": 0.7608, "X4": 0.19333, "Y4": 0.7608, "page": 0, "Index": 502}, {"Word": "mild", "Confidence": 0.608, "X1": 0.20667, "Y1": 0.7512, "X2": 0.232, "Y2": 0.751, "X3": 0.232, "Y3": 0.7608, "X4": 0.20667, "Y4": 0.7608, "page": 0, "Index": 503}, {"Word": "mild", "Confidence": 0.617, "X1": 0.20667, "Y1": 0.7532, "X2": 0.23067, "Y2": 0.753, "X3": 0.23067, "Y3": 0.7608, "X4": 0.20667, "Y4": 0.7608, "page": 0, "Index": 504}, {"Word": "version", "Confidence": 0.844, "X1": 0.23467, "Y1": 0.7512, "X2": 0.27333, "Y2": 0.751, "X3": 0.27333, "Y3": 0.7608, "X4": 0.23467, "Y4": 0.7608, "page": 0, "Index": 505}, {"Word": "version", "Confidence": 0.847, "X1": 0.23467, "Y1": 0.7532, "X2": 0.27333, "Y2": 0.753, "X3": 0.27333, "Y3": 0.7618, "X4": 0.23467, "Y4": 0.7618, "page": 0, "Index": 506}, {"Word": "of", "Confidence": 0.313, "X1": 0.276, "Y1": 0.7512, "X2": 0.29067, "Y2": 0.751, "X3": 0.29067, "Y3": 0.7608, "X4": 0.276, "Y4": 0.7608, "page": 0, "Index": 507}, {"Word": "of", "Confidence": 0.646, "X1": 0.276, "Y1": 0.7532, "X2": 0.29067, "Y2": 0.753, "X3": 0.29067, "Y3": 0.7618, "X4": 0.276, "Y4": 0.7618, "page": 0, "Index": 508}, {"Word": "the", "Confidence": 0.991, "X1": 0.29467, "Y1": 0.7522, "X2": 0.31333, "Y2": 0.752, "X3": 0.31333, "Y3": 0.7618, "X4": 0.29467, "Y4": 0.7608, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.998, "X1": 0.29467, "Y1": 0.7532, "X2": 0.312, "Y2": 0.753, "X3": 0.312, "Y3": 0.7618, "X4": 0.29467, "Y4": 0.7618, "page": 0, "Index": 510}, {"Word": "regular", "Confidence": 0.61, "X1": 0.316, "Y1": 0.7522, "X2": 0.35867, "Y2": 0.752, "X3": 0.35733, "Y3": 0.7618, "X4": 0.316, "Y4": 0.7618, "page": 0, "Index": 511}, {"Word": "regular", "Confidence": 0.637, "X1": 0.316, "Y1": 0.7532, "X2": 0.356, "Y2": 0.753, "X3": 0.356, "Y3": 0.7618, "X4": 0.316, "Y4": 0.7618, "page": 0, "Index": 512}, {"Word": "versims.", "Confidence": 0.603, "X1": 0.35867, "Y1": 0.7542, "X2": 0.40533, "Y2": 0.754, "X3": 0.40533, "Y3": 0.7628, "X4": 0.35867, "Y4": 0.7618, "page": 0, "Index": 513}, {"Word": "For", "Confidence": 0.856, "X1": 0.41333, "Y1": 0.7542, "X2": 0.43067, "Y2": 0.754, "X3": 0.43067, "Y3": 0.7628, "X4": 0.41333, "Y4": 0.7628, "page": 0, "Index": 514}, {"Word": "example,", "Confidence": 0.132, "X1": 0.436, "Y1": 0.7542, "X2": 0.48133, "Y2": 0.754, "X3": 0.48133, "Y3": 0.7628, "X4": 0.436, "Y4": 0.7628, "page": 0, "Index": 515}, {"Word": "if", "Confidence": 0.994, "X1": 0.484, "Y1": 0.7542, "X2": 0.496, "Y2": 0.754, "X3": 0.496, "Y3": 0.7628, "X4": 0.484, "Y4": 0.7628, "page": 0, "Index": 516}, {"Word": "a", "Confidence": 0.807, "X1": 0.5, "Y1": 0.7542, "X2": 0.508, "Y2": 0.754, "X3": 0.508, "Y3": 0.7628, "X4": 0.5, "Y4": 0.7628, "page": 0, "Index": 517}, {"Word": "respondent", "Confidence": 0.945, "X1": 0.51067, "Y1": 0.7552, "X2": 0.568, "Y2": 0.755, "X3": 0.568, "Y3": 0.7628, "X4": 0.51067, "Y4": 0.7628, "page": 0, "Index": 518}, {"Word": "mentions", "Confidence": 0.625, "X1": 0.57067, "Y1": 0.7552, "X2": 0.61733, "Y2": 0.755, "X3": 0.61733, "Y3": 0.7628, "X4": 0.57067, "Y4": 0.7628, "page": 0, "Index": 519}, {"Word": "\"Salen\"", "Confidence": 0.126, "X1": 0.62, "Y1": 0.7552, "X2": 0.66, "Y2": 0.755, "X3": 0.66, "Y3": 0.7638, "X4": 0.62, "Y4": 0.7628, "page": 0, "Index": 520}, {"Word": "determine", "Confidence": 0.6, "X1": 0.192, "Y1": 0.7612, "X2": 0.24133, "Y2": 0.761, "X3": 0.24133, "Y3": 0.7698, "X4": 0.192, "Y4": 0.7698, "page": 0, "Index": 521}, {"Word": "what", "Confidence": 0.778, "X1": 0.244, "Y1": 0.7612, "X2": 0.27067, "Y2": 0.761, "X3": 0.26933, "Y3": 0.7698, "X4": 0.244, "Y4": 0.7698, "page": 0, "Index": 522}, {"Word": "version", "Confidence": 0.286, "X1": 0.27333, "Y1": 0.7612, "X2": 0.312, "Y2": 0.761, "X3": 0.31067, "Y3": 0.7698, "X4": 0.272, "Y4": 0.7698, "page": 0, "Index": 523}, {"Word": "it", "Confidence": 0.905, "X1": 0.316, "Y1": 0.7622, "X2": 0.32933, "Y2": 0.762, "X3": 0.328, "Y3": 0.7698, "X4": 0.316, "Y4": 0.7698, "page": 0, "Index": 524}, {"Word": "is.", "Confidence": 0.65, "X1": 0.33067, "Y1": 0.7622, "X2": 0.35067, "Y2": 0.762, "X3": 0.35067, "Y3": 0.7698, "X4": 0.33067, "Y4": 0.7698, "page": 0, "Index": 525}, {"Word": "POSTAT:", "Confidence": 0.055, "X1": 0.20267, "Y1": 0.7732, "X2": 0.25067, "Y2": 0.773, "X3": 0.24933, "Y3": 0.7828, "X4": 0.20133, "Y4": 0.7838, "page": 0, "Index": 526}, {"Word": "IN", "Confidence": 0.821, "X1": 0.256, "Y1": 0.7722, "X2": 0.26933, "Y2": 0.772, "X3": 0.26933, "Y3": 0.7828, "X4": 0.25467, "Y4": 0.7828, "page": 0, "Index": 527}, {"Word": "THE", "Confidence": 0.981, "X1": 0.272, "Y1": 0.7722, "X2": 0.29067, "Y2": 0.772, "X3": 0.29067, "Y3": 0.7828, "X4": 0.272, "Y4": 0.7828, "page": 0, "Index": 528}, {"Word": "CASE", "Confidence": 0.78, "X1": 0.29333, "Y1": 0.7722, "X2": 0.31733, "Y2": 0.772, "X3": 0.316, "Y3": 0.7828, "X4": 0.29333, "Y4": 0.7828, "page": 0, "Index": 529}, {"Word": "OF", "Confidence": 0.633, "X1": 0.32, "Y1": 0.7722, "X2": 0.332, "Y2": 0.772, "X3": 0.332, "Y3": 0.7828, "X4": 0.31867, "Y4": 0.7828, "page": 0, "Index": 530}, {"Word": "KOOL,", "Confidence": 0.672, "X1": 0.33467, "Y1": 0.7722, "X2": 0.36667, "Y2": 0.772, "X3": 0.36667, "Y3": 0.7818, "X4": 0.33467, "Y4": 0.7828, "page": 0, "Index": 531}, {"Word": "ADD", "Confidence": 0.258, "X1": 0.36933, "Y1": 0.7722, "X2": 0.38933, "Y2": 0.772, "X3": 0.388, "Y3": 0.7818, "X4": 0.36933, "Y4": 0.7818, "page": 0, "Index": 532}, {"Word": "A", "Confidence": 0.63, "X1": 0.392, "Y1": 0.7722, "X2": 0.39867, "Y2": 0.772, "X3": 0.39867, "Y3": 0.7818, "X4": 0.392, "Y4": 0.7818, "page": 0, "Index": 533}, {"Word": "MEISTON", "Confidence": 0.624, "X1": 0.40133, "Y1": 0.7722, "X2": 0.44267, "Y2": 0.772, "X3": 0.44133, "Y3": 0.7818, "X4": 0.40133, "Y4": 0.7818, "page": 0, "Index": 534}, {"Word": "OF", "Confidence": 0.814, "X1": 0.44533, "Y1": 0.7722, "X2": 0.45867, "Y2": 0.772, "X3": 0.45867, "Y3": 0.7818, "X4": 0.444, "Y4": 0.7818, "page": 0, "Index": 535}, {"Word": "CIGARETTE", "Confidence": 0.646, "X1": 0.46133, "Y1": 0.7732, "X2": 0.51467, "Y2": 0.773, "X3": 0.51467, "Y3": 0.7828, "X4": 0.46133, "Y4": 0.7818, "page": 0, "Index": 536}, {"Word": ".", "Confidence": 0.645, "X1": 0.51733, "Y1": 0.7732, "X2": 0.52533, "Y2": 0.773, "X3": 0.52533, "Y3": 0.7828, "X4": 0.51733, "Y4": 0.7828, "page": 0, "Index": 537}, {"Word": "SUPER", "Confidence": 0.384, "X1": 0.528, "Y1": 0.7732, "X2": 0.55733, "Y2": 0.773, "X3": 0.55733, "Y3": 0.7828, "X4": 0.528, "Y4": 0.7828, "page": 0, "Index": 538}, {"Word": "LIGHT,", "Confidence": 0.329, "X1": 0.56, "Y1": 0.7732, "X2": 0.59733, "Y2": 0.773, "X3": 0.59733, "Y3": 0.7828, "X4": 0.56, "Y4": 0.7828, "page": 0, "Index": 539}, {"Word": "THEREFORE,", "Confidence": 0.498, "X1": 0.604, "Y1": 0.7742, "X2": 0.66133, "Y2": 0.774, "X3": 0.66133, "Y3": 0.7838, "X4": 0.604, "Y4": 0.7828, "page": 0, "Index": 540}, {"Word": "LICHT,", "Confidence": 0.623, "X1": 0.192, "Y1": 0.7882, "X2": 0.22667, "Y2": 0.788, "X3": 0.22667, "Y3": 0.7978, "X4": 0.19067, "Y4": 0.7978, "page": 0, "Index": 541}, {"Word": "LIGIT", "Confidence": 0.688, "X1": 0.22933, "Y1": 0.7882, "X2": 0.25867, "Y2": 0.788, "X3": 0.25867, "Y3": 0.7978, "X4": 0.22933, "Y4": 0.7978, "page": 0, "Index": 542}, {"Word": "FOR", "Confidence": 0.28, "X1": 0.24533, "Y1": 0.7792, "X2": 0.26533, "Y2": 0.779, "X3": 0.26533, "Y3": 0.7898, "X4": 0.244, "Y4": 0.7898, "page": 0, "Index": 543}, {"Word": "OR", "Confidence": 0.606, "X1": 0.26133, "Y1": 0.7882, "X2": 0.27467, "Y2": 0.788, "X3": 0.27333, "Y3": 0.7978, "X4": 0.26133, "Y4": 0.7978, "page": 0, "Index": 544}, {"Word": "THE", "Confidence": 0.29, "X1": 0.268, "Y1": 0.7792, "X2": 0.28533, "Y2": 0.779, "X3": 0.28533, "Y3": 0.7898, "X4": 0.268, "Y4": 0.7898, "page": 0, "Index": 545}, {"Word": "MILD", "Confidence": 0.249, "X1": 0.276, "Y1": 0.7882, "X2": 0.30267, "Y2": 0.788, "X3": 0.30133, "Y3": 0.7978, "X4": 0.276, "Y4": 0.7978, "page": 0, "Index": 546}, {"Word": "QUESTION", "Confidence": 0.612, "X1": 0.28933, "Y1": 0.7802, "X2": 0.33467, "Y2": 0.78, "X3": 0.33467, "Y3": 0.7898, "X4": 0.288, "Y4": 0.7898, "page": 0, "Index": 547}, {"Word": "VERSION", "Confidence": 0.878, "X1": 0.304, "Y1": 0.7892, "X2": 0.344, "Y2": 0.789, "X3": 0.344, "Y3": 0.7978, "X4": 0.304, "Y4": 0.7978, "page": 0, "Index": 548}, {"Word": "IF", "Confidence": 0.81, "X1": 0.33733, "Y1": 0.7802, "X2": 0.35067, "Y2": 0.78, "X3": 0.35067, "Y3": 0.7898, "X4": 0.33733, "Y4": 0.7898, "page": 0, "Index": 549}, {"Word": "OR", "Confidence": 0.941, "X1": 0.348, "Y1": 0.7892, "X2": 0.36133, "Y2": 0.789, "X3": 0.36133, "Y3": 0.7978, "X4": 0.34667, "Y4": 0.7978, "page": 0, "Index": 550}, {"Word": "KOOL", "Confidence": 0.674, "X1": 0.35333, "Y1": 0.7802, "X2": 0.37867, "Y2": 0.78, "X3": 0.37867, "Y3": 0.7908, "X4": 0.35333, "Y4": 0.7898, "page": 0, "Index": 551}, {"Word": "THE", "Confidence": 0.971, "X1": 0.36667, "Y1": 0.7892, "X2": 0.384, "Y2": 0.789, "X3": 0.38267, "Y3": 0.7978, "X4": 0.36533, "Y4": 0.7978, "page": 0, "Index": 552}, {"Word": "IS", "Confidence": 0.654, "X1": 0.38133, "Y1": 0.7802, "X2": 0.39333, "Y2": 0.78, "X3": 0.39333, "Y3": 0.7908, "X4": 0.38133, "Y4": 0.7908, "page": 0, "Index": 553}, {"Word": "REGULAR", "Confidence": 0.619, "X1": 0.38667, "Y1": 0.7892, "X2": 0.42667, "Y2": 0.789, "X3": 0.42667, "Y3": 0.7978, "X4": 0.38533, "Y4": 0.7978, "page": 0, "Index": 554}, {"Word": "MENTIONED", "Confidence": 0.352, "X1": 0.396, "Y1": 0.7812, "X2": 0.44933, "Y2": 0.781, "X3": 0.448, "Y3": 0.7908, "X4": 0.396, "Y4": 0.7908, "page": 0, "Index": 555}, {"Word": "SHOULD", "Confidence": 0.848, "X1": 0.452, "Y1": 0.7812, "X2": 0.48667, "Y2": 0.781, "X3": 0.48667, "Y3": 0.7908, "X4": 0.452, "Y4": 0.7908, "page": 0, "Index": 556}, {"Word": "DETERMINE", "Confidence": 0.269, "X1": 0.48933, "Y1": 0.7812, "X2": 0.54, "Y2": 0.781, "X3": 0.54, "Y3": 0.7918, "X4": 0.48933, "Y4": 0.7908, "page": 0, "Index": 557}, {"Word": "WHETHER", "Confidence": 0.139, "X1": 0.54267, "Y1": 0.7812, "X2": 0.58533, "Y2": 0.781, "X3": 0.58533, "Y3": 0.7918, "X4": 0.54267, "Y4": 0.7918, "page": 0, "Index": 558}, {"Word": "IT", "Confidence": 0.579, "X1": 0.588, "Y1": 0.7812, "X2": 0.60133, "Y2": 0.781, "X3": 0.60133, "Y3": 0.7918, "X4": 0.588, "Y4": 0.7918, "page": 0, "Index": 559}, {"Word": "IS", "Confidence": 0.166, "X1": 0.604, "Y1": 0.7812, "X2": 0.61733, "Y2": 0.781, "X3": 0.61733, "Y3": 0.7918, "X4": 0.604, "Y4": 0.7918, "page": 0, "Index": 560}, {"Word": "A", "Confidence": 0.884, "X1": 0.62, "Y1": 0.7812, "X2": 0.628, "Y2": 0.781, "X3": 0.628, "Y3": 0.7918, "X4": 0.62, "Y4": 0.7918, "page": 0, "Index": 561}, {"Word": "SUPER", "Confidence": 0.955, "X1": 0.63067, "Y1": 0.7822, "X2": 0.66133, "Y2": 0.782, "X3": 0.66133, "Y3": 0.7928, "X4": 0.63067, "Y4": 0.7918, "page": 0, "Index": 562}, {"Word": "VERSION", "Confidence": 0.455, "X1": 0.42933, "Y1": 0.7902, "X2": 0.47067, "Y2": 0.79, "X3": 0.47067, "Y3": 0.7988, "X4": 0.42933, "Y4": 0.7978, "page": 0, "Index": 563}, {"Word": "THAT", "Confidence": 0.847, "X1": 0.47333, "Y1": 0.7902, "X2": 0.49867, "Y2": 0.79, "X3": 0.49733, "Y3": 0.7988, "X4": 0.47333, "Y4": 0.7988, "page": 0, "Index": 564}, {"Word": "IS", "Confidence": 0.955, "X1": 0.50133, "Y1": 0.7902, "X2": 0.51333, "Y2": 0.79, "X3": 0.512, "Y3": 0.7988, "X4": 0.5, "Y4": 0.7988, "page": 0, "Index": 565}, {"Word": "NEW.", "Confidence": 0.849, "X1": 0.516, "Y1": 0.7902, "X2": 0.54133, "Y2": 0.79, "X3": 0.54133, "Y3": 0.7998, "X4": 0.51467, "Y4": 0.7988, "page": 0, "Index": 566}, {"Word": "-", "Confidence": 0.948, "X1": 0.70133, "Y1": 0.8532, "X2": 0.70133, "Y2": 0.853, "X3": 0.692, "Y3": 0.8528, "X4": 0.69067, "Y4": 0.8478, "page": 0, "Index": 567}, {"Word": "FILM", "Confidence": 0.941, "X1": 0.072, "Y1": 0.9472, "X2": 0.10133, "Y2": 0.947, "X3": 0.10133, "Y3": 0.9568, "X4": 0.072, "Y4": 0.9588, "page": 0, "Index": 568}, {"Word": "IMAGE", "Confidence": 0.631, "X1": 0.10933, "Y1": 0.9452, "X2": 0.144, "Y2": 0.945, "X3": 0.144, "Y3": 0.9558, "X4": 0.108, "Y4": 0.9568, "page": 0, "Index": 569}, {"Word": "IS", "Confidence": 0.816, "X1": 0.15067, "Y1": 0.9442, "X2": 0.16533, "Y2": 0.944, "X3": 0.16533, "Y3": 0.9548, "X4": 0.14933, "Y4": 0.9558, "page": 0, "Index": 570}, {"Word": "LESS", "Confidence": 0.991, "X1": 0.17067, "Y1": 0.9422, "X2": 0.20133, "Y2": 0.942, "X3": 0.2, "Y3": 0.9538, "X4": 0.17067, "Y4": 0.9548, "page": 0, "Index": 571}, {"Word": "CLEAR", "Confidence": 0.961, "X1": 0.20533, "Y1": 0.9402, "X2": 0.244, "Y2": 0.94, "X3": 0.244, "Y3": 0.9518, "X4": 0.20533, "Y4": 0.9528, "page": 0, "Index": 572}, {"Word": "ICE", "Confidence": 0.669, "X1": 0.0, "Y1": 0.9502, "X2": 0.01733, "Y2": 0.95, "X3": 0.01733, "Y3": 0.9598, "X4": 0.0, "Y4": 0.9608, "page": 0, "Index": 573}, {"Word": "IF", "Confidence": 0.847, "X1": 0.02267, "Y1": 0.9492, "X2": 0.03867, "Y2": 0.949, "X3": 0.03867, "Y3": 0.9598, "X4": 0.02267, "Y4": 0.9598, "page": 0, "Index": 574}, {"Word": "THE", "Confidence": 0.955, "X1": 0.04533, "Y1": 0.9482, "X2": 0.06667, "Y2": 0.948, "X3": 0.06667, "Y3": 0.9588, "X4": 0.04533, "Y4": 0.9588, "page": 0, "Index": 575}, {"Word": "NOTICE.", "Confidence": 0.835, "X1": 0.04533, "Y1": 0.9572, "X2": 0.09733, "Y2": 0.957, "X3": 0.09733, "Y3": 0.9678, "X4": 0.04533, "Y4": 0.9698, "page": 0, "Index": 576}, {"Word": "IT", "Confidence": 0.996, "X1": 0.11067, "Y1": 0.9562, "X2": 0.124, "Y2": 0.956, "X3": 0.12533, "Y3": 0.9668, "X4": 0.11067, "Y4": 0.9668, "page": 0, "Index": 577}, {"Word": "IS", "Confidence": 0.944, "X1": 0.13067, "Y1": 0.9552, "X2": 0.14533, "Y2": 0.955, "X3": 0.14533, "Y3": 0.9658, "X4": 0.13067, "Y4": 0.9658, "page": 0, "Index": 578}, {"Word": "DUE", "Confidence": 0.901, "X1": 0.14933, "Y1": 0.9542, "X2": 0.17333, "Y2": 0.954, "X3": 0.17333, "Y3": 0.9638, "X4": 0.14933, "Y4": 0.9648, "page": 0, "Index": 579}, {"Word": "TO", "Confidence": 0.176, "X1": 0.18, "Y1": 0.9532, "X2": 0.19467, "Y2": 0.953, "X3": 0.19467, "Y3": 0.9628, "X4": 0.18, "Y4": 0.9638, "page": 0, "Index": 580}, {"Word": "THE", "Confidence": 0.908, "X1": 0.20133, "Y1": 0.9522, "X2": 0.224, "Y2": 0.952, "X3": 0.224, "Y3": 0.9608, "X4": 0.2, "Y4": 0.9628, "page": 0, "Index": 581}, {"Word": "N", "Confidence": 0.119, "X1": 0.0, "Y1": 0.9612, "X2": 0.008, "Y2": 0.961, "X3": 0.008, "Y3": 0.9708, "X4": 0.00133, "Y4": 0.9708, "page": 0, "Index": 582}, {"Word": "THIS", "Confidence": 0.983, "X1": 0.01067, "Y1": 0.9602, "X2": 0.04, "Y2": 0.96, "X3": 0.04, "Y3": 0.9698, "X4": 0.01067, "Y4": 0.9708, "page": 0, "Index": 583}, {"Word": "THE", "Confidence": 0.998, "X1": 0.05333, "Y1": 0.9682, "X2": 0.07467, "Y2": 0.968, "X3": 0.076, "Y3": 0.9778, "X4": 0.05467, "Y4": 0.9788, "page": 0, "Index": 584}, {"Word": "DOCUMENT", "Confidence": 0.175, "X1": 0.08, "Y1": 0.9662, "X2": 0.13867, "Y2": 0.966, "X3": 0.14, "Y3": 0.9758, "X4": 0.08, "Y4": 0.9778, "page": 0, "Index": 585}, {"Word": "BETON", "Confidence": 0.195, "X1": 0.144, "Y1": 0.9642, "X2": 0.18, "Y2": 0.964, "X3": 0.18, "Y3": 0.9748, "X4": 0.144, "Y4": 0.9758, "page": 0, "Index": 586}, {"Word": "PILMED.", "Confidence": 0.794, "X1": 0.18667, "Y1": 0.9622, "X2": 0.23867, "Y2": 0.962, "X3": 0.23867, "Y3": 0.9738, "X4": 0.18667, "Y4": 0.9748, "page": 0, "Index": 587}, {"Word": "776151238", "Confidence": 0.849, "X1": 0.25067, "Y1": 0.9482, "X2": 0.53067, "Y2": 0.948, "X3": 0.532, "Y3": 0.9718, "X4": 0.25067, "Y4": 0.9778, "page": 0, "Index": 588}, {"Word": "LITY", "Confidence": 0.987, "X1": 0.0, "Y1": 0.9702, "X2": 0.02667, "Y2": 0.97, "X3": 0.028, "Y3": 0.9808, "X4": 0.00133, "Y4": 0.9818, "page": 0, "Index": 589}, {"Word": "OF", "Confidence": 0.992, "X1": 0.03067, "Y1": 0.9702, "X2": 0.04667, "Y2": 0.97, "X3": 0.048, "Y3": 0.9798, "X4": 0.03067, "Y4": 0.9798, "page": 0, "Index": 590}]}
|
"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"
|
ffml0140
| 3 |
{"lines_data": [{"Word": "454-2-ALS-978 4 ..", "Confidence": 0.55967, "X1": 0.44533, "Y1": 0.2092, "X2": 0.54667, "Y2": 0.209, "X3": 0.54667, "Y3": 0.2228, "X4": 0.44533, "Y4": 0.2228, "page": 0}, {"Word": "Question 12a:", "Confidence": 0.6015, "X1": 0.12533, "Y1": 0.2382, "X2": 0.2, "Y2": 0.238, "X3": 0.2, "Y3": 0.2478, "X4": 0.12533, "Y4": 0.2488, "page": 0}, {"Word": "Here We want to know whether the respondent received a free pock of MICTIC LIGHTS.", "Confidence": 0.64373, "X1": 0.12533, "Y1": 0.2472, "X2": 0.564, "Y2": 0.247, "X3": 0.564, "Y3": 0.2568, "X4": 0.12533, "Y4": 0.2598, "page": 0}, {"Word": "Record whatever snoer the respondent gives you, If a moc-recipient gives you &", "Confidence": 0.65454, "X1": 0.12667, "Y1": 0.2602, "X2": 0.55733, "Y2": 0.26, "X3": 0.55733, "Y3": 0.2678, "X4": 0.12667, "Y4": 0.2708, "page": 0}, {"Word": "Q. i2. Conversely, if a recipient gives you a", "Confidence": 0.576, "X1": 0.31467, "Y1": 0.2652, "X2": 0.56667, "Y2": 0.265, "X3": 0.56667, "Y3": 0.2778, "X4": 0.31467, "Y4": 0.2778, "page": 0}, {"Word": "\"o\", check the \"no\" box and ship to Q. 134.", "Confidence": 0.5949, "X1": 0.12533, "Y1": 0.2752, "X2": 0.36667, "Y2": 0.275, "X3": 0.36667, "Y3": 0.2858, "X4": 0.12533, "Y4": 0.2878, "page": 0}, {"Word": "\"yes\". check the \"yes\" box and ak Q. 12.", "Confidence": 0.43778, "X1": 0.12667, "Y1": 0.2682, "X2": 0.36133, "Y2": 0.268, "X3": 0.36133, "Y3": 0.2798, "X4": 0.12667, "Y4": 0.2818, "page": 0}, {"Word": "Check only one box. +", "Confidence": 0.5324, "X1": 0.124, "Y1": 0.3052, "X2": 0.252, "Y2": 0.305, "X3": 0.252, "Y3": 0.3158, "X4": 0.124, "Y4": 0.3148, "page": 0}, {"Word": "Question 126:", "Confidence": 0.302, "X1": 0.124, "Y1": 0.3212, "X2": 0.20267, "Y2": 0.321, "X3": 0.20267, "Y3": 0.3318, "X4": 0.124, "Y4": 0.3318, "page": 0}, {"Word": "Write in the number.", "Confidence": 0.75675, "X1": 0.12533, "Y1": 0.3332, "X2": 0.236, "Y2": 0.333, "X3": 0.236, "Y3": 0.3428, "X4": 0.12533, "Y4": 0.3428, "page": 0}, {"Word": "Question 124:", "Confidence": 0.5145, "X1": 0.124, "Y1": 0.3492, "X2": 0.19867, "Y2": 0.349, "X3": 0.19867, "Y3": 0.3598, "X4": 0.124, "Y4": 0.3618, "page": 0}, {"Word": "You Should read all choices. If a respondent answers, \"Suche some or all of thes\" check", "Confidence": 0.6395, "X1": 0.12667, "Y1": 0.3592, "X2": 0.59867, "Y2": 0.359, "X3": 0.59867, "Y3": 0.3678, "X4": 0.12667, "Y4": 0.3708, "page": 0}, {"Word": "the Appropriate box and ask Q. 120.", "Confidence": 0.554, "X1": 0.128, "Y1": 0.3692, "X2": 0.31467, "Y2": 0.369, "X3": 0.31467, "Y3": 0.3778, "X4": 0.128, "Y4": 0.3798, "page": 0}, {"Word": "RESPONDENTS GIVING ANY OTHER RESPONSE MAT BE SKIPPED 70 0. 13e.", "Confidence": 0.54709, "X1": 0.128, "Y1": 0.3832, "X2": 0.472, "Y2": 0.383, "X3": 0.472, "Y3": 0.3958, "X4": 0.128, "Y4": 0.3968, "page": 0}, {"Word": "Check caly ore box in each question,", "Confidence": 0.77114, "X1": 0.128, "Y1": 0.4112, "X2": 0.32133, "Y2": 0.411, "X3": 0.32133, "Y3": 0.4228, "X4": 0.128, "Y4": 0.4238, "page": 0}, {"Word": "Question 13er", "Confidence": 0.3875, "X1": 0.124, "Y1": 0.4292, "X2": 0.20267, "Y2": 0.429, "X3": 0.20267, "Y3": 0.4388, "X4": 0.124, "Y4": 0.4398, "page": 0}, {"Word": "THIS QUESTION IS TO BE ASKED AS 15 FOR ALL RESPONCENTS OTHER THAN THOSE ANSWERING \"YES\"", "Confidence": 0.64944, "X1": 0.12533, "Y1": 0.4382, "X2": 0.59067, "Y2": 0.438, "X3": 0.59067, "Y3": 0.4488, "X4": 0.12533, "Y4": 0.4498, "page": 0}, {"Word": "SO QUESTION 176, FUR NISJONENTS ANSWERING \"YES\" TC QUESTION 126, SLU FIST INSERT THE", "Confidence": 0.30357, "X1": 0.12667, "Y1": 0.4442, "X2": 0.588, "Y2": 0.444, "X3": 0.588, "Y3": 0.4558, "X4": 0.12667, "Y4": 0.4588, "page": 0}, {"Word": "WORD .. OCHER -. AFTER ANY AND SEFOR", "Confidence": 0.7, "X1": 0.12533, "Y1": 0.4542, "X2": 0.324, "Y2": 0.454, "X3": 0.324, "Y3": 0.4648, "X4": 0.12533, "Y4": 0.4678, "page": 0}, {"Word": "ND SEFORE COUPONS SO THAT THE QUESTION REAIS, \"Have you", "Confidence": 0.5012, "X1": 0.27867, "Y1": 0.4552, "X2": 0.576, "Y2": 0.455, "X3": 0.576, "Y3": 0.4648, "X4": 0.27867, "Y4": 0.4668, "page": 0}, {"Word": "noticed any other coupons for ARCTIC LIDTSTY", "Confidence": 0.50486, "X1": 0.12533, "Y1": 0.4632, "X2": 0.372, "Y2": 0.463, "X3": 0.372, "Y3": 0.4738, "X4": 0.12533, "Y4": 0.4758, "page": 0}, {"Word": "If \"yes\" to Q. 138, mak 0, 12.", "Confidence": 0.52513, "X1": 0.128, "Y1": 0.4772, "X2": 0.29733, "Y2": 0.477, "X3": 0.29733, "Y3": 0.4868, "X4": 0.128, "Y4": 0.4868, "page": 0}, {"Word": "If \"no\" to Q. 150, skip to Q. 14a.", "Confidence": 0.65933, "X1": 0.128, "Y1": 0.4882, "X2": 0.31067, "Y2": 0.488, "X3": 0.31067, "Y3": 0.4988, "X4": 0.128, "Y4": 0.4988, "page": 0}, {"Word": "Question 12 .:", "Confidence": 0.559, "X1": 0.128, "Y1": 0.5052, "X2": 0.20267, "Y2": 0.505, "X3": 0.20267, "Y3": 0.5148, "X4": 0.128, "Y4": 0.5158, "page": 0}, {"Word": "Check only one box.", "Confidence": 0.6105, "X1": 0.128, "Y1": 0.5172, "X2": 0.23333, "Y2": 0.517, "X3": 0.23333, "Y3": 0.5268, "X4": 0.128, "Y4": 0.5268, "page": 0}, {"Word": "Asked only of respondents antwering \"yes\" to Q. 13.", "Confidence": 0.60389, "X1": 0.12533, "Y1": 0.5432, "X2": 0.40933, "Y2": 0.543, "X3": 0.40933, "Y3": 0.5538, "X4": 0.12533, "Y4": 0.5548, "page": 0}, {"Word": "Question 134:", "Confidence": 0.5115, "X1": 0.12533, "Y1": 0.5602, "X2": 0.20133, "Y2": 0.56, "X3": 0.20133, "Y3": 0.5708, "X4": 0.12533, "Y4": 0.5728, "page": 0}, {"Word": "Asked only of respondents answering \"yes\"\" to Q. 15c.", "Confidence": 0.56078, "X1": 0.128, "Y1": 0.5712, "X2": 0.412, "Y2": 0.571, "X3": 0.412, "Y3": 0.5818, "X4": 0.128, "Y4": 0.5838, "page": 0}, {"Word": "Question 144:", "Confidence": 0.507, "X1": 0.128, "Y1": 0.5892, "X2": 0.20133, "Y2": 0.589, "X3": 0.20267, "Y3": 0.5988, "X4": 0.128, "Y4": 0.5998, "page": 0}, {"Word": "Check onty one box.", "Confidence": 0.37325, "X1": 0.128, "Y1": 0.6012, "X2": 0.23467, "Y2": 0.601, "X3": 0.23467, "Y3": 0.6108, "X4": 0.128, "Y4": 0.6108, "page": 0}, {"Word": "9.ma tion 14h9", "Confidence": 0.387, "X1": 0.128, "Y1": 0.6172, "X2": 0.20267, "Y2": 0.617, "X3": 0.20267, "Y3": 0.6268, "X4": 0.128, "Y4": 0.6278, "page": 0}, {"Word": "Answered by Tespondents who gave a \"yes\" to Q. 14a.", "Confidence": 0.7265, "X1": 0.12933, "Y1": 0.6272, "X2": 0.40533, "Y2": 0.627, "X3": 0.40533, "Y3": 0.6378, "X4": 0.12933, "Y4": 0.6398, "page": 0}, {"Word": "Restiq 145:", "Confidence": 0.196, "X1": 0.12933, "Y1": 0.6452, "X2": 0.20133, "Y2": 0.645, "X3": 0.20133, "Y3": 0.6548, "X4": 0.12933, "Y4": 0.6558, "page": 0}, {"Word": "Acovered by respondents who gave a \"yes\"\" to Q. 14.", "Confidence": 0.4326, "X1": 0.13067, "Y1": 0.6552, "X2": 0.40533, "Y2": 0.655, "X3": 0.40533, "Y3": 0.6658, "X4": 0.13067, "Y4": 0.6678, "page": 0}, {"Word": "Question 154:", "Confidence": 0.733, "X1": 0.13067, "Y1": 0.6732, "X2": 0.20267, "Y2": 0.673, "X3": 0.20267, "Y3": 0.6828, "X4": 0.13067, "Y4": 0.6828, "page": 0}, {"Word": "Cack due @propriate box.", "Confidence": 0.302, "X1": 0.13067, "Y1": 0.6842, "X2": 0.27067, "Y2": 0.684, "X3": 0.27067, "Y3": 0.6938, "X4": 0.13067, "Y4": 0.6948, "page": 0}, {"Word": "Answered caly by respondents who said \"Sucked more than a pack\" in Q. 15a.", "Confidence": 0.602, "X1": 0.12933, "Y1": 0.7102, "X2": 0.52933, "Y2": 0.71, "X3": 0.52933, "Y3": 0.7208, "X4": 0.12933, "Y4": 0.7228, "page": 0}, {"Word": "Question 15c:", "Confidence": 0.55, "X1": 0.132, "Y1": 0.7292, "X2": 0.20533, "Y2": 0.729, "X3": 0.20533, "Y3": 0.7388, "X4": 0.132, "Y4": 0.7398, "page": 0}, {"Word": "mabes given you for \"At regular price\"\" and the surber given you for \"At reduced", "Confidence": 0.60967, "X1": 0.128, "Y1": 0.7472, "X2": 0.564, "Y2": 0.747, "X3": 0.564, "Y3": 0.7568, "X4": 0.128, "Y4": 0.7588, "page": 0}, {"Word": "Make sure that you write in the number of packs given you for Q. 156 and that uwe", "Confidence": 0.59033, "X1": 0.13067, "Y1": 0.7392, "X2": 0.56667, "Y2": 0.739, "X3": 0.568, "Y3": 0.7498, "X4": 0.13067, "Y4": 0.7508, "page": 0}, {"Word": "price\" sals to that nuber.", "Confidence": 0.6722, "X1": 0.13333, "Y1": 0.7572, "X2": 0.28, "Y2": 0.757, "X3": 0.28, "Y3": 0.7658, "X4": 0.13333, "Y4": 0.7658, "page": 0}, {"Word": "These are standard demographic questions.", "Confidence": 0.6066, "X1": 0.12933, "Y1": 0.7832, "X2": 0.352, "Y2": 0.783, "X3": 0.352, "Y3": 0.7938, "X4": 0.12933, "Y4": 0.7948, "page": 0}, {"Word": "IF THE FILM IMAUS IS LESS CLEAR", "Confidence": 0.60986, "X1": 0.00133, "Y1": 0.9282, "X2": 0.21867, "Y2": 0.928, "X3": 0.21867, "Y3": 0.9388, "X4": 0.00133, "Y4": 0.9408, "page": 0}, {"Word": "IS NOTICE. IT 15 DUE TO THE", "Confidence": 0.44386, "X1": 0.0, "Y1": 0.9382, "X2": 0.20267, "Y2": 0.938, "X3": 0.204, "Y3": 0.9488, "X4": 0.0, "Y4": 0.9508, "page": 0}, {"Word": "OF THE DOCUMENT BRING FILMEU.", "Confidence": 0.5602, "X1": 0.004, "Y1": 0.9492, "X2": 0.21067, "Y2": 0.949, "X3": 0.21067, "Y3": 0.9598, "X4": 0.004, "Y4": 0.9608, "page": 0}, {"Word": "776151240", "Confidence": 0.794, "X1": 0.224, "Y1": 0.9442, "X2": 0.51067, "Y2": 0.944, "X3": 0.50933, "Y3": 0.9728, "X4": 0.22267, "Y4": 0.9678, "page": 0}], "words_data": [{"Word": "454-2-ALS-978", "Confidence": 0.373, "X1": 0.44667, "Y1": 0.2102, "X2": 0.51867, "Y2": 0.21, "X3": 0.51867, "Y3": 0.2228, "X4": 0.44667, "Y4": 0.2228, "page": 0, "Index": 0}, {"Word": "4", "Confidence": 0.749, "X1": 0.52267, "Y1": 0.2102, "X2": 0.52667, "Y2": 0.21, "X3": 0.52667, "Y3": 0.2228, "X4": 0.52267, "Y4": 0.2228, "page": 0, "Index": 1}, {"Word": "..", "Confidence": 0.557, "X1": 0.52933, "Y1": 0.2102, "X2": 0.548, "Y2": 0.21, "X3": 0.548, "Y3": 0.2228, "X4": 0.52933, "Y4": 0.2228, "page": 0, "Index": 2}, {"Word": "Question", "Confidence": 0.589, "X1": 0.12667, "Y1": 0.2392, "X2": 0.17333, "Y2": 0.239, "X3": 0.172, "Y3": 0.2478, "X4": 0.12667, "Y4": 0.2488, "page": 0, "Index": 3}, {"Word": "12a:", "Confidence": 0.614, "X1": 0.176, "Y1": 0.2382, "X2": 0.2, "Y2": 0.238, "X3": 0.2, "Y3": 0.2488, "X4": 0.17467, "Y4": 0.2478, "page": 0, "Index": 4}, {"Word": "whether", "Confidence": 0.821, "X1": 0.236, "Y1": 0.2492, "X2": 0.27733, "Y2": 0.249, "X3": 0.276, "Y3": 0.2578, "X4": 0.236, "Y4": 0.2588, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.28, "Y1": 0.2492, "X2": 0.29867, "Y2": 0.249, "X3": 0.29733, "Y3": 0.2578, "X4": 0.27867, "Y4": 0.2578, "page": 0, "Index": 6}, {"Word": "respondent", "Confidence": 0.493, "X1": 0.3, "Y1": 0.2482, "X2": 0.35733, "Y2": 0.248, "X3": 0.35733, "Y3": 0.2578, "X4": 0.3, "Y4": 0.2578, "page": 0, "Index": 7}, {"Word": "received", "Confidence": 0.265, "X1": 0.36, "Y1": 0.2482, "X2": 0.40533, "Y2": 0.248, "X3": 0.404, "Y3": 0.2578, "X4": 0.36, "Y4": 0.2578, "page": 0, "Index": 8}, {"Word": "a", "Confidence": 0.937, "X1": 0.40667, "Y1": 0.2482, "X2": 0.41467, "Y2": 0.248, "X3": 0.41467, "Y3": 0.2578, "X4": 0.40667, "Y4": 0.2578, "page": 0, "Index": 9}, {"Word": "free", "Confidence": 0.798, "X1": 0.41867, "Y1": 0.2482, "X2": 0.44133, "Y2": 0.248, "X3": 0.44133, "Y3": 0.2578, "X4": 0.41867, "Y4": 0.2578, "page": 0, "Index": 10}, {"Word": "pock", "Confidence": 0.413, "X1": 0.444, "Y1": 0.2472, "X2": 0.468, "Y2": 0.247, "X3": 0.468, "Y3": 0.2578, "X4": 0.444, "Y4": 0.2578, "page": 0, "Index": 11}, {"Word": "of", "Confidence": 0.996, "X1": 0.47067, "Y1": 0.2472, "X2": 0.48533, "Y2": 0.247, "X3": 0.48533, "Y3": 0.2578, "X4": 0.47067, "Y4": 0.2578, "page": 0, "Index": 12}, {"Word": "MICTIC", "Confidence": 0.217, "X1": 0.488, "Y1": 0.2472, "X2": 0.52133, "Y2": 0.247, "X3": 0.52133, "Y3": 0.2578, "X4": 0.488, "Y4": 0.2578, "page": 0, "Index": 13}, {"Word": "LIGHTS.", "Confidence": 0.268, "X1": 0.524, "Y1": 0.2472, "X2": 0.56533, "Y2": 0.247, "X3": 0.56533, "Y3": 0.2578, "X4": 0.524, "Y4": 0.2578, "page": 0, "Index": 14}, {"Word": "Here", "Confidence": 0.602, "X1": 0.12667, "Y1": 0.2512, "X2": 0.14933, "Y2": 0.251, "X3": 0.148, "Y3": 0.2598, "X4": 0.12533, "Y4": 0.2598, "page": 0, "Index": 15}, {"Word": "We", "Confidence": 0.767, "X1": 0.152, "Y1": 0.2512, "X2": 0.16667, "Y2": 0.251, "X3": 0.16533, "Y3": 0.2588, "X4": 0.15067, "Y4": 0.2598, "page": 0, "Index": 16}, {"Word": "want", "Confidence": 0.481, "X1": 0.168, "Y1": 0.2502, "X2": 0.19333, "Y2": 0.25, "X3": 0.19333, "Y3": 0.2588, "X4": 0.168, "Y4": 0.2588, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.935, "X1": 0.196, "Y1": 0.2502, "X2": 0.208, "Y2": 0.25, "X3": 0.208, "Y3": 0.2588, "X4": 0.196, "Y4": 0.2588, "page": 0, "Index": 18}, {"Word": "know", "Confidence": 0.665, "X1": 0.21067, "Y1": 0.2502, "X2": 0.23467, "Y2": 0.25, "X3": 0.23333, "Y3": 0.2588, "X4": 0.20933, "Y4": 0.2588, "page": 0, "Index": 19}, {"Word": "Record", "Confidence": 0.614, "X1": 0.128, "Y1": 0.2622, "X2": 0.16, "Y2": 0.262, "X3": 0.16, "Y3": 0.2708, "X4": 0.12667, "Y4": 0.2708, "page": 0, "Index": 20}, {"Word": "whatever", "Confidence": 0.599, "X1": 0.16267, "Y1": 0.2622, "X2": 0.20933, "Y2": 0.262, "X3": 0.20933, "Y3": 0.2708, "X4": 0.16267, "Y4": 0.2708, "page": 0, "Index": 21}, {"Word": "snoer", "Confidence": 0.135, "X1": 0.212, "Y1": 0.2622, "X2": 0.24667, "Y2": 0.262, "X3": 0.24667, "Y3": 0.2698, "X4": 0.212, "Y4": 0.2698, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.24933, "Y1": 0.2612, "X2": 0.268, "Y2": 0.261, "X3": 0.26667, "Y3": 0.2698, "X4": 0.24933, "Y4": 0.2698, "page": 0, "Index": 23}, {"Word": "respondent", "Confidence": 0.616, "X1": 0.27067, "Y1": 0.2612, "X2": 0.32533, "Y2": 0.261, "X3": 0.32533, "Y3": 0.2698, "X4": 0.27067, "Y4": 0.2698, "page": 0, "Index": 24}, {"Word": "Q.", "Confidence": 0.025, "X1": 0.31467, "Y1": 0.2662, "X2": 0.32533, "Y2": 0.266, "X3": 0.32533, "Y3": 0.2778, "X4": 0.31467, "Y4": 0.2778, "page": 0, "Index": 25}, {"Word": "gives", "Confidence": 0.621, "X1": 0.328, "Y1": 0.2612, "X2": 0.35733, "Y2": 0.261, "X3": 0.356, "Y3": 0.2698, "X4": 0.328, "Y4": 0.2698, "page": 0, "Index": 26}, {"Word": "i2.", "Confidence": 0.361, "X1": 0.328, "Y1": 0.2672, "X2": 0.352, "Y2": 0.267, "X3": 0.352, "Y3": 0.2778, "X4": 0.328, "Y4": 0.2778, "page": 0, "Index": 27}, {"Word": "Conversely,", "Confidence": 0.124, "X1": 0.36, "Y1": 0.2682, "X2": 0.42, "Y2": 0.268, "X3": 0.42, "Y3": 0.2778, "X4": 0.36, "Y4": 0.2778, "page": 0, "Index": 28}, {"Word": "you,", "Confidence": 0.791, "X1": 0.36133, "Y1": 0.2612, "X2": 0.384, "Y2": 0.261, "X3": 0.384, "Y3": 0.2688, "X4": 0.36, "Y4": 0.2698, "page": 0, "Index": 29}, {"Word": "If", "Confidence": 0.902, "X1": 0.392, "Y1": 0.2602, "X2": 0.40533, "Y2": 0.26, "X3": 0.404, "Y3": 0.2688, "X4": 0.392, "Y4": 0.2688, "page": 0, "Index": 30}, {"Word": "a", "Confidence": 0.958, "X1": 0.408, "Y1": 0.2602, "X2": 0.41467, "Y2": 0.26, "X3": 0.41467, "Y3": 0.2688, "X4": 0.408, "Y4": 0.2688, "page": 0, "Index": 31}, {"Word": "moc-recipient", "Confidence": 0.388, "X1": 0.41867, "Y1": 0.2602, "X2": 0.49067, "Y2": 0.26, "X3": 0.49067, "Y3": 0.2688, "X4": 0.41733, "Y4": 0.2688, "page": 0, "Index": 32}, {"Word": "if", "Confidence": 0.898, "X1": 0.42267, "Y1": 0.2692, "X2": 0.43733, "Y2": 0.269, "X3": 0.436, "Y3": 0.2778, "X4": 0.42267, "Y4": 0.2778, "page": 0, "Index": 33}, {"Word": "a", "Confidence": 0.992, "X1": 0.44, "Y1": 0.2692, "X2": 0.44667, "Y2": 0.269, "X3": 0.44667, "Y3": 0.2778, "X4": 0.43867, "Y4": 0.2778, "page": 0, "Index": 34}, {"Word": "recipient", "Confidence": 0.726, "X1": 0.44933, "Y1": 0.2682, "X2": 0.50133, "Y2": 0.268, "X3": 0.5, "Y3": 0.2778, "X4": 0.44933, "Y4": 0.2778, "page": 0, "Index": 35}, {"Word": "gives", "Confidence": 0.883, "X1": 0.49333, "Y1": 0.2602, "X2": 0.52267, "Y2": 0.26, "X3": 0.52133, "Y3": 0.2688, "X4": 0.49333, "Y4": 0.2688, "page": 0, "Index": 36}, {"Word": "gives", "Confidence": 0.934, "X1": 0.504, "Y1": 0.2682, "X2": 0.53333, "Y2": 0.268, "X3": 0.532, "Y3": 0.2768, "X4": 0.50267, "Y4": 0.2778, "page": 0, "Index": 37}, {"Word": "you", "Confidence": 0.998, "X1": 0.52533, "Y1": 0.2602, "X2": 0.544, "Y2": 0.26, "X3": 0.54267, "Y3": 0.2688, "X4": 0.524, "Y4": 0.2688, "page": 0, "Index": 38}, {"Word": "you", "Confidence": 0.133, "X1": 0.536, "Y1": 0.2672, "X2": 0.55467, "Y2": 0.267, "X3": 0.55467, "Y3": 0.2768, "X4": 0.53467, "Y4": 0.2768, "page": 0, "Index": 39}, {"Word": "&", "Confidence": 0.006, "X1": 0.54667, "Y1": 0.2602, "X2": 0.55333, "Y2": 0.26, "X3": 0.55333, "Y3": 0.2688, "X4": 0.54667, "Y4": 0.2688, "page": 0, "Index": 40}, {"Word": "a", "Confidence": 0.991, "X1": 0.55733, "Y1": 0.2672, "X2": 0.56533, "Y2": 0.267, "X3": 0.56533, "Y3": 0.2768, "X4": 0.55733, "Y4": 0.2768, "page": 0, "Index": 41}, {"Word": "\"yes\".", "Confidence": 0.113, "X1": 0.12667, "Y1": 0.2702, "X2": 0.16, "Y2": 0.27, "X3": 0.16133, "Y3": 0.2808, "X4": 0.12667, "Y4": 0.2818, "page": 0, "Index": 42}, {"Word": "\"o\",", "Confidence": 0.147, "X1": 0.12667, "Y1": 0.2772, "X2": 0.156, "Y2": 0.277, "X3": 0.15467, "Y3": 0.2878, "X4": 0.12533, "Y4": 0.2878, "page": 0, "Index": 43}, {"Word": "check", "Confidence": 0.612, "X1": 0.15867, "Y1": 0.2772, "X2": 0.188, "Y2": 0.277, "X3": 0.18667, "Y3": 0.2878, "X4": 0.15733, "Y4": 0.2878, "page": 0, "Index": 44}, {"Word": "check", "Confidence": 0.764, "X1": 0.16267, "Y1": 0.2702, "X2": 0.192, "Y2": 0.27, "X3": 0.19333, "Y3": 0.2798, "X4": 0.164, "Y4": 0.2808, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.192, "Y1": 0.2772, "X2": 0.208, "Y2": 0.277, "X3": 0.208, "Y3": 0.2878, "X4": 0.19067, "Y4": 0.2878, "page": 0, "Index": 46}, {"Word": "the", "Confidence": 0.971, "X1": 0.19467, "Y1": 0.2692, "X2": 0.21333, "Y2": 0.269, "X3": 0.21333, "Y3": 0.2788, "X4": 0.196, "Y4": 0.2798, "page": 0, "Index": 47}, {"Word": "\"no\"", "Confidence": 0.73, "X1": 0.212, "Y1": 0.2772, "X2": 0.236, "Y2": 0.277, "X3": 0.23467, "Y3": 0.2868, "X4": 0.21067, "Y4": 0.2878, "page": 0, "Index": 48}, {"Word": "\"yes\"", "Confidence": 0.626, "X1": 0.216, "Y1": 0.2692, "X2": 0.244, "Y2": 0.269, "X3": 0.24533, "Y3": 0.2788, "X4": 0.216, "Y4": 0.2788, "page": 0, "Index": 49}, {"Word": "box", "Confidence": 0.409, "X1": 0.23867, "Y1": 0.2772, "X2": 0.256, "Y2": 0.277, "X3": 0.256, "Y3": 0.2868, "X4": 0.23733, "Y4": 0.2868, "page": 0, "Index": 50}, {"Word": "box", "Confidence": 0.425, "X1": 0.24667, "Y1": 0.2692, "X2": 0.26667, "Y2": 0.269, "X3": 0.26667, "Y3": 0.2788, "X4": 0.248, "Y4": 0.2788, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.997, "X1": 0.26, "Y1": 0.2772, "X2": 0.27733, "Y2": 0.277, "X3": 0.276, "Y3": 0.2868, "X4": 0.25867, "Y4": 0.2868, "page": 0, "Index": 52}, {"Word": "and", "Confidence": 0.463, "X1": 0.26933, "Y1": 0.2692, "X2": 0.288, "Y2": 0.269, "X3": 0.28933, "Y3": 0.2788, "X4": 0.26933, "Y4": 0.2788, "page": 0, "Index": 53}, {"Word": "ship", "Confidence": 0.164, "X1": 0.28, "Y1": 0.2772, "X2": 0.304, "Y2": 0.277, "X3": 0.30267, "Y3": 0.2868, "X4": 0.27867, "Y4": 0.2868, "page": 0, "Index": 54}, {"Word": "ak", "Confidence": 0.003, "X1": 0.292, "Y1": 0.2692, "X2": 0.308, "Y2": 0.269, "X3": 0.308, "Y3": 0.2788, "X4": 0.292, "Y4": 0.2788, "page": 0, "Index": 55}, {"Word": "to", "Confidence": 0.991, "X1": 0.308, "Y1": 0.2772, "X2": 0.32, "Y2": 0.277, "X3": 0.31867, "Y3": 0.2868, "X4": 0.30667, "Y4": 0.2868, "page": 0, "Index": 56}, {"Word": "Q.", "Confidence": 0.562, "X1": 0.31067, "Y1": 0.2682, "X2": 0.324, "Y2": 0.268, "X3": 0.32533, "Y3": 0.2798, "X4": 0.31067, "Y4": 0.2798, "page": 0, "Index": 57}, {"Word": "Q.", "Confidence": 0.809, "X1": 0.32267, "Y1": 0.2762, "X2": 0.336, "Y2": 0.276, "X3": 0.33467, "Y3": 0.2868, "X4": 0.32133, "Y4": 0.2868, "page": 0, "Index": 58}, {"Word": "12.", "Confidence": 0.013, "X1": 0.328, "Y1": 0.2682, "X2": 0.35333, "Y2": 0.268, "X3": 0.35333, "Y3": 0.2808, "X4": 0.328, "Y4": 0.2798, "page": 0, "Index": 59}, {"Word": "134.", "Confidence": 0.092, "X1": 0.33867, "Y1": 0.2752, "X2": 0.364, "Y2": 0.275, "X3": 0.36267, "Y3": 0.2868, "X4": 0.33733, "Y4": 0.2868, "page": 0, "Index": 60}, {"Word": "Check", "Confidence": 0.991, "X1": 0.12533, "Y1": 0.3052, "X2": 0.15467, "Y2": 0.305, "X3": 0.15467, "Y3": 0.3158, "X4": 0.12533, "Y4": 0.3148, "page": 0, "Index": 61}, {"Word": "only", "Confidence": 0.502, "X1": 0.15733, "Y1": 0.3052, "X2": 0.18267, "Y2": 0.305, "X3": 0.18133, "Y3": 0.3158, "X4": 0.15733, "Y4": 0.3158, "page": 0, "Index": 62}, {"Word": "one", "Confidence": 0.173, "X1": 0.18533, "Y1": 0.3062, "X2": 0.204, "Y2": 0.306, "X3": 0.204, "Y3": 0.3158, "X4": 0.18533, "Y4": 0.3158, "page": 0, "Index": 63}, {"Word": "box.", "Confidence": 0.28, "X1": 0.20667, "Y1": 0.3062, "X2": 0.23067, "Y2": 0.306, "X3": 0.23067, "Y3": 0.3148, "X4": 0.20667, "Y4": 0.3158, "page": 0, "Index": 64}, {"Word": "+", "Confidence": 0.716, "X1": 0.23867, "Y1": 0.3062, "X2": 0.24667, "Y2": 0.306, "X3": 0.24667, "Y3": 0.3148, "X4": 0.23867, "Y4": 0.3148, "page": 0, "Index": 65}, {"Word": "Question", "Confidence": 0.361, "X1": 0.12667, "Y1": 0.3222, "X2": 0.17333, "Y2": 0.322, "X3": 0.172, "Y3": 0.3328, "X4": 0.12533, "Y4": 0.3328, "page": 0, "Index": 66}, {"Word": "126:", "Confidence": 0.243, "X1": 0.176, "Y1": 0.3222, "X2": 0.20133, "Y2": 0.322, "X3": 0.2, "Y3": 0.3328, "X4": 0.17467, "Y4": 0.3328, "page": 0, "Index": 67}, {"Word": "Write", "Confidence": 0.955, "X1": 0.12667, "Y1": 0.3342, "X2": 0.15733, "Y2": 0.334, "X3": 0.156, "Y3": 0.3438, "X4": 0.12667, "Y4": 0.3428, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.997, "X1": 0.15867, "Y1": 0.3342, "X2": 0.17333, "Y2": 0.334, "X3": 0.172, "Y3": 0.3438, "X4": 0.15867, "Y4": 0.3438, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.995, "X1": 0.176, "Y1": 0.3342, "X2": 0.19333, "Y2": 0.334, "X3": 0.192, "Y3": 0.3438, "X4": 0.17467, "Y4": 0.3438, "page": 0, "Index": 70}, {"Word": "number.", "Confidence": 0.08, "X1": 0.19467, "Y1": 0.3332, "X2": 0.23733, "Y2": 0.333, "X3": 0.236, "Y3": 0.3428, "X4": 0.19467, "Y4": 0.3438, "page": 0, "Index": 71}, {"Word": "Question", "Confidence": 0.074, "X1": 0.12667, "Y1": 0.3502, "X2": 0.172, "Y2": 0.35, "X3": 0.172, "Y3": 0.3608, "X4": 0.12533, "Y4": 0.3608, "page": 0, "Index": 72}, {"Word": "124:", "Confidence": 0.955, "X1": 0.17467, "Y1": 0.3492, "X2": 0.19867, "Y2": 0.349, "X3": 0.19867, "Y3": 0.3608, "X4": 0.17467, "Y4": 0.3608, "page": 0, "Index": 73}, {"Word": "You", "Confidence": 0.933, "X1": 0.12667, "Y1": 0.3622, "X2": 0.14533, "Y2": 0.362, "X3": 0.14533, "Y3": 0.3708, "X4": 0.128, "Y4": 0.3708, "page": 0, "Index": 74}, {"Word": "Should", "Confidence": 0.857, "X1": 0.148, "Y1": 0.3622, "X2": 0.18267, "Y2": 0.362, "X3": 0.18267, "Y3": 0.3708, "X4": 0.148, "Y4": 0.3708, "page": 0, "Index": 75}, {"Word": "read", "Confidence": 0.646, "X1": 0.18533, "Y1": 0.3622, "X2": 0.20933, "Y2": 0.362, "X3": 0.20933, "Y3": 0.3708, "X4": 0.18533, "Y4": 0.3708, "page": 0, "Index": 76}, {"Word": "all", "Confidence": 0.154, "X1": 0.212, "Y1": 0.3612, "X2": 0.23067, "Y2": 0.361, "X3": 0.23067, "Y3": 0.3708, "X4": 0.212, "Y4": 0.3708, "page": 0, "Index": 77}, {"Word": "choices.", "Confidence": 0.475, "X1": 0.23333, "Y1": 0.3612, "X2": 0.27867, "Y2": 0.361, "X3": 0.27867, "Y3": 0.3708, "X4": 0.23333, "Y4": 0.3708, "page": 0, "Index": 78}, {"Word": "If", "Confidence": 0.941, "X1": 0.28667, "Y1": 0.3612, "X2": 0.3, "Y2": 0.361, "X3": 0.3, "Y3": 0.3708, "X4": 0.28667, "Y4": 0.3708, "page": 0, "Index": 79}, {"Word": "120.", "Confidence": 0.305, "X1": 0.29067, "Y1": 0.3702, "X2": 0.31467, "Y2": 0.37, "X3": 0.31467, "Y3": 0.3778, "X4": 0.29067, "Y4": 0.3788, "page": 0, "Index": 80}, {"Word": "a", "Confidence": 0.654, "X1": 0.30267, "Y1": 0.3602, "X2": 0.30933, "Y2": 0.36, "X3": 0.30933, "Y3": 0.3708, "X4": 0.30267, "Y4": 0.3708, "page": 0, "Index": 81}, {"Word": "respondent", "Confidence": 0.604, "X1": 0.312, "Y1": 0.3602, "X2": 0.368, "Y2": 0.36, "X3": 0.36933, "Y3": 0.3698, "X4": 0.312, "Y4": 0.3708, "page": 0, "Index": 82}, {"Word": "answers,", "Confidence": 0.624, "X1": 0.37067, "Y1": 0.3602, "X2": 0.416, "Y2": 0.36, "X3": 0.41733, "Y3": 0.3698, "X4": 0.372, "Y4": 0.3698, "page": 0, "Index": 83}, {"Word": "\"Suche", "Confidence": 0.227, "X1": 0.41867, "Y1": 0.3592, "X2": 0.45333, "Y2": 0.359, "X3": 0.45333, "Y3": 0.3698, "X4": 0.41867, "Y4": 0.3698, "page": 0, "Index": 84}, {"Word": "some", "Confidence": 0.62, "X1": 0.456, "Y1": 0.3592, "X2": 0.48, "Y2": 0.359, "X3": 0.48, "Y3": 0.3698, "X4": 0.456, "Y4": 0.3698, "page": 0, "Index": 85}, {"Word": "or", "Confidence": 0.826, "X1": 0.48133, "Y1": 0.3592, "X2": 0.496, "Y2": 0.359, "X3": 0.496, "Y3": 0.3698, "X4": 0.48267, "Y4": 0.3698, "page": 0, "Index": 86}, {"Word": "all", "Confidence": 0.767, "X1": 0.49867, "Y1": 0.3592, "X2": 0.51733, "Y2": 0.359, "X3": 0.51733, "Y3": 0.3698, "X4": 0.49867, "Y4": 0.3698, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.998, "X1": 0.52, "Y1": 0.3592, "X2": 0.53467, "Y2": 0.359, "X3": 0.53467, "Y3": 0.3688, "X4": 0.52, "Y4": 0.3698, "page": 0, "Index": 88}, {"Word": "thes\"", "Confidence": 0.159, "X1": 0.53733, "Y1": 0.3592, "X2": 0.56533, "Y2": 0.359, "X3": 0.56533, "Y3": 0.3688, "X4": 0.53733, "Y4": 0.3688, "page": 0, "Index": 89}, {"Word": "check", "Confidence": 0.747, "X1": 0.568, "Y1": 0.3592, "X2": 0.59733, "Y2": 0.359, "X3": 0.59733, "Y3": 0.3688, "X4": 0.568, "Y4": 0.3688, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.994, "X1": 0.128, "Y1": 0.3712, "X2": 0.14533, "Y2": 0.371, "X3": 0.14533, "Y3": 0.3798, "X4": 0.128, "Y4": 0.3798, "page": 0, "Index": 91}, {"Word": "Appropriate", "Confidence": 0.384, "X1": 0.148, "Y1": 0.3702, "X2": 0.20933, "Y2": 0.37, "X3": 0.208, "Y3": 0.3798, "X4": 0.148, "Y4": 0.3798, "page": 0, "Index": 92}, {"Word": "box", "Confidence": 0.593, "X1": 0.21067, "Y1": 0.3702, "X2": 0.23067, "Y2": 0.37, "X3": 0.23067, "Y3": 0.3788, "X4": 0.21067, "Y4": 0.3798, "page": 0, "Index": 93}, {"Word": "and", "Confidence": 0.204, "X1": 0.23333, "Y1": 0.3702, "X2": 0.252, "Y2": 0.37, "X3": 0.25067, "Y3": 0.3788, "X4": 0.23333, "Y4": 0.3788, "page": 0, "Index": 94}, {"Word": "ask", "Confidence": 0.699, "X1": 0.25333, "Y1": 0.3702, "X2": 0.272, "Y2": 0.37, "X3": 0.272, "Y3": 0.3788, "X4": 0.25333, "Y4": 0.3788, "page": 0, "Index": 95}, {"Word": "Q.", "Confidence": 0.699, "X1": 0.27467, "Y1": 0.3702, "X2": 0.288, "Y2": 0.37, "X3": 0.288, "Y3": 0.3788, "X4": 0.27467, "Y4": 0.3788, "page": 0, "Index": 96}, {"Word": "RESPONDENTS", "Confidence": 0.368, "X1": 0.12933, "Y1": 0.3852, "X2": 0.18933, "Y2": 0.385, "X3": 0.188, "Y3": 0.3958, "X4": 0.12933, "Y4": 0.3968, "page": 0, "Index": 97}, {"Word": "GIVING", "Confidence": 0.015, "X1": 0.192, "Y1": 0.3842, "X2": 0.22533, "Y2": 0.384, "X3": 0.22533, "Y3": 0.3958, "X4": 0.192, "Y4": 0.3958, "page": 0, "Index": 98}, {"Word": "ANY", "Confidence": 0.85, "X1": 0.22933, "Y1": 0.3842, "X2": 0.24533, "Y2": 0.384, "X3": 0.24533, "Y3": 0.3958, "X4": 0.228, "Y4": 0.3958, "page": 0, "Index": 99}, {"Word": "OTHER", "Confidence": 0.881, "X1": 0.24933, "Y1": 0.3832, "X2": 0.27867, "Y2": 0.383, "X3": 0.27867, "Y3": 0.3948, "X4": 0.248, "Y4": 0.3958, "page": 0, "Index": 100}, {"Word": "RESPONSE", "Confidence": 0.475, "X1": 0.28267, "Y1": 0.3832, "X2": 0.32533, "Y2": 0.383, "X3": 0.32533, "Y3": 0.3948, "X4": 0.28133, "Y4": 0.3948, "page": 0, "Index": 101}, {"Word": "MAT", "Confidence": 0.279, "X1": 0.328, "Y1": 0.3832, "X2": 0.35333, "Y2": 0.383, "X3": 0.35333, "Y3": 0.3948, "X4": 0.328, "Y4": 0.3948, "page": 0, "Index": 102}, {"Word": "BE", "Confidence": 0.942, "X1": 0.35733, "Y1": 0.3832, "X2": 0.36933, "Y2": 0.383, "X3": 0.36933, "Y3": 0.3948, "X4": 0.356, "Y4": 0.3948, "page": 0, "Index": 103}, {"Word": "SKIPPED", "Confidence": 0.378, "X1": 0.372, "Y1": 0.3832, "X2": 0.412, "Y2": 0.383, "X3": 0.412, "Y3": 0.3958, "X4": 0.372, "Y4": 0.3948, "page": 0, "Index": 104}, {"Word": "70", "Confidence": 0.775, "X1": 0.416, "Y1": 0.3832, "X2": 0.42667, "Y2": 0.383, "X3": 0.42667, "Y3": 0.3958, "X4": 0.41467, "Y4": 0.3958, "page": 0, "Index": 105}, {"Word": "0.", "Confidence": 0.448, "X1": 0.43067, "Y1": 0.3842, "X2": 0.444, "Y2": 0.384, "X3": 0.44267, "Y3": 0.3958, "X4": 0.42933, "Y4": 0.3958, "page": 0, "Index": 106}, {"Word": "13e.", "Confidence": 0.607, "X1": 0.44667, "Y1": 0.3842, "X2": 0.472, "Y2": 0.384, "X3": 0.472, "Y3": 0.3968, "X4": 0.44667, "Y4": 0.3958, "page": 0, "Index": 107}, {"Word": "Check", "Confidence": 0.431, "X1": 0.12933, "Y1": 0.4132, "X2": 0.156, "Y2": 0.413, "X3": 0.156, "Y3": 0.4228, "X4": 0.128, "Y4": 0.4228, "page": 0, "Index": 108}, {"Word": "caly", "Confidence": 0.769, "X1": 0.15867, "Y1": 0.4132, "X2": 0.18267, "Y2": 0.413, "X3": 0.18267, "Y3": 0.4238, "X4": 0.15867, "Y4": 0.4238, "page": 0, "Index": 109}, {"Word": "ore", "Confidence": 0.79, "X1": 0.18533, "Y1": 0.4132, "X2": 0.204, "Y2": 0.413, "X3": 0.20267, "Y3": 0.4238, "X4": 0.18533, "Y4": 0.4238, "page": 0, "Index": 110}, {"Word": "box", "Confidence": 0.896, "X1": 0.20667, "Y1": 0.4132, "X2": 0.22533, "Y2": 0.413, "X3": 0.22533, "Y3": 0.4238, "X4": 0.20533, "Y4": 0.4238, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.96, "X1": 0.228, "Y1": 0.4132, "X2": 0.24133, "Y2": 0.413, "X3": 0.24, "Y3": 0.4238, "X4": 0.228, "Y4": 0.4238, "page": 0, "Index": 112}, {"Word": "each", "Confidence": 0.932, "X1": 0.244, "Y1": 0.4132, "X2": 0.26667, "Y2": 0.413, "X3": 0.26667, "Y3": 0.4238, "X4": 0.24267, "Y4": 0.4238, "page": 0, "Index": 113}, {"Word": "question,", "Confidence": 0.62, "X1": 0.26933, "Y1": 0.4122, "X2": 0.32133, "Y2": 0.412, "X3": 0.32133, "Y3": 0.4228, "X4": 0.26933, "Y4": 0.4238, "page": 0, "Index": 114}, {"Word": "Question", "Confidence": 0.773, "X1": 0.12667, "Y1": 0.4302, "X2": 0.17467, "Y2": 0.43, "X3": 0.17333, "Y3": 0.4398, "X4": 0.12533, "Y4": 0.4408, "page": 0, "Index": 115}, {"Word": "13er", "Confidence": 0.002, "X1": 0.17733, "Y1": 0.4292, "X2": 0.20267, "Y2": 0.429, "X3": 0.20133, "Y3": 0.4388, "X4": 0.176, "Y4": 0.4398, "page": 0, "Index": 116}, {"Word": "THIS", "Confidence": 0.615, "X1": 0.128, "Y1": 0.4402, "X2": 0.15067, "Y2": 0.44, "X3": 0.152, "Y3": 0.4508, "X4": 0.12933, "Y4": 0.4508, "page": 0, "Index": 117}, {"Word": "QUESTION", "Confidence": 0.638, "X1": 0.15333, "Y1": 0.4402, "X2": 0.2, "Y2": 0.44, "X3": 0.2, "Y3": 0.4508, "X4": 0.15467, "Y4": 0.4508, "page": 0, "Index": 118}, {"Word": "176,", "Confidence": 0.429, "X1": 0.192, "Y1": 0.4482, "X2": 0.216, "Y2": 0.448, "X3": 0.216, "Y3": 0.4578, "X4": 0.192, "Y4": 0.4588, "page": 0, "Index": 119}, {"Word": "IS", "Confidence": 0.35, "X1": 0.20267, "Y1": 0.4402, "X2": 0.216, "Y2": 0.44, "X3": 0.216, "Y3": 0.4508, "X4": 0.20267, "Y4": 0.4508, "page": 0, "Index": 120}, {"Word": "TO", "Confidence": 0.441, "X1": 0.21867, "Y1": 0.4402, "X2": 0.232, "Y2": 0.44, "X3": 0.232, "Y3": 0.4498, "X4": 0.21867, "Y4": 0.4508, "page": 0, "Index": 121}, {"Word": "FUR", "Confidence": 0.035, "X1": 0.21867, "Y1": 0.4482, "X2": 0.23733, "Y2": 0.448, "X3": 0.23733, "Y3": 0.4578, "X4": 0.21867, "Y4": 0.4578, "page": 0, "Index": 122}, {"Word": "BE", "Confidence": 0.158, "X1": 0.23467, "Y1": 0.4402, "X2": 0.24667, "Y2": 0.44, "X3": 0.248, "Y3": 0.4498, "X4": 0.23467, "Y4": 0.4498, "page": 0, "Index": 123}, {"Word": "NISJONENTS", "Confidence": 0.089, "X1": 0.24, "Y1": 0.4482, "X2": 0.29867, "Y2": 0.448, "X3": 0.3, "Y3": 0.4578, "X4": 0.24, "Y4": 0.4578, "page": 0, "Index": 124}, {"Word": "ASKED", "Confidence": 0.991, "X1": 0.24933, "Y1": 0.4402, "X2": 0.27867, "Y2": 0.44, "X3": 0.27867, "Y3": 0.4498, "X4": 0.25067, "Y4": 0.4498, "page": 0, "Index": 125}, {"Word": "AS", "Confidence": 0.815, "X1": 0.28133, "Y1": 0.4402, "X2": 0.29467, "Y2": 0.44, "X3": 0.29467, "Y3": 0.4498, "X4": 0.28267, "Y4": 0.4498, "page": 0, "Index": 126}, {"Word": "15", "Confidence": 0.67, "X1": 0.29733, "Y1": 0.4402, "X2": 0.31067, "Y2": 0.44, "X3": 0.31067, "Y3": 0.4498, "X4": 0.29733, "Y4": 0.4498, "page": 0, "Index": 127}, {"Word": "ANSWERING", "Confidence": 0.253, "X1": 0.30133, "Y1": 0.4482, "X2": 0.35467, "Y2": 0.448, "X3": 0.35467, "Y3": 0.4568, "X4": 0.30267, "Y4": 0.4578, "page": 0, "Index": 128}, {"Word": "FOR", "Confidence": 0.865, "X1": 0.31333, "Y1": 0.4402, "X2": 0.33333, "Y2": 0.44, "X3": 0.33333, "Y3": 0.4498, "X4": 0.31333, "Y4": 0.4498, "page": 0, "Index": 129}, {"Word": "ALL", "Confidence": 0.933, "X1": 0.336, "Y1": 0.4402, "X2": 0.35333, "Y2": 0.44, "X3": 0.35467, "Y3": 0.4498, "X4": 0.336, "Y4": 0.4498, "page": 0, "Index": 130}, {"Word": "RESPONCENTS", "Confidence": 0.646, "X1": 0.35733, "Y1": 0.4402, "X2": 0.41733, "Y2": 0.44, "X3": 0.41733, "Y3": 0.4498, "X4": 0.35733, "Y4": 0.4498, "page": 0, "Index": 131}, {"Word": "\"YES\"", "Confidence": 0.687, "X1": 0.35733, "Y1": 0.4472, "X2": 0.38533, "Y2": 0.447, "X3": 0.38667, "Y3": 0.4568, "X4": 0.35733, "Y4": 0.4568, "page": 0, "Index": 132}, {"Word": "TC", "Confidence": 0.673, "X1": 0.38933, "Y1": 0.4472, "X2": 0.40133, "Y2": 0.447, "X3": 0.40133, "Y3": 0.4568, "X4": 0.38933, "Y4": 0.4568, "page": 0, "Index": 133}, {"Word": "QUESTION", "Confidence": 0.188, "X1": 0.404, "Y1": 0.4472, "X2": 0.448, "Y2": 0.447, "X3": 0.44933, "Y3": 0.4568, "X4": 0.404, "Y4": 0.4568, "page": 0, "Index": 134}, {"Word": "OTHER", "Confidence": 0.384, "X1": 0.42, "Y1": 0.4392, "X2": 0.44933, "Y2": 0.439, "X3": 0.44933, "Y3": 0.4498, "X4": 0.42, "Y4": 0.4498, "page": 0, "Index": 135}, {"Word": "126,", "Confidence": 0.08, "X1": 0.45067, "Y1": 0.4462, "X2": 0.476, "Y2": 0.446, "X3": 0.476, "Y3": 0.4568, "X4": 0.452, "Y4": 0.4568, "page": 0, "Index": 136}, {"Word": "THAN", "Confidence": 0.85, "X1": 0.45333, "Y1": 0.4392, "X2": 0.476, "Y2": 0.439, "X3": 0.476, "Y3": 0.4498, "X4": 0.452, "Y4": 0.4498, "page": 0, "Index": 137}, {"Word": "THOSE", "Confidence": 0.978, "X1": 0.47867, "Y1": 0.4392, "X2": 0.50933, "Y2": 0.439, "X3": 0.508, "Y3": 0.4498, "X4": 0.47867, "Y4": 0.4498, "page": 0, "Index": 138}, {"Word": "SLU", "Confidence": 0.037, "X1": 0.47867, "Y1": 0.4462, "X2": 0.49733, "Y2": 0.446, "X3": 0.49733, "Y3": 0.4568, "X4": 0.47867, "Y4": 0.4568, "page": 0, "Index": 139}, {"Word": "FIST", "Confidence": 0.062, "X1": 0.5, "Y1": 0.4462, "X2": 0.524, "Y2": 0.446, "X3": 0.52533, "Y3": 0.4568, "X4": 0.50133, "Y4": 0.4568, "page": 0, "Index": 140}, {"Word": "ANSWERING", "Confidence": 0.397, "X1": 0.512, "Y1": 0.4392, "X2": 0.56133, "Y2": 0.439, "X3": 0.56133, "Y3": 0.4498, "X4": 0.512, "Y4": 0.4498, "page": 0, "Index": 141}, {"Word": "INSERT", "Confidence": 0.139, "X1": 0.52667, "Y1": 0.4452, "X2": 0.56, "Y2": 0.445, "X3": 0.56133, "Y3": 0.4568, "X4": 0.528, "Y4": 0.4568, "page": 0, "Index": 142}, {"Word": "\"YES\"", "Confidence": 0.66, "X1": 0.564, "Y1": 0.4382, "X2": 0.592, "Y2": 0.438, "X3": 0.59067, "Y3": 0.4498, "X4": 0.564, "Y4": 0.4498, "page": 0, "Index": 143}, {"Word": "THE", "Confidence": 0.902, "X1": 0.564, "Y1": 0.4442, "X2": 0.584, "Y2": 0.444, "X3": 0.584, "Y3": 0.4568, "X4": 0.564, "Y4": 0.4568, "page": 0, "Index": 144}, {"Word": "WORD", "Confidence": 0.606, "X1": 0.12667, "Y1": 0.4572, "X2": 0.152, "Y2": 0.457, "X3": 0.152, "Y3": 0.4678, "X4": 0.128, "Y4": 0.4678, "page": 0, "Index": 145}, {"Word": "SO", "Confidence": 0.062, "X1": 0.128, "Y1": 0.4482, "X2": 0.14133, "Y2": 0.448, "X3": 0.14133, "Y3": 0.4588, "X4": 0.128, "Y4": 0.4598, "page": 0, "Index": 146}, {"Word": "QUESTION", "Confidence": 0.614, "X1": 0.144, "Y1": 0.4482, "X2": 0.18933, "Y2": 0.448, "X3": 0.18933, "Y3": 0.4588, "X4": 0.144, "Y4": 0.4588, "page": 0, "Index": 147}, {"Word": "..", "Confidence": 0.674, "X1": 0.15467, "Y1": 0.4572, "X2": 0.168, "Y2": 0.457, "X3": 0.168, "Y3": 0.4678, "X4": 0.15467, "Y4": 0.4678, "page": 0, "Index": 148}, {"Word": "OCHER", "Confidence": 0.578, "X1": 0.17067, "Y1": 0.4572, "X2": 0.2, "Y2": 0.457, "X3": 0.2, "Y3": 0.4668, "X4": 0.17067, "Y4": 0.4678, "page": 0, "Index": 149}, {"Word": "-.", "Confidence": 0.686, "X1": 0.20267, "Y1": 0.4572, "X2": 0.216, "Y2": 0.457, "X3": 0.216, "Y3": 0.4668, "X4": 0.20267, "Y4": 0.4668, "page": 0, "Index": 150}, {"Word": "AFTER", "Confidence": 0.604, "X1": 0.21867, "Y1": 0.4562, "X2": 0.24667, "Y2": 0.456, "X3": 0.24667, "Y3": 0.4658, "X4": 0.21867, "Y4": 0.4668, "page": 0, "Index": 151}, {"Word": "ANY", "Confidence": 0.849, "X1": 0.24933, "Y1": 0.4562, "X2": 0.268, "Y2": 0.456, "X3": 0.268, "Y3": 0.4658, "X4": 0.24933, "Y4": 0.4658, "page": 0, "Index": 152}, {"Word": "AND", "Confidence": 0.994, "X1": 0.27067, "Y1": 0.4552, "X2": 0.28933, "Y2": 0.455, "X3": 0.28933, "Y3": 0.4648, "X4": 0.27067, "Y4": 0.4658, "page": 0, "Index": 153}, {"Word": "ND", "Confidence": 0.765, "X1": 0.27867, "Y1": 0.4572, "X2": 0.28933, "Y2": 0.457, "X3": 0.28933, "Y3": 0.4668, "X4": 0.27867, "Y4": 0.4668, "page": 0, "Index": 154}, {"Word": "SEFOR", "Confidence": 0.609, "X1": 0.292, "Y1": 0.4552, "X2": 0.324, "Y2": 0.455, "X3": 0.32267, "Y3": 0.4638, "X4": 0.292, "Y4": 0.4648, "page": 0, "Index": 155}, {"Word": "SEFORE", "Confidence": 0.273, "X1": 0.292, "Y1": 0.4572, "X2": 0.32667, "Y2": 0.457, "X3": 0.32533, "Y3": 0.4668, "X4": 0.292, "Y4": 0.4668, "page": 0, "Index": 156}, {"Word": "COUPONS", "Confidence": 0.183, "X1": 0.32933, "Y1": 0.4572, "X2": 0.36933, "Y2": 0.457, "X3": 0.36933, "Y3": 0.4658, "X4": 0.32933, "Y4": 0.4668, "page": 0, "Index": 157}, {"Word": "SO", "Confidence": 0.611, "X1": 0.372, "Y1": 0.4562, "X2": 0.38533, "Y2": 0.456, "X3": 0.38533, "Y3": 0.4658, "X4": 0.37067, "Y4": 0.4658, "page": 0, "Index": 158}, {"Word": "THAT", "Confidence": 0.725, "X1": 0.38933, "Y1": 0.4562, "X2": 0.41333, "Y2": 0.456, "X3": 0.412, "Y3": 0.4658, "X4": 0.388, "Y4": 0.4658, "page": 0, "Index": 159}, {"Word": "THE", "Confidence": 0.834, "X1": 0.41467, "Y1": 0.4562, "X2": 0.43333, "Y2": 0.456, "X3": 0.432, "Y3": 0.4658, "X4": 0.41467, "Y4": 0.4658, "page": 0, "Index": 160}, {"Word": "QUESTION", "Confidence": 0.33, "X1": 0.436, "Y1": 0.4562, "X2": 0.48133, "Y2": 0.456, "X3": 0.48, "Y3": 0.4658, "X4": 0.43467, "Y4": 0.4658, "page": 0, "Index": 161}, {"Word": "REAIS,", "Confidence": 0.055, "X1": 0.484, "Y1": 0.4562, "X2": 0.51867, "Y2": 0.456, "X3": 0.51733, "Y3": 0.4658, "X4": 0.48267, "Y4": 0.4658, "page": 0, "Index": 162}, {"Word": "\"Have", "Confidence": 0.549, "X1": 0.52133, "Y1": 0.4562, "X2": 0.55067, "Y2": 0.456, "X3": 0.54933, "Y3": 0.4658, "X4": 0.52, "Y4": 0.4658, "page": 0, "Index": 163}, {"Word": "you", "Confidence": 0.687, "X1": 0.55333, "Y1": 0.4562, "X2": 0.572, "Y2": 0.456, "X3": 0.57067, "Y3": 0.4658, "X4": 0.552, "Y4": 0.4658, "page": 0, "Index": 164}, {"Word": "noticed", "Confidence": 0.604, "X1": 0.128, "Y1": 0.4662, "X2": 0.168, "Y2": 0.466, "X3": 0.16933, "Y3": 0.4758, "X4": 0.128, "Y4": 0.4758, "page": 0, "Index": 165}, {"Word": "any", "Confidence": 0.726, "X1": 0.172, "Y1": 0.4662, "X2": 0.18933, "Y2": 0.466, "X3": 0.18933, "Y3": 0.4758, "X4": 0.172, "Y4": 0.4758, "page": 0, "Index": 166}, {"Word": "other", "Confidence": 0.97, "X1": 0.192, "Y1": 0.4662, "X2": 0.22, "Y2": 0.466, "X3": 0.22, "Y3": 0.4758, "X4": 0.192, "Y4": 0.4758, "page": 0, "Index": 167}, {"Word": "coupons", "Confidence": 0.2, "X1": 0.22267, "Y1": 0.4652, "X2": 0.26267, "Y2": 0.465, "X3": 0.26267, "Y3": 0.4758, "X4": 0.22267, "Y4": 0.4758, "page": 0, "Index": 168}, {"Word": "for", "Confidence": 0.627, "X1": 0.26533, "Y1": 0.4652, "X2": 0.284, "Y2": 0.465, "X3": 0.284, "Y3": 0.4748, "X4": 0.26667, "Y4": 0.4748, "page": 0, "Index": 169}, {"Word": "ARCTIC", "Confidence": 0.345, "X1": 0.28667, "Y1": 0.4642, "X2": 0.32133, "Y2": 0.464, "X3": 0.32133, "Y3": 0.4748, "X4": 0.28667, "Y4": 0.4748, "page": 0, "Index": 170}, {"Word": "LIDTSTY", "Confidence": 0.062, "X1": 0.324, "Y1": 0.4632, "X2": 0.372, "Y2": 0.463, "X3": 0.372, "Y3": 0.4748, "X4": 0.324, "Y4": 0.4748, "page": 0, "Index": 171}, {"Word": "If", "Confidence": 0.743, "X1": 0.12933, "Y1": 0.4772, "X2": 0.14133, "Y2": 0.477, "X3": 0.14, "Y3": 0.4878, "X4": 0.128, "Y4": 0.4878, "page": 0, "Index": 172}, {"Word": "\"yes\"", "Confidence": 0.655, "X1": 0.144, "Y1": 0.4772, "X2": 0.17467, "Y2": 0.477, "X3": 0.17333, "Y3": 0.4868, "X4": 0.144, "Y4": 0.4878, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.808, "X1": 0.17733, "Y1": 0.4772, "X2": 0.18933, "Y2": 0.477, "X3": 0.188, "Y3": 0.4868, "X4": 0.176, "Y4": 0.4868, "page": 0, "Index": 174}, {"Word": "Q.", "Confidence": 0.881, "X1": 0.192, "Y1": 0.4772, "X2": 0.20533, "Y2": 0.477, "X3": 0.204, "Y3": 0.4868, "X4": 0.19067, "Y4": 0.4868, "page": 0, "Index": 175}, {"Word": "138,", "Confidence": 0.548, "X1": 0.208, "Y1": 0.4772, "X2": 0.232, "Y2": 0.477, "X3": 0.23067, "Y3": 0.4868, "X4": 0.20667, "Y4": 0.4868, "page": 0, "Index": 176}, {"Word": "mak", "Confidence": 0.163, "X1": 0.23467, "Y1": 0.4772, "X2": 0.25333, "Y2": 0.477, "X3": 0.252, "Y3": 0.4868, "X4": 0.23333, "Y4": 0.4868, "page": 0, "Index": 177}, {"Word": "0,", "Confidence": 0.276, "X1": 0.256, "Y1": 0.4772, "X2": 0.26933, "Y2": 0.477, "X3": 0.268, "Y3": 0.4868, "X4": 0.25467, "Y4": 0.4868, "page": 0, "Index": 178}, {"Word": "12.", "Confidence": 0.127, "X1": 0.272, "Y1": 0.4772, "X2": 0.29733, "Y2": 0.477, "X3": 0.296, "Y3": 0.4868, "X4": 0.27067, "Y4": 0.4868, "page": 0, "Index": 179}, {"Word": "If", "Confidence": 0.789, "X1": 0.12933, "Y1": 0.4892, "X2": 0.14133, "Y2": 0.489, "X3": 0.14133, "Y3": 0.4988, "X4": 0.128, "Y4": 0.4988, "page": 0, "Index": 180}, {"Word": "\"no\"", "Confidence": 0.419, "X1": 0.144, "Y1": 0.4892, "X2": 0.16933, "Y2": 0.489, "X3": 0.168, "Y3": 0.4988, "X4": 0.144, "Y4": 0.4988, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.996, "X1": 0.172, "Y1": 0.4892, "X2": 0.184, "Y2": 0.489, "X3": 0.184, "Y3": 0.4988, "X4": 0.17067, "Y4": 0.4988, "page": 0, "Index": 182}, {"Word": "Q.", "Confidence": 0.902, "X1": 0.18667, "Y1": 0.4892, "X2": 0.2, "Y2": 0.489, "X3": 0.2, "Y3": 0.4988, "X4": 0.18667, "Y4": 0.4988, "page": 0, "Index": 183}, {"Word": "150,", "Confidence": 0.339, "X1": 0.20267, "Y1": 0.4892, "X2": 0.22667, "Y2": 0.489, "X3": 0.22533, "Y3": 0.4988, "X4": 0.20267, "Y4": 0.4988, "page": 0, "Index": 184}, {"Word": "skip", "Confidence": 0.444, "X1": 0.22933, "Y1": 0.4892, "X2": 0.25333, "Y2": 0.489, "X3": 0.25333, "Y3": 0.4988, "X4": 0.22933, "Y4": 0.4988, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.64, "X1": 0.25733, "Y1": 0.4892, "X2": 0.268, "Y2": 0.489, "X3": 0.268, "Y3": 0.4988, "X4": 0.25733, "Y4": 0.4988, "page": 0, "Index": 186}, {"Word": "Q.", "Confidence": 0.637, "X1": 0.272, "Y1": 0.4892, "X2": 0.28533, "Y2": 0.489, "X3": 0.284, "Y3": 0.4988, "X4": 0.27067, "Y4": 0.4988, "page": 0, "Index": 187}, {"Word": "14a.", "Confidence": 0.768, "X1": 0.288, "Y1": 0.4882, "X2": 0.312, "Y2": 0.488, "X3": 0.312, "Y3": 0.4988, "X4": 0.28667, "Y4": 0.4988, "page": 0, "Index": 188}, {"Word": "Question", "Confidence": 0.301, "X1": 0.128, "Y1": 0.5052, "X2": 0.17467, "Y2": 0.505, "X3": 0.17467, "Y3": 0.5158, "X4": 0.128, "Y4": 0.5168, "page": 0, "Index": 189}, {"Word": "12", "Confidence": 0.608, "X1": 0.17733, "Y1": 0.5052, "X2": 0.18667, "Y2": 0.505, "X3": 0.18667, "Y3": 0.5158, "X4": 0.17733, "Y4": 0.5158, "page": 0, "Index": 190}, {"Word": ".:", "Confidence": 0.768, "X1": 0.18933, "Y1": 0.5052, "X2": 0.20133, "Y2": 0.505, "X3": 0.20267, "Y3": 0.5158, "X4": 0.18933, "Y4": 0.5158, "page": 0, "Index": 191}, {"Word": "Check", "Confidence": 0.662, "X1": 0.12933, "Y1": 0.5172, "X2": 0.15733, "Y2": 0.517, "X3": 0.15733, "Y3": 0.5278, "X4": 0.128, "Y4": 0.5268, "page": 0, "Index": 192}, {"Word": "only", "Confidence": 0.634, "X1": 0.16, "Y1": 0.5172, "X2": 0.184, "Y2": 0.517, "X3": 0.184, "Y3": 0.5278, "X4": 0.16, "Y4": 0.5278, "page": 0, "Index": 193}, {"Word": "one", "Confidence": 0.513, "X1": 0.18667, "Y1": 0.5172, "X2": 0.204, "Y2": 0.517, "X3": 0.204, "Y3": 0.5268, "X4": 0.18667, "Y4": 0.5278, "page": 0, "Index": 194}, {"Word": "box.", "Confidence": 0.633, "X1": 0.20667, "Y1": 0.5172, "X2": 0.23333, "Y2": 0.517, "X3": 0.23333, "Y3": 0.5268, "X4": 0.20667, "Y4": 0.5268, "page": 0, "Index": 195}, {"Word": "Asked", "Confidence": 0.797, "X1": 0.128, "Y1": 0.5442, "X2": 0.15733, "Y2": 0.544, "X3": 0.15733, "Y3": 0.5558, "X4": 0.128, "Y4": 0.5558, "page": 0, "Index": 196}, {"Word": "only", "Confidence": 0.209, "X1": 0.16, "Y1": 0.5442, "X2": 0.184, "Y2": 0.544, "X3": 0.18267, "Y3": 0.5558, "X4": 0.16, "Y4": 0.5558, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 0.997, "X1": 0.18667, "Y1": 0.5442, "X2": 0.20133, "Y2": 0.544, "X3": 0.2, "Y3": 0.5558, "X4": 0.18667, "Y4": 0.5558, "page": 0, "Index": 198}, {"Word": "respondents", "Confidence": 0.428, "X1": 0.204, "Y1": 0.5442, "X2": 0.26267, "Y2": 0.544, "X3": 0.26267, "Y3": 0.5548, "X4": 0.20267, "Y4": 0.5558, "page": 0, "Index": 199}, {"Word": "antwering", "Confidence": 0.316, "X1": 0.26667, "Y1": 0.5442, "X2": 0.31733, "Y2": 0.544, "X3": 0.316, "Y3": 0.5548, "X4": 0.26533, "Y4": 0.5548, "page": 0, "Index": 200}, {"Word": "\"yes\"", "Confidence": 0.672, "X1": 0.32, "Y1": 0.5442, "X2": 0.34933, "Y2": 0.544, "X3": 0.34933, "Y3": 0.5548, "X4": 0.31867, "Y4": 0.5548, "page": 0, "Index": 201}, {"Word": "to", "Confidence": 0.932, "X1": 0.35333, "Y1": 0.5442, "X2": 0.36533, "Y2": 0.544, "X3": 0.364, "Y3": 0.5548, "X4": 0.352, "Y4": 0.5548, "page": 0, "Index": 202}, {"Word": "Q.", "Confidence": 0.672, "X1": 0.368, "Y1": 0.5442, "X2": 0.38133, "Y2": 0.544, "X3": 0.38, "Y3": 0.5548, "X4": 0.368, "Y4": 0.5548, "page": 0, "Index": 203}, {"Word": "13.", "Confidence": 0.412, "X1": 0.384, "Y1": 0.5442, "X2": 0.41067, "Y2": 0.544, "X3": 0.41067, "Y3": 0.5548, "X4": 0.384, "Y4": 0.5548, "page": 0, "Index": 204}, {"Word": "Question", "Confidence": 0.23, "X1": 0.128, "Y1": 0.5612, "X2": 0.17467, "Y2": 0.561, "X3": 0.17467, "Y3": 0.5718, "X4": 0.128, "Y4": 0.5728, "page": 0, "Index": 205}, {"Word": "134:", "Confidence": 0.793, "X1": 0.17867, "Y1": 0.5602, "X2": 0.20133, "Y2": 0.56, "X3": 0.20133, "Y3": 0.5708, "X4": 0.17733, "Y4": 0.5718, "page": 0, "Index": 206}, {"Word": "Asked", "Confidence": 0.88, "X1": 0.12933, "Y1": 0.5732, "X2": 0.15867, "Y2": 0.573, "X3": 0.15867, "Y3": 0.5838, "X4": 0.12933, "Y4": 0.5838, "page": 0, "Index": 207}, {"Word": "only", "Confidence": 0.17, "X1": 0.16133, "Y1": 0.5732, "X2": 0.18533, "Y2": 0.573, "X3": 0.184, "Y3": 0.5838, "X4": 0.16133, "Y4": 0.5838, "page": 0, "Index": 208}, {"Word": "of", "Confidence": 0.997, "X1": 0.188, "Y1": 0.5732, "X2": 0.20133, "Y2": 0.573, "X3": 0.20133, "Y3": 0.5828, "X4": 0.18667, "Y4": 0.5838, "page": 0, "Index": 209}, {"Word": "respondents", "Confidence": 0.298, "X1": 0.20533, "Y1": 0.5722, "X2": 0.26533, "Y2": 0.572, "X3": 0.264, "Y3": 0.5828, "X4": 0.204, "Y4": 0.5828, "page": 0, "Index": 210}, {"Word": "answering", "Confidence": 0.469, "X1": 0.268, "Y1": 0.5722, "X2": 0.31733, "Y2": 0.572, "X3": 0.316, "Y3": 0.5828, "X4": 0.26667, "Y4": 0.5828, "page": 0, "Index": 211}, {"Word": "\"yes\"\"", "Confidence": 0.247, "X1": 0.32, "Y1": 0.5722, "X2": 0.35067, "Y2": 0.572, "X3": 0.34933, "Y3": 0.5828, "X4": 0.32, "Y4": 0.5828, "page": 0, "Index": 212}, {"Word": "to", "Confidence": 0.631, "X1": 0.35333, "Y1": 0.5722, "X2": 0.36667, "Y2": 0.572, "X3": 0.36533, "Y3": 0.5828, "X4": 0.35333, "Y4": 0.5828, "page": 0, "Index": 213}, {"Word": "Q.", "Confidence": 0.81, "X1": 0.36933, "Y1": 0.5722, "X2": 0.38133, "Y2": 0.572, "X3": 0.38, "Y3": 0.5828, "X4": 0.368, "Y4": 0.5828, "page": 0, "Index": 214}, {"Word": "15c.", "Confidence": 0.545, "X1": 0.384, "Y1": 0.5722, "X2": 0.412, "Y2": 0.572, "X3": 0.41067, "Y3": 0.5828, "X4": 0.384, "Y4": 0.5828, "page": 0, "Index": 215}, {"Word": "Question", "Confidence": 0.319, "X1": 0.12933, "Y1": 0.5892, "X2": 0.176, "Y2": 0.589, "X3": 0.17467, "Y3": 0.5998, "X4": 0.12933, "Y4": 0.5998, "page": 0, "Index": 216}, {"Word": "144:", "Confidence": 0.695, "X1": 0.17867, "Y1": 0.5892, "X2": 0.20267, "Y2": 0.589, "X3": 0.20133, "Y3": 0.5988, "X4": 0.17733, "Y4": 0.5998, "page": 0, "Index": 217}, {"Word": "Check", "Confidence": 0.573, "X1": 0.12933, "Y1": 0.6012, "X2": 0.15867, "Y2": 0.601, "X3": 0.15733, "Y3": 0.6118, "X4": 0.128, "Y4": 0.6108, "page": 0, "Index": 218}, {"Word": "onty", "Confidence": 0.064, "X1": 0.16133, "Y1": 0.6022, "X2": 0.18533, "Y2": 0.602, "X3": 0.184, "Y3": 0.6118, "X4": 0.16, "Y4": 0.6118, "page": 0, "Index": 219}, {"Word": "one", "Confidence": 0.226, "X1": 0.188, "Y1": 0.6022, "X2": 0.20667, "Y2": 0.602, "X3": 0.20533, "Y3": 0.6108, "X4": 0.18667, "Y4": 0.6118, "page": 0, "Index": 220}, {"Word": "box.", "Confidence": 0.63, "X1": 0.20933, "Y1": 0.6022, "X2": 0.23467, "Y2": 0.602, "X3": 0.23333, "Y3": 0.6108, "X4": 0.208, "Y4": 0.6108, "page": 0, "Index": 221}, {"Word": "9.ma", "Confidence": 0.03, "X1": 0.12933, "Y1": 0.6182, "X2": 0.15067, "Y2": 0.618, "X3": 0.14933, "Y3": 0.6278, "X4": 0.128, "Y4": 0.6288, "page": 0, "Index": 222}, {"Word": "tion", "Confidence": 0.642, "X1": 0.15333, "Y1": 0.6182, "X2": 0.176, "Y2": 0.618, "X3": 0.17467, "Y3": 0.6278, "X4": 0.152, "Y4": 0.6278, "page": 0, "Index": 223}, {"Word": "14h9", "Confidence": 0.489, "X1": 0.18, "Y1": 0.6182, "X2": 0.20267, "Y2": 0.618, "X3": 0.20133, "Y3": 0.6278, "X4": 0.17733, "Y4": 0.6278, "page": 0, "Index": 224}, {"Word": "Answered", "Confidence": 0.371, "X1": 0.12933, "Y1": 0.6302, "X2": 0.17467, "Y2": 0.63, "X3": 0.17467, "Y3": 0.6388, "X4": 0.12933, "Y4": 0.6388, "page": 0, "Index": 225}, {"Word": "by", "Confidence": 0.996, "X1": 0.17733, "Y1": 0.6302, "X2": 0.19067, "Y2": 0.63, "X3": 0.19067, "Y3": 0.6388, "X4": 0.17733, "Y4": 0.6388, "page": 0, "Index": 226}, {"Word": "Tespondents", "Confidence": 0.609, "X1": 0.19333, "Y1": 0.6292, "X2": 0.25333, "Y2": 0.629, "X3": 0.25333, "Y3": 0.6388, "X4": 0.19333, "Y4": 0.6388, "page": 0, "Index": 227}, {"Word": "who", "Confidence": 0.65, "X1": 0.256, "Y1": 0.6292, "X2": 0.276, "Y2": 0.629, "X3": 0.276, "Y3": 0.6388, "X4": 0.256, "Y4": 0.6388, "page": 0, "Index": 228}, {"Word": "gave", "Confidence": 0.727, "X1": 0.27867, "Y1": 0.6282, "X2": 0.30133, "Y2": 0.628, "X3": 0.30133, "Y3": 0.6388, "X4": 0.27867, "Y4": 0.6388, "page": 0, "Index": 229}, {"Word": "a", "Confidence": 0.875, "X1": 0.304, "Y1": 0.6282, "X2": 0.312, "Y2": 0.628, "X3": 0.312, "Y3": 0.6388, "X4": 0.304, "Y4": 0.6388, "page": 0, "Index": 230}, {"Word": "\"yes\"", "Confidence": 0.679, "X1": 0.31467, "Y1": 0.6282, "X2": 0.34533, "Y2": 0.628, "X3": 0.34533, "Y3": 0.6388, "X4": 0.31467, "Y4": 0.6388, "page": 0, "Index": 231}, {"Word": "to", "Confidence": 0.941, "X1": 0.34933, "Y1": 0.6282, "X2": 0.36, "Y2": 0.628, "X3": 0.36, "Y3": 0.6388, "X4": 0.34933, "Y4": 0.6388, "page": 0, "Index": 232}, {"Word": "Q.", "Confidence": 0.756, "X1": 0.36267, "Y1": 0.6282, "X2": 0.376, "Y2": 0.628, "X3": 0.376, "Y3": 0.6388, "X4": 0.36267, "Y4": 0.6388, "page": 0, "Index": 233}, {"Word": "14a.", "Confidence": 0.661, "X1": 0.37867, "Y1": 0.6272, "X2": 0.40533, "Y2": 0.627, "X3": 0.40533, "Y3": 0.6388, "X4": 0.37867, "Y4": 0.6388, "page": 0, "Index": 234}, {"Word": "Restiq", "Confidence": 0.261, "X1": 0.12933, "Y1": 0.6462, "X2": 0.17067, "Y2": 0.646, "X3": 0.17067, "Y3": 0.6558, "X4": 0.12933, "Y4": 0.6558, "page": 0, "Index": 235}, {"Word": "145:", "Confidence": 0.131, "X1": 0.17867, "Y1": 0.6462, "X2": 0.20133, "Y2": 0.646, "X3": 0.2, "Y3": 0.6558, "X4": 0.17733, "Y4": 0.6558, "page": 0, "Index": 236}, {"Word": "Acovered", "Confidence": 0.093, "X1": 0.13067, "Y1": 0.6572, "X2": 0.176, "Y2": 0.657, "X3": 0.17467, "Y3": 0.6668, "X4": 0.13067, "Y4": 0.6678, "page": 0, "Index": 237}, {"Word": "by", "Confidence": 0.43, "X1": 0.17867, "Y1": 0.6572, "X2": 0.192, "Y2": 0.657, "X3": 0.19067, "Y3": 0.6668, "X4": 0.17733, "Y4": 0.6668, "page": 0, "Index": 238}, {"Word": "respondents", "Confidence": 0.662, "X1": 0.19467, "Y1": 0.6562, "X2": 0.25333, "Y2": 0.656, "X3": 0.25333, "Y3": 0.6668, "X4": 0.19333, "Y4": 0.6668, "page": 0, "Index": 239}, {"Word": "who", "Confidence": 0.38, "X1": 0.256, "Y1": 0.6562, "X2": 0.276, "Y2": 0.656, "X3": 0.276, "Y3": 0.6668, "X4": 0.256, "Y4": 0.6668, "page": 0, "Index": 240}, {"Word": "gave", "Confidence": 0.229, "X1": 0.27867, "Y1": 0.6562, "X2": 0.30267, "Y2": 0.656, "X3": 0.30267, "Y3": 0.6668, "X4": 0.27867, "Y4": 0.6668, "page": 0, "Index": 241}, {"Word": "a", "Confidence": 0.941, "X1": 0.30533, "Y1": 0.6562, "X2": 0.31333, "Y2": 0.656, "X3": 0.31333, "Y3": 0.6668, "X4": 0.30533, "Y4": 0.6668, "page": 0, "Index": 242}, {"Word": "\"yes\"\"", "Confidence": 0.215, "X1": 0.316, "Y1": 0.6562, "X2": 0.34667, "Y2": 0.656, "X3": 0.348, "Y3": 0.6668, "X4": 0.316, "Y4": 0.6668, "page": 0, "Index": 243}, {"Word": "to", "Confidence": 0.12, "X1": 0.34933, "Y1": 0.6562, "X2": 0.36133, "Y2": 0.656, "X3": 0.36133, "Y3": 0.6668, "X4": 0.35067, "Y4": 0.6668, "page": 0, "Index": 244}, {"Word": "Q.", "Confidence": 0.622, "X1": 0.364, "Y1": 0.6552, "X2": 0.37733, "Y2": 0.655, "X3": 0.37733, "Y3": 0.6668, "X4": 0.364, "Y4": 0.6668, "page": 0, "Index": 245}, {"Word": "14.", "Confidence": 0.634, "X1": 0.38, "Y1": 0.6552, "X2": 0.40533, "Y2": 0.655, "X3": 0.40667, "Y3": 0.6668, "X4": 0.38, "Y4": 0.6668, "page": 0, "Index": 246}, {"Word": "Question", "Confidence": 0.611, "X1": 0.132, "Y1": 0.6742, "X2": 0.176, "Y2": 0.674, "X3": 0.176, "Y3": 0.6828, "X4": 0.13067, "Y4": 0.6838, "page": 0, "Index": 247}, {"Word": "154:", "Confidence": 0.855, "X1": 0.17867, "Y1": 0.6742, "X2": 0.20267, "Y2": 0.674, "X3": 0.20267, "Y3": 0.6838, "X4": 0.17867, "Y4": 0.6828, "page": 0, "Index": 248}, {"Word": "Cack", "Confidence": 0.782, "X1": 0.13067, "Y1": 0.6852, "X2": 0.16, "Y2": 0.685, "X3": 0.16, "Y3": 0.6948, "X4": 0.13067, "Y4": 0.6948, "page": 0, "Index": 249}, {"Word": "due", "Confidence": 0.088, "X1": 0.16267, "Y1": 0.6852, "X2": 0.18267, "Y2": 0.685, "X3": 0.18133, "Y3": 0.6948, "X4": 0.16267, "Y4": 0.6948, "page": 0, "Index": 250}, {"Word": "@propriate", "Confidence": 0.247, "X1": 0.18533, "Y1": 0.6852, "X2": 0.244, "Y2": 0.685, "X3": 0.244, "Y3": 0.6948, "X4": 0.18533, "Y4": 0.6948, "page": 0, "Index": 251}, {"Word": "box.", "Confidence": 0.091, "X1": 0.24667, "Y1": 0.6852, "X2": 0.272, "Y2": 0.685, "X3": 0.27067, "Y3": 0.6938, "X4": 0.24533, "Y4": 0.6948, "page": 0, "Index": 252}, {"Word": "Answered", "Confidence": 0.797, "X1": 0.13067, "Y1": 0.7132, "X2": 0.17467, "Y2": 0.713, "X3": 0.17467, "Y3": 0.7228, "X4": 0.13067, "Y4": 0.7238, "page": 0, "Index": 253}, {"Word": "caly", "Confidence": 0.503, "X1": 0.17867, "Y1": 0.7122, "X2": 0.20133, "Y2": 0.712, "X3": 0.20133, "Y3": 0.7228, "X4": 0.17733, "Y4": 0.7228, "page": 0, "Index": 254}, {"Word": "by", "Confidence": 0.65, "X1": 0.204, "Y1": 0.7122, "X2": 0.21867, "Y2": 0.712, "X3": 0.21867, "Y3": 0.7228, "X4": 0.204, "Y4": 0.7228, "page": 0, "Index": 255}, {"Word": "respondents", "Confidence": 0.727, "X1": 0.22133, "Y1": 0.7122, "X2": 0.28, "Y2": 0.712, "X3": 0.28, "Y3": 0.7228, "X4": 0.22133, "Y4": 0.7228, "page": 0, "Index": 256}, {"Word": "who", "Confidence": 0.086, "X1": 0.284, "Y1": 0.7112, "X2": 0.30267, "Y2": 0.711, "X3": 0.30267, "Y3": 0.7228, "X4": 0.28267, "Y4": 0.7228, "page": 0, "Index": 257}, {"Word": "said", "Confidence": 0.672, "X1": 0.30533, "Y1": 0.7112, "X2": 0.32933, "Y2": 0.711, "X3": 0.328, "Y3": 0.7228, "X4": 0.30533, "Y4": 0.7228, "page": 0, "Index": 258}, {"Word": "\"Sucked", "Confidence": 0.33, "X1": 0.332, "Y1": 0.7112, "X2": 0.372, "Y2": 0.711, "X3": 0.37067, "Y3": 0.7218, "X4": 0.33067, "Y4": 0.7228, "page": 0, "Index": 259}, {"Word": "more", "Confidence": 0.849, "X1": 0.37467, "Y1": 0.7112, "X2": 0.4, "Y2": 0.711, "X3": 0.39867, "Y3": 0.7218, "X4": 0.37333, "Y4": 0.7218, "page": 0, "Index": 260}, {"Word": "than", "Confidence": 0.941, "X1": 0.40267, "Y1": 0.7112, "X2": 0.42533, "Y2": 0.711, "X3": 0.42533, "Y3": 0.7218, "X4": 0.40133, "Y4": 0.7218, "page": 0, "Index": 261}, {"Word": "a", "Confidence": 0.002, "X1": 0.428, "Y1": 0.7112, "X2": 0.43467, "Y2": 0.711, "X3": 0.43467, "Y3": 0.7218, "X4": 0.428, "Y4": 0.7218, "page": 0, "Index": 262}, {"Word": "pack\"", "Confidence": 0.511, "X1": 0.43867, "Y1": 0.7112, "X2": 0.468, "Y2": 0.711, "X3": 0.46667, "Y3": 0.7218, "X4": 0.43733, "Y4": 0.7218, "page": 0, "Index": 263}, {"Word": "in", "Confidence": 0.992, "X1": 0.47067, "Y1": 0.7112, "X2": 0.484, "Y2": 0.711, "X3": 0.484, "Y3": 0.7218, "X4": 0.47067, "Y4": 0.7218, "page": 0, "Index": 264}, {"Word": "Q.", "Confidence": 0.719, "X1": 0.488, "Y1": 0.7112, "X2": 0.5, "Y2": 0.711, "X3": 0.49867, "Y3": 0.7218, "X4": 0.48667, "Y4": 0.7218, "page": 0, "Index": 265}, {"Word": "15a.", "Confidence": 0.649, "X1": 0.50267, "Y1": 0.7112, "X2": 0.52933, "Y2": 0.711, "X3": 0.528, "Y3": 0.7218, "X4": 0.50133, "Y4": 0.7218, "page": 0, "Index": 266}, {"Word": "Question", "Confidence": 0.451, "X1": 0.132, "Y1": 0.7302, "X2": 0.17733, "Y2": 0.73, "X3": 0.176, "Y3": 0.7398, "X4": 0.132, "Y4": 0.7408, "page": 0, "Index": 267}, {"Word": "15c:", "Confidence": 0.649, "X1": 0.18, "Y1": 0.7292, "X2": 0.20533, "Y2": 0.729, "X3": 0.204, "Y3": 0.7388, "X4": 0.17867, "Y4": 0.7398, "page": 0, "Index": 268}, {"Word": "Make", "Confidence": 0.239, "X1": 0.13067, "Y1": 0.7422, "X2": 0.156, "Y2": 0.742, "X3": 0.156, "Y3": 0.7508, "X4": 0.13067, "Y4": 0.7508, "page": 0, "Index": 269}, {"Word": "sure", "Confidence": 0.958, "X1": 0.15867, "Y1": 0.7412, "X2": 0.18133, "Y2": 0.741, "X3": 0.18133, "Y3": 0.7508, "X4": 0.15867, "Y4": 0.7508, "page": 0, "Index": 270}, {"Word": "that", "Confidence": 0.608, "X1": 0.184, "Y1": 0.7412, "X2": 0.208, "Y2": 0.741, "X3": 0.208, "Y3": 0.7508, "X4": 0.184, "Y4": 0.7508, "page": 0, "Index": 271}, {"Word": "you", "Confidence": 0.926, "X1": 0.21067, "Y1": 0.7412, "X2": 0.228, "Y2": 0.741, "X3": 0.228, "Y3": 0.7508, "X4": 0.21067, "Y4": 0.7508, "page": 0, "Index": 272}, {"Word": "write", "Confidence": 0.519, "X1": 0.23067, "Y1": 0.7412, "X2": 0.26133, "Y2": 0.741, "X3": 0.26133, "Y3": 0.7508, "X4": 0.23067, "Y4": 0.7508, "page": 0, "Index": 273}, {"Word": "in", "Confidence": 0.903, "X1": 0.264, "Y1": 0.7402, "X2": 0.27733, "Y2": 0.74, "X3": 0.27733, "Y3": 0.7508, "X4": 0.264, "Y4": 0.7508, "page": 0, "Index": 274}, {"Word": "regular", "Confidence": 0.402, "X1": 0.26533, "Y1": 0.7492, "X2": 0.30267, "Y2": 0.749, "X3": 0.30267, "Y3": 0.7578, "X4": 0.264, "Y4": 0.7588, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.994, "X1": 0.28, "Y1": 0.7402, "X2": 0.29733, "Y2": 0.74, "X3": 0.29733, "Y3": 0.7508, "X4": 0.28, "Y4": 0.7508, "page": 0, "Index": 276}, {"Word": "number", "Confidence": 0.083, "X1": 0.3, "Y1": 0.7402, "X2": 0.336, "Y2": 0.74, "X3": 0.336, "Y3": 0.7508, "X4": 0.3, "Y4": 0.7508, "page": 0, "Index": 277}, {"Word": "price\"\"", "Confidence": 0.334, "X1": 0.30533, "Y1": 0.7492, "X2": 0.34267, "Y2": 0.749, "X3": 0.34133, "Y3": 0.7578, "X4": 0.30533, "Y4": 0.7578, "page": 0, "Index": 278}, {"Word": "of", "Confidence": 0.621, "X1": 0.33867, "Y1": 0.7402, "X2": 0.35067, "Y2": 0.74, "X3": 0.35067, "Y3": 0.7508, "X4": 0.33867, "Y4": 0.7508, "page": 0, "Index": 279}, {"Word": "and", "Confidence": 0.616, "X1": 0.34533, "Y1": 0.7492, "X2": 0.364, "Y2": 0.749, "X3": 0.364, "Y3": 0.7578, "X4": 0.344, "Y4": 0.7578, "page": 0, "Index": 280}, {"Word": "packs", "Confidence": 0.637, "X1": 0.35333, "Y1": 0.7402, "X2": 0.384, "Y2": 0.74, "X3": 0.384, "Y3": 0.7508, "X4": 0.35333, "Y4": 0.7508, "page": 0, "Index": 281}, {"Word": "the", "Confidence": 0.994, "X1": 0.36667, "Y1": 0.7492, "X2": 0.38267, "Y2": 0.749, "X3": 0.38267, "Y3": 0.7578, "X4": 0.36667, "Y4": 0.7578, "page": 0, "Index": 282}, {"Word": "surber", "Confidence": 0.305, "X1": 0.38533, "Y1": 0.7482, "X2": 0.42133, "Y2": 0.748, "X3": 0.42133, "Y3": 0.7578, "X4": 0.38533, "Y4": 0.7578, "page": 0, "Index": 283}, {"Word": "given", "Confidence": 0.68, "X1": 0.388, "Y1": 0.7402, "X2": 0.416, "Y2": 0.74, "X3": 0.416, "Y3": 0.7508, "X4": 0.388, "Y4": 0.7508, "page": 0, "Index": 284}, {"Word": "you", "Confidence": 0.998, "X1": 0.41867, "Y1": 0.7392, "X2": 0.43733, "Y2": 0.739, "X3": 0.43733, "Y3": 0.7508, "X4": 0.41867, "Y4": 0.7508, "page": 0, "Index": 285}, {"Word": "given", "Confidence": 0.657, "X1": 0.424, "Y1": 0.7482, "X2": 0.452, "Y2": 0.748, "X3": 0.452, "Y3": 0.7578, "X4": 0.424, "Y4": 0.7578, "page": 0, "Index": 286}, {"Word": "for", "Confidence": 0.541, "X1": 0.44, "Y1": 0.7392, "X2": 0.45733, "Y2": 0.739, "X3": 0.45733, "Y3": 0.7508, "X4": 0.44, "Y4": 0.7508, "page": 0, "Index": 287}, {"Word": "you", "Confidence": 0.994, "X1": 0.45467, "Y1": 0.7482, "X2": 0.47333, "Y2": 0.748, "X3": 0.47333, "Y3": 0.7578, "X4": 0.45467, "Y4": 0.7578, "page": 0, "Index": 288}, {"Word": "Q.", "Confidence": 0.736, "X1": 0.46, "Y1": 0.7392, "X2": 0.47467, "Y2": 0.739, "X3": 0.47467, "Y3": 0.7508, "X4": 0.46, "Y4": 0.7508, "page": 0, "Index": 289}, {"Word": "156", "Confidence": 0.8, "X1": 0.47733, "Y1": 0.7392, "X2": 0.49467, "Y2": 0.739, "X3": 0.49467, "Y3": 0.7508, "X4": 0.47733, "Y4": 0.7508, "page": 0, "Index": 290}, {"Word": "for", "Confidence": 0.604, "X1": 0.47733, "Y1": 0.7482, "X2": 0.496, "Y2": 0.748, "X3": 0.49467, "Y3": 0.7578, "X4": 0.47733, "Y4": 0.7578, "page": 0, "Index": 291}, {"Word": "and", "Confidence": 0.236, "X1": 0.49733, "Y1": 0.7392, "X2": 0.51733, "Y2": 0.739, "X3": 0.51733, "Y3": 0.7508, "X4": 0.49867, "Y4": 0.7508, "page": 0, "Index": 292}, {"Word": "\"At", "Confidence": 0.982, "X1": 0.49867, "Y1": 0.7482, "X2": 0.51733, "Y2": 0.748, "X3": 0.51733, "Y3": 0.7578, "X4": 0.49733, "Y4": 0.7578, "page": 0, "Index": 293}, {"Word": "that", "Confidence": 0.111, "X1": 0.52, "Y1": 0.7392, "X2": 0.54533, "Y2": 0.739, "X3": 0.54533, "Y3": 0.7508, "X4": 0.52, "Y4": 0.7508, "page": 0, "Index": 294}, {"Word": "reduced", "Confidence": 0.426, "X1": 0.52, "Y1": 0.7482, "X2": 0.56, "Y2": 0.748, "X3": 0.55867, "Y3": 0.7578, "X4": 0.52, "Y4": 0.7578, "page": 0, "Index": 295}, {"Word": "uwe", "Confidence": 0.036, "X1": 0.548, "Y1": 0.7392, "X2": 0.56667, "Y2": 0.739, "X3": 0.56667, "Y3": 0.7508, "X4": 0.548, "Y4": 0.7508, "page": 0, "Index": 296}, {"Word": "mabes", "Confidence": 0.244, "X1": 0.13067, "Y1": 0.7502, "X2": 0.16667, "Y2": 0.75, "X3": 0.16667, "Y3": 0.7588, "X4": 0.13067, "Y4": 0.7588, "page": 0, "Index": 297}, {"Word": "price\"", "Confidence": 0.676, "X1": 0.13333, "Y1": 0.7582, "X2": 0.16667, "Y2": 0.758, "X3": 0.16667, "Y3": 0.7658, "X4": 0.13333, "Y4": 0.7668, "page": 0, "Index": 298}, {"Word": "given", "Confidence": 0.615, "X1": 0.16933, "Y1": 0.7502, "X2": 0.19733, "Y2": 0.75, "X3": 0.19733, "Y3": 0.7588, "X4": 0.16933, "Y4": 0.7588, "page": 0, "Index": 299}, {"Word": "sals", "Confidence": 0.209, "X1": 0.16933, "Y1": 0.7582, "X2": 0.192, "Y2": 0.758, "X3": 0.192, "Y3": 0.7658, "X4": 0.16933, "Y4": 0.7658, "page": 0, "Index": 300}, {"Word": "to", "Confidence": 0.881, "X1": 0.196, "Y1": 0.7582, "X2": 0.208, "Y2": 0.758, "X3": 0.208, "Y3": 0.7658, "X4": 0.196, "Y4": 0.7658, "page": 0, "Index": 301}, {"Word": "you", "Confidence": 0.995, "X1": 0.2, "Y1": 0.7492, "X2": 0.21867, "Y2": 0.749, "X3": 0.21867, "Y3": 0.7588, "X4": 0.2, "Y4": 0.7588, "page": 0, "Index": 302}, {"Word": "that", "Confidence": 0.982, "X1": 0.212, "Y1": 0.7582, "X2": 0.23467, "Y2": 0.758, "X3": 0.23467, "Y3": 0.7658, "X4": 0.212, "Y4": 0.7658, "page": 0, "Index": 303}, {"Word": "for", "Confidence": 0.196, "X1": 0.22133, "Y1": 0.7492, "X2": 0.24, "Y2": 0.749, "X3": 0.24, "Y3": 0.7588, "X4": 0.22133, "Y4": 0.7588, "page": 0, "Index": 304}, {"Word": "nuber.", "Confidence": 0.613, "X1": 0.23733, "Y1": 0.7582, "X2": 0.27867, "Y2": 0.758, "X3": 0.27733, "Y3": 0.7658, "X4": 0.236, "Y4": 0.7658, "page": 0, "Index": 305}, {"Word": "\"At", "Confidence": 0.781, "X1": 0.24267, "Y1": 0.7492, "X2": 0.26133, "Y2": 0.749, "X3": 0.26133, "Y3": 0.7588, "X4": 0.24267, "Y4": 0.7588, "page": 0, "Index": 306}, {"Word": "These", "Confidence": 0.407, "X1": 0.132, "Y1": 0.7842, "X2": 0.16, "Y2": 0.784, "X3": 0.16, "Y3": 0.7948, "X4": 0.132, "Y4": 0.7948, "page": 0, "Index": 307}, {"Word": "are", "Confidence": 0.912, "X1": 0.16267, "Y1": 0.7842, "X2": 0.18133, "Y2": 0.784, "X3": 0.18, "Y3": 0.7948, "X4": 0.16267, "Y4": 0.7948, "page": 0, "Index": 308}, {"Word": "standard", "Confidence": 0.904, "X1": 0.184, "Y1": 0.7842, "X2": 0.228, "Y2": 0.784, "X3": 0.228, "Y3": 0.7948, "X4": 0.18267, "Y4": 0.7948, "page": 0, "Index": 309}, {"Word": "demographic", "Confidence": 0.156, "X1": 0.23067, "Y1": 0.7842, "X2": 0.29333, "Y2": 0.784, "X3": 0.292, "Y3": 0.7948, "X4": 0.23067, "Y4": 0.7948, "page": 0, "Index": 310}, {"Word": "questions.", "Confidence": 0.654, "X1": 0.296, "Y1": 0.7852, "X2": 0.35333, "Y2": 0.785, "X3": 0.352, "Y3": 0.7948, "X4": 0.29467, "Y4": 0.7948, "page": 0, "Index": 311}, {"Word": "IF", "Confidence": 0.779, "X1": 0.00133, "Y1": 0.9302, "X2": 0.01467, "Y2": 0.93, "X3": 0.01467, "Y3": 0.9418, "X4": 0.00133, "Y4": 0.9418, "page": 0, "Index": 312}, {"Word": "THE", "Confidence": 0.956, "X1": 0.01867, "Y1": 0.9302, "X2": 0.04267, "Y2": 0.93, "X3": 0.04267, "Y3": 0.9408, "X4": 0.01867, "Y4": 0.9418, "page": 0, "Index": 313}, {"Word": "FILM", "Confidence": 0.572, "X1": 0.04667, "Y1": 0.9302, "X2": 0.07733, "Y2": 0.93, "X3": 0.07733, "Y3": 0.9408, "X4": 0.04667, "Y4": 0.9408, "page": 0, "Index": 314}, {"Word": "IMAUS", "Confidence": 0.849, "X1": 0.08267, "Y1": 0.9292, "X2": 0.11867, "Y2": 0.929, "X3": 0.11867, "Y3": 0.9398, "X4": 0.08267, "Y4": 0.9408, "page": 0, "Index": 315}, {"Word": "IS", "Confidence": 0.303, "X1": 0.12533, "Y1": 0.9292, "X2": 0.14, "Y2": 0.929, "X3": 0.14, "Y3": 0.9398, "X4": 0.12533, "Y4": 0.9398, "page": 0, "Index": 316}, {"Word": "LESS", "Confidence": 0.7, "X1": 0.14533, "Y1": 0.9292, "X2": 0.176, "Y2": 0.929, "X3": 0.176, "Y3": 0.9398, "X4": 0.14533, "Y4": 0.9398, "page": 0, "Index": 317}, {"Word": "CLEAR", "Confidence": 0.11, "X1": 0.18, "Y1": 0.9292, "X2": 0.21867, "Y2": 0.929, "X3": 0.21867, "Y3": 0.9398, "X4": 0.18, "Y4": 0.9398, "page": 0, "Index": 318}, {"Word": "IS", "Confidence": 0.363, "X1": 0.0, "Y1": 0.9412, "X2": 0.012, "Y2": 0.941, "X3": 0.01333, "Y3": 0.9518, "X4": 0.00133, "Y4": 0.9518, "page": 0, "Index": 319}, {"Word": "NOTICE.", "Confidence": 0.644, "X1": 0.01733, "Y1": 0.9412, "X2": 0.06933, "Y2": 0.941, "X3": 0.06933, "Y3": 0.9508, "X4": 0.01867, "Y4": 0.9518, "page": 0, "Index": 320}, {"Word": "IT", "Confidence": 0.397, "X1": 0.08267, "Y1": 0.9412, "X2": 0.09733, "Y2": 0.941, "X3": 0.09733, "Y3": 0.9498, "X4": 0.08267, "Y4": 0.9508, "page": 0, "Index": 321}, {"Word": "15", "Confidence": 0.267, "X1": 0.104, "Y1": 0.9402, "X2": 0.11867, "Y2": 0.94, "X3": 0.11867, "Y3": 0.9498, "X4": 0.104, "Y4": 0.9498, "page": 0, "Index": 322}, {"Word": "DUE", "Confidence": 0.668, "X1": 0.12267, "Y1": 0.9402, "X2": 0.14667, "Y2": 0.94, "X3": 0.14667, "Y3": 0.9498, "X4": 0.124, "Y4": 0.9498, "page": 0, "Index": 323}, {"Word": "TO", "Confidence": 0.717, "X1": 0.152, "Y1": 0.9392, "X2": 0.168, "Y2": 0.939, "X3": 0.168, "Y3": 0.9498, "X4": 0.152, "Y4": 0.9498, "page": 0, "Index": 324}, {"Word": "THE", "Confidence": 0.051, "X1": 0.17333, "Y1": 0.9392, "X2": 0.19733, "Y2": 0.939, "X3": 0.196, "Y3": 0.9498, "X4": 0.17333, "Y4": 0.9498, "page": 0, "Index": 325}, {"Word": "OF", "Confidence": 0.993, "X1": 0.00533, "Y1": 0.9512, "X2": 0.02133, "Y2": 0.951, "X3": 0.02, "Y3": 0.9618, "X4": 0.004, "Y4": 0.9618, "page": 0, "Index": 326}, {"Word": "THE", "Confidence": 0.786, "X1": 0.02667, "Y1": 0.9512, "X2": 0.04933, "Y2": 0.951, "X3": 0.048, "Y3": 0.9608, "X4": 0.02667, "Y4": 0.9608, "page": 0, "Index": 327}, {"Word": "DOCUMENT", "Confidence": 0.514, "X1": 0.05467, "Y1": 0.9502, "X2": 0.11333, "Y2": 0.95, "X3": 0.11333, "Y3": 0.9608, "X4": 0.05467, "Y4": 0.9608, "page": 0, "Index": 328}, {"Word": "BRING", "Confidence": 0.13, "X1": 0.11867, "Y1": 0.9502, "X2": 0.15467, "Y2": 0.95, "X3": 0.15467, "Y3": 0.9608, "X4": 0.11867, "Y4": 0.9608, "page": 0, "Index": 329}, {"Word": "FILMEU.", "Confidence": 0.378, "X1": 0.16, "Y1": 0.9502, "X2": 0.21067, "Y2": 0.95, "X3": 0.21067, "Y3": 0.9608, "X4": 0.16, "Y4": 0.9608, "page": 0, "Index": 330}, {"Word": "776151240", "Confidence": 0.794, "X1": 0.224, "Y1": 0.9472, "X2": 0.504, "Y2": 0.947, "X3": 0.504, "Y3": 0.9728, "X4": 0.22267, "Y4": 0.9688, "page": 0, "Index": 331}]}
|
"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"
|
ffbg0162
| 0 |
{"lines_data": [{"Word": "MARLBORO", "Confidence": 0.993, "X1": 0.39187, "Y1": 0.0702, "X2": 0.62123, "Y2": 0.07, "X3": 0.62123, "Y3": 0.0988, "X4": 0.39187, "Y4": 0.0978, "page": 0}, {"Word": "1995 MVP BUDGET RECONCILIATION", "Confidence": 0.99475, "X1": 0.14024, "Y1": 0.1012, "X2": 0.89515, "Y2": 0.101, "X3": 0.89515, "Y3": 0.1378, "X4": 0.14024, "Y4": 0.1398, "page": 0}, {"Word": "Category", "Confidence": 0.995, "X1": 0.0983, "Y1": 0.3072, "X2": 0.2228, "Y2": 0.307, "X3": 0.2228, "Y3": 0.3258, "X4": 0.0983, "Y4": 0.3228, "page": 0}, {"Word": "Description", "Confidence": 0.781, "X1": 0.40891, "Y1": 0.3042, "X2": 0.60682, "Y2": 0.304, "X3": 0.60682, "Y3": 0.3238, "X4": 0.40891, "Y4": 0.3228, "page": 0}, {"Word": "95 Budget", "Confidence": 0.9945, "X1": 0.75754, "Y1": 0.3042, "X2": 0.89777, "Y2": 0.304, "X3": 0.89777, "Y3": 0.3258, "X4": 0.75754, "Y4": 0.3228, "page": 0}, {"Word": "rade Secret.", "Confidence": 0.1075, "X1": 0.7903, "Y1": 0.3592, "X2": 0.88598, "Y2": 0.359, "X3": 0.88598, "Y3": 0.3688, "X4": 0.7903, "Y4": 0.3678, "page": 0}, {"Word": "133", "Confidence": 0.994, "X1": 0.13761, "Y1": 0.3702, "X2": 0.18087, "Y2": 0.37, "X3": 0.18087, "Y3": 0.3858, "X4": 0.13893, "Y4": 0.3868, "page": 0}, {"Word": "Ialesnelion Redacted", "Confidence": 0.428, "X1": 0.74967, "Y1": 0.3682, "X2": 0.92005, "Y2": 0.368, "X3": 0.91874, "Y3": 0.3798, "X4": 0.74967, "Y4": 0.3788, "page": 0}, {"Word": "Consumer Incentives", "Confidence": 0.9805, "X1": 0.24902, "Y1": 0.3702, "X2": 0.46134, "Y2": 0.37, "X3": 0.46134, "Y3": 0.3888, "X4": 0.24902, "Y4": 0.3888, "page": 0}, {"Word": "137", "Confidence": 0.998, "X1": 0.13761, "Y1": 0.4142, "X2": 0.17955, "Y2": 0.414, "X3": 0.17955, "Y3": 0.4298, "X4": 0.13761, "Y4": 0.4298, "page": 0}, {"Word": "Promotional Materials", "Confidence": 0.993, "X1": 0.24771, "Y1": 0.4132, "X2": 0.46789, "Y2": 0.413, "X3": 0.4692, "Y3": 0.4298, "X4": 0.24771, "Y4": 0.4308, "page": 0}, {"Word": "172", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.4572, "X2": 0.18087, "Y2": 0.457, "X3": 0.17955, "Y3": 0.4728, "X4": 0.13761, "Y4": 0.4728, "page": 0}, {"Word": "Vehicle Leasing", "Confidence": 0.9965, "X1": 0.25033, "Y1": 0.4562, "X2": 0.4076, "Y2": 0.456, "X3": 0.40629, "Y3": 0.4758, "X4": 0.25033, "Y4": 0.4738, "page": 0}, {"Word": "177", "Confidence": 0.998, "X1": 0.13761, "Y1": 0.5002, "X2": 0.17955, "Y2": 0.5, "X3": 0.17955, "Y3": 0.5158, "X4": 0.13761, "Y4": 0.5148, "page": 0}, {"Word": "Vehicle Decals", "Confidence": 0.995, "X1": 0.24771, "Y1": 0.4982, "X2": 0.39581, "Y2": 0.498, "X3": 0.39581, "Y3": 0.5158, "X4": 0.24771, "Y4": 0.5158, "page": 0}, {"Word": "179", "Confidence": 0.998, "X1": 0.1363, "Y1": 0.5422, "X2": 0.17955, "Y2": 0.542, "X3": 0.17955, "Y3": 0.5588, "X4": 0.13499, "Y4": 0.5588, "page": 0}, {"Word": "Vehicle Insurance", "Confidence": 0.986, "X1": 0.24771, "Y1": 0.5422, "X2": 0.42595, "Y2": 0.542, "X3": 0.42595, "Y3": 0.5608, "X4": 0.24771, "Y4": 0.5588, "page": 0}, {"Word": "202", "Confidence": 0.995, "X1": 0.13368, "Y1": 0.5852, "X2": 0.17955, "Y2": 0.585, "X3": 0.17955, "Y3": 0.6018, "X4": 0.13368, "Y4": 0.6018, "page": 0}, {"Word": "Agency Artwork", "Confidence": 0.9955, "X1": 0.24771, "Y1": 0.5862, "X2": 0.41678, "Y2": 0.586, "X3": 0.41678, "Y3": 0.6028, "X4": 0.24771, "Y4": 0.6048, "page": 0}, {"Word": "632", "Confidence": 0.997, "X1": 0.1363, "Y1": 0.6302, "X2": 0.17824, "Y2": 0.63, "X3": 0.17955, "Y3": 0.6458, "X4": 0.1363, "Y4": 0.6458, "page": 0}, {"Word": "Purchased Services / Operating Expenses", "Confidence": 0.9948, "X1": 0.24902, "Y1": 0.6292, "X2": 0.6671, "Y2": 0.629, "X3": 0.6671, "Y3": 0.6478, "X4": 0.24902, "Y4": 0.6468, "page": 0}, {"Word": "639", "Confidence": 0.998, "X1": 0.13761, "Y1": 0.6732, "X2": 0.17955, "Y2": 0.673, "X3": 0.17955, "Y3": 0.6888, "X4": 0.1363, "Y4": 0.6888, "page": 0}, {"Word": "Vehicle Storage", "Confidence": 0.9965, "X1": 0.24771, "Y1": 0.6722, "X2": 0.40891, "Y2": 0.672, "X3": 0.40891, "Y3": 0.6908, "X4": 0.24771, "Y4": 0.6898, "page": 0}, {"Word": "652", "Confidence": 0.997, "X1": 0.1363, "Y1": 0.7162, "X2": 0.17693, "Y2": 0.716, "X3": 0.17693, "Y3": 0.7338, "X4": 0.1363, "Y4": 0.7338, "page": 0}, {"Word": "Computer Equipment", "Confidence": 0.9955, "X1": 0.24902, "Y1": 0.7152, "X2": 0.46265, "Y2": 0.715, "X3": 0.46265, "Y3": 0.7338, "X4": 0.24902, "Y4": 0.7338, "page": 0}, {"Word": "Country Dance Program", "Confidence": 0.99633, "X1": 0.2464, "Y1": 0.7602, "X2": 0.49148, "Y2": 0.76, "X3": 0.49148, "Y3": 0.7778, "X4": 0.2464, "Y4": 0.7768, "page": 0}, {"Word": "TOTAL:", "Confidence": 0.997, "X1": 0.61992, "Y1": 0.8022, "X2": 0.70249, "Y2": 0.802, "X3": 0.70118, "Y3": 0.8198, "X4": 0.61992, "Y4": 0.8188, "page": 0}, {"Word": "2041967140", "Confidence": 0.994, "X1": 0.97117, "Y1": 0.9602, "X2": 0.9751, "Y2": 0.96, "X3": 0.95413, "Y3": 0.9598, "X4": 0.9502, "Y4": 0.8648, "page": 0}], "words_data": [{"Word": "MARLBORO", "Confidence": 0.993, "X1": 0.39318, "Y1": 0.0712, "X2": 0.60682, "Y2": 0.071, "X3": 0.60682, "Y3": 0.0998, "X4": 0.39318, "Y4": 0.0978, "page": 0, "Index": 0}, {"Word": "1995", "Confidence": 0.994, "X1": 0.14155, "Y1": 0.1042, "X2": 0.24377, "Y2": 0.104, "X3": 0.24377, "Y3": 0.1398, "X4": 0.14024, "Y4": 0.1398, "page": 0, "Index": 1}, {"Word": "MVP", "Confidence": 0.998, "X1": 0.25688, "Y1": 0.1042, "X2": 0.34993, "Y2": 0.104, "X3": 0.34993, "Y3": 0.1398, "X4": 0.25688, "Y4": 0.1398, "page": 0, "Index": 2}, {"Word": "BUDGET", "Confidence": 0.996, "X1": 0.35911, "Y1": 0.1042, "X2": 0.5308, "Y2": 0.104, "X3": 0.5308, "Y3": 0.1388, "X4": 0.35911, "Y4": 0.1398, "page": 0, "Index": 3}, {"Word": "RECONCILIATION", "Confidence": 0.991, "X1": 0.54128, "Y1": 0.1022, "X2": 0.88204, "Y2": 0.102, "X3": 0.88204, "Y3": 0.1388, "X4": 0.54128, "Y4": 0.1388, "page": 0, "Index": 4}, {"Word": "Category", "Confidence": 0.995, "X1": 0.10354, "Y1": 0.3072, "X2": 0.21363, "Y2": 0.307, "X3": 0.21363, "Y3": 0.3268, "X4": 0.10354, "Y4": 0.3238, "page": 0, "Index": 5}, {"Word": "Description", "Confidence": 0.781, "X1": 0.40891, "Y1": 0.3062, "X2": 0.5426, "Y2": 0.306, "X3": 0.5426, "Y3": 0.3238, "X4": 0.41022, "Y4": 0.3218, "page": 0, "Index": 6}, {"Word": "95", "Confidence": 0.992, "X1": 0.75885, "Y1": 0.3022, "X2": 0.78768, "Y2": 0.302, "X3": 0.78637, "Y3": 0.3238, "X4": 0.75754, "Y4": 0.3238, "page": 0, "Index": 7}, {"Word": "Budget", "Confidence": 0.997, "X1": 0.79292, "Y1": 0.3052, "X2": 0.88598, "Y2": 0.305, "X3": 0.88467, "Y3": 0.3258, "X4": 0.79292, "Y4": 0.3238, "page": 0, "Index": 8}, {"Word": "rade", "Confidence": 0.017, "X1": 0.79161, "Y1": 0.3602, "X2": 0.82307, "Y2": 0.36, "X3": 0.82307, "Y3": 0.3688, "X4": 0.79292, "Y4": 0.3678, "page": 0, "Index": 9}, {"Word": "Secret.", "Confidence": 0.198, "X1": 0.83224, "Y1": 0.3602, "X2": 0.88729, "Y2": 0.36, "X3": 0.88598, "Y3": 0.3688, "X4": 0.83224, "Y4": 0.3688, "page": 0, "Index": 10}, {"Word": "133", "Confidence": 0.994, "X1": 0.13761, "Y1": 0.3702, "X2": 0.17693, "Y2": 0.37, "X3": 0.17693, "Y3": 0.3858, "X4": 0.13893, "Y4": 0.3868, "page": 0, "Index": 11}, {"Word": "Ialesnelion", "Confidence": 0.292, "X1": 0.75098, "Y1": 0.3692, "X2": 0.84142, "Y2": 0.369, "X3": 0.8401, "Y3": 0.3798, "X4": 0.75098, "Y4": 0.3798, "page": 0, "Index": 12}, {"Word": "Redacted", "Confidence": 0.564, "X1": 0.85059, "Y1": 0.3692, "X2": 0.91481, "Y2": 0.369, "X3": 0.91481, "Y3": 0.3798, "X4": 0.84928, "Y4": 0.3798, "page": 0, "Index": 13}, {"Word": "Consumer", "Confidence": 0.994, "X1": 0.24902, "Y1": 0.3712, "X2": 0.35125, "Y2": 0.371, "X3": 0.34993, "Y3": 0.3888, "X4": 0.24902, "Y4": 0.3888, "page": 0, "Index": 14}, {"Word": "Incentives", "Confidence": 0.967, "X1": 0.35518, "Y1": 0.3722, "X2": 0.46134, "Y2": 0.372, "X3": 0.46003, "Y3": 0.3888, "X4": 0.35518, "Y4": 0.3888, "page": 0, "Index": 15}, {"Word": "137", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.4142, "X2": 0.17693, "Y2": 0.414, "X3": 0.17693, "Y3": 0.4298, "X4": 0.13893, "Y4": 0.4298, "page": 0, "Index": 16}, {"Word": "Promotional", "Confidence": 0.991, "X1": 0.24902, "Y1": 0.4142, "X2": 0.3709, "Y2": 0.414, "X3": 0.3709, "Y3": 0.4308, "X4": 0.24902, "Y4": 0.4308, "page": 0, "Index": 17}, {"Word": "Materials", "Confidence": 0.995, "X1": 0.37615, "Y1": 0.4142, "X2": 0.46789, "Y2": 0.414, "X3": 0.46658, "Y3": 0.4308, "X4": 0.37484, "Y4": 0.4308, "page": 0, "Index": 18}, {"Word": "172", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.4572, "X2": 0.17562, "Y2": 0.457, "X3": 0.17562, "Y3": 0.4728, "X4": 0.13893, "Y4": 0.4728, "page": 0, "Index": 19}, {"Word": "Vehicle", "Confidence": 0.996, "X1": 0.25033, "Y1": 0.4562, "X2": 0.32241, "Y2": 0.456, "X3": 0.32241, "Y3": 0.4758, "X4": 0.25164, "Y4": 0.4738, "page": 0, "Index": 20}, {"Word": "Leasing", "Confidence": 0.997, "X1": 0.32634, "Y1": 0.4582, "X2": 0.4076, "Y2": 0.458, "X3": 0.40629, "Y3": 0.4758, "X4": 0.32765, "Y4": 0.4758, "page": 0, "Index": 21}, {"Word": "177", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.5002, "X2": 0.17693, "Y2": 0.5, "X3": 0.17693, "Y3": 0.5158, "X4": 0.13893, "Y4": 0.5148, "page": 0, "Index": 22}, {"Word": "Vehicle", "Confidence": 0.993, "X1": 0.24902, "Y1": 0.4992, "X2": 0.32241, "Y2": 0.499, "X3": 0.32241, "Y3": 0.5168, "X4": 0.24902, "Y4": 0.5168, "page": 0, "Index": 23}, {"Word": "Decals", "Confidence": 0.997, "X1": 0.32765, "Y1": 0.4992, "X2": 0.39581, "Y2": 0.499, "X3": 0.39581, "Y3": 0.5168, "X4": 0.32765, "Y4": 0.5168, "page": 0, "Index": 24}, {"Word": "179", "Confidence": 0.998, "X1": 0.1363, "Y1": 0.5422, "X2": 0.17693, "Y2": 0.542, "X3": 0.17693, "Y3": 0.5588, "X4": 0.1363, "Y4": 0.5588, "page": 0, "Index": 25}, {"Word": "Vehicle", "Confidence": 0.991, "X1": 0.24902, "Y1": 0.5422, "X2": 0.32241, "Y2": 0.542, "X3": 0.32241, "Y3": 0.5608, "X4": 0.24902, "Y4": 0.5598, "page": 0, "Index": 26}, {"Word": "Insurance", "Confidence": 0.981, "X1": 0.32634, "Y1": 0.5442, "X2": 0.42464, "Y2": 0.544, "X3": 0.42464, "Y3": 0.5608, "X4": 0.32634, "Y4": 0.5608, "page": 0, "Index": 27}, {"Word": "202", "Confidence": 0.995, "X1": 0.13499, "Y1": 0.5852, "X2": 0.17562, "Y2": 0.585, "X3": 0.17562, "Y3": 0.6018, "X4": 0.13499, "Y4": 0.6018, "page": 0, "Index": 28}, {"Word": "Agency", "Confidence": 0.994, "X1": 0.24902, "Y1": 0.5872, "X2": 0.32503, "Y2": 0.587, "X3": 0.32503, "Y3": 0.6038, "X4": 0.24902, "Y4": 0.6048, "page": 0, "Index": 29}, {"Word": "Artwork", "Confidence": 0.997, "X1": 0.33028, "Y1": 0.5872, "X2": 0.41284, "Y2": 0.587, "X3": 0.41284, "Y3": 0.6038, "X4": 0.33028, "Y4": 0.6038, "page": 0, "Index": 30}, {"Word": "632", "Confidence": 0.997, "X1": 0.1363, "Y1": 0.6302, "X2": 0.17431, "Y2": 0.63, "X3": 0.17431, "Y3": 0.6458, "X4": 0.1363, "Y4": 0.6458, "page": 0, "Index": 31}, {"Word": "Purchased", "Confidence": 0.994, "X1": 0.25033, "Y1": 0.6292, "X2": 0.35125, "Y2": 0.629, "X3": 0.35125, "Y3": 0.6478, "X4": 0.25033, "Y4": 0.6468, "page": 0, "Index": 32}, {"Word": "Expenses", "Confidence": 0.996, "X1": 0.57012, "Y1": 0.6302, "X2": 0.6671, "Y2": 0.63, "X3": 0.6671, "Y3": 0.6478, "X4": 0.57012, "Y4": 0.6488, "page": 0, "Index": 33}, {"Word": "Services", "Confidence": 0.994, "X1": 0.35649, "Y1": 0.6292, "X2": 0.44299, "Y2": 0.629, "X3": 0.44299, "Y3": 0.6488, "X4": 0.35649, "Y4": 0.6478, "page": 0, "Index": 34}, {"Word": "/", "Confidence": 0.995, "X1": 0.44823, "Y1": 0.6292, "X2": 0.45872, "Y2": 0.629, "X3": 0.45872, "Y3": 0.6488, "X4": 0.44823, "Y4": 0.6488, "page": 0, "Index": 35}, {"Word": "Operating", "Confidence": 0.995, "X1": 0.46396, "Y1": 0.6302, "X2": 0.56488, "Y2": 0.63, "X3": 0.56619, "Y3": 0.6488, "X4": 0.46396, "Y4": 0.6488, "page": 0, "Index": 36}, {"Word": "639", "Confidence": 0.998, "X1": 0.1363, "Y1": 0.6732, "X2": 0.17431, "Y2": 0.673, "X3": 0.17431, "Y3": 0.6888, "X4": 0.1363, "Y4": 0.6888, "page": 0, "Index": 37}, {"Word": "Vehicle", "Confidence": 0.996, "X1": 0.24902, "Y1": 0.6722, "X2": 0.3211, "Y2": 0.672, "X3": 0.3211, "Y3": 0.6908, "X4": 0.24771, "Y4": 0.6898, "page": 0, "Index": 38}, {"Word": "Storage", "Confidence": 0.997, "X1": 0.32634, "Y1": 0.6732, "X2": 0.4076, "Y2": 0.673, "X3": 0.4076, "Y3": 0.6908, "X4": 0.32503, "Y4": 0.6908, "page": 0, "Index": 39}, {"Word": "652", "Confidence": 0.997, "X1": 0.1363, "Y1": 0.7162, "X2": 0.17562, "Y2": 0.716, "X3": 0.17562, "Y3": 0.7338, "X4": 0.1363, "Y4": 0.7338, "page": 0, "Index": 40}, {"Word": "Computer", "Confidence": 0.996, "X1": 0.25033, "Y1": 0.7162, "X2": 0.34731, "Y2": 0.716, "X3": 0.34731, "Y3": 0.7348, "X4": 0.25033, "Y4": 0.7338, "page": 0, "Index": 41}, {"Word": "Equipment", "Confidence": 0.995, "X1": 0.35256, "Y1": 0.7172, "X2": 0.46265, "Y2": 0.717, "X3": 0.46265, "Y3": 0.7338, "X4": 0.35256, "Y4": 0.7348, "page": 0, "Index": 42}, {"Word": "Country", "Confidence": 0.994, "X1": 0.24771, "Y1": 0.7602, "X2": 0.32896, "Y2": 0.76, "X3": 0.32765, "Y3": 0.7768, "X4": 0.2464, "Y4": 0.7778, "page": 0, "Index": 43}, {"Word": "Dance", "Confidence": 0.998, "X1": 0.3329, "Y1": 0.7602, "X2": 0.39581, "Y2": 0.76, "X3": 0.39581, "Y3": 0.7768, "X4": 0.3329, "Y4": 0.7768, "page": 0, "Index": 44}, {"Word": "Program", "Confidence": 0.997, "X1": 0.40105, "Y1": 0.7622, "X2": 0.481, "Y2": 0.762, "X3": 0.47969, "Y3": 0.7788, "X4": 0.39974, "Y4": 0.7768, "page": 0, "Index": 45}, {"Word": "TOTAL:", "Confidence": 0.997, "X1": 0.62123, "Y1": 0.8032, "X2": 0.70249, "Y2": 0.803, "X3": 0.70118, "Y3": 0.8208, "X4": 0.62123, "Y4": 0.8188, "page": 0, "Index": 46}, {"Word": "2041967140", "Confidence": 0.994, "X1": 0.97117, "Y1": 0.9582, "X2": 0.9751, "Y2": 0.958, "X3": 0.95544, "Y3": 0.9578, "X4": 0.9502, "Y4": 0.8658, "page": 0, "Index": 47}]}
|
"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"
|
ffbg0162
| 1 |
{"lines_data": [{"Word": "MARLBORO", "Confidence": 0.994, "X1": 0.43455, "Y1": 0.0672, "X2": 0.58377, "Y2": 0.067, "X3": 0.58377, "Y3": 0.0848, "X4": 0.43455, "Y4": 0.0838, "page": 0}, {"Word": "1995 MVP BUDGET RECONCILIATION", "Confidence": 0.994, "X1": 0.28927, "Y1": 0.0852, "X2": 0.73953, "Y2": 0.085, "X3": 0.73953, "Y3": 0.1048, "X4": 0.28927, "Y4": 0.1058, "page": 0}, {"Word": "Category", "Confidence": 0.941, "X1": 0.24738, "Y1": 0.3512, "X2": 0.35602, "Y2": 0.351, "X3": 0.35471, "Y3": 0.3648, "X4": 0.24738, "Y4": 0.3618, "page": 0}, {"Word": "Description", "Confidence": 0.991, "X1": 0.41492, "Y1": 0.3482, "X2": 0.53272, "Y2": 0.348, "X3": 0.53141, "Y3": 0.3648, "X4": 0.41492, "Y4": 0.3618, "page": 0}, {"Word": "95 Budget 42", "Confidence": 0.685, "X1": 0.63089, "Y1": 0.3472, "X2": 0.74869, "Y2": 0.347, "X3": 0.75, "Y3": 0.3628, "X4": 0.63089, "Y4": 0.3628, "page": 0}, {"Word": "133", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.4032, "X2": 0.31283, "Y2": 0.403, "X3": 0.31283, "Y3": 0.4158, "X4": 0.27487, "Y4": 0.4168, "page": 0}, {"Word": "Trade Secret", "Confidence": 0.5905, "X1": 0.63089, "Y1": 0.3992, "X2": 0.73429, "Y2": 0.399, "X3": 0.73429, "Y3": 0.4098, "X4": 0.63089, "Y4": 0.4098, "page": 0}, {"Word": "Consumer Incentives", "Confidence": 0.973, "X1": 0.36911, "Y1": 0.4032, "X2": 0.54843, "Y2": 0.403, "X3": 0.54843, "Y3": 0.4188, "X4": 0.3678, "Y4": 0.4178, "page": 0}, {"Word": "137", "Confidence": 0.994, "X1": 0.27749, "Y1": 0.4372, "X2": 0.31283, "Y2": 0.437, "X3": 0.31283, "Y3": 0.4508, "X4": 0.27749, "Y4": 0.4508, "page": 0}, {"Word": "Promotional Materials", "Confidence": 0.993, "X1": 0.37042, "Y1": 0.4382, "X2": 0.55628, "Y2": 0.438, "X3": 0.55628, "Y3": 0.4528, "X4": 0.37042, "Y4": 0.4528, "page": 0}, {"Word": "172", "Confidence": 0.992, "X1": 0.27618, "Y1": 0.4732, "X2": 0.31675, "Y2": 0.473, "X3": 0.31545, "Y3": 0.4878, "X4": 0.27618, "Y4": 0.4868, "page": 0}, {"Word": "Vehicle Lessing", "Confidence": 0.4935, "X1": 0.37696, "Y1": 0.4772, "X2": 0.57461, "Y2": 0.477, "X3": 0.5733, "Y3": 0.4968, "X4": 0.37565, "Y4": 0.4898, "page": 0}, {"Word": "177", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.5082, "X2": 0.31283, "Y2": 0.508, "X3": 0.31152, "Y3": 0.5218, "X4": 0.27487, "Y4": 0.5218, "page": 0}, {"Word": "Uliniche Decair", "Confidence": 0.5725, "X1": 0.37435, "Y1": 0.5062, "X2": 0.57199, "Y2": 0.506, "X3": 0.57199, "Y3": 0.5268, "X4": 0.37435, "Y4": 0.5278, "page": 0}, {"Word": "179", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.5432, "X2": 0.31283, "Y2": 0.543, "X3": 0.31283, "Y3": 0.5578, "X4": 0.27487, "Y4": 0.5568, "page": 0}, {"Word": "Vehicle Insurance", "Confidence": 0.4205, "X1": 0.37304, "Y1": 0.5452, "X2": 0.58901, "Y2": 0.545, "X3": 0.5877, "Y3": 0.5638, "X4": 0.37173, "Y4": 0.5608, "page": 0}, {"Word": "ladd in to", "Confidence": 0.743, "X1": 0.84162, "Y1": 0.5342, "X2": 0.98037, "Y2": 0.534, "X3": 0.99084, "Y3": 0.5658, "X4": 0.85209, "Y4": 0.5898, "page": 0}, {"Word": "202", "Confidence": 0.995, "X1": 0.27487, "Y1": 0.5782, "X2": 0.31283, "Y2": 0.578, "X3": 0.31283, "Y3": 0.5938, "X4": 0.27356, "Y4": 0.5938, "page": 0}, {"Word": "Agency Artwork", "Confidence": 0.997, "X1": 0.37173, "Y1": 0.5802, "X2": 0.51047, "Y2": 0.58, "X3": 0.51047, "Y3": 0.5938, "X4": 0.37173, "Y4": 0.5938, "page": 0}, {"Word": "137,", "Confidence": 0.885, "X1": 0.89921, "Y1": 0.5802, "X2": 0.98168, "Y2": 0.58, "X3": 0.9856, "Y3": 0.6128, "X4": 0.90183, "Y4": 0.6198, "page": 0}, {"Word": "632", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.6502, "X2": 0.31283, "Y2": 0.65, "X3": 0.31152, "Y3": 0.6638, "X4": 0.27356, "Y4": 0.6638, "page": 0}, {"Word": "Purchased Services /", "Confidence": 0.99333, "X1": 0.36911, "Y1": 0.6502, "X2": 0.54974, "Y2": 0.65, "X3": 0.54974, "Y3": 0.6658, "X4": 0.36911, "Y4": 0.6648, "page": 0}, {"Word": "Thx !", "Confidence": 0.4485, "X1": 0.83901, "Y1": 0.6322, "X2": 0.94764, "Y2": 0.632, "X3": 0.95812, "Y3": 0.6708, "X4": 0.84948, "Y4": 0.6888, "page": 0}, {"Word": "639", "Confidence": 0.991, "X1": 0.27356, "Y1": 0.6862, "X2": 0.31283, "Y2": 0.686, "X3": 0.31283, "Y3": 0.6998, "X4": 0.27225, "Y4": 0.6998, "page": 0}, {"Word": "Freight Vehicle", "Confidence": 0.728, "X1": 0.36518, "Y1": 0.6862, "X2": 0.5288, "Y2": 0.686, "X3": 0.5288, "Y3": 0.7038, "X4": 0.36518, "Y4": 0.7018, "page": 0}, {"Word": "Storage", "Confidence": 0.57, "X1": 0.49476, "Y1": 0.7032, "X2": 0.58377, "Y2": 0.703, "X3": 0.58377, "Y3": 0.7188, "X4": 0.49476, "Y4": 0.7168, "page": 0}, {"Word": "652", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.7212, "X2": 0.31021, "Y2": 0.721, "X3": 0.31021, "Y3": 0.7348, "X4": 0.27487, "Y4": 0.7358, "page": 0}, {"Word": "Equipment", "Confidence": 0.706, "X1": 0.37042, "Y1": 0.7162, "X2": 0.4712, "Y2": 0.716, "X3": 0.4699, "Y3": 0.7368, "X4": 0.36911, "Y4": 0.7308, "page": 0}, {"Word": "Contre Danse Pro", "Confidence": 0.51567, "X1": 0.37304, "Y1": 0.7382, "X2": 0.5877, "Y2": 0.738, "X3": 0.5877, "Y3": 0.7578, "X4": 0.37304, "Y4": 0.7568, "page": 0}, {"Word": "TOTAL:", "Confidence": 0.98, "X1": 0.49084, "Y1": 0.7572, "X2": 0.5733, "Y2": 0.757, "X3": 0.5733, "Y3": 0.7708, "X4": 0.49084, "Y4": 0.7708, "page": 0}, {"Word": "Pls make", "Confidence": 0.877, "X1": 0.75785, "Y1": 0.7892, "X2": 0.9411, "Y2": 0.789, "X3": 0.9555, "Y3": 0.8258, "X4": 0.77225, "Y4": 0.8708, "page": 0}, {"Word": "changes d", "Confidence": 0.49, "X1": 0.77225, "Y1": 0.8372, "X2": 0.9411, "Y2": 0.837, "X3": 0.9555, "Y3": 0.8718, "X4": 0.78665, "Y4": 0.9118, "page": 0}, {"Word": "give to", "Confidence": 0.9105, "X1": 0.84031, "Y1": 0.8802, "X2": 0.95288, "Y2": 0.88, "X3": 0.96466, "Y3": 0.9068, "X4": 0.85079, "Y4": 0.9338, "page": 0}, {"Word": "2041967141", "Confidence": 0.991, "X1": 0.69895, "Y1": 0.9352, "X2": 0.67801, "Y2": 0.935, "X3": 0.65838, "Y3": 0.9328, "X4": 0.67801, "Y4": 0.8398, "page": 0}, {"Word": "Vicki", "Confidence": 0.917, "X1": 0.86126, "Y1": 0.9122, "X2": 0.96335, "Y2": 0.912, "X3": 0.98168, "Y3": 0.9498, "X4": 0.8822, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "MARLBORO", "Confidence": 0.994, "X1": 0.43586, "Y1": 0.0682, "X2": 0.57592, "Y2": 0.068, "X3": 0.57461, "Y3": 0.0848, "X4": 0.43586, "Y4": 0.0838, "page": 0, "Index": 0}, {"Word": "1995", "Confidence": 0.993, "X1": 0.28927, "Y1": 0.0862, "X2": 0.33639, "Y2": 0.086, "X3": 0.33639, "Y3": 0.1058, "X4": 0.28927, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "MVP", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.0862, "X2": 0.39791, "Y2": 0.086, "X3": 0.39791, "Y3": 0.1048, "X4": 0.34031, "Y4": 0.1058, "page": 0, "Index": 2}, {"Word": "BUDGET", "Confidence": 0.994, "X1": 0.40183, "Y1": 0.0862, "X2": 0.50654, "Y2": 0.086, "X3": 0.50654, "Y3": 0.1048, "X4": 0.40183, "Y4": 0.1048, "page": 0, "Index": 3}, {"Word": "RECONCILIATION", "Confidence": 0.991, "X1": 0.51178, "Y1": 0.0852, "X2": 0.72775, "Y2": 0.085, "X3": 0.72775, "Y3": 0.1058, "X4": 0.51178, "Y4": 0.1048, "page": 0, "Index": 4}, {"Word": "Category", "Confidence": 0.941, "X1": 0.25262, "Y1": 0.3502, "X2": 0.3377, "Y2": 0.35, "X3": 0.3377, "Y3": 0.3648, "X4": 0.25131, "Y4": 0.3618, "page": 0, "Index": 5}, {"Word": "Description", "Confidence": 0.991, "X1": 0.42016, "Y1": 0.3492, "X2": 0.52225, "Y2": 0.349, "X3": 0.52225, "Y3": 0.3648, "X4": 0.42016, "Y4": 0.3618, "page": 0, "Index": 6}, {"Word": "95", "Confidence": 0.995, "X1": 0.63089, "Y1": 0.3482, "X2": 0.65183, "Y2": 0.348, "X3": 0.65183, "Y3": 0.3638, "X4": 0.6322, "Y4": 0.3628, "page": 0, "Index": 7}, {"Word": "Budget", "Confidence": 0.995, "X1": 0.65576, "Y1": 0.3482, "X2": 0.72382, "Y2": 0.348, "X3": 0.72513, "Y3": 0.3638, "X4": 0.65576, "Y4": 0.3638, "page": 0, "Index": 8}, {"Word": "42", "Confidence": 0.065, "X1": 0.72906, "Y1": 0.3482, "X2": 0.74738, "Y2": 0.348, "X3": 0.74738, "Y3": 0.3628, "X4": 0.72906, "Y4": 0.3638, "page": 0, "Index": 9}, {"Word": "133", "Confidence": 0.998, "X1": 0.27618, "Y1": 0.4032, "X2": 0.31021, "Y2": 0.403, "X3": 0.31021, "Y3": 0.4158, "X4": 0.27618, "Y4": 0.4168, "page": 0, "Index": 10}, {"Word": "Trade", "Confidence": 0.716, "X1": 0.63351, "Y1": 0.4002, "X2": 0.67408, "Y2": 0.4, "X3": 0.67277, "Y3": 0.4098, "X4": 0.63351, "Y4": 0.4108, "page": 0, "Index": 11}, {"Word": "Secret", "Confidence": 0.465, "X1": 0.68325, "Y1": 0.4012, "X2": 0.73298, "Y2": 0.401, "X3": 0.73168, "Y3": 0.4098, "X4": 0.68194, "Y4": 0.4098, "page": 0, "Index": 12}, {"Word": "Consumer", "Confidence": 0.995, "X1": 0.37042, "Y1": 0.4042, "X2": 0.45419, "Y2": 0.404, "X3": 0.45419, "Y3": 0.4188, "X4": 0.37042, "Y4": 0.4188, "page": 0, "Index": 13}, {"Word": "Incentives", "Confidence": 0.951, "X1": 0.45812, "Y1": 0.4052, "X2": 0.54843, "Y2": 0.405, "X3": 0.54712, "Y3": 0.4188, "X4": 0.45812, "Y4": 0.4188, "page": 0, "Index": 14}, {"Word": "137", "Confidence": 0.994, "X1": 0.27749, "Y1": 0.4372, "X2": 0.31152, "Y2": 0.437, "X3": 0.31152, "Y3": 0.4508, "X4": 0.27749, "Y4": 0.4508, "page": 0, "Index": 15}, {"Word": "Promotional", "Confidence": 0.991, "X1": 0.37173, "Y1": 0.4382, "X2": 0.47251, "Y2": 0.438, "X3": 0.47251, "Y3": 0.4528, "X4": 0.37173, "Y4": 0.4528, "page": 0, "Index": 16}, {"Word": "Materials", "Confidence": 0.995, "X1": 0.47644, "Y1": 0.4382, "X2": 0.55497, "Y2": 0.438, "X3": 0.55497, "Y3": 0.4538, "X4": 0.47513, "Y4": 0.4528, "page": 0, "Index": 17}, {"Word": "172", "Confidence": 0.992, "X1": 0.27749, "Y1": 0.4732, "X2": 0.31152, "Y2": 0.473, "X3": 0.31152, "Y3": 0.4878, "X4": 0.27749, "Y4": 0.4868, "page": 0, "Index": 18}, {"Word": "Vehicle", "Confidence": 0.276, "X1": 0.3822, "Y1": 0.4742, "X2": 0.46597, "Y2": 0.474, "X3": 0.46597, "Y3": 0.4938, "X4": 0.37958, "Y4": 0.4908, "page": 0, "Index": 19}, {"Word": "Lessing", "Confidence": 0.711, "X1": 0.47644, "Y1": 0.4772, "X2": 0.56806, "Y2": 0.477, "X3": 0.56937, "Y3": 0.4968, "X4": 0.47644, "Y4": 0.4938, "page": 0, "Index": 20}, {"Word": "177", "Confidence": 0.998, "X1": 0.27618, "Y1": 0.5082, "X2": 0.31152, "Y2": 0.508, "X3": 0.31152, "Y3": 0.5218, "X4": 0.27618, "Y4": 0.5218, "page": 0, "Index": 21}, {"Word": "Uliniche", "Confidence": 0.472, "X1": 0.37565, "Y1": 0.5082, "X2": 0.46335, "Y2": 0.508, "X3": 0.46335, "Y3": 0.5278, "X4": 0.37565, "Y4": 0.5278, "page": 0, "Index": 22}, {"Word": "Decair", "Confidence": 0.673, "X1": 0.4856, "Y1": 0.5072, "X2": 0.56675, "Y2": 0.507, "X3": 0.56675, "Y3": 0.5268, "X4": 0.4856, "Y4": 0.5278, "page": 0, "Index": 23}, {"Word": "179", "Confidence": 0.998, "X1": 0.27618, "Y1": 0.5432, "X2": 0.31021, "Y2": 0.543, "X3": 0.31021, "Y3": 0.5578, "X4": 0.27487, "Y4": 0.5568, "page": 0, "Index": 24}, {"Word": "Vehicle", "Confidence": 0.691, "X1": 0.37696, "Y1": 0.5432, "X2": 0.46204, "Y2": 0.543, "X3": 0.46073, "Y3": 0.5608, "X4": 0.37565, "Y4": 0.5608, "page": 0, "Index": 25}, {"Word": "Insurance", "Confidence": 0.15, "X1": 0.48298, "Y1": 0.5472, "X2": 0.58639, "Y2": 0.547, "X3": 0.58639, "Y3": 0.5638, "X4": 0.48298, "Y4": 0.5608, "page": 0, "Index": 26}, {"Word": "to", "Confidence": 0.998, "X1": 0.93848, "Y1": 0.5352, "X2": 0.9712, "Y2": 0.535, "X3": 0.9856, "Y3": 0.5648, "X4": 0.95288, "Y4": 0.5708, "page": 0, "Index": 27}, {"Word": "in", "Confidence": 0.984, "X1": 0.89921, "Y1": 0.5422, "X2": 0.93063, "Y2": 0.542, "X3": 0.94372, "Y3": 0.5728, "X4": 0.9123, "Y4": 0.5788, "page": 0, "Index": 28}, {"Word": "ladd", "Confidence": 0.247, "X1": 0.84293, "Y1": 0.5482, "X2": 0.89136, "Y2": 0.548, "X3": 0.90445, "Y3": 0.5808, "X4": 0.85471, "Y4": 0.5908, "page": 0, "Index": 29}, {"Word": "202", "Confidence": 0.995, "X1": 0.27356, "Y1": 0.5782, "X2": 0.31152, "Y2": 0.578, "X3": 0.31152, "Y3": 0.5928, "X4": 0.27487, "Y4": 0.5938, "page": 0, "Index": 30}, {"Word": "Agency", "Confidence": 0.997, "X1": 0.37435, "Y1": 0.5802, "X2": 0.43325, "Y2": 0.58, "X3": 0.43194, "Y3": 0.5938, "X4": 0.37304, "Y4": 0.5938, "page": 0, "Index": 31}, {"Word": "Artwork", "Confidence": 0.997, "X1": 0.43979, "Y1": 0.5812, "X2": 0.50916, "Y2": 0.581, "X3": 0.50785, "Y3": 0.5948, "X4": 0.43848, "Y4": 0.5938, "page": 0, "Index": 32}, {"Word": "137,", "Confidence": 0.885, "X1": 0.89921, "Y1": 0.5802, "X2": 0.97906, "Y2": 0.58, "X3": 0.98429, "Y3": 0.6128, "X4": 0.90183, "Y4": 0.6198, "page": 0, "Index": 33}, {"Word": "632", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.6502, "X2": 0.31021, "Y2": 0.65, "X3": 0.31021, "Y3": 0.6638, "X4": 0.27487, "Y4": 0.6638, "page": 0, "Index": 34}, {"Word": "Purchased", "Confidence": 0.994, "X1": 0.37042, "Y1": 0.6502, "X2": 0.4555, "Y2": 0.65, "X3": 0.45419, "Y3": 0.6648, "X4": 0.37042, "Y4": 0.6648, "page": 0, "Index": 35}, {"Word": "Services", "Confidence": 0.991, "X1": 0.46073, "Y1": 0.6522, "X2": 0.53403, "Y2": 0.652, "X3": 0.53272, "Y3": 0.6648, "X4": 0.45942, "Y4": 0.6648, "page": 0, "Index": 36}, {"Word": "/", "Confidence": 0.995, "X1": 0.53796, "Y1": 0.6532, "X2": 0.54843, "Y2": 0.653, "X3": 0.54712, "Y3": 0.6658, "X4": 0.53665, "Y4": 0.6658, "page": 0, "Index": 37}, {"Word": "Thx", "Confidence": 0.794, "X1": 0.85209, "Y1": 0.6392, "X2": 0.90314, "Y2": 0.639, "X3": 0.91492, "Y3": 0.6778, "X4": 0.86387, "Y4": 0.6858, "page": 0, "Index": 38}, {"Word": "!", "Confidence": 0.103, "X1": 0.91361, "Y1": 0.6322, "X2": 0.93979, "Y2": 0.632, "X3": 0.95157, "Y3": 0.6718, "X4": 0.92539, "Y4": 0.6758, "page": 0, "Index": 39}, {"Word": "639", "Confidence": 0.991, "X1": 0.27356, "Y1": 0.6862, "X2": 0.3089, "Y2": 0.686, "X3": 0.3089, "Y3": 0.6998, "X4": 0.27356, "Y4": 0.6998, "page": 0, "Index": 40}, {"Word": "Freight", "Confidence": 0.809, "X1": 0.36649, "Y1": 0.6852, "X2": 0.43455, "Y2": 0.685, "X3": 0.43325, "Y3": 0.7038, "X4": 0.36649, "Y4": 0.7018, "page": 0, "Index": 41}, {"Word": "Vehicle", "Confidence": 0.647, "X1": 0.45026, "Y1": 0.6862, "X2": 0.52618, "Y2": 0.686, "X3": 0.52749, "Y3": 0.7048, "X4": 0.45026, "Y4": 0.7038, "page": 0, "Index": 42}, {"Word": "Storage", "Confidence": 0.57, "X1": 0.50393, "Y1": 0.7042, "X2": 0.58115, "Y2": 0.704, "X3": 0.58115, "Y3": 0.7188, "X4": 0.50393, "Y4": 0.7158, "page": 0, "Index": 43}, {"Word": "652", "Confidence": 0.998, "X1": 0.27487, "Y1": 0.7212, "X2": 0.3089, "Y2": 0.721, "X3": 0.3089, "Y3": 0.7348, "X4": 0.27487, "Y4": 0.7358, "page": 0, "Index": 44}, {"Word": "Equipment", "Confidence": 0.706, "X1": 0.37173, "Y1": 0.7162, "X2": 0.45942, "Y2": 0.716, "X3": 0.46073, "Y3": 0.7368, "X4": 0.37042, "Y4": 0.7308, "page": 0, "Index": 45}, {"Word": "Contre", "Confidence": 0.541, "X1": 0.37304, "Y1": 0.7392, "X2": 0.46859, "Y2": 0.739, "X3": 0.46859, "Y3": 0.7578, "X4": 0.37304, "Y4": 0.7568, "page": 0, "Index": 46}, {"Word": "Danse", "Confidence": 0.708, "X1": 0.47382, "Y1": 0.7392, "X2": 0.53927, "Y2": 0.739, "X3": 0.53796, "Y3": 0.7588, "X4": 0.47251, "Y4": 0.7578, "page": 0, "Index": 47}, {"Word": "Pro", "Confidence": 0.298, "X1": 0.54319, "Y1": 0.7392, "X2": 0.57984, "Y2": 0.739, "X3": 0.57853, "Y3": 0.7588, "X4": 0.54319, "Y4": 0.7588, "page": 0, "Index": 48}, {"Word": "TOTAL:", "Confidence": 0.98, "X1": 0.5, "Y1": 0.7572, "X2": 0.57068, "Y2": 0.757, "X3": 0.57068, "Y3": 0.7718, "X4": 0.50131, "Y4": 0.7708, "page": 0, "Index": 49}, {"Word": "make", "Confidence": 0.944, "X1": 0.85995, "Y1": 0.7902, "X2": 0.9411, "Y2": 0.79, "X3": 0.9555, "Y3": 0.8268, "X4": 0.87565, "Y4": 0.8468, "page": 0, "Index": 50}, {"Word": "Pls", "Confidence": 0.81, "X1": 0.75785, "Y1": 0.8202, "X2": 0.82199, "Y2": 0.82, "X3": 0.8377, "Y3": 0.8558, "X4": 0.77487, "Y4": 0.8718, "page": 0, "Index": 51}, {"Word": "d", "Confidence": 0.094, "X1": 0.90969, "Y1": 0.8382, "X2": 0.93979, "Y2": 0.838, "X3": 0.95419, "Y3": 0.8728, "X4": 0.92408, "Y4": 0.8798, "page": 0, "Index": 52}, {"Word": "changes", "Confidence": 0.886, "X1": 0.77356, "Y1": 0.8472, "X2": 0.90052, "Y2": 0.847, "X3": 0.91492, "Y3": 0.8828, "X4": 0.78796, "Y4": 0.9128, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.936, "X1": 0.91361, "Y1": 0.8822, "X2": 0.94764, "Y2": 0.882, "X3": 0.96204, "Y3": 0.9088, "X4": 0.9267, "Y4": 0.9178, "page": 0, "Index": 54}, {"Word": "give", "Confidence": 0.885, "X1": 0.84162, "Y1": 0.8942, "X2": 0.90707, "Y2": 0.894, "X3": 0.92016, "Y3": 0.9188, "X4": 0.85471, "Y4": 0.9338, "page": 0, "Index": 55}, {"Word": "2041967141", "Confidence": 0.991, "X1": 0.69764, "Y1": 0.9322, "X2": 0.67932, "Y2": 0.932, "X3": 0.65969, "Y3": 0.9298, "X4": 0.67801, "Y4": 0.8408, "page": 0, "Index": 56}, {"Word": "Vicki", "Confidence": 0.917, "X1": 0.87435, "Y1": 0.9122, "X2": 0.96204, "Y2": 0.912, "X3": 0.97906, "Y3": 0.9508, "X4": 0.89136, "Y4": 0.9728, "page": 0, "Index": 57}]}
|
"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"
|
fflv0212
| 0 |
{"lines_data": [{"Word": "SCIENCE REFERENCE LIBRARY", "Confidence": 0.54233, "X1": 0.44244, "Y1": 0.0192, "X2": 0.69209, "Y2": 0.019, "X3": 0.69348, "Y3": 0.0338, "X4": 0.44244, "Y4": 0.0378, "page": 0}, {"Word": "Europ\u00e4isches Patentamt", "Confidence": 0.509, "X1": 0.18308, "Y1": 0.0292, "X2": 0.38419, "Y2": 0.029, "X3": 0.38558, "Y3": 0.0448, "X4": 0.18308, "Y4": 0.0468, "page": 0}, {"Word": "European Patent Office", "Confidence": 0.82167, "X1": 0.18031, "Y1": 0.0532, "X2": 0.37725, "Y2": 0.053, "X3": 0.37725, "Y3": 0.0698, "X4": 0.18031, "Y4": 0.0718, "page": 0}, {"Word": "1 Publication number:", "Confidence": 0.62633, "X1": 0.47989, "Y1": 0.0572, "X2": 0.64494, "Y2": 0.057, "X3": 0.64494, "Y3": 0.0718, "X4": 0.47989, "Y4": 0.0708, "page": 0}, {"Word": "0 110 693", "Confidence": 0.99567, "X1": 0.73786, "Y1": 0.0482, "X2": 0.8932, "Y2": 0.048, "X3": 0.8932, "Y3": 0.0718, "X4": 0.73786, "Y4": 0.0718, "page": 0}, {"Word": "Office europ\u00e9en des brevets", "Confidence": 0.7265, "X1": 0.18308, "Y1": 0.0792, "X2": 0.41054, "Y2": 0.079, "X3": 0.41054, "Y3": 0.0948, "X4": 0.18308, "Y4": 0.0948, "page": 0}, {"Word": "A1", "Confidence": 0.998, "X1": 0.74064, "Y1": 0.0702, "X2": 0.78225, "Y2": 0.07, "X3": 0.78225, "Y3": 0.0908, "X4": 0.74064, "Y4": 0.0908, "page": 0}, {"Word": "EUROPEAN PATENT APPLICATION", "Confidence": 0.993, "X1": 0.29265, "Y1": 0.1332, "X2": 0.65187, "Y2": 0.133, "X3": 0.65187, "Y3": 0.1518, "X4": 0.29265, "Y4": 0.1518, "page": 0}, {"Word": "Application number: 83307221.8", "Confidence": 0.87033, "X1": 0.09431, "Y1": 0.1832, "X2": 0.30652, "Y2": 0.183, "X3": 0.30652, "Y3": 0.1998, "X4": 0.09431, "Y4": 0.2008, "page": 0}, {"Word": "1 . Int. CI .*: A 24 B 15/10, A 24 B 13/00,", "Confidence": 0.76892, "X1": 0.47989, "Y1": 0.1812, "X2": 0.83634, "Y2": 0.181, "X3": 0.83634, "Y3": 0.1998, "X4": 0.47989, "Y4": 0.2018, "page": 0}, {"Word": "A 24 B 15/12, A 24 B 3/08,", "Confidence": 0.97075, "X1": 0.56588, "Y1": 0.1982, "X2": 0.82247, "Y2": 0.198, "X3": 0.82247, "Y3": 0.2148, "X4": 0.56588, "Y4": 0.2148, "page": 0}, {"Word": "Date of filing: 25.11.83", "Confidence": 0.85075, "X1": 0.09709, "Y1": 0.2092, "X2": 0.24411, "Y2": 0.209, "X3": 0.24411, "Y3": 0.2238, "X4": 0.09709, "Y4": 0.2238, "page": 0}, {"Word": "A 24 D 1/00", "Confidence": 0.9945, "X1": 0.56311, "Y1": 0.2162, "X2": 0.68239, "Y2": 0.216, "X3": 0.68239, "Y3": 0.2328, "X4": 0.56311, "Y4": 0.2318, "page": 0}, {"Word": "Priority: 28.11.82 US 444828", "Confidence": 0.721, "X1": 0.09431, "Y1": 0.3332, "X2": 0.28433, "Y2": 0.333, "X3": 0.28571, "Y3": 0.3488, "X4": 0.09431, "Y4": 0.3488, "page": 0}, {"Word": "Applicant: PHILIP MORRIS INCORPORATED, 120 Park", "Confidence": 0.87183, "X1": 0.50902, "Y1": 0.3342, "X2": 0.8613, "Y2": 0.334, "X3": 0.8613, "Y3": 0.3488, "X4": 0.50902, "Y4": 0.3478, "page": 0}, {"Word": "Avenue, New York, New York 10017 (US)", "Confidence": 0.86286, "X1": 0.50902, "Y1": 0.3472, "X2": 0.77115, "Y2": 0.347, "X3": 0.77115, "Y3": 0.3608, "X4": 0.50902, "Y4": 0.3588, "page": 0}, {"Word": "Date of publication of application: 13.06.84", "Confidence": 0.85133, "X1": 0.09847, "Y1": 0.4402, "X2": 0.37171, "Y2": 0.44, "X3": 0.37171, "Y3": 0.4548, "X4": 0.09847, "Y4": 0.4538, "page": 0}, {"Word": "Inventor: Tang. Daniel M ., 7638 Redbud Road, Richmond", "Confidence": 0.83211, "X1": 0.50208, "Y1": 0.4412, "X2": 0.87795, "Y2": 0.441, "X3": 0.87656, "Y3": 0.4558, "X4": 0.50208, "Y4": 0.4558, "page": 0}, {"Word": "Bulletin 84/24", "Confidence": 0.707, "X1": 0.0957, "Y1": 0.4532, "X2": 0.1914, "Y2": 0.453, "X3": 0.1914, "Y3": 0.4658, "X4": 0.0957, "Y4": 0.4648, "page": 0}, {"Word": "Virginia 23235 (US)", "Confidence": 0.761, "X1": 0.51318, "Y1": 0.4522, "X2": 0.64494, "Y2": 0.452, "X3": 0.64494, "Y3": 0.4668, "X4": 0.51318, "Y4": 0.4668, "page": 0}, {"Word": "Ex Rest 1112.94", "Confidence": 0.53533, "X1": 0.16782, "Y1": 0.5192, "X2": 0.34397, "Y2": 0.519, "X3": 0.34397, "Y3": 0.5418, "X4": 0.16782, "Y4": 0.5408, "page": 0}, {"Word": "Representative: Bass, John Henton at al, REDDIE &", "Confidence": 0.8075, "X1": 0.50902, "Y1": 0.5512, "X2": 0.84189, "Y2": 0.551, "X3": 0.84189, "Y3": 0.5638, "X4": 0.50902, "Y4": 0.5628, "page": 0}, {"Word": "Designated Contracting States: CH DE GB LI NL", "Confidence": 0.81112, "X1": 0.09847, "Y1": 0.5602, "X2": 0.40638, "Y2": 0.56, "X3": 0.40638, "Y3": 0.5738, "X4": 0.09847, "Y4": 0.5738, "page": 0}, {"Word": "GROSE 18 Thechalda Road, London WCIX IPL (GB)", "Confidence": 0.774, "X1": 0.50763, "Y1": 0.5622, "X2": 0.84605, "Y2": 0.562, "X3": 0.84605, "Y3": 0.5758, "X4": 0.50763, "Y4": 0.5738, "page": 0}, {"Word": "Tobacco filler blends and smoking articles containing them.", "Confidence": 0.78213, "X1": 0.07906, "Y1": 0.6142, "X2": 0.47573, "Y2": 0.614, "X3": 0.47573, "Y3": 0.6288, "X4": 0.07906, "Y4": 0.6268, "page": 0}, {"Word": "A novel tobacco for smoking articles which is an air-cured", "Confidence": 0.8436, "X1": 0.06935, "Y1": 0.6372, "X2": 0.45492, "Y2": 0.637, "X3": 0.45492, "Y3": 0.6498, "X4": 0.06935, "Y4": 0.6498, "page": 0}, {"Word": "Bright tobacco harvested by atalk cutting, priming, or a combi-", "Confidence": 0.7328, "X1": 0.06657, "Y1": 0.6502, "X2": 0.45354, "Y2": 0.65, "X3": 0.45354, "Y3": 0.6618, "X4": 0.06657, "Y4": 0.6628, "page": 0}, {"Word": "nation of partial priming followed by stalk cutting, and charac.", "Confidence": 0.8538, "X1": 0.06657, "Y1": 0.6632, "X2": 0.45215, "Y2": 0.663, "X3": 0.45215, "Y3": 0.6748, "X4": 0.06657, "Y4": 0.6748, "page": 0}, {"Word": "larized by a total reducing sugar content within the range of", "Confidence": 0.87255, "X1": 0.06657, "Y1": 0.6752, "X2": 0.45354, "Y2": 0.675, "X3": 0.45354, "Y3": 0.6868, "X4": 0.06657, "Y4": 0.6868, "page": 0}, {"Word": "from O to about 6%, a chlorogenic acid content within the", "Confidence": 0.76255, "X1": 0.06657, "Y1": 0.6872, "X2": 0.45354, "Y2": 0.687, "X3": 0.45354, "Y3": 0.6988, "X4": 0.06657, "Y4": 0.6998, "page": 0}, {"Word": "range of from 0 to about 0.4%, a rutin content within the range", "Confidence": 0.74946, "X1": 0.06657, "Y1": 0.6992, "X2": 0.45354, "Y2": 0.699, "X3": 0.45354, "Y3": 0.7118, "X4": 0.06657, "Y4": 0.7118, "page": 0}, {"Word": "of from 0 to about 0.2%, a hot water solubles content within", "Confidence": 0.73133, "X1": 0.06519, "Y1": 0.7132, "X2": 0.45354, "Y2": 0.713, "X3": 0.45354, "Y3": 0.7248, "X4": 0.06519, "Y4": 0.7248, "page": 0}, {"Word": "the range of from about 45 to about 55%, a total ash content", "Confidence": 0.85954, "X1": 0.06657, "Y1": 0.7252, "X2": 0.45354, "Y2": 0.725, "X3": 0.45354, "Y3": 0.7368, "X4": 0.06657, "Y4": 0.7378, "page": 0}, {"Word": "EP 0 110 693 A1", "Confidence": 0.953, "X1": 0.03329, "Y1": 0.7472, "X2": 0.03467, "Y2": 0.747, "X3": 0.06103, "Y3": 0.7468, "X4": 0.05964, "Y4": 0.9538, "page": 0}, {"Word": "within the range of from about 12 to about 26%, a combined", "Confidence": 0.85083, "X1": 0.06657, "Y1": 0.7372, "X2": 0.45354, "Y2": 0.737, "X3": 0.45354, "Y3": 0.7478, "X4": 0.06657, "Y4": 0.7488, "page": 0}, {"Word": "praline and threonine content within the range of Irom 0 to", "Confidence": 0.82527, "X1": 0.06519, "Y1": 0.7482, "X2": 0.45354, "Y2": 0.748, "X3": 0.45354, "Y3": 0.7608, "X4": 0.06519, "Y4": 0.7618, "page": 0}, {"Word": "about 1 mg/g. a combined aspartic acid and asparagine content", "Confidence": 0.716, "X1": 0.03745, "Y1": 0.7592, "X2": 0.45492, "Y2": 0.759, "X3": 0.45492, "Y3": 0.7768, "X4": 0.03745, "Y4": 0.7768, "page": 0}, {"Word": "within the range of from about 0.5 to about 7 mg/g. and a com-", "Confidence": 0.87157, "X1": 0.06657, "Y1": 0.7742, "X2": 0.45492, "Y2": 0.774, "X3": 0.45492, "Y3": 0.7858, "X4": 0.06657, "Y4": 0.7868, "page": 0}, {"Word": "bined glutamic acid and glutamic content within the range of", "Confidence": 0.8495, "X1": 0.06796, "Y1": 0.7862, "X2": 0.45354, "Y2": 0.786, "X3": 0.45354, "Y3": 0.7978, "X4": 0.06796, "Y4": 0.7988, "page": 0}, {"Word": "from about 0.5 to about 1.6 mg/g; all measurements being on", "Confidence": 0.843, "X1": 0.06241, "Y1": 0.7992, "X2": 0.45354, "Y2": 0.799, "X3": 0.45354, "Y3": 0.8108, "X4": 0.06241, "Y4": 0.8108, "page": 0}, {"Word": "a dry weight basis. This novel tobacco, when formulated as a", "Confidence": 0.75282, "X1": 0.06519, "Y1": 0.8122, "X2": 0.45492, "Y2": 0.812, "X3": 0.45492, "Y3": 0.8238, "X4": 0.06519, "Y4": 0.8248, "page": 0}, {"Word": "smoking article, such as a cigarette, and smoked, presents the", "Confidence": 0.8182, "X1": 0.06241, "Y1": 0.8252, "X2": 0.45492, "Y2": 0.825, "X3": 0.45492, "Y3": 0.8368, "X4": 0.06241, "Y4": 0.8378, "page": 0}, {"Word": "aroma and taste of a blended tobacco smoking article and may", "Confidence": 0.80136, "X1": 0.06657, "Y1": 0.8372, "X2": 0.45631, "Y2": 0.837, "X3": 0.45631, "Y3": 0.8498, "X4": 0.06657, "Y4": 0.8508, "page": 0}, {"Word": "be substituted in whole or in part for burley tobacco in blended", "Confidence": 0.9085, "X1": 0.06519, "Y1": 0.8502, "X2": 0.45492, "Y2": 0.85, "X3": 0.45492, "Y3": 0.8618, "X4": 0.06519, "Y4": 0.8628, "page": 0}, {"Word": "tobaccos while substantially maintaining the subjective quali-", "Confidence": 0.82014, "X1": 0.0638, "Y1": 0.8632, "X2": 0.45631, "Y2": 0.863, "X3": 0.45631, "Y3": 0.8748, "X4": 0.0638, "Y4": 0.8758, "page": 0}, {"Word": "ties of the burley tobacco and vel. as compared to the burley", "Confidence": 0.828, "X1": 0.0638, "Y1": 0.8762, "X2": 0.45492, "Y2": 0.876, "X3": 0.45492, "Y3": 0.8868, "X4": 0.0638, "Y4": 0.8868, "page": 0}, {"Word": "tobacco-containing blends, provides a reduced NO content in", "Confidence": 0.6635, "X1": 0.06103, "Y1": 0.8872, "X2": 0.45492, "Y2": 0.887, "X3": 0.45492, "Y3": 0.8988, "X4": 0.06103, "Y4": 0.8998, "page": 0}, {"Word": "the smoke.", "Confidence": 0.746, "X1": 0.05825, "Y1": 0.9012, "X2": 0.1387, "Y2": 0.901, "X3": 0.1387, "Y3": 0.9128, "X4": 0.05825, "Y4": 0.9118, "page": 0}, {"Word": "ACTORUM AG", "Confidence": 0.9205, "X1": 0.42996, "Y1": 0.9712, "X2": 0.50624, "Y2": 0.971, "X3": 0.50624, "Y3": 0.9818, "X4": 0.42996, "Y4": 0.9828, "page": 0}, {"Word": "107570321", "Confidence": 0.995, "X1": 0.9473, "Y1": 0.9962, "X2": 0.94868, "Y2": 0.996, "X3": 0.91401, "Y3": 0.9958, "X4": 0.91262, "Y4": 0.8728, "page": 0}], "words_data": [{"Word": "SCIENCE", "Confidence": 0.339, "X1": 0.44383, "Y1": 0.0232, "X2": 0.51318, "Y2": 0.023, "X3": 0.51318, "Y3": 0.0378, "X4": 0.44383, "Y4": 0.0388, "page": 0, "Index": 0}, {"Word": "REFERENCE", "Confidence": 0.657, "X1": 0.51872, "Y1": 0.0212, "X2": 0.61304, "Y2": 0.021, "X3": 0.61304, "Y3": 0.0358, "X4": 0.51872, "Y4": 0.0368, "page": 0, "Index": 1}, {"Word": "LIBRARY", "Confidence": 0.631, "X1": 0.61859, "Y1": 0.0202, "X2": 0.68793, "Y2": 0.02, "X3": 0.68932, "Y3": 0.0348, "X4": 0.61859, "Y4": 0.0358, "page": 0, "Index": 2}, {"Word": "Europ\u00e4isches", "Confidence": 0.082, "X1": 0.18585, "Y1": 0.0302, "X2": 0.29126, "Y2": 0.03, "X3": 0.28988, "Y3": 0.0458, "X4": 0.18447, "Y4": 0.0468, "page": 0, "Index": 3}, {"Word": "Patentamt", "Confidence": 0.936, "X1": 0.29542, "Y1": 0.0292, "X2": 0.38419, "Y2": 0.029, "X3": 0.38419, "Y3": 0.0448, "X4": 0.29542, "Y4": 0.0458, "page": 0, "Index": 4}, {"Word": "European", "Confidence": 0.873, "X1": 0.18308, "Y1": 0.0542, "X2": 0.26075, "Y2": 0.054, "X3": 0.25936, "Y3": 0.0708, "X4": 0.18169, "Y4": 0.0708, "page": 0, "Index": 5}, {"Word": "Patent", "Confidence": 0.955, "X1": 0.26491, "Y1": 0.0542, "X2": 0.31761, "Y2": 0.054, "X3": 0.31623, "Y3": 0.0698, "X4": 0.26352, "Y4": 0.0698, "page": 0, "Index": 6}, {"Word": "Office", "Confidence": 0.637, "X1": 0.32178, "Y1": 0.0542, "X2": 0.37448, "Y2": 0.054, "X3": 0.37309, "Y3": 0.0708, "X4": 0.32178, "Y4": 0.0698, "page": 0, "Index": 7}, {"Word": "1", "Confidence": 0.127, "X1": 0.48405, "Y1": 0.0572, "X2": 0.49515, "Y2": 0.057, "X3": 0.49653, "Y3": 0.0718, "X4": 0.48544, "Y4": 0.0718, "page": 0, "Index": 8}, {"Word": "Publication", "Confidence": 0.86, "X1": 0.5104, "Y1": 0.0582, "X2": 0.58252, "Y2": 0.058, "X3": 0.58252, "Y3": 0.0708, "X4": 0.5104, "Y4": 0.0708, "page": 0, "Index": 9}, {"Word": "number:", "Confidence": 0.892, "X1": 0.58669, "Y1": 0.0582, "X2": 0.64632, "Y2": 0.058, "X3": 0.64494, "Y3": 0.0718, "X4": 0.5853, "Y4": 0.0708, "page": 0, "Index": 10}, {"Word": "0", "Confidence": 0.991, "X1": 0.73925, "Y1": 0.0502, "X2": 0.75589, "Y2": 0.05, "X3": 0.75589, "Y3": 0.0708, "X4": 0.73786, "Y4": 0.0708, "page": 0, "Index": 11}, {"Word": "110", "Confidence": 0.998, "X1": 0.76699, "Y1": 0.0492, "X2": 0.82247, "Y2": 0.049, "X3": 0.82247, "Y3": 0.0718, "X4": 0.76699, "Y4": 0.0718, "page": 0, "Index": 12}, {"Word": "693", "Confidence": 0.998, "X1": 0.8294, "Y1": 0.0492, "X2": 0.88904, "Y2": 0.049, "X3": 0.88904, "Y3": 0.0728, "X4": 0.8294, "Y4": 0.0718, "page": 0, "Index": 13}, {"Word": "Office", "Confidence": 0.441, "X1": 0.18447, "Y1": 0.0802, "X2": 0.23162, "Y2": 0.08, "X3": 0.23162, "Y3": 0.0948, "X4": 0.18447, "Y4": 0.0948, "page": 0, "Index": 14}, {"Word": "europ\u00e9en", "Confidence": 0.66, "X1": 0.23717, "Y1": 0.0792, "X2": 0.31207, "Y2": 0.079, "X3": 0.31207, "Y3": 0.0948, "X4": 0.23578, "Y4": 0.0948, "page": 0, "Index": 15}, {"Word": "des", "Confidence": 0.943, "X1": 0.31623, "Y1": 0.0792, "X2": 0.34397, "Y2": 0.079, "X3": 0.34258, "Y3": 0.0948, "X4": 0.31623, "Y4": 0.0948, "page": 0, "Index": 16}, {"Word": "brevets", "Confidence": 0.862, "X1": 0.34813, "Y1": 0.0802, "X2": 0.41054, "Y2": 0.08, "X3": 0.41054, "Y3": 0.0958, "X4": 0.34674, "Y4": 0.0958, "page": 0, "Index": 17}, {"Word": "A1", "Confidence": 0.998, "X1": 0.74202, "Y1": 0.0702, "X2": 0.77809, "Y2": 0.07, "X3": 0.77809, "Y3": 0.0908, "X4": 0.74202, "Y4": 0.0908, "page": 0, "Index": 18}, {"Word": "EUROPEAN", "Confidence": 0.992, "X1": 0.29681, "Y1": 0.1332, "X2": 0.40915, "Y2": 0.133, "X3": 0.40915, "Y3": 0.1528, "X4": 0.29542, "Y4": 0.1528, "page": 0, "Index": 19}, {"Word": "PATENT", "Confidence": 0.996, "X1": 0.41886, "Y1": 0.1332, "X2": 0.50208, "Y2": 0.133, "X3": 0.50208, "Y3": 0.1528, "X4": 0.41886, "Y4": 0.1528, "page": 0, "Index": 20}, {"Word": "APPLICATION", "Confidence": 0.991, "X1": 0.50763, "Y1": 0.1332, "X2": 0.64632, "Y2": 0.133, "X3": 0.64632, "Y3": 0.1528, "X4": 0.50763, "Y4": 0.1528, "page": 0, "Index": 21}, {"Word": "Application", "Confidence": 0.991, "X1": 0.09709, "Y1": 0.1852, "X2": 0.16782, "Y2": 0.185, "X3": 0.16782, "Y3": 0.1988, "X4": 0.09709, "Y4": 0.1998, "page": 0, "Index": 22}, {"Word": "number:", "Confidence": 0.958, "X1": 0.17198, "Y1": 0.1852, "X2": 0.22607, "Y2": 0.185, "X3": 0.22607, "Y3": 0.1988, "X4": 0.17198, "Y4": 0.1988, "page": 0, "Index": 23}, {"Word": "83307221.8", "Confidence": 0.662, "X1": 0.23024, "Y1": 0.1842, "X2": 0.30652, "Y2": 0.184, "X3": 0.30652, "Y3": 0.2008, "X4": 0.23024, "Y4": 0.1988, "page": 0, "Index": 24}, {"Word": "1", "Confidence": 0.006, "X1": 0.48405, "Y1": 0.1852, "X2": 0.49376, "Y2": 0.185, "X3": 0.49515, "Y3": 0.2018, "X4": 0.48405, "Y4": 0.2018, "page": 0, "Index": 25}, {"Word": ".", "Confidence": 0.663, "X1": 0.49931, "Y1": 0.1842, "X2": 0.50347, "Y2": 0.184, "X3": 0.50485, "Y3": 0.2018, "X4": 0.49931, "Y4": 0.2018, "page": 0, "Index": 26}, {"Word": "Int.", "Confidence": 0.703, "X1": 0.50902, "Y1": 0.1842, "X2": 0.52705, "Y2": 0.184, "X3": 0.52843, "Y3": 0.2008, "X4": 0.50902, "Y4": 0.2018, "page": 0, "Index": 27}, {"Word": "CI", "Confidence": 0.452, "X1": 0.53121, "Y1": 0.1842, "X2": 0.5423, "Y2": 0.184, "X3": 0.54369, "Y3": 0.2008, "X4": 0.53259, "Y4": 0.2008, "page": 0, "Index": 28}, {"Word": ".*:", "Confidence": 0.639, "X1": 0.54785, "Y1": 0.1842, "X2": 0.56172, "Y2": 0.184, "X3": 0.56172, "Y3": 0.1998, "X4": 0.54785, "Y4": 0.2008, "page": 0, "Index": 29}, {"Word": "A", "Confidence": 0.966, "X1": 0.56588, "Y1": 0.1842, "X2": 0.57975, "Y2": 0.184, "X3": 0.57975, "Y3": 0.1998, "X4": 0.56727, "Y4": 0.1998, "page": 0, "Index": 30}, {"Word": "24", "Confidence": 0.998, "X1": 0.5853, "Y1": 0.1832, "X2": 0.60472, "Y2": 0.183, "X3": 0.6061, "Y3": 0.1998, "X4": 0.5853, "Y4": 0.1998, "page": 0, "Index": 31}, {"Word": "B", "Confidence": 0.957, "X1": 0.61026, "Y1": 0.1832, "X2": 0.62275, "Y2": 0.183, "X3": 0.62413, "Y3": 0.1988, "X4": 0.61026, "Y4": 0.1998, "page": 0, "Index": 32}, {"Word": "15/10,", "Confidence": 0.955, "X1": 0.638, "Y1": 0.1822, "X2": 0.69487, "Y2": 0.182, "X3": 0.69626, "Y3": 0.1988, "X4": 0.638, "Y4": 0.1988, "page": 0, "Index": 33}, {"Word": "A", "Confidence": 0.995, "X1": 0.70042, "Y1": 0.1822, "X2": 0.7129, "Y2": 0.182, "X3": 0.71429, "Y3": 0.1988, "X4": 0.70042, "Y4": 0.1988, "page": 0, "Index": 34}, {"Word": "24", "Confidence": 0.997, "X1": 0.71845, "Y1": 0.1822, "X2": 0.74064, "Y2": 0.182, "X3": 0.74064, "Y3": 0.1988, "X4": 0.71983, "Y4": 0.1988, "page": 0, "Index": 35}, {"Word": "B", "Confidence": 0.995, "X1": 0.7448, "Y1": 0.1822, "X2": 0.75867, "Y2": 0.182, "X3": 0.75867, "Y3": 0.1988, "X4": 0.74619, "Y4": 0.1988, "page": 0, "Index": 36}, {"Word": "13/00,", "Confidence": 0.67, "X1": 0.77254, "Y1": 0.1822, "X2": 0.83634, "Y2": 0.182, "X3": 0.83634, "Y3": 0.2008, "X4": 0.77393, "Y4": 0.1998, "page": 0, "Index": 37}, {"Word": "A", "Confidence": 0.995, "X1": 0.56727, "Y1": 0.2002, "X2": 0.58114, "Y2": 0.2, "X3": 0.58114, "Y3": 0.2148, "X4": 0.56727, "Y4": 0.2148, "page": 0, "Index": 38}, {"Word": "24", "Confidence": 0.997, "X1": 0.5853, "Y1": 0.2002, "X2": 0.6061, "Y2": 0.2, "X3": 0.6061, "Y3": 0.2148, "X4": 0.5853, "Y4": 0.2148, "page": 0, "Index": 39}, {"Word": "B", "Confidence": 0.994, "X1": 0.61026, "Y1": 0.2002, "X2": 0.62413, "Y2": 0.2, "X3": 0.62275, "Y3": 0.2148, "X4": 0.61026, "Y4": 0.2148, "page": 0, "Index": 40}, {"Word": "15/12,", "Confidence": 0.991, "X1": 0.638, "Y1": 0.1992, "X2": 0.69487, "Y2": 0.199, "X3": 0.69487, "Y3": 0.2158, "X4": 0.638, "Y4": 0.2148, "page": 0, "Index": 41}, {"Word": "A", "Confidence": 0.995, "X1": 0.69903, "Y1": 0.1992, "X2": 0.7129, "Y2": 0.199, "X3": 0.71151, "Y3": 0.2158, "X4": 0.69903, "Y4": 0.2158, "page": 0, "Index": 42}, {"Word": "24", "Confidence": 0.992, "X1": 0.71845, "Y1": 0.1992, "X2": 0.74064, "Y2": 0.199, "X3": 0.74064, "Y3": 0.2158, "X4": 0.71845, "Y4": 0.2158, "page": 0, "Index": 43}, {"Word": "B", "Confidence": 0.995, "X1": 0.7448, "Y1": 0.1992, "X2": 0.75867, "Y2": 0.199, "X3": 0.75728, "Y3": 0.2158, "X4": 0.7448, "Y4": 0.2158, "page": 0, "Index": 44}, {"Word": "3/08,", "Confidence": 0.807, "X1": 0.76976, "Y1": 0.1992, "X2": 0.82247, "Y2": 0.199, "X3": 0.82108, "Y3": 0.2158, "X4": 0.76976, "Y4": 0.2158, "page": 0, "Index": 45}, {"Word": "Date", "Confidence": 0.958, "X1": 0.09847, "Y1": 0.2102, "X2": 0.12621, "Y2": 0.21, "X3": 0.12621, "Y3": 0.2238, "X4": 0.09709, "Y4": 0.2238, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.998, "X1": 0.13037, "Y1": 0.2102, "X2": 0.14286, "Y2": 0.21, "X3": 0.14286, "Y3": 0.2238, "X4": 0.13037, "Y4": 0.2238, "page": 0, "Index": 47}, {"Word": "filing:", "Confidence": 0.665, "X1": 0.14702, "Y1": 0.2102, "X2": 0.18169, "Y2": 0.21, "X3": 0.18308, "Y3": 0.2238, "X4": 0.14702, "Y4": 0.2238, "page": 0, "Index": 48}, {"Word": "25.11.83", "Confidence": 0.782, "X1": 0.18585, "Y1": 0.2102, "X2": 0.24133, "Y2": 0.21, "X3": 0.24272, "Y3": 0.2248, "X4": 0.18585, "Y4": 0.2238, "page": 0, "Index": 49}, {"Word": "A", "Confidence": 0.995, "X1": 0.56449, "Y1": 0.2162, "X2": 0.57836, "Y2": 0.216, "X3": 0.57975, "Y3": 0.2328, "X4": 0.56588, "Y4": 0.2328, "page": 0, "Index": 50}, {"Word": "24", "Confidence": 0.997, "X1": 0.5853, "Y1": 0.2162, "X2": 0.6061, "Y2": 0.216, "X3": 0.6061, "Y3": 0.2328, "X4": 0.5853, "Y4": 0.2328, "page": 0, "Index": 51}, {"Word": "D", "Confidence": 0.995, "X1": 0.61026, "Y1": 0.2162, "X2": 0.62413, "Y2": 0.216, "X3": 0.62413, "Y3": 0.2328, "X4": 0.61026, "Y4": 0.2328, "page": 0, "Index": 52}, {"Word": "1/00", "Confidence": 0.991, "X1": 0.63662, "Y1": 0.2162, "X2": 0.681, "Y2": 0.216, "X3": 0.67961, "Y3": 0.2328, "X4": 0.63662, "Y4": 0.2328, "page": 0, "Index": 53}, {"Word": "Priority:", "Confidence": 0.739, "X1": 0.09986, "Y1": 0.3342, "X2": 0.15118, "Y2": 0.334, "X3": 0.14979, "Y3": 0.3478, "X4": 0.09986, "Y4": 0.3488, "page": 0, "Index": 54}, {"Word": "28.11.82", "Confidence": 0.601, "X1": 0.15534, "Y1": 0.3332, "X2": 0.20943, "Y2": 0.333, "X3": 0.20804, "Y3": 0.3478, "X4": 0.15395, "Y4": 0.3478, "page": 0, "Index": 55}, {"Word": "US", "Confidence": 0.661, "X1": 0.21359, "Y1": 0.3332, "X2": 0.23301, "Y2": 0.333, "X3": 0.23162, "Y3": 0.3478, "X4": 0.21221, "Y4": 0.3478, "page": 0, "Index": 56}, {"Word": "Applicant:", "Confidence": 0.7, "X1": 0.51179, "Y1": 0.3342, "X2": 0.57559, "Y2": 0.334, "X3": 0.57559, "Y3": 0.3478, "X4": 0.51179, "Y4": 0.3488, "page": 0, "Index": 57}, {"Word": "PHILIP", "Confidence": 0.901, "X1": 0.57975, "Y1": 0.3342, "X2": 0.62275, "Y2": 0.334, "X3": 0.62413, "Y3": 0.3478, "X4": 0.57975, "Y4": 0.3478, "page": 0, "Index": 58}, {"Word": "MORRIS", "Confidence": 0.883, "X1": 0.62691, "Y1": 0.3342, "X2": 0.681, "Y2": 0.334, "X3": 0.681, "Y3": 0.3478, "X4": 0.62691, "Y4": 0.3478, "page": 0, "Index": 59}, {"Word": "444828", "Confidence": 0.883, "X1": 0.23578, "Y1": 0.3332, "X2": 0.28433, "Y2": 0.333, "X3": 0.28294, "Y3": 0.3488, "X4": 0.23578, "Y4": 0.3488, "page": 0, "Index": 60}, {"Word": "INCORPORATED,", "Confidence": 0.796, "X1": 0.68516, "Y1": 0.3352, "X2": 0.80028, "Y2": 0.335, "X3": 0.80028, "Y3": 0.3488, "X4": 0.68516, "Y4": 0.3478, "page": 0, "Index": 61}, {"Word": "120", "Confidence": 0.97, "X1": 0.80444, "Y1": 0.3352, "X2": 0.82524, "Y2": 0.335, "X3": 0.82524, "Y3": 0.3488, "X4": 0.80444, "Y4": 0.3488, "page": 0, "Index": 62}, {"Word": "Park", "Confidence": 0.981, "X1": 0.82802, "Y1": 0.3352, "X2": 0.86269, "Y2": 0.335, "X3": 0.86269, "Y3": 0.3498, "X4": 0.82802, "Y4": 0.3488, "page": 0, "Index": 63}, {"Word": "Avenue,", "Confidence": 0.607, "X1": 0.51179, "Y1": 0.3462, "X2": 0.56311, "Y2": 0.346, "X3": 0.56311, "Y3": 0.3598, "X4": 0.51179, "Y4": 0.3598, "page": 0, "Index": 64}, {"Word": "New", "Confidence": 0.846, "X1": 0.56727, "Y1": 0.3462, "X2": 0.59639, "Y2": 0.346, "X3": 0.59501, "Y3": 0.3598, "X4": 0.56588, "Y4": 0.3598, "page": 0, "Index": 65}, {"Word": "York,", "Confidence": 0.883, "X1": 0.60055, "Y1": 0.3462, "X2": 0.63107, "Y2": 0.346, "X3": 0.62968, "Y3": 0.3598, "X4": 0.59917, "Y4": 0.3598, "page": 0, "Index": 66}, {"Word": "New", "Confidence": 0.795, "X1": 0.63384, "Y1": 0.3472, "X2": 0.66297, "Y2": 0.347, "X3": 0.66158, "Y3": 0.3598, "X4": 0.63384, "Y4": 0.3598, "page": 0, "Index": 67}, {"Word": "York", "Confidence": 0.982, "X1": 0.66574, "Y1": 0.3472, "X2": 0.69626, "Y2": 0.347, "X3": 0.69487, "Y3": 0.3598, "X4": 0.66436, "Y4": 0.3598, "page": 0, "Index": 68}, {"Word": "10017", "Confidence": 0.995, "X1": 0.69903, "Y1": 0.3482, "X2": 0.73509, "Y2": 0.348, "X3": 0.7337, "Y3": 0.3608, "X4": 0.69764, "Y4": 0.3598, "page": 0, "Index": 69}, {"Word": "(US)", "Confidence": 0.932, "X1": 0.73925, "Y1": 0.3482, "X2": 0.77254, "Y2": 0.348, "X3": 0.76976, "Y3": 0.3608, "X4": 0.73648, "Y4": 0.3608, "page": 0, "Index": 70}, {"Word": "Date", "Confidence": 0.955, "X1": 0.09986, "Y1": 0.4412, "X2": 0.12899, "Y2": 0.441, "X3": 0.1276, "Y3": 0.4548, "X4": 0.09847, "Y4": 0.4548, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.97, "X1": 0.13315, "Y1": 0.4412, "X2": 0.14424, "Y2": 0.441, "X3": 0.14286, "Y3": 0.4548, "X4": 0.13176, "Y4": 0.4548, "page": 0, "Index": 72}, {"Word": "publication", "Confidence": 0.842, "X1": 0.1484, "Y1": 0.4412, "X2": 0.21775, "Y2": 0.441, "X3": 0.21637, "Y3": 0.4548, "X4": 0.14702, "Y4": 0.4548, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.997, "X1": 0.22053, "Y1": 0.4412, "X2": 0.2344, "Y2": 0.441, "X3": 0.23301, "Y3": 0.4548, "X4": 0.22053, "Y4": 0.4548, "page": 0, "Index": 74}, {"Word": "application:", "Confidence": 0.62, "X1": 0.23717, "Y1": 0.4412, "X2": 0.31068, "Y2": 0.441, "X3": 0.31068, "Y3": 0.4548, "X4": 0.23717, "Y4": 0.4548, "page": 0, "Index": 75}, {"Word": "13.06.84", "Confidence": 0.724, "X1": 0.31484, "Y1": 0.4412, "X2": 0.37032, "Y2": 0.441, "X3": 0.37032, "Y3": 0.4548, "X4": 0.31484, "Y4": 0.4548, "page": 0, "Index": 76}, {"Word": "Inventor:", "Confidence": 0.969, "X1": 0.50624, "Y1": 0.4422, "X2": 0.56727, "Y2": 0.442, "X3": 0.56727, "Y3": 0.4558, "X4": 0.50624, "Y4": 0.4558, "page": 0, "Index": 77}, {"Word": "Tang.", "Confidence": 0.643, "X1": 0.57143, "Y1": 0.4412, "X2": 0.60749, "Y2": 0.441, "X3": 0.60749, "Y3": 0.4558, "X4": 0.57004, "Y4": 0.4558, "page": 0, "Index": 78}, {"Word": "Daniel", "Confidence": 0.699, "X1": 0.61165, "Y1": 0.4412, "X2": 0.6491, "Y2": 0.441, "X3": 0.64771, "Y3": 0.4558, "X4": 0.61165, "Y4": 0.4558, "page": 0, "Index": 79}, {"Word": "M", "Confidence": 0.98, "X1": 0.65326, "Y1": 0.4412, "X2": 0.65742, "Y2": 0.441, "X3": 0.65603, "Y3": 0.4558, "X4": 0.65187, "Y4": 0.4558, "page": 0, "Index": 80}, {"Word": ".,", "Confidence": 0.927, "X1": 0.66158, "Y1": 0.4412, "X2": 0.67268, "Y2": 0.441, "X3": 0.67268, "Y3": 0.4558, "X4": 0.66019, "Y4": 0.4558, "page": 0, "Index": 81}, {"Word": "7638", "Confidence": 0.707, "X1": 0.67684, "Y1": 0.4412, "X2": 0.70596, "Y2": 0.441, "X3": 0.70458, "Y3": 0.4568, "X4": 0.67684, "Y4": 0.4568, "page": 0, "Index": 82}, {"Word": "Redbud", "Confidence": 0.818, "X1": 0.71012, "Y1": 0.4422, "X2": 0.76006, "Y2": 0.442, "X3": 0.75867, "Y3": 0.4568, "X4": 0.70874, "Y4": 0.4568, "page": 0, "Index": 83}, {"Word": "Road,", "Confidence": 0.916, "X1": 0.76422, "Y1": 0.4422, "X2": 0.80028, "Y2": 0.442, "X3": 0.80028, "Y3": 0.4568, "X4": 0.76283, "Y4": 0.4568, "page": 0, "Index": 84}, {"Word": "Richmond", "Confidence": 0.83, "X1": 0.80444, "Y1": 0.4422, "X2": 0.87517, "Y2": 0.442, "X3": 0.87379, "Y3": 0.4568, "X4": 0.80305, "Y4": 0.4568, "page": 0, "Index": 85}, {"Word": "Bulletin", "Confidence": 0.645, "X1": 0.09986, "Y1": 0.4542, "X2": 0.1484, "Y2": 0.454, "X3": 0.1484, "Y3": 0.4658, "X4": 0.09847, "Y4": 0.4658, "page": 0, "Index": 86}, {"Word": "84/24", "Confidence": 0.769, "X1": 0.15118, "Y1": 0.4532, "X2": 0.1914, "Y2": 0.453, "X3": 0.1914, "Y3": 0.4658, "X4": 0.15118, "Y4": 0.4658, "page": 0, "Index": 87}, {"Word": "Virginia", "Confidence": 0.673, "X1": 0.51456, "Y1": 0.4542, "X2": 0.55895, "Y2": 0.454, "X3": 0.55895, "Y3": 0.4678, "X4": 0.51456, "Y4": 0.4668, "page": 0, "Index": 88}, {"Word": "23235", "Confidence": 0.64, "X1": 0.56311, "Y1": 0.4532, "X2": 0.59917, "Y2": 0.453, "X3": 0.59917, "Y3": 0.4678, "X4": 0.56311, "Y4": 0.4678, "page": 0, "Index": 89}, {"Word": "(US)", "Confidence": 0.97, "X1": 0.60333, "Y1": 0.4522, "X2": 0.638, "Y2": 0.452, "X3": 0.638, "Y3": 0.4668, "X4": 0.60333, "Y4": 0.4678, "page": 0, "Index": 90}, {"Word": "Ex", "Confidence": 0.845, "X1": 0.16921, "Y1": 0.5192, "X2": 0.19279, "Y2": 0.519, "X3": 0.1914, "Y3": 0.5408, "X4": 0.16782, "Y4": 0.5418, "page": 0, "Index": 91}, {"Word": "Rest", "Confidence": 0.103, "X1": 0.19834, "Y1": 0.5192, "X2": 0.24965, "Y2": 0.519, "X3": 0.24965, "Y3": 0.5408, "X4": 0.19695, "Y4": 0.5408, "page": 0, "Index": 92}, {"Word": "1112.94", "Confidence": 0.658, "X1": 0.26352, "Y1": 0.5212, "X2": 0.34397, "Y2": 0.521, "X3": 0.34258, "Y3": 0.5418, "X4": 0.26214, "Y4": 0.5408, "page": 0, "Index": 93}, {"Word": "Representative:", "Confidence": 0.608, "X1": 0.51179, "Y1": 0.5512, "X2": 0.61304, "Y2": 0.551, "X3": 0.61165, "Y3": 0.5638, "X4": 0.5104, "Y4": 0.5638, "page": 0, "Index": 94}, {"Word": "Bass,", "Confidence": 0.785, "X1": 0.61581, "Y1": 0.5512, "X2": 0.65187, "Y2": 0.551, "X3": 0.65187, "Y3": 0.5638, "X4": 0.61581, "Y4": 0.5638, "page": 0, "Index": 95}, {"Word": "John", "Confidence": 0.881, "X1": 0.65465, "Y1": 0.5512, "X2": 0.68516, "Y2": 0.551, "X3": 0.68516, "Y3": 0.5638, "X4": 0.65465, "Y4": 0.5638, "page": 0, "Index": 96}, {"Word": "Henton", "Confidence": 0.78, "X1": 0.68793, "Y1": 0.5512, "X2": 0.73509, "Y2": 0.551, "X3": 0.73509, "Y3": 0.5638, "X4": 0.68793, "Y4": 0.5638, "page": 0, "Index": 97}, {"Word": "at", "Confidence": 0.651, "X1": 0.73786, "Y1": 0.5512, "X2": 0.75173, "Y2": 0.551, "X3": 0.75173, "Y3": 0.5638, "X4": 0.73786, "Y4": 0.5638, "page": 0, "Index": 98}, {"Word": "al,", "Confidence": 0.8, "X1": 0.75589, "Y1": 0.5512, "X2": 0.76976, "Y2": 0.551, "X3": 0.76976, "Y3": 0.5638, "X4": 0.75589, "Y4": 0.5638, "page": 0, "Index": 99}, {"Word": "REDDIE", "Confidence": 0.96, "X1": 0.77254, "Y1": 0.5522, "X2": 0.82524, "Y2": 0.552, "X3": 0.82524, "Y3": 0.5638, "X4": 0.77254, "Y4": 0.5638, "page": 0, "Index": 100}, {"Word": "&", "Confidence": 0.995, "X1": 0.8294, "Y1": 0.5522, "X2": 0.83911, "Y2": 0.552, "X3": 0.83911, "Y3": 0.5638, "X4": 0.8294, "Y4": 0.5638, "page": 0, "Index": 101}, {"Word": "Designated", "Confidence": 0.627, "X1": 0.09986, "Y1": 0.5602, "X2": 0.1706, "Y2": 0.56, "X3": 0.1706, "Y3": 0.5738, "X4": 0.09986, "Y4": 0.5748, "page": 0, "Index": 102}, {"Word": "Contracting", "Confidence": 0.821, "X1": 0.17476, "Y1": 0.5612, "X2": 0.24965, "Y2": 0.561, "X3": 0.24827, "Y3": 0.5728, "X4": 0.17337, "Y4": 0.5738, "page": 0, "Index": 103}, {"Word": "States:", "Confidence": 0.823, "X1": 0.25381, "Y1": 0.5612, "X2": 0.2982, "Y2": 0.561, "X3": 0.29681, "Y3": 0.5728, "X4": 0.25243, "Y4": 0.5728, "page": 0, "Index": 104}, {"Word": "CH", "Confidence": 0.998, "X1": 0.30236, "Y1": 0.5612, "X2": 0.32039, "Y2": 0.561, "X3": 0.319, "Y3": 0.5728, "X4": 0.30097, "Y4": 0.5728, "page": 0, "Index": 105}, {"Word": "DE", "Confidence": 0.997, "X1": 0.32455, "Y1": 0.5612, "X2": 0.34258, "Y2": 0.561, "X3": 0.34119, "Y3": 0.5738, "X4": 0.32316, "Y4": 0.5728, "page": 0, "Index": 106}, {"Word": "GB", "Confidence": 0.235, "X1": 0.34674, "Y1": 0.5612, "X2": 0.36616, "Y2": 0.561, "X3": 0.36477, "Y3": 0.5738, "X4": 0.34535, "Y4": 0.5738, "page": 0, "Index": 107}, {"Word": "LI", "Confidence": 0.997, "X1": 0.37032, "Y1": 0.5612, "X2": 0.38141, "Y2": 0.561, "X3": 0.38003, "Y3": 0.5738, "X4": 0.36893, "Y4": 0.5738, "page": 0, "Index": 108}, {"Word": "NL", "Confidence": 0.991, "X1": 0.38558, "Y1": 0.5612, "X2": 0.40638, "Y2": 0.561, "X3": 0.40499, "Y3": 0.5738, "X4": 0.38419, "Y4": 0.5738, "page": 0, "Index": 109}, {"Word": "GROSE", "Confidence": 0.931, "X1": 0.51179, "Y1": 0.5622, "X2": 0.56033, "Y2": 0.562, "X3": 0.56033, "Y3": 0.5748, "X4": 0.5104, "Y4": 0.5748, "page": 0, "Index": 110}, {"Word": "18", "Confidence": 0.654, "X1": 0.56449, "Y1": 0.5622, "X2": 0.57836, "Y2": 0.562, "X3": 0.57836, "Y3": 0.5748, "X4": 0.56449, "Y4": 0.5748, "page": 0, "Index": 111}, {"Word": "Thechalda", "Confidence": 0.635, "X1": 0.58252, "Y1": 0.5632, "X2": 0.64632, "Y2": 0.563, "X3": 0.64632, "Y3": 0.5758, "X4": 0.58114, "Y4": 0.5748, "page": 0, "Index": 112}, {"Word": "Road,", "Confidence": 0.877, "X1": 0.65049, "Y1": 0.5632, "X2": 0.68655, "Y2": 0.563, "X3": 0.68655, "Y3": 0.5758, "X4": 0.6491, "Y4": 0.5758, "page": 0, "Index": 113}, {"Word": "London", "Confidence": 0.813, "X1": 0.68932, "Y1": 0.5632, "X2": 0.73786, "Y2": 0.563, "X3": 0.73786, "Y3": 0.5758, "X4": 0.68932, "Y4": 0.5758, "page": 0, "Index": 114}, {"Word": "WCIX", "Confidence": 0.615, "X1": 0.74202, "Y1": 0.5632, "X2": 0.78086, "Y2": 0.563, "X3": 0.78086, "Y3": 0.5758, "X4": 0.74202, "Y4": 0.5758, "page": 0, "Index": 115}, {"Word": "IPL", "Confidence": 0.764, "X1": 0.78363, "Y1": 0.5632, "X2": 0.8086, "Y2": 0.563, "X3": 0.8086, "Y3": 0.5758, "X4": 0.78363, "Y4": 0.5758, "page": 0, "Index": 116}, {"Word": "(GB)", "Confidence": 0.903, "X1": 0.81137, "Y1": 0.5632, "X2": 0.84605, "Y2": 0.563, "X3": 0.84605, "Y3": 0.5758, "X4": 0.81276, "Y4": 0.5758, "page": 0, "Index": 117}, {"Word": "Tobacco", "Confidence": 0.702, "X1": 0.09847, "Y1": 0.6132, "X2": 0.15257, "Y2": 0.613, "X3": 0.15257, "Y3": 0.6268, "X4": 0.09986, "Y4": 0.6268, "page": 0, "Index": 118}, {"Word": "filler", "Confidence": 0.547, "X1": 0.15673, "Y1": 0.6132, "X2": 0.18308, "Y2": 0.613, "X3": 0.18447, "Y3": 0.6278, "X4": 0.15673, "Y4": 0.6268, "page": 0, "Index": 119}, {"Word": "blends", "Confidence": 0.691, "X1": 0.18724, "Y1": 0.6142, "X2": 0.22885, "Y2": 0.614, "X3": 0.22885, "Y3": 0.6278, "X4": 0.18724, "Y4": 0.6278, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 0.998, "X1": 0.23301, "Y1": 0.6142, "X2": 0.2552, "Y2": 0.614, "X3": 0.2552, "Y3": 0.6278, "X4": 0.23301, "Y4": 0.6278, "page": 0, "Index": 121}, {"Word": "smoking", "Confidence": 0.985, "X1": 0.25936, "Y1": 0.6152, "X2": 0.31207, "Y2": 0.615, "X3": 0.31207, "Y3": 0.6278, "X4": 0.25936, "Y4": 0.6278, "page": 0, "Index": 122}, {"Word": "articles", "Confidence": 0.497, "X1": 0.31623, "Y1": 0.6152, "X2": 0.362, "Y2": 0.615, "X3": 0.362, "Y3": 0.6278, "X4": 0.31623, "Y4": 0.6278, "page": 0, "Index": 123}, {"Word": "containing", "Confidence": 0.908, "X1": 0.36616, "Y1": 0.6152, "X2": 0.43273, "Y2": 0.615, "X3": 0.43273, "Y3": 0.6288, "X4": 0.36616, "Y4": 0.6278, "page": 0, "Index": 124}, {"Word": "them.", "Confidence": 0.929, "X1": 0.43689, "Y1": 0.6152, "X2": 0.47712, "Y2": 0.615, "X3": 0.47573, "Y3": 0.6288, "X4": 0.43551, "Y4": 0.6288, "page": 0, "Index": 125}, {"Word": "A", "Confidence": 0.331, "X1": 0.09293, "Y1": 0.6372, "X2": 0.10125, "Y2": 0.637, "X3": 0.10125, "Y3": 0.6498, "X4": 0.09293, "Y4": 0.6498, "page": 0, "Index": 126}, {"Word": "novel", "Confidence": 0.658, "X1": 0.10541, "Y1": 0.6382, "X2": 0.1387, "Y2": 0.638, "X3": 0.1387, "Y3": 0.6498, "X4": 0.10541, "Y4": 0.6498, "page": 0, "Index": 127}, {"Word": "tobacco", "Confidence": 0.955, "X1": 0.14147, "Y1": 0.6382, "X2": 0.1914, "Y2": 0.638, "X3": 0.1914, "Y3": 0.6498, "X4": 0.14147, "Y4": 0.6498, "page": 0, "Index": 128}, {"Word": "for", "Confidence": 0.997, "X1": 0.19556, "Y1": 0.6382, "X2": 0.21359, "Y2": 0.638, "X3": 0.21359, "Y3": 0.6498, "X4": 0.19556, "Y4": 0.6498, "page": 0, "Index": 129}, {"Word": "smoking", "Confidence": 0.963, "X1": 0.21637, "Y1": 0.6382, "X2": 0.27046, "Y2": 0.638, "X3": 0.27046, "Y3": 0.6498, "X4": 0.21637, "Y4": 0.6498, "page": 0, "Index": 130}, {"Word": "articles", "Confidence": 0.941, "X1": 0.27323, "Y1": 0.6382, "X2": 0.319, "Y2": 0.638, "X3": 0.319, "Y3": 0.6498, "X4": 0.27323, "Y4": 0.6498, "page": 0, "Index": 131}, {"Word": "which", "Confidence": 0.997, "X1": 0.32178, "Y1": 0.6392, "X2": 0.35784, "Y2": 0.639, "X3": 0.35784, "Y3": 0.6498, "X4": 0.32178, "Y4": 0.6498, "page": 0, "Index": 132}, {"Word": "is", "Confidence": 0.657, "X1": 0.36061, "Y1": 0.6392, "X2": 0.37171, "Y2": 0.639, "X3": 0.37171, "Y3": 0.6498, "X4": 0.36061, "Y4": 0.6498, "page": 0, "Index": 133}, {"Word": "an", "Confidence": 0.996, "X1": 0.37587, "Y1": 0.6392, "X2": 0.39112, "Y2": 0.639, "X3": 0.38974, "Y3": 0.6498, "X4": 0.37448, "Y4": 0.6498, "page": 0, "Index": 134}, {"Word": "air-cured", "Confidence": 0.941, "X1": 0.3939, "Y1": 0.6392, "X2": 0.45215, "Y2": 0.639, "X3": 0.45215, "Y3": 0.6498, "X4": 0.3939, "Y4": 0.6498, "page": 0, "Index": 135}, {"Word": "Bright", "Confidence": 0.615, "X1": 0.06796, "Y1": 0.6522, "X2": 0.10125, "Y2": 0.652, "X3": 0.10125, "Y3": 0.6628, "X4": 0.06796, "Y4": 0.6628, "page": 0, "Index": 136}, {"Word": "tobacco", "Confidence": 0.648, "X1": 0.10402, "Y1": 0.6522, "X2": 0.15395, "Y2": 0.652, "X3": 0.15395, "Y3": 0.6628, "X4": 0.10402, "Y4": 0.6628, "page": 0, "Index": 137}, {"Word": "harvested", "Confidence": 0.809, "X1": 0.15811, "Y1": 0.6522, "X2": 0.22053, "Y2": 0.652, "X3": 0.22053, "Y3": 0.6628, "X4": 0.15811, "Y4": 0.6628, "page": 0, "Index": 138}, {"Word": "by", "Confidence": 0.997, "X1": 0.2233, "Y1": 0.6512, "X2": 0.23856, "Y2": 0.651, "X3": 0.23856, "Y3": 0.6628, "X4": 0.2233, "Y4": 0.6628, "page": 0, "Index": 139}, {"Word": "atalk", "Confidence": 0.807, "X1": 0.24272, "Y1": 0.6512, "X2": 0.27184, "Y2": 0.651, "X3": 0.27184, "Y3": 0.6628, "X4": 0.24272, "Y4": 0.6628, "page": 0, "Index": 140}, {"Word": "cutting,", "Confidence": 0.861, "X1": 0.27462, "Y1": 0.6512, "X2": 0.32316, "Y2": 0.651, "X3": 0.32178, "Y3": 0.6628, "X4": 0.27462, "Y4": 0.6628, "page": 0, "Index": 141}, {"Word": "priming,", "Confidence": 0.848, "X1": 0.32594, "Y1": 0.6512, "X2": 0.37725, "Y2": 0.651, "X3": 0.37587, "Y3": 0.6628, "X4": 0.32594, "Y4": 0.6628, "page": 0, "Index": 142}, {"Word": "or", "Confidence": 0.996, "X1": 0.38003, "Y1": 0.6512, "X2": 0.39251, "Y2": 0.651, "X3": 0.39251, "Y3": 0.6628, "X4": 0.38003, "Y4": 0.6628, "page": 0, "Index": 143}, {"Word": "a", "Confidence": 0.057, "X1": 0.39528, "Y1": 0.6512, "X2": 0.40222, "Y2": 0.651, "X3": 0.40222, "Y3": 0.6628, "X4": 0.39528, "Y4": 0.6628, "page": 0, "Index": 144}, {"Word": "combi-", "Confidence": 0.69, "X1": 0.40499, "Y1": 0.6512, "X2": 0.45354, "Y2": 0.651, "X3": 0.45215, "Y3": 0.6618, "X4": 0.40499, "Y4": 0.6628, "page": 0, "Index": 145}, {"Word": "nation", "Confidence": 0.964, "X1": 0.06796, "Y1": 0.6632, "X2": 0.10402, "Y2": 0.663, "X3": 0.10402, "Y3": 0.6748, "X4": 0.06657, "Y4": 0.6748, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.806, "X1": 0.10818, "Y1": 0.6632, "X2": 0.12067, "Y2": 0.663, "X3": 0.12067, "Y3": 0.6748, "X4": 0.1068, "Y4": 0.6748, "page": 0, "Index": 147}, {"Word": "partial", "Confidence": 0.657, "X1": 0.12344, "Y1": 0.6632, "X2": 0.16366, "Y2": 0.663, "X3": 0.16227, "Y3": 0.6748, "X4": 0.12344, "Y4": 0.6748, "page": 0, "Index": 148}, {"Word": "priming", "Confidence": 0.995, "X1": 0.16644, "Y1": 0.6632, "X2": 0.21221, "Y2": 0.663, "X3": 0.21221, "Y3": 0.6748, "X4": 0.16644, "Y4": 0.6748, "page": 0, "Index": 149}, {"Word": "followed", "Confidence": 0.811, "X1": 0.21637, "Y1": 0.6632, "X2": 0.27184, "Y2": 0.663, "X3": 0.27184, "Y3": 0.6748, "X4": 0.21498, "Y4": 0.6748, "page": 0, "Index": 150}, {"Word": "by", "Confidence": 0.96, "X1": 0.27462, "Y1": 0.6632, "X2": 0.28849, "Y2": 0.663, "X3": 0.28849, "Y3": 0.6748, "X4": 0.27462, "Y4": 0.6748, "page": 0, "Index": 151}, {"Word": "stalk", "Confidence": 0.941, "X1": 0.29265, "Y1": 0.6632, "X2": 0.32178, "Y2": 0.663, "X3": 0.32178, "Y3": 0.6748, "X4": 0.29265, "Y4": 0.6748, "page": 0, "Index": 152}, {"Word": "cutting,", "Confidence": 0.611, "X1": 0.32455, "Y1": 0.6632, "X2": 0.37448, "Y2": 0.663, "X3": 0.37448, "Y3": 0.6748, "X4": 0.32455, "Y4": 0.6748, "page": 0, "Index": 153}, {"Word": "and", "Confidence": 0.998, "X1": 0.37725, "Y1": 0.6632, "X2": 0.39945, "Y2": 0.663, "X3": 0.39945, "Y3": 0.6748, "X4": 0.37725, "Y4": 0.6748, "page": 0, "Index": 154}, {"Word": "charac.", "Confidence": 0.795, "X1": 0.40222, "Y1": 0.6632, "X2": 0.45354, "Y2": 0.663, "X3": 0.45354, "Y3": 0.6748, "X4": 0.40222, "Y4": 0.6748, "page": 0, "Index": 155}, {"Word": "larized", "Confidence": 0.657, "X1": 0.06796, "Y1": 0.6762, "X2": 0.10818, "Y2": 0.676, "X3": 0.1068, "Y3": 0.6878, "X4": 0.06657, "Y4": 0.6878, "page": 0, "Index": 156}, {"Word": "by", "Confidence": 0.981, "X1": 0.11096, "Y1": 0.6762, "X2": 0.12899, "Y2": 0.676, "X3": 0.1276, "Y3": 0.6878, "X4": 0.11096, "Y4": 0.6878, "page": 0, "Index": 157}, {"Word": "a", "Confidence": 0.992, "X1": 0.13176, "Y1": 0.6762, "X2": 0.14008, "Y2": 0.676, "X3": 0.14008, "Y3": 0.6878, "X4": 0.13037, "Y4": 0.6878, "page": 0, "Index": 158}, {"Word": "total", "Confidence": 0.993, "X1": 0.14424, "Y1": 0.6762, "X2": 0.17337, "Y2": 0.676, "X3": 0.17198, "Y3": 0.6878, "X4": 0.14286, "Y4": 0.6878, "page": 0, "Index": 159}, {"Word": "reducing", "Confidence": 0.944, "X1": 0.17614, "Y1": 0.6762, "X2": 0.23301, "Y2": 0.676, "X3": 0.23162, "Y3": 0.6878, "X4": 0.17614, "Y4": 0.6878, "page": 0, "Index": 160}, {"Word": "sugar", "Confidence": 0.744, "X1": 0.23578, "Y1": 0.6752, "X2": 0.27184, "Y2": 0.675, "X3": 0.27184, "Y3": 0.6878, "X4": 0.23578, "Y4": 0.6878, "page": 0, "Index": 161}, {"Word": "content", "Confidence": 0.798, "X1": 0.27601, "Y1": 0.6752, "X2": 0.32732, "Y2": 0.675, "X3": 0.32594, "Y3": 0.6878, "X4": 0.27462, "Y4": 0.6878, "page": 0, "Index": 162}, {"Word": "within", "Confidence": 0.994, "X1": 0.3301, "Y1": 0.6752, "X2": 0.36893, "Y2": 0.675, "X3": 0.36755, "Y3": 0.6868, "X4": 0.32871, "Y4": 0.6878, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.991, "X1": 0.37171, "Y1": 0.6752, "X2": 0.3939, "Y2": 0.675, "X3": 0.39251, "Y3": 0.6868, "X4": 0.37171, "Y4": 0.6868, "page": 0, "Index": 164}, {"Word": "range", "Confidence": 0.881, "X1": 0.39667, "Y1": 0.6762, "X2": 0.43412, "Y2": 0.676, "X3": 0.43412, "Y3": 0.6868, "X4": 0.39667, "Y4": 0.6868, "page": 0, "Index": 165}, {"Word": "of", "Confidence": 0.623, "X1": 0.43828, "Y1": 0.6762, "X2": 0.45354, "Y2": 0.676, "X3": 0.45354, "Y3": 0.6868, "X4": 0.43689, "Y4": 0.6868, "page": 0, "Index": 166}, {"Word": "from", "Confidence": 0.967, "X1": 0.06657, "Y1": 0.6882, "X2": 0.09293, "Y2": 0.688, "X3": 0.09293, "Y3": 0.6998, "X4": 0.06657, "Y4": 0.6998, "page": 0, "Index": 167}, {"Word": "O", "Confidence": 0.657, "X1": 0.09986, "Y1": 0.6882, "X2": 0.10957, "Y2": 0.688, "X3": 0.10818, "Y3": 0.6998, "X4": 0.09986, "Y4": 0.6998, "page": 0, "Index": 168}, {"Word": "to", "Confidence": 0.998, "X1": 0.11512, "Y1": 0.6882, "X2": 0.13037, "Y2": 0.688, "X3": 0.12899, "Y3": 0.6998, "X4": 0.11512, "Y4": 0.6998, "page": 0, "Index": 169}, {"Word": "about", "Confidence": 0.656, "X1": 0.13315, "Y1": 0.6882, "X2": 0.17198, "Y2": 0.688, "X3": 0.1706, "Y3": 0.6998, "X4": 0.13315, "Y4": 0.6998, "page": 0, "Index": 170}, {"Word": "6%,", "Confidence": 0.61, "X1": 0.17476, "Y1": 0.6882, "X2": 0.20388, "Y2": 0.688, "X3": 0.20388, "Y3": 0.6998, "X4": 0.17476, "Y4": 0.6998, "page": 0, "Index": 171}, {"Word": "a", "Confidence": 0.423, "X1": 0.20804, "Y1": 0.6882, "X2": 0.21637, "Y2": 0.688, "X3": 0.21637, "Y3": 0.6998, "X4": 0.20666, "Y4": 0.6998, "page": 0, "Index": 172}, {"Word": "chlorogenic", "Confidence": 0.64, "X1": 0.21914, "Y1": 0.6882, "X2": 0.29542, "Y2": 0.688, "X3": 0.29542, "Y3": 0.6998, "X4": 0.21914, "Y4": 0.6998, "page": 0, "Index": 173}, {"Word": "acid", "Confidence": 0.673, "X1": 0.29958, "Y1": 0.6882, "X2": 0.32732, "Y2": 0.688, "X3": 0.32594, "Y3": 0.6998, "X4": 0.29958, "Y4": 0.6998, "page": 0, "Index": 174}, {"Word": "content", "Confidence": 0.955, "X1": 0.3301, "Y1": 0.6882, "X2": 0.38141, "Y2": 0.688, "X3": 0.38141, "Y3": 0.6998, "X4": 0.3301, "Y4": 0.6998, "page": 0, "Index": 175}, {"Word": "within", "Confidence": 0.993, "X1": 0.38419, "Y1": 0.6882, "X2": 0.4258, "Y2": 0.688, "X3": 0.4258, "Y3": 0.6998, "X4": 0.38419, "Y4": 0.6998, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.816, "X1": 0.42857, "Y1": 0.6882, "X2": 0.45354, "Y2": 0.688, "X3": 0.45215, "Y3": 0.6988, "X4": 0.42857, "Y4": 0.6998, "page": 0, "Index": 177}, {"Word": "range", "Confidence": 0.632, "X1": 0.06796, "Y1": 0.7002, "X2": 0.09986, "Y2": 0.7, "X3": 0.09847, "Y3": 0.7128, "X4": 0.06657, "Y4": 0.7128, "page": 0, "Index": 178}, {"Word": "of", "Confidence": 0.901, "X1": 0.10264, "Y1": 0.7002, "X2": 0.11512, "Y2": 0.7, "X3": 0.11373, "Y3": 0.7128, "X4": 0.10125, "Y4": 0.7128, "page": 0, "Index": 179}, {"Word": "from", "Confidence": 0.647, "X1": 0.11789, "Y1": 0.7002, "X2": 0.14702, "Y2": 0.7, "X3": 0.14563, "Y3": 0.7118, "X4": 0.11789, "Y4": 0.7118, "page": 0, "Index": 180}, {"Word": "0", "Confidence": 0.066, "X1": 0.15118, "Y1": 0.7002, "X2": 0.15811, "Y2": 0.7, "X3": 0.15811, "Y3": 0.7118, "X4": 0.14979, "Y4": 0.7118, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.963, "X1": 0.16227, "Y1": 0.7002, "X2": 0.17476, "Y2": 0.7, "X3": 0.17337, "Y3": 0.7118, "X4": 0.16089, "Y4": 0.7118, "page": 0, "Index": 182}, {"Word": "about", "Confidence": 0.969, "X1": 0.17753, "Y1": 0.7002, "X2": 0.21221, "Y2": 0.7, "X3": 0.21221, "Y3": 0.7118, "X4": 0.17614, "Y4": 0.7118, "page": 0, "Index": 183}, {"Word": "0.4%,", "Confidence": 0.728, "X1": 0.21637, "Y1": 0.7002, "X2": 0.25659, "Y2": 0.7, "X3": 0.2552, "Y3": 0.7118, "X4": 0.21498, "Y4": 0.7118, "page": 0, "Index": 184}, {"Word": "a", "Confidence": 0.675, "X1": 0.25936, "Y1": 0.7002, "X2": 0.26491, "Y2": 0.7, "X3": 0.26491, "Y3": 0.7118, "X4": 0.25936, "Y4": 0.7118, "page": 0, "Index": 185}, {"Word": "rutin", "Confidence": 0.97, "X1": 0.26907, "Y1": 0.7002, "X2": 0.29681, "Y2": 0.7, "X3": 0.29681, "Y3": 0.7118, "X4": 0.26768, "Y4": 0.7118, "page": 0, "Index": 186}, {"Word": "content", "Confidence": 0.555, "X1": 0.30097, "Y1": 0.7002, "X2": 0.34813, "Y2": 0.7, "X3": 0.34813, "Y3": 0.7118, "X4": 0.29958, "Y4": 0.7118, "page": 0, "Index": 187}, {"Word": "within", "Confidence": 0.993, "X1": 0.35229, "Y1": 0.7002, "X2": 0.38974, "Y2": 0.7, "X3": 0.38835, "Y3": 0.7118, "X4": 0.3509, "Y4": 0.7118, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.981, "X1": 0.39251, "Y1": 0.7012, "X2": 0.41054, "Y2": 0.701, "X3": 0.41054, "Y3": 0.7118, "X4": 0.39112, "Y4": 0.7118, "page": 0, "Index": 189}, {"Word": "range", "Confidence": 0.663, "X1": 0.4147, "Y1": 0.7012, "X2": 0.45354, "Y2": 0.701, "X3": 0.45215, "Y3": 0.7128, "X4": 0.41331, "Y4": 0.7118, "page": 0, "Index": 190}, {"Word": "of", "Confidence": 0.955, "X1": 0.06657, "Y1": 0.7132, "X2": 0.07767, "Y2": 0.713, "X3": 0.07767, "Y3": 0.7248, "X4": 0.06657, "Y4": 0.7248, "page": 0, "Index": 191}, {"Word": "from", "Confidence": 0.295, "X1": 0.08044, "Y1": 0.7132, "X2": 0.10818, "Y2": 0.713, "X3": 0.10818, "Y3": 0.7248, "X4": 0.08044, "Y4": 0.7248, "page": 0, "Index": 192}, {"Word": "0", "Confidence": 0.34, "X1": 0.11373, "Y1": 0.7132, "X2": 0.12344, "Y2": 0.713, "X3": 0.12344, "Y3": 0.7248, "X4": 0.11373, "Y4": 0.7248, "page": 0, "Index": 193}, {"Word": "to", "Confidence": 0.649, "X1": 0.12621, "Y1": 0.7132, "X2": 0.14008, "Y2": 0.713, "X3": 0.14008, "Y3": 0.7248, "X4": 0.12621, "Y4": 0.7248, "page": 0, "Index": 194}, {"Word": "about", "Confidence": 0.981, "X1": 0.14424, "Y1": 0.7132, "X2": 0.18031, "Y2": 0.713, "X3": 0.18031, "Y3": 0.7248, "X4": 0.14286, "Y4": 0.7248, "page": 0, "Index": 195}, {"Word": "0.2%,", "Confidence": 0.748, "X1": 0.18447, "Y1": 0.7132, "X2": 0.22469, "Y2": 0.713, "X3": 0.22469, "Y3": 0.7248, "X4": 0.18308, "Y4": 0.7248, "page": 0, "Index": 196}, {"Word": "a", "Confidence": 0.603, "X1": 0.22746, "Y1": 0.7132, "X2": 0.2344, "Y2": 0.713, "X3": 0.2344, "Y3": 0.7248, "X4": 0.22746, "Y4": 0.7248, "page": 0, "Index": 197}, {"Word": "hot", "Confidence": 0.92, "X1": 0.23856, "Y1": 0.7132, "X2": 0.26075, "Y2": 0.713, "X3": 0.26075, "Y3": 0.7248, "X4": 0.23717, "Y4": 0.7248, "page": 0, "Index": 198}, {"Word": "water", "Confidence": 0.936, "X1": 0.26352, "Y1": 0.7132, "X2": 0.30097, "Y2": 0.713, "X3": 0.30097, "Y3": 0.7248, "X4": 0.26352, "Y4": 0.7248, "page": 0, "Index": 199}, {"Word": "solubles", "Confidence": 0.684, "X1": 0.30374, "Y1": 0.7142, "X2": 0.35506, "Y2": 0.714, "X3": 0.35506, "Y3": 0.7248, "X4": 0.30374, "Y4": 0.7248, "page": 0, "Index": 200}, {"Word": "content", "Confidence": 0.671, "X1": 0.35784, "Y1": 0.7142, "X2": 0.40777, "Y2": 0.714, "X3": 0.40638, "Y3": 0.7248, "X4": 0.35784, "Y4": 0.7248, "page": 0, "Index": 201}, {"Word": "within", "Confidence": 0.994, "X1": 0.41054, "Y1": 0.7142, "X2": 0.45215, "Y2": 0.714, "X3": 0.45215, "Y3": 0.7248, "X4": 0.40915, "Y4": 0.7248, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.981, "X1": 0.06657, "Y1": 0.7262, "X2": 0.0846, "Y2": 0.726, "X3": 0.0846, "Y3": 0.7378, "X4": 0.06657, "Y4": 0.7378, "page": 0, "Index": 203}, {"Word": "range", "Confidence": 0.623, "X1": 0.08877, "Y1": 0.7262, "X2": 0.12344, "Y2": 0.726, "X3": 0.12344, "Y3": 0.7378, "X4": 0.08877, "Y4": 0.7378, "page": 0, "Index": 204}, {"Word": "of", "Confidence": 0.997, "X1": 0.1276, "Y1": 0.7262, "X2": 0.14008, "Y2": 0.726, "X3": 0.14008, "Y3": 0.7378, "X4": 0.1276, "Y4": 0.7378, "page": 0, "Index": 205}, {"Word": "from", "Confidence": 0.981, "X1": 0.14424, "Y1": 0.7262, "X2": 0.17198, "Y2": 0.726, "X3": 0.17198, "Y3": 0.7368, "X4": 0.14286, "Y4": 0.7378, "page": 0, "Index": 206}, {"Word": "about", "Confidence": 0.992, "X1": 0.17753, "Y1": 0.7252, "X2": 0.21359, "Y2": 0.725, "X3": 0.21359, "Y3": 0.7368, "X4": 0.17753, "Y4": 0.7368, "page": 0, "Index": 207}, {"Word": "45", "Confidence": 0.936, "X1": 0.21775, "Y1": 0.7252, "X2": 0.2344, "Y2": 0.725, "X3": 0.2344, "Y3": 0.7368, "X4": 0.21775, "Y4": 0.7368, "page": 0, "Index": 208}, {"Word": "to", "Confidence": 0.849, "X1": 0.23856, "Y1": 0.7252, "X2": 0.25104, "Y2": 0.725, "X3": 0.25104, "Y3": 0.7368, "X4": 0.23717, "Y4": 0.7368, "page": 0, "Index": 209}, {"Word": "about", "Confidence": 0.768, "X1": 0.25381, "Y1": 0.7252, "X2": 0.29265, "Y2": 0.725, "X3": 0.29126, "Y3": 0.7368, "X4": 0.25381, "Y4": 0.7368, "page": 0, "Index": 210}, {"Word": "55%,", "Confidence": 0.939, "X1": 0.29542, "Y1": 0.7252, "X2": 0.3301, "Y2": 0.725, "X3": 0.3301, "Y3": 0.7368, "X4": 0.29542, "Y4": 0.7368, "page": 0, "Index": 211}, {"Word": "a", "Confidence": 0.955, "X1": 0.33287, "Y1": 0.7252, "X2": 0.34119, "Y2": 0.725, "X3": 0.34119, "Y3": 0.7368, "X4": 0.33287, "Y4": 0.7368, "page": 0, "Index": 212}, {"Word": "total", "Confidence": 0.62, "X1": 0.34397, "Y1": 0.7252, "X2": 0.37309, "Y2": 0.725, "X3": 0.37309, "Y3": 0.7368, "X4": 0.34397, "Y4": 0.7368, "page": 0, "Index": 213}, {"Word": "ash", "Confidence": 0.884, "X1": 0.37725, "Y1": 0.7252, "X2": 0.39806, "Y2": 0.725, "X3": 0.39667, "Y3": 0.7368, "X4": 0.37587, "Y4": 0.7368, "page": 0, "Index": 214}, {"Word": "content", "Confidence": 0.649, "X1": 0.40083, "Y1": 0.7262, "X2": 0.45354, "Y2": 0.726, "X3": 0.45354, "Y3": 0.7378, "X4": 0.40083, "Y4": 0.7368, "page": 0, "Index": 215}, {"Word": "A1", "Confidence": 0.941, "X1": 0.03467, "Y1": 0.7522, "X2": 0.03467, "Y2": 0.752, "X3": 0.06103, "Y3": 0.7508, "X4": 0.05964, "Y4": 0.7798, "page": 0, "Index": 216}, {"Word": "within", "Confidence": 0.689, "X1": 0.06796, "Y1": 0.7392, "X2": 0.10541, "Y2": 0.739, "X3": 0.10402, "Y3": 0.7498, "X4": 0.06796, "Y4": 0.7498, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.94, "X1": 0.10818, "Y1": 0.7382, "X2": 0.1276, "Y2": 0.738, "X3": 0.1276, "Y3": 0.7498, "X4": 0.1068, "Y4": 0.7498, "page": 0, "Index": 218}, {"Word": "range", "Confidence": 0.649, "X1": 0.13176, "Y1": 0.7382, "X2": 0.16782, "Y2": 0.738, "X3": 0.16782, "Y3": 0.7498, "X4": 0.13037, "Y4": 0.7498, "page": 0, "Index": 219}, {"Word": "of", "Confidence": 0.998, "X1": 0.1706, "Y1": 0.7382, "X2": 0.18447, "Y2": 0.738, "X3": 0.18447, "Y3": 0.7498, "X4": 0.1706, "Y4": 0.7498, "page": 0, "Index": 220}, {"Word": "from", "Confidence": 0.957, "X1": 0.18863, "Y1": 0.7382, "X2": 0.21498, "Y2": 0.738, "X3": 0.21498, "Y3": 0.7488, "X4": 0.18724, "Y4": 0.7488, "page": 0, "Index": 221}, {"Word": "about", "Confidence": 0.659, "X1": 0.22191, "Y1": 0.7372, "X2": 0.25936, "Y2": 0.737, "X3": 0.25936, "Y3": 0.7488, "X4": 0.22053, "Y4": 0.7488, "page": 0, "Index": 222}, {"Word": "12", "Confidence": 0.994, "X1": 0.26214, "Y1": 0.7372, "X2": 0.27878, "Y2": 0.737, "X3": 0.27878, "Y3": 0.7488, "X4": 0.26214, "Y4": 0.7488, "page": 0, "Index": 223}, {"Word": "to", "Confidence": 0.934, "X1": 0.28294, "Y1": 0.7372, "X2": 0.29681, "Y2": 0.737, "X3": 0.29542, "Y3": 0.7488, "X4": 0.28155, "Y4": 0.7488, "page": 0, "Index": 224}, {"Word": "about", "Confidence": 0.93, "X1": 0.29958, "Y1": 0.7372, "X2": 0.33703, "Y2": 0.737, "X3": 0.33703, "Y3": 0.7488, "X4": 0.2982, "Y4": 0.7488, "page": 0, "Index": 225}, {"Word": "26%,", "Confidence": 0.765, "X1": 0.33981, "Y1": 0.7372, "X2": 0.37448, "Y2": 0.737, "X3": 0.37448, "Y3": 0.7488, "X4": 0.33981, "Y4": 0.7488, "page": 0, "Index": 226}, {"Word": "a", "Confidence": 0.704, "X1": 0.37864, "Y1": 0.7372, "X2": 0.38558, "Y2": 0.737, "X3": 0.38558, "Y3": 0.7488, "X4": 0.37725, "Y4": 0.7488, "page": 0, "Index": 227}, {"Word": "combined", "Confidence": 0.991, "X1": 0.38835, "Y1": 0.7372, "X2": 0.45354, "Y2": 0.737, "X3": 0.45354, "Y3": 0.7488, "X4": 0.38835, "Y4": 0.7488, "page": 0, "Index": 228}, {"Word": "praline", "Confidence": 0.679, "X1": 0.06657, "Y1": 0.7502, "X2": 0.10957, "Y2": 0.75, "X3": 0.10957, "Y3": 0.7618, "X4": 0.06657, "Y4": 0.7618, "page": 0, "Index": 229}, {"Word": "and", "Confidence": 0.998, "X1": 0.11234, "Y1": 0.7512, "X2": 0.13592, "Y2": 0.751, "X3": 0.13592, "Y3": 0.7618, "X4": 0.11234, "Y4": 0.7618, "page": 0, "Index": 230}, {"Word": "threonine", "Confidence": 0.749, "X1": 0.14008, "Y1": 0.7512, "X2": 0.20111, "Y2": 0.751, "X3": 0.20111, "Y3": 0.7628, "X4": 0.14008, "Y4": 0.7618, "page": 0, "Index": 231}, {"Word": "content", "Confidence": 0.79, "X1": 0.20527, "Y1": 0.7512, "X2": 0.25659, "Y2": 0.751, "X3": 0.25659, "Y3": 0.7618, "X4": 0.20527, "Y4": 0.7628, "page": 0, "Index": 232}, {"Word": "within", "Confidence": 0.629, "X1": 0.26075, "Y1": 0.7512, "X2": 0.30097, "Y2": 0.751, "X3": 0.30097, "Y3": 0.7618, "X4": 0.26075, "Y4": 0.7618, "page": 0, "Index": 233}, {"Word": "the", "Confidence": 0.994, "X1": 0.30513, "Y1": 0.7502, "X2": 0.32594, "Y2": 0.75, "X3": 0.32594, "Y3": 0.7618, "X4": 0.30513, "Y4": 0.7618, "page": 0, "Index": 234}, {"Word": "range", "Confidence": 0.933, "X1": 0.3301, "Y1": 0.7502, "X2": 0.36616, "Y2": 0.75, "X3": 0.36616, "Y3": 0.7618, "X4": 0.3301, "Y4": 0.7618, "page": 0, "Index": 235}, {"Word": "of", "Confidence": 0.886, "X1": 0.37032, "Y1": 0.7502, "X2": 0.38558, "Y2": 0.75, "X3": 0.38419, "Y3": 0.7618, "X4": 0.37032, "Y4": 0.7618, "page": 0, "Index": 236}, {"Word": "Irom", "Confidence": 0.748, "X1": 0.38835, "Y1": 0.7492, "X2": 0.41609, "Y2": 0.749, "X3": 0.41609, "Y3": 0.7618, "X4": 0.38835, "Y4": 0.7618, "page": 0, "Index": 237}, {"Word": "0", "Confidence": 0.675, "X1": 0.42302, "Y1": 0.7492, "X2": 0.43273, "Y2": 0.749, "X3": 0.43273, "Y3": 0.7608, "X4": 0.42302, "Y4": 0.7608, "page": 0, "Index": 238}, {"Word": "to", "Confidence": 0.997, "X1": 0.43689, "Y1": 0.7492, "X2": 0.45354, "Y2": 0.749, "X3": 0.45354, "Y3": 0.7608, "X4": 0.43689, "Y4": 0.7608, "page": 0, "Index": 239}, {"Word": "about", "Confidence": 0.277, "X1": 0.0638, "Y1": 0.7612, "X2": 0.09986, "Y2": 0.761, "X3": 0.09847, "Y3": 0.7768, "X4": 0.06241, "Y4": 0.7768, "page": 0, "Index": 240}, {"Word": "1", "Confidence": 0.122, "X1": 0.10402, "Y1": 0.7612, "X2": 0.10957, "Y2": 0.761, "X3": 0.10818, "Y3": 0.7758, "X4": 0.10264, "Y4": 0.7758, "page": 0, "Index": 241}, {"Word": "mg/g.", "Confidence": 0.484, "X1": 0.11373, "Y1": 0.7622, "X2": 0.1484, "Y2": 0.762, "X3": 0.14702, "Y3": 0.7758, "X4": 0.11234, "Y4": 0.7758, "page": 0, "Index": 242}, {"Word": "a", "Confidence": 0.889, "X1": 0.15118, "Y1": 0.7622, "X2": 0.15673, "Y2": 0.762, "X3": 0.15534, "Y3": 0.7758, "X4": 0.14979, "Y4": 0.7758, "page": 0, "Index": 243}, {"Word": "combined", "Confidence": 0.952, "X1": 0.16089, "Y1": 0.7632, "X2": 0.22191, "Y2": 0.763, "X3": 0.22053, "Y3": 0.7748, "X4": 0.1595, "Y4": 0.7758, "page": 0, "Index": 244}, {"Word": "aspartic", "Confidence": 0.923, "X1": 0.22469, "Y1": 0.7642, "X2": 0.27323, "Y2": 0.764, "X3": 0.27323, "Y3": 0.7738, "X4": 0.2233, "Y4": 0.7748, "page": 0, "Index": 245}, {"Word": "acid", "Confidence": 0.891, "X1": 0.27739, "Y1": 0.7632, "X2": 0.30236, "Y2": 0.763, "X3": 0.30097, "Y3": 0.7738, "X4": 0.27601, "Y4": 0.7738, "page": 0, "Index": 246}, {"Word": "and", "Confidence": 0.939, "X1": 0.30652, "Y1": 0.7632, "X2": 0.32594, "Y2": 0.763, "X3": 0.32455, "Y3": 0.7738, "X4": 0.30513, "Y4": 0.7738, "page": 0, "Index": 247}, {"Word": "asparagine", "Confidence": 0.855, "X1": 0.3301, "Y1": 0.7632, "X2": 0.39806, "Y2": 0.763, "X3": 0.39667, "Y3": 0.7738, "X4": 0.32871, "Y4": 0.7738, "page": 0, "Index": 248}, {"Word": "content", "Confidence": 0.828, "X1": 0.40083, "Y1": 0.7622, "X2": 0.45354, "Y2": 0.762, "X3": 0.45215, "Y3": 0.7738, "X4": 0.39945, "Y4": 0.7738, "page": 0, "Index": 249}, {"Word": "within", "Confidence": 0.91, "X1": 0.06796, "Y1": 0.7762, "X2": 0.10402, "Y2": 0.776, "X3": 0.10402, "Y3": 0.7868, "X4": 0.06796, "Y4": 0.7868, "page": 0, "Index": 250}, {"Word": "the", "Confidence": 0.969, "X1": 0.1068, "Y1": 0.7762, "X2": 0.12621, "Y2": 0.776, "X3": 0.12621, "Y3": 0.7868, "X4": 0.1068, "Y4": 0.7868, "page": 0, "Index": 251}, {"Word": "range", "Confidence": 0.656, "X1": 0.13037, "Y1": 0.7762, "X2": 0.16505, "Y2": 0.776, "X3": 0.16505, "Y3": 0.7868, "X4": 0.12899, "Y4": 0.7868, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.793, "X1": 0.16782, "Y1": 0.7752, "X2": 0.18031, "Y2": 0.775, "X3": 0.18031, "Y3": 0.7868, "X4": 0.16782, "Y4": 0.7868, "page": 0, "Index": 253}, {"Word": "from", "Confidence": 0.95, "X1": 0.18308, "Y1": 0.7752, "X2": 0.21082, "Y2": 0.775, "X3": 0.20943, "Y3": 0.7868, "X4": 0.18308, "Y4": 0.7868, "page": 0, "Index": 254}, {"Word": "about", "Confidence": 0.958, "X1": 0.21637, "Y1": 0.7752, "X2": 0.25243, "Y2": 0.775, "X3": 0.25104, "Y3": 0.7868, "X4": 0.21498, "Y4": 0.7868, "page": 0, "Index": 255}, {"Word": "0.5", "Confidence": 0.905, "X1": 0.2552, "Y1": 0.7752, "X2": 0.27601, "Y2": 0.775, "X3": 0.27462, "Y3": 0.7868, "X4": 0.25381, "Y4": 0.7868, "page": 0, "Index": 256}, {"Word": "to", "Confidence": 0.957, "X1": 0.27878, "Y1": 0.7752, "X2": 0.29126, "Y2": 0.775, "X3": 0.28988, "Y3": 0.7868, "X4": 0.27878, "Y4": 0.7868, "page": 0, "Index": 257}, {"Word": "about", "Confidence": 0.965, "X1": 0.29404, "Y1": 0.7752, "X2": 0.33148, "Y2": 0.775, "X3": 0.3301, "Y3": 0.7868, "X4": 0.29404, "Y4": 0.7868, "page": 0, "Index": 258}, {"Word": "7", "Confidence": 0.991, "X1": 0.33426, "Y1": 0.7752, "X2": 0.34119, "Y2": 0.775, "X3": 0.34119, "Y3": 0.7868, "X4": 0.33426, "Y4": 0.7868, "page": 0, "Index": 259}, {"Word": "mg/g.", "Confidence": 0.534, "X1": 0.34535, "Y1": 0.7752, "X2": 0.38141, "Y2": 0.775, "X3": 0.38003, "Y3": 0.7858, "X4": 0.34397, "Y4": 0.7868, "page": 0, "Index": 260}, {"Word": "and", "Confidence": 0.998, "X1": 0.38419, "Y1": 0.7752, "X2": 0.40638, "Y2": 0.775, "X3": 0.40638, "Y3": 0.7858, "X4": 0.3828, "Y4": 0.7858, "page": 0, "Index": 261}, {"Word": "a", "Confidence": 0.894, "X1": 0.41054, "Y1": 0.7752, "X2": 0.41609, "Y2": 0.775, "X3": 0.41609, "Y3": 0.7858, "X4": 0.40915, "Y4": 0.7858, "page": 0, "Index": 262}, {"Word": "com-", "Confidence": 0.722, "X1": 0.41886, "Y1": 0.7752, "X2": 0.45492, "Y2": 0.775, "X3": 0.45354, "Y3": 0.7858, "X4": 0.41886, "Y4": 0.7858, "page": 0, "Index": 263}, {"Word": "693", "Confidence": 0.958, "X1": 0.03329, "Y1": 0.7992, "X2": 0.03467, "Y2": 0.799, "X3": 0.05964, "Y3": 0.7978, "X4": 0.05964, "Y4": 0.8418, "page": 0, "Index": 264}, {"Word": "range", "Confidence": 0.779, "X1": 0.39945, "Y1": 0.7872, "X2": 0.43551, "Y2": 0.787, "X3": 0.43551, "Y3": 0.7978, "X4": 0.39806, "Y4": 0.7988, "page": 0, "Index": 265}, {"Word": "of", "Confidence": 0.941, "X1": 0.43967, "Y1": 0.7872, "X2": 0.45354, "Y2": 0.787, "X3": 0.45354, "Y3": 0.7978, "X4": 0.43828, "Y4": 0.7978, "page": 0, "Index": 266}, {"Word": "bined", "Confidence": 0.684, "X1": 0.06935, "Y1": 0.7882, "X2": 0.10125, "Y2": 0.788, "X3": 0.10125, "Y3": 0.7988, "X4": 0.06935, "Y4": 0.7988, "page": 0, "Index": 267}, {"Word": "glutamic", "Confidence": 0.617, "X1": 0.10402, "Y1": 0.7882, "X2": 0.15811, "Y2": 0.788, "X3": 0.15811, "Y3": 0.7988, "X4": 0.10402, "Y4": 0.7988, "page": 0, "Index": 268}, {"Word": "acid", "Confidence": 0.881, "X1": 0.16089, "Y1": 0.7882, "X2": 0.18863, "Y2": 0.788, "X3": 0.18863, "Y3": 0.7998, "X4": 0.16089, "Y4": 0.7988, "page": 0, "Index": 269}, {"Word": "and", "Confidence": 0.991, "X1": 0.1914, "Y1": 0.7882, "X2": 0.21637, "Y2": 0.788, "X3": 0.21637, "Y3": 0.7998, "X4": 0.1914, "Y4": 0.7998, "page": 0, "Index": 270}, {"Word": "glutamic", "Confidence": 0.922, "X1": 0.21914, "Y1": 0.7882, "X2": 0.27601, "Y2": 0.788, "X3": 0.27462, "Y3": 0.7988, "X4": 0.21914, "Y4": 0.7998, "page": 0, "Index": 271}, {"Word": "content", "Confidence": 0.8, "X1": 0.27878, "Y1": 0.7872, "X2": 0.32871, "Y2": 0.787, "X3": 0.32732, "Y3": 0.7988, "X4": 0.27878, "Y4": 0.7988, "page": 0, "Index": 272}, {"Word": "within", "Confidence": 0.995, "X1": 0.33148, "Y1": 0.7872, "X2": 0.37171, "Y2": 0.787, "X3": 0.37032, "Y3": 0.7988, "X4": 0.3301, "Y4": 0.7988, "page": 0, "Index": 273}, {"Word": "the", "Confidence": 0.885, "X1": 0.37448, "Y1": 0.7872, "X2": 0.39528, "Y2": 0.787, "X3": 0.39528, "Y3": 0.7988, "X4": 0.37448, "Y4": 0.7988, "page": 0, "Index": 274}, {"Word": "from", "Confidence": 0.899, "X1": 0.06519, "Y1": 0.8002, "X2": 0.09293, "Y2": 0.8, "X3": 0.09154, "Y3": 0.8118, "X4": 0.06519, "Y4": 0.8118, "page": 0, "Index": 275}, {"Word": "about", "Confidence": 0.941, "X1": 0.09847, "Y1": 0.8002, "X2": 0.13454, "Y2": 0.8, "X3": 0.13315, "Y3": 0.8118, "X4": 0.09847, "Y4": 0.8118, "page": 0, "Index": 276}, {"Word": "0.5", "Confidence": 0.897, "X1": 0.13731, "Y1": 0.8002, "X2": 0.1595, "Y2": 0.8, "X3": 0.1595, "Y3": 0.8118, "X4": 0.13592, "Y4": 0.8118, "page": 0, "Index": 277}, {"Word": "to", "Confidence": 0.955, "X1": 0.16227, "Y1": 0.8002, "X2": 0.17614, "Y2": 0.8, "X3": 0.17476, "Y3": 0.8118, "X4": 0.16227, "Y4": 0.8118, "page": 0, "Index": 278}, {"Word": "about", "Confidence": 0.687, "X1": 0.17892, "Y1": 0.8002, "X2": 0.21637, "Y2": 0.8, "X3": 0.21637, "Y3": 0.8118, "X4": 0.17892, "Y4": 0.8118, "page": 0, "Index": 279}, {"Word": "1.6", "Confidence": 0.623, "X1": 0.22053, "Y1": 0.8002, "X2": 0.23994, "Y2": 0.8, "X3": 0.23994, "Y3": 0.8118, "X4": 0.21914, "Y4": 0.8118, "page": 0, "Index": 280}, {"Word": "mg/g;", "Confidence": 0.659, "X1": 0.24411, "Y1": 0.8002, "X2": 0.28155, "Y2": 0.8, "X3": 0.28017, "Y3": 0.8118, "X4": 0.24272, "Y4": 0.8118, "page": 0, "Index": 281}, {"Word": "all", "Confidence": 0.955, "X1": 0.28433, "Y1": 0.8002, "X2": 0.2982, "Y2": 0.8, "X3": 0.2982, "Y3": 0.8118, "X4": 0.28294, "Y4": 0.8118, "page": 0, "Index": 282}, {"Word": "measurements", "Confidence": 0.706, "X1": 0.30236, "Y1": 0.8002, "X2": 0.3939, "Y2": 0.8, "X3": 0.39251, "Y3": 0.8118, "X4": 0.30097, "Y4": 0.8118, "page": 0, "Index": 283}, {"Word": "being", "Confidence": 0.955, "X1": 0.39806, "Y1": 0.8002, "X2": 0.43135, "Y2": 0.8, "X3": 0.43135, "Y3": 0.8108, "X4": 0.39667, "Y4": 0.8118, "page": 0, "Index": 284}, {"Word": "on", "Confidence": 0.996, "X1": 0.43551, "Y1": 0.8002, "X2": 0.45354, "Y2": 0.8, "X3": 0.45215, "Y3": 0.8108, "X4": 0.43412, "Y4": 0.8108, "page": 0, "Index": 285}, {"Word": "a", "Confidence": 0.647, "X1": 0.06657, "Y1": 0.8132, "X2": 0.07212, "Y2": 0.813, "X3": 0.07212, "Y3": 0.8248, "X4": 0.06657, "Y4": 0.8248, "page": 0, "Index": 286}, {"Word": "dry", "Confidence": 0.995, "X1": 0.07628, "Y1": 0.8132, "X2": 0.09709, "Y2": 0.813, "X3": 0.09709, "Y3": 0.8248, "X4": 0.07628, "Y4": 0.8248, "page": 0, "Index": 287}, {"Word": "weight", "Confidence": 0.627, "X1": 0.09986, "Y1": 0.8132, "X2": 0.14286, "Y2": 0.813, "X3": 0.14286, "Y3": 0.8258, "X4": 0.09986, "Y4": 0.8248, "page": 0, "Index": 288}, {"Word": "basis.", "Confidence": 0.846, "X1": 0.14702, "Y1": 0.8132, "X2": 0.18585, "Y2": 0.813, "X3": 0.18447, "Y3": 0.8258, "X4": 0.14702, "Y4": 0.8258, "page": 0, "Index": 289}, {"Word": "This", "Confidence": 0.511, "X1": 0.18863, "Y1": 0.8132, "X2": 0.21359, "Y2": 0.813, "X3": 0.21359, "Y3": 0.8248, "X4": 0.18863, "Y4": 0.8258, "page": 0, "Index": 290}, {"Word": "novel", "Confidence": 0.885, "X1": 0.21775, "Y1": 0.8132, "X2": 0.25243, "Y2": 0.813, "X3": 0.25104, "Y3": 0.8248, "X4": 0.21637, "Y4": 0.8248, "page": 0, "Index": 291}, {"Word": "tobacco,", "Confidence": 0.662, "X1": 0.2552, "Y1": 0.8132, "X2": 0.31207, "Y2": 0.813, "X3": 0.31207, "Y3": 0.8248, "X4": 0.2552, "Y4": 0.8248, "page": 0, "Index": 292}, {"Word": "when", "Confidence": 0.816, "X1": 0.31623, "Y1": 0.8132, "X2": 0.34951, "Y2": 0.813, "X3": 0.34951, "Y3": 0.8248, "X4": 0.31484, "Y4": 0.8248, "page": 0, "Index": 293}, {"Word": "formulated", "Confidence": 0.785, "X1": 0.35368, "Y1": 0.8132, "X2": 0.42302, "Y2": 0.813, "X3": 0.42164, "Y3": 0.8248, "X4": 0.35229, "Y4": 0.8248, "page": 0, "Index": 294}, {"Word": "as", "Confidence": 0.676, "X1": 0.4258, "Y1": 0.8132, "X2": 0.44105, "Y2": 0.813, "X3": 0.43967, "Y3": 0.8248, "X4": 0.42441, "Y4": 0.8248, "page": 0, "Index": 295}, {"Word": "a", "Confidence": 0.831, "X1": 0.44383, "Y1": 0.8132, "X2": 0.45492, "Y2": 0.813, "X3": 0.45354, "Y3": 0.8248, "X4": 0.44244, "Y4": 0.8248, "page": 0, "Index": 296}, {"Word": "smoking", "Confidence": 0.88, "X1": 0.06519, "Y1": 0.8262, "X2": 0.11789, "Y2": 0.826, "X3": 0.11789, "Y3": 0.8378, "X4": 0.06519, "Y4": 0.8368, "page": 0, "Index": 297}, {"Word": "article,", "Confidence": 0.846, "X1": 0.12205, "Y1": 0.8262, "X2": 0.16505, "Y2": 0.826, "X3": 0.16366, "Y3": 0.8378, "X4": 0.12067, "Y4": 0.8378, "page": 0, "Index": 298}, {"Word": "such", "Confidence": 0.941, "X1": 0.16782, "Y1": 0.8252, "X2": 0.19695, "Y2": 0.825, "X3": 0.19695, "Y3": 0.8378, "X4": 0.16782, "Y4": 0.8378, "page": 0, "Index": 299}, {"Word": "as", "Confidence": 0.996, "X1": 0.20111, "Y1": 0.8252, "X2": 0.21498, "Y2": 0.825, "X3": 0.21498, "Y3": 0.8378, "X4": 0.19972, "Y4": 0.8378, "page": 0, "Index": 300}, {"Word": "a", "Confidence": 0.801, "X1": 0.21775, "Y1": 0.8252, "X2": 0.22469, "Y2": 0.825, "X3": 0.22469, "Y3": 0.8378, "X4": 0.21775, "Y4": 0.8378, "page": 0, "Index": 301}, {"Word": "cigarette,", "Confidence": 0.512, "X1": 0.22885, "Y1": 0.8252, "X2": 0.2871, "Y2": 0.825, "X3": 0.2871, "Y3": 0.8378, "X4": 0.22746, "Y4": 0.8378, "page": 0, "Index": 302}, {"Word": "and", "Confidence": 0.958, "X1": 0.29126, "Y1": 0.8252, "X2": 0.31484, "Y2": 0.825, "X3": 0.31345, "Y3": 0.8378, "X4": 0.28988, "Y4": 0.8378, "page": 0, "Index": 303}, {"Word": "smoked,", "Confidence": 0.674, "X1": 0.319, "Y1": 0.8252, "X2": 0.37032, "Y2": 0.825, "X3": 0.36893, "Y3": 0.8378, "X4": 0.31761, "Y4": 0.8378, "page": 0, "Index": 304}, {"Word": "presents", "Confidence": 0.619, "X1": 0.37309, "Y1": 0.8262, "X2": 0.42857, "Y2": 0.826, "X3": 0.42718, "Y3": 0.8368, "X4": 0.37171, "Y4": 0.8378, "page": 0, "Index": 305}, {"Word": "the", "Confidence": 0.955, "X1": 0.43135, "Y1": 0.8262, "X2": 0.45492, "Y2": 0.826, "X3": 0.45354, "Y3": 0.8368, "X4": 0.42996, "Y4": 0.8368, "page": 0, "Index": 306}, {"Word": "110", "Confidence": 0.998, "X1": 0.03329, "Y1": 0.8532, "X2": 0.03329, "Y2": 0.853, "X3": 0.05964, "Y3": 0.8518, "X4": 0.05964, "Y4": 0.8898, "page": 0, "Index": 307}, {"Word": "aroma", "Confidence": 0.621, "X1": 0.06657, "Y1": 0.8392, "X2": 0.10402, "Y2": 0.839, "X3": 0.10402, "Y3": 0.8508, "X4": 0.06657, "Y4": 0.8508, "page": 0, "Index": 308}, {"Word": "and", "Confidence": 0.883, "X1": 0.1068, "Y1": 0.8392, "X2": 0.13037, "Y2": 0.839, "X3": 0.13037, "Y3": 0.8508, "X4": 0.1068, "Y4": 0.8508, "page": 0, "Index": 309}, {"Word": "taste", "Confidence": 0.674, "X1": 0.13315, "Y1": 0.8392, "X2": 0.16366, "Y2": 0.839, "X3": 0.16366, "Y3": 0.8508, "X4": 0.13315, "Y4": 0.8508, "page": 0, "Index": 310}, {"Word": "of", "Confidence": 0.969, "X1": 0.16644, "Y1": 0.8392, "X2": 0.18031, "Y2": 0.839, "X3": 0.18031, "Y3": 0.8508, "X4": 0.16644, "Y4": 0.8508, "page": 0, "Index": 311}, {"Word": "a", "Confidence": 0.92, "X1": 0.18447, "Y1": 0.8392, "X2": 0.19001, "Y2": 0.839, "X3": 0.18863, "Y3": 0.8508, "X4": 0.18308, "Y4": 0.8508, "page": 0, "Index": 312}, {"Word": "blended", "Confidence": 0.53, "X1": 0.19279, "Y1": 0.8382, "X2": 0.24411, "Y2": 0.838, "X3": 0.24272, "Y3": 0.8508, "X4": 0.19279, "Y4": 0.8508, "page": 0, "Index": 313}, {"Word": "tobacco", "Confidence": 0.804, "X1": 0.24688, "Y1": 0.8382, "X2": 0.29681, "Y2": 0.838, "X3": 0.29681, "Y3": 0.8508, "X4": 0.24688, "Y4": 0.8508, "page": 0, "Index": 314}, {"Word": "smoking", "Confidence": 0.901, "X1": 0.30097, "Y1": 0.8382, "X2": 0.35368, "Y2": 0.838, "X3": 0.35229, "Y3": 0.8508, "X4": 0.29958, "Y4": 0.8508, "page": 0, "Index": 315}, {"Word": "article", "Confidence": 0.629, "X1": 0.35645, "Y1": 0.8382, "X2": 0.39528, "Y2": 0.838, "X3": 0.3939, "Y3": 0.8498, "X4": 0.35645, "Y4": 0.8508, "page": 0, "Index": 316}, {"Word": "and", "Confidence": 0.998, "X1": 0.39806, "Y1": 0.8382, "X2": 0.42164, "Y2": 0.838, "X3": 0.42025, "Y3": 0.8498, "X4": 0.39806, "Y4": 0.8498, "page": 0, "Index": 317}, {"Word": "may", "Confidence": 0.886, "X1": 0.42441, "Y1": 0.8382, "X2": 0.45492, "Y2": 0.838, "X3": 0.45354, "Y3": 0.8498, "X4": 0.42302, "Y4": 0.8498, "page": 0, "Index": 318}, {"Word": "be", "Confidence": 0.886, "X1": 0.06657, "Y1": 0.8512, "X2": 0.08044, "Y2": 0.851, "X3": 0.07906, "Y3": 0.8628, "X4": 0.06519, "Y4": 0.8628, "page": 0, "Index": 319}, {"Word": "substituted", "Confidence": 0.869, "X1": 0.08322, "Y1": 0.8512, "X2": 0.15395, "Y2": 0.851, "X3": 0.15257, "Y3": 0.8628, "X4": 0.08322, "Y4": 0.8628, "page": 0, "Index": 320}, {"Word": "in", "Confidence": 0.998, "X1": 0.15673, "Y1": 0.8512, "X2": 0.16782, "Y2": 0.851, "X3": 0.16644, "Y3": 0.8628, "X4": 0.15673, "Y4": 0.8628, "page": 0, "Index": 321}, {"Word": "whole", "Confidence": 0.963, "X1": 0.17198, "Y1": 0.8512, "X2": 0.20943, "Y2": 0.851, "X3": 0.20804, "Y3": 0.8628, "X4": 0.1706, "Y4": 0.8628, "page": 0, "Index": 322}, {"Word": "or", "Confidence": 0.993, "X1": 0.21359, "Y1": 0.8512, "X2": 0.22469, "Y2": 0.851, "X3": 0.22469, "Y3": 0.8628, "X4": 0.21221, "Y4": 0.8628, "page": 0, "Index": 323}, {"Word": "in", "Confidence": 0.998, "X1": 0.22885, "Y1": 0.8512, "X2": 0.23994, "Y2": 0.851, "X3": 0.23994, "Y3": 0.8628, "X4": 0.22746, "Y4": 0.8628, "page": 0, "Index": 324}, {"Word": "part", "Confidence": 0.836, "X1": 0.24411, "Y1": 0.8512, "X2": 0.26768, "Y2": 0.851, "X3": 0.2663, "Y3": 0.8628, "X4": 0.24272, "Y4": 0.8628, "page": 0, "Index": 325}, {"Word": "for", "Confidence": 0.998, "X1": 0.27184, "Y1": 0.8512, "X2": 0.28849, "Y2": 0.851, "X3": 0.2871, "Y3": 0.8628, "X4": 0.27046, "Y4": 0.8628, "page": 0, "Index": 326}, {"Word": "burley", "Confidence": 0.613, "X1": 0.29265, "Y1": 0.8512, "X2": 0.3301, "Y2": 0.851, "X3": 0.32871, "Y3": 0.8628, "X4": 0.29126, "Y4": 0.8628, "page": 0, "Index": 327}, {"Word": "tobacco", "Confidence": 0.861, "X1": 0.33426, "Y1": 0.8512, "X2": 0.3828, "Y2": 0.851, "X3": 0.38141, "Y3": 0.8628, "X4": 0.33287, "Y4": 0.8628, "page": 0, "Index": 328}, {"Word": "in", "Confidence": 0.998, "X1": 0.38696, "Y1": 0.8512, "X2": 0.39806, "Y2": 0.851, "X3": 0.39667, "Y3": 0.8628, "X4": 0.38558, "Y4": 0.8628, "page": 0, "Index": 329}, {"Word": "blended", "Confidence": 0.889, "X1": 0.40083, "Y1": 0.8512, "X2": 0.45354, "Y2": 0.851, "X3": 0.45215, "Y3": 0.8618, "X4": 0.39945, "Y4": 0.8628, "page": 0, "Index": 330}, {"Word": "tobaccos", "Confidence": 0.806, "X1": 0.06519, "Y1": 0.8652, "X2": 0.12344, "Y2": 0.865, "X3": 0.12205, "Y3": 0.8758, "X4": 0.06519, "Y4": 0.8758, "page": 0, "Index": 331}, {"Word": "while", "Confidence": 0.97, "X1": 0.12621, "Y1": 0.8652, "X2": 0.16089, "Y2": 0.865, "X3": 0.16089, "Y3": 0.8758, "X4": 0.12621, "Y4": 0.8758, "page": 0, "Index": 332}, {"Word": "substantially", "Confidence": 0.469, "X1": 0.16366, "Y1": 0.8642, "X2": 0.24549, "Y2": 0.864, "X3": 0.24411, "Y3": 0.8758, "X4": 0.16366, "Y4": 0.8758, "page": 0, "Index": 333}, {"Word": "maintaining", "Confidence": 0.797, "X1": 0.24827, "Y1": 0.8642, "X2": 0.32316, "Y2": 0.864, "X3": 0.32178, "Y3": 0.8758, "X4": 0.24688, "Y4": 0.8758, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.991, "X1": 0.32594, "Y1": 0.8642, "X2": 0.34535, "Y2": 0.864, "X3": 0.34535, "Y3": 0.8758, "X4": 0.32455, "Y4": 0.8758, "page": 0, "Index": 335}, {"Word": "subjective", "Confidence": 0.862, "X1": 0.34813, "Y1": 0.8642, "X2": 0.41331, "Y2": 0.864, "X3": 0.41193, "Y3": 0.8758, "X4": 0.34813, "Y4": 0.8758, "page": 0, "Index": 336}, {"Word": "quali-", "Confidence": 0.846, "X1": 0.41609, "Y1": 0.8642, "X2": 0.45631, "Y2": 0.864, "X3": 0.45492, "Y3": 0.8748, "X4": 0.4147, "Y4": 0.8758, "page": 0, "Index": 337}, {"Word": "ties", "Confidence": 0.784, "X1": 0.06519, "Y1": 0.8762, "X2": 0.08877, "Y2": 0.876, "X3": 0.08877, "Y3": 0.8878, "X4": 0.06519, "Y4": 0.8878, "page": 0, "Index": 338}, {"Word": "of", "Confidence": 0.936, "X1": 0.09154, "Y1": 0.8762, "X2": 0.10402, "Y2": 0.876, "X3": 0.10402, "Y3": 0.8878, "X4": 0.09154, "Y4": 0.8878, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.998, "X1": 0.1068, "Y1": 0.8762, "X2": 0.1276, "Y2": 0.876, "X3": 0.1276, "Y3": 0.8878, "X4": 0.1068, "Y4": 0.8878, "page": 0, "Index": 340}, {"Word": "burley", "Confidence": 0.622, "X1": 0.13037, "Y1": 0.8762, "X2": 0.17198, "Y2": 0.876, "X3": 0.17198, "Y3": 0.8878, "X4": 0.13037, "Y4": 0.8878, "page": 0, "Index": 341}, {"Word": "tobacco", "Confidence": 0.795, "X1": 0.17614, "Y1": 0.8762, "X2": 0.22746, "Y2": 0.876, "X3": 0.22746, "Y3": 0.8878, "X4": 0.17476, "Y4": 0.8878, "page": 0, "Index": 342}, {"Word": "and", "Confidence": 0.998, "X1": 0.23162, "Y1": 0.8762, "X2": 0.2552, "Y2": 0.876, "X3": 0.2552, "Y3": 0.8878, "X4": 0.23024, "Y4": 0.8878, "page": 0, "Index": 343}, {"Word": "vel.", "Confidence": 0.556, "X1": 0.25798, "Y1": 0.8762, "X2": 0.28433, "Y2": 0.876, "X3": 0.28433, "Y3": 0.8878, "X4": 0.25798, "Y4": 0.8878, "page": 0, "Index": 344}, {"Word": "as", "Confidence": 0.941, "X1": 0.2871, "Y1": 0.8762, "X2": 0.30097, "Y2": 0.876, "X3": 0.30097, "Y3": 0.8878, "X4": 0.2871, "Y4": 0.8878, "page": 0, "Index": 345}, {"Word": "compared", "Confidence": 0.883, "X1": 0.30513, "Y1": 0.8762, "X2": 0.36755, "Y2": 0.876, "X3": 0.36616, "Y3": 0.8878, "X4": 0.30374, "Y4": 0.8878, "page": 0, "Index": 346}, {"Word": "to", "Confidence": 0.927, "X1": 0.37032, "Y1": 0.8762, "X2": 0.38558, "Y2": 0.876, "X3": 0.38419, "Y3": 0.8878, "X4": 0.37032, "Y4": 0.8878, "page": 0, "Index": 347}, {"Word": "the", "Confidence": 0.875, "X1": 0.38835, "Y1": 0.8762, "X2": 0.40915, "Y2": 0.876, "X3": 0.40777, "Y3": 0.8878, "X4": 0.38835, "Y4": 0.8878, "page": 0, "Index": 348}, {"Word": "burley", "Confidence": 0.621, "X1": 0.41193, "Y1": 0.8772, "X2": 0.45492, "Y2": 0.877, "X3": 0.45354, "Y3": 0.8878, "X4": 0.41054, "Y4": 0.8878, "page": 0, "Index": 349}, {"Word": "0", "Confidence": 0.87, "X1": 0.03329, "Y1": 0.9052, "X2": 0.03329, "Y2": 0.905, "X3": 0.05964, "Y3": 0.9038, "X4": 0.05964, "Y4": 0.9138, "page": 0, "Index": 350}, {"Word": "tobacco-containing", "Confidence": 0.324, "X1": 0.0638, "Y1": 0.8882, "X2": 0.18724, "Y2": 0.888, "X3": 0.18585, "Y3": 0.8998, "X4": 0.0638, "Y4": 0.8998, "page": 0, "Index": 351}, {"Word": "blends,", "Confidence": 0.61, "X1": 0.19001, "Y1": 0.8882, "X2": 0.23717, "Y2": 0.888, "X3": 0.23578, "Y3": 0.8998, "X4": 0.19001, "Y4": 0.8998, "page": 0, "Index": 352}, {"Word": "provides", "Confidence": 0.904, "X1": 0.23994, "Y1": 0.8882, "X2": 0.29542, "Y2": 0.888, "X3": 0.29404, "Y3": 0.8998, "X4": 0.23994, "Y4": 0.8998, "page": 0, "Index": 353}, {"Word": "a", "Confidence": 0.277, "X1": 0.2982, "Y1": 0.8882, "X2": 0.30652, "Y2": 0.888, "X3": 0.30513, "Y3": 0.8998, "X4": 0.2982, "Y4": 0.8998, "page": 0, "Index": 354}, {"Word": "reduced", "Confidence": 0.668, "X1": 0.30929, "Y1": 0.8882, "X2": 0.36061, "Y2": 0.888, "X3": 0.35922, "Y3": 0.8998, "X4": 0.30791, "Y4": 0.8998, "page": 0, "Index": 355}, {"Word": "NO", "Confidence": 0.904, "X1": 0.36338, "Y1": 0.8882, "X2": 0.38419, "Y2": 0.888, "X3": 0.3828, "Y3": 0.8998, "X4": 0.362, "Y4": 0.8998, "page": 0, "Index": 356}, {"Word": "content", "Confidence": 0.624, "X1": 0.38696, "Y1": 0.8882, "X2": 0.43689, "Y2": 0.888, "X3": 0.43551, "Y3": 0.8998, "X4": 0.38696, "Y4": 0.8998, "page": 0, "Index": 357}, {"Word": "in", "Confidence": 0.997, "X1": 0.44105, "Y1": 0.8882, "X2": 0.45492, "Y2": 0.888, "X3": 0.45354, "Y3": 0.8998, "X4": 0.43967, "Y4": 0.8998, "page": 0, "Index": 358}, {"Word": "the", "Confidence": 0.829, "X1": 0.06519, "Y1": 0.9012, "X2": 0.08599, "Y2": 0.901, "X3": 0.08599, "Y3": 0.9128, "X4": 0.06519, "Y4": 0.9128, "page": 0, "Index": 359}, {"Word": "smoke.", "Confidence": 0.663, "X1": 0.08877, "Y1": 0.9022, "X2": 0.14008, "Y2": 0.902, "X3": 0.1387, "Y3": 0.9128, "X4": 0.08877, "Y4": 0.9128, "page": 0, "Index": 360}, {"Word": "EP", "Confidence": 0.998, "X1": 0.03329, "Y1": 0.9292, "X2": 0.03329, "Y2": 0.929, "X3": 0.05964, "Y3": 0.9288, "X4": 0.05964, "Y4": 0.9538, "page": 0, "Index": 361}, {"Word": "ACTORUM", "Confidence": 0.908, "X1": 0.43135, "Y1": 0.9722, "X2": 0.48405, "Y2": 0.972, "X3": 0.48266, "Y3": 0.9828, "X4": 0.42996, "Y4": 0.9828, "page": 0, "Index": 362}, {"Word": "AG", "Confidence": 0.933, "X1": 0.48821, "Y1": 0.9722, "X2": 0.50485, "Y2": 0.972, "X3": 0.50485, "Y3": 0.9828, "X4": 0.48682, "Y4": 0.9828, "page": 0, "Index": 363}, {"Word": "107570321", "Confidence": 0.995, "X1": 0.9473, "Y1": 0.9962, "X2": 0.95007, "Y2": 0.996, "X3": 0.9154, "Y3": 0.9948, "X4": 0.91401, "Y4": 0.8778, "page": 0, "Index": 364}]}
|
"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"
|
ffpn0104
| 0 |
{"lines_data": [{"Word": "January 14, 1981", "Confidence": 0.96067, "X1": 0.49141, "Y1": 0.2142, "X2": 0.69353, "Y2": 0.214, "X3": 0.69353, "Y3": 0.2318, "X4": 0.49141, "Y4": 0.2338, "page": 0}, {"Word": "Patrick M. Birridge, Esq.", "Confidence": 0.8635, "X1": 0.13474, "Y1": 0.3292, "X2": 0.4465, "Y2": 0.329, "X3": 0.4465, "Y3": 0.3448, "X4": 0.13342, "Y4": 0.3418, "page": 0}, {"Word": "Shook, Hardy & Bacon\"", "Confidence": 0.62675, "X1": 0.12946, "Y1": 0.3452, "X2": 0.40026, "Y2": 0.345, "X3": 0.40026, "Y3": 0.3608, "X4": 0.12946, "Y4": 0.3588, "page": 0}, {"Word": "1101 Walnut", "Confidence": 0.987, "X1": 0.12814, "Y1": 0.3612, "X2": 0.27609, "Y2": 0.361, "X3": 0.27609, "Y3": 0.3748, "X4": 0.12814, "Y4": 0.3738, "page": 0}, {"Word": "Kansas City, Missouri", "Confidence": 0.576, "X1": 0.1255, "Y1": 0.3742, "X2": 0.40819, "Y2": 0.374, "X3": 0.40819, "Y3": 0.3918, "X4": 0.1255, "Y4": 0.3918, "page": 0}, {"Word": "64106", "Confidence": 0.994, "X1": 0.4148, "Y1": 0.3762, "X2": 0.48217, "Y2": 0.376, "X3": 0.48217, "Y3": 0.3918, "X4": 0.4148, "Y4": 0.3918, "page": 0}, {"Word": "Dear Pati", "Confidence": 0.7465, "X1": 0.12946, "Y1": 0.4082, "X2": 0.24439, "Y2": 0.408, "X3": 0.24306, "Y3": 0.4238, "X4": 0.12946, "Y4": 0.4228, "page": 0}, {"Word": "Proposed Renewal of CTR Special Project", "Confidence": 0.97433, "X1": 0.20343, "Y1": 0.4392, "X2": 0.70013, "Y2": 0.439, "X3": 0.70013, "Y3": 0.4588, "X4": 0.20343, "Y4": 0.4568, "page": 0}, {"Word": "\"Adaption to Components of Tobacco Smoke\"", "Confidence": 0.92067, "X1": 0.19551, "Y1": 0.4712, "X2": 0.7041, "Y2": 0.471, "X3": 0.7041, "Y3": 0.4888, "X4": 0.19551, "Y4": 0.4868, "page": 0}, {"Word": "Further reference is made to your letter of. Janu-", "Confidence": 0.93533, "X1": 0.19419, "Y1": 0.5042, "X2": 0.83223, "Y2": 0.504, "X3": 0.83091, "Y3": 0.5208, "X4": 0.19419, "Y4": 0.5178, "page": 0}, {"Word": "ary 6, 1981 to Dr. Spears, and our conversations of", "Confidence": 0.924, "X1": 0.12682, "Y1": 0.5202, "X2": 0.77543, "Y2": 0.52, "X3": 0.77543, "Y3": 0.5378, "X4": 0.12682, "Y4": 0.5358, "page": 0}, {"Word": "January 13 and 14.", "Confidence": 0.9955, "X1": 0.12946, "Y1": 0.5322, "X2": 0.35403, "Y2": 0.532, "X3": 0.35403, "Y3": 0.5518, "X4": 0.12946, "Y4": 0.5528, "page": 0}, {"Word": "\" Lorillard will participate in the one-year renewal", "Confidence": 0.93938, "X1": 0.18758, "Y1": 0.5662, "X2": 0.8428, "Y2": 0.566, "X3": 0.8428, "Y3": 0.5858, "X4": 0.18758, "Y4": 0.5838, "page": 0}, {"Word": "at $64,686.", "Confidence": 0.994, "X1": 0.13078, "Y1": 0.5812, "X2": 0.27213, "Y2": 0.581, "X3": 0.27213, "Y3": 0.5988, "X4": 0.13078, "Y4": 0.5998, "page": 0}, {"Word": "Very truly yours.", "Confidence": 0.922, "X1": 0.47688, "Y1": 0.6142, "X2": 0.69485, "Y2": 0.614, "X3": 0.69485, "Y3": 0.6368, "X4": 0.47688, "Y4": 0.6348, "page": 0}, {"Word": "AJS/pm", "Confidence": 0.994, "X1": 0.12682, "Y1": 0.6932, "X2": 0.20872, "Y2": 0.693, "X3": 0.20872, "Y3": 0.7108, "X4": 0.12682, "Y4": 0.7098, "page": 0}, {"Word": "Arthur J. Stevens", "Confidence": 0.99367, "X1": 0.47556, "Y1": 0.6942, "X2": 0.69617, "Y2": 0.694, "X3": 0.69485, "Y3": 0.7128, "X4": 0.47556, "Y4": 0.7108, "page": 0}, {"Word": "CC:", "Confidence": 0.681, "X1": 0.1321, "Y1": 0.7422, "X2": 0.17437, "Y2": 0.742, "X3": 0.17437, "Y3": 0.7558, "X4": 0.1321, "Y4": 0.7558, "page": 0}, {"Word": "Mr. C.H. Judge", "Confidence": 0.83767, "X1": 0.18626, "Y1": 0.7402, "X2": 0.37252, "Y2": 0.74, "X3": 0.37252, "Y3": 0.7578, "X4": 0.18494, "Y4": 0.7568, "page": 0}, {"Word": "Dr. A.W. Spears", "Confidence": 0.98967, "X1": 0.18362, "Y1": 0.7562, "X2": 0.38177, "Y2": 0.756, "X3": 0.38177, "Y3": 0.7728, "X4": 0.18362, "Y4": 0.7728, "page": 0}, {"Word": "Blind Note to CHJ:", "Confidence": 0.98175, "X1": 0.18626, "Y1": 0.7792, "X2": 0.41347, "Y2": 0.779, "X3": 0.41347, "Y3": 0.7938, "X4": 0.18626, "Y4": 0.7928, "page": 0}, {"Word": "As you will see from the second", "Confidence": 0.99286, "X1": 0.42801, "Y1": 0.7802, "X2": 0.82166, "Y2": 0.78, "X3": 0.82166, "Y3": 0.7958, "X4": 0.42801, "Y4": 0.7948, "page": 0}, {"Word": "paragraph of the researcher's letter to Mr. Sirridge;", "Confidence": 0.98875, "X1": 0.18494, "Y1": 0.7952, "X2": 0.84412, "Y2": 0.795, "X3": 0.84412, "Y3": 0.8118, "X4": 0.18494, "Y4": 0.8108, "page": 0}, {"Word": "Dr: Spears' 'comments were extremely helpful.", "Confidence": 0.84367, "X1": 0.18758, "Y1": 0.8112, "X2": 0.7424, "Y2": 0.811, "X3": 0.7424, "Y3": 0.8288, "X4": 0.18758, "Y4": 0.8268, "page": 0}, {"Word": "03752472", "Confidence": 0.994, "X1": 0.93923, "Y1": 0.9392, "X2": 0.93659, "Y2": 0.939, "X3": 0.91413, "Y3": 0.9388, "X4": 0.91678, "Y4": 0.8418, "page": 0}], "words_data": [{"Word": "January", "Confidence": 0.996, "X1": 0.49141, "Y1": 0.2172, "X2": 0.57992, "Y2": 0.217, "X3": 0.57992, "Y3": 0.2328, "X4": 0.49141, "Y4": 0.2338, "page": 0, "Index": 0}, {"Word": "14,", "Confidence": 0.898, "X1": 0.59181, "Y1": 0.2162, "X2": 0.63012, "Y2": 0.216, "X3": 0.6288, "Y3": 0.2328, "X4": 0.59181, "Y4": 0.2328, "page": 0, "Index": 1}, {"Word": "1981", "Confidence": 0.988, "X1": 0.64201, "Y1": 0.2152, "X2": 0.69221, "Y2": 0.215, "X3": 0.69221, "Y3": 0.2328, "X4": 0.64201, "Y4": 0.2328, "page": 0, "Index": 2}, {"Word": "Patrick", "Confidence": 0.979, "X1": 0.13606, "Y1": 0.3282, "X2": 0.21797, "Y2": 0.328, "X3": 0.21664, "Y3": 0.3428, "X4": 0.13474, "Y4": 0.3418, "page": 0, "Index": 3}, {"Word": "M.", "Confidence": 0.779, "X1": 0.22985, "Y1": 0.3282, "X2": 0.2576, "Y2": 0.328, "X3": 0.2576, "Y3": 0.3428, "X4": 0.22985, "Y4": 0.3428, "page": 0, "Index": 4}, {"Word": "Birridge,", "Confidence": 0.848, "X1": 0.26816, "Y1": 0.3292, "X2": 0.38045, "Y2": 0.329, "X3": 0.38177, "Y3": 0.3448, "X4": 0.26816, "Y4": 0.3428, "page": 0, "Index": 5}, {"Word": "Esq.", "Confidence": 0.848, "X1": 0.39102, "Y1": 0.3302, "X2": 0.44386, "Y2": 0.33, "X3": 0.44518, "Y3": 0.3458, "X4": 0.39234, "Y4": 0.3448, "page": 0, "Index": 6}, {"Word": "Shook,", "Confidence": 0.889, "X1": 0.1321, "Y1": 0.3452, "X2": 0.2074, "Y2": 0.345, "X3": 0.20608, "Y3": 0.3588, "X4": 0.13078, "Y4": 0.3588, "page": 0, "Index": 7}, {"Word": "Hardy", "Confidence": 0.885, "X1": 0.21797, "Y1": 0.3452, "X2": 0.28005, "Y2": 0.345, "X3": 0.28005, "Y3": 0.3588, "X4": 0.21797, "Y4": 0.3588, "page": 0, "Index": 8}, {"Word": "&", "Confidence": 0.062, "X1": 0.29458, "Y1": 0.3452, "X2": 0.30515, "Y2": 0.345, "X3": 0.30515, "Y3": 0.3598, "X4": 0.29458, "Y4": 0.3598, "page": 0, "Index": 9}, {"Word": "Bacon\"", "Confidence": 0.671, "X1": 0.31836, "Y1": 0.3472, "X2": 0.39366, "Y2": 0.347, "X3": 0.39366, "Y3": 0.3618, "X4": 0.31836, "Y4": 0.3598, "page": 0, "Index": 10}, {"Word": "1101", "Confidence": 0.981, "X1": 0.13342, "Y1": 0.3602, "X2": 0.18098, "Y2": 0.36, "X3": 0.17966, "Y3": 0.3748, "X4": 0.1321, "Y4": 0.3748, "page": 0, "Index": 11}, {"Word": "Walnut", "Confidence": 0.993, "X1": 0.19155, "Y1": 0.3612, "X2": 0.26948, "Y2": 0.361, "X3": 0.26948, "Y3": 0.3758, "X4": 0.19022, "Y4": 0.3748, "page": 0, "Index": 12}, {"Word": "Kansas", "Confidence": 0.689, "X1": 0.13078, "Y1": 0.3762, "X2": 0.2074, "Y2": 0.376, "X3": 0.20608, "Y3": 0.3908, "X4": 0.12946, "Y4": 0.3898, "page": 0, "Index": 13}, {"Word": "City,", "Confidence": 0.647, "X1": 0.21797, "Y1": 0.3752, "X2": 0.28402, "Y2": 0.375, "X3": 0.28269, "Y3": 0.3918, "X4": 0.21664, "Y4": 0.3918, "page": 0, "Index": 14}, {"Word": "Missouri", "Confidence": 0.392, "X1": 0.29194, "Y1": 0.3742, "X2": 0.39498, "Y2": 0.374, "X3": 0.39366, "Y3": 0.3918, "X4": 0.29062, "Y4": 0.3918, "page": 0, "Index": 15}, {"Word": "64106", "Confidence": 0.994, "X1": 0.42008, "Y1": 0.3752, "X2": 0.48085, "Y2": 0.375, "X3": 0.48085, "Y3": 0.3918, "X4": 0.42008, "Y4": 0.3918, "page": 0, "Index": 16}, {"Word": "Dear", "Confidence": 0.841, "X1": 0.1321, "Y1": 0.4082, "X2": 0.18098, "Y2": 0.408, "X3": 0.17966, "Y3": 0.4218, "X4": 0.1321, "Y4": 0.4208, "page": 0, "Index": 17}, {"Word": "Pati", "Confidence": 0.652, "X1": 0.19419, "Y1": 0.4092, "X2": 0.24439, "Y2": 0.409, "X3": 0.24174, "Y3": 0.4238, "X4": 0.19287, "Y4": 0.4218, "page": 0, "Index": 18}, {"Word": "Proposed", "Confidence": 0.995, "X1": 0.20608, "Y1": 0.4402, "X2": 0.30515, "Y2": 0.44, "X3": 0.30515, "Y3": 0.4548, "X4": 0.20476, "Y4": 0.4548, "page": 0, "Index": 19}, {"Word": "Renewal", "Confidence": 0.994, "X1": 0.31572, "Y1": 0.4402, "X2": 0.40555, "Y2": 0.44, "X3": 0.40555, "Y3": 0.4558, "X4": 0.31572, "Y4": 0.4548, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 0.998, "X1": 0.41612, "Y1": 0.4392, "X2": 0.44386, "Y2": 0.439, "X3": 0.44254, "Y3": 0.4558, "X4": 0.41612, "Y4": 0.4558, "page": 0, "Index": 21}, {"Word": "CTR", "Confidence": 0.993, "X1": 0.45443, "Y1": 0.4392, "X2": 0.49273, "Y2": 0.439, "X3": 0.49273, "Y3": 0.4558, "X4": 0.4531, "Y4": 0.4558, "page": 0, "Index": 22}, {"Word": "Special", "Confidence": 0.93, "X1": 0.5033, "Y1": 0.4392, "X2": 0.59313, "Y2": 0.439, "X3": 0.59313, "Y3": 0.4578, "X4": 0.5033, "Y4": 0.4568, "page": 0, "Index": 23}, {"Word": "Project", "Confidence": 0.936, "X1": 0.6037, "Y1": 0.4402, "X2": 0.69089, "Y2": 0.44, "X3": 0.69089, "Y3": 0.4598, "X4": 0.6037, "Y4": 0.4578, "page": 0, "Index": 24}, {"Word": "\"Adaption", "Confidence": 0.737, "X1": 0.19815, "Y1": 0.4712, "X2": 0.30647, "Y2": 0.471, "X3": 0.30515, "Y3": 0.4868, "X4": 0.19551, "Y4": 0.4868, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.31836, "Y1": 0.4712, "X2": 0.34214, "Y2": 0.471, "X3": 0.34082, "Y3": 0.4878, "X4": 0.31704, "Y4": 0.4868, "page": 0, "Index": 26}, {"Word": "Components", "Confidence": 0.992, "X1": 0.35535, "Y1": 0.4722, "X2": 0.48085, "Y2": 0.472, "X3": 0.47952, "Y3": 0.4878, "X4": 0.35271, "Y4": 0.4878, "page": 0, "Index": 27}, {"Word": "of", "Confidence": 0.992, "X1": 0.49141, "Y1": 0.4722, "X2": 0.51915, "Y2": 0.472, "X3": 0.51783, "Y3": 0.4888, "X4": 0.49009, "Y4": 0.4878, "page": 0, "Index": 28}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.53104, "Y1": 0.4722, "X2": 0.61691, "Y2": 0.472, "X3": 0.61559, "Y3": 0.4888, "X4": 0.5284, "Y4": 0.4888, "page": 0, "Index": 29}, {"Word": "Smoke\"", "Confidence": 0.81, "X1": 0.63012, "Y1": 0.4712, "X2": 0.70542, "Y2": 0.471, "X3": 0.7041, "Y3": 0.4898, "X4": 0.6288, "Y4": 0.4898, "page": 0, "Index": 30}, {"Word": "Further", "Confidence": 0.668, "X1": 0.21664, "Y1": 0.5022, "X2": 0.30515, "Y2": 0.502, "X3": 0.30383, "Y3": 0.5188, "X4": 0.21532, "Y4": 0.5168, "page": 0, "Index": 31}, {"Word": "reference", "Confidence": 0.986, "X1": 0.31704, "Y1": 0.5032, "X2": 0.42933, "Y2": 0.503, "X3": 0.42933, "Y3": 0.5198, "X4": 0.31572, "Y4": 0.5188, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.998, "X1": 0.44122, "Y1": 0.5032, "X2": 0.46631, "Y2": 0.503, "X3": 0.46631, "Y3": 0.5198, "X4": 0.44122, "Y4": 0.5198, "page": 0, "Index": 33}, {"Word": "made", "Confidence": 0.991, "X1": 0.47688, "Y1": 0.5032, "X2": 0.52972, "Y2": 0.503, "X3": 0.52972, "Y3": 0.5208, "X4": 0.47688, "Y4": 0.5198, "page": 0, "Index": 34}, {"Word": "to", "Confidence": 0.998, "X1": 0.54161, "Y1": 0.5032, "X2": 0.56671, "Y2": 0.503, "X3": 0.56671, "Y3": 0.5208, "X4": 0.54161, "Y4": 0.5208, "page": 0, "Index": 35}, {"Word": "your", "Confidence": 0.993, "X1": 0.5786, "Y1": 0.5042, "X2": 0.62748, "Y2": 0.504, "X3": 0.62748, "Y3": 0.5208, "X4": 0.5786, "Y4": 0.5208, "page": 0, "Index": 36}, {"Word": "letter", "Confidence": 0.903, "X1": 0.64069, "Y1": 0.5052, "X2": 0.71466, "Y2": 0.505, "X3": 0.71466, "Y3": 0.5208, "X4": 0.64069, "Y4": 0.5208, "page": 0, "Index": 37}, {"Word": "of.", "Confidence": 0.884, "X1": 0.72523, "Y1": 0.5052, "X2": 0.75826, "Y2": 0.505, "X3": 0.75958, "Y3": 0.5208, "X4": 0.72523, "Y4": 0.5208, "page": 0, "Index": 38}, {"Word": "Janu-", "Confidence": 0.997, "X1": 0.76354, "Y1": 0.5062, "X2": 0.82827, "Y2": 0.506, "X3": 0.82959, "Y3": 0.5208, "X4": 0.76354, "Y4": 0.5208, "page": 0, "Index": 39}, {"Word": "ary", "Confidence": 0.998, "X1": 0.12946, "Y1": 0.5202, "X2": 0.16909, "Y2": 0.52, "X3": 0.16909, "Y3": 0.5348, "X4": 0.12946, "Y4": 0.5348, "page": 0, "Index": 40}, {"Word": "6,", "Confidence": 0.683, "X1": 0.17966, "Y1": 0.5202, "X2": 0.2074, "Y2": 0.52, "X3": 0.20608, "Y3": 0.5358, "X4": 0.17966, "Y4": 0.5358, "page": 0, "Index": 41}, {"Word": "1981", "Confidence": 0.987, "X1": 0.21797, "Y1": 0.5192, "X2": 0.26948, "Y2": 0.519, "X3": 0.26816, "Y3": 0.5368, "X4": 0.21797, "Y4": 0.5358, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.28005, "Y1": 0.5192, "X2": 0.30515, "Y2": 0.519, "X3": 0.30515, "Y3": 0.5368, "X4": 0.28005, "Y4": 0.5368, "page": 0, "Index": 43}, {"Word": "Dr.", "Confidence": 0.927, "X1": 0.3144, "Y1": 0.5192, "X2": 0.35667, "Y2": 0.519, "X3": 0.35667, "Y3": 0.5368, "X4": 0.3144, "Y4": 0.5368, "page": 0, "Index": 44}, {"Word": "Spears,", "Confidence": 0.665, "X1": 0.36592, "Y1": 0.5192, "X2": 0.45707, "Y2": 0.519, "X3": 0.45575, "Y3": 0.5378, "X4": 0.36592, "Y4": 0.5368, "page": 0, "Index": 45}, {"Word": "and", "Confidence": 0.998, "X1": 0.46631, "Y1": 0.5192, "X2": 0.50462, "Y2": 0.519, "X3": 0.50462, "Y3": 0.5378, "X4": 0.46631, "Y4": 0.5378, "page": 0, "Index": 46}, {"Word": "our", "Confidence": 0.995, "X1": 0.51387, "Y1": 0.5192, "X2": 0.55482, "Y2": 0.519, "X3": 0.55482, "Y3": 0.5378, "X4": 0.51387, "Y4": 0.5378, "page": 0, "Index": 47}, {"Word": "conversations", "Confidence": 0.991, "X1": 0.56407, "Y1": 0.5212, "X2": 0.72919, "Y2": 0.521, "X3": 0.72919, "Y3": 0.5378, "X4": 0.56407, "Y4": 0.5378, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.73844, "Y1": 0.5212, "X2": 0.76486, "Y2": 0.521, "X3": 0.76486, "Y3": 0.5378, "X4": 0.73844, "Y4": 0.5378, "page": 0, "Index": 49}, {"Word": "January", "Confidence": 0.995, "X1": 0.13078, "Y1": 0.5352, "X2": 0.21797, "Y2": 0.535, "X3": 0.21797, "Y3": 0.5518, "X4": 0.12946, "Y4": 0.5518, "page": 0, "Index": 50}, {"Word": "13", "Confidence": 0.998, "X1": 0.22985, "Y1": 0.5342, "X2": 0.25627, "Y2": 0.534, "X3": 0.25627, "Y3": 0.5518, "X4": 0.22985, "Y4": 0.5518, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.26684, "Y1": 0.5332, "X2": 0.30647, "Y2": 0.533, "X3": 0.30647, "Y3": 0.5518, "X4": 0.26684, "Y4": 0.5518, "page": 0, "Index": 52}, {"Word": "14.", "Confidence": 0.991, "X1": 0.31836, "Y1": 0.5332, "X2": 0.35403, "Y2": 0.533, "X3": 0.35403, "Y3": 0.5528, "X4": 0.31836, "Y4": 0.5518, "page": 0, "Index": 53}, {"Word": "\"", "Confidence": 0.604, "X1": 0.1889, "Y1": 0.5672, "X2": 0.20211, "Y2": 0.567, "X3": 0.20211, "Y3": 0.5828, "X4": 0.1889, "Y4": 0.5818, "page": 0, "Index": 54}, {"Word": "Lorillard", "Confidence": 0.991, "X1": 0.214, "Y1": 0.5662, "X2": 0.33025, "Y2": 0.566, "X3": 0.33157, "Y3": 0.5838, "X4": 0.214, "Y4": 0.5828, "page": 0, "Index": 55}, {"Word": "will", "Confidence": 0.989, "X1": 0.3395, "Y1": 0.5652, "X2": 0.39366, "Y2": 0.565, "X3": 0.39366, "Y3": 0.5848, "X4": 0.3395, "Y4": 0.5838, "page": 0, "Index": 56}, {"Word": "participate", "Confidence": 0.991, "X1": 0.40159, "Y1": 0.5662, "X2": 0.54161, "Y2": 0.566, "X3": 0.54161, "Y3": 0.5858, "X4": 0.40291, "Y4": 0.5848, "page": 0, "Index": 57}, {"Word": "in", "Confidence": 0.998, "X1": 0.5535, "Y1": 0.5662, "X2": 0.5786, "Y2": 0.566, "X3": 0.5786, "Y3": 0.5858, "X4": 0.5535, "Y4": 0.5858, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.998, "X1": 0.59049, "Y1": 0.5662, "X2": 0.6288, "Y2": 0.566, "X3": 0.6288, "Y3": 0.5858, "X4": 0.59049, "Y4": 0.5858, "page": 0, "Index": 59}, {"Word": "one-year", "Confidence": 0.987, "X1": 0.63804, "Y1": 0.5672, "X2": 0.74108, "Y2": 0.567, "X3": 0.74108, "Y3": 0.5858, "X4": 0.63804, "Y4": 0.5858, "page": 0, "Index": 60}, {"Word": "renewal", "Confidence": 0.957, "X1": 0.75033, "Y1": 0.5692, "X2": 0.84016, "Y2": 0.569, "X3": 0.84016, "Y3": 0.5858, "X4": 0.75033, "Y4": 0.5858, "page": 0, "Index": 61}, {"Word": "at", "Confidence": 0.997, "X1": 0.1321, "Y1": 0.5832, "X2": 0.15588, "Y2": 0.583, "X3": 0.15588, "Y3": 0.5988, "X4": 0.1321, "Y4": 0.5998, "page": 0, "Index": 62}, {"Word": "$64,686.", "Confidence": 0.991, "X1": 0.16645, "Y1": 0.5812, "X2": 0.27081, "Y2": 0.581, "X3": 0.26948, "Y3": 0.5988, "X4": 0.16645, "Y4": 0.5988, "page": 0, "Index": 63}, {"Word": "Very", "Confidence": 0.986, "X1": 0.47952, "Y1": 0.6142, "X2": 0.53104, "Y2": 0.614, "X3": 0.53104, "Y3": 0.6348, "X4": 0.47952, "Y4": 0.6338, "page": 0, "Index": 64}, {"Word": "truly", "Confidence": 0.995, "X1": 0.54029, "Y1": 0.6142, "X2": 0.60502, "Y2": 0.614, "X3": 0.60502, "Y3": 0.6358, "X4": 0.54029, "Y4": 0.6348, "page": 0, "Index": 65}, {"Word": "yours.", "Confidence": 0.785, "X1": 0.61295, "Y1": 0.6152, "X2": 0.69353, "Y2": 0.615, "X3": 0.69221, "Y3": 0.6368, "X4": 0.61162, "Y4": 0.6358, "page": 0, "Index": 66}, {"Word": "AJS/pm", "Confidence": 0.994, "X1": 0.12946, "Y1": 0.6942, "X2": 0.20608, "Y2": 0.694, "X3": 0.20608, "Y3": 0.7118, "X4": 0.12814, "Y4": 0.7108, "page": 0, "Index": 67}, {"Word": "Arthur", "Confidence": 0.996, "X1": 0.4782, "Y1": 0.6942, "X2": 0.55482, "Y2": 0.694, "X3": 0.5535, "Y3": 0.7118, "X4": 0.47556, "Y4": 0.7108, "page": 0, "Index": 68}, {"Word": "J.", "Confidence": 0.991, "X1": 0.56407, "Y1": 0.6942, "X2": 0.59313, "Y2": 0.694, "X3": 0.59181, "Y3": 0.7118, "X4": 0.56407, "Y4": 0.7118, "page": 0, "Index": 69}, {"Word": "Stevens", "Confidence": 0.994, "X1": 0.59974, "Y1": 0.6952, "X2": 0.69089, "Y2": 0.695, "X3": 0.69089, "Y3": 0.7128, "X4": 0.59841, "Y4": 0.7118, "page": 0, "Index": 70}, {"Word": "CC:", "Confidence": 0.681, "X1": 0.1321, "Y1": 0.7422, "X2": 0.16645, "Y2": 0.742, "X3": 0.16777, "Y3": 0.7558, "X4": 0.1321, "Y4": 0.7558, "page": 0, "Index": 71}, {"Word": "Mr.", "Confidence": 0.964, "X1": 0.19155, "Y1": 0.7412, "X2": 0.2325, "Y2": 0.741, "X3": 0.23118, "Y3": 0.7568, "X4": 0.1889, "Y4": 0.7568, "page": 0, "Index": 72}, {"Word": "C.H.", "Confidence": 0.605, "X1": 0.24042, "Y1": 0.7412, "X2": 0.29326, "Y2": 0.741, "X3": 0.29326, "Y3": 0.7578, "X4": 0.2391, "Y4": 0.7568, "page": 0, "Index": 73}, {"Word": "Judge", "Confidence": 0.944, "X1": 0.30383, "Y1": 0.7412, "X2": 0.36856, "Y2": 0.741, "X3": 0.36856, "Y3": 0.7588, "X4": 0.30383, "Y4": 0.7578, "page": 0, "Index": 74}, {"Word": "Dr.", "Confidence": 0.991, "X1": 0.1889, "Y1": 0.7572, "X2": 0.23118, "Y2": 0.757, "X3": 0.2325, "Y3": 0.7738, "X4": 0.1889, "Y4": 0.7728, "page": 0, "Index": 75}, {"Word": "A.W.", "Confidence": 0.987, "X1": 0.24042, "Y1": 0.7582, "X2": 0.29326, "Y2": 0.758, "X3": 0.29458, "Y3": 0.7738, "X4": 0.24042, "Y4": 0.7738, "page": 0, "Index": 76}, {"Word": "Spears", "Confidence": 0.991, "X1": 0.30251, "Y1": 0.7562, "X2": 0.37913, "Y2": 0.756, "X3": 0.38045, "Y3": 0.7728, "X4": 0.30251, "Y4": 0.7738, "page": 0, "Index": 77}, {"Word": "Blind", "Confidence": 0.993, "X1": 0.18758, "Y1": 0.7782, "X2": 0.24703, "Y2": 0.778, "X3": 0.24571, "Y3": 0.7938, "X4": 0.18626, "Y4": 0.7938, "page": 0, "Index": 78}, {"Word": "Note", "Confidence": 0.989, "X1": 0.2576, "Y1": 0.7782, "X2": 0.30911, "Y2": 0.778, "X3": 0.30779, "Y3": 0.7938, "X4": 0.2576, "Y4": 0.7938, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.998, "X1": 0.32232, "Y1": 0.7792, "X2": 0.34742, "Y2": 0.779, "X3": 0.3461, "Y3": 0.7948, "X4": 0.32232, "Y4": 0.7938, "page": 0, "Index": 80}, {"Word": "CHJ:", "Confidence": 0.947, "X1": 0.35799, "Y1": 0.7792, "X2": 0.40951, "Y2": 0.779, "X3": 0.40951, "Y3": 0.7948, "X4": 0.35799, "Y4": 0.7948, "page": 0, "Index": 81}, {"Word": "As", "Confidence": 0.997, "X1": 0.43197, "Y1": 0.7802, "X2": 0.45839, "Y2": 0.78, "X3": 0.45707, "Y3": 0.7958, "X4": 0.43065, "Y4": 0.7958, "page": 0, "Index": 82}, {"Word": "you", "Confidence": 0.998, "X1": 0.4716, "Y1": 0.7802, "X2": 0.50859, "Y2": 0.78, "X3": 0.50727, "Y3": 0.7958, "X4": 0.47028, "Y4": 0.7958, "page": 0, "Index": 83}, {"Word": "will", "Confidence": 0.987, "X1": 0.51783, "Y1": 0.7802, "X2": 0.57067, "Y2": 0.78, "X3": 0.57067, "Y3": 0.7958, "X4": 0.51783, "Y4": 0.7958, "page": 0, "Index": 84}, {"Word": "see", "Confidence": 0.998, "X1": 0.58256, "Y1": 0.7812, "X2": 0.61955, "Y2": 0.781, "X3": 0.61955, "Y3": 0.7958, "X4": 0.58256, "Y4": 0.7958, "page": 0, "Index": 85}, {"Word": "from", "Confidence": 0.982, "X1": 0.63276, "Y1": 0.7812, "X2": 0.68032, "Y2": 0.781, "X3": 0.68164, "Y3": 0.7968, "X4": 0.63276, "Y4": 0.7958, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.991, "X1": 0.69353, "Y1": 0.7812, "X2": 0.73052, "Y2": 0.781, "X3": 0.73184, "Y3": 0.7968, "X4": 0.69485, "Y4": 0.7968, "page": 0, "Index": 87}, {"Word": "second", "Confidence": 0.997, "X1": 0.74373, "Y1": 0.7802, "X2": 0.81902, "Y2": 0.78, "X3": 0.82034, "Y3": 0.7968, "X4": 0.74505, "Y4": 0.7968, "page": 0, "Index": 88}, {"Word": "paragraph", "Confidence": 0.994, "X1": 0.18626, "Y1": 0.7962, "X2": 0.2959, "Y2": 0.796, "X3": 0.2959, "Y3": 0.8108, "X4": 0.18626, "Y4": 0.8108, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.992, "X1": 0.30911, "Y1": 0.7962, "X2": 0.33554, "Y2": 0.796, "X3": 0.33554, "Y3": 0.8118, "X4": 0.30779, "Y4": 0.8108, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.998, "X1": 0.34742, "Y1": 0.7972, "X2": 0.38309, "Y2": 0.797, "X3": 0.38309, "Y3": 0.8118, "X4": 0.34742, "Y4": 0.8118, "page": 0, "Index": 91}, {"Word": "researcher's", "Confidence": 0.991, "X1": 0.3963, "Y1": 0.7972, "X2": 0.54425, "Y2": 0.797, "X3": 0.54425, "Y3": 0.8118, "X4": 0.3963, "Y4": 0.8118, "page": 0, "Index": 92}, {"Word": "letter", "Confidence": 0.997, "X1": 0.55746, "Y1": 0.7972, "X2": 0.63276, "Y2": 0.797, "X3": 0.63276, "Y3": 0.8118, "X4": 0.55746, "Y4": 0.8118, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.64597, "Y1": 0.7972, "X2": 0.66975, "Y2": 0.797, "X3": 0.66975, "Y3": 0.8118, "X4": 0.64597, "Y4": 0.8118, "page": 0, "Index": 94}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.679, "Y1": 0.7962, "X2": 0.72259, "Y2": 0.796, "X3": 0.72259, "Y3": 0.8118, "X4": 0.68032, "Y4": 0.8118, "page": 0, "Index": 95}, {"Word": "Sirridge;", "Confidence": 0.942, "X1": 0.73184, "Y1": 0.7962, "X2": 0.84544, "Y2": 0.796, "X3": 0.84544, "Y3": 0.8128, "X4": 0.73184, "Y4": 0.8118, "page": 0, "Index": 96}, {"Word": "Dr:", "Confidence": 0.682, "X1": 0.1889, "Y1": 0.8112, "X2": 0.22457, "Y2": 0.811, "X3": 0.22325, "Y3": 0.8268, "X4": 0.1889, "Y4": 0.8268, "page": 0, "Index": 97}, {"Word": "Spears'", "Confidence": 0.993, "X1": 0.2325, "Y1": 0.8122, "X2": 0.32232, "Y2": 0.812, "X3": 0.32232, "Y3": 0.8268, "X4": 0.2325, "Y4": 0.8268, "page": 0, "Index": 98}, {"Word": "'comments", "Confidence": 0.416, "X1": 0.32629, "Y1": 0.8122, "X2": 0.43329, "Y2": 0.812, "X3": 0.43329, "Y3": 0.8268, "X4": 0.32629, "Y4": 0.8268, "page": 0, "Index": 99}, {"Word": "were", "Confidence": 0.988, "X1": 0.44386, "Y1": 0.8122, "X2": 0.49406, "Y2": 0.812, "X3": 0.49406, "Y3": 0.8268, "X4": 0.44386, "Y4": 0.8268, "page": 0, "Index": 100}, {"Word": "extremely", "Confidence": 0.994, "X1": 0.50727, "Y1": 0.8122, "X2": 0.61955, "Y2": 0.812, "X3": 0.62087, "Y3": 0.8278, "X4": 0.50727, "Y4": 0.8268, "page": 0, "Index": 101}, {"Word": "helpful.", "Confidence": 0.989, "X1": 0.63012, "Y1": 0.8122, "X2": 0.73316, "Y2": 0.812, "X3": 0.73316, "Y3": 0.8298, "X4": 0.63012, "Y4": 0.8278, "page": 0, "Index": 102}, {"Word": "03752472", "Confidence": 0.994, "X1": 0.93923, "Y1": 0.9352, "X2": 0.93659, "Y2": 0.935, "X3": 0.91413, "Y3": 0.9348, "X4": 0.91678, "Y4": 0.8418, "page": 0, "Index": 103}]}
|
"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"
|
ffpd0206
| 12 |
{"lines_data": [{"Word": "6/3 Repentability and Reproducibility", "Confidence": 0.93, "X1": 0.16522, "Y1": 0.2032, "X2": 0.51304, "Y2": 0.203, "X3": 0.51304, "Y3": 0.2198, "X4": 0.16522, "Y4": 0.2198, "page": 0}, {"Word": "6/3/1 Repeatability", "Confidence": 0.9895, "X1": 0.16377, "Y1": 0.2532, "X2": 0.33623, "Y2": 0.253, "X3": 0.33623, "Y3": 0.2698, "X4": 0.16377, "Y4": 0.2688, "page": 0}, {"Word": "batman", "Confidence": 0.186, "X1": 0.40435, "Y1": 0.2682, "X2": 0.5, "Y2": 0.268, "X3": 0.5, "Y3": 0.2848, "X4": 0.40435, "Y4": 0.2848, "page": 0}, {"Word": "caried The difference is resulting from two separate determinations", "Confidence": 0.85411, "X1": 0.14493, "Y1": 0.2862, "X2": 0.7913, "Y2": 0.286, "X3": 0.7913, "Y3": 0.3048, "X4": 0.14493, "Y4": 0.3088, "page": 0}, {"Word": "observed consecutively on two similar test samples by one analyst and", "Confidence": 0.91955, "X1": 0.16232, "Y1": 0.3042, "X2": 0.7913, "Y2": 0.304, "X3": 0.7913, "Y3": 0.3208, "X4": 0.16232, "Y4": 0.3218, "page": 0}, {"Word": "using the same apparatus in the same laboratory to 0.2% water", "Confidence": 0.979, "X1": 0.16522, "Y1": 0.3212, "X2": 0.78986, "Y2": 0.321, "X3": 0.78986, "Y3": 0.3368, "X4": 0.16522, "Y4": 0.3368, "page": 0}, {"Word": "(mass/mass).", "Confidence": 0.991, "X1": 0.16377, "Y1": 0.3382, "X2": 0.27391, "Y2": 0.338, "X3": 0.27391, "Y3": 0.3548, "X4": 0.16377, "Y4": 0.3548, "page": 0}, {"Word": "shal nete eresod", "Confidence": 0.283, "X1": 0.6, "Y1": 0.3392, "X2": 0.78261, "Y2": 0.339, "X3": 0.78261, "Y3": 0.3578, "X4": 0.6, "Y4": 0.3558, "page": 0}, {"Word": "6/3/2 Reproducibility", "Confidence": 0.9885, "X1": 0.16232, "Y1": 0.3882, "X2": 0.35217, "Y2": 0.388, "X3": 0.35217, "Y3": 0.4048, "X4": 0.16232, "Y4": 0.4048, "page": 0}, {"Word": "Touch", "Confidence": 0.248, "X1": 0.26522, "Y1": 0.4082, "X2": 0.33333, "Y2": 0.408, "X3": 0.33478, "Y3": 0.4208, "X4": 0.26667, "Y4": 0.4248, "page": 0}, {"Word": "Experiments show that the difference between two results held in", "Confidence": 0.9929, "X1": 0.21594, "Y1": 0.4222, "X2": 0.78986, "Y2": 0.422, "X3": 0.78986, "Y3": 0.4388, "X4": 0.21594, "Y4": 0.4388, "page": 0}, {"Word": "two different laboratories on as similar as possible test samples, is", "Confidence": 0.994, "X1": 0.16377, "Y1": 0.4402, "X2": 0.79275, "Y2": 0.44, "X3": 0.79275, "Y3": 0.4568, "X4": 0.16377, "Y4": 0.4558, "page": 0}, {"Word": "acceptable when there-is 0.35% water of less (mass/mass)k", "Confidence": 0.80925, "X1": 0.16232, "Y1": 0.4562, "X2": 0.65942, "Y2": 0.456, "X3": 0.65942, "Y3": 0.4738, "X4": 0.16232, "Y4": 0.4738, "page": 0}, {"Word": "-", "Confidence": 0.811, "X1": 0.03043, "Y1": 0.4872, "X2": 0.02899, "Y2": 0.487, "X3": 0.01739, "Y3": 0.4878, "X4": 0.01884, "Y4": 0.4678, "page": 0}, {"Word": "in the order of", "Confidence": 0.731, "X1": 0.25652, "Y1": 0.4742, "X2": 0.42029, "Y2": 0.474, "X3": 0.42029, "Y3": 0.4928, "X4": 0.25652, "Y4": 0.4898, "page": 0}, {"Word": "7. Assessment of the test", "Confidence": 0.9424, "X1": 0.15652, "Y1": 0.5072, "X2": 0.41159, "Y2": 0.507, "X3": 0.41159, "Y3": 0.5238, "X4": 0.15797, "Y4": 0.5248, "page": 0}, {"Word": "The assessment of the test should include the result produced, also all the", "Confidence": 0.98962, "X1": 0.16377, "Y1": 0.5462, "X2": 0.78841, "Y2": 0.546, "X3": 0.78841, "Y3": 0.5628, "X4": 0.16377, "Y4": 0.5628, "page": 0}, {"Word": "work conditions that have not been defined in the Gulf Standard or are", "Confidence": 0.99362, "X1": 0.16232, "Y1": 0.5632, "X2": 0.78841, "Y2": 0.563, "X3": 0.78841, "Y3": 0.5788, "X4": 0.16232, "Y4": 0.5788, "page": 0}, {"Word": "considered as optional, in addition to all conditions that might affect the", "Confidence": 0.99483, "X1": 0.16232, "Y1": 0.5812, "X2": 0.78841, "Y2": 0.581, "X3": 0.78841, "Y3": 0.5968, "X4": 0.16232, "Y4": 0.5968, "page": 0}, {"Word": "results.", "Confidence": 0.991, "X1": 0.16087, "Y1": 0.5992, "X2": 0.22464, "Y2": 0.599, "X3": 0.22609, "Y3": 0.6128, "X4": 0.16087, "Y4": 0.6138, "page": 0}, {"Word": "800118449", "Confidence": 0.993, "X1": 0.96522, "Y1": 0.9452, "X2": 0.96667, "Y2": 0.945, "X3": 0.93768, "Y3": 0.9448, "X4": 0.93623, "Y4": 0.8348, "page": 0}, {"Word": "212317", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9572, "X2": 0.06522, "Y2": 0.957, "X3": 0.06522, "Y3": 0.9718, "X4": 0.0, "Y4": 0.9728, "page": 0}], "words_data": [{"Word": "6/3", "Confidence": 0.993, "X1": 0.16522, "Y1": 0.2042, "X2": 0.19565, "Y2": 0.204, "X3": 0.1971, "Y3": 0.2198, "X4": 0.16667, "Y4": 0.2208, "page": 0, "Index": 0}, {"Word": "Repentability", "Confidence": 0.77, "X1": 0.21739, "Y1": 0.2042, "X2": 0.33188, "Y2": 0.204, "X3": 0.33188, "Y3": 0.2198, "X4": 0.21884, "Y4": 0.2198, "page": 0, "Index": 1}, {"Word": "and", "Confidence": 0.998, "X1": 0.33623, "Y1": 0.2042, "X2": 0.37101, "Y2": 0.204, "X3": 0.37101, "Y3": 0.2198, "X4": 0.33768, "Y4": 0.2198, "page": 0, "Index": 2}, {"Word": "Reproducibility", "Confidence": 0.959, "X1": 0.37536, "Y1": 0.2042, "X2": 0.51304, "Y2": 0.204, "X3": 0.51304, "Y3": 0.2208, "X4": 0.37681, "Y4": 0.2198, "page": 0, "Index": 3}, {"Word": "6/3/1", "Confidence": 0.994, "X1": 0.16522, "Y1": 0.2532, "X2": 0.21304, "Y2": 0.253, "X3": 0.21304, "Y3": 0.2698, "X4": 0.16377, "Y4": 0.2688, "page": 0, "Index": 4}, {"Word": "Repeatability", "Confidence": 0.985, "X1": 0.21739, "Y1": 0.2542, "X2": 0.33478, "Y2": 0.254, "X3": 0.33478, "Y3": 0.2708, "X4": 0.21739, "Y4": 0.2698, "page": 0, "Index": 5}, {"Word": "batman", "Confidence": 0.186, "X1": 0.4058, "Y1": 0.2692, "X2": 0.49855, "Y2": 0.269, "X3": 0.49855, "Y3": 0.2848, "X4": 0.40435, "Y4": 0.2848, "page": 0, "Index": 6}, {"Word": "caried", "Confidence": 0.195, "X1": 0.14638, "Y1": 0.2912, "X2": 0.21449, "Y2": 0.291, "X3": 0.21304, "Y3": 0.3078, "X4": 0.14638, "Y4": 0.3098, "page": 0, "Index": 7}, {"Word": "The", "Confidence": 0.939, "X1": 0.21884, "Y1": 0.2902, "X2": 0.25507, "Y2": 0.29, "X3": 0.25362, "Y3": 0.3068, "X4": 0.21739, "Y4": 0.3078, "page": 0, "Index": 8}, {"Word": "difference", "Confidence": 0.796, "X1": 0.26232, "Y1": 0.2882, "X2": 0.35217, "Y2": 0.288, "X3": 0.35072, "Y3": 0.3058, "X4": 0.26087, "Y4": 0.3068, "page": 0, "Index": 9}, {"Word": "is", "Confidence": 0.991, "X1": 0.35652, "Y1": 0.2882, "X2": 0.38116, "Y2": 0.288, "X3": 0.38116, "Y3": 0.3048, "X4": 0.35652, "Y4": 0.3058, "page": 0, "Index": 10}, {"Word": "resulting", "Confidence": 0.794, "X1": 0.38696, "Y1": 0.2872, "X2": 0.46812, "Y2": 0.287, "X3": 0.46667, "Y3": 0.3038, "X4": 0.38551, "Y4": 0.3048, "page": 0, "Index": 11}, {"Word": "from", "Confidence": 0.991, "X1": 0.47536, "Y1": 0.2872, "X2": 0.51739, "Y2": 0.287, "X3": 0.51594, "Y3": 0.3038, "X4": 0.47391, "Y4": 0.3038, "page": 0, "Index": 12}, {"Word": "two", "Confidence": 0.996, "X1": 0.52754, "Y1": 0.2872, "X2": 0.56957, "Y2": 0.287, "X3": 0.56957, "Y3": 0.3038, "X4": 0.52609, "Y4": 0.3038, "page": 0, "Index": 13}, {"Word": "separate", "Confidence": 0.994, "X1": 0.57681, "Y1": 0.2872, "X2": 0.65217, "Y2": 0.287, "X3": 0.65072, "Y3": 0.3038, "X4": 0.57536, "Y4": 0.3038, "page": 0, "Index": 14}, {"Word": "determinations", "Confidence": 0.991, "X1": 0.66232, "Y1": 0.2882, "X2": 0.78986, "Y2": 0.288, "X3": 0.78986, "Y3": 0.3048, "X4": 0.66087, "Y4": 0.3038, "page": 0, "Index": 15}, {"Word": "observed", "Confidence": 0.883, "X1": 0.16377, "Y1": 0.3062, "X2": 0.24348, "Y2": 0.306, "X3": 0.24348, "Y3": 0.3198, "X4": 0.16377, "Y4": 0.3208, "page": 0, "Index": 16}, {"Word": "consecutively", "Confidence": 0.296, "X1": 0.24783, "Y1": 0.3052, "X2": 0.36377, "Y2": 0.305, "X3": 0.36377, "Y3": 0.3198, "X4": 0.24783, "Y4": 0.3198, "page": 0, "Index": 17}, {"Word": "on", "Confidence": 0.998, "X1": 0.36812, "Y1": 0.3052, "X2": 0.39275, "Y2": 0.305, "X3": 0.3942, "Y3": 0.3208, "X4": 0.36812, "Y4": 0.3198, "page": 0, "Index": 18}, {"Word": "two", "Confidence": 0.97, "X1": 0.39855, "Y1": 0.3052, "X2": 0.43478, "Y2": 0.305, "X3": 0.43478, "Y3": 0.3208, "X4": 0.39855, "Y4": 0.3208, "page": 0, "Index": 19}, {"Word": "similar", "Confidence": 0.995, "X1": 0.44058, "Y1": 0.3052, "X2": 0.5, "Y2": 0.305, "X3": 0.5, "Y3": 0.3208, "X4": 0.44058, "Y4": 0.3208, "page": 0, "Index": 20}, {"Word": "test", "Confidence": 0.988, "X1": 0.50435, "Y1": 0.3042, "X2": 0.53768, "Y2": 0.304, "X3": 0.53768, "Y3": 0.3208, "X4": 0.50435, "Y4": 0.3208, "page": 0, "Index": 21}, {"Word": "samples", "Confidence": 0.995, "X1": 0.54203, "Y1": 0.3042, "X2": 0.61304, "Y2": 0.304, "X3": 0.61304, "Y3": 0.3208, "X4": 0.54348, "Y4": 0.3208, "page": 0, "Index": 22}, {"Word": "by", "Confidence": 0.998, "X1": 0.61739, "Y1": 0.3042, "X2": 0.64203, "Y2": 0.304, "X3": 0.64203, "Y3": 0.3208, "X4": 0.61739, "Y4": 0.3208, "page": 0, "Index": 23}, {"Word": "one", "Confidence": 0.998, "X1": 0.64638, "Y1": 0.3042, "X2": 0.68261, "Y2": 0.304, "X3": 0.68261, "Y3": 0.3208, "X4": 0.64638, "Y4": 0.3208, "page": 0, "Index": 24}, {"Word": "analyst", "Confidence": 0.996, "X1": 0.68696, "Y1": 0.3052, "X2": 0.74928, "Y2": 0.305, "X3": 0.74928, "Y3": 0.3218, "X4": 0.68696, "Y4": 0.3208, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.998, "X1": 0.75362, "Y1": 0.3052, "X2": 0.78841, "Y2": 0.305, "X3": 0.78841, "Y3": 0.3218, "X4": 0.75362, "Y4": 0.3218, "page": 0, "Index": 26}, {"Word": "using", "Confidence": 0.994, "X1": 0.16522, "Y1": 0.3232, "X2": 0.21159, "Y2": 0.323, "X3": 0.21159, "Y3": 0.3378, "X4": 0.16522, "Y4": 0.3378, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.22319, "Y1": 0.3222, "X2": 0.25362, "Y2": 0.322, "X3": 0.25362, "Y3": 0.3378, "X4": 0.22319, "Y4": 0.3378, "page": 0, "Index": 28}, {"Word": "same", "Confidence": 0.993, "X1": 0.26377, "Y1": 0.3222, "X2": 0.31014, "Y2": 0.322, "X3": 0.31014, "Y3": 0.3378, "X4": 0.26232, "Y4": 0.3378, "page": 0, "Index": 29}, {"Word": "apparatus", "Confidence": 0.995, "X1": 0.32174, "Y1": 0.3222, "X2": 0.40725, "Y2": 0.322, "X3": 0.40725, "Y3": 0.3378, "X4": 0.32174, "Y4": 0.3378, "page": 0, "Index": 30}, {"Word": "in", "Confidence": 0.998, "X1": 0.41594, "Y1": 0.3222, "X2": 0.43623, "Y2": 0.322, "X3": 0.43623, "Y3": 0.3378, "X4": 0.41594, "Y4": 0.3378, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.44783, "Y1": 0.3222, "X2": 0.47826, "Y2": 0.322, "X3": 0.47826, "Y3": 0.3378, "X4": 0.44783, "Y4": 0.3378, "page": 0, "Index": 32}, {"Word": "same", "Confidence": 0.96, "X1": 0.48841, "Y1": 0.3222, "X2": 0.53478, "Y2": 0.322, "X3": 0.53478, "Y3": 0.3378, "X4": 0.48841, "Y4": 0.3378, "page": 0, "Index": 33}, {"Word": "laboratory", "Confidence": 0.992, "X1": 0.54493, "Y1": 0.3222, "X2": 0.63478, "Y2": 0.322, "X3": 0.63478, "Y3": 0.3378, "X4": 0.54493, "Y4": 0.3378, "page": 0, "Index": 34}, {"Word": "to", "Confidence": 0.855, "X1": 0.64638, "Y1": 0.3222, "X2": 0.66667, "Y2": 0.322, "X3": 0.66667, "Y3": 0.3378, "X4": 0.64638, "Y4": 0.3378, "page": 0, "Index": 35}, {"Word": "0.2%", "Confidence": 0.988, "X1": 0.67826, "Y1": 0.3222, "X2": 0.72174, "Y2": 0.322, "X3": 0.72174, "Y3": 0.3378, "X4": 0.67681, "Y4": 0.3378, "page": 0, "Index": 36}, {"Word": "water", "Confidence": 0.998, "X1": 0.73768, "Y1": 0.3222, "X2": 0.7913, "Y2": 0.322, "X3": 0.78986, "Y3": 0.3378, "X4": 0.73768, "Y4": 0.3378, "page": 0, "Index": 37}, {"Word": "(mass/mass).", "Confidence": 0.991, "X1": 0.16522, "Y1": 0.3382, "X2": 0.27391, "Y2": 0.338, "X3": 0.27391, "Y3": 0.3548, "X4": 0.16377, "Y4": 0.3548, "page": 0, "Index": 38}, {"Word": "shal", "Confidence": 0.256, "X1": 0.60145, "Y1": 0.3402, "X2": 0.64203, "Y2": 0.34, "X3": 0.64203, "Y3": 0.3568, "X4": 0.6, "Y4": 0.3568, "page": 0, "Index": 39}, {"Word": "nete", "Confidence": 0.484, "X1": 0.65217, "Y1": 0.3412, "X2": 0.69855, "Y2": 0.341, "X3": 0.6971, "Y3": 0.3568, "X4": 0.65217, "Y4": 0.3568, "page": 0, "Index": 40}, {"Word": "eresod", "Confidence": 0.109, "X1": 0.7029, "Y1": 0.3412, "X2": 0.77971, "Y2": 0.341, "X3": 0.77826, "Y3": 0.3578, "X4": 0.7029, "Y4": 0.3568, "page": 0, "Index": 41}, {"Word": "6/3/2", "Confidence": 0.995, "X1": 0.16377, "Y1": 0.3892, "X2": 0.21159, "Y2": 0.389, "X3": 0.21014, "Y3": 0.4048, "X4": 0.16377, "Y4": 0.4048, "page": 0, "Index": 42}, {"Word": "Reproducibility", "Confidence": 0.982, "X1": 0.21594, "Y1": 0.3882, "X2": 0.35217, "Y2": 0.388, "X3": 0.35072, "Y3": 0.4058, "X4": 0.21594, "Y4": 0.4048, "page": 0, "Index": 43}, {"Word": "Touch", "Confidence": 0.248, "X1": 0.26667, "Y1": 0.4092, "X2": 0.32754, "Y2": 0.409, "X3": 0.32899, "Y3": 0.4218, "X4": 0.26812, "Y4": 0.4248, "page": 0, "Index": 44}, {"Word": "Experiments", "Confidence": 0.986, "X1": 0.21884, "Y1": 0.4232, "X2": 0.32319, "Y2": 0.423, "X3": 0.32464, "Y3": 0.4388, "X4": 0.21884, "Y4": 0.4388, "page": 0, "Index": 45}, {"Word": "show", "Confidence": 0.989, "X1": 0.32754, "Y1": 0.4232, "X2": 0.37101, "Y2": 0.423, "X3": 0.37101, "Y3": 0.4388, "X4": 0.32899, "Y4": 0.4388, "page": 0, "Index": 46}, {"Word": "that", "Confidence": 0.989, "X1": 0.37971, "Y1": 0.4232, "X2": 0.41449, "Y2": 0.423, "X3": 0.41594, "Y3": 0.4388, "X4": 0.37971, "Y4": 0.4388, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.41884, "Y1": 0.4232, "X2": 0.44928, "Y2": 0.423, "X3": 0.44928, "Y3": 0.4388, "X4": 0.42029, "Y4": 0.4388, "page": 0, "Index": 48}, {"Word": "difference", "Confidence": 0.995, "X1": 0.45362, "Y1": 0.4232, "X2": 0.53913, "Y2": 0.423, "X3": 0.54058, "Y3": 0.4388, "X4": 0.45362, "Y4": 0.4388, "page": 0, "Index": 49}, {"Word": "between", "Confidence": 0.996, "X1": 0.54493, "Y1": 0.4232, "X2": 0.61594, "Y2": 0.423, "X3": 0.61594, "Y3": 0.4398, "X4": 0.54493, "Y4": 0.4388, "page": 0, "Index": 50}, {"Word": "two", "Confidence": 0.998, "X1": 0.62029, "Y1": 0.4232, "X2": 0.65507, "Y2": 0.423, "X3": 0.65507, "Y3": 0.4398, "X4": 0.62029, "Y4": 0.4398, "page": 0, "Index": 51}, {"Word": "results", "Confidence": 0.992, "X1": 0.65942, "Y1": 0.4232, "X2": 0.71739, "Y2": 0.423, "X3": 0.71884, "Y3": 0.4398, "X4": 0.65942, "Y4": 0.4398, "page": 0, "Index": 52}, {"Word": "held", "Confidence": 0.988, "X1": 0.72319, "Y1": 0.4232, "X2": 0.76232, "Y2": 0.423, "X3": 0.76377, "Y3": 0.4398, "X4": 0.72319, "Y4": 0.4398, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.4232, "X2": 0.78841, "Y2": 0.423, "X3": 0.78986, "Y3": 0.4398, "X4": 0.76812, "Y4": 0.4398, "page": 0, "Index": 54}, {"Word": "two", "Confidence": 0.995, "X1": 0.16377, "Y1": 0.4412, "X2": 0.19855, "Y2": 0.441, "X3": 0.19855, "Y3": 0.4558, "X4": 0.16377, "Y4": 0.4558, "page": 0, "Index": 55}, {"Word": "different", "Confidence": 0.993, "X1": 0.20725, "Y1": 0.4402, "X2": 0.28406, "Y2": 0.44, "X3": 0.28406, "Y3": 0.4558, "X4": 0.20725, "Y4": 0.4558, "page": 0, "Index": 56}, {"Word": "laboratories", "Confidence": 0.982, "X1": 0.28841, "Y1": 0.4402, "X2": 0.39275, "Y2": 0.44, "X3": 0.39275, "Y3": 0.4568, "X4": 0.28841, "Y4": 0.4558, "page": 0, "Index": 57}, {"Word": "on", "Confidence": 0.998, "X1": 0.4, "Y1": 0.4402, "X2": 0.42319, "Y2": 0.44, "X3": 0.42464, "Y3": 0.4568, "X4": 0.4, "Y4": 0.4568, "page": 0, "Index": 58}, {"Word": "as", "Confidence": 0.998, "X1": 0.43333, "Y1": 0.4402, "X2": 0.45797, "Y2": 0.44, "X3": 0.45797, "Y3": 0.4568, "X4": 0.43333, "Y4": 0.4568, "page": 0, "Index": 59}, {"Word": "similar", "Confidence": 0.995, "X1": 0.46232, "Y1": 0.4402, "X2": 0.52464, "Y2": 0.44, "X3": 0.52609, "Y3": 0.4568, "X4": 0.46377, "Y4": 0.4568, "page": 0, "Index": 60}, {"Word": "as", "Confidence": 0.998, "X1": 0.53188, "Y1": 0.4402, "X2": 0.55507, "Y2": 0.44, "X3": 0.55507, "Y3": 0.4568, "X4": 0.53333, "Y4": 0.4568, "page": 0, "Index": 61}, {"Word": "possible", "Confidence": 0.995, "X1": 0.56087, "Y1": 0.4402, "X2": 0.63478, "Y2": 0.44, "X3": 0.63623, "Y3": 0.4568, "X4": 0.56232, "Y4": 0.4568, "page": 0, "Index": 62}, {"Word": "test", "Confidence": 0.988, "X1": 0.64058, "Y1": 0.4412, "X2": 0.67971, "Y2": 0.441, "X3": 0.68116, "Y3": 0.4568, "X4": 0.64203, "Y4": 0.4568, "page": 0, "Index": 63}, {"Word": "samples,", "Confidence": 0.994, "X1": 0.68406, "Y1": 0.4412, "X2": 0.76232, "Y2": 0.441, "X3": 0.76377, "Y3": 0.4568, "X4": 0.68551, "Y4": 0.4568, "page": 0, "Index": 64}, {"Word": "is", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.4412, "X2": 0.78841, "Y2": 0.441, "X3": 0.78986, "Y3": 0.4568, "X4": 0.76957, "Y4": 0.4568, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.811, "X1": 0.03043, "Y1": 0.4712, "X2": 0.03043, "Y2": 0.471, "X3": 0.01884, "Y3": 0.4708, "X4": 0.01884, "Y4": 0.4668, "page": 0, "Index": 66}, {"Word": "acceptable", "Confidence": 0.996, "X1": 0.16377, "Y1": 0.4572, "X2": 0.25217, "Y2": 0.457, "X3": 0.25072, "Y3": 0.4738, "X4": 0.16377, "Y4": 0.4738, "page": 0, "Index": 67}, {"Word": "when", "Confidence": 1, "X1": 0.25652, "Y1": 0.4572, "X2": 0.3029, "Y2": 0.457, "X3": 0.3029, "Y3": 0.4728, "X4": 0.25652, "Y4": 0.4738, "page": 0, "Index": 68}, {"Word": "there-is", "Confidence": 0.705, "X1": 0.30725, "Y1": 0.4572, "X2": 0.36667, "Y2": 0.457, "X3": 0.36667, "Y3": 0.4728, "X4": 0.30725, "Y4": 0.4728, "page": 0, "Index": 69}, {"Word": "0.35%", "Confidence": 0.367, "X1": 0.37101, "Y1": 0.4562, "X2": 0.42754, "Y2": 0.456, "X3": 0.42754, "Y3": 0.4728, "X4": 0.37101, "Y4": 0.4728, "page": 0, "Index": 70}, {"Word": "water", "Confidence": 1, "X1": 0.43188, "Y1": 0.4562, "X2": 0.47826, "Y2": 0.456, "X3": 0.47826, "Y3": 0.4728, "X4": 0.43188, "Y4": 0.4728, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.968, "X1": 0.48261, "Y1": 0.4562, "X2": 0.49855, "Y2": 0.456, "X3": 0.49855, "Y3": 0.4728, "X4": 0.48261, "Y4": 0.4728, "page": 0, "Index": 72}, {"Word": "less", "Confidence": 0.993, "X1": 0.50435, "Y1": 0.4562, "X2": 0.53768, "Y2": 0.456, "X3": 0.53768, "Y3": 0.4738, "X4": 0.50435, "Y4": 0.4728, "page": 0, "Index": 73}, {"Word": "(mass/mass)k", "Confidence": 0.445, "X1": 0.54203, "Y1": 0.4572, "X2": 0.65797, "Y2": 0.457, "X3": 0.65797, "Y3": 0.4748, "X4": 0.54203, "Y4": 0.4738, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.953, "X1": 0.25797, "Y1": 0.4742, "X2": 0.28261, "Y2": 0.474, "X3": 0.28261, "Y3": 0.4898, "X4": 0.25797, "Y4": 0.4898, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.638, "X1": 0.28696, "Y1": 0.4742, "X2": 0.32174, "Y2": 0.474, "X3": 0.32319, "Y3": 0.4908, "X4": 0.28841, "Y4": 0.4898, "page": 0, "Index": 76}, {"Word": "order", "Confidence": 0.47, "X1": 0.32754, "Y1": 0.4752, "X2": 0.38841, "Y2": 0.475, "X3": 0.38841, "Y3": 0.4928, "X4": 0.32754, "Y4": 0.4908, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.863, "X1": 0.3942, "Y1": 0.4752, "X2": 0.42029, "Y2": 0.475, "X3": 0.42029, "Y3": 0.4938, "X4": 0.3942, "Y4": 0.4928, "page": 0, "Index": 78}, {"Word": "7.", "Confidence": 0.966, "X1": 0.16087, "Y1": 0.5072, "X2": 0.18406, "Y2": 0.507, "X3": 0.18406, "Y3": 0.5248, "X4": 0.16232, "Y4": 0.5248, "page": 0, "Index": 79}, {"Word": "Assessment", "Confidence": 0.864, "X1": 0.2, "Y1": 0.5072, "X2": 0.3087, "Y2": 0.507, "X3": 0.30725, "Y3": 0.5238, "X4": 0.2, "Y4": 0.5248, "page": 0, "Index": 80}, {"Word": "of", "Confidence": 0.998, "X1": 0.31304, "Y1": 0.5072, "X2": 0.33043, "Y2": 0.507, "X3": 0.33043, "Y3": 0.5238, "X4": 0.31304, "Y4": 0.5238, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.997, "X1": 0.33623, "Y1": 0.5072, "X2": 0.36232, "Y2": 0.507, "X3": 0.36232, "Y3": 0.5238, "X4": 0.33478, "Y4": 0.5238, "page": 0, "Index": 82}, {"Word": "test", "Confidence": 0.887, "X1": 0.36812, "Y1": 0.5072, "X2": 0.4087, "Y2": 0.507, "X3": 0.4087, "Y3": 0.5228, "X4": 0.36667, "Y4": 0.5238, "page": 0, "Index": 83}, {"Word": "The", "Confidence": 0.998, "X1": 0.16522, "Y1": 0.5472, "X2": 0.1971, "Y2": 0.547, "X3": 0.19565, "Y3": 0.5628, "X4": 0.16377, "Y4": 0.5628, "page": 0, "Index": 84}, {"Word": "assessment", "Confidence": 0.994, "X1": 0.20145, "Y1": 0.5472, "X2": 0.29565, "Y2": 0.547, "X3": 0.2942, "Y3": 0.5628, "X4": 0.20145, "Y4": 0.5628, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.3, "Y1": 0.5472, "X2": 0.31884, "Y2": 0.547, "X3": 0.31739, "Y3": 0.5628, "X4": 0.3, "Y4": 0.5628, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.32319, "Y1": 0.5472, "X2": 0.34928, "Y2": 0.547, "X3": 0.34928, "Y3": 0.5628, "X4": 0.32319, "Y4": 0.5628, "page": 0, "Index": 87}, {"Word": "test", "Confidence": 0.991, "X1": 0.35362, "Y1": 0.5472, "X2": 0.38551, "Y2": 0.547, "X3": 0.38406, "Y3": 0.5628, "X4": 0.35362, "Y4": 0.5628, "page": 0, "Index": 88}, {"Word": "should", "Confidence": 0.996, "X1": 0.38986, "Y1": 0.5472, "X2": 0.44638, "Y2": 0.547, "X3": 0.44638, "Y3": 0.5628, "X4": 0.38841, "Y4": 0.5628, "page": 0, "Index": 89}, {"Word": "include", "Confidence": 0.994, "X1": 0.45072, "Y1": 0.5472, "X2": 0.51304, "Y2": 0.547, "X3": 0.51304, "Y3": 0.5628, "X4": 0.45072, "Y4": 0.5628, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.998, "X1": 0.51739, "Y1": 0.5472, "X2": 0.54348, "Y2": 0.547, "X3": 0.54348, "Y3": 0.5628, "X4": 0.51739, "Y4": 0.5628, "page": 0, "Index": 91}, {"Word": "result", "Confidence": 0.926, "X1": 0.54783, "Y1": 0.5472, "X2": 0.5942, "Y2": 0.547, "X3": 0.5942, "Y3": 0.5628, "X4": 0.54783, "Y4": 0.5628, "page": 0, "Index": 92}, {"Word": "produced,", "Confidence": 0.992, "X1": 0.59855, "Y1": 0.5472, "X2": 0.68696, "Y2": 0.547, "X3": 0.68696, "Y3": 0.5638, "X4": 0.59855, "Y4": 0.5628, "page": 0, "Index": 93}, {"Word": "also", "Confidence": 0.984, "X1": 0.6913, "Y1": 0.5472, "X2": 0.72609, "Y2": 0.547, "X3": 0.72464, "Y3": 0.5638, "X4": 0.6913, "Y4": 0.5638, "page": 0, "Index": 94}, {"Word": "all", "Confidence": 0.998, "X1": 0.73043, "Y1": 0.5472, "X2": 0.75362, "Y2": 0.547, "X3": 0.75362, "Y3": 0.5638, "X4": 0.73043, "Y4": 0.5638, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.998, "X1": 0.75797, "Y1": 0.5482, "X2": 0.78841, "Y2": 0.548, "X3": 0.78841, "Y3": 0.5638, "X4": 0.75797, "Y4": 0.5638, "page": 0, "Index": 96}, {"Word": "work", "Confidence": 0.994, "X1": 0.16377, "Y1": 0.5642, "X2": 0.20725, "Y2": 0.564, "X3": 0.20725, "Y3": 0.5798, "X4": 0.16377, "Y4": 0.5788, "page": 0, "Index": 97}, {"Word": "conditions", "Confidence": 0.995, "X1": 0.21304, "Y1": 0.5642, "X2": 0.3029, "Y2": 0.564, "X3": 0.3029, "Y3": 0.5798, "X4": 0.21159, "Y4": 0.5798, "page": 0, "Index": 98}, {"Word": "that", "Confidence": 0.988, "X1": 0.30725, "Y1": 0.5642, "X2": 0.34058, "Y2": 0.564, "X3": 0.34058, "Y3": 0.5798, "X4": 0.30725, "Y4": 0.5798, "page": 0, "Index": 99}, {"Word": "have", "Confidence": 0.991, "X1": 0.34493, "Y1": 0.5642, "X2": 0.38696, "Y2": 0.564, "X3": 0.38696, "Y3": 0.5798, "X4": 0.34493, "Y4": 0.5798, "page": 0, "Index": 100}, {"Word": "not", "Confidence": 0.998, "X1": 0.3913, "Y1": 0.5642, "X2": 0.42319, "Y2": 0.564, "X3": 0.42319, "Y3": 0.5798, "X4": 0.3913, "Y4": 0.5798, "page": 0, "Index": 101}, {"Word": "been", "Confidence": 0.988, "X1": 0.42754, "Y1": 0.5642, "X2": 0.47101, "Y2": 0.564, "X3": 0.47101, "Y3": 0.5798, "X4": 0.42754, "Y4": 0.5798, "page": 0, "Index": 102}, {"Word": "defined", "Confidence": 0.995, "X1": 0.47681, "Y1": 0.5632, "X2": 0.54058, "Y2": 0.563, "X3": 0.54058, "Y3": 0.5798, "X4": 0.47536, "Y4": 0.5798, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.54493, "Y1": 0.5642, "X2": 0.56522, "Y2": 0.564, "X3": 0.56522, "Y3": 0.5798, "X4": 0.54493, "Y4": 0.5798, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.993, "X1": 0.56957, "Y1": 0.5642, "X2": 0.59855, "Y2": 0.564, "X3": 0.59855, "Y3": 0.5798, "X4": 0.56957, "Y4": 0.5798, "page": 0, "Index": 105}, {"Word": "Gulf", "Confidence": 0.987, "X1": 0.6029, "Y1": 0.5642, "X2": 0.64348, "Y2": 0.564, "X3": 0.64348, "Y3": 0.5798, "X4": 0.6029, "Y4": 0.5798, "page": 0, "Index": 106}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.64783, "Y1": 0.5642, "X2": 0.72609, "Y2": 0.564, "X3": 0.72754, "Y3": 0.5798, "X4": 0.64783, "Y4": 0.5798, "page": 0, "Index": 107}, {"Word": "or", "Confidence": 0.997, "X1": 0.73043, "Y1": 0.5642, "X2": 0.75217, "Y2": 0.564, "X3": 0.75217, "Y3": 0.5798, "X4": 0.73188, "Y4": 0.5798, "page": 0, "Index": 108}, {"Word": "are", "Confidence": 0.998, "X1": 0.75652, "Y1": 0.5642, "X2": 0.78841, "Y2": 0.564, "X3": 0.78841, "Y3": 0.5798, "X4": 0.75652, "Y4": 0.5798, "page": 0, "Index": 109}, {"Word": "considered", "Confidence": 0.991, "X1": 0.16377, "Y1": 0.5822, "X2": 0.25507, "Y2": 0.582, "X3": 0.25507, "Y3": 0.5968, "X4": 0.16377, "Y4": 0.5978, "page": 0, "Index": 110}, {"Word": "as", "Confidence": 0.998, "X1": 0.25942, "Y1": 0.5822, "X2": 0.28116, "Y2": 0.582, "X3": 0.28116, "Y3": 0.5968, "X4": 0.25942, "Y4": 0.5968, "page": 0, "Index": 111}, {"Word": "optional,", "Confidence": 0.994, "X1": 0.28551, "Y1": 0.5822, "X2": 0.36087, "Y2": 0.582, "X3": 0.36087, "Y3": 0.5968, "X4": 0.28551, "Y4": 0.5968, "page": 0, "Index": 112}, {"Word": "in", "Confidence": 0.994, "X1": 0.36522, "Y1": 0.5812, "X2": 0.38406, "Y2": 0.581, "X3": 0.38406, "Y3": 0.5968, "X4": 0.36522, "Y4": 0.5968, "page": 0, "Index": 113}, {"Word": "addition", "Confidence": 0.995, "X1": 0.38841, "Y1": 0.5812, "X2": 0.45942, "Y2": 0.581, "X3": 0.45942, "Y3": 0.5968, "X4": 0.38841, "Y4": 0.5968, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.998, "X1": 0.46377, "Y1": 0.5812, "X2": 0.48261, "Y2": 0.581, "X3": 0.48406, "Y3": 0.5968, "X4": 0.46377, "Y4": 0.5968, "page": 0, "Index": 115}, {"Word": "all", "Confidence": 0.998, "X1": 0.48841, "Y1": 0.5812, "X2": 0.51014, "Y2": 0.581, "X3": 0.51159, "Y3": 0.5968, "X4": 0.48841, "Y4": 0.5968, "page": 0, "Index": 116}, {"Word": "conditions", "Confidence": 0.994, "X1": 0.51594, "Y1": 0.5812, "X2": 0.6029, "Y2": 0.581, "X3": 0.6029, "Y3": 0.5978, "X4": 0.51594, "Y4": 0.5968, "page": 0, "Index": 117}, {"Word": "that", "Confidence": 0.988, "X1": 0.60725, "Y1": 0.5812, "X2": 0.64058, "Y2": 0.581, "X3": 0.64203, "Y3": 0.5978, "X4": 0.60725, "Y4": 0.5978, "page": 0, "Index": 118}, {"Word": "might", "Confidence": 0.998, "X1": 0.64493, "Y1": 0.5812, "X2": 0.6971, "Y2": 0.581, "X3": 0.69855, "Y3": 0.5978, "X4": 0.64638, "Y4": 0.5978, "page": 0, "Index": 119}, {"Word": "affect", "Confidence": 0.992, "X1": 0.70145, "Y1": 0.5812, "X2": 0.75217, "Y2": 0.581, "X3": 0.75362, "Y3": 0.5978, "X4": 0.7029, "Y4": 0.5978, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.75652, "Y1": 0.5812, "X2": 0.78696, "Y2": 0.581, "X3": 0.78841, "Y3": 0.5978, "X4": 0.75797, "Y4": 0.5978, "page": 0, "Index": 121}, {"Word": "results.", "Confidence": 0.991, "X1": 0.16232, "Y1": 0.6002, "X2": 0.22464, "Y2": 0.6, "X3": 0.22464, "Y3": 0.6138, "X4": 0.16087, "Y4": 0.6138, "page": 0, "Index": 122}, {"Word": "800118449", "Confidence": 0.993, "X1": 0.96522, "Y1": 0.9422, "X2": 0.96667, "Y2": 0.942, "X3": 0.93913, "Y3": 0.9418, "X4": 0.93623, "Y4": 0.8358, "page": 0, "Index": 123}, {"Word": "212317", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9582, "X2": 0.06377, "Y2": 0.958, "X3": 0.06232, "Y3": 0.9728, "X4": 0.0, "Y4": 0.9728, "page": 0, "Index": 124}]}
|
"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"
|
ffpd0206
| 5 |
{"lines_data": [{"Word": "1506188 /1981", "Confidence": 0.7735, "X1": 0.56667, "Y1": 0.0952, "X2": 0.75797, "Y2": 0.095, "X3": 0.75942, "Y3": 0.1148, "X4": 0.56667, "Y4": 0.1218, "page": 0}, {"Word": "Arab Organization for Industrial Development", "Confidence": 0.9776, "X1": 0.16522, "Y1": 0.2292, "X2": 0.60145, "Y2": 0.229, "X3": 0.60145, "Y3": 0.2478, "X4": 0.16522, "Y4": 0.2478, "page": 0}, {"Word": "Arab League", "Confidence": 0.991, "X1": 0.16522, "Y1": 0.2512, "X2": 0.29565, "Y2": 0.251, "X3": 0.29565, "Y3": 0.2708, "X4": 0.16522, "Y4": 0.2698, "page": 0}, {"Word": "Technical Committee : Tobacco", "Confidence": 0.99325, "X1": 0.50435, "Y1": 0.3032, "X2": 0.78986, "Y2": 0.303, "X3": 0.78986, "Y3": 0.3198, "X4": 0.50435, "Y4": 0.3198, "page": 0}, {"Word": "Technical Secretariat", "Confidence": 0.994, "X1": 0.16522, "Y1": 0.3552, "X2": 0.35942, "Y2": 0.355, "X3": 0.35942, "Y3": 0.3728, "X4": 0.16522, "Y4": 0.3718, "page": 0}, {"Word": "Saudi Arabia", "Confidence": 0.9955, "X1": 0.54058, "Y1": 0.3542, "X2": 0.65362, "Y2": 0.354, "X3": 0.65362, "Y3": 0.3698, "X4": 0.54058, "Y4": 0.3708, "page": 0}, {"Word": "Distribution date 1994", "Confidence": 0.98933, "X1": 0.27101, "Y1": 0.3722, "X2": 0.46232, "Y2": 0.372, "X3": 0.46232, "Y3": 0.3878, "X4": 0.27101, "Y4": 0.3878, "page": 0}, {"Word": "Project of Gulf Standards", "Confidence": 0.99175, "X1": 0.34928, "Y1": 0.4422, "X2": 0.60145, "Y2": 0.442, "X3": 0.60145, "Y3": 0.4628, "X4": 0.34928, "Y4": 0.4628, "page": 0}, {"Word": "Tobacco - Determination of Water Content", "Confidence": 0.99483, "X1": 0.26812, "Y1": 0.4822, "X2": 0.68261, "Y2": 0.482, "X3": 0.68261, "Y3": 0.5028, "X4": 0.26812, "Y4": 0.5038, "page": 0}, {"Word": "(Reference Method)", "Confidence": 0.9935, "X1": 0.38696, "Y1": 0.5052, "X2": 0.56522, "Y2": 0.505, "X3": 0.56522, "Y3": 0.5198, "X4": 0.38696, "Y4": 0.5208, "page": 0}, {"Word": "This document is a draft Gulf Standard circulated for comments. It is", "Confidence": 0.99267, "X1": 0.16377, "Y1": 0.5722, "X2": 0.78986, "Y2": 0.572, "X3": 0.78986, "Y3": 0.5878, "X4": 0.16377, "Y4": 0.5898, "page": 0}, {"Word": "therefore subject to change and may not be referred to as a Gulf standard", "Confidence": 0.99543, "X1": 0.16377, "Y1": 0.5872, "X2": 0.78986, "Y2": 0.587, "X3": 0.78986, "Y3": 0.6048, "X4": 0.16377, "Y4": 0.6068, "page": 0}, {"Word": "until approved by the board of Directors.", "Confidence": 0.99629, "X1": 0.16377, "Y1": 0.6062, "X2": 0.50435, "Y2": 0.606, "X3": 0.50435, "Y3": 0.6228, "X4": 0.16377, "Y4": 0.6238, "page": 0}, {"Word": "800118442", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9442, "X2": 0.96957, "Y2": 0.944, "X3": 0.94058, "Y3": 0.9438, "X4": 0.93913, "Y4": 0.8328, "page": 0}, {"Word": "Q12317", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9622, "X2": 0.06957, "Y2": 0.962, "X3": 0.06957, "Y3": 0.9768, "X4": 0.0, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "1506188", "Confidence": 0.809, "X1": 0.56667, "Y1": 0.0982, "X2": 0.68551, "Y2": 0.098, "X3": 0.68551, "Y3": 0.1178, "X4": 0.56812, "Y4": 0.1218, "page": 0, "Index": 0}, {"Word": "/1981", "Confidence": 0.738, "X1": 0.6971, "Y1": 0.0962, "X2": 0.75797, "Y2": 0.096, "X3": 0.75797, "Y3": 0.1148, "X4": 0.6971, "Y4": 0.1178, "page": 0, "Index": 1}, {"Word": "Development", "Confidence": 0.958, "X1": 0.47391, "Y1": 0.2302, "X2": 0.6029, "Y2": 0.23, "X3": 0.60145, "Y3": 0.2478, "X4": 0.47391, "Y4": 0.2488, "page": 0, "Index": 2}, {"Word": "Arab", "Confidence": 0.991, "X1": 0.16522, "Y1": 0.2302, "X2": 0.21449, "Y2": 0.23, "X3": 0.21304, "Y3": 0.2488, "X4": 0.16522, "Y4": 0.2488, "page": 0, "Index": 3}, {"Word": "Organization", "Confidence": 0.991, "X1": 0.21884, "Y1": 0.2302, "X2": 0.33913, "Y2": 0.23, "X3": 0.33913, "Y3": 0.2488, "X4": 0.21884, "Y4": 0.2488, "page": 0, "Index": 4}, {"Word": "for", "Confidence": 0.998, "X1": 0.34493, "Y1": 0.2302, "X2": 0.37246, "Y2": 0.23, "X3": 0.37101, "Y3": 0.2488, "X4": 0.34493, "Y4": 0.2488, "page": 0, "Index": 5}, {"Word": "Industrial", "Confidence": 0.95, "X1": 0.37681, "Y1": 0.2302, "X2": 0.46957, "Y2": 0.23, "X3": 0.46812, "Y3": 0.2488, "X4": 0.37681, "Y4": 0.2488, "page": 0, "Index": 6}, {"Word": "Arab", "Confidence": 0.991, "X1": 0.16667, "Y1": 0.2512, "X2": 0.21449, "Y2": 0.251, "X3": 0.21304, "Y3": 0.2708, "X4": 0.16522, "Y4": 0.2708, "page": 0, "Index": 7}, {"Word": "League", "Confidence": 0.991, "X1": 0.22029, "Y1": 0.2522, "X2": 0.2971, "Y2": 0.252, "X3": 0.2971, "Y3": 0.2718, "X4": 0.21884, "Y4": 0.2708, "page": 0, "Index": 8}, {"Word": "Technical", "Confidence": 0.991, "X1": 0.50725, "Y1": 0.3042, "X2": 0.5913, "Y2": 0.304, "X3": 0.5913, "Y3": 0.3208, "X4": 0.5058, "Y4": 0.3208, "page": 0, "Index": 9}, {"Word": "Committee", "Confidence": 0.991, "X1": 0.5971, "Y1": 0.3042, "X2": 0.6942, "Y2": 0.304, "X3": 0.6942, "Y3": 0.3208, "X4": 0.59565, "Y4": 0.3208, "page": 0, "Index": 10}, {"Word": ":", "Confidence": 0.995, "X1": 0.7, "Y1": 0.3042, "X2": 0.7087, "Y2": 0.304, "X3": 0.7087, "Y3": 0.3208, "X4": 0.7, "Y4": 0.3208, "page": 0, "Index": 11}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.71304, "Y1": 0.3032, "X2": 0.78841, "Y2": 0.303, "X3": 0.78986, "Y3": 0.3208, "X4": 0.71304, "Y4": 0.3208, "page": 0, "Index": 12}, {"Word": "Technical", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.3562, "X2": 0.25072, "Y2": 0.356, "X3": 0.25072, "Y3": 0.3718, "X4": 0.16812, "Y4": 0.3728, "page": 0, "Index": 13}, {"Word": "Secretariat", "Confidence": 0.994, "X1": 0.25507, "Y1": 0.3572, "X2": 0.36087, "Y2": 0.357, "X3": 0.35942, "Y3": 0.3728, "X4": 0.25507, "Y4": 0.3718, "page": 0, "Index": 14}, {"Word": "Saudi", "Confidence": 0.994, "X1": 0.54058, "Y1": 0.3562, "X2": 0.58841, "Y2": 0.356, "X3": 0.58986, "Y3": 0.3708, "X4": 0.54058, "Y4": 0.3708, "page": 0, "Index": 15}, {"Word": "Arabia", "Confidence": 0.997, "X1": 0.59275, "Y1": 0.3552, "X2": 0.65362, "Y2": 0.355, "X3": 0.65362, "Y3": 0.3708, "X4": 0.5942, "Y4": 0.3708, "page": 0, "Index": 16}, {"Word": "1994", "Confidence": 0.989, "X1": 0.41594, "Y1": 0.3722, "X2": 0.46232, "Y2": 0.372, "X3": 0.46232, "Y3": 0.3878, "X4": 0.41594, "Y4": 0.3888, "page": 0, "Index": 17}, {"Word": "Distribution", "Confidence": 0.991, "X1": 0.27246, "Y1": 0.3732, "X2": 0.37101, "Y2": 0.373, "X3": 0.37101, "Y3": 0.3888, "X4": 0.27246, "Y4": 0.3888, "page": 0, "Index": 18}, {"Word": "date", "Confidence": 0.988, "X1": 0.37536, "Y1": 0.3732, "X2": 0.41159, "Y2": 0.373, "X3": 0.41159, "Y3": 0.3888, "X4": 0.37536, "Y4": 0.3888, "page": 0, "Index": 19}, {"Word": "Project", "Confidence": 0.991, "X1": 0.35217, "Y1": 0.4432, "X2": 0.42029, "Y2": 0.443, "X3": 0.41884, "Y3": 0.4628, "X4": 0.35072, "Y4": 0.4628, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 0.998, "X1": 0.42609, "Y1": 0.4432, "X2": 0.44348, "Y2": 0.443, "X3": 0.44203, "Y3": 0.4628, "X4": 0.42464, "Y4": 0.4628, "page": 0, "Index": 21}, {"Word": "Gulf", "Confidence": 0.983, "X1": 0.44928, "Y1": 0.4432, "X2": 0.49565, "Y2": 0.443, "X3": 0.4942, "Y3": 0.4628, "X4": 0.44783, "Y4": 0.4628, "page": 0, "Index": 22}, {"Word": "Standards", "Confidence": 0.995, "X1": 0.50145, "Y1": 0.4432, "X2": 0.6029, "Y2": 0.443, "X3": 0.60145, "Y3": 0.4638, "X4": 0.5, "Y4": 0.4628, "page": 0, "Index": 23}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.27101, "Y1": 0.4842, "X2": 0.34783, "Y2": 0.484, "X3": 0.34783, "Y3": 0.5038, "X4": 0.27101, "Y4": 0.5038, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.991, "X1": 0.35362, "Y1": 0.4842, "X2": 0.36232, "Y2": 0.484, "X3": 0.36232, "Y3": 0.5038, "X4": 0.35362, "Y4": 0.5038, "page": 0, "Index": 25}, {"Word": "Determination", "Confidence": 0.991, "X1": 0.36667, "Y1": 0.4842, "X2": 0.50145, "Y2": 0.484, "X3": 0.50145, "Y3": 0.5028, "X4": 0.36812, "Y4": 0.5038, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.50725, "Y1": 0.4842, "X2": 0.52609, "Y2": 0.484, "X3": 0.52609, "Y3": 0.5028, "X4": 0.50725, "Y4": 0.5028, "page": 0, "Index": 27}, {"Word": "Water", "Confidence": 0.998, "X1": 0.53188, "Y1": 0.4842, "X2": 0.59565, "Y2": 0.484, "X3": 0.59565, "Y3": 0.5028, "X4": 0.53188, "Y4": 0.5028, "page": 0, "Index": 28}, {"Word": "Content", "Confidence": 0.995, "X1": 0.60145, "Y1": 0.4832, "X2": 0.68261, "Y2": 0.483, "X3": 0.68406, "Y3": 0.5028, "X4": 0.60145, "Y4": 0.5028, "page": 0, "Index": 29}, {"Word": "(Reference", "Confidence": 0.992, "X1": 0.38696, "Y1": 0.5052, "X2": 0.48116, "Y2": 0.505, "X3": 0.48116, "Y3": 0.5208, "X4": 0.38696, "Y4": 0.5218, "page": 0, "Index": 30}, {"Word": "Method)", "Confidence": 0.995, "X1": 0.48551, "Y1": 0.5062, "X2": 0.56522, "Y2": 0.506, "X3": 0.56522, "Y3": 0.5208, "X4": 0.48551, "Y4": 0.5208, "page": 0, "Index": 31}, {"Word": "comments.", "Confidence": 0.97, "X1": 0.64638, "Y1": 0.5722, "X2": 0.74058, "Y2": 0.572, "X3": 0.74058, "Y3": 0.5878, "X4": 0.64638, "Y4": 0.5888, "page": 0, "Index": 32}, {"Word": "It", "Confidence": 0.998, "X1": 0.74493, "Y1": 0.5722, "X2": 0.76232, "Y2": 0.572, "X3": 0.76232, "Y3": 0.5878, "X4": 0.74493, "Y4": 0.5878, "page": 0, "Index": 33}, {"Word": "is", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.5722, "X2": 0.78986, "Y2": 0.572, "X3": 0.78986, "Y3": 0.5878, "X4": 0.76812, "Y4": 0.5878, "page": 0, "Index": 34}, {"Word": "This", "Confidence": 0.988, "X1": 0.16667, "Y1": 0.5732, "X2": 0.2029, "Y2": 0.573, "X3": 0.2029, "Y3": 0.5898, "X4": 0.16667, "Y4": 0.5908, "page": 0, "Index": 35}, {"Word": "document", "Confidence": 0.994, "X1": 0.2087, "Y1": 0.5732, "X2": 0.2942, "Y2": 0.573, "X3": 0.2942, "Y3": 0.5898, "X4": 0.20725, "Y4": 0.5898, "page": 0, "Index": 36}, {"Word": "is", "Confidence": 0.998, "X1": 0.29855, "Y1": 0.5732, "X2": 0.31884, "Y2": 0.573, "X3": 0.31884, "Y3": 0.5898, "X4": 0.29855, "Y4": 0.5898, "page": 0, "Index": 37}, {"Word": "a", "Confidence": 0.995, "X1": 0.32319, "Y1": 0.5732, "X2": 0.33768, "Y2": 0.573, "X3": 0.33623, "Y3": 0.5898, "X4": 0.32319, "Y4": 0.5898, "page": 0, "Index": 38}, {"Word": "draft", "Confidence": 0.996, "X1": 0.34203, "Y1": 0.5732, "X2": 0.38551, "Y2": 0.573, "X3": 0.38551, "Y3": 0.5898, "X4": 0.34203, "Y4": 0.5898, "page": 0, "Index": 39}, {"Word": "Gulf", "Confidence": 0.991, "X1": 0.38986, "Y1": 0.5722, "X2": 0.43333, "Y2": 0.572, "X3": 0.43333, "Y3": 0.5898, "X4": 0.38986, "Y4": 0.5898, "page": 0, "Index": 40}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.43768, "Y1": 0.5722, "X2": 0.51594, "Y2": 0.572, "X3": 0.51594, "Y3": 0.5888, "X4": 0.43768, "Y4": 0.5888, "page": 0, "Index": 41}, {"Word": "circulated", "Confidence": 0.991, "X1": 0.52174, "Y1": 0.5722, "X2": 0.60725, "Y2": 0.572, "X3": 0.60725, "Y3": 0.5888, "X4": 0.52174, "Y4": 0.5888, "page": 0, "Index": 42}, {"Word": "for", "Confidence": 0.998, "X1": 0.61304, "Y1": 0.5722, "X2": 0.64058, "Y2": 0.572, "X3": 0.64203, "Y3": 0.5888, "X4": 0.61304, "Y4": 0.5888, "page": 0, "Index": 43}, {"Word": "therefore", "Confidence": 0.991, "X1": 0.16377, "Y1": 0.5902, "X2": 0.23623, "Y2": 0.59, "X3": 0.23623, "Y3": 0.6068, "X4": 0.16377, "Y4": 0.6068, "page": 0, "Index": 44}, {"Word": "subject", "Confidence": 0.996, "X1": 0.24203, "Y1": 0.5902, "X2": 0.3029, "Y2": 0.59, "X3": 0.3029, "Y3": 0.6068, "X4": 0.24058, "Y4": 0.6068, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.3087, "Y1": 0.5902, "X2": 0.32609, "Y2": 0.59, "X3": 0.32464, "Y3": 0.6068, "X4": 0.30725, "Y4": 0.6068, "page": 0, "Index": 46}, {"Word": "change", "Confidence": 0.997, "X1": 0.33043, "Y1": 0.5902, "X2": 0.38986, "Y2": 0.59, "X3": 0.38986, "Y3": 0.6068, "X4": 0.33043, "Y4": 0.6068, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.39565, "Y1": 0.5902, "X2": 0.42609, "Y2": 0.59, "X3": 0.42609, "Y3": 0.6068, "X4": 0.39565, "Y4": 0.6068, "page": 0, "Index": 48}, {"Word": "may", "Confidence": 0.998, "X1": 0.43188, "Y1": 0.5902, "X2": 0.46812, "Y2": 0.59, "X3": 0.46812, "Y3": 0.6068, "X4": 0.43188, "Y4": 0.6068, "page": 0, "Index": 49}, {"Word": "not", "Confidence": 0.998, "X1": 0.47246, "Y1": 0.5902, "X2": 0.50145, "Y2": 0.59, "X3": 0.50145, "Y3": 0.6068, "X4": 0.47246, "Y4": 0.6068, "page": 0, "Index": 50}, {"Word": "be", "Confidence": 0.998, "X1": 0.5058, "Y1": 0.5902, "X2": 0.52609, "Y2": 0.59, "X3": 0.52609, "Y3": 0.6058, "X4": 0.5058, "Y4": 0.6068, "page": 0, "Index": 51}, {"Word": "referred", "Confidence": 0.995, "X1": 0.53188, "Y1": 0.5892, "X2": 0.6, "Y2": 0.589, "X3": 0.6, "Y3": 0.6058, "X4": 0.53188, "Y4": 0.6058, "page": 0, "Index": 52}, {"Word": "to", "Confidence": 0.998, "X1": 0.60435, "Y1": 0.5892, "X2": 0.62319, "Y2": 0.589, "X3": 0.62319, "Y3": 0.6058, "X4": 0.60435, "Y4": 0.6058, "page": 0, "Index": 53}, {"Word": "as", "Confidence": 0.998, "X1": 0.62754, "Y1": 0.5892, "X2": 0.64783, "Y2": 0.589, "X3": 0.64928, "Y3": 0.6058, "X4": 0.62754, "Y4": 0.6058, "page": 0, "Index": 54}, {"Word": "a", "Confidence": 0.994, "X1": 0.65362, "Y1": 0.5892, "X2": 0.66232, "Y2": 0.589, "X3": 0.66232, "Y3": 0.6048, "X4": 0.65362, "Y4": 0.6058, "page": 0, "Index": 55}, {"Word": "Gulf", "Confidence": 0.982, "X1": 0.66812, "Y1": 0.5892, "X2": 0.7087, "Y2": 0.589, "X3": 0.7087, "Y3": 0.6048, "X4": 0.66812, "Y4": 0.6048, "page": 0, "Index": 56}, {"Word": "standard", "Confidence": 0.995, "X1": 0.71304, "Y1": 0.5882, "X2": 0.78696, "Y2": 0.588, "X3": 0.78841, "Y3": 0.6038, "X4": 0.71304, "Y4": 0.6048, "page": 0, "Index": 57}, {"Word": "until", "Confidence": 0.995, "X1": 0.16522, "Y1": 0.6072, "X2": 0.19855, "Y2": 0.607, "X3": 0.19855, "Y3": 0.6248, "X4": 0.16522, "Y4": 0.6248, "page": 0, "Index": 58}, {"Word": "approved", "Confidence": 0.996, "X1": 0.2029, "Y1": 0.6072, "X2": 0.27971, "Y2": 0.607, "X3": 0.28116, "Y3": 0.6238, "X4": 0.2029, "Y4": 0.6238, "page": 0, "Index": 59}, {"Word": "by", "Confidence": 0.998, "X1": 0.28551, "Y1": 0.6072, "X2": 0.30725, "Y2": 0.607, "X3": 0.3087, "Y3": 0.6228, "X4": 0.28551, "Y4": 0.6238, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.31304, "Y1": 0.6072, "X2": 0.33623, "Y2": 0.607, "X3": 0.33768, "Y3": 0.6228, "X4": 0.31304, "Y4": 0.6228, "page": 0, "Index": 61}, {"Word": "board", "Confidence": 0.998, "X1": 0.34203, "Y1": 0.6062, "X2": 0.3913, "Y2": 0.606, "X3": 0.3913, "Y3": 0.6228, "X4": 0.34203, "Y4": 0.6228, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.3971, "Y1": 0.6062, "X2": 0.41304, "Y2": 0.606, "X3": 0.41304, "Y3": 0.6228, "X4": 0.3971, "Y4": 0.6228, "page": 0, "Index": 63}, {"Word": "Directors.", "Confidence": 0.991, "X1": 0.41739, "Y1": 0.6062, "X2": 0.50435, "Y2": 0.606, "X3": 0.50435, "Y3": 0.6228, "X4": 0.41739, "Y4": 0.6228, "page": 0, "Index": 64}, {"Word": "800118442", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9422, "X2": 0.96957, "Y2": 0.942, "X3": 0.94058, "Y3": 0.9418, "X4": 0.93913, "Y4": 0.8338, "page": 0, "Index": 65}, {"Word": "Q12317", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9622, "X2": 0.06957, "Y2": 0.962, "X3": 0.06957, "Y3": 0.9768, "X4": 0.0, "Y4": 0.9778, "page": 0, "Index": 66}]}
|
"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"
|
ffpd0206
| 11 |
{"lines_data": [{"Word": "6. Results", "Confidence": 0.6375, "X1": 0.15652, "Y1": 0.2102, "X2": 0.25797, "Y2": 0.21, "X3": 0.25797, "Y3": 0.2258, "X4": 0.15652, "Y4": 0.2258, "page": 0}, {"Word": "6/1 Reading", "Confidence": 0.8975, "X1": 0.15652, "Y1": 0.2492, "X2": 0.28696, "Y2": 0.249, "X3": 0.28696, "Y3": 0.2658, "X4": 0.15652, "Y4": 0.2648, "page": 0}, {"Word": "graduated", "Confidence": 0.675, "X1": 0.61884, "Y1": 0.2572, "X2": 0.72319, "Y2": 0.257, "X3": 0.72464, "Y3": 0.2768, "X4": 0.61884, "Y4": 0.2828, "page": 0}, {"Word": "The volume of condensed water is read in the guard tube to the", "Confidence": 0.97185, "X1": 0.20725, "Y1": 0.2832, "X2": 0.77826, "Y2": 0.283, "X3": 0.77826, "Y3": 0.3008, "X4": 0.2058, "Y4": 0.2988, "page": 0}, {"Word": "nearest 0.05 ml.", "Confidence": 0.993, "X1": 0.15362, "Y1": 0.2992, "X2": 0.2913, "Y2": 0.299, "X3": 0.2913, "Y3": 0.3148, "X4": 0.15362, "Y4": 0.3158, "page": 0}, {"Word": "flattering of the", "Confidence": 0.53667, "X1": 0.64783, "Y1": 0.3132, "X2": 0.82174, "Y2": 0.313, "X3": 0.82174, "Y3": 0.3338, "X4": 0.64783, "Y4": 0.3338, "page": 0}, {"Word": "0.05 is substracted from the above result due to the rounded shape meniscus", "Confidence": 0.89908, "X1": 0.2058, "Y1": 0.3292, "X2": 0.8913, "Y2": 0.329, "X3": 0.8913, "Y3": 0.3488, "X4": 0.2058, "Y4": 0.3508, "page": 0}, {"Word": "resulting from the addition of the humidifier - the amount of the accurate", "Confidence": 0.98608, "X1": 0.15362, "Y1": 0.3512, "X2": 0.78696, "Y2": 0.351, "X3": 0.78551, "Y3": 0.3678, "X4": 0.15362, "Y4": 0.3658, "page": 0}, {"Word": "corrected", "Confidence": 0.702, "X1": 0.7058, "Y1": 0.3622, "X2": 0.8029, "Y2": 0.362, "X3": 0.8029, "Y3": 0.3768, "X4": 0.7058, "Y4": 0.3778, "page": 0}, {"Word": "volume is knows as (HH).", "Confidence": 0.9968, "X1": 0.15652, "Y1": 0.3682, "X2": 0.37391, "Y2": 0.368, "X3": 0.37391, "Y3": 0.3838, "X4": 0.15652, "Y4": 0.3828, "page": 0}, {"Word": "wetting agent", "Confidence": 0.4815, "X1": 0.43623, "Y1": 0.3692, "X2": 0.56957, "Y2": 0.369, "X3": 0.56812, "Y3": 0.3878, "X4": 0.43478, "Y4": 0.3828, "page": 0}, {"Word": "6/2", "Confidence": 0.993, "X1": 0.15362, "Y1": 0.4182, "X2": 0.18261, "Y2": 0.418, "X3": 0.18261, "Y3": 0.4318, "X4": 0.15362, "Y4": 0.4318, "page": 0}, {"Word": "Calculation (Formula)", "Confidence": 0.967, "X1": 0.1913, "Y1": 0.4182, "X2": 0.4087, "Y2": 0.418, "X3": 0.4087, "Y3": 0.4348, "X4": 0.18986, "Y4": 0.4338, "page": 0}, {"Word": "The water content is indicated by (H) as a percentage/per mass", "Confidence": 0.99491, "X1": 0.20725, "Y1": 0.4532, "X2": 0.77826, "Y2": 0.453, "X3": 0.77826, "Y3": 0.4698, "X4": 0.20725, "Y4": 0.4678, "page": 0}, {"Word": "which gives the formula :", "Confidence": 0.9832, "X1": 0.15362, "Y1": 0.4682, "X2": 0.36667, "Y2": 0.468, "X3": 0.36667, "Y3": 0.4848, "X4": 0.15362, "Y4": 0.4838, "page": 0}, {"Word": "H=M \u00d7100", "Confidence": 0.7445, "X1": 0.31304, "Y1": 0.5022, "X2": 0.43043, "Y2": 0.502, "X3": 0.43043, "Y3": 0.5178, "X4": 0.31304, "Y4": 0.5178, "page": 0}, {"Word": "M", "Confidence": 0.995, "X1": 0.35072, "Y1": 0.5202, "X2": 0.37971, "Y2": 0.52, "X3": 0.38116, "Y3": 0.5338, "X4": 0.35072, "Y4": 0.5338, "page": 0}, {"Word": "Whereas :", "Confidence": 0.9645, "X1": 0.2058, "Y1": 0.5692, "X2": 0.2971, "Y2": 0.569, "X3": 0.2971, "Y3": 0.5848, "X4": 0.2058, "Y4": 0.5848, "page": 0}, {"Word": "producted", "Confidence": 0.66, "X1": 0.66812, "Y1": 0.5912, "X2": 0.77826, "Y2": 0.591, "X3": 0.77971, "Y3": 0.6078, "X4": 0.66957, "Y4": 0.6118, "page": 0}, {"Word": "M = The mass of water content (HH) accumulated in the guard", "Confidence": 0.97592, "X1": 0.2029, "Y1": 0.6042, "X2": 0.73768, "Y2": 0.604, "X3": 0.73768, "Y3": 0.6208, "X4": 0.2029, "Y4": 0.6198, "page": 0}, {"Word": "tube (gm)", "Confidence": 0.986, "X1": 0.24783, "Y1": 0.6222, "X2": 0.33043, "Y2": 0.622, "X3": 0.33043, "Y3": 0.6388, "X4": 0.24783, "Y4": 0.6368, "page": 0}, {"Word": "M1 = The mass of the test sample (gm)", "Confidence": 0.88144, "X1": 0.2029, "Y1": 0.6562, "X2": 0.52899, "Y2": 0.656, "X3": 0.52899, "Y3": 0.6738, "X4": 0.20145, "Y4": 0.6718, "page": 0}, {"Word": "Note : If the mass M] = (50 + 0,01) gm then the water content", "Confidence": 0.8656, "X1": 0.14928, "Y1": 0.7062, "X2": 0.69275, "Y2": 0.706, "X3": 0.69275, "Y3": 0.7238, "X4": 0.14928, "Y4": 0.7238, "page": 0}, {"Word": "H =2 HH", "Confidence": 0.997, "X1": 0.22899, "Y1": 0.7262, "X2": 0.31884, "Y2": 0.726, "X3": 0.31884, "Y3": 0.7438, "X4": 0.22899, "Y4": 0.7428, "page": 0}, {"Word": "All results should be given a decimal number to the nearest 0,01%.", "Confidence": 0.99317, "X1": 0.14783, "Y1": 0.7782, "X2": 0.70435, "Y2": 0.778, "X3": 0.70435, "Y3": 0.7958, "X4": 0.14783, "Y4": 0.7938, "page": 0}, {"Word": "800118448", "Confidence": 0.992, "X1": 0.96522, "Y1": 0.9442, "X2": 0.96522, "Y2": 0.944, "X3": 0.93768, "Y3": 0.9448, "X4": 0.93623, "Y4": 0.8358, "page": 0}, {"Word": "Q12317", "Confidence": 0.995, "X1": 0.0, "Y1": 0.9622, "X2": 0.06957, "Y2": 0.962, "X3": 0.06957, "Y3": 0.9768, "X4": 0.0, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "6.", "Confidence": 0.955, "X1": 0.15652, "Y1": 0.2112, "X2": 0.17826, "Y2": 0.211, "X3": 0.17826, "Y3": 0.2258, "X4": 0.15652, "Y4": 0.2258, "page": 0, "Index": 0}, {"Word": "Results", "Confidence": 0.32, "X1": 0.18261, "Y1": 0.2112, "X2": 0.25652, "Y2": 0.211, "X3": 0.25652, "Y3": 0.2258, "X4": 0.18261, "Y4": 0.2258, "page": 0, "Index": 1}, {"Word": "6/1", "Confidence": 0.936, "X1": 0.15652, "Y1": 0.2492, "X2": 0.18696, "Y2": 0.249, "X3": 0.18696, "Y3": 0.2648, "X4": 0.15797, "Y4": 0.2648, "page": 0, "Index": 2}, {"Word": "Reading", "Confidence": 0.859, "X1": 0.2087, "Y1": 0.2492, "X2": 0.28696, "Y2": 0.249, "X3": 0.28551, "Y3": 0.2668, "X4": 0.2087, "Y4": 0.2648, "page": 0, "Index": 3}, {"Word": "graduated", "Confidence": 0.675, "X1": 0.61884, "Y1": 0.2582, "X2": 0.72319, "Y2": 0.258, "X3": 0.72319, "Y3": 0.2778, "X4": 0.62029, "Y4": 0.2828, "page": 0, "Index": 4}, {"Word": "The", "Confidence": 0.994, "X1": 0.2087, "Y1": 0.2832, "X2": 0.24203, "Y2": 0.283, "X3": 0.24203, "Y3": 0.2988, "X4": 0.2087, "Y4": 0.2988, "page": 0, "Index": 5}, {"Word": "volume", "Confidence": 0.997, "X1": 0.24783, "Y1": 0.2832, "X2": 0.31304, "Y2": 0.283, "X3": 0.31304, "Y3": 0.2998, "X4": 0.24638, "Y4": 0.2988, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.31884, "Y1": 0.2832, "X2": 0.34058, "Y2": 0.283, "X3": 0.33913, "Y3": 0.2998, "X4": 0.31739, "Y4": 0.2998, "page": 0, "Index": 7}, {"Word": "condensed", "Confidence": 0.995, "X1": 0.34493, "Y1": 0.2832, "X2": 0.43623, "Y2": 0.283, "X3": 0.43478, "Y3": 0.2998, "X4": 0.34493, "Y4": 0.2998, "page": 0, "Index": 8}, {"Word": "water", "Confidence": 0.997, "X1": 0.44203, "Y1": 0.2832, "X2": 0.48986, "Y2": 0.283, "X3": 0.48841, "Y3": 0.2998, "X4": 0.44058, "Y4": 0.2998, "page": 0, "Index": 9}, {"Word": "is", "Confidence": 0.998, "X1": 0.4942, "Y1": 0.2832, "X2": 0.51159, "Y2": 0.283, "X3": 0.51014, "Y3": 0.3008, "X4": 0.49275, "Y4": 0.2998, "page": 0, "Index": 10}, {"Word": "read", "Confidence": 0.987, "X1": 0.51594, "Y1": 0.2832, "X2": 0.55797, "Y2": 0.283, "X3": 0.55652, "Y3": 0.3008, "X4": 0.51449, "Y4": 0.3008, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.998, "X1": 0.56232, "Y1": 0.2832, "X2": 0.58261, "Y2": 0.283, "X3": 0.58116, "Y3": 0.3008, "X4": 0.56087, "Y4": 0.3008, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.58696, "Y1": 0.2832, "X2": 0.61884, "Y2": 0.283, "X3": 0.61739, "Y3": 0.3008, "X4": 0.58696, "Y4": 0.3008, "page": 0, "Index": 13}, {"Word": "guard", "Confidence": 0.692, "X1": 0.62319, "Y1": 0.2832, "X2": 0.67391, "Y2": 0.283, "X3": 0.67246, "Y3": 0.3008, "X4": 0.62319, "Y4": 0.3008, "page": 0, "Index": 14}, {"Word": "tube", "Confidence": 0.988, "X1": 0.67826, "Y1": 0.2832, "X2": 0.71594, "Y2": 0.283, "X3": 0.71594, "Y3": 0.3008, "X4": 0.67681, "Y4": 0.3008, "page": 0, "Index": 15}, {"Word": "to", "Confidence": 0.998, "X1": 0.72174, "Y1": 0.2832, "X2": 0.74348, "Y2": 0.283, "X3": 0.74203, "Y3": 0.3018, "X4": 0.72029, "Y4": 0.3008, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.994, "X1": 0.74783, "Y1": 0.2842, "X2": 0.77826, "Y2": 0.284, "X3": 0.77681, "Y3": 0.3018, "X4": 0.74638, "Y4": 0.3018, "page": 0, "Index": 17}, {"Word": "nearest", "Confidence": 0.996, "X1": 0.15507, "Y1": 0.3002, "X2": 0.21304, "Y2": 0.3, "X3": 0.21304, "Y3": 0.3148, "X4": 0.15507, "Y4": 0.3148, "page": 0, "Index": 18}, {"Word": "0.05", "Confidence": 0.987, "X1": 0.21739, "Y1": 0.3002, "X2": 0.25507, "Y2": 0.3, "X3": 0.25507, "Y3": 0.3148, "X4": 0.21739, "Y4": 0.3148, "page": 0, "Index": 19}, {"Word": "ml.", "Confidence": 0.996, "X1": 0.25942, "Y1": 0.3002, "X2": 0.28986, "Y2": 0.3, "X3": 0.2913, "Y3": 0.3148, "X4": 0.25942, "Y4": 0.3148, "page": 0, "Index": 20}, {"Word": "flattering", "Confidence": 0.569, "X1": 0.64928, "Y1": 0.3152, "X2": 0.75072, "Y2": 0.315, "X3": 0.75072, "Y3": 0.3338, "X4": 0.64783, "Y4": 0.3348, "page": 0, "Index": 21}, {"Word": "of", "Confidence": 0.066, "X1": 0.75652, "Y1": 0.3152, "X2": 0.76957, "Y2": 0.315, "X3": 0.76957, "Y3": 0.3338, "X4": 0.75652, "Y4": 0.3338, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.975, "X1": 0.77536, "Y1": 0.3152, "X2": 0.81884, "Y2": 0.315, "X3": 0.81884, "Y3": 0.3328, "X4": 0.77536, "Y4": 0.3338, "page": 0, "Index": 23}, {"Word": "shape", "Confidence": 0.63, "X1": 0.72464, "Y1": 0.3322, "X2": 0.77971, "Y2": 0.332, "X3": 0.77826, "Y3": 0.3478, "X4": 0.72319, "Y4": 0.3488, "page": 0, "Index": 24}, {"Word": "meniscus", "Confidence": 0.218, "X1": 0.79275, "Y1": 0.3302, "X2": 0.8913, "Y2": 0.33, "X3": 0.88986, "Y3": 0.3448, "X4": 0.7913, "Y4": 0.3478, "page": 0, "Index": 25}, {"Word": "0.05", "Confidence": 0.992, "X1": 0.2087, "Y1": 0.3332, "X2": 0.24348, "Y2": 0.333, "X3": 0.24203, "Y3": 0.3488, "X4": 0.20725, "Y4": 0.3478, "page": 0, "Index": 26}, {"Word": "is", "Confidence": 0.995, "X1": 0.24783, "Y1": 0.3332, "X2": 0.26522, "Y2": 0.333, "X3": 0.26377, "Y3": 0.3488, "X4": 0.24783, "Y4": 0.3488, "page": 0, "Index": 27}, {"Word": "substracted", "Confidence": 0.995, "X1": 0.26957, "Y1": 0.3342, "X2": 0.36377, "Y2": 0.334, "X3": 0.36377, "Y3": 0.3498, "X4": 0.26957, "Y4": 0.3488, "page": 0, "Index": 28}, {"Word": "from", "Confidence": 0.986, "X1": 0.36812, "Y1": 0.3342, "X2": 0.41014, "Y2": 0.334, "X3": 0.41014, "Y3": 0.3508, "X4": 0.36812, "Y4": 0.3498, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.985, "X1": 0.41449, "Y1": 0.3342, "X2": 0.44493, "Y2": 0.334, "X3": 0.44348, "Y3": 0.3508, "X4": 0.41449, "Y4": 0.3508, "page": 0, "Index": 30}, {"Word": "above", "Confidence": 0.994, "X1": 0.44928, "Y1": 0.3342, "X2": 0.5, "Y2": 0.334, "X3": 0.49855, "Y3": 0.3508, "X4": 0.44783, "Y4": 0.3508, "page": 0, "Index": 31}, {"Word": "result", "Confidence": 0.986, "X1": 0.50435, "Y1": 0.3342, "X2": 0.55652, "Y2": 0.334, "X3": 0.55507, "Y3": 0.3508, "X4": 0.50435, "Y4": 0.3508, "page": 0, "Index": 32}, {"Word": "due", "Confidence": 0.987, "X1": 0.56087, "Y1": 0.3342, "X2": 0.58986, "Y2": 0.334, "X3": 0.58841, "Y3": 0.3508, "X4": 0.55942, "Y4": 0.3508, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.99, "X1": 0.5942, "Y1": 0.3342, "X2": 0.61159, "Y2": 0.334, "X3": 0.61014, "Y3": 0.3508, "X4": 0.59275, "Y4": 0.3508, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.983, "X1": 0.61594, "Y1": 0.3332, "X2": 0.64493, "Y2": 0.333, "X3": 0.64493, "Y3": 0.3498, "X4": 0.61449, "Y4": 0.3508, "page": 0, "Index": 35}, {"Word": "rounded", "Confidence": 0.947, "X1": 0.65072, "Y1": 0.3332, "X2": 0.72029, "Y2": 0.333, "X3": 0.71884, "Y3": 0.3488, "X4": 0.64928, "Y4": 0.3498, "page": 0, "Index": 36}, {"Word": "resulting", "Confidence": 0.993, "X1": 0.15507, "Y1": 0.3512, "X2": 0.22609, "Y2": 0.351, "X3": 0.22609, "Y3": 0.3668, "X4": 0.15362, "Y4": 0.3668, "page": 0, "Index": 37}, {"Word": "from", "Confidence": 0.991, "X1": 0.23043, "Y1": 0.3512, "X2": 0.26957, "Y2": 0.351, "X3": 0.26812, "Y3": 0.3668, "X4": 0.23043, "Y4": 0.3668, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.27826, "Y1": 0.3512, "X2": 0.30725, "Y2": 0.351, "X3": 0.3058, "Y3": 0.3668, "X4": 0.27826, "Y4": 0.3668, "page": 0, "Index": 39}, {"Word": "addition", "Confidence": 0.995, "X1": 0.31159, "Y1": 0.3512, "X2": 0.37971, "Y2": 0.351, "X3": 0.37971, "Y3": 0.3668, "X4": 0.31014, "Y4": 0.3668, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.38551, "Y1": 0.3512, "X2": 0.40435, "Y2": 0.351, "X3": 0.40435, "Y3": 0.3668, "X4": 0.38406, "Y4": 0.3668, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.41014, "Y1": 0.3512, "X2": 0.43623, "Y2": 0.351, "X3": 0.43623, "Y3": 0.3668, "X4": 0.4087, "Y4": 0.3668, "page": 0, "Index": 42}, {"Word": "humidifier", "Confidence": 0.941, "X1": 0.44058, "Y1": 0.3512, "X2": 0.52754, "Y2": 0.351, "X3": 0.52754, "Y3": 0.3668, "X4": 0.44058, "Y4": 0.3668, "page": 0, "Index": 43}, {"Word": "-", "Confidence": 0.993, "X1": 0.53333, "Y1": 0.3512, "X2": 0.54203, "Y2": 0.351, "X3": 0.54203, "Y3": 0.3668, "X4": 0.53333, "Y4": 0.3668, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.54638, "Y1": 0.3512, "X2": 0.57391, "Y2": 0.351, "X3": 0.57391, "Y3": 0.3678, "X4": 0.54638, "Y4": 0.3678, "page": 0, "Index": 45}, {"Word": "amount", "Confidence": 0.996, "X1": 0.57971, "Y1": 0.3522, "X2": 0.64348, "Y2": 0.352, "X3": 0.64348, "Y3": 0.3678, "X4": 0.57826, "Y4": 0.3678, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.998, "X1": 0.64783, "Y1": 0.3522, "X2": 0.66812, "Y2": 0.352, "X3": 0.66812, "Y3": 0.3678, "X4": 0.64783, "Y4": 0.3678, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.67246, "Y1": 0.3522, "X2": 0.7, "Y2": 0.352, "X3": 0.7, "Y3": 0.3678, "X4": 0.67246, "Y4": 0.3678, "page": 0, "Index": 48}, {"Word": "accurate", "Confidence": 0.922, "X1": 0.7058, "Y1": 0.3532, "X2": 0.77971, "Y2": 0.353, "X3": 0.77971, "Y3": 0.3688, "X4": 0.7058, "Y4": 0.3678, "page": 0, "Index": 49}, {"Word": "corrected", "Confidence": 0.702, "X1": 0.71159, "Y1": 0.3622, "X2": 0.8, "Y2": 0.362, "X3": 0.79855, "Y3": 0.3778, "X4": 0.71304, "Y4": 0.3768, "page": 0, "Index": 50}, {"Word": "volume", "Confidence": 0.994, "X1": 0.15797, "Y1": 0.3682, "X2": 0.21304, "Y2": 0.368, "X3": 0.21304, "Y3": 0.3828, "X4": 0.15652, "Y4": 0.3828, "page": 0, "Index": 51}, {"Word": "is", "Confidence": 0.998, "X1": 0.21739, "Y1": 0.3682, "X2": 0.23333, "Y2": 0.368, "X3": 0.23333, "Y3": 0.3828, "X4": 0.21739, "Y4": 0.3828, "page": 0, "Index": 52}, {"Word": "knows", "Confidence": 0.997, "X1": 0.23768, "Y1": 0.3682, "X2": 0.2942, "Y2": 0.368, "X3": 0.2942, "Y3": 0.3838, "X4": 0.23768, "Y4": 0.3828, "page": 0, "Index": 53}, {"Word": "as", "Confidence": 0.998, "X1": 0.29855, "Y1": 0.3682, "X2": 0.31739, "Y2": 0.368, "X3": 0.31594, "Y3": 0.3838, "X4": 0.29855, "Y4": 0.3838, "page": 0, "Index": 54}, {"Word": "(HH).", "Confidence": 0.997, "X1": 0.32174, "Y1": 0.3682, "X2": 0.37391, "Y2": 0.368, "X3": 0.37391, "Y3": 0.3848, "X4": 0.32174, "Y4": 0.3838, "page": 0, "Index": 55}, {"Word": "wetting", "Confidence": 0.76, "X1": 0.43768, "Y1": 0.3682, "X2": 0.5029, "Y2": 0.368, "X3": 0.5029, "Y3": 0.3858, "X4": 0.43623, "Y4": 0.3818, "page": 0, "Index": 56}, {"Word": "agent", "Confidence": 0.203, "X1": 0.5087, "Y1": 0.3692, "X2": 0.56812, "Y2": 0.369, "X3": 0.56812, "Y3": 0.3878, "X4": 0.50725, "Y4": 0.3868, "page": 0, "Index": 57}, {"Word": "6/2", "Confidence": 0.993, "X1": 0.15507, "Y1": 0.4182, "X2": 0.18261, "Y2": 0.418, "X3": 0.18261, "Y3": 0.4318, "X4": 0.15507, "Y4": 0.4318, "page": 0, "Index": 58}, {"Word": "Calculation", "Confidence": 0.941, "X1": 0.2058, "Y1": 0.4182, "X2": 0.31014, "Y2": 0.418, "X3": 0.3087, "Y3": 0.4338, "X4": 0.20435, "Y4": 0.4338, "page": 0, "Index": 59}, {"Word": "(Formula)", "Confidence": 0.993, "X1": 0.31449, "Y1": 0.4182, "X2": 0.41014, "Y2": 0.418, "X3": 0.4087, "Y3": 0.4348, "X4": 0.31304, "Y4": 0.4338, "page": 0, "Index": 60}, {"Word": "The", "Confidence": 0.998, "X1": 0.2087, "Y1": 0.4522, "X2": 0.24203, "Y2": 0.452, "X3": 0.24203, "Y3": 0.4678, "X4": 0.2087, "Y4": 0.4668, "page": 0, "Index": 61}, {"Word": "water", "Confidence": 0.997, "X1": 0.24638, "Y1": 0.4522, "X2": 0.29855, "Y2": 0.452, "X3": 0.29855, "Y3": 0.4678, "X4": 0.24638, "Y4": 0.4678, "page": 0, "Index": 62}, {"Word": "content", "Confidence": 0.996, "X1": 0.3029, "Y1": 0.4522, "X2": 0.36812, "Y2": 0.452, "X3": 0.36812, "Y3": 0.4678, "X4": 0.3029, "Y4": 0.4678, "page": 0, "Index": 63}, {"Word": "is", "Confidence": 0.998, "X1": 0.37246, "Y1": 0.4522, "X2": 0.3913, "Y2": 0.452, "X3": 0.3913, "Y3": 0.4688, "X4": 0.37246, "Y4": 0.4678, "page": 0, "Index": 64}, {"Word": "indicated", "Confidence": 0.994, "X1": 0.3971, "Y1": 0.4522, "X2": 0.47681, "Y2": 0.452, "X3": 0.47681, "Y3": 0.4688, "X4": 0.3971, "Y4": 0.4688, "page": 0, "Index": 65}, {"Word": "by", "Confidence": 0.998, "X1": 0.48116, "Y1": 0.4522, "X2": 0.50725, "Y2": 0.452, "X3": 0.50725, "Y3": 0.4688, "X4": 0.48116, "Y4": 0.4688, "page": 0, "Index": 66}, {"Word": "(H)", "Confidence": 0.993, "X1": 0.51159, "Y1": 0.4522, "X2": 0.54783, "Y2": 0.452, "X3": 0.54783, "Y3": 0.4688, "X4": 0.51159, "Y4": 0.4688, "page": 0, "Index": 67}, {"Word": "as", "Confidence": 0.997, "X1": 0.55362, "Y1": 0.4522, "X2": 0.57391, "Y2": 0.452, "X3": 0.57391, "Y3": 0.4698, "X4": 0.55362, "Y4": 0.4688, "page": 0, "Index": 68}, {"Word": "a", "Confidence": 0.995, "X1": 0.57826, "Y1": 0.4522, "X2": 0.59275, "Y2": 0.452, "X3": 0.59275, "Y3": 0.4698, "X4": 0.57826, "Y4": 0.4698, "page": 0, "Index": 69}, {"Word": "percentage/per", "Confidence": 0.991, "X1": 0.6, "Y1": 0.4532, "X2": 0.72609, "Y2": 0.453, "X3": 0.72609, "Y3": 0.4708, "X4": 0.6, "Y4": 0.4698, "page": 0, "Index": 70}, {"Word": "mass", "Confidence": 0.987, "X1": 0.73043, "Y1": 0.4542, "X2": 0.77826, "Y2": 0.454, "X3": 0.77826, "Y3": 0.4708, "X4": 0.73043, "Y4": 0.4708, "page": 0, "Index": 71}, {"Word": "which", "Confidence": 0.993, "X1": 0.15507, "Y1": 0.4682, "X2": 0.2029, "Y2": 0.468, "X3": 0.2029, "Y3": 0.4848, "X4": 0.15362, "Y4": 0.4848, "page": 0, "Index": 72}, {"Word": "gives", "Confidence": 0.998, "X1": 0.20725, "Y1": 0.4692, "X2": 0.25217, "Y2": 0.469, "X3": 0.25072, "Y3": 0.4848, "X4": 0.20725, "Y4": 0.4848, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.25652, "Y1": 0.4692, "X2": 0.28261, "Y2": 0.469, "X3": 0.28116, "Y3": 0.4848, "X4": 0.25507, "Y4": 0.4848, "page": 0, "Index": 74}, {"Word": "formula", "Confidence": 0.994, "X1": 0.28696, "Y1": 0.4692, "X2": 0.35217, "Y2": 0.469, "X3": 0.35072, "Y3": 0.4848, "X4": 0.28551, "Y4": 0.4848, "page": 0, "Index": 75}, {"Word": ":", "Confidence": 0.933, "X1": 0.35652, "Y1": 0.4692, "X2": 0.36812, "Y2": 0.469, "X3": 0.36667, "Y3": 0.4848, "X4": 0.35652, "Y4": 0.4848, "page": 0, "Index": 76}, {"Word": "H=M", "Confidence": 0.852, "X1": 0.31449, "Y1": 0.5022, "X2": 0.36377, "Y2": 0.502, "X3": 0.36377, "Y3": 0.5188, "X4": 0.31304, "Y4": 0.5178, "page": 0, "Index": 77}, {"Word": "\u00d7100", "Confidence": 0.637, "X1": 0.37681, "Y1": 0.5022, "X2": 0.42899, "Y2": 0.502, "X3": 0.42899, "Y3": 0.5188, "X4": 0.37681, "Y4": 0.5188, "page": 0, "Index": 78}, {"Word": "M", "Confidence": 0.995, "X1": 0.35362, "Y1": 0.5202, "X2": 0.36522, "Y2": 0.52, "X3": 0.36522, "Y3": 0.5338, "X4": 0.35362, "Y4": 0.5338, "page": 0, "Index": 79}, {"Word": "Whereas", "Confidence": 0.995, "X1": 0.20725, "Y1": 0.5702, "X2": 0.27971, "Y2": 0.57, "X3": 0.27826, "Y3": 0.5848, "X4": 0.20725, "Y4": 0.5848, "page": 0, "Index": 80}, {"Word": ":", "Confidence": 0.934, "X1": 0.28406, "Y1": 0.5702, "X2": 0.2971, "Y2": 0.57, "X3": 0.29565, "Y3": 0.5848, "X4": 0.28261, "Y4": 0.5848, "page": 0, "Index": 81}, {"Word": "producted", "Confidence": 0.66, "X1": 0.67536, "Y1": 0.5912, "X2": 0.77826, "Y2": 0.591, "X3": 0.77826, "Y3": 0.6088, "X4": 0.67681, "Y4": 0.6118, "page": 0, "Index": 82}, {"Word": "M", "Confidence": 0.994, "X1": 0.20435, "Y1": 0.6042, "X2": 0.21739, "Y2": 0.604, "X3": 0.21739, "Y3": 0.6198, "X4": 0.2029, "Y4": 0.6188, "page": 0, "Index": 83}, {"Word": "=", "Confidence": 0.993, "X1": 0.22899, "Y1": 0.6042, "X2": 0.24203, "Y2": 0.604, "X3": 0.24058, "Y3": 0.6198, "X4": 0.22754, "Y4": 0.6198, "page": 0, "Index": 84}, {"Word": "The", "Confidence": 0.998, "X1": 0.24638, "Y1": 0.6042, "X2": 0.27826, "Y2": 0.604, "X3": 0.27826, "Y3": 0.6198, "X4": 0.24493, "Y4": 0.6198, "page": 0, "Index": 85}, {"Word": "mass", "Confidence": 0.988, "X1": 0.28406, "Y1": 0.6042, "X2": 0.32609, "Y2": 0.604, "X3": 0.32464, "Y3": 0.6208, "X4": 0.28261, "Y4": 0.6198, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.33043, "Y1": 0.6042, "X2": 0.34928, "Y2": 0.604, "X3": 0.34928, "Y3": 0.6208, "X4": 0.33043, "Y4": 0.6208, "page": 0, "Index": 87}, {"Word": "water", "Confidence": 0.997, "X1": 0.35362, "Y1": 0.6042, "X2": 0.39855, "Y2": 0.604, "X3": 0.39855, "Y3": 0.6208, "X4": 0.35362, "Y4": 0.6208, "page": 0, "Index": 88}, {"Word": "content", "Confidence": 0.995, "X1": 0.40435, "Y1": 0.6042, "X2": 0.46377, "Y2": 0.604, "X3": 0.46232, "Y3": 0.6218, "X4": 0.4029, "Y4": 0.6208, "page": 0, "Index": 89}, {"Word": "(HH)", "Confidence": 0.991, "X1": 0.46812, "Y1": 0.6042, "X2": 0.51159, "Y2": 0.604, "X3": 0.51159, "Y3": 0.6218, "X4": 0.46812, "Y4": 0.6218, "page": 0, "Index": 90}, {"Word": "accumulated", "Confidence": 0.993, "X1": 0.51594, "Y1": 0.6052, "X2": 0.62319, "Y2": 0.605, "X3": 0.62319, "Y3": 0.6208, "X4": 0.51594, "Y4": 0.6218, "page": 0, "Index": 91}, {"Word": "in", "Confidence": 0.998, "X1": 0.62754, "Y1": 0.6052, "X2": 0.64348, "Y2": 0.605, "X3": 0.64348, "Y3": 0.6208, "X4": 0.62754, "Y4": 0.6208, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.64783, "Y1": 0.6052, "X2": 0.67536, "Y2": 0.605, "X3": 0.67536, "Y3": 0.6208, "X4": 0.64783, "Y4": 0.6208, "page": 0, "Index": 93}, {"Word": "guard", "Confidence": 0.768, "X1": 0.67971, "Y1": 0.6052, "X2": 0.73043, "Y2": 0.605, "X3": 0.73043, "Y3": 0.6198, "X4": 0.68116, "Y4": 0.6208, "page": 0, "Index": 94}, {"Word": "tube", "Confidence": 0.989, "X1": 0.24928, "Y1": 0.6222, "X2": 0.28261, "Y2": 0.622, "X3": 0.28261, "Y3": 0.6378, "X4": 0.24783, "Y4": 0.6378, "page": 0, "Index": 95}, {"Word": "(gm)", "Confidence": 0.983, "X1": 0.28841, "Y1": 0.6232, "X2": 0.33043, "Y2": 0.623, "X3": 0.32899, "Y3": 0.6388, "X4": 0.28696, "Y4": 0.6378, "page": 0, "Index": 96}, {"Word": "M1", "Confidence": 0.933, "X1": 0.2029, "Y1": 0.6552, "X2": 0.22754, "Y2": 0.655, "X3": 0.22609, "Y3": 0.6728, "X4": 0.2029, "Y4": 0.6728, "page": 0, "Index": 97}, {"Word": "=", "Confidence": 0.056, "X1": 0.23188, "Y1": 0.6552, "X2": 0.24493, "Y2": 0.655, "X3": 0.24493, "Y3": 0.6718, "X4": 0.23188, "Y4": 0.6718, "page": 0, "Index": 98}, {"Word": "The", "Confidence": 0.998, "X1": 0.25072, "Y1": 0.6552, "X2": 0.28116, "Y2": 0.655, "X3": 0.28116, "Y3": 0.6718, "X4": 0.24928, "Y4": 0.6718, "page": 0, "Index": 99}, {"Word": "mass", "Confidence": 0.988, "X1": 0.28696, "Y1": 0.6552, "X2": 0.32899, "Y2": 0.655, "X3": 0.32754, "Y3": 0.6718, "X4": 0.28551, "Y4": 0.6718, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.33333, "Y1": 0.6562, "X2": 0.35217, "Y2": 0.656, "X3": 0.35072, "Y3": 0.6718, "X4": 0.33333, "Y4": 0.6718, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.994, "X1": 0.35652, "Y1": 0.6562, "X2": 0.38116, "Y2": 0.656, "X3": 0.37971, "Y3": 0.6718, "X4": 0.35507, "Y4": 0.6718, "page": 0, "Index": 102}, {"Word": "test", "Confidence": 0.988, "X1": 0.38551, "Y1": 0.6562, "X2": 0.41739, "Y2": 0.656, "X3": 0.41594, "Y3": 0.6728, "X4": 0.38551, "Y4": 0.6718, "page": 0, "Index": 103}, {"Word": "sample", "Confidence": 0.997, "X1": 0.42174, "Y1": 0.6572, "X2": 0.47971, "Y2": 0.657, "X3": 0.47826, "Y3": 0.6738, "X4": 0.42029, "Y4": 0.6728, "page": 0, "Index": 104}, {"Word": "(gm)", "Confidence": 0.981, "X1": 0.48406, "Y1": 0.6572, "X2": 0.52899, "Y2": 0.657, "X3": 0.52754, "Y3": 0.6748, "X4": 0.48261, "Y4": 0.6738, "page": 0, "Index": 105}, {"Word": "Note", "Confidence": 0.148, "X1": 0.16087, "Y1": 0.7062, "X2": 0.20435, "Y2": 0.706, "X3": 0.20435, "Y3": 0.7248, "X4": 0.16087, "Y4": 0.7248, "page": 0, "Index": 106}, {"Word": ":", "Confidence": 0.939, "X1": 0.21014, "Y1": 0.7062, "X2": 0.22174, "Y2": 0.706, "X3": 0.22174, "Y3": 0.7248, "X4": 0.21014, "Y4": 0.7248, "page": 0, "Index": 107}, {"Word": "If", "Confidence": 0.994, "X1": 0.22754, "Y1": 0.7062, "X2": 0.24203, "Y2": 0.706, "X3": 0.24203, "Y3": 0.7248, "X4": 0.22609, "Y4": 0.7248, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.994, "X1": 0.24783, "Y1": 0.7062, "X2": 0.27391, "Y2": 0.706, "X3": 0.27246, "Y3": 0.7248, "X4": 0.24783, "Y4": 0.7248, "page": 0, "Index": 109}, {"Word": "mass", "Confidence": 0.988, "X1": 0.27826, "Y1": 0.7062, "X2": 0.32174, "Y2": 0.706, "X3": 0.32029, "Y3": 0.7248, "X4": 0.27826, "Y4": 0.7248, "page": 0, "Index": 110}, {"Word": "M]", "Confidence": 0.042, "X1": 0.32609, "Y1": 0.7062, "X2": 0.35072, "Y2": 0.706, "X3": 0.34928, "Y3": 0.7248, "X4": 0.32609, "Y4": 0.7248, "page": 0, "Index": 111}, {"Word": "=", "Confidence": 0.991, "X1": 0.35507, "Y1": 0.7062, "X2": 0.36522, "Y2": 0.706, "X3": 0.36522, "Y3": 0.7248, "X4": 0.35507, "Y4": 0.7248, "page": 0, "Index": 112}, {"Word": "(50", "Confidence": 0.995, "X1": 0.37101, "Y1": 0.7062, "X2": 0.40145, "Y2": 0.706, "X3": 0.40145, "Y3": 0.7248, "X4": 0.36957, "Y4": 0.7248, "page": 0, "Index": 113}, {"Word": "+", "Confidence": 0.995, "X1": 0.4058, "Y1": 0.7062, "X2": 0.41594, "Y2": 0.706, "X3": 0.41594, "Y3": 0.7248, "X4": 0.4058, "Y4": 0.7248, "page": 0, "Index": 114}, {"Word": "0,01)", "Confidence": 0.938, "X1": 0.42174, "Y1": 0.7062, "X2": 0.46377, "Y2": 0.706, "X3": 0.46377, "Y3": 0.7248, "X4": 0.42174, "Y4": 0.7248, "page": 0, "Index": 115}, {"Word": "gm", "Confidence": 0.992, "X1": 0.46957, "Y1": 0.7062, "X2": 0.49565, "Y2": 0.706, "X3": 0.4942, "Y3": 0.7248, "X4": 0.46957, "Y4": 0.7248, "page": 0, "Index": 116}, {"Word": "then", "Confidence": 0.979, "X1": 0.5, "Y1": 0.7072, "X2": 0.53623, "Y2": 0.707, "X3": 0.53623, "Y3": 0.7248, "X4": 0.5, "Y4": 0.7248, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.54058, "Y1": 0.7072, "X2": 0.56667, "Y2": 0.707, "X3": 0.56667, "Y3": 0.7248, "X4": 0.54058, "Y4": 0.7248, "page": 0, "Index": 118}, {"Word": "water", "Confidence": 0.995, "X1": 0.57246, "Y1": 0.7072, "X2": 0.62029, "Y2": 0.707, "X3": 0.61884, "Y3": 0.7248, "X4": 0.57101, "Y4": 0.7248, "page": 0, "Index": 119}, {"Word": "content", "Confidence": 0.996, "X1": 0.62464, "Y1": 0.7082, "X2": 0.6913, "Y2": 0.708, "X3": 0.6913, "Y3": 0.7248, "X4": 0.62464, "Y4": 0.7248, "page": 0, "Index": 120}, {"Word": "H", "Confidence": 0.995, "X1": 0.23043, "Y1": 0.7262, "X2": 0.24348, "Y2": 0.726, "X3": 0.24348, "Y3": 0.7438, "X4": 0.23043, "Y4": 0.7438, "page": 0, "Index": 121}, {"Word": "=2", "Confidence": 0.998, "X1": 0.24928, "Y1": 0.7262, "X2": 0.27681, "Y2": 0.726, "X3": 0.27536, "Y3": 0.7438, "X4": 0.24928, "Y4": 0.7438, "page": 0, "Index": 122}, {"Word": "HH", "Confidence": 0.998, "X1": 0.28116, "Y1": 0.7272, "X2": 0.31304, "Y2": 0.727, "X3": 0.31159, "Y3": 0.7438, "X4": 0.28116, "Y4": 0.7438, "page": 0, "Index": 123}, {"Word": "All", "Confidence": 0.996, "X1": 0.14928, "Y1": 0.7772, "X2": 0.17246, "Y2": 0.777, "X3": 0.17246, "Y3": 0.7948, "X4": 0.14928, "Y4": 0.7948, "page": 0, "Index": 124}, {"Word": "results", "Confidence": 0.995, "X1": 0.17826, "Y1": 0.7772, "X2": 0.23333, "Y2": 0.777, "X3": 0.23188, "Y3": 0.7948, "X4": 0.17681, "Y4": 0.7948, "page": 0, "Index": 125}, {"Word": "should", "Confidence": 0.996, "X1": 0.23768, "Y1": 0.7782, "X2": 0.2942, "Y2": 0.778, "X3": 0.29275, "Y3": 0.7948, "X4": 0.23768, "Y4": 0.7948, "page": 0, "Index": 126}, {"Word": "be", "Confidence": 0.998, "X1": 0.29855, "Y1": 0.7782, "X2": 0.31884, "Y2": 0.778, "X3": 0.31884, "Y3": 0.7948, "X4": 0.29855, "Y4": 0.7948, "page": 0, "Index": 127}, {"Word": "given", "Confidence": 0.998, "X1": 0.32319, "Y1": 0.7782, "X2": 0.36957, "Y2": 0.778, "X3": 0.36812, "Y3": 0.7948, "X4": 0.32319, "Y4": 0.7948, "page": 0, "Index": 128}, {"Word": "a", "Confidence": 0.998, "X1": 0.37391, "Y1": 0.7782, "X2": 0.38261, "Y2": 0.778, "X3": 0.38261, "Y3": 0.7948, "X4": 0.37391, "Y4": 0.7948, "page": 0, "Index": 129}, {"Word": "decimal", "Confidence": 0.996, "X1": 0.38696, "Y1": 0.7782, "X2": 0.45072, "Y2": 0.778, "X3": 0.45072, "Y3": 0.7948, "X4": 0.38696, "Y4": 0.7948, "page": 0, "Index": 130}, {"Word": "number", "Confidence": 0.997, "X1": 0.45652, "Y1": 0.7782, "X2": 0.51884, "Y2": 0.778, "X3": 0.51884, "Y3": 0.7958, "X4": 0.45652, "Y4": 0.7948, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.52319, "Y1": 0.7782, "X2": 0.54203, "Y2": 0.778, "X3": 0.54203, "Y3": 0.7958, "X4": 0.52319, "Y4": 0.7958, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.993, "X1": 0.54638, "Y1": 0.7782, "X2": 0.57246, "Y2": 0.778, "X3": 0.57246, "Y3": 0.7958, "X4": 0.54638, "Y4": 0.7958, "page": 0, "Index": 133}, {"Word": "nearest", "Confidence": 0.996, "X1": 0.57681, "Y1": 0.7782, "X2": 0.63768, "Y2": 0.778, "X3": 0.63768, "Y3": 0.7958, "X4": 0.57681, "Y4": 0.7958, "page": 0, "Index": 134}, {"Word": "0,01%.", "Confidence": 0.957, "X1": 0.64203, "Y1": 0.7782, "X2": 0.70435, "Y2": 0.778, "X3": 0.7058, "Y3": 0.7968, "X4": 0.64348, "Y4": 0.7958, "page": 0, "Index": 135}, {"Word": "800118448", "Confidence": 0.992, "X1": 0.96522, "Y1": 0.9422, "X2": 0.96522, "Y2": 0.942, "X3": 0.93768, "Y3": 0.9408, "X4": 0.93623, "Y4": 0.8358, "page": 0, "Index": 136}, {"Word": "Q12317", "Confidence": 0.995, "X1": 0.0, "Y1": 0.9622, "X2": 0.06667, "Y2": 0.962, "X3": 0.06667, "Y3": 0.9768, "X4": 0.0, "Y4": 0.9778, "page": 0, "Index": 137}]}
|
"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"
|
ffpd0206
| 6 |
{"lines_data": [{"Word": "Tobacco - Determination of Water Content", "Confidence": 0.99533, "X1": 0.26957, "Y1": 0.1582, "X2": 0.67681, "Y2": 0.158, "X3": 0.67681, "Y3": 0.1768, "X4": 0.26957, "Y4": 0.1788, "page": 0}, {"Word": "(Reference Method)", "Confidence": 0.993, "X1": 0.38261, "Y1": 0.1792, "X2": 0.56232, "Y2": 0.179, "X3": 0.56232, "Y3": 0.1948, "X4": 0.38261, "Y4": 0.1958, "page": 0}, {"Word": "Introduction : The method cleared in this Gulf standard is suitable as", "Confidence": 0.9485, "X1": 0.16232, "Y1": 0.2272, "X2": 0.78696, "Y2": 0.227, "X3": 0.78696, "Y3": 0.2448, "X4": 0.16232, "Y4": 0.2488, "page": 0}, {"Word": "..", "Confidence": 0.645, "X1": 0.02609, "Y1": 0.2492, "X2": 0.02609, "Y2": 0.249, "X3": 0.01594, "Y3": 0.2498, "X4": 0.01594, "Y4": 0.2358, "page": 0}, {"Word": "a reference method to determine the water content in tobacco, and as a", "Confidence": 0.996, "X1": 0.16087, "Y1": 0.2492, "X2": 0.78841, "Y2": 0.249, "X3": 0.78841, "Y3": 0.2648, "X4": 0.16087, "Y4": 0.2678, "page": 0}, {"Word": "testing method to routine ones, (such as drying in a furnace or electric", "Confidence": 0.98031, "X1": 0.15942, "Y1": 0.2652, "X2": 0.78551, "Y2": 0.265, "X3": 0.78696, "Y3": 0.2818, "X4": 0.15942, "Y4": 0.2848, "page": 0}, {"Word": "method).", "Confidence": 0.992, "X1": 0.15942, "Y1": 0.2862, "X2": 0.23768, "Y2": 0.286, "X3": 0.23768, "Y3": 0.3028, "X4": 0.15942, "Y4": 0.3018, "page": 0}, {"Word": "1. Field and extent of application", "Confidence": 0.88617, "X1": 0.15507, "Y1": 0.3172, "X2": 0.46377, "Y2": 0.317, "X3": 0.46377, "Y3": 0.3348, "X4": 0.15507, "Y4": 0.3358, "page": 0}, {"Word": "This Gulf Standard determines the reference method to measure the water", "Confidence": 0.99527, "X1": 0.16087, "Y1": 0.3562, "X2": 0.78696, "Y2": 0.356, "X3": 0.78696, "Y3": 0.3718, "X4": 0.16087, "Y4": 0.3748, "page": 0}, {"Word": "content in tobacco by distillation, using a solvent not mixed with water.", "Confidence": 0.99308, "X1": 0.16087, "Y1": 0.3732, "X2": 0.78406, "Y2": 0.373, "X3": 0.78406, "Y3": 0.3888, "X4": 0.16087, "Y4": 0.3908, "page": 0}, {"Word": "This method is suitable for manufactured or unmanufactured tobacco and", "Confidence": 0.9949, "X1": 0.16377, "Y1": 0.3892, "X2": 0.78696, "Y2": 0.389, "X3": 0.78696, "Y3": 0.4048, "X4": 0.16377, "Y4": 0.4078, "page": 0}, {"Word": "--", "Confidence": 0.623, "X1": 0.02609, "Y1": 0.4252, "X2": 0.02609, "Y2": 0.425, "X3": 0.01594, "Y3": 0.4248, "X4": 0.01594, "Y4": 0.4088, "page": 0}, {"Word": "specially cut tobacco.", "Confidence": 0.99567, "X1": 0.16087, "Y1": 0.4092, "X2": 0.34203, "Y2": 0.409, "X3": 0.34203, "Y3": 0.4248, "X4": 0.16087, "Y4": 0.4258, "page": 0}, {"Word": "Note : This method may give different results with manufactured", "Confidence": 0.8238, "X1": 0.15942, "Y1": 0.4422, "X2": 0.78841, "Y2": 0.442, "X3": 0.78986, "Y3": 0.4578, "X4": 0.15942, "Y4": 0.4618, "page": 0}, {"Word": "tobacco which contains a high percentage of humid substance.", "Confidence": 0.95856, "X1": 0.15942, "Y1": 0.4632, "X2": 0.67971, "Y2": 0.463, "X3": 0.67971, "Y3": 0.4788, "X4": 0.15942, "Y4": 0.4818, "page": 0}, {"Word": "humectants", "Confidence": 0.463, "X1": 0.52609, "Y1": 0.4772, "X2": 0.64058, "Y2": 0.477, "X3": 0.64058, "Y3": 0.4928, "X4": 0.52609, "Y4": 0.4928, "page": 0}, {"Word": "2. The base", "Confidence": 0.92233, "X1": 0.15652, "Y1": 0.5152, "X2": 0.27246, "Y2": 0.515, "X3": 0.27246, "Y3": 0.5318, "X4": 0.15652, "Y4": 0.5318, "page": 0}, {"Word": "Pull water from the tested sample by boiling it in a solvent not mixed with", "Confidence": 0.9952, "X1": 0.15942, "Y1": 0.5522, "X2": 0.78551, "Y2": 0.552, "X3": 0.78551, "Y3": 0.5678, "X4": 0.15942, "Y4": 0.5708, "page": 0}, {"Word": "water then the drawn water is separated. The water volume is measured in", "Confidence": 0.99554, "X1": 0.16232, "Y1": 0.5692, "X2": 0.78696, "Y2": 0.569, "X3": 0.78696, "Y3": 0.5848, "X4": 0.16232, "Y4": 0.5878, "page": 0}, {"Word": "a graded tube. The water percentage is calculated in a tube test.", "Confidence": 0.99483, "X1": 0.15942, "Y1": 0.5862, "X2": 0.68696, "Y2": 0.586, "X3": 0.68696, "Y3": 0.6028, "X4": 0.15942, "Y4": 0.6048, "page": 0}, {"Word": "3. Rengeots", "Confidence": 0.605, "X1": 0.15362, "Y1": 0.6562, "X2": 0.27536, "Y2": 0.656, "X3": 0.27536, "Y3": 0.6738, "X4": 0.15362, "Y4": 0.6758, "page": 0}, {"Word": "Only Reagents with a pure standard level are used during analysis.", "Confidence": 0.99191, "X1": 0.16087, "Y1": 0.6942, "X2": 0.71304, "Y2": 0.694, "X3": 0.71304, "Y3": 0.7118, "X4": 0.16087, "Y4": 0.7138, "page": 0}, {"Word": "800118443", "Confidence": 0.994, "X1": 0.97101, "Y1": 0.9422, "X2": 0.97246, "Y2": 0.942, "X3": 0.94348, "Y3": 0.9418, "X4": 0.94203, "Y4": 0.8318, "page": 0}, {"Word": "Q12317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9632, "X2": 0.06957, "Y2": 0.963, "X3": 0.06957, "Y3": 0.9778, "X4": 0.0, "Y4": 0.9778, "page": 0}, {"Word": "-", "Confidence": 0.969, "X1": 0.89565, "Y1": 0.9752, "X2": 0.91449, "Y2": 0.975, "X3": 0.91449, "Y3": 0.9818, "X4": 0.89565, "Y4": 0.9818, "page": 0}], "words_data": [{"Word": "Determination", "Confidence": 0.991, "X1": 0.36377, "Y1": 0.1602, "X2": 0.49855, "Y2": 0.16, "X3": 0.49855, "Y3": 0.1778, "X4": 0.36522, "Y4": 0.1788, "page": 0, "Index": 0}, {"Word": "of", "Confidence": 0.998, "X1": 0.50435, "Y1": 0.1592, "X2": 0.52174, "Y2": 0.159, "X3": 0.52319, "Y3": 0.1778, "X4": 0.50435, "Y4": 0.1778, "page": 0, "Index": 1}, {"Word": "Water", "Confidence": 0.997, "X1": 0.52754, "Y1": 0.1592, "X2": 0.58696, "Y2": 0.159, "X3": 0.58841, "Y3": 0.1778, "X4": 0.52754, "Y4": 0.1778, "page": 0, "Index": 2}, {"Word": "Content", "Confidence": 0.996, "X1": 0.59275, "Y1": 0.1592, "X2": 0.67536, "Y2": 0.159, "X3": 0.67536, "Y3": 0.1778, "X4": 0.5942, "Y4": 0.1778, "page": 0, "Index": 3}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.27101, "Y1": 0.1602, "X2": 0.34638, "Y2": 0.16, "X3": 0.34638, "Y3": 0.1788, "X4": 0.27246, "Y4": 0.1798, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.995, "X1": 0.35072, "Y1": 0.1602, "X2": 0.35797, "Y2": 0.16, "X3": 0.35942, "Y3": 0.1788, "X4": 0.35217, "Y4": 0.1788, "page": 0, "Index": 5}, {"Word": "(Reference", "Confidence": 0.991, "X1": 0.38406, "Y1": 0.1792, "X2": 0.47681, "Y2": 0.179, "X3": 0.47681, "Y3": 0.1958, "X4": 0.38261, "Y4": 0.1968, "page": 0, "Index": 6}, {"Word": "Method)", "Confidence": 0.995, "X1": 0.48116, "Y1": 0.1792, "X2": 0.56087, "Y2": 0.179, "X3": 0.56087, "Y3": 0.1958, "X4": 0.48116, "Y4": 0.1958, "page": 0, "Index": 7}, {"Word": "..", "Confidence": 0.645, "X1": 0.02609, "Y1": 0.2462, "X2": 0.02609, "Y2": 0.246, "X3": 0.01594, "Y3": 0.2458, "X4": 0.01594, "Y4": 0.2358, "page": 0, "Index": 8}, {"Word": "Introduction", "Confidence": 0.771, "X1": 0.17101, "Y1": 0.2312, "X2": 0.27681, "Y2": 0.231, "X3": 0.27681, "Y3": 0.2478, "X4": 0.17101, "Y4": 0.2488, "page": 0, "Index": 9}, {"Word": ":", "Confidence": 0.677, "X1": 0.28261, "Y1": 0.2312, "X2": 0.2971, "Y2": 0.231, "X3": 0.2971, "Y3": 0.2478, "X4": 0.28261, "Y4": 0.2478, "page": 0, "Index": 10}, {"Word": "The", "Confidence": 0.998, "X1": 0.32174, "Y1": 0.2302, "X2": 0.35217, "Y2": 0.23, "X3": 0.35217, "Y3": 0.2468, "X4": 0.32174, "Y4": 0.2468, "page": 0, "Index": 11}, {"Word": "method", "Confidence": 0.994, "X1": 0.35797, "Y1": 0.2302, "X2": 0.42174, "Y2": 0.23, "X3": 0.42174, "Y3": 0.2468, "X4": 0.35797, "Y4": 0.2468, "page": 0, "Index": 12}, {"Word": "cleared", "Confidence": 0.994, "X1": 0.42609, "Y1": 0.2292, "X2": 0.48986, "Y2": 0.229, "X3": 0.48986, "Y3": 0.2458, "X4": 0.42609, "Y4": 0.2468, "page": 0, "Index": 13}, {"Word": "in", "Confidence": 0.998, "X1": 0.4942, "Y1": 0.2292, "X2": 0.51014, "Y2": 0.229, "X3": 0.51014, "Y3": 0.2458, "X4": 0.4942, "Y4": 0.2458, "page": 0, "Index": 14}, {"Word": "this", "Confidence": 0.979, "X1": 0.51594, "Y1": 0.2292, "X2": 0.54638, "Y2": 0.229, "X3": 0.54638, "Y3": 0.2458, "X4": 0.51594, "Y4": 0.2458, "page": 0, "Index": 15}, {"Word": "Gulf", "Confidence": 0.987, "X1": 0.55217, "Y1": 0.2282, "X2": 0.58986, "Y2": 0.228, "X3": 0.58986, "Y3": 0.2458, "X4": 0.55217, "Y4": 0.2458, "page": 0, "Index": 16}, {"Word": "standard", "Confidence": 0.994, "X1": 0.5942, "Y1": 0.2282, "X2": 0.66522, "Y2": 0.228, "X3": 0.66522, "Y3": 0.2458, "X4": 0.5942, "Y4": 0.2458, "page": 0, "Index": 17}, {"Word": "is", "Confidence": 0.998, "X1": 0.66957, "Y1": 0.2282, "X2": 0.68696, "Y2": 0.228, "X3": 0.68696, "Y3": 0.2458, "X4": 0.66957, "Y4": 0.2458, "page": 0, "Index": 18}, {"Word": "suitable", "Confidence": 0.994, "X1": 0.6913, "Y1": 0.2282, "X2": 0.75652, "Y2": 0.228, "X3": 0.75652, "Y3": 0.2458, "X4": 0.6913, "Y4": 0.2458, "page": 0, "Index": 19}, {"Word": "as", "Confidence": 0.998, "X1": 0.76232, "Y1": 0.2282, "X2": 0.78696, "Y2": 0.228, "X3": 0.78696, "Y3": 0.2458, "X4": 0.76232, "Y4": 0.2458, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.991, "X1": 0.16232, "Y1": 0.2532, "X2": 0.17101, "Y2": 0.253, "X3": 0.17101, "Y3": 0.2678, "X4": 0.16087, "Y4": 0.2678, "page": 0, "Index": 21}, {"Word": "reference", "Confidence": 0.993, "X1": 0.17536, "Y1": 0.2512, "X2": 0.25652, "Y2": 0.251, "X3": 0.25652, "Y3": 0.2668, "X4": 0.17536, "Y4": 0.2678, "page": 0, "Index": 22}, {"Word": "method", "Confidence": 0.997, "X1": 0.26232, "Y1": 0.2512, "X2": 0.32609, "Y2": 0.251, "X3": 0.32609, "Y3": 0.2668, "X4": 0.26087, "Y4": 0.2668, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.998, "X1": 0.33043, "Y1": 0.2512, "X2": 0.34928, "Y2": 0.251, "X3": 0.34928, "Y3": 0.2668, "X4": 0.33043, "Y4": 0.2668, "page": 0, "Index": 24}, {"Word": "determine", "Confidence": 0.995, "X1": 0.35362, "Y1": 0.2502, "X2": 0.44058, "Y2": 0.25, "X3": 0.44058, "Y3": 0.2658, "X4": 0.35362, "Y4": 0.2668, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.998, "X1": 0.44493, "Y1": 0.2502, "X2": 0.47391, "Y2": 0.25, "X3": 0.47391, "Y3": 0.2658, "X4": 0.44493, "Y4": 0.2658, "page": 0, "Index": 26}, {"Word": "water", "Confidence": 0.998, "X1": 0.47971, "Y1": 0.2492, "X2": 0.52899, "Y2": 0.249, "X3": 0.52899, "Y3": 0.2658, "X4": 0.47971, "Y4": 0.2658, "page": 0, "Index": 27}, {"Word": "content", "Confidence": 0.996, "X1": 0.53333, "Y1": 0.2492, "X2": 0.59855, "Y2": 0.249, "X3": 0.59855, "Y3": 0.2658, "X4": 0.53333, "Y4": 0.2658, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.998, "X1": 0.6029, "Y1": 0.2492, "X2": 0.62029, "Y2": 0.249, "X3": 0.62174, "Y3": 0.2658, "X4": 0.6029, "Y4": 0.2658, "page": 0, "Index": 29}, {"Word": "tobacco,", "Confidence": 0.994, "X1": 0.62609, "Y1": 0.2492, "X2": 0.7, "Y2": 0.249, "X3": 0.7, "Y3": 0.2658, "X4": 0.62609, "Y4": 0.2658, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.70435, "Y1": 0.2492, "X2": 0.73768, "Y2": 0.249, "X3": 0.73913, "Y3": 0.2658, "X4": 0.70435, "Y4": 0.2658, "page": 0, "Index": 31}, {"Word": "as", "Confidence": 0.998, "X1": 0.74348, "Y1": 0.2502, "X2": 0.76667, "Y2": 0.25, "X3": 0.76667, "Y3": 0.2658, "X4": 0.74348, "Y4": 0.2658, "page": 0, "Index": 32}, {"Word": "a", "Confidence": 0.994, "X1": 0.77101, "Y1": 0.2502, "X2": 0.78406, "Y2": 0.25, "X3": 0.78406, "Y3": 0.2658, "X4": 0.77101, "Y4": 0.2658, "page": 0, "Index": 33}, {"Word": "testing", "Confidence": 0.992, "X1": 0.16087, "Y1": 0.2692, "X2": 0.21739, "Y2": 0.269, "X3": 0.21884, "Y3": 0.2848, "X4": 0.16087, "Y4": 0.2848, "page": 0, "Index": 34}, {"Word": "method", "Confidence": 0.997, "X1": 0.22319, "Y1": 0.2682, "X2": 0.28696, "Y2": 0.268, "X3": 0.28696, "Y3": 0.2848, "X4": 0.22319, "Y4": 0.2848, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.998, "X1": 0.2913, "Y1": 0.2682, "X2": 0.31159, "Y2": 0.268, "X3": 0.31159, "Y3": 0.2848, "X4": 0.29275, "Y4": 0.2848, "page": 0, "Index": 36}, {"Word": "routine", "Confidence": 0.996, "X1": 0.31594, "Y1": 0.2682, "X2": 0.37971, "Y2": 0.268, "X3": 0.38116, "Y3": 0.2848, "X4": 0.31594, "Y4": 0.2848, "page": 0, "Index": 37}, {"Word": "ones,", "Confidence": 0.995, "X1": 0.38551, "Y1": 0.2672, "X2": 0.43188, "Y2": 0.267, "X3": 0.43188, "Y3": 0.2848, "X4": 0.38551, "Y4": 0.2848, "page": 0, "Index": 38}, {"Word": "(such", "Confidence": 0.997, "X1": 0.43623, "Y1": 0.2672, "X2": 0.48551, "Y2": 0.267, "X3": 0.48696, "Y3": 0.2838, "X4": 0.43623, "Y4": 0.2848, "page": 0, "Index": 39}, {"Word": "as", "Confidence": 0.998, "X1": 0.4913, "Y1": 0.2672, "X2": 0.51159, "Y2": 0.267, "X3": 0.51304, "Y3": 0.2838, "X4": 0.4913, "Y4": 0.2838, "page": 0, "Index": 40}, {"Word": "drying", "Confidence": 0.997, "X1": 0.51739, "Y1": 0.2672, "X2": 0.57391, "Y2": 0.267, "X3": 0.57391, "Y3": 0.2838, "X4": 0.51739, "Y4": 0.2838, "page": 0, "Index": 41}, {"Word": "in", "Confidence": 0.998, "X1": 0.57826, "Y1": 0.2672, "X2": 0.5971, "Y2": 0.267, "X3": 0.5971, "Y3": 0.2838, "X4": 0.57826, "Y4": 0.2838, "page": 0, "Index": 42}, {"Word": "a", "Confidence": 0.995, "X1": 0.6029, "Y1": 0.2672, "X2": 0.61449, "Y2": 0.267, "X3": 0.61594, "Y3": 0.2838, "X4": 0.6029, "Y4": 0.2838, "page": 0, "Index": 43}, {"Word": "furnace", "Confidence": 0.789, "X1": 0.62029, "Y1": 0.2662, "X2": 0.68551, "Y2": 0.266, "X3": 0.68551, "Y3": 0.2828, "X4": 0.62029, "Y4": 0.2838, "page": 0, "Index": 44}, {"Word": "or", "Confidence": 0.997, "X1": 0.6913, "Y1": 0.2662, "X2": 0.71304, "Y2": 0.266, "X3": 0.71304, "Y3": 0.2828, "X4": 0.6913, "Y4": 0.2828, "page": 0, "Index": 45}, {"Word": "electric", "Confidence": 0.995, "X1": 0.71739, "Y1": 0.2662, "X2": 0.78551, "Y2": 0.266, "X3": 0.78551, "Y3": 0.2828, "X4": 0.71739, "Y4": 0.2828, "page": 0, "Index": 46}, {"Word": "method).", "Confidence": 0.992, "X1": 0.16087, "Y1": 0.2872, "X2": 0.23768, "Y2": 0.287, "X3": 0.23768, "Y3": 0.3028, "X4": 0.16087, "Y4": 0.3018, "page": 0, "Index": 47}, {"Word": "1.", "Confidence": 0.775, "X1": 0.15797, "Y1": 0.3182, "X2": 0.18261, "Y2": 0.318, "X3": 0.18406, "Y3": 0.3368, "X4": 0.15942, "Y4": 0.3368, "page": 0, "Index": 48}, {"Word": "Field", "Confidence": 0.779, "X1": 0.18986, "Y1": 0.3182, "X2": 0.23623, "Y2": 0.318, "X3": 0.23768, "Y3": 0.3358, "X4": 0.18986, "Y4": 0.3368, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.934, "X1": 0.24203, "Y1": 0.3192, "X2": 0.27391, "Y2": 0.319, "X3": 0.27536, "Y3": 0.3358, "X4": 0.24203, "Y4": 0.3358, "page": 0, "Index": 50}, {"Word": "extent", "Confidence": 0.983, "X1": 0.27971, "Y1": 0.3192, "X2": 0.33188, "Y2": 0.319, "X3": 0.33188, "Y3": 0.3348, "X4": 0.27971, "Y4": 0.3358, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.33623, "Y1": 0.3192, "X2": 0.35652, "Y2": 0.319, "X3": 0.35652, "Y3": 0.3348, "X4": 0.33623, "Y4": 0.3348, "page": 0, "Index": 52}, {"Word": "application", "Confidence": 0.848, "X1": 0.36087, "Y1": 0.3182, "X2": 0.46377, "Y2": 0.318, "X3": 0.46377, "Y3": 0.3338, "X4": 0.36087, "Y4": 0.3348, "page": 0, "Index": 53}, {"Word": "This", "Confidence": 0.988, "X1": 0.16377, "Y1": 0.3582, "X2": 0.1971, "Y2": 0.358, "X3": 0.1971, "Y3": 0.3748, "X4": 0.16377, "Y4": 0.3748, "page": 0, "Index": 54}, {"Word": "Gulf", "Confidence": 0.991, "X1": 0.20145, "Y1": 0.3582, "X2": 0.24058, "Y2": 0.358, "X3": 0.23913, "Y3": 0.3748, "X4": 0.20145, "Y4": 0.3748, "page": 0, "Index": 55}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.24493, "Y1": 0.3572, "X2": 0.32029, "Y2": 0.357, "X3": 0.31884, "Y3": 0.3738, "X4": 0.24493, "Y4": 0.3748, "page": 0, "Index": 56}, {"Word": "determines", "Confidence": 0.994, "X1": 0.32464, "Y1": 0.3572, "X2": 0.41739, "Y2": 0.357, "X3": 0.41739, "Y3": 0.3728, "X4": 0.32464, "Y4": 0.3738, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.42319, "Y1": 0.3572, "X2": 0.44783, "Y2": 0.357, "X3": 0.44783, "Y3": 0.3728, "X4": 0.42174, "Y4": 0.3728, "page": 0, "Index": 58}, {"Word": "reference", "Confidence": 0.995, "X1": 0.45362, "Y1": 0.3572, "X2": 0.53188, "Y2": 0.357, "X3": 0.53043, "Y3": 0.3728, "X4": 0.45217, "Y4": 0.3728, "page": 0, "Index": 59}, {"Word": "method", "Confidence": 0.997, "X1": 0.53623, "Y1": 0.3572, "X2": 0.6, "Y2": 0.357, "X3": 0.6, "Y3": 0.3718, "X4": 0.53623, "Y4": 0.3728, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.998, "X1": 0.60435, "Y1": 0.3572, "X2": 0.62174, "Y2": 0.357, "X3": 0.62174, "Y3": 0.3718, "X4": 0.60435, "Y4": 0.3718, "page": 0, "Index": 61}, {"Word": "measure", "Confidence": 0.996, "X1": 0.62609, "Y1": 0.3572, "X2": 0.6971, "Y2": 0.357, "X3": 0.6971, "Y3": 0.3718, "X4": 0.62609, "Y4": 0.3718, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.70145, "Y1": 0.3572, "X2": 0.73043, "Y2": 0.357, "X3": 0.73043, "Y3": 0.3718, "X4": 0.70145, "Y4": 0.3718, "page": 0, "Index": 63}, {"Word": "water", "Confidence": 0.998, "X1": 0.73478, "Y1": 0.3572, "X2": 0.78696, "Y2": 0.357, "X3": 0.78696, "Y3": 0.3708, "X4": 0.73478, "Y4": 0.3718, "page": 0, "Index": 64}, {"Word": "content", "Confidence": 0.994, "X1": 0.16087, "Y1": 0.3762, "X2": 0.22319, "Y2": 0.376, "X3": 0.22319, "Y3": 0.3908, "X4": 0.16087, "Y4": 0.3908, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.997, "X1": 0.22899, "Y1": 0.3752, "X2": 0.24493, "Y2": 0.375, "X3": 0.24493, "Y3": 0.3908, "X4": 0.22899, "Y4": 0.3908, "page": 0, "Index": 66}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.24928, "Y1": 0.3752, "X2": 0.31884, "Y2": 0.375, "X3": 0.31884, "Y3": 0.3908, "X4": 0.24928, "Y4": 0.3908, "page": 0, "Index": 67}, {"Word": "by", "Confidence": 0.998, "X1": 0.32319, "Y1": 0.3752, "X2": 0.34638, "Y2": 0.375, "X3": 0.34638, "Y3": 0.3908, "X4": 0.32319, "Y4": 0.3908, "page": 0, "Index": 68}, {"Word": "distillation,", "Confidence": 0.993, "X1": 0.35072, "Y1": 0.3742, "X2": 0.44783, "Y2": 0.374, "X3": 0.44783, "Y3": 0.3908, "X4": 0.35072, "Y4": 0.3908, "page": 0, "Index": 69}, {"Word": "using", "Confidence": 0.998, "X1": 0.45217, "Y1": 0.3742, "X2": 0.5, "Y2": 0.374, "X3": 0.5, "Y3": 0.3908, "X4": 0.45217, "Y4": 0.3908, "page": 0, "Index": 70}, {"Word": "a", "Confidence": 0.995, "X1": 0.50435, "Y1": 0.3742, "X2": 0.51739, "Y2": 0.374, "X3": 0.51739, "Y3": 0.3908, "X4": 0.50435, "Y4": 0.3908, "page": 0, "Index": 71}, {"Word": "solvent", "Confidence": 0.996, "X1": 0.52174, "Y1": 0.3742, "X2": 0.58551, "Y2": 0.374, "X3": 0.58551, "Y3": 0.3898, "X4": 0.52174, "Y4": 0.3908, "page": 0, "Index": 72}, {"Word": "not", "Confidence": 0.998, "X1": 0.58986, "Y1": 0.3742, "X2": 0.61884, "Y2": 0.374, "X3": 0.61884, "Y3": 0.3898, "X4": 0.58986, "Y4": 0.3898, "page": 0, "Index": 73}, {"Word": "mixed", "Confidence": 0.997, "X1": 0.62319, "Y1": 0.3732, "X2": 0.67826, "Y2": 0.373, "X3": 0.67826, "Y3": 0.3898, "X4": 0.62319, "Y4": 0.3898, "page": 0, "Index": 74}, {"Word": "with", "Confidence": 0.981, "X1": 0.68261, "Y1": 0.3732, "X2": 0.72464, "Y2": 0.373, "X3": 0.72464, "Y3": 0.3898, "X4": 0.68261, "Y4": 0.3898, "page": 0, "Index": 75}, {"Word": "water.", "Confidence": 0.976, "X1": 0.72899, "Y1": 0.3732, "X2": 0.78551, "Y2": 0.373, "X3": 0.78551, "Y3": 0.3888, "X4": 0.72899, "Y4": 0.3898, "page": 0, "Index": 76}, {"Word": "This", "Confidence": 0.997, "X1": 0.16522, "Y1": 0.3922, "X2": 0.2029, "Y2": 0.392, "X3": 0.2029, "Y3": 0.4068, "X4": 0.16377, "Y4": 0.4068, "page": 0, "Index": 77}, {"Word": "method", "Confidence": 0.997, "X1": 0.2087, "Y1": 0.3922, "X2": 0.27246, "Y2": 0.392, "X3": 0.27101, "Y3": 0.4068, "X4": 0.2087, "Y4": 0.4068, "page": 0, "Index": 78}, {"Word": "is", "Confidence": 0.998, "X1": 0.27681, "Y1": 0.3922, "X2": 0.2913, "Y2": 0.392, "X3": 0.2913, "Y3": 0.4068, "X4": 0.27681, "Y4": 0.4068, "page": 0, "Index": 79}, {"Word": "suitable", "Confidence": 0.995, "X1": 0.29565, "Y1": 0.3912, "X2": 0.36232, "Y2": 0.391, "X3": 0.36087, "Y3": 0.4068, "X4": 0.29565, "Y4": 0.4068, "page": 0, "Index": 80}, {"Word": "for", "Confidence": 0.998, "X1": 0.36667, "Y1": 0.3912, "X2": 0.39275, "Y2": 0.391, "X3": 0.39275, "Y3": 0.4068, "X4": 0.36522, "Y4": 0.4068, "page": 0, "Index": 81}, {"Word": "manufactured", "Confidence": 0.992, "X1": 0.3971, "Y1": 0.3912, "X2": 0.51159, "Y2": 0.391, "X3": 0.51014, "Y3": 0.4068, "X4": 0.3971, "Y4": 0.4068, "page": 0, "Index": 82}, {"Word": "or", "Confidence": 0.996, "X1": 0.51594, "Y1": 0.3912, "X2": 0.53478, "Y2": 0.391, "X3": 0.53478, "Y3": 0.4068, "X4": 0.51594, "Y4": 0.4068, "page": 0, "Index": 83}, {"Word": "unmanufactured", "Confidence": 0.984, "X1": 0.53913, "Y1": 0.3902, "X2": 0.67391, "Y2": 0.39, "X3": 0.67391, "Y3": 0.4058, "X4": 0.53913, "Y4": 0.4068, "page": 0, "Index": 84}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.67826, "Y1": 0.3902, "X2": 0.74638, "Y2": 0.39, "X3": 0.74493, "Y3": 0.4048, "X4": 0.67826, "Y4": 0.4058, "page": 0, "Index": 85}, {"Word": "and", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.3902, "X2": 0.78406, "Y2": 0.39, "X3": 0.78406, "Y3": 0.4048, "X4": 0.74928, "Y4": 0.4048, "page": 0, "Index": 86}, {"Word": "--", "Confidence": 0.623, "X1": 0.02609, "Y1": 0.4232, "X2": 0.02609, "Y2": 0.423, "X3": 0.01594, "Y3": 0.4228, "X4": 0.01594, "Y4": 0.4078, "page": 0, "Index": 87}, {"Word": "specially", "Confidence": 0.994, "X1": 0.16232, "Y1": 0.4092, "X2": 0.23333, "Y2": 0.409, "X3": 0.23333, "Y3": 0.4258, "X4": 0.16087, "Y4": 0.4258, "page": 0, "Index": 88}, {"Word": "cut", "Confidence": 0.998, "X1": 0.23768, "Y1": 0.4092, "X2": 0.26377, "Y2": 0.409, "X3": 0.26377, "Y3": 0.4258, "X4": 0.23768, "Y4": 0.4258, "page": 0, "Index": 89}, {"Word": "tobacco.", "Confidence": 0.995, "X1": 0.26812, "Y1": 0.4102, "X2": 0.34203, "Y2": 0.41, "X3": 0.34203, "Y3": 0.4248, "X4": 0.26812, "Y4": 0.4258, "page": 0, "Index": 90}, {"Word": "manufactured", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.4422, "X2": 0.78551, "Y2": 0.442, "X3": 0.78551, "Y3": 0.4578, "X4": 0.66522, "Y4": 0.4588, "page": 0, "Index": 91}, {"Word": "Note", "Confidence": 0.271, "X1": 0.17391, "Y1": 0.4452, "X2": 0.22174, "Y2": 0.445, "X3": 0.22029, "Y3": 0.4628, "X4": 0.17391, "Y4": 0.4628, "page": 0, "Index": 92}, {"Word": ":", "Confidence": 0.034, "X1": 0.22899, "Y1": 0.4452, "X2": 0.24348, "Y2": 0.445, "X3": 0.24203, "Y3": 0.4628, "X4": 0.22754, "Y4": 0.4628, "page": 0, "Index": 93}, {"Word": "This", "Confidence": 0.988, "X1": 0.24928, "Y1": 0.4442, "X2": 0.2913, "Y2": 0.444, "X3": 0.2913, "Y3": 0.4618, "X4": 0.24928, "Y4": 0.4628, "page": 0, "Index": 94}, {"Word": "method", "Confidence": 0.997, "X1": 0.2971, "Y1": 0.4442, "X2": 0.36377, "Y2": 0.444, "X3": 0.36377, "Y3": 0.4618, "X4": 0.29565, "Y4": 0.4618, "page": 0, "Index": 95}, {"Word": "may", "Confidence": 0.998, "X1": 0.37101, "Y1": 0.4442, "X2": 0.41304, "Y2": 0.444, "X3": 0.41304, "Y3": 0.4618, "X4": 0.37101, "Y4": 0.4618, "page": 0, "Index": 96}, {"Word": "give", "Confidence": 0.989, "X1": 0.41884, "Y1": 0.4432, "X2": 0.46232, "Y2": 0.443, "X3": 0.46087, "Y3": 0.4608, "X4": 0.41884, "Y4": 0.4608, "page": 0, "Index": 97}, {"Word": "different", "Confidence": 0.994, "X1": 0.46667, "Y1": 0.4432, "X2": 0.54493, "Y2": 0.443, "X3": 0.54493, "Y3": 0.4608, "X4": 0.46667, "Y4": 0.4608, "page": 0, "Index": 98}, {"Word": "results", "Confidence": 0.995, "X1": 0.54928, "Y1": 0.4432, "X2": 0.61304, "Y2": 0.443, "X3": 0.61304, "Y3": 0.4598, "X4": 0.54928, "Y4": 0.4598, "page": 0, "Index": 99}, {"Word": "with", "Confidence": 0.981, "X1": 0.61739, "Y1": 0.4422, "X2": 0.66087, "Y2": 0.442, "X3": 0.66087, "Y3": 0.4598, "X4": 0.61739, "Y4": 0.4598, "page": 0, "Index": 100}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.16087, "Y1": 0.4652, "X2": 0.22609, "Y2": 0.465, "X3": 0.22464, "Y3": 0.4818, "X4": 0.16087, "Y4": 0.4808, "page": 0, "Index": 101}, {"Word": "which", "Confidence": 0.998, "X1": 0.23043, "Y1": 0.4652, "X2": 0.28116, "Y2": 0.465, "X3": 0.28116, "Y3": 0.4818, "X4": 0.23043, "Y4": 0.4818, "page": 0, "Index": 102}, {"Word": "contains", "Confidence": 0.996, "X1": 0.28551, "Y1": 0.4642, "X2": 0.35362, "Y2": 0.464, "X3": 0.35362, "Y3": 0.4818, "X4": 0.28551, "Y4": 0.4818, "page": 0, "Index": 103}, {"Word": "a", "Confidence": 0.998, "X1": 0.35942, "Y1": 0.4642, "X2": 0.36812, "Y2": 0.464, "X3": 0.36812, "Y3": 0.4818, "X4": 0.35797, "Y4": 0.4818, "page": 0, "Index": 104}, {"Word": "high", "Confidence": 0.989, "X1": 0.37246, "Y1": 0.4642, "X2": 0.41014, "Y2": 0.464, "X3": 0.4087, "Y3": 0.4808, "X4": 0.37246, "Y4": 0.4818, "page": 0, "Index": 105}, {"Word": "percentage", "Confidence": 0.993, "X1": 0.41449, "Y1": 0.4642, "X2": 0.5058, "Y2": 0.464, "X3": 0.5058, "Y3": 0.4808, "X4": 0.41304, "Y4": 0.4808, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.998, "X1": 0.51014, "Y1": 0.4642, "X2": 0.52609, "Y2": 0.464, "X3": 0.52609, "Y3": 0.4808, "X4": 0.51014, "Y4": 0.4808, "page": 0, "Index": 107}, {"Word": "humid", "Confidence": 0.995, "X1": 0.53188, "Y1": 0.4632, "X2": 0.58551, "Y2": 0.463, "X3": 0.58551, "Y3": 0.4798, "X4": 0.53043, "Y4": 0.4808, "page": 0, "Index": 108}, {"Word": "substance.", "Confidence": 0.669, "X1": 0.58986, "Y1": 0.4632, "X2": 0.67971, "Y2": 0.463, "X3": 0.67826, "Y3": 0.4788, "X4": 0.58986, "Y4": 0.4798, "page": 0, "Index": 109}, {"Word": "humectants", "Confidence": 0.463, "X1": 0.52754, "Y1": 0.4782, "X2": 0.64058, "Y2": 0.478, "X3": 0.63913, "Y3": 0.4928, "X4": 0.52609, "Y4": 0.4918, "page": 0, "Index": 110}, {"Word": "2.", "Confidence": 0.993, "X1": 0.16087, "Y1": 0.5162, "X2": 0.18116, "Y2": 0.516, "X3": 0.17971, "Y3": 0.5318, "X4": 0.15942, "Y4": 0.5318, "page": 0, "Index": 111}, {"Word": "The", "Confidence": 0.848, "X1": 0.18551, "Y1": 0.5162, "X2": 0.22174, "Y2": 0.516, "X3": 0.22029, "Y3": 0.5328, "X4": 0.18551, "Y4": 0.5318, "page": 0, "Index": 112}, {"Word": "base", "Confidence": 0.926, "X1": 0.22609, "Y1": 0.5162, "X2": 0.27101, "Y2": 0.516, "X3": 0.27101, "Y3": 0.5328, "X4": 0.22609, "Y4": 0.5328, "page": 0, "Index": 113}, {"Word": "mixed", "Confidence": 0.997, "X1": 0.68551, "Y1": 0.5522, "X2": 0.73913, "Y2": 0.552, "X3": 0.73913, "Y3": 0.5678, "X4": 0.68551, "Y4": 0.5688, "page": 0, "Index": 114}, {"Word": "with", "Confidence": 0.989, "X1": 0.74348, "Y1": 0.5522, "X2": 0.78551, "Y2": 0.552, "X3": 0.78406, "Y3": 0.5678, "X4": 0.74348, "Y4": 0.5678, "page": 0, "Index": 115}, {"Word": "Pull", "Confidence": 0.992, "X1": 0.16087, "Y1": 0.5552, "X2": 0.1942, "Y2": 0.555, "X3": 0.19275, "Y3": 0.5718, "X4": 0.16087, "Y4": 0.5718, "page": 0, "Index": 116}, {"Word": "water", "Confidence": 0.998, "X1": 0.19855, "Y1": 0.5552, "X2": 0.24493, "Y2": 0.555, "X3": 0.24348, "Y3": 0.5708, "X4": 0.19855, "Y4": 0.5718, "page": 0, "Index": 117}, {"Word": "from", "Confidence": 0.984, "X1": 0.24928, "Y1": 0.5542, "X2": 0.28841, "Y2": 0.554, "X3": 0.28696, "Y3": 0.5708, "X4": 0.24928, "Y4": 0.5708, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.2942, "Y1": 0.5542, "X2": 0.32029, "Y2": 0.554, "X3": 0.31884, "Y3": 0.5708, "X4": 0.2942, "Y4": 0.5708, "page": 0, "Index": 119}, {"Word": "tested", "Confidence": 0.997, "X1": 0.32464, "Y1": 0.5542, "X2": 0.37681, "Y2": 0.554, "X3": 0.37681, "Y3": 0.5708, "X4": 0.32464, "Y4": 0.5708, "page": 0, "Index": 120}, {"Word": "sample", "Confidence": 0.995, "X1": 0.38116, "Y1": 0.5542, "X2": 0.43913, "Y2": 0.554, "X3": 0.43913, "Y3": 0.5708, "X4": 0.38116, "Y4": 0.5708, "page": 0, "Index": 121}, {"Word": "by", "Confidence": 0.998, "X1": 0.44493, "Y1": 0.5542, "X2": 0.46667, "Y2": 0.554, "X3": 0.46667, "Y3": 0.5698, "X4": 0.44348, "Y4": 0.5708, "page": 0, "Index": 122}, {"Word": "boiling", "Confidence": 0.996, "X1": 0.47101, "Y1": 0.5532, "X2": 0.53043, "Y2": 0.553, "X3": 0.53043, "Y3": 0.5698, "X4": 0.47101, "Y4": 0.5698, "page": 0, "Index": 123}, {"Word": "it", "Confidence": 0.998, "X1": 0.53623, "Y1": 0.5532, "X2": 0.54783, "Y2": 0.553, "X3": 0.54783, "Y3": 0.5698, "X4": 0.53478, "Y4": 0.5698, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.998, "X1": 0.55362, "Y1": 0.5532, "X2": 0.56812, "Y2": 0.553, "X3": 0.56812, "Y3": 0.5698, "X4": 0.55217, "Y4": 0.5698, "page": 0, "Index": 125}, {"Word": "a", "Confidence": 0.995, "X1": 0.57391, "Y1": 0.5532, "X2": 0.58406, "Y2": 0.553, "X3": 0.58406, "Y3": 0.5698, "X4": 0.57246, "Y4": 0.5698, "page": 0, "Index": 126}, {"Word": "solvent", "Confidence": 0.995, "X1": 0.58986, "Y1": 0.5532, "X2": 0.64928, "Y2": 0.553, "X3": 0.64928, "Y3": 0.5688, "X4": 0.58841, "Y4": 0.5698, "page": 0, "Index": 127}, {"Word": "not", "Confidence": 0.998, "X1": 0.65362, "Y1": 0.5532, "X2": 0.68116, "Y2": 0.553, "X3": 0.67971, "Y3": 0.5688, "X4": 0.65362, "Y4": 0.5688, "page": 0, "Index": 128}, {"Word": "water", "Confidence": 0.995, "X1": 0.16377, "Y1": 0.5722, "X2": 0.20725, "Y2": 0.572, "X3": 0.2058, "Y3": 0.5878, "X4": 0.16377, "Y4": 0.5878, "page": 0, "Index": 129}, {"Word": "then", "Confidence": 0.988, "X1": 0.21159, "Y1": 0.5722, "X2": 0.24783, "Y2": 0.572, "X3": 0.24783, "Y3": 0.5878, "X4": 0.21014, "Y4": 0.5878, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.25362, "Y1": 0.5722, "X2": 0.27971, "Y2": 0.572, "X3": 0.27826, "Y3": 0.5878, "X4": 0.25217, "Y4": 0.5878, "page": 0, "Index": 131}, {"Word": "drawn", "Confidence": 0.995, "X1": 0.28406, "Y1": 0.5712, "X2": 0.33623, "Y2": 0.571, "X3": 0.33623, "Y3": 0.5878, "X4": 0.28261, "Y4": 0.5878, "page": 0, "Index": 132}, {"Word": "water", "Confidence": 0.997, "X1": 0.34058, "Y1": 0.5712, "X2": 0.38841, "Y2": 0.571, "X3": 0.38841, "Y3": 0.5868, "X4": 0.34058, "Y4": 0.5868, "page": 0, "Index": 133}, {"Word": "is", "Confidence": 0.998, "X1": 0.39275, "Y1": 0.5712, "X2": 0.40725, "Y2": 0.571, "X3": 0.40725, "Y3": 0.5868, "X4": 0.39275, "Y4": 0.5868, "page": 0, "Index": 134}, {"Word": "separated.", "Confidence": 0.994, "X1": 0.41159, "Y1": 0.5702, "X2": 0.5, "Y2": 0.57, "X3": 0.5, "Y3": 0.5868, "X4": 0.41159, "Y4": 0.5868, "page": 0, "Index": 135}, {"Word": "The", "Confidence": 0.998, "X1": 0.50435, "Y1": 0.5702, "X2": 0.53478, "Y2": 0.57, "X3": 0.53478, "Y3": 0.5868, "X4": 0.50435, "Y4": 0.5868, "page": 0, "Index": 136}, {"Word": "water", "Confidence": 0.994, "X1": 0.53913, "Y1": 0.5702, "X2": 0.58841, "Y2": 0.57, "X3": 0.58841, "Y3": 0.5858, "X4": 0.53913, "Y4": 0.5868, "page": 0, "Index": 137}, {"Word": "volume", "Confidence": 0.994, "X1": 0.5942, "Y1": 0.5702, "X2": 0.65362, "Y2": 0.57, "X3": 0.65362, "Y3": 0.5858, "X4": 0.5942, "Y4": 0.5858, "page": 0, "Index": 138}, {"Word": "is", "Confidence": 0.998, "X1": 0.65797, "Y1": 0.5702, "X2": 0.67391, "Y2": 0.57, "X3": 0.67391, "Y3": 0.5858, "X4": 0.65797, "Y4": 0.5858, "page": 0, "Index": 139}, {"Word": "measured", "Confidence": 0.995, "X1": 0.67826, "Y1": 0.5702, "X2": 0.75942, "Y2": 0.57, "X3": 0.76087, "Y3": 0.5858, "X4": 0.67826, "Y4": 0.5858, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.998, "X1": 0.76522, "Y1": 0.5702, "X2": 0.78406, "Y2": 0.57, "X3": 0.78406, "Y3": 0.5848, "X4": 0.76522, "Y4": 0.5848, "page": 0, "Index": 141}, {"Word": "a", "Confidence": 0.995, "X1": 0.16087, "Y1": 0.5902, "X2": 0.16957, "Y2": 0.59, "X3": 0.16957, "Y3": 0.6058, "X4": 0.16087, "Y4": 0.6058, "page": 0, "Index": 142}, {"Word": "graded", "Confidence": 0.996, "X1": 0.17391, "Y1": 0.5892, "X2": 0.23043, "Y2": 0.589, "X3": 0.23043, "Y3": 0.6058, "X4": 0.17391, "Y4": 0.6058, "page": 0, "Index": 143}, {"Word": "tube.", "Confidence": 0.997, "X1": 0.23478, "Y1": 0.5882, "X2": 0.27971, "Y2": 0.588, "X3": 0.27971, "Y3": 0.6048, "X4": 0.23478, "Y4": 0.6058, "page": 0, "Index": 144}, {"Word": "The", "Confidence": 0.998, "X1": 0.28551, "Y1": 0.5882, "X2": 0.31449, "Y2": 0.588, "X3": 0.31449, "Y3": 0.6048, "X4": 0.28551, "Y4": 0.6048, "page": 0, "Index": 145}, {"Word": "water", "Confidence": 0.998, "X1": 0.31884, "Y1": 0.5872, "X2": 0.36522, "Y2": 0.587, "X3": 0.36522, "Y3": 0.6048, "X4": 0.31884, "Y4": 0.6048, "page": 0, "Index": 146}, {"Word": "percentage", "Confidence": 0.994, "X1": 0.37101, "Y1": 0.5872, "X2": 0.46232, "Y2": 0.587, "X3": 0.46232, "Y3": 0.6038, "X4": 0.37101, "Y4": 0.6048, "page": 0, "Index": 147}, {"Word": "is", "Confidence": 0.998, "X1": 0.46667, "Y1": 0.5872, "X2": 0.48116, "Y2": 0.587, "X3": 0.48116, "Y3": 0.6038, "X4": 0.46667, "Y4": 0.6038, "page": 0, "Index": 148}, {"Word": "calculated", "Confidence": 0.994, "X1": 0.48551, "Y1": 0.5872, "X2": 0.56957, "Y2": 0.587, "X3": 0.56957, "Y3": 0.6038, "X4": 0.48551, "Y4": 0.6038, "page": 0, "Index": 149}, {"Word": "in", "Confidence": 0.998, "X1": 0.57391, "Y1": 0.5872, "X2": 0.58986, "Y2": 0.587, "X3": 0.58986, "Y3": 0.6038, "X4": 0.57391, "Y4": 0.6038, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.995, "X1": 0.59565, "Y1": 0.5872, "X2": 0.60435, "Y2": 0.587, "X3": 0.60435, "Y3": 0.6038, "X4": 0.59565, "Y4": 0.6038, "page": 0, "Index": 151}, {"Word": "tube", "Confidence": 0.982, "X1": 0.61014, "Y1": 0.5872, "X2": 0.64493, "Y2": 0.587, "X3": 0.64493, "Y3": 0.6028, "X4": 0.61014, "Y4": 0.6038, "page": 0, "Index": 152}, {"Word": "test.", "Confidence": 0.993, "X1": 0.64928, "Y1": 0.5882, "X2": 0.68696, "Y2": 0.588, "X3": 0.68696, "Y3": 0.6028, "X4": 0.64928, "Y4": 0.6028, "page": 0, "Index": 153}, {"Word": "3.", "Confidence": 0.633, "X1": 0.15797, "Y1": 0.6572, "X2": 0.18116, "Y2": 0.657, "X3": 0.18116, "Y3": 0.6758, "X4": 0.15797, "Y4": 0.6758, "page": 0, "Index": 154}, {"Word": "Rengeots", "Confidence": 0.577, "X1": 0.18696, "Y1": 0.6562, "X2": 0.27246, "Y2": 0.656, "X3": 0.27391, "Y3": 0.6748, "X4": 0.18551, "Y4": 0.6758, "page": 0, "Index": 155}, {"Word": "Only", "Confidence": 0.979, "X1": 0.16087, "Y1": 0.6962, "X2": 0.19855, "Y2": 0.696, "X3": 0.19855, "Y3": 0.7148, "X4": 0.16087, "Y4": 0.7148, "page": 0, "Index": 156}, {"Word": "Reagents", "Confidence": 0.994, "X1": 0.2029, "Y1": 0.6962, "X2": 0.28261, "Y2": 0.696, "X3": 0.28261, "Y3": 0.7138, "X4": 0.2029, "Y4": 0.7148, "page": 0, "Index": 157}, {"Word": "with", "Confidence": 0.991, "X1": 0.28696, "Y1": 0.6962, "X2": 0.32174, "Y2": 0.696, "X3": 0.32174, "Y3": 0.7138, "X4": 0.28841, "Y4": 0.7138, "page": 0, "Index": 158}, {"Word": "a", "Confidence": 0.991, "X1": 0.32754, "Y1": 0.6962, "X2": 0.33768, "Y2": 0.696, "X3": 0.33768, "Y3": 0.7138, "X4": 0.32754, "Y4": 0.7138, "page": 0, "Index": 159}, {"Word": "pure", "Confidence": 0.989, "X1": 0.34203, "Y1": 0.6962, "X2": 0.37971, "Y2": 0.696, "X3": 0.38116, "Y3": 0.7128, "X4": 0.34203, "Y4": 0.7138, "page": 0, "Index": 160}, {"Word": "standard", "Confidence": 0.995, "X1": 0.38551, "Y1": 0.6962, "X2": 0.45652, "Y2": 0.696, "X3": 0.45652, "Y3": 0.7128, "X4": 0.38551, "Y4": 0.7128, "page": 0, "Index": 161}, {"Word": "level", "Confidence": 0.997, "X1": 0.46087, "Y1": 0.6952, "X2": 0.5029, "Y2": 0.695, "X3": 0.5029, "Y3": 0.7128, "X4": 0.46087, "Y4": 0.7128, "page": 0, "Index": 162}, {"Word": "are", "Confidence": 0.998, "X1": 0.50725, "Y1": 0.6952, "X2": 0.53188, "Y2": 0.695, "X3": 0.53188, "Y3": 0.7128, "X4": 0.50725, "Y4": 0.7128, "page": 0, "Index": 163}, {"Word": "used", "Confidence": 0.989, "X1": 0.53623, "Y1": 0.6952, "X2": 0.57536, "Y2": 0.695, "X3": 0.57681, "Y3": 0.7128, "X4": 0.53623, "Y4": 0.7128, "page": 0, "Index": 164}, {"Word": "during", "Confidence": 0.997, "X1": 0.58116, "Y1": 0.6952, "X2": 0.63333, "Y2": 0.695, "X3": 0.63333, "Y3": 0.7128, "X4": 0.58116, "Y4": 0.7128, "page": 0, "Index": 165}, {"Word": "analysis.", "Confidence": 0.991, "X1": 0.63768, "Y1": 0.6942, "X2": 0.71449, "Y2": 0.694, "X3": 0.71449, "Y3": 0.7128, "X4": 0.63768, "Y4": 0.7128, "page": 0, "Index": 166}, {"Word": "800118443", "Confidence": 0.994, "X1": 0.97101, "Y1": 0.9402, "X2": 0.97246, "Y2": 0.94, "X3": 0.94348, "Y3": 0.9388, "X4": 0.94203, "Y4": 0.8328, "page": 0, "Index": 167}, {"Word": "Q12317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9632, "X2": 0.06957, "Y2": 0.963, "X3": 0.06957, "Y3": 0.9788, "X4": 0.0, "Y4": 0.9778, "page": 0, "Index": 168}, {"Word": "-", "Confidence": 0.969, "X1": 0.8971, "Y1": 0.9752, "X2": 0.9029, "Y2": 0.975, "X3": 0.9029, "Y3": 0.9818, "X4": 0.8971, "Y4": 0.9818, "page": 0, "Index": 169}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoArIDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKhmnEOzcrtvcINq5wT3PtU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVieKZ9dg0fPh2CGW/aVFHnfdVSfmYjIzgVt0UAeNW3jPxtffEe/wDBsV/piS20bOtz9kOGIUNjG7jrivV9IkvZNIs31JUS+aJTOqfdD45x7Zrxzw9IE/aL1i7ktJzBcI0UNwYnChwqg84x2Iqz41OqL481Bojem8xZnSFTcUxvHnYxx0657UAen6L4js9cutStreOaOXT7g28wlUD5gM5GCcjmtjIzjIzXz7qVmV8aaxLbR6hH4gk1yI2pi3qrQ8byccFeDk/Sl0y71K5+JdtNYDU4ppJblZHuI3+Y4O0OcbduenoKAPoHIzjNG4YzkYrwXSYr258JarcQf2uviyOCWK7Uhwso3ckZ4Jx90ipp4LQaLpV3pVtq0eiy38LavbTxuSAFxwOpGRzjqSDQB7rUU6SSQSJFJ5UjKQr4ztPrg9a47wRFrX/CvFjR1ivC0v2RrlCQke87Nw4P3ccfSt7RV1iz0p28QXdvc3KFnMltEUXaPbnmgDy7wjrnjvxLdeIYY/EUIm0qYxxI9khWYjPDY5Gcdq7H4c+O28Y6XdLfQpbanYSmK6jXIXj+IZ7cGvN/h54qj8Oa54nluNK1WRr65Mlosdo/7zk4GSOKcPA2v6R4F1/WWhlh1HVLpJpLSEkukG/cyHHUkdqAPbb3W9OsDZC4uo1N7MsNvg58xj0xj+dXfOjMpj8xN6jJXcMgeuK8Fv8AREZ/COo2dhqt3p6akWdJ4NrRhgp2qo6Lkd6Xwzp15JrWuyavBrh1RDeBo1i+SWFkO0F+p6fKAetAHvPnxeZ5fmpvxnbuGceuKYl3bPjZcRNltow4OT6fWvCj4Jgt/hfZX6aTqB1y4lijuclzIFD5fjPAwD0rBuPD17b6zeT6ZoupRImrwy2hWJhtgB+bFAH0Faa9Fc6jqNrLH5CWcixiaSRdshYZ454/GtA3tqIGnNzCIVOGk8wbQfQnpXhHiGwuZ7nxPDFpGpSwX2qWs6BYWG9FxvINUNTsL+DwzqFjpuiamEbXBNbx+W20RFTzt6Hp0PcigD3fUfEuj6VNYw3d/Ckl8+y3G4Hecdfp70mla9HqFlPdXMBsEimaL/SJU5x3yDgZ9OteF2HhvVjoPgefUdCvLv7DfTpcwtHl9hIKcH+Grmh6XrEPh+2F7ol8LK012Se5tdhZpI2T5SF7hSaAPdH1TT4gjSX9qgcblLTKNw9RzzVmOWOaNZI3V0YZDKcgj6184v4P1tIPDqaho91cIounKKm7y0bcY1bngjI47V6f8P8ATtSi+EUOnzQzW1+IJYwsvysCc4oA6q+8TaRYaVfai19BJDZKzTeXIGKkduO/auf0vW9W8ceCL67t7WbR55EJspY51cvxlTwOOeCPrXktt4d16bQtSzod1biDRWsp42iybm4Lkqy+vODn2r27wFbm08B6LbvbtbyR2qLJE67SGAw2R9c0AeT6d4z1rU/hHqsrazd2/iPSbna53AvLlgAu38cfUVseHvFd74i+HGjRx6ncf25cX628kiufMBU5Ykem3t05q/ZfDm5tvjLfa35YGjTRi4Cgja0x4wR7ZY/jS+APh7c+GPHevXUqOdO37rAscjLcsQPXGBn2oA9DXWNMjvxpjalbm+VcmFpV8wjHXHWszTvHPh7U4dQni1GGOCwn8iaSZwi7vbJ6Z4rya48L+K5fikusL4ckisY9TExdGVt6YxuyTn+ntTJfA3iaLSr61OhyyLDrpv8A9zMqtcRNnhPcZB5oA9rl8SaJCsLy6tZIs6GSItOoDqOpHPIrE+IXjIeEfBcusWoSeaUrHa/xKzN0PHUYBNchF4H87WfB0b+Gphp1rHcG6W6lWUx78lVY9+ecD1rsvHXgm38W+DX0OFltjFte1Kj5UZRgDHpjigDJ0jwXqGoeG0vNR8Qaumt3cfnGWO6ZUhdhnCxg7cD0xXSaVdQ6BpenaVrOswSaiIwpeWUBpjnrgnPNc5oWteLrHw/BpV14YuJNUgQQLcmVfIfAwHJ649sVheKvB/iHUPEGoSJZrcf2nZwQi6R+LeRGBY4PIX0xQB6O/irQE1AWDaxZC8Mnl+R5y793pj1qhY+PfD99qGq2iXyIdMYLPJIdq574z6Hj61wGqeBdck1jU7iDSYZml1K0uIbhpVVtkQAbtxnFR658PvEl3D4sjtLS3jF5fxX1sUlx5wXqhHb1+tAHpjeNPDSWkd0+t2SQyBtpeQKTjqMHnI9Kp6j8QvDmmjSne/WWLU3KQSQgsuB1Jx78VwEngPUpdX8PatbeG4reOKeae9tpbne7s6gEsTxyc8Vb0vwZ4hstI8Jj+zbY3Gk6hNJNE8ox5bk4IOO2elAHrisHUMvIYZFOoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBuxc52j8qQopcOVBZehxyKfRQAwxoXD7F3jo2OadtXOdoz9KWigBAAOgAo2jGMDHpS0UAJ0paKKAGhFHIUflVa81Ky0/b9ruY4d4JUMeSAMnj2FW68tsJnvPi14rk1ByUsNPCWwc4VEYfMQPf1oA7Wz8Y+G7+eGC11mzlkmYrEqv8AeI7D3rcxXzBokoGl+Em1RI7bQY9VlkN7CmXWUHKhz2U/56V31j4i1vWviHqcLa3FY2dtcm2+ySSANJCyYVoxjk5+YGgD0XTPGGg6xrFxpNhqMU97b5Mka9sHB574NbtfNXh/Ur3QfBEcmmSxxTXGszW094+A0akZUF8fKCea6C+1fxNqPiDwnpP/AAlIjN/BJDdTWGGUsCfmBPfgCgD3WivDLPX9eXx9daVeeI/sqaZIkSrdNt+0xYwSFA+Ziec9qzdA8ZeII9Q0yRfEEt+9x9th+yyKMHYMxkcdScUAfQtNdwiMxzhQScV4Jb+K9UT4cXOtaf4mubrVZIkF3ayKCbVvNw8gGMgYIH616D8L7y7utHvRc65b6siT/upIpC/lqVB2sxAyeaAN/Q/F+h+JLm5t9Lvknntv9dHghk5xyDT9K8V6Nrep3en6deLcXNocTKgOEOcda8Xh0++0bW7LxL4Z3y/2reXFheRqc8lztb2wOfwpmn3r+Gm+Ilr4dmZ7iCNHR0XJ3Dh2B6kgk0AfQE9xDbRGWeRY0BA3McDJOBVDS9esdYutQtrVn86wm8idXXaVbGR9QR3rwRri7l8Bi5vPEEl3Yf2haSYgld2gyfnDMR1zzjsabq99Jp2s63faPqt7Hdf2vapDGrn95H5eGZhjk8YNAH0jWHqPirTNL8QWGiXLSreXwJgxGSpxnPP4V4/o2teJR4hWaF7mXxBLqNxHd2UjnYtuEBQ7egAOMEdayfDt0Lrx14Rv726uZdVa6nF+JmYiNsttGDwox6UAfQ2m6nZ6vZi6sZ1mhLFdy9iDgg+9XK4DwHIv/CW+Mre1yLKK+UooHyiQr8+Pxrv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5278I2d14qTXt22Vrdra5hZAyXEZ6Bs+ldFRQBRj0bS4rMWiadaLbA7vJEK7M+uMYzSDRdMGofbxp9qLvZ5fneUu7b6Z9Kv0UAUTo+mG1ktTp1p5Eh3PF5K7WPqRjBNOGl6erQsLC1DQjEREK5Qei8cfhVyigClLpOnTXwvZbC2e6C7RM0QL49M02LRdKhkWSLTLOORTlWSBQQfUECr9FAFKHStOt/P8mwto/P/ANbsiUeZ/vcc1NbWdrZxGK1t4YIyclYkCjP0FT0UAQQWlvax+Xb28UKZLbY0CjJ74FRxaZYQSvLDZW0ckgId0iUFs9ckDmrdFAFUadZLbG2FnbiAncYhEu0n1xjFTeTETny0z67RUlFAEQt4BcNcCGMTMNpk2jcR6Z64pTDHnOxQ3qAM1JRQBn6To1jotvJDZRbBLK0sjEks7nqSTWhRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU1mCKWbOBQA6ijOaKACiiigAooooAKKKKACiiigAooooAKKa5YIxQZYDgeprxzTvib4g0vxHdWnjSG30qytWaWR/LLF0Y7Y1XGc8hjnvigD2WivP7z4xeErbSo9QgupbuJrkW5SKJt6E9yDg4/n2rSi+JfhabUxpq6iRd7iGjaJlKYGSWyOBjvQB11FcZF8VPB89tezxaqGWzj8yQeWwLDOBtyBuyfSuX8MfFT7W/iHWdWudui29zFBZxLARIC2cAj8KAPW6K4vU/in4V0uC5kmvmZre5NrJEkbF9464HcDuRWfqfxT0s3R02zN1HJcWBuob77MzpGCOCyj5gPwoA9EorzrTviPYaR4J07U9c1RdRuLpmCNZQNmXB5IQgHA7mp734v+FrO3tZhJdXCXNublfIgLFUHXd6YoA76is221uyuvD6a3EzmzeD7QDtO7bjPT1pNB1u18RaPDqdmkyQTZ2iaMo3Bx0P0oA06KKaw3KQCRkYyO1ADqK8yn0290zx9pGix6/qrwX1vcTzM8wJ3ryuMjAAz06U3Qdb1HQfFOrWN4L3ULGTUobNLqaYHy2aMHhfQk846cUAen0VxmheOn1rXvsH9i3cNrJ5nkXeCyHYSDu4wucHHJpPEfja/0HVruzi0CS7it7QXZmW4RQUyQ3B5yMGgDtKK86b4o/ZBqEeqaNLZ3NvFDLFGZlcSiU4QEr0Pr1qtqnxB1po9NitdFa2uZtTjtJlmchXVhn5GI5B6ZxxQB6dRXmOgeLZ9DupLG/geSzmv7pUu5LoMybF3FSp5wAMZq/P8AEhtOht59V0k20V3ZG7tSs4YyHIAjOQAGO5T1PWgDvsjOO9LXmnha51WT4s60upRmDfp8EqwLcNKi5J5GeAe3A7Vs3Xi3UpfEF1Z6Rpkd3aafLHFeyNMFYM3XYOnyjrkigDsQQehBpa8c0Xxdd6O2r2un2cuoXtzrE0cMbO7Kqqu7tuOP0ra1b4j6npNpY313o0drC6I1xbyykzKS+0gBQQAOuWwOaAPSaK80X4kaqbbUbptItxDDfnTbZROS8k+QBkbemCT68VMnjjW7ryNHfQ0ttZuXlQC4kKwmNACXBxu5yMDGaAPRAQRkHNIrq4yrBh6g5rifhRNcXHw9s5J5Gkm8yUFnYtyHPc84rC0Txfq7QxW+laPpsP2i7u0cPcPtDRcluh646UAeq0zem8puXeBnbnnFclaeKbrVvhnL4itoY4bv7LLIqOSVDpkflkVw2l6tr9qtnr4Sxmvj4e+1TtI7jzI1ZTzx9/GfYZoA9nDKWKgjI6jPIp1eX3XjbVodQ8QSWmkwvJai0HmRI0jrHIpYu4GC20HoK67QtffVvCjapFLbXkyJIR9myFdlzgYPKn2PSgDeaeFHCPKiueilgCakrx/RzpmofDW78V6zp/8AaGobpJLpvNxLCA2CEOflKjoBirc3j7UdPhvIbeOBLWxtrGWJrgFnMcpCkOc4LY5zQB6ab218qaU3EXlwEiVtwwhAyQfSnW1zBd26T20ySxPyro2Qfxrx3xLHcjTNSt7GWCGO58UwxzJIuVkDLGcEZGRnkjuK77xBLc+E/BrN4f02JpomXEEEOVAJ+dggIz3OM0AdVRXlWneKNbvtV07U5NbsjYHTbieSJYWjQspx8+45Ug9fSqVl8RPE0wv4ybNntvs8wkktnQPHI2MKC2T7Hv6UAewlgoJJwByTUNrd219AJrWeOeIkgPGwYZHuK8+j8Ta9daifDkl3ZR3z38tubxY/lESpv4QnlucVzces6x4V8OpY6TeWTyQG8uJUtrcuzlJTktkhVXHXn0xQB7ZVSPUrKXUJbCO5ia7iQPJCGyyqehI7V5jN4x8U/btbvUuLMWWl28Egt/J4kaZRjL54Clsn2rT8LWl5a/Ei+lv9Qt72e50uGTzIolQ/ebg4647H0oA74Xtqb42InT7UE8wxZ+bbnGcelWK831rXNbg8TeJLPTprN7m3sYpbVDGFdSzcqWP3iewzitzwPrk2s+HJp7i8M91DK8cnmw+S0RAHyuvQEeooA6yqt9qFpplv9ovbhIIdypvc4G4nAH4mvHn8Z+KobW+NxqscV7CgnSJrdDFLF5oXdFIDhl2n65rVv/EurHxJq2nPfW09naahYhUlgVv3cv3l/AkYPtQB6qCCMg5qm+rafHqselvdwi+kQulvu+cqOpx6V5Bba5q+k3/iGCPX3kuX1wW0UUkYkkdQvIjXoO3XCjFRNqWpa14i8Naib+Kw1IWN6HuDEjfcPRhnHbsaAPZItX0+fVJtNiu4XvYVDyQBvnUHoSKu14B/wl+ojU5PEcccEWpyaCoZ2GE3GYLvPtjmvR/h/f67Mb6z1vUbK9aHZJC0MokkCsD98qAvbigDuKK8gl8YaxB44UJrEc9idQls3VgkcEYCEhefnLAjlulaPw517V7vxDfafreozT3BgE0aYjaFhuPzROnVcYGDzQB6dRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDcmcW7m2VGmx8gc4Un3qaigBqbti7sBsc46Zp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAeK674s8c+D/HGr6h/YV7qOgzuqRRs2QmBwU25wCfUVka9Za74y02/kvfB2r291qFxDN5kTRkJHGuFTDEHux7cmvoAgEYIBFLQB84N4Q1T+zLi3TwvriXEmpLfLMDFxjopG7mtq30vVf7Y1+4bwlrbRa3D5ciM8IMbkcsGz+le61z9x4w0q215dGf7Q1yXWMukJaNWYZALDoaAPFz8NdY1HSlS/wBG1KW+CpDBcmSBDDEjZAwDyT0yTWg3w+14aXq1hFpV+FvbiG5SVrmJpI5E6sTnnPPpiveKKAPn9fht4giKXUVjqB1Rb5rz7VLNA2dwwQV6HPFdDqeieJbjxKNetfD90Lg6a9hLHJdxBZMjAbjp3OB7V6/RQB4D/wAK+8RroenQw6NeQappm5be7iu4gGVjlgynOOpGRUj+A9dGwQ+FZ40jsZLIJ/aEZ3Bx8zE465Ne9UUAc7a6Ob7wLHo00M2l77T7OUikBeLjGQw4z3rR0PSo9D0a00yKaaeO3TYJJm3O31NaNY+r+IrHRxH5u+UtcR27CEBjGznC7vQc0AbFFFVNUv00vS7m/kjkkS3jMjJGMsQBzgUAZF94Xa98Yaf4h/tCWN7KNokgCKVZW+9k4zzWY/w/3azdagNZuh9ov4r5otibQ0YwAOOmK6bR9Vt9b0e11S13fZ7mMSJvGDg+tT215bXsTS206SxqxQshyAR1FAGDoXhAaHqM06atqE9qWZoLOWXMcJYknHc9TjOcVDq/gxtW1PUbx9XuY1vbMWflKiFY1znIyM5znr611lY+qa/DpWp6bYzQTub+UwpKgBVGwSA3pkA/lQBzV78MbbU5b2W91W6klubaGAMqovlmL7rjA61K/wAPDPYWyXPiDUbi+trpLmK8l2sylRgLtIxj8K7Oa4it4ZJppFSOMFnYnhQPWkhuYbiCKaKRWjlAZGz94HpigDkLb4d20d9Z3Vzqd1cvbXE8+HVAHMowwOB0xQvw4sZLB7K91C7urdLdra0V9oNtGSD8pAySNq8n0rsyyg4JGcZ/CkEiHADqc5xg9cUAcr4d8DroesyavNrOoaheyQC3Z7llwVByOAB0qDUvhrpWo+IptW+139sLjBurW2mMcVwR3cDr710tnqJuEla4ge0KStGolZfnAONwwehq40saAFpFUHoScZoA4i5+FukywTLBf6jbTyXX2pbiKbbJGxGCFIHQjioLn4R6Lco0R1DVUieNUlVbnPmlWLBmJBycnNd7LNHBC80rhY0UszE8ADvWDp/i211LW47G3hY281mbuK7LjY4DBSMevIoAz4vhvoyaHfaTNPe3EN5c/a3kll/eJL/fVgBg8U2T4aaNJbWqi61Fby2lMy332gm4JICnLnORgAY9q7AzRLKIjIgkYZClhkj6UskqRLukdUBOMscc0AY/hvwxZ+F9GOmWM1y8JZm3TSbmBbrj0/CsXT/hppWmzwywX+pZieaRQZ8jMv3u3NdgbiFS4M0Y2Y3ZYfLnpn0qKTUbKN5Ee7gEkab3TzBuVfUjrigDO0fwvp+jeGhoEXmzWW10ImbcxDZyCfxNYNr8K9DtJg63WqOgtWtPKe7Yr5TdVHoMcYHpXT2Wv6Vf6bb6hBfQfZbgkRSM4UOc4wM9+KsDULJrr7KLy3Nwf+WQlXf+Wc0Ac23w60L9+6NfRzzCPM63cm8GMYQg56gVtaFoVl4esDZ2KvsZ2kdnbczuxyWJ9TV25vLayjEl1cQwITgNK4UE+mTUc2pWNuYxPe28Rl/1e+VV3/TJ5oAwZ/h/oMz3ZSK4givG3XMEFw6RTHvuQHHPek1X4e+G9Yl8y7s3/wBUkJWOZ0Uqn3QQDzjtmt59W06O4+zvf2qz5x5ZmUNn6ZzWfbeLdCurG4vV1KBba3nMEkjuAA4OMUAUJ/h54fubd4JI7so90Lw/6XJnzQMBgc54GPyFbWp6NaatposLrzvKBVg0crI4K9DuBzmmy+INHgIEuqWaE7SMzLyGOB370lh4g0vU9TvdOs7tJrqyKidFP3CelAGafAfh1rWC2ayZkhSSMZlbLB/vbjnLZ681Tt/hd4Rt3V/7MMjKioDLO7cKcjqe1bWo6ymn6pbQTXNjDbtG7ymabbIAOhUenqas2GtaZqjyJYX0Fy0YBcROGwD0NAGRc+AfDV1HJHJpi/vJhOzK7Bi+MZyDnpxVc/DPwgdo/sWEBdwwGYZDdQeec1q3vijSdP1+z0S5uQl9dqWjQ+g9TWdrfjSwt/D2qX2j3lleXNjCZTEZOMD1xQBb07wZ4e0mG6hstMiiju4xFOmSRIuMAEE+lGjeDNA0C8N3pmnJBcFPL8zcxbb6cnpRZ+L9EuNKe9bU7ULBGrXBV8iMkdPzpZ/GXh230aPV5dWt1sZDtSXdnce4x1zQAl74L8P6je3V5dabHJcXSbJpNzAuvYcGr2k6Jp+iaaNPsLYRW4ySucliepJPJP1qpeeL/D9gLM3Oq20f2zBg+bO8HoeOg9zTv+Er0L+3P7GOp241Dj9zu5z6Z6Z9qAK9v4G8M2sVzFFo9sI7hDHIpXIKk5IGegzzxUJ+HnhIxNH/AGHa7WZWY4O4lenPWuorEuvFmhWesrpFxqUMd82B5RzwW6AnoCe2aAK914D8MXtxLcXGjWzzSuHeTGGLDoc1G3w98KPBFCdEthHE7OgAIwW6/nVq28Y+HrzU49Ot9Wt5buTdtjRsk7evtWMPHC3XxEsNB0+WC4spreV5XVWyrp2DdCPpQBuL4U0Fb2S7Gl2/nSW4tmbZ1iH8OOmKsaNoOl+H7M2uk2UVpAW3FIxjJ9TRq+u6ZoNuk2p3aQI7bEBBJdvQAcms648deG7W1tLmXVIxDdrvhcKxBGduTgccnHPegBbnwN4Xvb+W+udDspbmVw7yPECWIGMn86taN4Y0Xw9v/srTobUycMUHOPT6e1aN1dQWVnLd3EixwRIZHduiqBkmszRfFWi+IZZItMvVnkiVXZdrKQp6HkDIPrQBtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHi/i3xRe2vxEzpup3KfZb21t57d3xHtf7wVO4xglu2K7L4q38mm/D6/vYNRmsbmLaYZIWwzPnAX6HJrrH0+yedp3s7dpmxucxqWOOmTinXVna3sXlXdvFPHnOyVAwz64NAHiWrX2u6d4ghs5PFF7ptokMM9q84aVrtmwXAx1OTjaabrV5JpLeJLvTtVuhNJqECXE7Ox8mMr8z7QOOeMjpXtGonTLS1F5qCW6Q2vzCSVRiLtkZ6VILOxnjZvs1u6Tr8x8sEOD6+tAHj+mXOoXl/oOnXHi6/uoJ7mZBcWwaMSqFyo3EcjOBuqnbalrkusXgu/F11ZyxzzQPZeW7OqBSFbOMAYAO6vcUtbeNY1SCJVjGEAQAL9PSlNvAzMzQxlmGCSoyR70AeFDXtQh0SPyNe1W5+06ZBPdjcWkiImVZSnHHyluKi8Q3sVzaadZ6Z4i1e30F7mRmv5kdthCriNT1I5PXvXvK2tvGSUgiUkYO1AMigwQeVsMUfljnaVGBQBj+GGZvCVqZ7+e7HlEfapo/Ld17MR24rx/QVhlmsLi41zVPNuNXuLZ1Nw+0wAHHHv617dBq+nXWqXOlQ3Mcl5boGmgHVVPTNWhaWy4K28QxyMIOKAPAZdUvL+LRrS417UNP0yJLhYLpImkaSZZSFB/4ARg1qvBbJfauJmu2vp7nTpZPMVgzKShdio4B4P0r168vdM06W0t7p4YmuZhHboVHzOfT3q9tRGZ8KpP3mxjP1NAHjELBbmKz1a41KDw9FqV0vmGRuDx5YZuu0jdiq0l3JeWsFnrs+oGxbT7g6eRvHmsGIUMRyTtxivcJI0lTa6K6nswyKPLT5fkX5fu8dPpQByvw+j3/AA10iCWN0ItPLdHUqwPORivPdOttLsdJ0qzuXvbfSXvrtL4xlwFlVm8sMRyBgivb6jMUbKVMalSckEcE0Ac74Ee8fwpAbuaafEkogkmGJGiDkIWz3xivLUkMmuWs9xHff8JWmqzGZCrmJF2yCP8A2dvK4P1r269vrfT7SW5uX2xRYLkDJGTgcCrChT84Ayw645NAHz3Z6TdX2k60Be61dX09lKLu0eAoiyg8Et3Ppirk1t576VFfSavBpY0uIWX2SJmYTrjeD3Vs9M17yAB0FLQB4fqOm21xovijVXXVpb2OZILbLuGAZVBwBwfm3Zx6VV1C1t9C1iSXThqAW31azeJgJG2QMmZQPY9696ooA+cpZILqO2t5LXUbiOPVL6Uq6ScQspKEH0zj8ac9je6pY6AmtjXE086eIbYWcZZ1nDHcH9CeMGvouigDA1GxefwLcWJiklkaxMexzl2O3ocd68lstPS50HT7d9D1TNroc0HywMv+kllIHuflNe1Nq9ousJpQdmu2jMpRVJCL6segz2q/QB4MumX934uik1S212S4dbaayW3XYoCqFYO5+7htxPrXrni/RP8AhIPCd/pwz5skJMRBIIkHK8j3FbtZWh6/ZeIILmWyMhW3uHtpN6FSHU4PWgDyqz8P+LdY1Swu9Rsvs8GrRJb6hFz+6SE5VvYtgVnQaTq6eOEcaBdxQtPcQzAQlkaJlIUs5POePYV73SblxnIx65oA+fz4ZvpbHQ4rvQtYbSobZ7ZrS1Ox0nL5LH/ZIxzXd+BvC1tZ+JNU1C50Z4LqMQeTPLliCYsOFY9eeteigg8isjVvEdno+paZY3KymTUZjDEUXKhsZ+Y9qAOR8f2V7/wk+j6g+jTa1pCQy28tpCMtHI3STHfjj2rnrrw9fWc+oR3Phua6ivNOSHTUQmQWjgfcJ/h553V7LvXONwz9apXmotbXlnbpaTzrcOVaWIArDgZy/oKAPFj4G19I7wyaZLcXbXNm63BA3EJjzMH0/nTm8IaummeXLoN5NFb6tcS3EFvII3mV87HU9GAz+te6hlPQg/jSI6OMo6sPY5oA8RfwbqKR6gsfhZhC+hi2toZG8xkm8wkZb+8A2c+1dt4O0m+07xZrc8+m+RbXUFs0c+0AsyxgOp/H+tdVPqLQ6vBZfY52jljZzcrjy48dm7jOaurIj52OrY64OaAPOvH2i6he+J7K+tNJkvY49OuYH2gfecYUc+/NM8IeGNU03xyl+9h9ksho8MEmCAGlHUYHUivSJJY4gPMdUycDccZp2RjPagDgfFnh/U7/AMcaZf2VtuiFhcWzTjH7l3A2sfpXNTeDfEGr6JbWsWmx6beWOly2Usjbdt2zBQAMduCcnvXb6X42Gr+JrjTLbS7g2cLtC1+WXZ5ijJGM5x7107XMCgFp4wCMjLjpQB5Bc+F/EVxHeapZ6Mlm4t7W1W0baXby2y7qPu554zTNJ8H+JNMhs520OO6FrfXEhtJ7hT5kco+96bhXsaXMEhwk0bHGeGB49ajjvrSWB547qF4UzvdXBC465NAHm1z4d8S22oyTRaDpN5b39tFC8LMAtoynjGeq9+O9RP4K12aL7DPZ2gK6sl8NRVwD5YwWGOoPGMe9emvqNlHafa3u4Ft+P3pcbeferCsrqGUhlYZBHIIoAxvDWv8A/CRWNxc/Y5bZYrmSAbzkSBTjcp7g1514y8F+JNY8U3t7a6bHLbme2lgKXSxhvL+9vHUk9B6V6rHfWC3TWMdzbieMZaFXAZR9KdHf2c9y1vFdQvMq7jGrgsB64oA8p0rwh4itYLdJNFhimXVJbozJOhKRupGB6kbv0q/oXhvxJa+JfDs91pVvFb6XBNbSTpcA+YrHhgo5zXpU91b2qqbiaOIMdql2AyfSufsPFZufFur6Jc2n2aPT4UmFw8gIkVu/tQBnfEbRdb1u106HSbeKaOO433GZBHIFA/gY9DXB2nw/8XR6PptqunwW19ZhxFdJcqy4aTcVkQ/eGOfqBXs0mr6dFZreSX1uls5wsrSAKT9ap/8ACVaINWbTDqMAuVt/tJG8YEeeuelAD9ZttRufDN3bWbQNqD25RDKuYy+O49K4D4eeE/Emg+LLm+1OzRbe4s0hkla5Ejl17gDoDk8dq7z+3EudStYNOks7qB9/nyC4XdHtx0Xv159KvWupWN9JJHa3cM7xHDiNwxX64oAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHk2u67rfh3WfEt5FqT3KpJbRR27IgWMSZG7JIxt/InGaoS+JvG/wDZyrc3cUYiupWlkszFNc+SqhlzEGIPJ+bBzivULzwvomoXk93d6bbzT3EPkSu6ZLp6Gs5/h54UazgtP7HhWGB2eNUJXBbG7kHJzgflQB5kfFWsSr4q1K18QRXiQ2lqYI5oF2SB8ZwhPHU1t3viLxRZXdzdpq9sbaDULa2WzMCqGSRQSN+eMZrtbrwN4Tkka6utFsQViEZdkAARcYHpxgVL/wAId4ZmRZE0myYF/OVggYbux9DQBwejeIPFet+KI44dV2xLqE0F1EsKGOKJOVKserHocE12HxH1bUdD8G3Oo6ZciC5ikjAYoGBDOFIwfrXO2Hwiit7+Ca7v4JYobtroPFaiKdiTna0gP3fwrvL230fXYRaXf2W8jEmfKZgwLLz0749KAPJZfFXijRtUunm1tr6Ky1mKz+zmBF89ZE3HkcjBPGKybrxn4j1bwnqt5LrFqi3Fq262jnUywsHA4QLlRg4O4/jXtn/CL6DnP9j2Od4kz5C/eHRunUetNi8J6BC968ej2aNeqVuCsQHmA9QaAPIbqW/sfFOp39j4j8qax0e0lkkZEYXHQbW9Pw5rVv8AxfrzprOt2+qJbnS54o00xlXZMjAFic/Nk54I9K9Fh8GeGreFoYtC09UZdrD7OvzD0PHNTy+GtEmvILyTS7Rri3AEUhiGVA6fl2oA8tTxC/iGfS9Xv9Y8hofECW404lFRFVsAnI3Z75zXe/EcSHwFqTRXT2xUIxkQgELvXPP0rVk8NaHLffbpNIsWuy2/zmgUvn1zjOav3Nrb3ts9tdQxzQSDDxyKGVh6EGgDybU/EmtQ/wBq3VrrDq+kTW8NtZsUIvY2C5Y8ZJbccYwOK9D8TX09p4M1C+iuPsdxHamRZMA+W2M9Dx14q2fD+jtdw3Z0uzNxCAIpfJXcgHQA44q1d2dtf2r215BHPBIMPHKoZWHuDQB5NYahqVzbeHbS78YXcY1KzkvGu8RqTIo4QcYA7kdTisaX4ga5HZ6i93rHks2kPLauQiCWZJioZAf7yjpXtE3h/R7izhs5tLs5LaA5iiaFSqfQY4pbvQtJ1BIlvNMtJ1iUrGJIVYID1AyOKAPFrnXrm1j17VrXxPM96XsAIt6FSrhN3y47biMitG88S6rp+ozahba/NeNHrn2FbF2Ty/KZcgcDOc4wc8V6rN4b0S4Vlm0ixdWVVYNApyF6Dp2pqeGNBjIKaNYqVk80Yt1GH/vdOvvQB5h4A8Sa1qfiOG5vPEtrMt5JIs2lgM0kTDoAu35AB3zg16B441KfS9AWSGd7dZbiKGW4RcmGNmwzD6DvWzBpdha3Ut1b2VvFcS/6yVIwGb6kdasyxJNE0cqK6MMMrDII96APGdS1i+j8QWuiweJLuTTzqsduksci72jaNiyl8fNtIXkdN1Y174q1i70zSrc+Il0xI1ulW7nkf946S7VyVB3ELjg9c17rHpWnRRxxx2NsiRfcVYlAX6elO/s2xKqv2O32qcgeWMA+tAHlMniOXTfHdrJqutStb4i3eRLtCfuQWEkJ5Ck/NuGcdDXq2nalZavYx3thcx3FtIMpLGcg0yfSbG4lkme1h+0SRmIzeWN+30zim6Lo1loGlQ6bp8XlW0Wdq5JOSck5NAHmbXVzHpPj25fUDYXS6gEW5fIKoANoyOQOvIrnLTxReWsSXcuq6hb2zW97ABcXPmo04QFfLkH3hnOO/Ne1toVidVl1ERESzIEnXqkwHTcp6kdjVw2VoYkiNtCY0OVTYMKfYdqAPFLHxPNd2lmNX1TU7WT+y7aXTjbsxe7lBPmDHRmJAGD2pfCF0E1KO8g1G5hmm8STxS2vm4Ro2DHlehOcc17Z9mgBjPkx5iGE+UfL9PShLeGP7kMa/MW4UDk9/rQBgePrz7B4H1S43XQ2xYzattkwSBwe31rxjTNYMmn6pYf26ltbR3kUkdvczzeXIhXlPNxuGT36Zr6KZQykMAQeoNRPZ20gIe3iYHGQUBzjpQBheBZRL4KsJEjuYwUbCXMnmOPmPG7uPQ+mK8Zvr5LnW7O71OS+TW4dZnFwriTbFDtYIVA4CgbeRzya+iQABgDAFG1c52j8qAPE9O0uTT/h9pXjK0nvLnU7F1mu0lupCJkBKuu0nGecjjtUmtywaLe6de3lzd219qNrdzXECSyNGhdcoOOBg8DFep6x4dsNd8lb4TNFE27ykmZEfkH5lBw3IHWtQRqAAFGAMAY6UAeCafeiw8LF7W+vPtU3h+SS7Mk0hIlDfLyfunHpXS/B2bT7ifVpobgrcSCMrZeZIRCgXBI3gZ3NzkCvSdW0ex1zTJtOv4fMtphh1BKn8xyKr6N4c0/QjI1mszSSAK0s8zSvtHQbmJOPagDzj4h3McfjS5UyXAB0C5RxHvxvOCnTjOa1fAVtFY+Kb2Gwgu4rCbTraY+YH2GU53cvyGxjivSCoPUClxigDyf4vJcz3VnDBpV1cf6NKVuI43lRH7DYv8Xox6V3nhSaS48H6Y91FMkptlEqTIVbIGDkHmtyigDwS105bS4TUrbQ76BIPEhkmZLWTcbcqQCFAyVznp61D4f0JNY1zQbTVdG1GS2Rr0y+bDLGgQsWiBJ6jjhfpX0DgUYoA+d9E0240z+yZItC1EziLUUuYxDIhcNny1LY4BA4qDTNK1swakbbQtRWzlt7aV7QW7QLIEY+YgGfmJ9Ty2K+j8UUAeFeIPDqXWn2FxaaBrVt4ammeW4sbdQZg5GFbyzkKvt+Neq+DrOSx8IWFq0V1CY4yFju5N8qjJwGOBzjH0roMUUAeIR6FezXK2k2j3K69BrLXNxf+QSstqSSf3g4YFcLt6+1dh8KvDsWk+GxcXGlC01J5ZQzyRbZDGXJUZPOMYrv6KAPJfirp2oS+IdNvHstTv8ASjbPbmLTlVpElY/eIYEAEY57Viajo3iCa61KeDR9VjhFlaKwJBeRYzl0DEYY49sGvdaKAPAodFuLODTtR/4RTWb7Q3lm83TroIZhI6gCQIoAUfypmveEbtGuIrfwlcgXGhCC2SNPNMMvmkjc/wDe24yfwr6AooA8Y1jwhPBe6InhzQJrORtKuIriWKPYFkeMBQ7euQc/Wt/4axTI6o/hN9IltrVba6uZQFM7qf4QPvDqcn1r0iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjeJZGRmzlDkYOKkqOVikTsu3IUkbjgfjQBJRTIyWjVjjJAJx0p9ABRRRQAUUUUAFFFFABRRRQAUUUUAea614y8WWWvarbWlnpbWljLbopkL7nEzbR0PBB9qg1D4ia/asNJttNtrvXTfPbBIgfLZFjDlsFsg/MB19a6PVvh5o+s3t7d3M18st40bSeXcFRlPu4A6YqL/hWegNbXEcpvJZZ5xcG5e4Pmq4XblW6jjigDhvEeu+Kddtri3vbaCztf7DmmvLTduxIGK5yD1yvHpzmr+n+NNY8MeF7W0ubSylk+yWzWbR7lXEjbPnBPY+ldfN8OPDsywKYZ1SKBrcqszASIzbiH/vZOTT2+HfhxoHia1kZWhWAbpWJVFOVA9MHpQBz158QNZ03VpPDt5bWX9sNcwQwSqG8llk/iYZyMY6ZrCtdNn0Xwj4tvZmiTUtL1V7yKS2yFVtqMVGecEHBHvXeT/DrQLrT5La6juJ5JHWQ3UkxM25fukP1GKqXXgOKCyOlaVujsr+5WbUpZpS7uq4yoz3bGDQB2Flc/bLC3udpXzo1fB6jIzirFVLSwhspLh4TJ+/cOysxIBwBwOw4q3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVk+JoftHhrUYRcJb74GXzXOAme5Na1Yvi6KWbwjqiQqWkNu20DrnFAGlYp5en2ybg+2JRuHQ8DmrFVdNz/Zdpu6+Smc/7oq1QAUUUUAFFFFABRRRQAUUUUAFFFc34g8daB4ZvYrPU7t0uJE8xY44XkO3OMnaDigDpKK4pPin4XknWFJr1pHxtQWM2Tnpxtq2nxA0WQkJFqjEdcabPx/45QB1VFcx/wAJ5pP/AD76t/4LJ/8A4imnx9o4YKYdU3HoP7Nn5/8AHKAOporlm8e6Oqlmg1UAcknTZ/8A4ilHjzSCMi31Ug/9Q2f/AOIoA6iiuY/4TzSf+ffVv/BZP/8AEU1vHukqrMLXVmIGdo02fJ/8doA6miuMn+JGnRKhXSNel3dQmmyfL9cgUg+JOnNP5Z0fXgu4DzDpsm3Hr0zigDtKK4if4mWEMzRpofiCZV6OmmyYP0yAaYPihYlgD4f8RjJ6nTX4oA7qiuFPxQsQxH/CP+IzjuNNek/4WjZf9C94k/8ABa9AHd0Vwn/C0bL/AKF7xJ/4LXpU+J1m7BV8O+I8n/qHPQB3VFcVa/EaC8m8qHw54iL4z81gyjH1NXf+Eyf/AKFrXv8AwFH/AMVQB1FFcv8A8Jk//Qta9/4Cj/4qmSeM5lTKeF9ec+n2YD/2agDq6K4aXx7qqyME8Da+6A8NsQZ/8epv/Cf6v/0Iev8A/fMf/wAVQB3dFcJ/wn+r/wDQh6//AN8x/wDxVH/Cf6v/ANCHr/8A3zH/APFUAd3RXCf8J/q//Qh6/wD98x//ABVH/Cf6v/0Iev8A/fMf/wAVQB3dFcZa+M9au3Kr4I1mPHeVokH6tTr3xjqun2s91deEdRjggTzJH8+EgL36PzQB2NFRQSie3jmUELIgYA+4zUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1GyTUdOuLORmVJkKMV6gGrVFAEcESwQRwr92NQoz6AYqSiigAooooAKKKKACiiigAooooAK4MgH43DIB/wCJMf8A0MV3lcKEY/GzcB8o0cgn/toKAIZPiFI/xTt/B1rpTbFDNcXMgI4CbgU9u2a7/A9K43VPA0mqeM5teOpPbbtOayjEC4dCxOWye/PFbVnpt3onhb7BY3Ml5eQQMIZbtsl35K7j9aANnA9K848ca54ufxDDo3hD7GskNv8Aa7mScg5XdgJyDjNc7H8SvF8UU2h+IPB1/JqEwaJJrHKBs5Gc4IH1zWt4Q+EOmWcQ1HWoZn1KSQSBPtTsIgDkLnPze+aAKvhn4orZ6Nqt74k1QX8kN2sCRWdoVKswPyDON3Q9fSki+Kx1f4gaFa6dI9vos1vNJdi4iCtlQ3X+7jb2NSXPwRtrqw1S2fWJlN7fC8VljHyEZ49+tatz8ItLuZtNlXULyKS0tXtHeIhTMrA9cD3P1oAzvDnxFuPFXxUSxsvPi0X7A8qJNEF81g2N4PUr6V0niv4l+HvB2qQafqjTmaVQ58mPcI1JxlueKp+FvhXpnhPxDb6rY3ly/k2ZtfLlIO4ls7s/0pnjH4S6P401ttUv7u7jlMKwhYiNoA79OtABc/GDwvBqzacgvJ5FkSNpIocoGc4HOa5nxJ8UbjUPH2j+H/Dl3JBbm9EF1O0IKyEHkKTzxW3H8FtFjubmRdRvwlxJG8kYZcHYcgZxml074K+H9M1i01SC5vPtdtdm6DM4O7nO0j0/WgDq/Ffi7T/CFhBdX8dxKJ5RDHHbpuZmwT0yOwNc0vxh0SSbT4ItN1VptRUNaKYFHm5bbwd3bn8q3/Gfgyz8a6dbWl3cz2/2ecTxyQEZDAEd/rWJd/C231HVdPv73Wb5301o/sartURqmM545LEZJoAoJ8adMhk14X2m3EA0ucQJtIbz2JIC+gPBpJvjl4cjsra5Sw1OTz0d9iwjKqpwWPPTNW9R+Degai2sF7m8RdTmW4ZVcYjkGfmX65PWpp/hPpNxFApvr0PDZNZI+VzsY5J6de1ABp3xOh1XxnaaJZaTcz21zaJdLdIRlFbP3lPQDHXNbXizxtpvhEW6XUNzc3VxuMVtapvkYKMlseg9ao6f8NdI0rxHp+s2VxdxSWdsLYRCT5JFHTd+dXvFHgbSvFd1aXV61xFcWgYRS28pjYBuoyO1AHnmtfEHVvE/i7QNN8K3Fzb2V1brdu0UKs5+cghwxGFG055716B418cWHgbS4Lu/hmned9kUUIGWIGTyelZ2mfDa00fxlp+s6fdvBaWVj9kS1HO4EsSWY9eWz9RWr4u8FaX4zisYtV80xWk3mhEbAfjGD7dKAOTf436M6ae9npWpXK3iuRtQAqVzkdeelNn+OWixQQSR6TqkvnWpuQEjHAHXnPQdzWXffCCJPEGg6XZLerokCzS3F0s2GDN/CMdM+1Taj8Ll1Lx3YWS2VxbeG7HTTB5sc20yE/w5HJ96AIZvGuo6nrev3EFzqMeknQUuYkgQM8DMfvAeoGe/ar+h/FNYLbw5pEdhqesXd3aLLJOFUOF3FdzAehHJzXUt8O9GXUp723M8DTacdOaNH+XZjAOPUCqcHwo8PQS6bKjXiyWEH2dGSdl3puLYbHXkmgDOl+NGixeK5NENldkLO1v9oyuDIo5GOvXjNcfrfxO1HX/C8N5Pb6jpMC6l5S3Fg6kSgN9wknIP6Gu/X4Q+FBrTas9tM9010bks0pILHtj09qB8I/DC6ZLp6pdC2kuxdlPOOA47D0FAFHVPi7Y6VfpaxabeXltbvHDeXi4xE7DIGOpP6VT8P/Gy21/xZaaQmizw213M8MVy0mSWXHVQOOvPpXSzfDzwi2tf2pJaoJzgshlIR2AwGK5wSPWmaR8PvCOh6pa6jYxqk9sZGjJnJAZ8bjgn0GKAO1rB8a/8iTrX/XpJ/Ktj7Vb/APPxF/32KwvGlzA3grWQJ4yTaSYAcelAG1pv/ILtP+uKf+girNVtN/5Bdp/1xT/0EVZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuU17wRHrOuw6zBq9/p15HCYC9qwG5c5wc11dFAHDt4B1BoEhPjTXQEJIIkXcc+pxzTP8AhXt/sKf8Jtr+Cc581c/yru6KAOD/AOFdX2c/8Jt4g/7+r/hTl+Ht+hyPG2vntzKp/pXdUUAcH/wrq+/6HfxB/wB/R/hR/wAK6vv+h38Qf9/R/hXeUUAcPD8PruOTdJ4x1+VcH5TOB/IVof8ACFR/9B7XP/A0/wCFdRRQBy//AAhUf/Qe1z/wNP8AhR/whUf/AEHtc/8AA0/4V1FFAHJS+ArafHma3rjY6f6a3rn+lCeAraM5TW9cHJb/AI/W6nrXW0UAcjF4AtICTHrWuKSxY/6c3U9ajf4c2Mjyu+sa4WmADn7c3OOldlRQByU3gG2niEcut64yDBA+2t2qqPhhpY8wDVdc/eDDf6e/I/yK7eigDih8NdND7hq+ubtgTP29vujoP0pv/CsdL815P7W1ze/LH7e/NdvRQBxMfww0WMEG91dyVK5a+ckZ7/Woh8KdGBB/tPWz/wBv713dFAHGxfDTRIkkU3Opvvzy965K59Kmi+HmhxxKhN8+0Y3NduSfc811lFAHLf8ACv8AQ/S8/wDAp/8AGj/hX+h+l5/4FP8A411NFAHGSfC3wrKcyWc7HrzcP/jTP+FT+EP+fCX/AMCH/wAa7aigDif+FT+EP+fCX/wIf/Gprb4Y+ErZ9w0zzM9pZWYfkTXYUUANRFjRUQAKowAOwp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFeY+OtJlg8RaHKuramBqerJBLHHdPGixbD8qhSAORnPXmsmbV7/wCH/jTUFludQ1iwttLSeYTXPKAyldwB4JAwPfFAHslFea3Xjm30i/1u9j065aUT20JM1yRD86ZVjwQgx1rp9Q8RyQeA7nxBFCglS0aZYxIHXOOPmHBFAHR5FFeP6zYRaZ4EtPEd9rHiA39yI5ZLq0nZhGWwceXuChO2K6dfiGqRzCTSboNb3Nvay7mAYecPlYgdO2RnvQB3GR1pcjrXhbX2oyxHRhJNc2134puLaRZLllZolXITdyQO/wCFdz4u0TVLbwnp9npIur2C0lVrq2NyVmuIgDlRJ1J9u9AHd0V5JB4lvrWw0dPDEsstvdap5F1FqMjGe3J6xfNnAA75+la1z8TnstWfT7nTEEzGYRxpcbmBQZG/AwNwHrkelAHotGa8ysfivObR59T0P7MHsEvbcRT7/MDOECn5Rg5I9aq2Wu6xpPi3xTd3Ftbly1mv2Y3v7uLcpy2SM9McAc0Aer0mRXm+lfEvUNZ/s9rXRYViuLeWeWSW6ICLE+18fJz6iqUWt3viD4geE9TihFrZ3MNwYx55YyRDoWXoCetAHq1ICD0rkPF2vSCSbw9Y232i8mspZ5cyFPLjAxkYGSSegFefeCviNeaV4U0rSrXRrvVbmK186cx7mZd0pAU8HBxk5J7UAe40V5NF8StattO1O5uLKKWZ9YOn2ECqxZcAFtyrycDnjk5q9F4/8TX+oWWm2fh63t76e0a6eO+lZNoV9p4Azz1GfWgD0umF0V1UsAzdATya8y0z4g+J9Vj0+WDR9OWLUFmETNO/7t4vvbuOR6YxUa+N11O60XUm0a2a9awu54pHkP7to8hgB6HH1oA9Uoryx/ireWli0l5psBurizt7ixt4Wbc5kbbtbPHDfpVm88feIdPsFn1DRorAG4aNri4UsipgbGdUYlAScZyRxQB6VTFljZ2RZFLr95QeR9a5Tx1rN/pvw6v9V0yeFbpIVZZVO5RuIBK/nxXCS65qPhfxfrGqRW1lMRp1pPfAhlaQtgEpzwec80Ae00V55a+O9c1LxOLWw0VG0lbpbeW5kcKVyoJOd3XJGBt5rS8WeItZ0zxDomk6VHZE6kZFMlyGOwou7oCOwNAHY1WgvrW4nlhguYZJYjiREcFkPuO1cJpnjDX9YkmuYLa0XTT9phEhYB43jB2sBuJbJHK4GBXGeGNU1HTrDRYNEsLF9d1Gwe8lu2jCmRA5wjZYZOc5br7UAe70V5pN4v8AFKPqNw8WnQW+m2UdzNCuZGkZlyVDA4AB71jv8QPGljo0Vxe2mmK13JB9mk3hvldgDlFYnAz1oA9jorzKbxrr0GpJ4fkmsE1GbUntI7wxkRqoQOMpnknOOtVtR8a+Lkv4NN04aPcXdtbrPeSecFif94ytgkggALzjPJoA9WorkPHevapofha31HTHtkne4hjcyLvXa5wccj1FczeeMPE+kyX1xdXljc2ljqMNq6RWxDyLIAeu7AIzQB6rVeO9tZbqS1juInuIgDJErgsgPTI7V5EfiF4g1HTNSuWmsbKz2XCKxdfOjK8LtTJYt6giql/rGp+H4DqVrqcX29NGspZXMSkzBpADkfRsE9aAPcKqXGpWVpdW1rcXUUU9yxWGN3AaQgZOB3rz3UPGOrwvqOrwXKm3stQhsRppjQmYNsywYfNk78jtgdK57+277xN4k8G61d3cSxyarcQx2KIv7oIGUEt94k457UAe3UV5/wCP7/UbDxN4VNrqM1vby3EglhjC4l2puwc9c9MVm6J4v1y5m0DUPtiX1vq91JDLZeWqtagZ5Ujk4xzkmgD1KivO/HOta3Y+JLSz03WIrKB9PuLh1MKu26MZB5HTtXI/8LH8RWdrKZNSguprnRob2I+SqrA7SBGPAPCjk5z0/CgD3KivFb/xZ4jsdGS2vvEdrJeT3hSJrBo2bbsDBWcqEXnknHQ0l1411mWz8NarNry29m8Ef237I0TsspbGXjPJUjjjoaAPa6K8f1LxpqlrHaRxeIYhMdXltXDrEC0AGVYgjjHrVL/hI/EUnh3RZn8TLG2syOXupykSQ+XuwqMFIG4gZyKAPbay38QaVHrFvpLXsX2+4QyRQg5LKOprL0+a+1D4e+ZPqkU169pIGvbLG0sMjcvGO3pXkFhJ5+n+CjBq7x3kem3sjTxunmREKCAeOBkd/U0AfQ9FeCJ4217V7jTDJ4pttKK6fBcDevy3Dk/OMAfMe2K9T8ZXmrWfg2XUdImZbu3RZmCIDvUYLDDD0z70AdRTWZUUsxAUDJJ6CvFtA8Va5ruvNp32/UYLe6kXUbaeRFyLVVJZeB3YYArCuvFl9qOg69FL4jmuIbrTJJYN0qK7MsuDhAPkBXPy5PFAH0OCCAQcg0teGX2u6raalFbx+L0060sba2eETgubpSoLEYGHOSVwOmK6r4eXV5rWv+ILubxBd3tvZ3rQQQ718vYQDnGM9/WgD0miiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5zxF4VHiG/0u7bUbi1OnTi4iSJVKs46E5HpkfjWTr3w3i1/U9RvZ9avYvt9sLWSNFTAjDbgoyM9f51o6h44sNP19dKNvdTbXSOe4ij3RwM/3Qx7ZxVSD4kaXNcoDa3aWk7SJbXZT93O0YJYL+Rx64oArxfDmSI3J/4SXUWa4ZGfKRkHauwAjbgjbgfhXQaJ4astF8OLoalri1Csrebj5g3XgcAc9K465+MViNLuLm30m+8wWn2uDzU2rKm7bn6AkVq3PxJ0/Tzax3tpcrK6Rtcqi7vs5cfKGAoAb/wreI6b/ZDa5qDaN5gYWLbSoUHIQNjcB+NP1X4cWmqand3f9q6hbJcvDI8MLgLvi+63TNMtfifpd7OiQWN75clxJaxytHhHlUZCg+p7Vr+DPENz4m8PpqN1p72UjSunlsc8KxH9MfUGgDCg+GEdvew3K69fsYtQbUQGSM5lYYbPHQiui8ReHP7f+xSJqV3YXFnKZI5bYgEkjBBB4IrnLjxzBpmu6iiWWrXkpvY7IQKBsR9mQV9Aw5rqfDmv2/iXRItUtYpY0cspjkGGVlJBB/EUAYMvw30+fTxBLqF+1y16L2S7EmJHkAxnjgDHpVGP4SaUsqu2qao6pK8saGfhS4w31znqak0/x/fPHqkmoaJLEYr77HZQowLzP0x7H1NY+teOL691LQjp8OowXkGoG31DTIgCSdpIVj0wexoA6N/hnocsCW8zXUkMdn9iVGlOBGDuH4ggEH2FQJ8LdKE8lzLqOqTXTtE3nvcneDGCFOfo1NufiZDFpCX0Wj3buryJdRMyqbcx43BieCeeB3qy3xCgkubX7Dpl1d2UohM91HjEHmgFcjr0OSe1AEuhfDzStAuY5ba4vZUjjkjWKeYugWQ5fg+ppNM+HWk6Vq1lf29zflrLcLeJ7gskat1UD09qgh+Its8F3fTaZdRabHC81vdnBW4CttOPTJIxnrmtLQfFq6vqc2l3VhNYX0cSzrFIQweJujAj9R2oAfr3g7T9ev4L+Wa6tryGNoRNaymNijdVJHUViR/CTw5ALUQSX8Pkx+UTHcsplTdu2vjqMk1R8SeKNU0H4kstvbXeoWQ0zzpLWJwFjw3L8+1XV+KFnIt00djKVWyW8tCXAF0pwNq/7QY4IoAt3fw00K8ju43a7Vbi4S5Gydh5UijAZP7vHH4VLp3w+0rTNSh1CC5vjcxW72++S4ZiyscknPU5Oa2dY1uLQvD02rXkbAQxhjEvLFjgBR75OK89bxNqdrfeIJtYs9QjgZrPy7VLgEwhzjcrDoMgZFAHT2Xw60qwisooLvUFSzMpiH2luPM+9UNh8MNCsCn72/mEUbxRCS5bEav98DHr3pk3j2YalqdhbaXuNjHId0lwqsxRc529dp9aybTxfNrFr4ZOoWt3b3mo280yPazAIMKeWA7UAdHJ8OfDUsQiezdlFsLRczMdsYO4Ac8YPINRTfDfRJ9Njs3kvTt3B5vtLeZKrDBVznkYAFct4c1bUNNi07Ubye6v5F0KeZoi+PMKzLtPPGcHGa0pPiFql0sEdhpcDXC6jHazp54ZSroXXa3TOBzQB2t1oOnXnh9tCmtwdPaEQ+UDjCjpj6YFYw+HPhwx3CPb3En2iJIZS9y5Lon3QTntWJaeMjam7SHR5o9XvNUa0W2muQyNKqZJB/hXA6e9Q/8AC07y6e1t9P8AD7S3cqT+ZHJOFCPEcMue4oA6ePwF4ei1xNXSyIul2kfO20svRiucFvetO+0Kw1DVLHUbmJmubEsYGDkBSwweBweKPD2rf27oFlqnkmH7TGHMZOdp9Kzdf8USaLr+k6aLQTLqCzfPvwVKIWA/HFADU8AeG4tRnv4tPEc8wcP5bsq5cYYgA4BIPWoZPht4WlsbSzk07fFaE+QTK25ATkqGznbnt0rEtvihJfXOhrBpYhh1KMSb7mXaP9ZsKoehYYzj0qrafEHUBPHDaaNCJr3VbizIkuCQHQZz9DjtQB3EHhbR7e8vLqO0Aku4Ft5gWJVowMBcdBWTB8MvCVtZyWkelL5Ujo7AyMTlTkDOeAD2rDT4oXM+jadcx2FtFcXUU8jCebCAxEgqp6knHFdxoGpz6v4es9SuLQ2s1xEJGgJ5XPagDIm+HXheeO7SXTQ4uphPITI2d46EHPH4Vbk8E+GpXtWk0a0ZrVAkJMY+VQc4/PmsDw/8QbvVvGK6JcafBEkqzNHJFNvK+WcYbtk+1a/jDxJd+HVs3htojBMzCW5mz5cRAyobHTJ4z0FAGxqui6brdmtpqVnFc26uHWOQZAYdDWY3gjwxPLI7aVbO7SiWTjOXHQn3Fc/ffEG7ii1TUbO3tZ9M0l4o7khyXcuFLFD0wu78awoPEl34ei8TatpkaT2i62n2lZd2Y42VdxHpjNAHocXg3w5Dez3kej2i3E6lJJBGMsD1z9arx+AfC0MU0aaJaBJkEcg2feUEED6ZArl9Y+ImqQ3X2fS7OO6+0uzWTxoz+ZGg5OB6k4zUP/CwPEg1eeKbT7O2gtktZJo3Ylx5rBSM9Mg5/KgDul8K6Euoxagul2wu4gAkuwZGBgfkKYvhDw8mrLqi6Rai9Vt4mEYyG9frWT4G1bWdWufEDapNC8VtqUltAqKQVCgfocg/nWR4q8da1oev6tb29tZtZ6baw3bb92+VWbaVHYHNAHd6ho+nasbdr+ziuDbyebCZFzsb1FR2WgaTp15Ld2en28E8xy7ogBJril8earcJd6tBb2n9k214tm0TE+cSSAW9ByenpWt8P9Q1nUrPVJtXuobgpfyxReWuNqqen0oA6S50nT72cTXVlBNKEKb3QE7T1GfSqg0LQbIbv7OsYA6+TkxquQ38P4+lcN4m8eeIdF1bXYYIrB4NNWCUBw251kbbj6ipV8V6lqF4NMvreyea01mG1lcKSrBk3qyg9CCKAOzXwn4fWyjsxo9n9mjfekflDAb1pj+D/Dsk0EraLZb4DmI+SPlNcRaePtdi1zWdPvjp7DRYpZ5zEeblcZQIOxGDuqrafEPxRHYTT6jZWcSXIjFlOZFARnOORnlR60Aegf2B4Zv7y4k/s7Tbi53fvjsRmDf7XoauyaJpctglhJp1s1pGcpC0QKKfYVxHw8gubfxl4xju7lLi48+EvKiBAxKdcCneNvF+q+HNWubOKVFFzZebp37nezzqw3R475BoA7smy0yzSMmC1tlwigkIg9AO1ZzaL4bsplLWOnQSz5RdyIpfPUD1zXnU/jrVdYsrHUoo7Y6VPeWdlJBPACRMzfvcE/3eB9aztbXWLiBDd6ql1cw+Ko4LWR4xiEcnt25HHtQB68PD+jgW4Gl2mLc5h/cr+75zx6VosquhVgCpGCD0IrkPAHiO91631aDUJYp59OvntTPEu1ZAOQcdq5XxT438TeHNb1nTXmgaQrHcaYsdvuZ493zqfXAzk0AeqLZ20ZBS3iUhPLBCgYX0+lU4/D2jRDEel2ajaycQr91uo+hrzK+8e6/LpsGoabqEAiv3keyia3BkeNE5ODwBuzknoBWfP461y21KTXBcLPt8OxXItEUbPMdwpJ9geT7CgD2M6Rpxa3Y2NuTbrthJjH7seg9KfaafZ2HmfZLWGDzW3v5aBdzepxXkNz4t8dQ2Folxf6ZC93eW8Ec0eyRgkobkgcDBHFet6ZHPbWUNreXovLpEHmS7Qpb32jpQBdooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOJuvBF7/AMJNeahp2svaWOosj39v5YZnKjA2t/DkcGsqy+G2p21vZWEmsQy2GmyTS2CmEh0LKwUMehA3E1b8Vaz4t0jW9PhtrnTEtdS1BbSBXt2d0Urncx3DPIPFUbbxtq3h/wAaXGleLry2NsLNJ1ktLZ9kZMhXLHnAxjk4FAFNvhNqlxZxWtxrNt5cOnGwUpCckFw4Y/iK2P8AhBNah1RdRs9atoJriKNL4fZQwcoMApn7pwKvL410yz1XVXu9Z8yCOaKCO1W1YPG5XPBxl93UEV1Gmalbavp0V9ZszQSjKlkKn8jyKAPObb4Z65BFa251q0MFtqh1FP3B3bj1Wux8I6Hf+HtIawvb+O8CzO8TrHtIVmLHd6nJNJr3jXR/Dl9DZX73P2mdC8UcVu8hcDrjaDVSx+JHhnUHYR3rxoLdrkSTQsiMi/eIJGDjvQBg3vw/8Qya5eX9nrlpCs+opfhWgLEMq7VXOemOtdL4I8PX3hjQ2069vYrsiZ5EeNCp+YljnPuTWNP8V9HP2eKxtru5upbuO2MHlkMgfkP7jaCRiqng34hie4u9N164kN2l5cRxz/ZykZSPnG7pnHOKAL154C1Ce6vZYtZWNTfi/s18n/VSZ+YMc/MD0qOb4d3kt0NWj1ow62boXTypDmJiF2hdpPQCtiy8faFdvteaa2V4mnhe5iKLNGvV0J6j9ax9D8ZXWtfEZ7CH7RHpbaf58cU9v5bFt2AwJ5IIoAq3/wAK5rmOAQ64ySFp3u2eAMszyjBcLnAIGAPSrll8OJ7SOOD/AISC4+yvBDDeQrEFE4jGByDlcqADjt9a1dT8S6fpviaeO71C4hWy05rqeDyv3ZTcAH3dSR0wK09B1238Qaeby2huIUDY2Tx7G6Ag+4IIOaAOUtvhjs0670m5127m0pldLS2Chfs4Ygjn+LBAxmtjw54XvNM1GTUtV1IaheeQttE4iCBIl/qe9U0+J2iNCZ/JvhbecsInMHyMWYqCDnpkc9/ak1LxrYyy29ukmo2kq6kto+2AfM2MhTn+Fh0IoAl8R+CZtZ11dWs9Xexle1NpOnkhw8RPPUjBrMi8JrceJdFsl0d7fS/Dy/ublyu24+UcADn72Dz3FWtP+JVpc6VLe3GnXqML2W1ihjj3u+zq3oMd6zW8evbeNmnMt3caFPpCXixRQZMPz4LnHOAM5oA7TxNoFv4n0C50q5keNJgCsidUYEFWH0IFcnL8N9TuDdNceLbmRrlIUkJtU5ERyvf1qK18brYeJ/E91fai1zo1vFZyWojUYUSg9D7nHJNdd4d8Uab4o02S+0x3kSNzG6kYYMO3p+OcUAYNx8Ozf62mo6hrMs/lCRYlWBUZQ64KlgclR2FQWnw0ms30hovENzjTLeS2i/cL8yP1zzWbovi2+v8AULrWLy51GGFdRayg06OFHSbBwFB67u5OcVvXnxL0i1iULa3010bo2ZtI4gZElxkKwzxnsaAKj/DNZtLt7CfW7l44tPksGYRgF1dg27r2IHHtUOm/Cs6enHiO9eQTwzqwiRQrRjaMAf7ORXS614qg0HwwuuX1jdrGdm+AIDIhYgYIzjqayrL4iW93epay6PqVsxujaO0kY2xybdygkHnK88dKAIovhtCk9zePq1y9/Jfm/huNgHkyEbcbehGOKdH8NNPgktpoL+7jniSZWkGMuZfvsfQn9KafiZaRveJNpGoRPBbPdIjqoeRFbaflzlTk98cU/wD4WXpsLzx31he2ksTwjy3VSxWX7jcHpmgCfRfDWr6Fq2nWtrqcsmg2lq0bRzEFpHJ+XoM8etX/ABH4Ut/EdxY3LXdzaXNkzGKWAjI3LtYcj0rnfF3i2a50uez0u1vxImpx2E7QlUkAYjlCT37GjSfHFpodwnh/VE1LfEsvl3d5tLzBBvPAOeBwGxg4oAmPwt086ZZaY2q6i1ha7NsBZSCVcuDnGQcntSx/C+yjvYrlNWv1Md5JeooK4WVxhj0qtq3xKvbHQJNTj8MXyIVheFrhlVJFkYKDkE4PI4PPNaMvxBihS6Z9Kui1pfR2UyoyMQzgEEc8j5setAHI698K9QWXS7XTHmutOsllZS06pIkjtknkYI/WvSfDunahZeG7ex1e7N1dKhWSQdwegz7DvXLxfFO2Nhd30+jX0Ftbzm1V2ZCZZQcbVAbP49KsW/xBi1extFs9I1E3F9JJCkeAhUKpJcMTgj3GaAF0P4Y6XoWrWl/b3+oObQyGGJ5RsXeckYA5ra8R+GIvEawiS/vLURq6MLdwBIjDDKwIINZ/gW/l/wCEBt7zUJpmaLzjI9w+XAV2+8fUAVmn4miGBZ7rRZ4obmzkvbBhKp+0Ig3MD/dbbzj0oAvSfDXQ2uA0TXUFsyxrPaRyYin8sAJvHfGB9a0LbwZpFqurIqzPFqpJuo3fKkkYyBjjipvD+t3mteHxqkulvZmVPMghklDF1IypJHTNcrbfFFrm3sZU0Vybu1uJ1UTjIaEkMvI6cZz+lAG1q/w90LV9L06wKT2yacMW0ltIUdB3GR2NRT/DXw/cC6DfbFW5WNJFE55CHKjnnrWTcfFJ7K1nkvdDkilW0jvIYxOreYjEDkjoQTVix+It3cat9huNBeEx3sdnO4uFYIZBlCPUHv6UAdXpOhWeiyXj2YkBvJfOlDNkF8AEj0zgZrJ1jwBouu397eXpuzLewrBMEm2qUUggYx6isOb4nyw3eoWbaLm5trWW6jiS5UlkjbDb+PkOOQOafP8AEq4sXuY7/RPJeI2zAJcb98czbQ2cYBB7UAbaeAtCh1Jr5Y513MryQ+cfKkdRgMy9zxWlovh/T9Ca8bT0dFvJjPIpfKhj12jtXBeJfEWqeJbCXTrDTwjW2srZXSfaihlXGRtYcjPf0xS2Pj1PDetp4ZnsMQx+YsZF2ZpE2ru+YkdD25zQB1+p+CNB1e5ubi8tGeW62CciRhvCnKgjPQGq0Xw58OxXU1x5E7SSzi4Ja4fiQDAYc9a57UfGPjMeHvt0Wh2lr5zwSW8puN6mN2A2sMcNgj860YfH14Xv459IjSWw1CCynC3OR+9wAynbzjcOKANaDwF4cguLe4XTw00AkVJGdi2HJLA8853HrUNt8N/CVpb3UKaTEYrnHmB2Y4xyMEn5fwrm7n4l6xDayumiQSTS3z2FnDFMXZ3QtvLDHQAA8etPuvF+ta5pf9i/2JHZavcWk0txBdzFQka8Agrzknp0oA7HQvC2i6BNPcaVb+W9yAJH81n346dSav3WlWV9eWl3c26ST2jFoHPVCRg4/CuS8M3F3p/wftbiBla6h09nQyHIDDPp1rL0Lxp4hu9I0m2htLW81FtON/dSSSsoKZwAML94/lxQB1t54R8O6jYpps1lGYIJzcrEjldshJO7g5zkmq0/w68MXFwZ309t5l8/idwPM/vYzjPvXnmm+I9SHiXXfFei6bFJZz6ZBezx3FwwbC7gyqOmflb2+X3reuPiheJrVhHDY2slhdTQR5WRmkCyqCGOF2r1+6SCcUAdtoXhfSPDf2j+yrXyPtL75fnZt7epyetWLvQ9Nv75L26tI5bhImhWRuoRvvD8a4238eas+kz+IW020bQxHOyFLj98ChwoYEY5x26VHL418SWml2slzYad9p1N4l09klbZ8/UOMZG0fgaAOiv/AAD4a1K0s7W60tGhs4zFAFZl2Ieq8HpRa+AvDNn5fkaTEvlwNbgZY/u2zlTzz1NN8KeI7vWZ9V0/UbWODUNLmEM3ksWjfIyGUnnp2rmIviJrTeKptLfT7NoGa4jhkjdmCNGhZd7AbcnHKg5FAHU2fgLwvYWX2SDR4BD5gl2tlvmHQ5Jzx2rWgsLCLVJ7yJEF5JGscjBsnavQY7V5vY/FHVxBDNqOlWgF1ppvrcRSsCP3gjCtuHHLA5Har/ha11WL4qazc6sLUSXWnQSJ9lztxkjvySMYzQB6RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVXvJHhsbiWPG9I2Zc9MgcUAWKKitnaS2id8bmQE49SKloAKKKKACiiigAooooAKKKKACiiigDlPFugalrWp6BcWT2yxadei6kEpO5sAgAY+tc54u8E+INd1fxDdW32ERX2nR2NuHkYHh9xZuOO9dveeJtF0/Uxp15qVvDdmMyeW7YO0f5PFMsfFnh/UmkWz1e0mMaGRgsg4UdT9BQBwT+CfEk66q13p2jXH22WAeU08gISNNu4OBkNwCPxrvvC+m32keHbSx1G7F1cxLhpAO2eB74HGe9JH4s0CWxuL2PVrV7a3x5rq+duen51WXxRaX11p0mm6jp0tjOsjyM7kOVUdV+nfNAFPxLo2s33ifS7/TobB4LWGZXM7sHy6lRjA6VyVn8LNXl0zTrS/u7SNbfT7i0cxZYkytuzyMcGul8RfEKytfC2oapoE9rqM9m6q8ZcgDJAz6nrS6V4yuk1PU4PESWVhb24g8qRZCctIpO0578GgDItfA/iGGytpVXQra8trmGaOK2tzHG5QOrM5GCSQw46DFNX4c6tcLDDfXNi0Ivrm5cRqwO2ZcEZ7kEnk16NBf2t1NcRQTpJJbsFlVTyhIyAfwrHPjjwyLieBtYtg8GPMyxAGTjg9DzxxQBy0/w61TVLOys9U1K3MOm20kNq8EZVnYjCs+fQAcDg1d8PeE/EVp4ug1rWNRsZVhsPsey3hZSwHQnJ46Vr6z470HQ0Vri7DsZ0gKRDcys3TPtVrxF4q0vwvaW9zqUkipcSrFGI0LEk+woAw9d8I6lqPim91S3eweC50w2BhukZgfm3ZIHUZ7Vf8ABfhm58L6FPYPPFukmeSJI9xjhBAAVdxJxkZ696tyeLdHe9On2+oQNfsCI0YHaXxkKT0z7ZzWH4K+Idpr1gY9VubS21WMzGSFCQoWNiCwJ68DPWgDDHwu1KS31LzLyxgmuDDIqW0brE8qPu3smcAkcHbipm+H/iea/F1c6tp8pOqR37L5LjAUY2g56Yrr4fG/hyexuLyPVIjDblVkJDAgn7vBGTnt60k3jnw3b6bDqEmqR/ZpiQjBWJ465UDIx3zQByM3w6142v2NNUsZLIXs1z9nlhfDiTpvwwyV7Ciy+HWv2lrbwnV7Fz/Zz6bKxtiCsTNkFcHkgcc12N9408O6bLbx3epxRtcKrocEja33SSBgZ963VYOoZSCpGQR3FAHm83wunhW8OmauIGeO1W3V4dwUwLhQ+T8wOTkfSuy8O6be6Zppi1C6huLp2LsYYRFGvsqjt9a2KKAPPE+HupWmmPFZa1Et1HqTajbubf5VZs5Vhu5HNIfhze3Oqw6tdanAt6b+O+uBHAdjMgwqrluBjvXolFAGF4t0GbxJoT6bBeC0ZpEfzTHvxtYN0yPSubm+HmoS3tzcjXhE1xqUd+THb4KlF27Rlu4716DRQB5WPhRqsZJj8RwBmt5beSRrAF5VkOWLtuyWz3q/qfwxm1S6vrmbWSJp4baOIrAMRNCcg4zyD6V6LRQB55N8PdaeaSVfFB3y30d7Jvs1PzoOAOeBVV/hRNPrRvrnxBLInnyyiP7Ou7bIpVlLdTwePQV6bRQB503w0vrnw5LpN/4nubraqR2rPCoWFVdXGR1Y/KBknpU998O7y91G6nXxFcW8NzLDcSRRQJnzowAGyQcD5RxXfUUAcOvw3tP+EcuNKfULhpXuzew3WArwzE53DHHXtT5vA19cJZXEnie+Op2spkW78tMYK7SuzGMYrtaKAMHRPDMWk+HZNGnuZb6GVpC7TAAkOSWHGBjJP51gv8M4JLdLaXV7ySC3tpbWyRkT/RkkG04OMt8vAzmu8ooAo6XpyaZo9rpySPIlvCsId/vMAMZPvXCr8J1gaH7N4ivoo4EmjhTyojsWU/MMleevevSKKAPP7n4WWl88Ju9Yv5VS0W0ZcRruRTkdF46VqHwFp7TzzG9vg01zFdPiRR88YwuOOOBXWUUAedx/CawSbcdZ1QxiKaBUDqMRSnLLnbk8k8nmtTUvh3pepG4lkubxbiW3hgWVXAMflHKsOOuea7CigDhofhhp0W8vqmpyyPerfGRpV3GUDGfu01PhZpC6mbx77UJFFw9wkBlGxWcYbtk5+td3RQBw6fDDS10iXT31HVJFKqkMj3JLQKrbgE7DkD8qLz4YaVeXUtwdR1WN5ZYp5PLuMB5YwArnI68V3FFAHIH4d6O+hnS5Z72XF013HctN++ilY5LKwHGefzplx8N9HmMEsdzqEF3Ero13HcHzZQ/3g7HOc12VFAGPp3h2y0zw2mgxGZ7NYjF+8csxU9efxrFj+HGkwxWKW95qMLWkBtlkjuMM8ROdjHHI9K7KigDjrj4a6DPciSMXVvEbZbSWCCYqk0S9FYdTUdx8MdDnvZ7hZb6FZp47gwxTlUWROFIH04rtaKAOPt/ht4dt724n8maSGYPi0klJgjLD5mROik+tRw/DHQIdKlsN164fb5cslyzPCFOVEZP3QDXaUUAZejaFaaJbyx25lkknfzJ5pnLyStjGWP0rn/8AhWHh8Txyo1/H5cssyql24UNICHwM8Zz2rtKKAOUi+HfhuOOKP7G7xxWrWapJMzKIiclcE+vNO0LwFo/h/VP7StXvZboReSr3Fy8m1M/dAJ6CupooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq1+Yxp1yZgTF5TbwvUrg5xVmo54kuIJIZBlJFKN9CMGgBtqUNpCYwQnlrtB64xxU1MjjWKJI14VFCj6Cn0AFFFFABRRRQAUUUUAFFFFABRRRQB5R4k0LU5fiA+pw6Uy2vyrczzsrwyRBD8wB5Vhkj8a5/R/CcvjLwdpKabpv9mJa6dNGLzeMXDuMbeOxIJOema9ynt4rq3kgnjWSKRSrow4IPaodO02z0mzW0sLaO3t0JKxxjAGTk0AeL2ngnWrXTUv7Hwnb2VzaTQO9q0+83mzIbrwByCM1pXOheIJNY07Urbwrb20f2e6BtEYbUaQceZ6k98V7DRQB4DF4b8Xtb6yT4YZje2EUDCSRRh1bOUUdAO1dPqkSf2f4k/wCEmto9Lh1C3gS0e4kBBlRGwAR3Dfyr1eq91Y2t8ipd20M6qdyiVAwB9RmgDlvCWjXMngdjfTMNU1aAzXU4G1g7pgfTaMD8K4dvDHi278MT6VceHNNVrO1FsJ9wL3gV1YBT/DkA5Pqa9oAAGAMCloA8Wu/C3iq/fVLw6HFD9ourOdLczKzYjwCAexru/Hdjqt/o9g+l2KXNxb3sNw8LOFOFbJANddRQB5kPDWszST6RNpcIhn1NNSF+HH7oZVmX1Lgrt+hrKsfA/iIRCyfT7eJtOnu7mC6MgIuGlDbFx/d+YZz6V7FRQB4kvgPxg1xe362duLn7Ra3MSXFwriVolKspxwAc5HpXQ3Wj+MEu9P1aDRdHkuTHNHcWXmbUQOcg5/iPrXplFAHmd/4S1+a11Swe0srmPWYUWWZWC/ZHAwQoPVQOmPSu50eK7tYTYzwBbe1SOK3m37jMoUAkjtyK06KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJA5NAC0UmR60tABRRRQAUUVDdXUFlbSXN1MkMEY3PJIwVVHqSaAJqK59fHXhR2Cr4i0wk9B9pX/Gta11Czv7IXtpcxT2zAkSxtuUgdcEUAWqKq2F/a6nZR3llMs1vKCUkXoecVaoAKKKKACiqeoanY6TaG61C6itoAQpkkbAyTgCrYIYAg5B5BoAWiopporaCSeaRY4o1LO7HAUDqTUVhqFrqljFe2M6z20o3RyL0YetAFqiiigAooooAKKKrXN9b2kkEc7lXnfZGApbJ/AcfjQBZooooAKKKw5fFejxT30P2h3msZI47iNImZkZzheAOfrQBuUVy+r/ABB8N6HqTWGo35hlUAufKZlQkZAYgcEjtWloXiLT/EdrJcae8hWJ9jiSNkYH6GgDWooooAKKj81PN8revmY3bM849cVJQAUUUUAFFQXVylnaTXMoYxwozttGTgDJwO9VNG1yx13TbW+spCYrmPzYwwwxXpnFAGlRRRQAUUh4Gayhr1sli9zcxTWzKJStvKAJZAmclVB54GRQBrUVm6FrNt4h0S11WzWRbe5TegkGGx7itKgAooooAKKTI6UyaaO3gkmlYLHGpdmPYAZJoAkornPDfixPEbSPFp13b2pUSW9zKBsnQnAIweDx0NdEWAOCQCaAFoqpZajaajFJLaXCTJHI0bMvQMOo/CrO5RjJHPTnrQA6ikDAkgEHHWsSHxCJfFs+gmymUxW63AudylGBOMeo5B/KgDcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK8V7az3MttFcRSTQ48yNXBZM9MjtXinxy1zVblZdO0e5litdLjWfUWjYr8zsAi5HX1rZuvB3jXQPH+pa/4Yk0+e31TAminJUR9Ocdzxnj1pZvhz4xu9H1XT7nxDprJqr+ZdP9kO8k44B9BgAemKAMTSNWu30az+JGq6hPJp+n2v2e3sSxzLKAELk9OW3fhRrHxk8R2Wl38babY2+pQTRBXRzJGUk5HPTd61u6b8OfF2l+GB4dh17SX0wKymKWx3ZBOTkn3qFfhZ4gXRG0f+0dCNixDNG2nkkkdDnOc0AVLX4x63N4ustA/sO1klLxpctFMWzuA5U9B1717RXk1r8MfENvr9vrA1PRVuoQqiRLAg7Rx64zjvXq6ghQCcnHJoA5zSvEVxqPjLWdIC2n2XT0j+ZJCZN7An5hjAFbeoafa6pYy2V7Cs1tKAHjbo2Dn+Yog06ztbu4u4LaOO4uSDNIq4aQgYGT3q1QB5No3hrQLnxj40tZtKsnhgEXloYlwnyZ49OazfBmtarovhrTIYb6yFldQ3nkxPGAY3j3MOc8g4xivV4PDukWt3dXUFhDHPdAieRQcyA9c+tUD4C8KtEkZ0O0KR5KLtOFz1xzQBxJ8ba5bWugXcjw2+m3lvC008USMiSM5DBl6gEcAjvXrGcjIrn5PA/huSaykOlQZshiBRnaoByBjocE5roaAPGYfF3iu81azgGswQpcavcabxbJ8ioMhue9RXvjjxXdmx07Tbu2W5EMsjXTskaStG5XncCMYHIFemt4M8OMcnSLbPmmbO0/6w9W+ppr+CfDUlvBbto1qYreQyxLs4VjyT+NAHlHiS6v7zQ/Fc2o6nFLK0NmRBGQY42J/h78Y/Wtm28W64L248PS6zBEy6jDapqBjUFEeEuQB0zkYB969BvfB3hzUrhri80e1llYAMzJ1A6Z+lB8HeHTHPGdHtStwVMoKfeK/dJ+lAHnlx4p1jUJP+Een1WKBUkvIZdQRV/wBJEaKVUZ4DHfzx/DxXX/Cxlb4a6JtYNiDBIPcE5rYl8KaDNp0WnyaTataRMXSIpwrHqfXPNX9P0+00uyjs7G3jt7aPhI4xgCgDkfGN/qtt4m0a0sdbjsLa6imEqFELEquQRu/KuP0zxzrkVvouo32txyw6gLiGWPykxCYwdr8ck8cjvXq2oaBpOq3MVzf2EFxNCCsbyLkqD1xVKPwX4biEAj0W0UQEtEAn3CepH1oA8t0zxf4r1XTteWx1dpZrS1ivbcskbPIuTvGF6ZA4B5HFel+DNZuvEenS62+5LK7cGzhcAMqKMEn6sDTbvwdb29qY/DgtdHmkHlyyx24YtH3UZ6dc1t6TpsOj6Taadb58m2iWJCepAGMmgDA+ImsX2heEpb+wnSB0miV5GAJCFgG254ziuKsPEPiJLvw6t74gR49Svp4SuIiVjC5Qkjo3SvQvFvhs+KNKishdtbGOdJwdgcMV6BlPUVW0PwTp2lvLcXMUF1eSuHaTyQiqR02qOF/CgDipvFXie0ttU0rz5JdT0Tzbi4uWi+WePb+7AAHGT2HpWx8LdT1PULa4bUPEltq5ZEk2QqxMBbOQWP8A6D2xXf8A2eEPI/lJukADnbywHr60y00+z09GSztYbdWOWWJAoJ9eKAOc+Iut3/h/wdc32nDEwdI2lxnyVZgC+PYGvM7DUY9K8Ta/LZ+IZLhDf6crXLzB2lVgQylu4/wr3SaGOeJ4po1kjcYZWGQR7iqMeg6RCuItMtFBYNgQr1HQ0AeH+Koba4m8fzJqc+6KaBl2zcOTtBBHcCtC/wDEGsQ+IDaQ+JI9Kgs4rf7MjxM7XqlRkgDhz256V7M+l6fIsqvZW7CU5kBjHzH39aV9NsZZoZXs4GkhGI2MYJQe3pQB4rdeINbt9C1LVBruogHWDZSTSk+XbQ5HzbR054yKljvNTM+n2t147u50eC7dZ7RjGr7FVkOTkt1bnvtxXtEllazQSQSW8TRSffQoNrfUd6Ymm2MezZZwLsTYmIx8q+g9qAPL/BdzDd/ESK+u9QuGvbzRLZwjMQsrY+fj2x09zXqV823T7lt7R4iY71OCvB5FOFnarMkwt4hIilVcIMqD2BqYgMCCAQeoNAHgaXupv4S0vUJvEWoxRaldPDf3ckkjiILnYAByueORWhNqWowT+HWn166v4nCIGhLwz5LkB9vR1IGDnnHNez/ZbfyvK8iLy852bBjP0o+y2+5G8iPcnCnaMr9PSgDxTTvFmoPeaXZ3eq3LN5mpR3kUjMfkVW8vd/Sq2hNbafa6fcnVLrTJ5vDm2GQ72RH3kE7R9Af1r3P7Hbby/wBni3Hq2wZNKbW3IAMEZ2jA+QcD0oA4P4Xak91balZymSR7eZcziV5IZMjrGW5HqR2NbXj7TLnUPCly9jcXEF5a/wCkQtA5UsV52nHUEV0kUMcKbYo0jX0RQBT8Z4NAHimgP4k1jxG0d3bXlto+pBNTEhmcNCqDBTPbceo96oaZeW2oX/h69u/tksVrZ30Mdw4kYtKHO0HHXKnvXvO0AYAGOmMU1IIo1CpEigdAFAxQB418MYLrTdb0G3X7dHbz6O73MUm/yxMJOODwpx2r1zVdn9kXgkeRE8lstGSGHHbHOauBQOgH5UvWgD50sobgQaW11ca1l7C6lny82fMBPlZ9+nFWbzxBqCppd15moxXEaWZuHZJWZsE7wABhRj72etfQG1f7o/KgxoRgqpH0oA8KjYNqdjd2L6lNdXWq3ULiYSlVtmVgvDcAcrg1Tt7ye4g0LT75NUM0WnXdvqQeGQAsFPlqSBzg5wa+gdq/3R+VLtHoPyoA+crkrH8P9FsbWyv47uKxkcyvHKVSUHAVVH8fHBPAFdBaXAvdft/7dttauL6SK3bTHg3qAu35wx4A5znNe27R6D8qTauQdoyOhxQB4Do8L6OtpK8F9DaDU76O8URyFSrK3l/KByPcVH4PsH1HVvD0d7bam8yWFw7C6Em0Thv3Z54HA4+lfQe0egowPQUAfO+g2Ot2uk6hPpq+ID4h+yyrexyoEiVmbqD1dsE4weK7DwLLpcXxAnTSdN1CKGXTYklllhZU81SSeW78/nmvWMCgADsKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOfXxnoTa1f6Sb+NLmxjEtxvO1UB9zxWX4g8f2enaVp+qabNaXljNfx2lxL5uBEG6t+GO9c54u8Ja7e6/rdxY6alxBdpayITIgWTyn3NGwJ71n6r4W1/VpL/XU0JoYpL6znXS3dN7JAGD8A7ecjAzzigD0p/GXhyPTYdRfWLQWkzbI5fMGGbuKmuvE+iWT2qXGqWsZugDCGkHzg9CPavMdS8MeJZ0urux8OxWy3k8jrBFJEJbdTGqDGflUsRkkZNJoHhnxXpENtFP4Ysr5JrKK0kFzcIfs5Q8k9cqeuBQB6h/wkuijWf7I/tO2/tD/nh5g3dM/wAqLHxLoup38ljZalbz3Med0aOCeOv5V55pnhfxJbTXej3Oh2EsUt49xHrLyKWQMP4V+8COgqXQPCmuLf8AhaG50wWC6H5vnXUcyEXAYEAADJ54JzjvQB3l94p0PTZ7mC81O3hltUWSdHbBjVjgE+xJFY+veM4dO1XToba7smtjcLFfF3O+JWQshA6c4rN8c+C9R8Qa/aS6dKtvbXds9nqcvG7yshlwD1OQR+NZFl4V8QaXpmiG40v+1NQW+FzfSmWMfKiFI15PPykflQB2kniSG91PSU0rVdNe2uQ8kiu5LyRr1KY44PXNUPEXji3i0G/ufD17Y3V7ZoJpI3fgRhsM3HXvXE6H4N8TjUrc3Wipapm93StcoRGs2dqgKT0q+dJ8YzeEptOn8L2C3MFn9iSWKZN84JAyD/CuBkg9aAPRtD1/TfEFoZ9NvYbkJgSeU2drEZwajHirQjqk2mDVLb7ZCGMkO8bl2jJ/Ic1zfgfSdZ03xD4gn1DS1s7a+8iSJlmVsFYwpXArFj8E+I5LPWNDntrE20stzLbao0n78+aCQMYyDkgE+mRQB248a+G/sUl5/bNoLeMqHcvwC33fzqpefELw/bRWMkF19sW8uvsqG3+ba/U7vTFcpd+FvEep20kv9i2Ntci0t7Ty2nBDmOTcXBA4GAAM881dHhzxENXe/TTLNMail4kf2kcgR7CDheDnmgDrk8V6HPNLbw6ratPGrkrv6bfvfl3rNtvHWh2drBHq2v6cbt4xKWibCMhJ2sM9sVwKeDfFy+KbfVH0HT3eKScti72xFXHG1Mce5IJJ61JL4B8UzWk8RsbJWk0X+zFxc5Abfu3fd6YoA9Ti8QaTPqIsIr6F7knHlq2Tnbux/wB881DqvirRdGu0tb+9SKZgGIIJ2KTgMxH3QTxk1w2leH/FVt40sJ4tPTT7GMILyVbpXjuAsYXPl4yHzxuHYVJ8RPCnibxJf3UOnQ25sZrVIw/niJi4bPz8EsPQdKAOi8eeJLzw1oFtqlj5DIbqKOUygkeWxwSMVJd+L7C4tLRtN1O2SW4vFtl85GOWzyuOoOOlVPGGgatrfg/T9Os4YPtUU9vJKHlwoCEE4OOelZFz4Z8Q3OoTXMlhZjdrEV8mLjpGowR93r9KAN+/8baZJLdaZpuoQjVgHSATI3ltIoyVB6HHcCl8F+MrPxNptrGblG1QWqTXESoVxnqRnqM8ZrzPRRqUWvyNaadb3qSXt2tjAbgq9sznazsu3gYBOSe/Fdr4O8J61pHiK1v7+O1SGPRorBhHKWO9GJz06GgDYn+Inhq21OfT5b11nglEMv7l9qMTgAtjAyaJfiJ4Yh1KTT21INcRlgQiMwJUZIBAwSPSuRvLTVNe8WeMNCsYbP7Jdvbia6kb5owEUNtXHzH5fbBp2leANe0S8khtrbQ5YozJJBqEkZ+0NuBwjenX71AHVw/EXw1cWC3sd5IYXfZGTA4Mhxn5RjJxjnFJN8SPCsMNvM+pqI541kRgjYCltoLccc8c1hQ+EPE0eheGpEfTBquktJ5kUoZonVsjAI5B5qve/DzXJtZlvM6DdC5iRHa6tSTbspJzGo4IwcYOPWgDpIfiN4auLs2sN3K8wkeIAQPhpFBJQHGC2B0qOw+I+i3Wi22pXC3Nqtwssio8LEhIzhmOB06c1g2nw9121uLZhe2JSLWJNSb7wJDLtAxjHHJqve/DzxTeaDbaU+oaYYIbeW3Kgypu3kEMSBk4/u9PrQB12q+PtC0hUeWWaWMwrO8kETOsUbfdZiOgNIfiF4fGqwWH2pt0zLGJdh8sOwyEJ7NjtXk3iPTtVtNei01761ja00+CKe18iQpqG3lVUgEk9u1dfonw91O18Qpq0S6SljczJdyQ3NrvuICQN0ase3uaAO41/wAU2Hh54YrhLia4mVmSC3iMjlV+82B2FcrqXi658Raxp2leHri8tVurX7XFeJbb0bkYDZ6KMkH3wK3df0PWJ9es9Y0W5s1migktpYbtW2OjEHIK8gggVneHfBmpeHtXsJ4bqza1itHhuBtbczvIZGKjoADgD2oAo6h41uPDfjvUINXnnm0uCwglIggyImZirM2O2f51t3nxD0XT7a9nuxdRLZyxxyBoTk+Z91h6g+tZHibwJqfiHVtduYL6zig1Cyis03BmZNjhiTjj1qnr/wAOvEGs/aYf7U077Pcx24k3QOGDRccc9DQBsj4oaNJdtBDaanKRN9nDJaMQ0mM7R74p7+OtIkv9PmN9c28LWs9y0TwkKypw24noVI6Vn6f8PdU0+Xz49WtWm/tD7dzbttzs27cbv1qvJ8Lri8EMd9qsbRR2tzbN5UJVj5zFieScYJoAveH/ABRe6z8SLq1xcw6adKjuYYJ0C5LP98d+RWnJ4809dZvtOitbydrElbiWKPKowUsQe+MDr0zxVLwz4N1fSPEa6vqOrW10y2C2ASK3KZRWypzuPPrxWbN4Yv8AWvH99cC8ghs7cMjzW8WySTehHkuQcOFyGyfWgA8XfEa2/wCEWnfRJ5472WyS9t5PL6xlwD179RitOH4jWMNhKb6zvbe7gSImGePYZd+ArAngAn1rnx8JNRaBLeXX4fKi0/7BFstSGCbtwJ+bk5rVvfBuovpV9Pq2sWDzSW6QOXtCYFhQ5IKlskn1yMUATQ/EYy+IGsf7Gu1tU09r1pMZcYbGAo68jr3yKWP4n2DwXBbTL8XNvNDFLbqqsy+acITg468Y61nWHw4vbeC3udN8TSLJJpzWjXDxFm8tjuXy+crj3zxVS3+FGsW0s8sHiC0jaaW2kdUscKfJOVz83c8k96AOib4jWYgCLpt82pG4kgGnhR5pMYyx64xgg9e9U9R+Lej6bLaxTWN/5ssKTSx+WA0IboGB5J9hVeb4bas2of2rB4hjg1VbyS4jnS0G0K6hWUqW5+6Oc1bX4d3ltfRXlj4kuobmaMR6jK8aubnHRhn7p7fSgDuYJluII5kztkUMuR2IzUtUbC2vLZ5xc3guI2YeSNm0ooGME9z71eoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApkis8bKrFGIIDDqD60+igBkaskaqzlyBgs2Mn34p9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACBQDnApaKKAGhFXOFAycnFOoooAKKKKACiiigBMAnOBS0UUAFVr66Sx0+4u5CAsMTSEscDAGetWaimhjuYJIJkWSKRSrowyGB6g0AcP4I8SaTDot1bT6gpmsz599cSMBGJJSXKqe+M44rtluoGkjjEyb5F3omeWX1A9KxbvwN4Zvi5m0a1LPF5RYJg7QMAcegqG08C6Pp+pWeoWQuIbm2JAfzmYupGNjEk5X2oA2Tq+mi8a0N/bC5VdzReaNwGcZIpL3WNP0+7tbW6ukinunEcMZyS5P0/nXOz/DDwrcXz3jaeRM4YOyyMCxJzuPPUHp6VBL8NbVtSg1KLW9WS+gAWKaSfzdqjthsigDprzXdN0++gsrq7WO5nICJtJ6nAzgcZPrisHwdf2L6h4gt476B7g6nK5hDYdRwOVPParNr4TngvHvJte1C4ndQjM2wAgdOAMcZPPvV628L6Pa39zfJZRm6uZPNklYZO7AGR6dBQA2DxboNzqf9nxalEbncUCkFQzDqFYjDH6Gs/wAZXkd34N1CWxnSaOFgJzGQ2FVhvBx7dqI/hz4XRlLacJgrFkWaRnCE91BPB+lOj+H3hyCVnt7OS3Vm3NHDM6Ix9SoODmgCjffE3QLbRo7/AE7zb+FpEiUxRtHGu44GXYBVFdjbTC5tYphtxIgb5WDDkeo61k3fhLQ73w+dBl0+MaYTnyI/lHXPb3q/pWl2mi6XBp1jGY7WBdsaFicDOep+tAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuJ1bWtem8fJ4e0q5s7aL7D9qaSeBpCTuxjhhXbVwxaM/GlAqESDR23NngjeMcUAJcaN44kutq+NLGFmBKxLp46e2WzSnw/49MYX/AITK0BH8X9mjJ6/7X+cVwHj+Oyh+NOhTp4jkiuzKjTI5+S3jBGEAAzlueD61634d8Vaf4oF8dPE22zuGt3aRNoZh3X1FAHC3d/rlhqj6befFDSbe8RdzRS2SKQPfLUg1DWGYKvxX0MknAH2eL/4urXjH4feBLWC/1/VNOluLqRi20XMm6aVuigbupPYVwHif4Xad4Y+Gf9qtbFdbmuYiDvLLAGbhAO+OOTzQB6gvh7x66hl8cWpUjII01eR/31Q3h7x6qlm8cWoAHJOmrx/49XmFz8SfG2k+H760e6iaXT7yK3N9HApIVlzt24x+NeteC9Q1bVfh4l7rU8U91NHIwkjXaGTnGRgc0AZlhpvjPVLUXVh4/sbmAkqJItPVlJBweQ3rVr/hHPH/AP0O9t/4LV/+KrxLwj4/8SeFvCt1Z6apuYEhZwDb4+ySNJhTnHz5znH+Fb0nxS8axeDtXkeXbe2N3FGs0toEk2MGJBTkA8CgD1JfDvjryju8aw+ZuGCNNXGO/wDF1qdfD3jDzSX8Zjy9nAGnpnd+fSvHb/4meNV+G+m3Rkuobie7kjkvPKXLqBlQoxxXungu41O88H6Zc6xIJL6WEPI2zZnPTI9cUAUW8PeKcfJ4xcHd3sY+n59aydQ/4Srw5eaXPe+J0vLa5v4rZovsaR8Nuzzn2Feh1xXxHkeK00B4wN39tWw5OBg7gf0oA7WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArznVdQh0X4upqF6k62raUYxKkDuN28HHyg16NSEA9hQBw/8AwlHgu7u11CWzb7WDxLJp0m8YPBztq/H468NxAiOSdATk7bKUZP8A3zXU7V/uj8qNq/3R+VAHlqHwcfGUniS41HVLmZm3x28tvKYonxjco29cV1E3jjw1cJsmeeRMg7WspSM/9811W1f7o/Kjav8AdH5UAcZb+KfB9okiQROiyvvkAsJPnb1Py8mrQ8d+HBH5YluAmMbRZS4x/wB811O1f7o/Kjav90flQBxs3jnwtZ2pKQ3DqMDy4tPkJIHTjb2qkfid4Zbdu0zVju5bOmPz9eK7/av90flRtX+6PyoA4E/E/wANNGIzpmrFB0U6Y+B+GKkHxX0ADAstZA/7Bz13W1f7o/Kjav8AdH5UAcgPiNphjEg0zWtpGQfsLdKwfFust4oh0S207SdV3R6tbXDtLbFFVFbkk5969OxRQADpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUnTmgBaKQMGGQQQe4paACiiigAooooAKKKKACiiigAooooAKK5vU/G+jaRf3VldtcrLaxCebbbOyrGTjdkDGM963ra6gvLWK6tpVlglUOjqchlIyCKAJqK5AfEbQzefZiLxZBf/2ed1uwCy4yM+gNdfQAUUZqCe6t7SMSXE8cSFggZ2ABJOAOe5NAE9FJkdMijIPcUALRXNaT400/WtXlsLO3vXSN3j+1+T+4ZkOGAcf1rpMjpkUALRSbh6j86ZJKkUTSyOqRqNzMTgAeuaAJKKx7XxFZ3msjToA7lrVbpJhjy3RiQMHv0rXyM4zQAtFU73U7LTmt0u7mOFriQRQh2wXc9APWreR0yKAFoqpd6lZWMlvHc3McT3MnlQhjy7YzgfgKtZHTNAC0Vhx+KLKTxbJ4b8udb1IBcbio2Mnsc1stIiuqM6hm6KTyaAH0VGJojIyCRC6jLLuGQPemi5gPSaM5bb94dfSgCaionnjjZVaRA7HCqWALH0FYvh3xVa6/ps96Yms1huXtmWdl+8px1BxQBv0Vma9rMWg6BeavJC88VrEZWSMjLAemeKNM12y1PSLfUUlSKOaNX2yOuU3DIB560AadFRrLG0jRq6l1ALKDyM9M1k6L4ig1eW8gZPs9za3L27QvIpYle4welAG1RUIuoDM0ImjMqjJTcMgfSsBPE1wNW0+xuNPWNbxZmEq3Csq7ASBx6j8qAOlorOtNTSS0jkvmt7WZsny/PVgBnAOe+eKmm1Kyt7hLee8gjmcbljeQBmHqBQBboqhqeoNYJblFhYyzKhEswjAB6kZ6kelRaN4h0rxBHcPpd5HcpbymGQoejD/PWgDUorGg8QWo+0Ne3VhbxpO0UTC6Vt+Bznpg+1aMF5bXNot3BcRS27LuWVGBUj1z0oAsUVSsdW07U/M+wX1vdeUcP5MgfaffHShtX05NRXTnv7Zb1hkW5lG8j/d60AXaKwLzxZpqadqU2m3NvqF1YRNI9tDMC3y9R7VY0zxFp+o2cUhuYI5zbrcSwGUFolIzk+g96ANeisY+KtAF4lodYsvPePzVTzlyV9art448NfYbq7i1m0mitYTNL5MgchfXAoA6GisyHxBpU2hLrQvoV05k8zz2cBQPc1Us/GXhzULO6u7XWbSS3tcGeQSDCZ6ZoA3qK5DVPiV4a02wtrwXwuY7i4FuggG4hj6jt+Nbeq+IdJ0SOCTU7+C1SdtkTSttDHGaANSiufsfG/hnU7iK3stbs5ppVZkRZBkgdapaR430maGFL7WtOkubgytD9nZtrIpOcZ6kAHP0oA62isGTxl4dhtbW5k1e2WG75hctwwzjPsM+tZPiLxzBp2uaZpWn3VlNcT3ccNxEzEuiN0K44z9TQB2lFZmoeINK0u/tLG9vY4bm7JEEbZzIfas648b+Ho9HGorq9sLd3aKOU5K+YoJIOOeMc0AdJRXnl78R4rTT7mzgmt7rWYNKF/vRWEEnG7A79OfxroPCfiuw8SadD5V3BJfrAklzDH1QsPQ9s0AdHRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHO8cdvJJL/q1Ul/oBzUlIVDKQQCCMEGgCvYSW8thBJaDFuyAx8Y4qzTURY0CIoVQMAAcCnUAFFFFABUNtcx3UXmRMGAJU4OcEdRRczG3tZJhE8pRSQiDlj6CqeiWRsdOCM0peV2mbzWBYFjkjI9KANKiiigAooooAKKKKAPNdVsW8RfEXVdLi1O6soZNKSCcxQcSfMcqHYYBw3b19q4rW/tXhG517QrG41aO2imsW05IzK4VR/rMMoxjHUV79tXduwM+uKQopOSoJ9xQB4df3tvd3CJbwztLJ4oS4Z/s7jdGB94nHTkc12/xHGq2KaXreli5n+yXGyezgdh5yOMdBxwecmu52Rg42rn6U7APWgDwq0bxPa6RqsOswavG2jxyyB7a4d3nMv3VBPXaM9j0rmIbYXlhcWzyX01pDeWVwkCpOVjQnEjZbknnBx35HSvppyiIzOVCgcluBj3rMsNb0rUNWvdMtJFa7s1UzoEIwG6c45oA8aeO4k8a6hfXmo64lxG06RQRW7qn2badh8zONuMcAbsmu6+Gum29t8PEu5Rd/abuEvdmd5CxYAg8NyOnau/2Kf4R+VKAAMAAD0oA+bPDFjHNbaDptwmqRxz6tOt5DGZowYj9wtjAxnvW/cWt3DNf2yjU4fFEGoItgVaVo2t8gBQfu7Nuc5Nev6zrml+H7NrzUJVjiRlDFV3FSTgZA6VpRtHKiSpghlDKcdjQB4OunadNfWTzjVjJLrU8V1hpseQFOFOTwhbH4V2uk28+qfBa9tjHcyySW1ysUc6FXxltigHnpjGa9F2J/dX8qy21/T4/EkXh8s4v5Lc3Crs+XYDg8/WgDxWVdNk0SzBs9SD23h9Vh8uCYFLhXOeg6gn6VrTRzXvju2uppPES3n7hrOKGPbG8e0btzMPlGc5B617RsX+6PypcDOcDNAHCePtMtLvW/C9xdafNOsV8AZY0LeWCOM45A3YrhbXSL0ajq13eP4pS+lW7Sfy4AY9hztKnq3G3ABzXuuAetLQB4HDYyzxeHYxpTTxWergLcxwyhJg0XDMrcrhgobtkGmabba+sGqXcCa/8A8JIltLHNE0YWD72chsZckE7e9e/BQBgAYpCQoJOAOpNAHjvgW1th8SRfafo2pW1pJpoiea5gdR5w+9kt3p3jzTrj/hYUWpW9peahJHHGBZvC4RgDyYpFOFb1B4r2BGV0DIQVPIKng0uB6UAfPnl6lLqN5NcaFq0Kzw3kTxJaOzMzHMZeQH5+enYYqXWPCSR2txNpuhX6XEVnYSx7IpP9bv8A3pA7ttxn8a90kvhHqcNl5E7GVGfzVT92uOxPYntVugDwqKwiv9X8Sx2tjcy6vHrMTWU4RyLbhWZiegAG7I96py+GtTuNHtZdT03VZtNXVLp7i3tItsxLn5ZArdRXtul6Bp2jXN9cWMBjlvpfOuGLFt7evNalAHCroszfCW60mGwvA72kiRW1zOGlIPQFugNcdpHhPTtQ02ZZNKfQ7I6UtvO93+6DXYIKuoPUgg/N717SWC43EDJxzVHV9H07XLMWmp20dzb7w/lydMg5FAHN/Dm0vX0aTWtWEJ1O/KiR4wcMkY2J19cFv+BVx9/oF3e+JNWtrLRri11ptVF1b6u0eI1h4z84OenG33r1o3FnZwQL5sMUTERRDcACeyirG9d+3cNwGcZ5oA8WsfC+pFtNtW0m5i120vJJr7UNvyTxMD/Hn5s8AL2q7oekarZaXoNrdaHeMtvHeidQFwocMFH3u+RXox8Q2w8TroPlS/aGgM4k42YBwR1zmp9b1UaLpUt81tPciPH7q3Xc7EnHAoA8WbwrqtxA0s3hSeSSLQTaQxShDicPwfvdlOc1BdTW914taDU7eU21q2ntcjEbSJLHHynLA4yRkANmvQR8U7fzL1G8PawGsm2XH7tT5bbSwB59B1rasdF8N6zNb+Jv7Htlvpo0m82WMeYmVBG70IGKAM7x9pFxrB8OGz09rlodTimkcAfu4h97OecHI49qZ8NtIuNFttYtbnS3s2bUJZUcqoWRGPy4wew9a7dXRk3hlKYyCDximi4hIBEqEMcDDDk0AeR2XhXUD4guRc+HHktv7bku13iMoYimOMnua67QtLv7D4bT2D6asd0I7jy7RiCPmZiq8HGMECuuNxCCAZowScD5hyagg1SxuXuEhu4na2fZNhh8jehoA87+Gela1pWtXDajpNxaxT2EC72MYRHQtlAq9B83HXpz1qlrXhfXLzxnqU2kWE9m125WW4lMckDL5ZUSofvJJzjAr1c3MChSZowG+7lhz9KV5oo3VHlRWf7oLAFvp60AeQjwzr82j6fb23h6OzvNPsZ7WaRnTbcMwAG3nkHk5OK09Q8G6/cjw/NY+TaObMWGqgkFhFxyCOp44+teiyanYQqWlvrZAH8vLSqPm/u9evtWYniaEeI7vSbmIWyQQpKlzJKoSUMcYH40Aebp8PtStPE82NBhuoluxcQ35u2VVj24C+VnG4AY9Oahsfh7rS6bY2s+lRgx6Ld2kv7xcGV2LJ069BzXsTahZIG33cC7W2NmQDDeh56+1JDqVhcyJHBe28ruCyqkqsWA6kYPNAHOalpt/qHwzudMXTEjvpLIwpbeYpAbGAc9PeuATwP4nNxNJFpFvEEtLRESSVdszwnLAgeuevtXstve2t00i29zDM0Z2uI5AxU+hx0qh/adwmt3UE6WsenwQq5uDcDeGPUMvYe9AHnOo+D9fv8AUhr8ejwQXB1KC4aw88cogwWLdMmuo8daRqer3XhySx09LlLPUEubhXkAAUAgjnr1rroLu3ubcXEFxFLCefMRwy/mOKqf8JBo3P8AxNrD5ev+kJx+tAHlz+F/EEdzYT2/hmNWttamv22zxqXiYHaM+vPT2qingLxVqXhW20CfSray+xyz3kd20quzSFmZIwB0Bzg17LJqunwzQwyXtuks4zEhlALj1HrTRrOmtqJ04X9ub0DJgEg34+lAHlOpeC/EOpanb6pc+G9MumuLJLWW1nuCEtXX+MBeGU9cVdTwt4msZBp8GlWEsQ1OO+F8Jdo2jGVK9eOg5r0SHxDo07OsWq2Tsj+WwE68N0x1606XXtHgBMuq2SAEg7p1HI6jrQBieP8Awxd+JtDiTTJUg1S1nSe1nfgIwPPOD2zXLab8MtT0yPXIftq3MFzaOLSN3wq3EqYlcjHAJ6fU16RFq2nT3X2WG/tnuNofyllBbBGQcfSsBPGkFx4/h8NWognRrRp3njl3FSpxtwKAONbwL4rit5kht9NZrjQ49Kk3XLDYVBG4fJzwRxXQeFfC+taP4mW8uo7X7L/ZcFmdkpLB4xycbRkEn1rorzW2s9fS1klsUsltmmuHknCyRkEYO3+7z1q5p+uaVqzypp2oW100JxIIZAxX64oA0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACo1R1kdjIWDfdUgfLUlFABRRRQAUUUUAFFFFABRRRQAVWvLKK+iWOUyAK24FGKnP4fWrNFADVG1QBngd6dRRQAUUUUAFFFFABRRRQB5D4/1XxJo2t3unabeXs0uoW63NgExiAxNmRfoVrO1PxVql34atdTn1W8sRqcjvbWyMIyI44+SXPT5xn34Fe1tDE0qytGhkUEK5UZAPXBqvc6Vp95DHDc2NtNFGcojxKQp9gelAHieka/dXSW+ty+Ibk6h/YDSLGZMoZVZlb5e+MZqkviLVpLK3hXxwhiuryFc27l5Iw33ssw4+navdl0bS43R0060VkUqpEKjaD1A471HD4f0aCEQxaVZrGHLhRAuAx79OtAHHfEyyls/hRcW66hdO0Hlhrgv88g3DO4j1rh9avf7M1DW9Z0fWZlmsorBY3SYMs/JBVx/Fwc17at1peqPcaeJLa6MOFng4fZ6BhUZ0PRYkZjpdgij5ifs6ADHfpQB4xL4n1qdddvJvEr2l/ELlW01VYtGgH7tl7Dpnd33V0Xw31u5n8UfYZ9anvkm0i3uSs0m7Ep+/j06jivSIbbSr+I3cMFpOk6bTKqKwkUdie44/SpbfTNPtJfNtrG2hk27d8cSqcemQOlAHh/jBoI9R+IEc9/MJnW3EMDynBBIyVHt2pl54j1Gxs9U0VNfnSxhvLZPtchLvBE6ZbJHO3OB7V7PENB1q4uGjisbyaB/Kmby1dlYfwk4q2NK04GTFhajzRiT9yvzj345oA5Twxe3y/D+7mh1J9YuoFl8i4MZUSELlQM8sO2e9eRm+smk/tYeIr/APthtCkaaUuxaO53KfL6fL0xivoySS20+0LyNHBbRLkk4VUA/QCsFta8HRiXdeaOu87pOY/mPqfU0AeUeKNTm0XVNOjj1zUpJbW0guibi4ODucbioA+YkE5B4ArU1rVtfsb/AFC3sW1G7RHj1a2m8w7Tb4G+P8+gr1qKHTdRihvY4LadJIx5cvlg5Q8jB9KuCNAMBVHGOnb0oA8Ruxf3GuaSdU1vVLOz1W1uLuW3SdgsQxmNM44rvLEX/iL4Vw/ZtQmi1Caz+S5U4cOvTP4jmuve3hkxvhjbAwMqDinqiooVVCqOgAwKAPE9D1nxdrF9atJbX8Fvq0S2m8ykeRJER5smO24BgPcVlRa1LfeJ7qzi1K9a2vUvkmSSVvNyoOxSv8GMcdyK+gVVRwoAx6dqgSxtEmaZbSBZXJZnEYBJPUk0AeB6pMYdO0Cxt9aurHS/7PLCcrJIPtO7kZHO4dgeK7HwnZrrHjOSS81nVJ57G2t5YkZmiRmIO4lfy4969PMEJUKYkKjkDaMCnCKNXLhFDHqwHNAHnPjSYx+I7+FNTntPO0OXLDcyxsHXDADvjd+VT/DW9c+G9UV0kU20zZuA7SRy4QfNHu5xx09c13zRRuctGjHGMlQeKVY0RNqIqr6AYFAHzzFqGo22j6mlhLe3nmwI0moW28kRmT5gyN92QD07Vcjj0u1i8PSX/iDVrjSpryZDLOrxZG0EKAOduc8170sUcYISNVB6gADNZGoeHdO1TVrG+nMhm08kwxqw2rnqSuKAPDvENzeR6NZxf8Tben2iTTZpi5BQMDHwOS3XGegrQ0+4OqWvivWJo9Xub23ggWBEd1YF4trsAeOpNe8mNDjKr8vTjpQEVSSFAJ6kDrQB8/6JAJIlj1KG4Nnba7ayQApIERGQg4zzjdjPvU5h1xPF+s3az60NdUXOyBIcwGLB8s7+hGMYHXNe4X95BY2pnuFcxhlHyIXOScDge9Whg8jvQB434Pn0y18U6Xew2eoJcf2W4vpJIXOZc5Oc9+tevW9zHc2qXKBhG67huGDj6VPUU8yW8Ek0hISNSzYGeBQB5Tpt4bo/Em5W1ukS4AMO+IgyARlcr681yMVnqy6ZPHplvfrG+i2j3qBGy8iyASYB6tsHT0r3rR9Xstd0uHUtPl821mBKPtIzg4PB9xV+gDhvhrp3keGrhGa+ktbmVnQXieWcMOQqdVXtXBap4U8V6TPf6fotq01rpl4NTsJGYkyBsfuR69817Jo+uWGvW0s+nymSOKVoXJQqQ6nBGDV0zwrcLAZEEzKWCE/MQO+KAPBvFWi3to1tANLvftIsftLXCBpN8zMGZVA4Uj1qfVNPlNvq0tpp2pRxjUobm88mIiSSExr0z1Ibkj2r3esrRtfs9c+2i1EoNncNbyiRCp3D0z25oA8p8N+Fnk8W6Klzpmqy6NFBO0TX2flZmBUsAeOjYB9q7j4haPe3Wm2mr6PbifVtJmE9vEc/vF6Mn4jn8K6iwvRqFsZhBPCA7JtmQq3ynGcHtxxVugDx690CbTJrZ9a0i4v4b2ylMht13iK7kJJJX8QAe2Ka+haiulT6fdaXdzzJocaIxTcDKr7gA394CvY6iguIblC8MiyKGKkqcjI6igDwqSzu73xBcm78LarLY3GqWtzl4SAI0Ta+RnvTk0G+/wCJYujaFfaXdnUbpvtBhIEULKwRTz0+Zfyr2FPENnJ4ol8P7ZVvI7cXOShCMhOOD35rW3AHGRk9qAPLPhjo9xZagJLvQtQsL2C2+z3U88uYpmB4KDuTyc+9ZPijTb248Z+JmfQtXks7yG3ijmtlzlkOS47EDjjvXsNxfWtrNBFPcRxyXDbIldsF2xnA9eKsbhzgjjr7UAcR4MsL2z8CXcGoWZSV2mIRYtjSqRwdnYn0rzPSvDlxa6bYxS+FLsyDS7yOVjb8rKzZQ+5wMe1e9T6haW0sEU1xGj3D7IlY8u3oKtUAfPsfg3Ubq405tR8PareNJYW0duY7jyRbyRgqwk7j1qz/AGFr1t40g1VfDl4fs2qys4hUYljKEK+88sT+Ve80UAeASeGNbm0+UWHh+draB4J1NxCI7kFZCxjBH3+D1qwnhbV7/XYpZPCtxHbtrYvWefadkRXBXHfmvd6KAPDIPBOrw+JNQL6LdS6l9olkttSFzsgEbKQvyjuOBitzwdZ6o3iHQJJ/CsumjT7KW0urlsDe+FwR3I4Jz6mvV6KAPKvHeharqHiu9ubHRJbmGbRZbLzVwA0rEFTz2GKl8B+H9Q0Xxc80ujva2sulW8BkUAL5qD5sge5616hRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHkniHx1r2m/EhLC2uoZtPiureCW2ji4VZOMvITw2egGa6T4g+Ir7QjpUVveR6fbXcrpNetH5hjIXKqE75I684rRvvAHhjUtWl1S70qOS8lZGeQswyV6HGcZql448JXviWbTJbZ7OSKyd3NpeIxSRiuAcqQRigDlNP1/x3f3trb3esabp0j6c1+UazYkqGI+bLZHABPTGar6f8TdYt7K/nvZ4roPDG9rJ9mMMYZ32blyctGOuSM123hnwDpuiRNNcQxz38qyK8g3bURzzGuSTtqxF8PPCcO7ZodqNyGMggkbT1FAHmH9oar4T8Ua+631re61di0j+0LCIogsjY3HnGR6k810L+IPE088Phi/vrCO8mFw0t1Cgk/dIoKrg/LvOeR6V2UHgLwvbRXMUei2oS5QJMCud4HQHNOk8D+GZLKKzbR7YwROXRQuCGIwTnrkigDiNFedf2dlktNQNlLFYyMJ0xkEM3HsT0/GqGr+NfEvhy3urMahBctbWlpcCd4MYDthgQDyMfjXqNr4Z0Wy0STRrfToE06TIe3C/K2euRVC58AeFbtIkn0S1dYkEaZX+EHIHv+NAHmlhqmsaI3inXNMu4fJi1hS9gIR/pO4DIU5yCc8CtTwt418Ta1rcF9c3mmW+mT3bW7WMsgE0fOAu0DO768V6BF4P8PQakNQi0m2W5BDbwvcDAOOmfenx+FNBi1h9Wj0m1W/cENOIwGOep+vvQBpzwW99avBPHHPBINrIwDKw9CO9eYaPo+k3WrePmubC0kFvdB4i0a/uyIRyPSvTbGxttNs0tLSIRQJnai9Bk5P6mqFn4W0TT/tv2bTYEF6c3IIyJf8AeB69aAPI4PGWveGNBi0+PUILpm0+0eCSSIItp5hI+Y9CAAOa9C8F3uu6lod9b6tqVjNqEMhRLizYOFBGV3cYzW4/hnQ5I3jbSLIpJGIWHkLyg6L06VY0vSNP0SzFpptnDa245CRKAM+vvQB5AnxI13T5YBqUs7f2fdyWmq7LdSCTxEw7gk44FP1Txv4l0jWtOtH1aOaQNbLeRC2VVj8xuQ7E9cHAC+hzXr76ZYS+bvs7dvNcPJmMHew6E+pFZ+oeEtA1W/N7faTa3FyQqmWSME4U5H5UAeYXera/pmmXMdjrqfa9U12e3E1yyosAQkAKcEDIVRz/AFra8Nar4m1rxBYWt34htAkdmJ5kso1dZmWRkPzHsQvOK7Sfwf4euYruOfSLSRLuTzZw0YO9/wC99ferdroek2UsU1rp1rDJDH5UbpEoZU/ug+lAHG+Lb3XR4603SLLXTp9jfWssjEQKzRsnfJ7GuRs/HPiDWmtrFtctNMktoJJPtdxiNbtlbCsAQdy45IGM16Frfgw6/wCM7DVL+S3l020t3jFq0ZLOzdyc9K3bnQNHvI4UudLs5kgGIhJCrBB7ZHFAHlH/AAlnihLLxLq0msecNIESxww24WNvNUZc5G7C5zU+teI7+Cyt9P03xrbyrc3SltQmUKsCNGzBGkAK5JX0yARXqiaPpsf2nZYWy/aRifEQ/ejp83r+NQr4d0VLB7FdJshaO25oRAuwn1IxjNAHkd34k8QSXC248VLIsejTXLS2SKEkkjkKggsOhHXHpxRJrE1jq3izURrt1HK62kcJTY+S6j7oOAO4BzgV68+g6RJKJX0uzaQR+UGMK52f3enT2ok0DR5VcSaVZsJEEbgwKdyjoDx0FAHjcXjfW7fwxc/adYZfL1pbRpS8bSiIrnAYDaTnvTbnXfFhGnWV14ttrB3smuftbsvlyNu4QMqkMQuOPevSvEXgSy1mC0Wxkj0yS2nEy+VbxsjkDHzKRg8dK1NG8M6fpFibcRrO7SGWSSRFyznqcAYHQcACgDm/Het6jpXgbTb221Dyr6S4tlMqKAsu4jdkN0BGT61T8M6/fv45urK/v5LuCWacW0kMiNFhSPkZANyMvIyeDzXostvDOAJYkkCnIDKDg1BDpdhb3sl5DZW8d1IMPMsYDsPc9TQBwHibW8eNrrTr7xDNo0MFrFNZeWvErlvmJ/v+m2uO1Xxhd6b45M0WvSyW0t4bS4huplVVjKdoh0H+0T+Fe6y2dtNMk0tvFJJH9x2QEr9D2qKXStOuJVlmsLaSRW3BniUkH1zigDwvw7rD/wBj6FYXet3GkaSLS4kiuYDgSXAkYhWb2HO3vW/ceMJre/urZ9au45v7QsWto5VCs8Um3zMgr93k/Q969ZNlamJYvs0PlqdwTYMA+uKc9rbySCR4I2cAAMVBP50AeCz67Da6ffWtvqdxE0+q38sRjufKjbaAQWcfN1PCjrU1pqt3dz2GvtqMj6r/AMI2zRAOf3koYg4UdSAMkV7j/Z9l/wA+kHXP+rHWnra26bdkEa7QQuFAxnrigDwTS/EGoQaXAqeKL7ULC+nhF/cCJ0FgpPzDzGJIJ6e3tXefDx7F7PxQtjqE91bC/fbcO5Z8bBzuPJ74PtXfrbQLE0SwxiNuqBRg/hSxwQwqViiRFPUKoGaAPCbXU31BdNMviLUI7Q6PdvJOLpgQ6St5bN/tY/PFdtrGsMvwbtNRuLy88yS1ty89s+12Y7c5bsOuTXfC0tljMYt4hGRgqEGCPpT/ACo/K8rYvl4xtxxj0xQB5t8Kb+4v9O1+zubya4SG6KwHzHfbGV42s2CR1xXKaLdnw/Y6HLHLqMFsNQu4dQ8xpORg7cjnGeMGvdlRE+6oGfQUu1fQUAeFS3+n6peWF/f3Gp2bDR5BHPFLIHaUS/KmeCzAdj14qUteSa3YSa5qWuWmpi3tGtY4Ldm8w7fnHBxksfm3V7eUQ4yqnHI46UuB1xQB5z48s7STxx4Qub6O6aBJJVDR7tiybRszt6HNcXoiy51Rpdb19dTa2mF9DJbv5UJzwxPf2284r3rAPajA9BzQB4JpNpaB9BudTjnIt9VKGZJJpImBTO5SeVGccHPNe4afqVrqlu09pIXjV2jJKlfmU4Iwat7R0wKMAdKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqKS4hhOJZo0J7MwFAEtFQfbrT/n6g/wC/go+3Wn/P1B/38FAE9FQfbrT/AJ+oP+/gpov7MkgXcBI6jzBx+tAFmiqUurabBGZJdQtY0BwWaZQAfTrUH/CSaF/0GdP/APAlP8aANSisv/hJNC/6DOn/APgSn+NH/CSaF/0GdP8A/AlP8aANSisv/hJNC/6DOn/+BKf40f8ACSaF/wBBnT//AAJT/GgDUorL/wCEk0L/AKDOn/8AgSn+NPh13SLmZYYNUspZWOFRJ1JJ9gDQBo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcLeaRpus/E2eLUrdbhY9NVo0cnAO/k4ruq5OBCfildvvYAaWg29j8/WgDmr2+8AWfi2HwyNBebUZJViwkLbBkZzuzg4HJrsP+EG8M/8AQGtv1/xrjPEtpqupfF7QrjRvtDJYBvtYeHZEikcneR8xYHHHpXc+GZPEEmnSN4khtYrzzTsW2bK+XgY59etAHBeL9R8FeFLt7MeF5NQu0j8yRLeNisY7bmzgVl+CPEvgzxVqrabeeFU0y5aEzIZSdroOpz24qDx/441LxF4b1O18NaDfRxQvt1K5ki2kKrdB3bOOfarOm+BLTxF8Or3WdIu7i81nU7Ty457r93sA6ooHCjjFAHbt4c8ASWX2lrPSntS+0yFwU3emc4zRceD/AIf2kUctxpWkRRyHCO+0Bj7HPNeTR/CLxLJ4Q0vThZxwzyXrTXiPPmNVC4UkA/oK57X/AA7q/h3Q7ay169sFkjs5/Is7ictICzcMgH8R7UAe8yeEfh9DdJayaXpCTuAVjbaGIPTAzUA8O/DUrMRZaKRCheTBU7VHUnmvOLT4Z+IdX8SaNqlxbKbE6dbl5JJcSJIkQAHqDuxRovwf8RxSvHcWtjaeVYzQeesm77Q0hJGcenA5oA9IXR/hrdafb3S2uiPatlYnyoB9QK1oPB3hKdILmDRtPkRfnidIwR9RXjWr/BjxNe6Jolvb21jDPZwtHOI5+HbPDHPGT3r2jwRot54e8HabpV/Ms1xbRbGZeg56D6UAXf8AhG9E/wCgTZf9+V/wrmvE+gaTY6h4eu7TTraC4/tWNfMjjCnBR8jj6D8q7muY8Zf6zw9/2Fov/QHoA6eiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjNXsfE1r4y/tfRbSxuraW1WCVLicxsMNnjANdnRQBzH9peMf+he0/8A8GJ/+N0f2l4x/wChe0//AMGJ/wDjddPRQByUt94zdXVfDullWUghr8kE+/ydKrxT+NrSyFvZ+HNFgVFxGq3rBV/AJ0rtaKAOHa++JG07dG0MHjreP+P8NY2p6L4x1m+tr3UvCvhm5ubU5hkkuXJXnP8Ad5/GvUaKAOEF78Sx/wAwfQf/AALf/wCJpftvxM/6BGg/+Bb/APxNd1RQBxEF18SJJQsumaDEh6t9pkOPw21ZEnj7ywfs+g7sn5fNl6dv4a66igDkHl+ICvEFttBZWOHPnSjYPX7vNMudI8V6tqGltqM2kR2tndrcuIDIXbCsABkY/irsqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK42/8RavqXiS60Tw0tr5lgiveT3QJUMwyqKB37k0aL8RNHvYpodTurex1K3nkt57dnz86feK+o70AdlRXA33j/wCyeNrGzV7R9BuLBrt70MTsAbGSfTPFdhDrGnXF1Faw3kTzzQ+fGgPLR/3h7UAXqK8q1T4h+I9P1rX0Wx017HRcGUNKVeZWGQF/2sdq7c+LtJttJsL7U7pNPF7EJUjuDhhkAkfhmgDeorIXxRob6qulrqlsb5iAIQ/zEkZA/Lmq0fjbw1LeG1TWLYzgsNm7rt+9j1xg0AdBRXPv438MpA8761aCNHCMxfox6Cq134/8P2x0/wAu8FwL64+zxtCCQGHXPpigDqaKy9P8Q6Rqt29rY38M86AlkQ8gA4P5HioZvFmg28txHNqluj20ixTKzYKO33Qfrg0AbVFc1e+LdNh1MW0epwrJbiV7iAoS7hFyQp6cVyUXxTT+2tMvL2eOz0G9sTMqshMgkDYwT6UAepUVm6hrmnaXox1a8ukjsgofzeoIPTH1qPSPEml65p819YXPmQQMUlJUgoQMkEdelAGtRXIw/EvwrcFvK1IMAkj52NghPv49cDn6VZuPHfh61tpLie+8uFLeO5LlDgxv91h65oA6WiuQk+JnhSK3gnk1MLHMNykoRgZxk+gzW3qviDTNG0kane3SpZttCyDncW6Yx1zQBqUVx03xH0WHV9OsczbL2GSbzjGQI1Xjn8QamHxF8MmxmvPtzeVCYw/7ttw352HHXBxxQB1dFcwvjzw/caY13Df8GY26r5Z3+aBnbs65xzWJ4f8AiPYp4ZtLvX74C5mMrgrCV/do5G4gdKAPQqK5o+O9A/tBrIXbNKsaysRGSqoRkMT0AxWd4e8U3mveOL63hMiaTFZJKkc8GxyzNwynupAoA7aiuC0zxg9nqvittZut1tY30cFsiJz8yAhQO5JNaem/EDQdVvbC1tJZmkvRJ5ZMZChk+8rHsw9KAOqorjLv4n+GbKOB5ribEpPCxElFDbdzDspPQ0eE9bvtT8WeJ7W4uhPa2ssX2UBQAqMufxoA7OiuTm+Ieh2+pXNjKbpJYBJgmE7ZCi7mCH+IgVRf4reHItKg1GcXsME7EQiS3IaQAZLKO6gd6AO6orEu/FGnWuhW2tAyz2NwUCSQpuwHOAT6DJFULzx/o1jd3drL9o8+2mSFkEfLM67lx68UAdVRXGal8TvD2lPaJdtcpJcRrLs8k7o1Y4G4duazfEXjJ5PE3h+00i4uRC2qJa3TiP8AdSArkruPccUAei0VgeJddh0y1e1QztezQSvEtum51CrkvjsBx+NYmm+PLTT/AAzbTaw109xFpsN5cSiLh1fA3DHX5uKAO6oridS8f6Z/xMLNIdVRrYATXMFsSIdwBDZ+hFTN490uxuW0+WPUZXt1iEs5tztw+NrE++aAOworjrj4g2sOtw6emm3ksUt6LFbpANnm4yRjrwO9T+K/G9t4Unijnsbq43QvOzxAbURSM8nqeelAHVUVwtx8T9OttQmtX0+92QTwwyzbRsQSgbGPsc0l549t7m6m0j7PfWM1wJorS5KjLugJyq9fpmgDu6K898LeNvL07TdO1CO5lu2043f2mUgedtJyB/tcVbtviNa3mrNpkOl3hmSESS9BsJQsAR9B16c0AdvRXndj8RdNtdL0vyYL+6fUY5LmJJXBkCiTaRz1wTwB2Fehg5ANAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAtp2ueGfGuq6rp2nPqmn6uqPJFHKqPDKgwD82MgiufsfB2saTrdlqb6HHe3NzfXGoXe2RNsJdSFjBbrjPJr16igDxHwp4V1jTr6GTxFpS2mlx2Fxa3Mss6FQJJC4IwegBArpfhNpNyumS6rf3Bumy1rYysBxbKx249j1r0WWGKeJopo0kjbhkdQQfqDSxxRwxLHEixoowqoMAD2FAHj974E1fWPFnie/k0z7PLK0c+m3MkqsvmR4wGUHkH3put+HPFPiG+03VtT8M29yfszWdxp73e1IzkESqVPQnqPQV7LRQB4vL4Q8R2njKzvv7JtV07T7mGUSQSgL5axbWOD8zEe/YCuc0Swu/EelDT0WJprmG4gsXidS1urPvzKB8wBxjJ9fevouq1vYWdrI0lvaQQu33mjjCk/UgUAePQeAdduNAEX/CN6dY3T3Nu0rC5Lu4jbJYls9ewFbVv4S8Q2d/LeQWVqzf20b5InmAHlFNp6dDXqFFAHnvhLw3rekeKJrpraOz02USmaHzhKC7NlTGcZUHJJB71D40+HN74k1y5uLO+W0s7u1AuVUDdJNGSYj07E8/SvSKKAPOT4P1iO20C1jjilMFvcfbrmSUbjLKmCR6jdz+NctF4B8XNaxW8um2gSPR300MbhSSS2Q/tXt9FAHD6toevXXwzttIs4LVNUjiijZJiGTC4BIPTOBwaPh/oOp+H7LWE1OCOBbi5+0R4n81jlQG3H6j9a7ikIBGCMg0AeF+GPC994z8NpbIILawtbu+aO6V8vI771C7R0X5sn1AFbT+CvF17p0VlJFpcATTIrHe8rPzHJuDYA746e9erQW8NtH5cEMcSDnbGoUfkKloA821/wLqM3iRdVs7TS9QjuLWO1nt7zKpFt/jUDr9K6DxVolxqPhKPTbbTrW8dTGDA7mJQB1KkfdI7V1NFAHl9r4K8SwXuk3RubeR7ayurdvPbcyeYBsBOMPgjk1k6R8PvF9tcXUtwun5u3s5JS9wzENC+49scgdOgyMV7NRQB5gngPxBb+IbjXLa408XJ1SS7jhkLbDGyBOSBkNxms+/8Ahx4pvrFbOafS2gZJw0Yd1Cs7ZDZAycenSvX6KAPOtJ8Ea6NN1ez1W7sV+22EVpG9sGJUoMBjkDjHarnhvw54ks/FX9raxc6e0I09bMR2oYZ2nIbkcfSu5ooA8z1L4earfz67MtxYg3eoRX1skoZlyi7Ssg9CPSrFx8PLy98Hx2El1a2mqxXP2iGayjKJCTwyr3OVzye9eiUUAedX3w/vrbXbe/0GXTUhNqlrNFeweYFC9GT3+tbPhjw1qGj+Idd1G7nt5I9QeMxiIEEbVxyMYH4V1lFAHjt78MfFV14lbVW1PTpWEs5V5Gk3eXIpULgDAwD2rZuPAGr/ANl+HXtbjTm1LS7U2ki3UZlgdCANwBH3hgGvSaKAOd1bw/c3vguTRoJ4VuvLTbKY9ib1YN90dBkdq4q7+HXiS8k1Ka7utHu21B4WmieN1UbFx8pHKnpg16vRQB5bbfDDVNOvLK5s9UtJZTbiC8e9h89sKcqYye46c1dX4e6oup2bf2xAbC11T+0Y4zAd+7GCpOelei0UAcp4k8L3+p6xb6rpeopaXKW8lrIsse9JI25/Agiub1H4Xajc6RDZQa6gc6cthcvJBneituUqM8EdK9PooA4K18Eaumi67aXOrW0lzqaoolSAgIVULnGeeBVdvAmvzxXgudatHa5W3UlbcgARdD16kV6LRQB4bpNr4gX4jXFyLecz/wBpNILae0YRBCApcSA7R8ufeuz8ceAdR8WaolzBrEcEC2zQfZ5od6qW6uOfvY4z2rv6KAPLbL4U6gtpdwX+vJKbhrTLpBziD7vU98CpJfhdqMmsw6gPECq0N1LOr/Zt0mHXGCxPOB0HSvTqKAPMdS8IebJ4b0AQX1y2mzB21Ly/LTyjkspYdc9MVo3/AIAu7/xgNafVI4o42zCsUOJFXbt8tmB+ZM84Nd7RQB5fc/Ca5n0zS9LGsx/ZLKPYJDajzkbfvLIwPB7V6Bptpe2j3C3N79phZl8gFMNGoUDBPc5yc1oUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTQ2WYYIx3I60AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsPxT4iXw1pSXK2sl3czzLb21vHwZJG6DPYcHmtyue8XaJea1pcP8AZtwkGoWdwl1bNJnYXXPDY7EEj8aAOWn+J+p2V3/ZF34Qvv7ef54rOCRZFePH3944x2rrfCfie28WaKuoW8MsDB2imglGGjdTgqa85nt/Hk/iePxEsmgw6xDCbVNLM+fMiJyWznOc813PgXw3e+HtLun1OeOXUr+4a6uTEMIrN/CvsKAOqooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArifijd3lp4RX7NdSWkE11FDd3Uf3oYGbDMP0H4121YnivVtO0bw9c3WpwG5tjiP7OF3GVmOAoHfJoA5BPhr8PGsVuVZD+7DC8F6d3T727d1q58KtSutQ0O/jlvJr60tb2SGzu5uWliHTJ746V5+nhiR7o3a/C+cWDx58h74hh34TOB9K9a8EavpGr+G4X0a0+xwQkwvaFNphcdVIoA6SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACud8ZeH5vEOiJDaTLFe2s6XVqzjK+YhyAw9D0roqzta1C40vTJLq106fUJUIAt4CA7ZPbJxQBxqeJviItpsk8EwtdAEb1vk2E9jjritjwL4dvtB0+8m1SaKTUtRuWurgQj5FY/wj6VzN98UdXME8EXgfxFDPtZVkFuGCt2Poea6L4da9rWu+GhJr+nXFnfwuY3M0ZQyjswGOKAOvooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCQOpxS1l6/olr4g0p9PvXmSFmVy0MhRgVOQQR0oAu3c6WlpLcurMkSF2CDLEAZOB3qDSdVstb0yHUNPmEttMMqwGPwI7GuOT4X6DOpMeq6vIvQ7dRcj+ddB4V8Jad4PsJbLTGn8iR/MKyyl8HvjPSgDfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArj/AImSSx+CLrZczW0TSxJcTQ/eSIuA5/ImuwqK4t4bqB4J4klicbWRxkMPcUAeF6hpHhfTPG2laNY+ILi30a9t/NvEjvCFLqPkJfPBPPHtXa/DG+me61/S49Qk1DS7C6EdlcSEsdpGSu7+LHrXNaFrnhqzm1K11fwha2OkS30lul6qeZGzI2MPnlfbtXrek2mm2enxx6TDbxWZG5BAAEOe4xQBeooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArO1rT7jVNMktLbUZ9PlYgi4gALrg9s8Vo1n61qqaLo9zqUsE86W67jHAm525A4HfrQB5JpHw/8AEd++s2cfjiSOAXsqyw/Z45PM55Zhngn0ruvh/wCCZ/BGnXNlJrE2oRSSb41kXaIh6AZNeS6PrmkQ3Gs6tpP9u6brbX0sin7I8qSKTlY5VGR3+or1n4e+M7vxfpMkl/pVxYXluQkokjZUf3XPOKAOyooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArK8Ra3beHdDuNTulZ0iACxr96RicKo9ySK1ax/E+hReJfD13pUkhiMygpKBkxuCCrD6ECgCv4fmxp0cl9p9rp2pXped7RHBZjnr7nGM1X8K+LU8Q3epWMuny6ff6fLsmt5GDHB6MCOxrkn8CeONS1C31S/8SWsOo6dF5di1vD8jZ+95gPXPFdT4P8JXGhT3+p6perfaxqDBridE2KABwqj0oA6yiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDBn8WadEt1JEtxdQWhxPNbR+YqHGSMg8kDrjNT3XiXSrLTbbUZrsfZLllSKVQWUlvu8jp171x3gzVLXwf4Uj0XX8WmpQyyptZT/pbFiQynoxbI/Gs3UtHv8ARvhLptnLDLJdrfxTNEFLlAZdxGB2ANAHoGs+J9O0NlW6+0OxXeRBC0mxP7zYHApt74s0qxhgneSWS2lVX+0RRM8aqxwGZhwBVTxNr1pp1tHZymdJLuMgyx27SbFxyeAefQVl+IJrefwtBo+lC7jumhWS1i8g4faeA+RgA9waAOsl1a0h1S105mb7RcozxAKcEKMnn8ay7vxlp9lqkdhNbagHlnFvHL9mby2c9g3TsfyNUdbkuI/HvhTbA8gZLlJnRSVTKDknoORir11bTaj42s1eJvsWnQGfcR8rTOdq49Sqhv8AvqgDo6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCnqGmWWqW5t762injPZ1zg+o9Kmt7dLW3SCPOxBhdxycfWpqKADAooooAMUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBQuJdSV2FvbQuoPylpMEioftGt/8+Vr/AN/TWrRQBlfaNb/58rX/AL+mj7Rrf/Pla/8Af01q0UAZX2jW/wDnytf+/po+0a3/AM+Vr/39NatFAGUJ9ayM2Vtjv+9NWQ98WkBgiChSUO7qewNXKKAIbZp2tkNyqJOR86ocqD7VWmGq7V8k2ef4t4b9MVfooAy8a7/e0/8AJ6kQat/G1l9zsG+9/hWhRQBngat9nfcbPzsjbgNtx3z3pIRrHnL57WXlZ+bYHzj2zWjRQBnyjV8/uWssf7Yao8a7/e0/8nrUooAy8a7/AHtP/J6Ma7/e0/8AJ61KKAMvGu/3tP8AyeqiweKhemRrzTDbdovKbP51v0UAZajW9w3Np+3POA+amthqfn/6SbQw8/6sNu9utXqKACiiigAqC6SeSErbTCKTPDFd36VPRQBQtbfUY5g1zepLHj7oiC/rV+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
|
ffpd0206
| 1 |
{"lines_data": [{"Word": "ATTACHMENT TO FOLLOWING", "Confidence": 0.99467, "X1": 0.18116, "Y1": 0.0222, "X2": 0.75217, "Y2": 0.022, "X3": 0.75217, "Y3": 0.0468, "X4": 0.18116, "Y4": 0.0468, "page": 0}, {"Word": "DOCUMENT", "Confidence": 0.993, "X1": 0.35797, "Y1": 0.0532, "X2": 0.57826, "Y2": 0.053, "X3": 0.57826, "Y3": 0.0758, "X4": 0.35797, "Y4": 0.0758, "page": 0}, {"Word": "800118438", "Confidence": 0.992, "X1": 0.96232, "Y1": 0.9432, "X2": 0.96377, "Y2": 0.943, "X3": 0.93623, "Y3": 0.9428, "X4": 0.93478, "Y4": 0.8328, "page": 0}, {"Word": "Q12317", "Confidence": 0.8, "X1": 0.0, "Y1": 0.9592, "X2": 0.06957, "Y2": 0.959, "X3": 0.06957, "Y3": 0.9748, "X4": 0.0, "Y4": 0.9748, "page": 0}], "words_data": [{"Word": "ATTACHMENT", "Confidence": 0.995, "X1": 0.18406, "Y1": 0.0232, "X2": 0.44493, "Y2": 0.023, "X3": 0.44493, "Y3": 0.0468, "X4": 0.18261, "Y4": 0.0478, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.998, "X1": 0.45507, "Y1": 0.0232, "X2": 0.49855, "Y2": 0.023, "X3": 0.49855, "Y3": 0.0468, "X4": 0.45507, "Y4": 0.0468, "page": 0, "Index": 1}, {"Word": "FOLLOWING", "Confidence": 0.991, "X1": 0.51304, "Y1": 0.0222, "X2": 0.74493, "Y2": 0.022, "X3": 0.74493, "Y3": 0.0468, "X4": 0.51304, "Y4": 0.0468, "page": 0, "Index": 2}, {"Word": "DOCUMENT", "Confidence": 0.993, "X1": 0.35942, "Y1": 0.0542, "X2": 0.56812, "Y2": 0.054, "X3": 0.56812, "Y3": 0.0768, "X4": 0.35942, "Y4": 0.0758, "page": 0, "Index": 3}, {"Word": "800118438", "Confidence": 0.992, "X1": 0.96377, "Y1": 0.9402, "X2": 0.96522, "Y2": 0.94, "X3": 0.93623, "Y3": 0.9388, "X4": 0.93478, "Y4": 0.8328, "page": 0, "Index": 4}, {"Word": "Q12317", "Confidence": 0.8, "X1": 0.0, "Y1": 0.9602, "X2": 0.06667, "Y2": 0.96, "X3": 0.06667, "Y3": 0.9748, "X4": 0.0, "Y4": 0.9758, "page": 0, "Index": 5}]}
|
"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"
|
ffpd0206
| 3 |
{"lines_data": [{"Word": "Ministry of Commerce & Industry", "Confidence": 0.9938, "X1": 0.16232, "Y1": 0.1792, "X2": 0.44928, "Y2": 0.179, "X3": 0.44928, "Y3": 0.1968, "X4": 0.16232, "Y4": 0.1958, "page": 0}, {"Word": "Industrial Affairs", "Confidence": 0.995, "X1": 0.16087, "Y1": 0.1962, "X2": 0.3087, "Y2": 0.196, "X3": 0.3087, "Y3": 0.2118, "X4": 0.16087, "Y4": 0.2108, "page": 0}, {"Word": "Kuwait, 21 March 1995", "Confidence": 0.98725, "X1": 0.15942, "Y1": 0.2462, "X2": 0.36522, "Y2": 0.246, "X3": 0.36522, "Y3": 0.2618, "X4": 0.15942, "Y4": 0.2628, "page": 0}, {"Word": "To : Manager of White Stores", "Confidence": 0.99667, "X1": 0.16087, "Y1": 0.2992, "X2": 0.42609, "Y2": 0.299, "X3": 0.42609, "Y3": 0.3138, "X4": 0.16087, "Y4": 0.3138, "page": 0}, {"Word": "P.O. Box 3502", "Confidence": 0.98933, "X1": 0.21449, "Y1": 0.3152, "X2": 0.34348, "Y2": 0.315, "X3": 0.34348, "Y3": 0.3308, "X4": 0.21449, "Y4": 0.3308, "page": 0}, {"Word": "Safat", "Confidence": 0.979, "X1": 0.21594, "Y1": 0.3342, "X2": 0.26522, "Y2": 0.334, "X3": 0.26377, "Y3": 0.3478, "X4": 0.21594, "Y4": 0.3468, "page": 0}, {"Word": "KUWAIT", "Confidence": 0.994, "X1": 0.21304, "Y1": 0.3492, "X2": 0.30435, "Y2": 0.349, "X3": 0.30435, "Y3": 0.3648, "X4": 0.21304, "Y4": 0.3658, "page": 0}, {"Word": "-", "Confidence": 0.991, "X1": 0.02609, "Y1": 0.4302, "X2": 0.02609, "Y2": 0.43, "X3": 0.01739, "Y3": 0.4298, "X4": 0.01739, "Y4": 0.4148, "page": 0}, {"Word": "Dear Sir,", "Confidence": 0.987, "X1": 0.15942, "Y1": 0.4172, "X2": 0.24058, "Y2": 0.417, "X3": 0.23913, "Y3": 0.4338, "X4": 0.15797, "Y4": 0.4328, "page": 0}, {"Word": "Subject :", "Confidence": 0.9935, "X1": 0.16087, "Y1": 0.4682, "X2": 0.24203, "Y2": 0.468, "X3": 0.24203, "Y3": 0.4858, "X4": 0.15942, "Y4": 0.4848, "page": 0}, {"Word": "Comments and remarks regarding specifications of", "Confidence": 0.99567, "X1": 0.26522, "Y1": 0.4682, "X2": 0.71884, "Y2": 0.468, "X3": 0.71884, "Y3": 0.4848, "X4": 0.26522, "Y4": 0.4848, "page": 0}, {"Word": "Gulf standards", "Confidence": 0.975, "X1": 0.26957, "Y1": 0.4852, "X2": 0.39855, "Y2": 0.485, "X3": 0.39855, "Y3": 0.5018, "X4": 0.26957, "Y4": 0.5008, "page": 0}, {"Word": "In order to raise the quality standards of production, facilitate the", "Confidence": 0.98827, "X1": 0.15797, "Y1": 0.5342, "X2": 0.78406, "Y2": 0.534, "X3": 0.78406, "Y3": 0.5498, "X4": 0.15797, "Y4": 0.5498, "page": 0}, {"Word": "economical exchange and cooperation between the Arab countries and the", "Confidence": 0.99, "X1": 0.15942, "Y1": 0.5512, "X2": 0.78261, "Y2": 0.551, "X3": 0.78261, "Y3": 0.5678, "X4": 0.15942, "Y4": 0.5678, "page": 0}, {"Word": ". .", "Confidence": 0.885, "X1": 0.02609, "Y1": 0.5692, "X2": 0.02319, "Y2": 0.569, "X3": 0.01594, "Y3": 0.5688, "X4": 0.01739, "Y4": 0.5578, "page": 0}, {"Word": "Gulf states and due to the importance of your contribution in this national", "Confidence": 0.995, "X1": 0.15942, "Y1": 0.5682, "X2": 0.78261, "Y2": 0.568, "X3": 0.78261, "Y3": 0.5848, "X4": 0.15942, "Y4": 0.5848, "page": 0}, {"Word": "production, please give your comments, remarks and suggestions", "Confidence": 0.99325, "X1": 0.15942, "Y1": 0.5862, "X2": 0.78261, "Y2": 0.586, "X3": 0.78261, "Y3": 0.6028, "X4": 0.15942, "Y4": 0.6028, "page": 0}, {"Word": "regarding the preparation of the specification projects. We have the", "Confidence": 0.9927, "X1": 0.15942, "Y1": 0.6012, "X2": 0.78116, "Y2": 0.601, "X3": 0.78116, "Y3": 0.6188, "X4": 0.15942, "Y4": 0.6198, "page": 0}, {"Word": "pleasure in enclosing the following :-", "Confidence": 0.98517, "X1": 0.15507, "Y1": 0.6202, "X2": 0.46812, "Y2": 0.62, "X3": 0.46812, "Y3": 0.6368, "X4": 0.15507, "Y4": 0.6368, "page": 0}, {"Word": "1 - Smoking machines for Tobacco - and Tobacco products Non-", "Confidence": 0.95609, "X1": 0.15797, "Y1": 0.6702, "X2": 0.72609, "Y2": 0.67, "X3": 0.72609, "Y3": 0.6878, "X4": 0.15797, "Y4": 0.6868, "page": 0}, {"Word": "routine test methods.", "Confidence": 0.991, "X1": 0.21159, "Y1": 0.6882, "X2": 0.38696, "Y2": 0.688, "X3": 0.38696, "Y3": 0.7028, "X4": 0.21159, "Y4": 0.7038, "page": 0}, {"Word": "2 - Tobacco - determination of water content (Reference method).", "Confidence": 0.9954, "X1": 0.15652, "Y1": 0.7382, "X2": 0.73043, "Y2": 0.738, "X3": 0.73043, "Y3": 0.7568, "X4": 0.15652, "Y4": 0.7558, "page": 0}, {"Word": "800118440", "Confidence": 0.991, "X1": 0.96812, "Y1": 0.9392, "X2": 0.97101, "Y2": 0.939, "X3": 0.94058, "Y3": 0.9388, "X4": 0.93768, "Y4": 0.8278, "page": 0}, {"Word": "Q12317", "Confidence": 0.961, "X1": 0.0, "Y1": 0.9612, "X2": 0.07536, "Y2": 0.961, "X3": 0.07536, "Y3": 0.9758, "X4": 0.0, "Y4": 0.9758, "page": 0}], "words_data": [{"Word": "Ministry", "Confidence": 0.994, "X1": 0.16232, "Y1": 0.1802, "X2": 0.23333, "Y2": 0.18, "X3": 0.23333, "Y3": 0.1968, "X4": 0.16232, "Y4": 0.1958, "page": 0, "Index": 0}, {"Word": "of", "Confidence": 0.998, "X1": 0.23768, "Y1": 0.1802, "X2": 0.25507, "Y2": 0.18, "X3": 0.25507, "Y3": 0.1968, "X4": 0.23768, "Y4": 0.1968, "page": 0, "Index": 1}, {"Word": "Commerce", "Confidence": 0.991, "X1": 0.25942, "Y1": 0.1802, "X2": 0.34928, "Y2": 0.18, "X3": 0.35072, "Y3": 0.1968, "X4": 0.26087, "Y4": 0.1968, "page": 0, "Index": 2}, {"Word": "&", "Confidence": 0.991, "X1": 0.35507, "Y1": 0.1802, "X2": 0.36957, "Y2": 0.18, "X3": 0.37101, "Y3": 0.1968, "X4": 0.35507, "Y4": 0.1968, "page": 0, "Index": 3}, {"Word": "Industry", "Confidence": 0.995, "X1": 0.37681, "Y1": 0.1792, "X2": 0.44928, "Y2": 0.179, "X3": 0.44928, "Y3": 0.1968, "X4": 0.37681, "Y4": 0.1968, "page": 0, "Index": 4}, {"Word": "Industrial", "Confidence": 0.994, "X1": 0.16232, "Y1": 0.1962, "X2": 0.24348, "Y2": 0.196, "X3": 0.24203, "Y3": 0.2118, "X4": 0.16087, "Y4": 0.2118, "page": 0, "Index": 5}, {"Word": "Affairs", "Confidence": 0.996, "X1": 0.24783, "Y1": 0.1972, "X2": 0.3087, "Y2": 0.197, "X3": 0.30725, "Y3": 0.2118, "X4": 0.24638, "Y4": 0.2118, "page": 0, "Index": 6}, {"Word": "Kuwait,", "Confidence": 0.994, "X1": 0.16087, "Y1": 0.2472, "X2": 0.22899, "Y2": 0.247, "X3": 0.22754, "Y3": 0.2638, "X4": 0.16087, "Y4": 0.2628, "page": 0, "Index": 7}, {"Word": "21", "Confidence": 0.997, "X1": 0.23333, "Y1": 0.2472, "X2": 0.25362, "Y2": 0.247, "X3": 0.25362, "Y3": 0.2638, "X4": 0.23188, "Y4": 0.2638, "page": 0, "Index": 8}, {"Word": "March", "Confidence": 0.998, "X1": 0.25797, "Y1": 0.2472, "X2": 0.31449, "Y2": 0.247, "X3": 0.31304, "Y3": 0.2628, "X4": 0.25797, "Y4": 0.2638, "page": 0, "Index": 9}, {"Word": "1995", "Confidence": 0.96, "X1": 0.31884, "Y1": 0.2462, "X2": 0.36377, "Y2": 0.246, "X3": 0.36377, "Y3": 0.2628, "X4": 0.31739, "Y4": 0.2628, "page": 0, "Index": 10}, {"Word": "To", "Confidence": 0.994, "X1": 0.16377, "Y1": 0.2992, "X2": 0.18551, "Y2": 0.299, "X3": 0.18551, "Y3": 0.3148, "X4": 0.16377, "Y4": 0.3148, "page": 0, "Index": 11}, {"Word": ":", "Confidence": 0.998, "X1": 0.18986, "Y1": 0.2992, "X2": 0.2029, "Y2": 0.299, "X3": 0.2029, "Y3": 0.3148, "X4": 0.18986, "Y4": 0.3148, "page": 0, "Index": 12}, {"Word": "Manager", "Confidence": 0.996, "X1": 0.21449, "Y1": 0.2992, "X2": 0.28986, "Y2": 0.299, "X3": 0.28986, "Y3": 0.3148, "X4": 0.21449, "Y4": 0.3148, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.998, "X1": 0.2942, "Y1": 0.2992, "X2": 0.31304, "Y2": 0.299, "X3": 0.31304, "Y3": 0.3148, "X4": 0.2942, "Y4": 0.3148, "page": 0, "Index": 14}, {"Word": "White", "Confidence": 0.997, "X1": 0.31739, "Y1": 0.2992, "X2": 0.36667, "Y2": 0.299, "X3": 0.36667, "Y3": 0.3148, "X4": 0.31739, "Y4": 0.3148, "page": 0, "Index": 15}, {"Word": "Stores", "Confidence": 0.997, "X1": 0.37101, "Y1": 0.3002, "X2": 0.42754, "Y2": 0.3, "X3": 0.42609, "Y3": 0.3148, "X4": 0.37101, "Y4": 0.3148, "page": 0, "Index": 16}, {"Word": "P.O.", "Confidence": 0.979, "X1": 0.21594, "Y1": 0.3162, "X2": 0.25217, "Y2": 0.316, "X3": 0.25217, "Y3": 0.3308, "X4": 0.21594, "Y4": 0.3308, "page": 0, "Index": 17}, {"Word": "Box", "Confidence": 0.998, "X1": 0.25652, "Y1": 0.3162, "X2": 0.2942, "Y2": 0.316, "X3": 0.29275, "Y3": 0.3318, "X4": 0.25652, "Y4": 0.3308, "page": 0, "Index": 18}, {"Word": "3502", "Confidence": 0.991, "X1": 0.29855, "Y1": 0.3162, "X2": 0.34348, "Y2": 0.316, "X3": 0.34348, "Y3": 0.3318, "X4": 0.2971, "Y4": 0.3318, "page": 0, "Index": 19}, {"Word": "Safat", "Confidence": 0.979, "X1": 0.21594, "Y1": 0.3342, "X2": 0.26522, "Y2": 0.334, "X3": 0.26377, "Y3": 0.3478, "X4": 0.21594, "Y4": 0.3468, "page": 0, "Index": 20}, {"Word": "KUWAIT", "Confidence": 0.994, "X1": 0.21449, "Y1": 0.3502, "X2": 0.30145, "Y2": 0.35, "X3": 0.30145, "Y3": 0.3658, "X4": 0.21449, "Y4": 0.3658, "page": 0, "Index": 21}, {"Word": "-", "Confidence": 0.991, "X1": 0.02609, "Y1": 0.4192, "X2": 0.02609, "Y2": 0.419, "X3": 0.01739, "Y3": 0.4188, "X4": 0.01739, "Y4": 0.4148, "page": 0, "Index": 22}, {"Word": "Dear", "Confidence": 0.991, "X1": 0.15942, "Y1": 0.4172, "X2": 0.20145, "Y2": 0.417, "X3": 0.20145, "Y3": 0.4338, "X4": 0.15942, "Y4": 0.4328, "page": 0, "Index": 23}, {"Word": "Sir,", "Confidence": 0.983, "X1": 0.2058, "Y1": 0.4182, "X2": 0.24058, "Y2": 0.418, "X3": 0.24058, "Y3": 0.4348, "X4": 0.2058, "Y4": 0.4338, "page": 0, "Index": 24}, {"Word": "Subject", "Confidence": 0.995, "X1": 0.16087, "Y1": 0.4692, "X2": 0.22754, "Y2": 0.469, "X3": 0.22754, "Y3": 0.4868, "X4": 0.16087, "Y4": 0.4848, "page": 0, "Index": 25}, {"Word": ":", "Confidence": 0.992, "X1": 0.23333, "Y1": 0.4692, "X2": 0.24348, "Y2": 0.469, "X3": 0.24203, "Y3": 0.4868, "X4": 0.23188, "Y4": 0.4868, "page": 0, "Index": 26}, {"Word": "Comments", "Confidence": 0.994, "X1": 0.26812, "Y1": 0.4692, "X2": 0.35942, "Y2": 0.469, "X3": 0.35942, "Y3": 0.4848, "X4": 0.26667, "Y4": 0.4858, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.998, "X1": 0.36377, "Y1": 0.4692, "X2": 0.3971, "Y2": 0.469, "X3": 0.3971, "Y3": 0.4848, "X4": 0.36377, "Y4": 0.4848, "page": 0, "Index": 28}, {"Word": "remarks", "Confidence": 0.996, "X1": 0.40145, "Y1": 0.4692, "X2": 0.47536, "Y2": 0.469, "X3": 0.47391, "Y3": 0.4848, "X4": 0.40145, "Y4": 0.4848, "page": 0, "Index": 29}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.47971, "Y1": 0.4692, "X2": 0.56522, "Y2": 0.469, "X3": 0.56377, "Y3": 0.4848, "X4": 0.47826, "Y4": 0.4848, "page": 0, "Index": 30}, {"Word": "specifications", "Confidence": 0.993, "X1": 0.56957, "Y1": 0.4692, "X2": 0.68696, "Y2": 0.469, "X3": 0.68551, "Y3": 0.4858, "X4": 0.56812, "Y4": 0.4848, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.998, "X1": 0.6913, "Y1": 0.4692, "X2": 0.71594, "Y2": 0.469, "X3": 0.71449, "Y3": 0.4858, "X4": 0.68986, "Y4": 0.4858, "page": 0, "Index": 32}, {"Word": "Gulf", "Confidence": 0.987, "X1": 0.27101, "Y1": 0.4852, "X2": 0.3058, "Y2": 0.485, "X3": 0.3058, "Y3": 0.5018, "X4": 0.27101, "Y4": 0.5018, "page": 0, "Index": 33}, {"Word": "standards", "Confidence": 0.963, "X1": 0.31159, "Y1": 0.4862, "X2": 0.3971, "Y2": 0.486, "X3": 0.39855, "Y3": 0.5018, "X4": 0.31159, "Y4": 0.5018, "page": 0, "Index": 34}, {"Word": "In", "Confidence": 0.936, "X1": 0.15942, "Y1": 0.5352, "X2": 0.17971, "Y2": 0.535, "X3": 0.17971, "Y3": 0.5498, "X4": 0.15942, "Y4": 0.5498, "page": 0, "Index": 35}, {"Word": "order", "Confidence": 0.997, "X1": 0.18841, "Y1": 0.5352, "X2": 0.24058, "Y2": 0.535, "X3": 0.24058, "Y3": 0.5508, "X4": 0.18841, "Y4": 0.5498, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.24493, "Y1": 0.5352, "X2": 0.26812, "Y2": 0.535, "X3": 0.26812, "Y3": 0.5508, "X4": 0.24493, "Y4": 0.5508, "page": 0, "Index": 37}, {"Word": "raise", "Confidence": 0.997, "X1": 0.27536, "Y1": 0.5352, "X2": 0.32029, "Y2": 0.535, "X3": 0.32029, "Y3": 0.5508, "X4": 0.27536, "Y4": 0.5508, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.995, "X1": 0.32899, "Y1": 0.5352, "X2": 0.35942, "Y2": 0.535, "X3": 0.35797, "Y3": 0.5508, "X4": 0.32754, "Y4": 0.5508, "page": 0, "Index": 39}, {"Word": "quality", "Confidence": 0.995, "X1": 0.36812, "Y1": 0.5342, "X2": 0.42754, "Y2": 0.534, "X3": 0.42754, "Y3": 0.5508, "X4": 0.36812, "Y4": 0.5508, "page": 0, "Index": 40}, {"Word": "standards", "Confidence": 0.994, "X1": 0.43768, "Y1": 0.5342, "X2": 0.52319, "Y2": 0.534, "X3": 0.52319, "Y3": 0.5508, "X4": 0.43768, "Y4": 0.5508, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.53043, "Y1": 0.5342, "X2": 0.55362, "Y2": 0.534, "X3": 0.55362, "Y3": 0.5508, "X4": 0.53043, "Y4": 0.5508, "page": 0, "Index": 42}, {"Word": "production,", "Confidence": 0.969, "X1": 0.56087, "Y1": 0.5342, "X2": 0.66232, "Y2": 0.534, "X3": 0.66232, "Y3": 0.5508, "X4": 0.56087, "Y4": 0.5508, "page": 0, "Index": 43}, {"Word": "facilitate", "Confidence": 0.994, "X1": 0.66667, "Y1": 0.5342, "X2": 0.74493, "Y2": 0.534, "X3": 0.74493, "Y3": 0.5498, "X4": 0.66667, "Y4": 0.5508, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.75217, "Y1": 0.5342, "X2": 0.78406, "Y2": 0.534, "X3": 0.78261, "Y3": 0.5498, "X4": 0.75072, "Y4": 0.5498, "page": 0, "Index": 45}, {"Word": ".", "Confidence": 0.921, "X1": 0.02609, "Y1": 0.5682, "X2": 0.02464, "Y2": 0.568, "X3": 0.01594, "Y3": 0.5668, "X4": 0.01739, "Y4": 0.5638, "page": 0, "Index": 46}, {"Word": ".", "Confidence": 0.849, "X1": 0.02754, "Y1": 0.5602, "X2": 0.02609, "Y2": 0.56, "X3": 0.01739, "Y3": 0.5598, "X4": 0.01884, "Y4": 0.5568, "page": 0, "Index": 47}, {"Word": "economical", "Confidence": 0.971, "X1": 0.16087, "Y1": 0.5522, "X2": 0.25362, "Y2": 0.552, "X3": 0.25362, "Y3": 0.5678, "X4": 0.15942, "Y4": 0.5668, "page": 0, "Index": 48}, {"Word": "exchange", "Confidence": 0.994, "X1": 0.25797, "Y1": 0.5522, "X2": 0.33768, "Y2": 0.552, "X3": 0.33768, "Y3": 0.5678, "X4": 0.25797, "Y4": 0.5678, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.998, "X1": 0.34348, "Y1": 0.5522, "X2": 0.37391, "Y2": 0.552, "X3": 0.37246, "Y3": 0.5678, "X4": 0.34203, "Y4": 0.5678, "page": 0, "Index": 50}, {"Word": "cooperation", "Confidence": 0.994, "X1": 0.37826, "Y1": 0.5512, "X2": 0.47826, "Y2": 0.551, "X3": 0.47681, "Y3": 0.5678, "X4": 0.37681, "Y4": 0.5678, "page": 0, "Index": 51}, {"Word": "between", "Confidence": 0.996, "X1": 0.48261, "Y1": 0.5512, "X2": 0.55217, "Y2": 0.551, "X3": 0.55217, "Y3": 0.5678, "X4": 0.48116, "Y4": 0.5678, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.998, "X1": 0.55797, "Y1": 0.5522, "X2": 0.58551, "Y2": 0.552, "X3": 0.58406, "Y3": 0.5678, "X4": 0.55652, "Y4": 0.5678, "page": 0, "Index": 53}, {"Word": "Arab", "Confidence": 0.959, "X1": 0.58986, "Y1": 0.5522, "X2": 0.63043, "Y2": 0.552, "X3": 0.63043, "Y3": 0.5678, "X4": 0.58986, "Y4": 0.5678, "page": 0, "Index": 54}, {"Word": "countries", "Confidence": 0.994, "X1": 0.63623, "Y1": 0.5522, "X2": 0.71159, "Y2": 0.552, "X3": 0.71159, "Y3": 0.5678, "X4": 0.63478, "Y4": 0.5678, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.998, "X1": 0.71739, "Y1": 0.5522, "X2": 0.74783, "Y2": 0.552, "X3": 0.74783, "Y3": 0.5678, "X4": 0.71739, "Y4": 0.5678, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.75217, "Y1": 0.5532, "X2": 0.78261, "Y2": 0.553, "X3": 0.78261, "Y3": 0.5678, "X4": 0.75217, "Y4": 0.5678, "page": 0, "Index": 57}, {"Word": "Gulf", "Confidence": 0.991, "X1": 0.16087, "Y1": 0.5682, "X2": 0.1971, "Y2": 0.568, "X3": 0.19565, "Y3": 0.5848, "X4": 0.15942, "Y4": 0.5848, "page": 0, "Index": 58}, {"Word": "states", "Confidence": 0.997, "X1": 0.20145, "Y1": 0.5682, "X2": 0.24928, "Y2": 0.568, "X3": 0.24928, "Y3": 0.5848, "X4": 0.20145, "Y4": 0.5848, "page": 0, "Index": 59}, {"Word": "and", "Confidence": 0.998, "X1": 0.25507, "Y1": 0.5682, "X2": 0.28696, "Y2": 0.568, "X3": 0.28696, "Y3": 0.5848, "X4": 0.25362, "Y4": 0.5848, "page": 0, "Index": 60}, {"Word": "due", "Confidence": 0.998, "X1": 0.2913, "Y1": 0.5682, "X2": 0.32174, "Y2": 0.568, "X3": 0.32174, "Y3": 0.5858, "X4": 0.2913, "Y4": 0.5848, "page": 0, "Index": 61}, {"Word": "to", "Confidence": 0.998, "X1": 0.32754, "Y1": 0.5682, "X2": 0.34493, "Y2": 0.568, "X3": 0.34493, "Y3": 0.5858, "X4": 0.32609, "Y4": 0.5858, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.995, "X1": 0.34928, "Y1": 0.5682, "X2": 0.37536, "Y2": 0.568, "X3": 0.37536, "Y3": 0.5858, "X4": 0.34928, "Y4": 0.5858, "page": 0, "Index": 63}, {"Word": "importance", "Confidence": 0.994, "X1": 0.37971, "Y1": 0.5692, "X2": 0.47536, "Y2": 0.569, "X3": 0.47536, "Y3": 0.5858, "X4": 0.37971, "Y4": 0.5858, "page": 0, "Index": 64}, {"Word": "of", "Confidence": 0.998, "X1": 0.47971, "Y1": 0.5692, "X2": 0.5, "Y2": 0.569, "X3": 0.49855, "Y3": 0.5858, "X4": 0.47971, "Y4": 0.5858, "page": 0, "Index": 65}, {"Word": "your", "Confidence": 0.991, "X1": 0.50435, "Y1": 0.5692, "X2": 0.54203, "Y2": 0.569, "X3": 0.54203, "Y3": 0.5858, "X4": 0.50435, "Y4": 0.5858, "page": 0, "Index": 66}, {"Word": "contribution", "Confidence": 0.991, "X1": 0.54783, "Y1": 0.5692, "X2": 0.64783, "Y2": 0.569, "X3": 0.64783, "Y3": 0.5858, "X4": 0.54783, "Y4": 0.5858, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.998, "X1": 0.65217, "Y1": 0.5692, "X2": 0.66957, "Y2": 0.569, "X3": 0.66957, "Y3": 0.5858, "X4": 0.65217, "Y4": 0.5858, "page": 0, "Index": 68}, {"Word": "this", "Confidence": 0.991, "X1": 0.67536, "Y1": 0.5692, "X2": 0.70725, "Y2": 0.569, "X3": 0.70725, "Y3": 0.5858, "X4": 0.67391, "Y4": 0.5858, "page": 0, "Index": 69}, {"Word": "national", "Confidence": 0.995, "X1": 0.71159, "Y1": 0.5692, "X2": 0.78261, "Y2": 0.569, "X3": 0.78261, "Y3": 0.5848, "X4": 0.71159, "Y4": 0.5858, "page": 0, "Index": 70}, {"Word": "production,", "Confidence": 0.991, "X1": 0.16087, "Y1": 0.5862, "X2": 0.26232, "Y2": 0.586, "X3": 0.26232, "Y3": 0.6028, "X4": 0.16087, "Y4": 0.6038, "page": 0, "Index": 71}, {"Word": "please", "Confidence": 0.997, "X1": 0.26957, "Y1": 0.5862, "X2": 0.32754, "Y2": 0.586, "X3": 0.32754, "Y3": 0.6028, "X4": 0.26812, "Y4": 0.6028, "page": 0, "Index": 72}, {"Word": "give", "Confidence": 0.991, "X1": 0.33768, "Y1": 0.5862, "X2": 0.37971, "Y2": 0.586, "X3": 0.37826, "Y3": 0.6028, "X4": 0.33768, "Y4": 0.6028, "page": 0, "Index": 73}, {"Word": "your", "Confidence": 0.991, "X1": 0.38986, "Y1": 0.5862, "X2": 0.43478, "Y2": 0.586, "X3": 0.43478, "Y3": 0.6028, "X4": 0.38841, "Y4": 0.6028, "page": 0, "Index": 74}, {"Word": "comments,", "Confidence": 0.993, "X1": 0.44493, "Y1": 0.5862, "X2": 0.54348, "Y2": 0.586, "X3": 0.54348, "Y3": 0.6028, "X4": 0.44493, "Y4": 0.6028, "page": 0, "Index": 75}, {"Word": "remarks", "Confidence": 0.991, "X1": 0.55072, "Y1": 0.5862, "X2": 0.62609, "Y2": 0.586, "X3": 0.62464, "Y3": 0.6028, "X4": 0.54928, "Y4": 0.6028, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.998, "X1": 0.63623, "Y1": 0.5862, "X2": 0.67101, "Y2": 0.586, "X3": 0.66957, "Y3": 0.6028, "X4": 0.63478, "Y4": 0.6028, "page": 0, "Index": 77}, {"Word": "suggestions", "Confidence": 0.994, "X1": 0.68261, "Y1": 0.5872, "X2": 0.78261, "Y2": 0.587, "X3": 0.78116, "Y3": 0.6028, "X4": 0.68116, "Y4": 0.6028, "page": 0, "Index": 78}, {"Word": "regarding", "Confidence": 0.991, "X1": 0.15942, "Y1": 0.6042, "X2": 0.24203, "Y2": 0.604, "X3": 0.24203, "Y3": 0.6198, "X4": 0.15942, "Y4": 0.6198, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.991, "X1": 0.24638, "Y1": 0.6042, "X2": 0.28116, "Y2": 0.604, "X3": 0.28116, "Y3": 0.6198, "X4": 0.24638, "Y4": 0.6198, "page": 0, "Index": 80}, {"Word": "preparation", "Confidence": 0.992, "X1": 0.28551, "Y1": 0.6032, "X2": 0.38406, "Y2": 0.603, "X3": 0.38406, "Y3": 0.6198, "X4": 0.28551, "Y4": 0.6198, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.993, "X1": 0.38986, "Y1": 0.6032, "X2": 0.41449, "Y2": 0.603, "X3": 0.41449, "Y3": 0.6198, "X4": 0.38986, "Y4": 0.6198, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.998, "X1": 0.41884, "Y1": 0.6032, "X2": 0.45072, "Y2": 0.603, "X3": 0.45072, "Y3": 0.6198, "X4": 0.41884, "Y4": 0.6198, "page": 0, "Index": 83}, {"Word": "specification", "Confidence": 0.991, "X1": 0.45797, "Y1": 0.6022, "X2": 0.56957, "Y2": 0.602, "X3": 0.56957, "Y3": 0.6198, "X4": 0.45797, "Y4": 0.6198, "page": 0, "Index": 84}, {"Word": "projects.", "Confidence": 0.991, "X1": 0.57681, "Y1": 0.6022, "X2": 0.65507, "Y2": 0.602, "X3": 0.65507, "Y3": 0.6198, "X4": 0.57536, "Y4": 0.6198, "page": 0, "Index": 85}, {"Word": "We", "Confidence": 0.998, "X1": 0.66087, "Y1": 0.6022, "X2": 0.6942, "Y2": 0.602, "X3": 0.6942, "Y3": 0.6198, "X4": 0.66087, "Y4": 0.6198, "page": 0, "Index": 86}, {"Word": "have", "Confidence": 0.988, "X1": 0.7, "Y1": 0.6022, "X2": 0.74638, "Y2": 0.602, "X3": 0.74638, "Y3": 0.6198, "X4": 0.69855, "Y4": 0.6198, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.994, "X1": 0.75217, "Y1": 0.6022, "X2": 0.78261, "Y2": 0.602, "X3": 0.78261, "Y3": 0.6198, "X4": 0.75072, "Y4": 0.6198, "page": 0, "Index": 88}, {"Word": "pleasure", "Confidence": 0.995, "X1": 0.15652, "Y1": 0.6212, "X2": 0.22754, "Y2": 0.621, "X3": 0.22754, "Y3": 0.6368, "X4": 0.15652, "Y4": 0.6378, "page": 0, "Index": 89}, {"Word": "in", "Confidence": 0.998, "X1": 0.23188, "Y1": 0.6212, "X2": 0.24783, "Y2": 0.621, "X3": 0.24783, "Y3": 0.6368, "X4": 0.23188, "Y4": 0.6368, "page": 0, "Index": 90}, {"Word": "enclosing", "Confidence": 0.994, "X1": 0.25217, "Y1": 0.6212, "X2": 0.33333, "Y2": 0.621, "X3": 0.33188, "Y3": 0.6358, "X4": 0.25217, "Y4": 0.6368, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.993, "X1": 0.33768, "Y1": 0.6212, "X2": 0.36232, "Y2": 0.621, "X3": 0.36087, "Y3": 0.6368, "X4": 0.33623, "Y4": 0.6368, "page": 0, "Index": 92}, {"Word": "following", "Confidence": 0.994, "X1": 0.36667, "Y1": 0.6212, "X2": 0.44638, "Y2": 0.621, "X3": 0.44493, "Y3": 0.6368, "X4": 0.36522, "Y4": 0.6368, "page": 0, "Index": 93}, {"Word": ":-", "Confidence": 0.937, "X1": 0.45072, "Y1": 0.6212, "X2": 0.46812, "Y2": 0.621, "X3": 0.46667, "Y3": 0.6368, "X4": 0.44928, "Y4": 0.6368, "page": 0, "Index": 94}, {"Word": "1", "Confidence": 0.938, "X1": 0.15797, "Y1": 0.6712, "X2": 0.16812, "Y2": 0.671, "X3": 0.16812, "Y3": 0.6868, "X4": 0.15797, "Y4": 0.6868, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.68, "X1": 0.17246, "Y1": 0.6712, "X2": 0.18696, "Y2": 0.671, "X3": 0.18696, "Y3": 0.6868, "X4": 0.17246, "Y4": 0.6868, "page": 0, "Index": 96}, {"Word": "Smoking", "Confidence": 0.992, "X1": 0.21014, "Y1": 0.6712, "X2": 0.28406, "Y2": 0.671, "X3": 0.28406, "Y3": 0.6878, "X4": 0.21014, "Y4": 0.6878, "page": 0, "Index": 97}, {"Word": "machines", "Confidence": 0.994, "X1": 0.28986, "Y1": 0.6712, "X2": 0.36522, "Y2": 0.671, "X3": 0.36522, "Y3": 0.6878, "X4": 0.28841, "Y4": 0.6878, "page": 0, "Index": 98}, {"Word": "for", "Confidence": 0.998, "X1": 0.37101, "Y1": 0.6712, "X2": 0.3971, "Y2": 0.671, "X3": 0.39565, "Y3": 0.6878, "X4": 0.36957, "Y4": 0.6878, "page": 0, "Index": 99}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.40145, "Y1": 0.6712, "X2": 0.47246, "Y2": 0.671, "X3": 0.47246, "Y3": 0.6878, "X4": 0.40145, "Y4": 0.6878, "page": 0, "Index": 100}, {"Word": "-", "Confidence": 0.995, "X1": 0.47826, "Y1": 0.6712, "X2": 0.48551, "Y2": 0.671, "X3": 0.48551, "Y3": 0.6878, "X4": 0.47681, "Y4": 0.6878, "page": 0, "Index": 101}, {"Word": "and", "Confidence": 0.998, "X1": 0.4913, "Y1": 0.6712, "X2": 0.52174, "Y2": 0.671, "X3": 0.52174, "Y3": 0.6878, "X4": 0.48986, "Y4": 0.6878, "page": 0, "Index": 102}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.52609, "Y1": 0.6712, "X2": 0.59855, "Y2": 0.671, "X3": 0.5971, "Y3": 0.6878, "X4": 0.52609, "Y4": 0.6878, "page": 0, "Index": 103}, {"Word": "products", "Confidence": 0.942, "X1": 0.6029, "Y1": 0.6712, "X2": 0.67246, "Y2": 0.671, "X3": 0.67246, "Y3": 0.6878, "X4": 0.6029, "Y4": 0.6878, "page": 0, "Index": 104}, {"Word": "Non-", "Confidence": 0.991, "X1": 0.67826, "Y1": 0.6712, "X2": 0.72754, "Y2": 0.671, "X3": 0.72609, "Y3": 0.6878, "X4": 0.67681, "Y4": 0.6878, "page": 0, "Index": 105}, {"Word": "routine", "Confidence": 0.994, "X1": 0.21159, "Y1": 0.6892, "X2": 0.26957, "Y2": 0.689, "X3": 0.26957, "Y3": 0.7038, "X4": 0.21159, "Y4": 0.7048, "page": 0, "Index": 106}, {"Word": "test", "Confidence": 0.988, "X1": 0.27391, "Y1": 0.6882, "X2": 0.3029, "Y2": 0.688, "X3": 0.30435, "Y3": 0.7038, "X4": 0.27391, "Y4": 0.7038, "page": 0, "Index": 107}, {"Word": "methods.", "Confidence": 0.991, "X1": 0.30725, "Y1": 0.6892, "X2": 0.38551, "Y2": 0.689, "X3": 0.38551, "Y3": 0.7038, "X4": 0.30725, "Y4": 0.7038, "page": 0, "Index": 108}, {"Word": "2", "Confidence": 0.998, "X1": 0.15797, "Y1": 0.7382, "X2": 0.16522, "Y2": 0.738, "X3": 0.16522, "Y3": 0.7558, "X4": 0.15652, "Y4": 0.7558, "page": 0, "Index": 109}, {"Word": "-", "Confidence": 0.998, "X1": 0.17101, "Y1": 0.7382, "X2": 0.18551, "Y2": 0.738, "X3": 0.18551, "Y3": 0.7558, "X4": 0.17101, "Y4": 0.7558, "page": 0, "Index": 110}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.21159, "Y1": 0.7382, "X2": 0.28261, "Y2": 0.738, "X3": 0.28261, "Y3": 0.7558, "X4": 0.21159, "Y4": 0.7558, "page": 0, "Index": 111}, {"Word": "-", "Confidence": 0.994, "X1": 0.28696, "Y1": 0.7382, "X2": 0.2942, "Y2": 0.738, "X3": 0.2942, "Y3": 0.7558, "X4": 0.28696, "Y4": 0.7558, "page": 0, "Index": 112}, {"Word": "determination", "Confidence": 0.991, "X1": 0.3, "Y1": 0.7382, "X2": 0.41304, "Y2": 0.738, "X3": 0.41304, "Y3": 0.7558, "X4": 0.3, "Y4": 0.7558, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.998, "X1": 0.41739, "Y1": 0.7382, "X2": 0.43478, "Y2": 0.738, "X3": 0.43478, "Y3": 0.7558, "X4": 0.41739, "Y4": 0.7558, "page": 0, "Index": 114}, {"Word": "water", "Confidence": 0.997, "X1": 0.44058, "Y1": 0.7392, "X2": 0.48551, "Y2": 0.739, "X3": 0.48696, "Y3": 0.7558, "X4": 0.44058, "Y4": 0.7558, "page": 0, "Index": 115}, {"Word": "content", "Confidence": 0.996, "X1": 0.4913, "Y1": 0.7392, "X2": 0.55362, "Y2": 0.739, "X3": 0.55362, "Y3": 0.7558, "X4": 0.4913, "Y4": 0.7558, "page": 0, "Index": 116}, {"Word": "(Reference", "Confidence": 0.994, "X1": 0.55797, "Y1": 0.7392, "X2": 0.64783, "Y2": 0.739, "X3": 0.64783, "Y3": 0.7568, "X4": 0.55942, "Y4": 0.7558, "page": 0, "Index": 117}, {"Word": "method).", "Confidence": 0.994, "X1": 0.65217, "Y1": 0.7392, "X2": 0.73043, "Y2": 0.739, "X3": 0.73188, "Y3": 0.7568, "X4": 0.65362, "Y4": 0.7568, "page": 0, "Index": 118}, {"Word": "800118440", "Confidence": 0.991, "X1": 0.96667, "Y1": 0.9352, "X2": 0.97246, "Y2": 0.935, "X3": 0.94058, "Y3": 0.9348, "X4": 0.93913, "Y4": 0.8278, "page": 0, "Index": 119}, {"Word": "Q12317", "Confidence": 0.961, "X1": 0.0029, "Y1": 0.9622, "X2": 0.07391, "Y2": 0.962, "X3": 0.07391, "Y3": 0.9758, "X4": 0.0029, "Y4": 0.9768, "page": 0, "Index": 120}]}
|
"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"
|
ffpd0206
| 13 |
{"lines_data": [{"Word": "END OF DOCUMENT", "Confidence": 0.99733, "X1": 0.32319, "Y1": 0.0342, "X2": 0.6942, "Y2": 0.034, "X3": 0.6942, "Y3": 0.0588, "X4": 0.32319, "Y4": 0.0588, "page": 0}, {"Word": "800118450", "Confidence": 0.993, "X1": 0.96812, "Y1": 0.9472, "X2": 0.96957, "Y2": 0.947, "X3": 0.93768, "Y3": 0.9468, "X4": 0.93623, "Y4": 0.8358, "page": 0}, {"Word": "212317", "Confidence": 0.886, "X1": 0.0, "Y1": 0.9572, "X2": 0.06232, "Y2": 0.957, "X3": 0.06232, "Y3": 0.9728, "X4": 0.0, "Y4": 0.9728, "page": 0}, {"Word": "---- -", "Confidence": 0.8125, "X1": 0.85072, "Y1": 0.9752, "X2": 0.91449, "Y2": 0.975, "X3": 0.91449, "Y3": 0.9858, "X4": 0.85072, "Y4": 0.9858, "page": 0}], "words_data": [{"Word": "END", "Confidence": 0.998, "X1": 0.32464, "Y1": 0.0362, "X2": 0.3913, "Y2": 0.036, "X3": 0.3913, "Y3": 0.0598, "X4": 0.32319, "Y4": 0.0598, "page": 0, "Index": 0}, {"Word": "OF", "Confidence": 0.998, "X1": 0.40725, "Y1": 0.0362, "X2": 0.45507, "Y2": 0.036, "X3": 0.45507, "Y3": 0.0598, "X4": 0.40725, "Y4": 0.0598, "page": 0, "Index": 1}, {"Word": "DOCUMENT", "Confidence": 0.996, "X1": 0.46667, "Y1": 0.0352, "X2": 0.68406, "Y2": 0.035, "X3": 0.68551, "Y3": 0.0598, "X4": 0.46667, "Y4": 0.0598, "page": 0, "Index": 2}, {"Word": "800118450", "Confidence": 0.993, "X1": 0.96812, "Y1": 0.9432, "X2": 0.96957, "Y2": 0.943, "X3": 0.93913, "Y3": 0.9428, "X4": 0.93623, "Y4": 0.8368, "page": 0, "Index": 3}, {"Word": "212317", "Confidence": 0.886, "X1": 0.0, "Y1": 0.9572, "X2": 0.06232, "Y2": 0.957, "X3": 0.06232, "Y3": 0.9728, "X4": 0.0, "Y4": 0.9728, "page": 0, "Index": 4}, {"Word": "----", "Confidence": 0.634, "X1": 0.85217, "Y1": 0.9762, "X2": 0.88696, "Y2": 0.976, "X3": 0.88696, "Y3": 0.9868, "X4": 0.85362, "Y4": 0.9868, "page": 0, "Index": 5}, {"Word": "-", "Confidence": 0.991, "X1": 0.8942, "Y1": 0.9762, "X2": 0.9029, "Y2": 0.976, "X3": 0.9029, "Y3": 0.9868, "X4": 0.8942, "Y4": 0.9868, "page": 0, "Index": 6}]}
|
"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"
|
ffpd0206
| 2 |
{"lines_data": [{"Word": "800118439", "Confidence": 0.993, "X1": 0.96087, "Y1": 0.9392, "X2": 0.96377, "Y2": 0.939, "X3": 0.93478, "Y3": 0.9388, "X4": 0.93188, "Y4": 0.8308, "page": 0}, {"Word": "212317", "Confidence": 0.943, "X1": 0.0, "Y1": 0.9572, "X2": 0.06667, "Y2": 0.957, "X3": 0.06667, "Y3": 0.9718, "X4": 0.0, "Y4": 0.9718, "page": 0}], "words_data": [{"Word": "800118439", "Confidence": 0.993, "X1": 0.96232, "Y1": 0.9372, "X2": 0.96377, "Y2": 0.937, "X3": 0.93478, "Y3": 0.9378, "X4": 0.93333, "Y4": 0.8318, "page": 0, "Index": 0}, {"Word": "212317", "Confidence": 0.943, "X1": 0.0, "Y1": 0.9572, "X2": 0.06377, "Y2": 0.957, "X3": 0.06377, "Y3": 0.9718, "X4": 0.0, "Y4": 0.9718, "page": 0, "Index": 1}]}
|
"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"
|
ffpd0206
| 9 |
{"lines_data": [{"Word": "leaves", "Confidence": 0.591, "X1": 0.38696, "Y1": 0.1212, "X2": 0.47246, "Y2": 0.121, "X3": 0.47681, "Y3": 0.1388, "X4": 0.38841, "Y4": 0.1478, "page": 0}, {"Word": "5/2 Constitution of the test sample and precautions that should be", "Confidence": 0.99373, "X1": 0.16522, "Y1": 0.1702, "X2": 0.75797, "Y2": 0.17, "X3": 0.75797, "Y3": 0.1878, "X4": 0.16522, "Y4": 0.1858, "page": 0}, {"Word": "taken during preparation and testing.", "Confidence": 0.9766, "X1": 0.21449, "Y1": 0.1872, "X2": 0.54493, "Y2": 0.187, "X3": 0.54348, "Y3": 0.2028, "X4": 0.21449, "Y4": 0.2018, "page": 0}, {"Word": "The test sample should be constituted from manufactured tobacco or", "Confidence": 0.9941, "X1": 0.21739, "Y1": 0.2042, "X2": 0.78986, "Y2": 0.204, "X3": 0.78986, "Y3": 0.2208, "X4": 0.21739, "Y4": 0.2198, "page": 0}, {"Word": "from fragments of paper smaller than I'm2. Use only Tobacco that is used", "Confidence": 0.95385, "X1": 0.16522, "Y1": 0.2192, "X2": 0.78986, "Y2": 0.219, "X3": 0.78986, "Y3": 0.2368, "X4": 0.16522, "Y4": 0.2358, "page": 0}, {"Word": "1", "Confidence": 0.798, "X1": 0.02029, "Y1": 0.2312, "X2": 0.03043, "Y2": 0.231, "X3": 0.02754, "Y3": 0.2398, "X4": 0.01884, "Y4": 0.2398, "page": 0}, {"Word": "for cigarettes (after discarding the paper and the residues). All precaution", "Confidence": 0.974, "X1": 0.16522, "Y1": 0.2372, "X2": 0.78986, "Y2": 0.237, "X3": 0.78986, "Y3": 0.2538, "X4": 0.16522, "Y4": 0.2528, "page": 0}, {"Word": "should be taken to prevent the alteration of the water content in the test", "Confidence": 0.98943, "X1": 0.16667, "Y1": 0.2552, "X2": 0.78696, "Y2": 0.255, "X3": 0.78696, "Y3": 0.2708, "X4": 0.16667, "Y4": 0.2698, "page": 0}, {"Word": "sample during preparation and weighing of the test sample.", "Confidence": 0.99489, "X1": 0.16522, "Y1": 0.2702, "X2": 0.65507, "Y2": 0.27, "X3": 0.65507, "Y3": 0.2878, "X4": 0.16522, "Y4": 0.2878, "page": 0}, {"Word": "5/3 Determination", "Confidence": 0.991, "X1": 0.16377, "Y1": 0.3212, "X2": 0.34783, "Y2": 0.321, "X3": 0.34783, "Y3": 0.3358, "X4": 0.16377, "Y4": 0.3358, "page": 0}, {"Word": "--", "Confidence": 0.627, "X1": 0.02754, "Y1": 0.3522, "X2": 0.02754, "Y2": 0.352, "X3": 0.01884, "Y3": 0.3518, "X4": 0.01884, "Y4": 0.3378, "page": 0}, {"Word": "5/3/1 - Preparing the weight of the test samples", "Confidence": 0.96722, "X1": 0.16232, "Y1": 0.3552, "X2": 0.55942, "Y2": 0.355, "X3": 0.55942, "Y3": 0.3718, "X4": 0.16232, "Y4": 0.3698, "page": 0}, {"Word": "Weigh to the nonest 0.0Kg test partions of 50gm", "Confidence": 0.78389, "X1": 0.21884, "Y1": 0.3712, "X2": 0.74783, "Y2": 0.371, "X3": 0.74783, "Y3": 0.3908, "X4": 0.21884, "Y4": 0.3908, "page": 0}, {"Word": "The sample test is weighed to the nearest 0.01g/50 gm.", "Confidence": 0.98, "X1": 0.22319, "Y1": 0.3872, "X2": 0.6971, "Y2": 0.387, "X3": 0.6971, "Y3": 0.4048, "X4": 0.22319, "Y4": 0.4048, "page": 0}, {"Word": "-", "Confidence": 0.938, "X1": 0.02899, "Y1": 0.4202, "X2": 0.02754, "Y2": 0.42, "X3": 0.01739, "Y3": 0.4198, "X4": 0.01739, "Y4": 0.4028, "page": 0}, {"Word": "If the expected water content is higher than 24% (mass/mass), then", "Confidence": 0.99436, "X1": 0.21449, "Y1": 0.4222, "X2": 0.78551, "Y2": 0.422, "X3": 0.78551, "Y3": 0.4388, "X4": 0.21449, "Y4": 0.4378, "page": 0}, {"Word": "the size of the test sample should be reduced so that the size of the graded", "Confidence": 0.99556, "X1": 0.16377, "Y1": 0.4392, "X2": 0.78696, "Y2": 0.439, "X3": 0.78696, "Y3": 0.4558, "X4": 0.16377, "Y4": 0.4538, "page": 0}, {"Word": "tube (4/2/3) is sufficient to contain the water extracted.", "Confidence": 0.99556, "X1": 0.16087, "Y1": 0.4562, "X2": 0.61739, "Y2": 0.456, "X3": 0.61739, "Y3": 0.4718, "X4": 0.16087, "Y4": 0.4718, "page": 0}, {"Word": "-", "Confidence": 0.991, "X1": 0.02609, "Y1": 0.4882, "X2": 0.02609, "Y2": 0.488, "X3": 0.01594, "Y3": 0.4878, "X4": 0.01594, "Y4": 0.4728, "page": 0}, {"Word": "Note : It is appropriate to weigh the tobacco directly in the distillation", "Confidence": 0.95715, "X1": 0.16087, "Y1": 0.4892, "X2": 0.78696, "Y2": 0.489, "X3": 0.78696, "Y3": 0.5058, "X4": 0.16087, "Y4": 0.5068, "page": 0}, {"Word": "flask, by putting the flask on the scale and subtracting the weight of of the", "Confidence": 0.99653, "X1": 0.16232, "Y1": 0.5102, "X2": 0.78696, "Y2": 0.51, "X3": 0.78696, "Y3": 0.5268, "X4": 0.16232, "Y4": 0.5258, "page": 0}, {"Word": "empty flask. Different test samples, one after the other, can", "Confidence": 0.9954, "X1": 0.16232, "Y1": 0.5272, "X2": 0.65507, "Y2": 0.527, "X3": 0.65507, "Y3": 0.5438, "X4": 0.16232, "Y4": 0.5428, "page": 0}, {"Word": "be", "Confidence": 0.997, "X1": 0.69565, "Y1": 0.5292, "X2": 0.72464, "Y2": 0.529, "X3": 0.72464, "Y3": 0.5428, "X4": 0.69565, "Y4": 0.5428, "page": 0}, {"Word": "weighed in different flasks.", "Confidence": 0.99375, "X1": 0.16087, "Y1": 0.5432, "X2": 0.38841, "Y2": 0.543, "X3": 0.38841, "Y3": 0.5588, "X4": 0.16087, "Y4": 0.5598, "page": 0}, {"Word": "--", "Confidence": 0.883, "X1": 0.02609, "Y1": 0.5712, "X2": 0.02609, "Y2": 0.571, "X3": 0.01449, "Y3": 0.5708, "X4": 0.01449, "Y4": 0.5458, "page": 0}, {"Word": "When the weighing is finished, every flask should be closed", "Confidence": 0.994, "X1": 0.23478, "Y1": 0.5602, "X2": 0.78696, "Y2": 0.56, "X3": 0.78696, "Y3": 0.5778, "X4": 0.23478, "Y4": 0.5778, "page": 0}, {"Word": "tightly.", "Confidence": 0.856, "X1": 0.16087, "Y1": 0.5772, "X2": 0.22029, "Y2": 0.577, "X3": 0.22029, "Y3": 0.5938, "X4": 0.16087, "Y4": 0.5938, "page": 0}, {"Word": "5/3/2 - Distillation", "Confidence": 0.96533, "X1": 0.16377, "Y1": 0.6282, "X2": 0.33768, "Y2": 0.628, "X3": 0.33768, "Y3": 0.6438, "X4": 0.16377, "Y4": 0.6438, "page": 0}, {"Word": "Pour 350 ml of annular hexane (3/1) in the flask containing the", "Confidence": 0.99417, "X1": 0.23768, "Y1": 0.6642, "X2": 0.78261, "Y2": 0.664, "X3": 0.78261, "Y3": 0.6798, "X4": 0.23768, "Y4": 0.6788, "page": 0}, {"Word": "test sample (5/3/1). The annular hexane can be added directly after", "Confidence": 0.99409, "X1": 0.15942, "Y1": 0.6802, "X2": 0.78406, "Y2": 0.68, "X3": 0.78406, "Y3": 0.6968, "X4": 0.15942, "Y4": 0.6968, "page": 0}, {"Word": "weighing the test sample or later, providing that the flask is closed", "Confidence": 0.99408, "X1": 0.15797, "Y1": 0.6972, "X2": 0.78406, "Y2": 0.697, "X3": 0.78406, "Y3": 0.7148, "X4": 0.15797, "Y4": 0.7138, "page": 0}, {"Word": "immediately and kept closed until distillation.", "Confidence": 0.985, "X1": 0.15507, "Y1": 0.7132, "X2": 0.53623, "Y2": 0.713, "X3": 0.53623, "Y3": 0.7298, "X4": 0.15507, "Y4": 0.7308, "page": 0}, {"Word": "800118446", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9452, "X2": 0.96957, "Y2": 0.945, "X3": 0.93913, "Y3": 0.9448, "X4": 0.93913, "Y4": 0.8338, "page": 0}, {"Word": "212317", "Confidence": 0.952, "X1": 0.0, "Y1": 0.9582, "X2": 0.06522, "Y2": 0.958, "X3": 0.06667, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "leaves", "Confidence": 0.591, "X1": 0.38841, "Y1": 0.1212, "X2": 0.47391, "Y2": 0.121, "X3": 0.47536, "Y3": 0.1398, "X4": 0.38841, "Y4": 0.1478, "page": 0, "Index": 0}, {"Word": "5/2", "Confidence": 0.997, "X1": 0.16667, "Y1": 0.1692, "X2": 0.19855, "Y2": 0.169, "X3": 0.1971, "Y3": 0.1868, "X4": 0.16522, "Y4": 0.1868, "page": 0, "Index": 1}, {"Word": "Constitution", "Confidence": 0.975, "X1": 0.22464, "Y1": 0.1702, "X2": 0.32609, "Y2": 0.17, "X3": 0.32464, "Y3": 0.1868, "X4": 0.22319, "Y4": 0.1868, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.998, "X1": 0.33043, "Y1": 0.1702, "X2": 0.34203, "Y2": 0.17, "X3": 0.34058, "Y3": 0.1868, "X4": 0.33043, "Y4": 0.1868, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.998, "X1": 0.34638, "Y1": 0.1702, "X2": 0.37681, "Y2": 0.17, "X3": 0.37681, "Y3": 0.1868, "X4": 0.34638, "Y4": 0.1868, "page": 0, "Index": 4}, {"Word": "test", "Confidence": 0.986, "X1": 0.38116, "Y1": 0.1702, "X2": 0.41159, "Y2": 0.17, "X3": 0.41159, "Y3": 0.1868, "X4": 0.38116, "Y4": 0.1868, "page": 0, "Index": 5}, {"Word": "sample", "Confidence": 0.997, "X1": 0.41739, "Y1": 0.1702, "X2": 0.47971, "Y2": 0.17, "X3": 0.47826, "Y3": 0.1868, "X4": 0.41594, "Y4": 0.1868, "page": 0, "Index": 6}, {"Word": "and", "Confidence": 0.998, "X1": 0.48406, "Y1": 0.1712, "X2": 0.51739, "Y2": 0.171, "X3": 0.51739, "Y3": 0.1868, "X4": 0.48406, "Y4": 0.1868, "page": 0, "Index": 7}, {"Word": "precautions", "Confidence": 0.994, "X1": 0.52319, "Y1": 0.1712, "X2": 0.62029, "Y2": 0.171, "X3": 0.62029, "Y3": 0.1868, "X4": 0.52174, "Y4": 0.1868, "page": 0, "Index": 8}, {"Word": "that", "Confidence": 0.994, "X1": 0.62609, "Y1": 0.1712, "X2": 0.65942, "Y2": 0.171, "X3": 0.65797, "Y3": 0.1868, "X4": 0.62464, "Y4": 0.1868, "page": 0, "Index": 9}, {"Word": "should", "Confidence": 0.997, "X1": 0.66377, "Y1": 0.1712, "X2": 0.72609, "Y2": 0.171, "X3": 0.72609, "Y3": 0.1878, "X4": 0.66377, "Y4": 0.1878, "page": 0, "Index": 10}, {"Word": "be", "Confidence": 0.997, "X1": 0.73188, "Y1": 0.1712, "X2": 0.75652, "Y2": 0.171, "X3": 0.75652, "Y3": 0.1878, "X4": 0.73043, "Y4": 0.1878, "page": 0, "Index": 11}, {"Word": "taken", "Confidence": 0.966, "X1": 0.21739, "Y1": 0.1872, "X2": 0.26667, "Y2": 0.187, "X3": 0.26667, "Y3": 0.2018, "X4": 0.21739, "Y4": 0.2028, "page": 0, "Index": 12}, {"Word": "during", "Confidence": 0.997, "X1": 0.27101, "Y1": 0.1872, "X2": 0.32899, "Y2": 0.187, "X3": 0.32899, "Y3": 0.2018, "X4": 0.27101, "Y4": 0.2018, "page": 0, "Index": 13}, {"Word": "preparation", "Confidence": 0.97, "X1": 0.33333, "Y1": 0.1872, "X2": 0.43478, "Y2": 0.187, "X3": 0.43478, "Y3": 0.2028, "X4": 0.33333, "Y4": 0.2018, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.998, "X1": 0.43913, "Y1": 0.1882, "X2": 0.47391, "Y2": 0.188, "X3": 0.47391, "Y3": 0.2028, "X4": 0.43913, "Y4": 0.2028, "page": 0, "Index": 15}, {"Word": "testing.", "Confidence": 0.952, "X1": 0.47826, "Y1": 0.1892, "X2": 0.54493, "Y2": 0.189, "X3": 0.54348, "Y3": 0.2038, "X4": 0.47826, "Y4": 0.2028, "page": 0, "Index": 16}, {"Word": "The", "Confidence": 0.998, "X1": 0.22029, "Y1": 0.2032, "X2": 0.25072, "Y2": 0.203, "X3": 0.25072, "Y3": 0.2198, "X4": 0.22029, "Y4": 0.2198, "page": 0, "Index": 17}, {"Word": "test", "Confidence": 0.991, "X1": 0.25507, "Y1": 0.2032, "X2": 0.28406, "Y2": 0.203, "X3": 0.28406, "Y3": 0.2198, "X4": 0.25507, "Y4": 0.2198, "page": 0, "Index": 18}, {"Word": "sample", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.2032, "X2": 0.34928, "Y2": 0.203, "X3": 0.34928, "Y3": 0.2198, "X4": 0.28841, "Y4": 0.2198, "page": 0, "Index": 19}, {"Word": "should", "Confidence": 0.997, "X1": 0.35507, "Y1": 0.2032, "X2": 0.4087, "Y2": 0.203, "X3": 0.4087, "Y3": 0.2198, "X4": 0.35362, "Y4": 0.2198, "page": 0, "Index": 20}, {"Word": "be", "Confidence": 0.998, "X1": 0.41449, "Y1": 0.2032, "X2": 0.43333, "Y2": 0.203, "X3": 0.43333, "Y3": 0.2198, "X4": 0.41304, "Y4": 0.2198, "page": 0, "Index": 21}, {"Word": "constituted", "Confidence": 0.993, "X1": 0.43768, "Y1": 0.2042, "X2": 0.53043, "Y2": 0.204, "X3": 0.52899, "Y3": 0.2198, "X4": 0.43768, "Y4": 0.2198, "page": 0, "Index": 22}, {"Word": "from", "Confidence": 0.988, "X1": 0.53478, "Y1": 0.2042, "X2": 0.57246, "Y2": 0.204, "X3": 0.57246, "Y3": 0.2198, "X4": 0.53333, "Y4": 0.2198, "page": 0, "Index": 23}, {"Word": "manufactured", "Confidence": 0.991, "X1": 0.57826, "Y1": 0.2052, "X2": 0.6913, "Y2": 0.205, "X3": 0.6913, "Y3": 0.2198, "X4": 0.57826, "Y4": 0.2198, "page": 0, "Index": 24}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.69565, "Y1": 0.2062, "X2": 0.76232, "Y2": 0.206, "X3": 0.76087, "Y3": 0.2198, "X4": 0.69565, "Y4": 0.2198, "page": 0, "Index": 25}, {"Word": "or", "Confidence": 0.996, "X1": 0.76667, "Y1": 0.2062, "X2": 0.7913, "Y2": 0.206, "X3": 0.7913, "Y3": 0.2198, "X4": 0.76522, "Y4": 0.2198, "page": 0, "Index": 26}, {"Word": "from", "Confidence": 0.98, "X1": 0.16667, "Y1": 0.2202, "X2": 0.2029, "Y2": 0.22, "X3": 0.20145, "Y3": 0.2368, "X4": 0.16667, "Y4": 0.2368, "page": 0, "Index": 27}, {"Word": "fragments", "Confidence": 0.994, "X1": 0.21014, "Y1": 0.2202, "X2": 0.29275, "Y2": 0.22, "X3": 0.2913, "Y3": 0.2368, "X4": 0.2087, "Y4": 0.2368, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.2971, "Y1": 0.2202, "X2": 0.31594, "Y2": 0.22, "X3": 0.31594, "Y3": 0.2368, "X4": 0.2971, "Y4": 0.2368, "page": 0, "Index": 29}, {"Word": "paper", "Confidence": 0.996, "X1": 0.32174, "Y1": 0.2202, "X2": 0.36957, "Y2": 0.22, "X3": 0.36812, "Y3": 0.2368, "X4": 0.32029, "Y4": 0.2368, "page": 0, "Index": 30}, {"Word": "smaller", "Confidence": 0.995, "X1": 0.37391, "Y1": 0.2192, "X2": 0.43478, "Y2": 0.219, "X3": 0.43333, "Y3": 0.2368, "X4": 0.37246, "Y4": 0.2368, "page": 0, "Index": 31}, {"Word": "than", "Confidence": 0.991, "X1": 0.43913, "Y1": 0.2202, "X2": 0.47826, "Y2": 0.22, "X3": 0.47826, "Y3": 0.2368, "X4": 0.43768, "Y4": 0.2368, "page": 0, "Index": 32}, {"Word": "I'm2.", "Confidence": 0.526, "X1": 0.48406, "Y1": 0.2202, "X2": 0.52174, "Y2": 0.22, "X3": 0.52029, "Y3": 0.2368, "X4": 0.48261, "Y4": 0.2368, "page": 0, "Index": 33}, {"Word": "Use", "Confidence": 0.998, "X1": 0.52609, "Y1": 0.2202, "X2": 0.56232, "Y2": 0.22, "X3": 0.56087, "Y3": 0.2368, "X4": 0.52609, "Y4": 0.2368, "page": 0, "Index": 34}, {"Word": "only", "Confidence": 0.979, "X1": 0.56667, "Y1": 0.2202, "X2": 0.60435, "Y2": 0.22, "X3": 0.60435, "Y3": 0.2368, "X4": 0.56522, "Y4": 0.2368, "page": 0, "Index": 35}, {"Word": "Tobacco", "Confidence": 0.968, "X1": 0.61014, "Y1": 0.2212, "X2": 0.68261, "Y2": 0.221, "X3": 0.68116, "Y3": 0.2368, "X4": 0.6087, "Y4": 0.2368, "page": 0, "Index": 36}, {"Word": "that", "Confidence": 0.988, "X1": 0.68696, "Y1": 0.2212, "X2": 0.72029, "Y2": 0.221, "X3": 0.72029, "Y3": 0.2368, "X4": 0.68696, "Y4": 0.2368, "page": 0, "Index": 37}, {"Word": "is", "Confidence": 0.998, "X1": 0.72609, "Y1": 0.2222, "X2": 0.74203, "Y2": 0.222, "X3": 0.74058, "Y3": 0.2368, "X4": 0.72464, "Y4": 0.2368, "page": 0, "Index": 38}, {"Word": "used", "Confidence": 0.989, "X1": 0.74638, "Y1": 0.2222, "X2": 0.78696, "Y2": 0.222, "X3": 0.78696, "Y3": 0.2368, "X4": 0.74493, "Y4": 0.2368, "page": 0, "Index": 39}, {"Word": "1", "Confidence": 0.798, "X1": 0.02174, "Y1": 0.2302, "X2": 0.03043, "Y2": 0.23, "X3": 0.02899, "Y3": 0.2398, "X4": 0.02029, "Y4": 0.2388, "page": 0, "Index": 40}, {"Word": "for", "Confidence": 0.998, "X1": 0.16667, "Y1": 0.2372, "X2": 0.18986, "Y2": 0.237, "X3": 0.18986, "Y3": 0.2538, "X4": 0.16522, "Y4": 0.2538, "page": 0, "Index": 41}, {"Word": "cigarettes", "Confidence": 0.991, "X1": 0.1942, "Y1": 0.2372, "X2": 0.27391, "Y2": 0.237, "X3": 0.27391, "Y3": 0.2538, "X4": 0.1942, "Y4": 0.2538, "page": 0, "Index": 42}, {"Word": "(after", "Confidence": 0.997, "X1": 0.27826, "Y1": 0.2372, "X2": 0.32609, "Y2": 0.237, "X3": 0.32609, "Y3": 0.2538, "X4": 0.27826, "Y4": 0.2538, "page": 0, "Index": 43}, {"Word": "discarding", "Confidence": 0.994, "X1": 0.33188, "Y1": 0.2372, "X2": 0.41884, "Y2": 0.237, "X3": 0.41884, "Y3": 0.2538, "X4": 0.33043, "Y4": 0.2538, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.994, "X1": 0.42319, "Y1": 0.2372, "X2": 0.45072, "Y2": 0.237, "X3": 0.45072, "Y3": 0.2548, "X4": 0.42319, "Y4": 0.2538, "page": 0, "Index": 45}, {"Word": "paper", "Confidence": 0.997, "X1": 0.45507, "Y1": 0.2372, "X2": 0.50435, "Y2": 0.237, "X3": 0.50435, "Y3": 0.2548, "X4": 0.45507, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.51014, "Y1": 0.2372, "X2": 0.54058, "Y2": 0.237, "X3": 0.54058, "Y3": 0.2548, "X4": 0.5087, "Y4": 0.2548, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.54638, "Y1": 0.2382, "X2": 0.57101, "Y2": 0.238, "X3": 0.57101, "Y3": 0.2548, "X4": 0.54638, "Y4": 0.2548, "page": 0, "Index": 48}, {"Word": "residues).", "Confidence": 0.755, "X1": 0.57681, "Y1": 0.2382, "X2": 0.66087, "Y2": 0.238, "X3": 0.66087, "Y3": 0.2548, "X4": 0.57681, "Y4": 0.2548, "page": 0, "Index": 49}, {"Word": "All", "Confidence": 0.998, "X1": 0.66522, "Y1": 0.2382, "X2": 0.6913, "Y2": 0.238, "X3": 0.6913, "Y3": 0.2548, "X4": 0.66522, "Y4": 0.2548, "page": 0, "Index": 50}, {"Word": "precaution", "Confidence": 0.994, "X1": 0.69565, "Y1": 0.2392, "X2": 0.78696, "Y2": 0.239, "X3": 0.78696, "Y3": 0.2548, "X4": 0.69565, "Y4": 0.2548, "page": 0, "Index": 51}, {"Word": "should", "Confidence": 0.985, "X1": 0.16667, "Y1": 0.2542, "X2": 0.21884, "Y2": 0.254, "X3": 0.21884, "Y3": 0.2708, "X4": 0.16667, "Y4": 0.2708, "page": 0, "Index": 52}, {"Word": "be", "Confidence": 0.998, "X1": 0.22464, "Y1": 0.2542, "X2": 0.24783, "Y2": 0.254, "X3": 0.24783, "Y3": 0.2708, "X4": 0.22464, "Y4": 0.2708, "page": 0, "Index": 53}, {"Word": "taken", "Confidence": 0.997, "X1": 0.25217, "Y1": 0.2542, "X2": 0.3, "Y2": 0.254, "X3": 0.3, "Y3": 0.2708, "X4": 0.25217, "Y4": 0.2708, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.998, "X1": 0.30435, "Y1": 0.2542, "X2": 0.32464, "Y2": 0.254, "X3": 0.32464, "Y3": 0.2708, "X4": 0.30435, "Y4": 0.2708, "page": 0, "Index": 55}, {"Word": "prevent", "Confidence": 0.909, "X1": 0.32899, "Y1": 0.2542, "X2": 0.39275, "Y2": 0.254, "X3": 0.39275, "Y3": 0.2708, "X4": 0.32899, "Y4": 0.2708, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.39855, "Y1": 0.2542, "X2": 0.42754, "Y2": 0.254, "X3": 0.42754, "Y3": 0.2708, "X4": 0.39855, "Y4": 0.2708, "page": 0, "Index": 57}, {"Word": "alteration", "Confidence": 0.994, "X1": 0.43188, "Y1": 0.2552, "X2": 0.51449, "Y2": 0.255, "X3": 0.51304, "Y3": 0.2708, "X4": 0.43188, "Y4": 0.2708, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.998, "X1": 0.51884, "Y1": 0.2552, "X2": 0.53913, "Y2": 0.255, "X3": 0.53913, "Y3": 0.2708, "X4": 0.51884, "Y4": 0.2708, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.997, "X1": 0.54348, "Y1": 0.2552, "X2": 0.56957, "Y2": 0.255, "X3": 0.56957, "Y3": 0.2708, "X4": 0.54348, "Y4": 0.2708, "page": 0, "Index": 60}, {"Word": "water", "Confidence": 0.998, "X1": 0.57536, "Y1": 0.2552, "X2": 0.62464, "Y2": 0.255, "X3": 0.62464, "Y3": 0.2708, "X4": 0.57536, "Y4": 0.2708, "page": 0, "Index": 61}, {"Word": "content", "Confidence": 0.996, "X1": 0.63043, "Y1": 0.2552, "X2": 0.6942, "Y2": 0.255, "X3": 0.6942, "Y3": 0.2708, "X4": 0.62899, "Y4": 0.2708, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.998, "X1": 0.69855, "Y1": 0.2552, "X2": 0.71739, "Y2": 0.255, "X3": 0.71739, "Y3": 0.2708, "X4": 0.69855, "Y4": 0.2708, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.998, "X1": 0.72174, "Y1": 0.2562, "X2": 0.75072, "Y2": 0.256, "X3": 0.74928, "Y3": 0.2708, "X4": 0.72174, "Y4": 0.2708, "page": 0, "Index": 64}, {"Word": "test", "Confidence": 0.988, "X1": 0.75507, "Y1": 0.2562, "X2": 0.78841, "Y2": 0.256, "X3": 0.78841, "Y3": 0.2708, "X4": 0.75507, "Y4": 0.2708, "page": 0, "Index": 65}, {"Word": "sample", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.2712, "X2": 0.22029, "Y2": 0.271, "X3": 0.22029, "Y3": 0.2888, "X4": 0.16667, "Y4": 0.2888, "page": 0, "Index": 66}, {"Word": "during", "Confidence": 0.994, "X1": 0.22609, "Y1": 0.2712, "X2": 0.27971, "Y2": 0.271, "X3": 0.27826, "Y3": 0.2888, "X4": 0.22609, "Y4": 0.2888, "page": 0, "Index": 67}, {"Word": "preparation", "Confidence": 0.994, "X1": 0.28406, "Y1": 0.2702, "X2": 0.37826, "Y2": 0.27, "X3": 0.37826, "Y3": 0.2888, "X4": 0.28406, "Y4": 0.2888, "page": 0, "Index": 68}, {"Word": "and", "Confidence": 0.998, "X1": 0.38406, "Y1": 0.2702, "X2": 0.41449, "Y2": 0.27, "X3": 0.41449, "Y3": 0.2888, "X4": 0.38406, "Y4": 0.2888, "page": 0, "Index": 69}, {"Word": "weighing", "Confidence": 0.996, "X1": 0.42029, "Y1": 0.2712, "X2": 0.4971, "Y2": 0.271, "X3": 0.4971, "Y3": 0.2888, "X4": 0.42029, "Y4": 0.2888, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.50145, "Y1": 0.2712, "X2": 0.51884, "Y2": 0.271, "X3": 0.51739, "Y3": 0.2888, "X4": 0.50145, "Y4": 0.2888, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.998, "X1": 0.52319, "Y1": 0.2712, "X2": 0.54783, "Y2": 0.271, "X3": 0.54783, "Y3": 0.2888, "X4": 0.52319, "Y4": 0.2888, "page": 0, "Index": 72}, {"Word": "test", "Confidence": 0.988, "X1": 0.55362, "Y1": 0.2712, "X2": 0.58261, "Y2": 0.271, "X3": 0.58261, "Y3": 0.2888, "X4": 0.55362, "Y4": 0.2888, "page": 0, "Index": 73}, {"Word": "sample.", "Confidence": 0.994, "X1": 0.58841, "Y1": 0.2722, "X2": 0.65652, "Y2": 0.272, "X3": 0.65652, "Y3": 0.2888, "X4": 0.58841, "Y4": 0.2888, "page": 0, "Index": 74}, {"Word": "5/3", "Confidence": 0.991, "X1": 0.16377, "Y1": 0.3222, "X2": 0.19275, "Y2": 0.322, "X3": 0.19275, "Y3": 0.3358, "X4": 0.16377, "Y4": 0.3358, "page": 0, "Index": 75}, {"Word": "Determination", "Confidence": 0.991, "X1": 0.21594, "Y1": 0.3212, "X2": 0.34638, "Y2": 0.321, "X3": 0.34348, "Y3": 0.3358, "X4": 0.21594, "Y4": 0.3358, "page": 0, "Index": 76}, {"Word": "--", "Confidence": 0.627, "X1": 0.02754, "Y1": 0.3462, "X2": 0.02754, "Y2": 0.346, "X3": 0.01884, "Y3": 0.3458, "X4": 0.01884, "Y4": 0.3378, "page": 0, "Index": 77}, {"Word": "5/3/1", "Confidence": 0.928, "X1": 0.16377, "Y1": 0.3542, "X2": 0.2058, "Y2": 0.354, "X3": 0.2058, "Y3": 0.3698, "X4": 0.16377, "Y4": 0.3698, "page": 0, "Index": 78}, {"Word": "-", "Confidence": 0.994, "X1": 0.21159, "Y1": 0.3542, "X2": 0.21739, "Y2": 0.354, "X3": 0.21739, "Y3": 0.3698, "X4": 0.21014, "Y4": 0.3698, "page": 0, "Index": 79}, {"Word": "Preparing", "Confidence": 0.995, "X1": 0.22174, "Y1": 0.3542, "X2": 0.3029, "Y2": 0.354, "X3": 0.3029, "Y3": 0.3708, "X4": 0.22174, "Y4": 0.3698, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.991, "X1": 0.3087, "Y1": 0.3552, "X2": 0.33333, "Y2": 0.355, "X3": 0.33188, "Y3": 0.3708, "X4": 0.30725, "Y4": 0.3708, "page": 0, "Index": 81}, {"Word": "weight", "Confidence": 0.828, "X1": 0.33768, "Y1": 0.3552, "X2": 0.39565, "Y2": 0.355, "X3": 0.3942, "Y3": 0.3718, "X4": 0.33623, "Y4": 0.3708, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.992, "X1": 0.4, "Y1": 0.3552, "X2": 0.41739, "Y2": 0.355, "X3": 0.41594, "Y3": 0.3718, "X4": 0.4, "Y4": 0.3718, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.993, "X1": 0.42174, "Y1": 0.3552, "X2": 0.44783, "Y2": 0.355, "X3": 0.44638, "Y3": 0.3718, "X4": 0.42174, "Y4": 0.3718, "page": 0, "Index": 84}, {"Word": "test", "Confidence": 0.988, "X1": 0.45217, "Y1": 0.3562, "X2": 0.48406, "Y2": 0.356, "X3": 0.48406, "Y3": 0.3718, "X4": 0.45072, "Y4": 0.3718, "page": 0, "Index": 85}, {"Word": "samples", "Confidence": 0.996, "X1": 0.48986, "Y1": 0.3562, "X2": 0.56087, "Y2": 0.356, "X3": 0.55942, "Y3": 0.3718, "X4": 0.48841, "Y4": 0.3718, "page": 0, "Index": 86}, {"Word": "Weigh", "Confidence": 0.684, "X1": 0.22029, "Y1": 0.3742, "X2": 0.27246, "Y2": 0.374, "X3": 0.27391, "Y3": 0.3908, "X4": 0.22029, "Y4": 0.3918, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.991, "X1": 0.27971, "Y1": 0.3732, "X2": 0.30435, "Y2": 0.373, "X3": 0.3058, "Y3": 0.3908, "X4": 0.28116, "Y4": 0.3908, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.951, "X1": 0.31014, "Y1": 0.3732, "X2": 0.34638, "Y2": 0.373, "X3": 0.34638, "Y3": 0.3898, "X4": 0.31014, "Y4": 0.3908, "page": 0, "Index": 89}, {"Word": "nonest", "Confidence": 0.627, "X1": 0.35362, "Y1": 0.3722, "X2": 0.41304, "Y2": 0.372, "X3": 0.41449, "Y3": 0.3898, "X4": 0.35362, "Y4": 0.3898, "page": 0, "Index": 90}, {"Word": "0.0Kg", "Confidence": 0.606, "X1": 0.42319, "Y1": 0.3722, "X2": 0.47681, "Y2": 0.372, "X3": 0.47826, "Y3": 0.3898, "X4": 0.42464, "Y4": 0.3898, "page": 0, "Index": 91}, {"Word": "test", "Confidence": 0.632, "X1": 0.4942, "Y1": 0.3722, "X2": 0.53913, "Y2": 0.372, "X3": 0.54058, "Y3": 0.3898, "X4": 0.4942, "Y4": 0.3898, "page": 0, "Index": 92}, {"Word": "partions", "Confidence": 0.622, "X1": 0.54348, "Y1": 0.3732, "X2": 0.63623, "Y2": 0.373, "X3": 0.63768, "Y3": 0.3908, "X4": 0.54493, "Y4": 0.3898, "page": 0, "Index": 93}, {"Word": "of", "Confidence": 0.984, "X1": 0.64058, "Y1": 0.3732, "X2": 0.66667, "Y2": 0.373, "X3": 0.66812, "Y3": 0.3908, "X4": 0.64203, "Y4": 0.3908, "page": 0, "Index": 94}, {"Word": "50gm", "Confidence": 0.958, "X1": 0.68116, "Y1": 0.3742, "X2": 0.74058, "Y2": 0.374, "X3": 0.74203, "Y3": 0.3918, "X4": 0.68261, "Y4": 0.3908, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.938, "X1": 0.03043, "Y1": 0.4082, "X2": 0.02899, "Y2": 0.408, "X3": 0.01739, "Y3": 0.4078, "X4": 0.01884, "Y4": 0.4028, "page": 0, "Index": 96}, {"Word": "The", "Confidence": 0.998, "X1": 0.22464, "Y1": 0.3892, "X2": 0.25217, "Y2": 0.389, "X3": 0.25362, "Y3": 0.4048, "X4": 0.22609, "Y4": 0.4048, "page": 0, "Index": 97}, {"Word": "sample", "Confidence": 0.996, "X1": 0.25797, "Y1": 0.3892, "X2": 0.31594, "Y2": 0.389, "X3": 0.31594, "Y3": 0.4048, "X4": 0.25797, "Y4": 0.4048, "page": 0, "Index": 98}, {"Word": "test", "Confidence": 0.988, "X1": 0.32029, "Y1": 0.3892, "X2": 0.35072, "Y2": 0.389, "X3": 0.35217, "Y3": 0.4048, "X4": 0.32174, "Y4": 0.4048, "page": 0, "Index": 99}, {"Word": "is", "Confidence": 0.998, "X1": 0.35652, "Y1": 0.3892, "X2": 0.37101, "Y2": 0.389, "X3": 0.37101, "Y3": 0.4048, "X4": 0.35652, "Y4": 0.4048, "page": 0, "Index": 100}, {"Word": "weighed", "Confidence": 0.996, "X1": 0.37536, "Y1": 0.3882, "X2": 0.44493, "Y2": 0.388, "X3": 0.44638, "Y3": 0.4048, "X4": 0.37681, "Y4": 0.4048, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.44928, "Y1": 0.3882, "X2": 0.46812, "Y2": 0.388, "X3": 0.46957, "Y3": 0.4048, "X4": 0.45072, "Y4": 0.4048, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.991, "X1": 0.47246, "Y1": 0.3882, "X2": 0.4971, "Y2": 0.388, "X3": 0.49855, "Y3": 0.4048, "X4": 0.47391, "Y4": 0.4048, "page": 0, "Index": 103}, {"Word": "nearest", "Confidence": 0.996, "X1": 0.50145, "Y1": 0.3882, "X2": 0.56667, "Y2": 0.388, "X3": 0.56812, "Y3": 0.4058, "X4": 0.5029, "Y4": 0.4048, "page": 0, "Index": 104}, {"Word": "0.01g/50", "Confidence": 0.991, "X1": 0.57101, "Y1": 0.3882, "X2": 0.64638, "Y2": 0.388, "X3": 0.64783, "Y3": 0.4058, "X4": 0.57246, "Y4": 0.4058, "page": 0, "Index": 105}, {"Word": "gm.", "Confidence": 0.848, "X1": 0.65072, "Y1": 0.3882, "X2": 0.6913, "Y2": 0.388, "X3": 0.69275, "Y3": 0.4058, "X4": 0.65217, "Y4": 0.4058, "page": 0, "Index": 106}, {"Word": "If", "Confidence": 0.991, "X1": 0.22029, "Y1": 0.4222, "X2": 0.23478, "Y2": 0.422, "X3": 0.23333, "Y3": 0.4388, "X4": 0.21884, "Y4": 0.4388, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.996, "X1": 0.23913, "Y1": 0.4222, "X2": 0.26522, "Y2": 0.422, "X3": 0.26377, "Y3": 0.4388, "X4": 0.23768, "Y4": 0.4388, "page": 0, "Index": 108}, {"Word": "expected", "Confidence": 0.995, "X1": 0.27101, "Y1": 0.4222, "X2": 0.34638, "Y2": 0.422, "X3": 0.34493, "Y3": 0.4388, "X4": 0.26957, "Y4": 0.4388, "page": 0, "Index": 109}, {"Word": "water", "Confidence": 0.997, "X1": 0.35217, "Y1": 0.4222, "X2": 0.39855, "Y2": 0.422, "X3": 0.3971, "Y3": 0.4388, "X4": 0.35072, "Y4": 0.4388, "page": 0, "Index": 110}, {"Word": "content", "Confidence": 0.996, "X1": 0.4029, "Y1": 0.4222, "X2": 0.46522, "Y2": 0.422, "X3": 0.46377, "Y3": 0.4398, "X4": 0.40145, "Y4": 0.4388, "page": 0, "Index": 111}, {"Word": "is", "Confidence": 0.998, "X1": 0.46957, "Y1": 0.4222, "X2": 0.48406, "Y2": 0.422, "X3": 0.48261, "Y3": 0.4398, "X4": 0.46812, "Y4": 0.4398, "page": 0, "Index": 112}, {"Word": "higher", "Confidence": 0.996, "X1": 0.48986, "Y1": 0.4232, "X2": 0.54203, "Y2": 0.423, "X3": 0.54203, "Y3": 0.4398, "X4": 0.48841, "Y4": 0.4398, "page": 0, "Index": 113}, {"Word": "than", "Confidence": 0.987, "X1": 0.54783, "Y1": 0.4232, "X2": 0.58261, "Y2": 0.423, "X3": 0.58261, "Y3": 0.4398, "X4": 0.54638, "Y4": 0.4398, "page": 0, "Index": 114}, {"Word": "24%", "Confidence": 0.998, "X1": 0.58841, "Y1": 0.4232, "X2": 0.62754, "Y2": 0.423, "X3": 0.62754, "Y3": 0.4398, "X4": 0.58696, "Y4": 0.4398, "page": 0, "Index": 115}, {"Word": "(mass/mass),", "Confidence": 0.991, "X1": 0.63333, "Y1": 0.4232, "X2": 0.74203, "Y2": 0.423, "X3": 0.74203, "Y3": 0.4398, "X4": 0.63188, "Y4": 0.4398, "page": 0, "Index": 116}, {"Word": "then", "Confidence": 0.993, "X1": 0.74638, "Y1": 0.4232, "X2": 0.78551, "Y2": 0.423, "X3": 0.78406, "Y3": 0.4398, "X4": 0.74638, "Y4": 0.4398, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.995, "X1": 0.16377, "Y1": 0.4392, "X2": 0.18696, "Y2": 0.439, "X3": 0.18696, "Y3": 0.4548, "X4": 0.16522, "Y4": 0.4548, "page": 0, "Index": 118}, {"Word": "size", "Confidence": 0.993, "X1": 0.1913, "Y1": 0.4392, "X2": 0.22464, "Y2": 0.439, "X3": 0.22464, "Y3": 0.4548, "X4": 0.1913, "Y4": 0.4548, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.22899, "Y1": 0.4392, "X2": 0.24783, "Y2": 0.439, "X3": 0.24928, "Y3": 0.4548, "X4": 0.22899, "Y4": 0.4548, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.994, "X1": 0.25217, "Y1": 0.4392, "X2": 0.27826, "Y2": 0.439, "X3": 0.27826, "Y3": 0.4548, "X4": 0.25362, "Y4": 0.4548, "page": 0, "Index": 121}, {"Word": "test", "Confidence": 0.991, "X1": 0.28261, "Y1": 0.4392, "X2": 0.31304, "Y2": 0.439, "X3": 0.31304, "Y3": 0.4548, "X4": 0.28261, "Y4": 0.4548, "page": 0, "Index": 122}, {"Word": "sample", "Confidence": 0.997, "X1": 0.31739, "Y1": 0.4392, "X2": 0.37536, "Y2": 0.439, "X3": 0.37681, "Y3": 0.4548, "X4": 0.31739, "Y4": 0.4548, "page": 0, "Index": 123}, {"Word": "should", "Confidence": 0.997, "X1": 0.38116, "Y1": 0.4392, "X2": 0.43623, "Y2": 0.439, "X3": 0.43623, "Y3": 0.4548, "X4": 0.38116, "Y4": 0.4548, "page": 0, "Index": 124}, {"Word": "be", "Confidence": 0.997, "X1": 0.44058, "Y1": 0.4392, "X2": 0.46377, "Y2": 0.439, "X3": 0.46377, "Y3": 0.4558, "X4": 0.44058, "Y4": 0.4548, "page": 0, "Index": 125}, {"Word": "reduced", "Confidence": 0.996, "X1": 0.46812, "Y1": 0.4392, "X2": 0.53623, "Y2": 0.439, "X3": 0.53623, "Y3": 0.4558, "X4": 0.46812, "Y4": 0.4558, "page": 0, "Index": 126}, {"Word": "so", "Confidence": 0.998, "X1": 0.54058, "Y1": 0.4392, "X2": 0.55942, "Y2": 0.439, "X3": 0.55942, "Y3": 0.4558, "X4": 0.54058, "Y4": 0.4558, "page": 0, "Index": 127}, {"Word": "that", "Confidence": 0.991, "X1": 0.56377, "Y1": 0.4392, "X2": 0.59565, "Y2": 0.439, "X3": 0.59565, "Y3": 0.4558, "X4": 0.56377, "Y4": 0.4558, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.998, "X1": 0.60145, "Y1": 0.4392, "X2": 0.62754, "Y2": 0.439, "X3": 0.62754, "Y3": 0.4558, "X4": 0.6, "Y4": 0.4558, "page": 0, "Index": 129}, {"Word": "size", "Confidence": 0.991, "X1": 0.63188, "Y1": 0.4392, "X2": 0.66522, "Y2": 0.439, "X3": 0.66522, "Y3": 0.4558, "X4": 0.63188, "Y4": 0.4558, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.67101, "Y1": 0.4402, "X2": 0.68986, "Y2": 0.44, "X3": 0.68841, "Y3": 0.4558, "X4": 0.66957, "Y4": 0.4558, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.998, "X1": 0.6942, "Y1": 0.4402, "X2": 0.72029, "Y2": 0.44, "X3": 0.72029, "Y3": 0.4558, "X4": 0.69275, "Y4": 0.4558, "page": 0, "Index": 132}, {"Word": "graded", "Confidence": 0.997, "X1": 0.72609, "Y1": 0.4402, "X2": 0.78551, "Y2": 0.44, "X3": 0.78406, "Y3": 0.4568, "X4": 0.72464, "Y4": 0.4558, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.991, "X1": 0.02609, "Y1": 0.4772, "X2": 0.02609, "Y2": 0.477, "X3": 0.01594, "Y3": 0.4768, "X4": 0.01594, "Y4": 0.4728, "page": 0, "Index": 134}, {"Word": "tube", "Confidence": 0.995, "X1": 0.16377, "Y1": 0.4562, "X2": 0.19855, "Y2": 0.456, "X3": 0.1971, "Y3": 0.4728, "X4": 0.16232, "Y4": 0.4728, "page": 0, "Index": 135}, {"Word": "(4/2/3)", "Confidence": 0.992, "X1": 0.2029, "Y1": 0.4562, "X2": 0.26087, "Y2": 0.456, "X3": 0.25942, "Y3": 0.4728, "X4": 0.20145, "Y4": 0.4728, "page": 0, "Index": 136}, {"Word": "is", "Confidence": 0.998, "X1": 0.26522, "Y1": 0.4562, "X2": 0.27826, "Y2": 0.456, "X3": 0.27681, "Y3": 0.4728, "X4": 0.26377, "Y4": 0.4728, "page": 0, "Index": 137}, {"Word": "sufficient", "Confidence": 0.993, "X1": 0.28261, "Y1": 0.4562, "X2": 0.36087, "Y2": 0.456, "X3": 0.35942, "Y3": 0.4718, "X4": 0.28116, "Y4": 0.4728, "page": 0, "Index": 138}, {"Word": "to", "Confidence": 0.998, "X1": 0.36522, "Y1": 0.4562, "X2": 0.38116, "Y2": 0.456, "X3": 0.38116, "Y3": 0.4718, "X4": 0.36377, "Y4": 0.4718, "page": 0, "Index": 139}, {"Word": "contain", "Confidence": 0.997, "X1": 0.38551, "Y1": 0.4562, "X2": 0.44783, "Y2": 0.456, "X3": 0.44638, "Y3": 0.4718, "X4": 0.38551, "Y4": 0.4718, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.998, "X1": 0.45217, "Y1": 0.4572, "X2": 0.47971, "Y2": 0.457, "X3": 0.47971, "Y3": 0.4718, "X4": 0.45072, "Y4": 0.4718, "page": 0, "Index": 141}, {"Word": "water", "Confidence": 0.998, "X1": 0.48406, "Y1": 0.4572, "X2": 0.53043, "Y2": 0.457, "X3": 0.53043, "Y3": 0.4718, "X4": 0.48406, "Y4": 0.4718, "page": 0, "Index": 142}, {"Word": "extracted.", "Confidence": 0.991, "X1": 0.53478, "Y1": 0.4582, "X2": 0.61739, "Y2": 0.458, "X3": 0.61739, "Y3": 0.4718, "X4": 0.53478, "Y4": 0.4718, "page": 0, "Index": 143}, {"Word": "Note", "Confidence": 0.55, "X1": 0.17536, "Y1": 0.4902, "X2": 0.21884, "Y2": 0.49, "X3": 0.21739, "Y3": 0.5078, "X4": 0.17391, "Y4": 0.5078, "page": 0, "Index": 144}, {"Word": ":", "Confidence": 0.94, "X1": 0.22319, "Y1": 0.4902, "X2": 0.23768, "Y2": 0.49, "X3": 0.23768, "Y3": 0.5078, "X4": 0.22319, "Y4": 0.5078, "page": 0, "Index": 145}, {"Word": "It", "Confidence": 0.995, "X1": 0.24348, "Y1": 0.4902, "X2": 0.25797, "Y2": 0.49, "X3": 0.25797, "Y3": 0.5078, "X4": 0.24348, "Y4": 0.5078, "page": 0, "Index": 146}, {"Word": "is", "Confidence": 0.998, "X1": 0.26377, "Y1": 0.4902, "X2": 0.27971, "Y2": 0.49, "X3": 0.27971, "Y3": 0.5078, "X4": 0.26232, "Y4": 0.5078, "page": 0, "Index": 147}, {"Word": "appropriate", "Confidence": 0.993, "X1": 0.28551, "Y1": 0.4902, "X2": 0.38116, "Y2": 0.49, "X3": 0.37971, "Y3": 0.5078, "X4": 0.28406, "Y4": 0.5078, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.38551, "Y1": 0.4902, "X2": 0.40435, "Y2": 0.49, "X3": 0.4029, "Y3": 0.5078, "X4": 0.38551, "Y4": 0.5078, "page": 0, "Index": 149}, {"Word": "weigh", "Confidence": 0.994, "X1": 0.4087, "Y1": 0.4902, "X2": 0.46087, "Y2": 0.49, "X3": 0.46087, "Y3": 0.5078, "X4": 0.4087, "Y4": 0.5078, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.998, "X1": 0.46522, "Y1": 0.4902, "X2": 0.49275, "Y2": 0.49, "X3": 0.49275, "Y3": 0.5078, "X4": 0.46522, "Y4": 0.5078, "page": 0, "Index": 151}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.4971, "Y1": 0.4902, "X2": 0.56377, "Y2": 0.49, "X3": 0.56377, "Y3": 0.5068, "X4": 0.4971, "Y4": 0.5078, "page": 0, "Index": 152}, {"Word": "directly", "Confidence": 0.994, "X1": 0.56957, "Y1": 0.4902, "X2": 0.63333, "Y2": 0.49, "X3": 0.63333, "Y3": 0.5068, "X4": 0.56957, "Y4": 0.5068, "page": 0, "Index": 153}, {"Word": "in", "Confidence": 0.998, "X1": 0.63768, "Y1": 0.4902, "X2": 0.65507, "Y2": 0.49, "X3": 0.65507, "Y3": 0.5068, "X4": 0.63768, "Y4": 0.5068, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.65942, "Y1": 0.4902, "X2": 0.68841, "Y2": 0.49, "X3": 0.68841, "Y3": 0.5068, "X4": 0.65942, "Y4": 0.5068, "page": 0, "Index": 155}, {"Word": "distillation", "Confidence": 0.992, "X1": 0.69275, "Y1": 0.4902, "X2": 0.78406, "Y2": 0.49, "X3": 0.78406, "Y3": 0.5068, "X4": 0.69275, "Y4": 0.5068, "page": 0, "Index": 156}, {"Word": "flask,", "Confidence": 0.993, "X1": 0.16377, "Y1": 0.5102, "X2": 0.2058, "Y2": 0.51, "X3": 0.2058, "Y3": 0.5268, "X4": 0.16232, "Y4": 0.5268, "page": 0, "Index": 157}, {"Word": "by", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.5102, "X2": 0.23188, "Y2": 0.51, "X3": 0.23188, "Y3": 0.5268, "X4": 0.21014, "Y4": 0.5268, "page": 0, "Index": 158}, {"Word": "putting", "Confidence": 0.996, "X1": 0.23623, "Y1": 0.5102, "X2": 0.29565, "Y2": 0.51, "X3": 0.29565, "Y3": 0.5268, "X4": 0.23623, "Y4": 0.5268, "page": 0, "Index": 159}, {"Word": "the", "Confidence": 0.995, "X1": 0.30145, "Y1": 0.5102, "X2": 0.32609, "Y2": 0.51, "X3": 0.32609, "Y3": 0.5268, "X4": 0.3, "Y4": 0.5268, "page": 0, "Index": 160}, {"Word": "flask", "Confidence": 0.997, "X1": 0.33043, "Y1": 0.5102, "X2": 0.37246, "Y2": 0.51, "X3": 0.37246, "Y3": 0.5268, "X4": 0.33043, "Y4": 0.5268, "page": 0, "Index": 161}, {"Word": "on", "Confidence": 0.998, "X1": 0.37826, "Y1": 0.5102, "X2": 0.4, "Y2": 0.51, "X3": 0.4, "Y3": 0.5268, "X4": 0.37681, "Y4": 0.5268, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.40435, "Y1": 0.5102, "X2": 0.43043, "Y2": 0.51, "X3": 0.43043, "Y3": 0.5268, "X4": 0.40435, "Y4": 0.5268, "page": 0, "Index": 163}, {"Word": "scale", "Confidence": 0.997, "X1": 0.43478, "Y1": 0.5102, "X2": 0.47971, "Y2": 0.51, "X3": 0.47971, "Y3": 0.5268, "X4": 0.43478, "Y4": 0.5268, "page": 0, "Index": 164}, {"Word": "and", "Confidence": 0.998, "X1": 0.48406, "Y1": 0.5102, "X2": 0.51449, "Y2": 0.51, "X3": 0.51449, "Y3": 0.5268, "X4": 0.48406, "Y4": 0.5268, "page": 0, "Index": 165}, {"Word": "subtracting", "Confidence": 0.994, "X1": 0.52029, "Y1": 0.5102, "X2": 0.61159, "Y2": 0.51, "X3": 0.61014, "Y3": 0.5268, "X4": 0.51884, "Y4": 0.5268, "page": 0, "Index": 166}, {"Word": "the", "Confidence": 0.998, "X1": 0.61594, "Y1": 0.5102, "X2": 0.64348, "Y2": 0.51, "X3": 0.64348, "Y3": 0.5268, "X4": 0.61594, "Y4": 0.5268, "page": 0, "Index": 167}, {"Word": "weight", "Confidence": 0.997, "X1": 0.64783, "Y1": 0.5102, "X2": 0.70435, "Y2": 0.51, "X3": 0.70435, "Y3": 0.5268, "X4": 0.64783, "Y4": 0.5268, "page": 0, "Index": 168}, {"Word": "of", "Confidence": 0.998, "X1": 0.7087, "Y1": 0.5102, "X2": 0.72754, "Y2": 0.51, "X3": 0.72754, "Y3": 0.5268, "X4": 0.7087, "Y4": 0.5268, "page": 0, "Index": 169}, {"Word": "of", "Confidence": 0.998, "X1": 0.73333, "Y1": 0.5102, "X2": 0.75072, "Y2": 0.51, "X3": 0.75072, "Y3": 0.5268, "X4": 0.73188, "Y4": 0.5268, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.993, "X1": 0.75507, "Y1": 0.5102, "X2": 0.78551, "Y2": 0.51, "X3": 0.78551, "Y3": 0.5268, "X4": 0.75507, "Y4": 0.5268, "page": 0, "Index": 171}, {"Word": "empty", "Confidence": 0.998, "X1": 0.16232, "Y1": 0.5272, "X2": 0.21159, "Y2": 0.527, "X3": 0.21159, "Y3": 0.5428, "X4": 0.16232, "Y4": 0.5428, "page": 0, "Index": 172}, {"Word": "flask.", "Confidence": 0.994, "X1": 0.21739, "Y1": 0.5272, "X2": 0.26232, "Y2": 0.527, "X3": 0.26087, "Y3": 0.5438, "X4": 0.21594, "Y4": 0.5428, "page": 0, "Index": 173}, {"Word": "Different", "Confidence": 0.995, "X1": 0.26667, "Y1": 0.5272, "X2": 0.34203, "Y2": 0.527, "X3": 0.34203, "Y3": 0.5438, "X4": 0.26667, "Y4": 0.5438, "page": 0, "Index": 174}, {"Word": "test", "Confidence": 0.988, "X1": 0.34638, "Y1": 0.5272, "X2": 0.37681, "Y2": 0.527, "X3": 0.37536, "Y3": 0.5438, "X4": 0.34638, "Y4": 0.5438, "page": 0, "Index": 175}, {"Word": "samples,", "Confidence": 0.991, "X1": 0.38116, "Y1": 0.5282, "X2": 0.45507, "Y2": 0.528, "X3": 0.45507, "Y3": 0.5438, "X4": 0.38116, "Y4": 0.5438, "page": 0, "Index": 176}, {"Word": "one", "Confidence": 0.998, "X1": 0.45942, "Y1": 0.5282, "X2": 0.4913, "Y2": 0.528, "X3": 0.48986, "Y3": 0.5438, "X4": 0.45942, "Y4": 0.5438, "page": 0, "Index": 177}, {"Word": "after", "Confidence": 0.998, "X1": 0.49565, "Y1": 0.5282, "X2": 0.53188, "Y2": 0.528, "X3": 0.53188, "Y3": 0.5438, "X4": 0.49565, "Y4": 0.5438, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.998, "X1": 0.53768, "Y1": 0.5282, "X2": 0.56377, "Y2": 0.528, "X3": 0.56377, "Y3": 0.5438, "X4": 0.53768, "Y4": 0.5438, "page": 0, "Index": 179}, {"Word": "other,", "Confidence": 0.996, "X1": 0.56812, "Y1": 0.5282, "X2": 0.61594, "Y2": 0.528, "X3": 0.61594, "Y3": 0.5438, "X4": 0.56812, "Y4": 0.5438, "page": 0, "Index": 180}, {"Word": "can", "Confidence": 0.998, "X1": 0.62029, "Y1": 0.5282, "X2": 0.65507, "Y2": 0.528, "X3": 0.65362, "Y3": 0.5438, "X4": 0.62029, "Y4": 0.5438, "page": 0, "Index": 181}, {"Word": "be", "Confidence": 0.997, "X1": 0.69855, "Y1": 0.5292, "X2": 0.72174, "Y2": 0.529, "X3": 0.72174, "Y3": 0.5428, "X4": 0.69855, "Y4": 0.5428, "page": 0, "Index": 182}, {"Word": "--", "Confidence": 0.883, "X1": 0.02609, "Y1": 0.5562, "X2": 0.02609, "Y2": 0.556, "X3": 0.01594, "Y3": 0.5568, "X4": 0.01594, "Y4": 0.5468, "page": 0, "Index": 183}, {"Word": "weighed", "Confidence": 0.991, "X1": 0.16232, "Y1": 0.5442, "X2": 0.23043, "Y2": 0.544, "X3": 0.23043, "Y3": 0.5608, "X4": 0.16232, "Y4": 0.5608, "page": 0, "Index": 184}, {"Word": "in", "Confidence": 0.998, "X1": 0.23478, "Y1": 0.5442, "X2": 0.25072, "Y2": 0.544, "X3": 0.25072, "Y3": 0.5608, "X4": 0.23478, "Y4": 0.5608, "page": 0, "Index": 185}, {"Word": "different", "Confidence": 0.995, "X1": 0.25507, "Y1": 0.5442, "X2": 0.32754, "Y2": 0.544, "X3": 0.32609, "Y3": 0.5598, "X4": 0.25507, "Y4": 0.5598, "page": 0, "Index": 186}, {"Word": "flasks.", "Confidence": 0.991, "X1": 0.33188, "Y1": 0.5452, "X2": 0.38841, "Y2": 0.545, "X3": 0.38696, "Y3": 0.5598, "X4": 0.33043, "Y4": 0.5598, "page": 0, "Index": 187}, {"Word": "When", "Confidence": 0.987, "X1": 0.24203, "Y1": 0.5612, "X2": 0.2942, "Y2": 0.561, "X3": 0.29275, "Y3": 0.5768, "X4": 0.24058, "Y4": 0.5768, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.995, "X1": 0.3, "Y1": 0.5612, "X2": 0.32899, "Y2": 0.561, "X3": 0.32754, "Y3": 0.5778, "X4": 0.29855, "Y4": 0.5768, "page": 0, "Index": 189}, {"Word": "weighing", "Confidence": 0.994, "X1": 0.33478, "Y1": 0.5612, "X2": 0.41449, "Y2": 0.561, "X3": 0.41304, "Y3": 0.5778, "X4": 0.33333, "Y4": 0.5778, "page": 0, "Index": 190}, {"Word": "is", "Confidence": 0.998, "X1": 0.41884, "Y1": 0.5612, "X2": 0.43768, "Y2": 0.561, "X3": 0.43623, "Y3": 0.5778, "X4": 0.41739, "Y4": 0.5778, "page": 0, "Index": 191}, {"Word": "be", "Confidence": 0.998, "X1": 0.6942, "Y1": 0.5612, "X2": 0.72029, "Y2": 0.561, "X3": 0.72029, "Y3": 0.5778, "X4": 0.6942, "Y4": 0.5788, "page": 0, "Index": 192}, {"Word": "closed", "Confidence": 0.996, "X1": 0.72609, "Y1": 0.5612, "X2": 0.78406, "Y2": 0.561, "X3": 0.78406, "Y3": 0.5778, "X4": 0.72609, "Y4": 0.5778, "page": 0, "Index": 193}, {"Word": "finished,", "Confidence": 0.991, "X1": 0.44203, "Y1": 0.5612, "X2": 0.52029, "Y2": 0.561, "X3": 0.52029, "Y3": 0.5788, "X4": 0.44203, "Y4": 0.5778, "page": 0, "Index": 194}, {"Word": "every", "Confidence": 0.991, "X1": 0.52609, "Y1": 0.5612, "X2": 0.57536, "Y2": 0.561, "X3": 0.57391, "Y3": 0.5788, "X4": 0.52464, "Y4": 0.5788, "page": 0, "Index": 195}, {"Word": "flask", "Confidence": 0.993, "X1": 0.57971, "Y1": 0.5612, "X2": 0.62464, "Y2": 0.561, "X3": 0.62464, "Y3": 0.5788, "X4": 0.57971, "Y4": 0.5788, "page": 0, "Index": 196}, {"Word": "should", "Confidence": 0.997, "X1": 0.63043, "Y1": 0.5612, "X2": 0.68986, "Y2": 0.561, "X3": 0.68986, "Y3": 0.5788, "X4": 0.62899, "Y4": 0.5788, "page": 0, "Index": 197}, {"Word": "tightly.", "Confidence": 0.856, "X1": 0.16087, "Y1": 0.5772, "X2": 0.22029, "Y2": 0.577, "X3": 0.22029, "Y3": 0.5928, "X4": 0.16087, "Y4": 0.5938, "page": 0, "Index": 198}, {"Word": "5/3/2", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.6292, "X2": 0.2087, "Y2": 0.629, "X3": 0.20725, "Y3": 0.6438, "X4": 0.16522, "Y4": 0.6438, "page": 0, "Index": 199}, {"Word": "-", "Confidence": 0.909, "X1": 0.21304, "Y1": 0.6292, "X2": 0.22609, "Y2": 0.629, "X3": 0.22464, "Y3": 0.6438, "X4": 0.21159, "Y4": 0.6438, "page": 0, "Index": 200}, {"Word": "Distillation", "Confidence": 0.993, "X1": 0.24058, "Y1": 0.6282, "X2": 0.33623, "Y2": 0.628, "X3": 0.33623, "Y3": 0.6448, "X4": 0.23913, "Y4": 0.6448, "page": 0, "Index": 201}, {"Word": "Pour", "Confidence": 0.979, "X1": 0.23913, "Y1": 0.6632, "X2": 0.27971, "Y2": 0.663, "X3": 0.27971, "Y3": 0.6778, "X4": 0.23913, "Y4": 0.6778, "page": 0, "Index": 202}, {"Word": "350", "Confidence": 0.995, "X1": 0.28551, "Y1": 0.6632, "X2": 0.31884, "Y2": 0.663, "X3": 0.31884, "Y3": 0.6788, "X4": 0.28406, "Y4": 0.6778, "page": 0, "Index": 203}, {"Word": "ml", "Confidence": 0.986, "X1": 0.32319, "Y1": 0.6632, "X2": 0.34638, "Y2": 0.663, "X3": 0.34638, "Y3": 0.6788, "X4": 0.32319, "Y4": 0.6788, "page": 0, "Index": 204}, {"Word": "of", "Confidence": 0.998, "X1": 0.35072, "Y1": 0.6632, "X2": 0.37101, "Y2": 0.663, "X3": 0.37101, "Y3": 0.6788, "X4": 0.35072, "Y4": 0.6788, "page": 0, "Index": 205}, {"Word": "annular", "Confidence": 0.994, "X1": 0.37536, "Y1": 0.6632, "X2": 0.43768, "Y2": 0.663, "X3": 0.43768, "Y3": 0.6798, "X4": 0.37536, "Y4": 0.6788, "page": 0, "Index": 206}, {"Word": "hexane", "Confidence": 0.997, "X1": 0.44203, "Y1": 0.6632, "X2": 0.5058, "Y2": 0.663, "X3": 0.50435, "Y3": 0.6798, "X4": 0.44203, "Y4": 0.6798, "page": 0, "Index": 207}, {"Word": "(3/1)", "Confidence": 0.997, "X1": 0.51014, "Y1": 0.6642, "X2": 0.55362, "Y2": 0.664, "X3": 0.55217, "Y3": 0.6798, "X4": 0.51014, "Y4": 0.6798, "page": 0, "Index": 208}, {"Word": "in", "Confidence": 0.996, "X1": 0.55797, "Y1": 0.6642, "X2": 0.57536, "Y2": 0.664, "X3": 0.57391, "Y3": 0.6798, "X4": 0.55797, "Y4": 0.6798, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.998, "X1": 0.57971, "Y1": 0.6642, "X2": 0.60725, "Y2": 0.664, "X3": 0.60725, "Y3": 0.6798, "X4": 0.57971, "Y4": 0.6798, "page": 0, "Index": 210}, {"Word": "flask", "Confidence": 0.997, "X1": 0.61159, "Y1": 0.6642, "X2": 0.65507, "Y2": 0.664, "X3": 0.65507, "Y3": 0.6798, "X4": 0.61159, "Y4": 0.6798, "page": 0, "Index": 211}, {"Word": "containing", "Confidence": 0.995, "X1": 0.65942, "Y1": 0.6642, "X2": 0.74928, "Y2": 0.664, "X3": 0.74928, "Y3": 0.6798, "X4": 0.65942, "Y4": 0.6798, "page": 0, "Index": 212}, {"Word": "the", "Confidence": 0.998, "X1": 0.75362, "Y1": 0.6642, "X2": 0.78261, "Y2": 0.664, "X3": 0.78261, "Y3": 0.6798, "X4": 0.75362, "Y4": 0.6798, "page": 0, "Index": 213}, {"Word": "test", "Confidence": 0.982, "X1": 0.16087, "Y1": 0.6812, "X2": 0.19565, "Y2": 0.681, "X3": 0.1942, "Y3": 0.6968, "X4": 0.15942, "Y4": 0.6968, "page": 0, "Index": 214}, {"Word": "sample", "Confidence": 0.997, "X1": 0.2, "Y1": 0.6812, "X2": 0.26232, "Y2": 0.681, "X3": 0.26232, "Y3": 0.6968, "X4": 0.19855, "Y4": 0.6968, "page": 0, "Index": 215}, {"Word": "(5/3/1).", "Confidence": 0.983, "X1": 0.26812, "Y1": 0.6812, "X2": 0.33913, "Y2": 0.681, "X3": 0.33913, "Y3": 0.6968, "X4": 0.26812, "Y4": 0.6968, "page": 0, "Index": 216}, {"Word": "The", "Confidence": 0.998, "X1": 0.34348, "Y1": 0.6812, "X2": 0.38116, "Y2": 0.681, "X3": 0.38116, "Y3": 0.6968, "X4": 0.34348, "Y4": 0.6968, "page": 0, "Index": 217}, {"Word": "annular", "Confidence": 0.994, "X1": 0.38696, "Y1": 0.6812, "X2": 0.45507, "Y2": 0.681, "X3": 0.45507, "Y3": 0.6978, "X4": 0.38696, "Y4": 0.6968, "page": 0, "Index": 218}, {"Word": "hexane", "Confidence": 0.997, "X1": 0.45942, "Y1": 0.6812, "X2": 0.52464, "Y2": 0.681, "X3": 0.52464, "Y3": 0.6978, "X4": 0.45942, "Y4": 0.6978, "page": 0, "Index": 219}, {"Word": "can", "Confidence": 0.998, "X1": 0.53188, "Y1": 0.6812, "X2": 0.56377, "Y2": 0.681, "X3": 0.56522, "Y3": 0.6978, "X4": 0.53188, "Y4": 0.6978, "page": 0, "Index": 220}, {"Word": "be", "Confidence": 0.998, "X1": 0.57101, "Y1": 0.6812, "X2": 0.5971, "Y2": 0.681, "X3": 0.59855, "Y3": 0.6978, "X4": 0.57101, "Y4": 0.6978, "page": 0, "Index": 221}, {"Word": "added", "Confidence": 0.997, "X1": 0.60435, "Y1": 0.6812, "X2": 0.65797, "Y2": 0.681, "X3": 0.65797, "Y3": 0.6978, "X4": 0.60435, "Y4": 0.6978, "page": 0, "Index": 222}, {"Word": "directly", "Confidence": 0.994, "X1": 0.66377, "Y1": 0.6812, "X2": 0.73333, "Y2": 0.681, "X3": 0.73478, "Y3": 0.6978, "X4": 0.66522, "Y4": 0.6978, "page": 0, "Index": 223}, {"Word": "after", "Confidence": 0.997, "X1": 0.74058, "Y1": 0.6812, "X2": 0.78406, "Y2": 0.681, "X3": 0.78551, "Y3": 0.6978, "X4": 0.74203, "Y4": 0.6978, "page": 0, "Index": 224}, {"Word": "weighing", "Confidence": 0.996, "X1": 0.15942, "Y1": 0.6972, "X2": 0.23913, "Y2": 0.697, "X3": 0.23768, "Y3": 0.7138, "X4": 0.15942, "Y4": 0.7138, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.995, "X1": 0.24348, "Y1": 0.6982, "X2": 0.27536, "Y2": 0.698, "X3": 0.27536, "Y3": 0.7148, "X4": 0.24348, "Y4": 0.7138, "page": 0, "Index": 226}, {"Word": "test", "Confidence": 0.988, "X1": 0.28116, "Y1": 0.6982, "X2": 0.31739, "Y2": 0.698, "X3": 0.31739, "Y3": 0.7148, "X4": 0.28116, "Y4": 0.7148, "page": 0, "Index": 227}, {"Word": "sample", "Confidence": 0.996, "X1": 0.32319, "Y1": 0.6982, "X2": 0.38696, "Y2": 0.698, "X3": 0.38696, "Y3": 0.7148, "X4": 0.32319, "Y4": 0.7148, "page": 0, "Index": 228}, {"Word": "or", "Confidence": 0.996, "X1": 0.39275, "Y1": 0.6982, "X2": 0.41594, "Y2": 0.698, "X3": 0.41594, "Y3": 0.7148, "X4": 0.39275, "Y4": 0.7148, "page": 0, "Index": 229}, {"Word": "later,", "Confidence": 0.995, "X1": 0.42174, "Y1": 0.6982, "X2": 0.47101, "Y2": 0.698, "X3": 0.47101, "Y3": 0.7148, "X4": 0.42174, "Y4": 0.7148, "page": 0, "Index": 230}, {"Word": "providing", "Confidence": 0.994, "X1": 0.47536, "Y1": 0.6982, "X2": 0.56087, "Y2": 0.698, "X3": 0.56087, "Y3": 0.7148, "X4": 0.47536, "Y4": 0.7148, "page": 0, "Index": 231}, {"Word": "that", "Confidence": 0.988, "X1": 0.56667, "Y1": 0.6982, "X2": 0.60435, "Y2": 0.698, "X3": 0.6058, "Y3": 0.7148, "X4": 0.56667, "Y4": 0.7148, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.993, "X1": 0.61014, "Y1": 0.6982, "X2": 0.64203, "Y2": 0.698, "X3": 0.64203, "Y3": 0.7148, "X4": 0.61014, "Y4": 0.7148, "page": 0, "Index": 233}, {"Word": "flask", "Confidence": 0.993, "X1": 0.64638, "Y1": 0.6982, "X2": 0.6913, "Y2": 0.698, "X3": 0.69275, "Y3": 0.7148, "X4": 0.64783, "Y4": 0.7148, "page": 0, "Index": 234}, {"Word": "is", "Confidence": 0.998, "X1": 0.69855, "Y1": 0.6982, "X2": 0.71884, "Y2": 0.698, "X3": 0.72029, "Y3": 0.7148, "X4": 0.69855, "Y4": 0.7148, "page": 0, "Index": 235}, {"Word": "closed", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.6982, "X2": 0.78116, "Y2": 0.698, "X3": 0.78261, "Y3": 0.7138, "X4": 0.72464, "Y4": 0.7148, "page": 0, "Index": 236}, {"Word": "immediately", "Confidence": 0.991, "X1": 0.15942, "Y1": 0.7142, "X2": 0.26087, "Y2": 0.714, "X3": 0.25942, "Y3": 0.7308, "X4": 0.15797, "Y4": 0.7308, "page": 0, "Index": 237}, {"Word": "and", "Confidence": 0.998, "X1": 0.26522, "Y1": 0.7142, "X2": 0.29565, "Y2": 0.714, "X3": 0.2942, "Y3": 0.7308, "X4": 0.26377, "Y4": 0.7308, "page": 0, "Index": 238}, {"Word": "kept", "Confidence": 0.987, "X1": 0.3, "Y1": 0.7142, "X2": 0.33623, "Y2": 0.714, "X3": 0.33478, "Y3": 0.7308, "X4": 0.29855, "Y4": 0.7308, "page": 0, "Index": 239}, {"Word": "closed", "Confidence": 0.996, "X1": 0.34058, "Y1": 0.7142, "X2": 0.3942, "Y2": 0.714, "X3": 0.3942, "Y3": 0.7308, "X4": 0.33913, "Y4": 0.7308, "page": 0, "Index": 240}, {"Word": "until", "Confidence": 0.997, "X1": 0.4, "Y1": 0.7142, "X2": 0.43768, "Y2": 0.714, "X3": 0.43623, "Y3": 0.7308, "X4": 0.39855, "Y4": 0.7308, "page": 0, "Index": 241}, {"Word": "distillation.", "Confidence": 0.941, "X1": 0.44203, "Y1": 0.7142, "X2": 0.53623, "Y2": 0.714, "X3": 0.53623, "Y3": 0.7308, "X4": 0.44058, "Y4": 0.7308, "page": 0, "Index": 242}, {"Word": "800118446", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9412, "X2": 0.96957, "Y2": 0.941, "X3": 0.94058, "Y3": 0.9418, "X4": 0.93913, "Y4": 0.8348, "page": 0, "Index": 243}, {"Word": "212317", "Confidence": 0.952, "X1": 0.0, "Y1": 0.9592, "X2": 0.06522, "Y2": 0.959, "X3": 0.06377, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9748, "page": 0, "Index": 244}]}
|
"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"
|
ffpd0206
| 0 |
{"lines_data": [{"Word": "START OF DOCUMENT", "Confidence": 0.99567, "X1": 0.26377, "Y1": 0.0272, "X2": 0.69275, "Y2": 0.027, "X3": 0.69275, "Y3": 0.0538, "X4": 0.26377, "Y4": 0.0548, "page": 0}, {"Word": "800118437", "Confidence": 0.993, "X1": 0.96377, "Y1": 0.9432, "X2": 0.96522, "Y2": 0.943, "X3": 0.93768, "Y3": 0.9428, "X4": 0.93478, "Y4": 0.8348, "page": 0}, {"Word": "212317", "Confidence": 0.886, "X1": 0.0, "Y1": 0.9592, "X2": 0.06522, "Y2": 0.959, "X3": 0.06522, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "START", "Confidence": 0.993, "X1": 0.26522, "Y1": 0.0302, "X2": 0.38551, "Y2": 0.03, "X3": 0.38551, "Y3": 0.0548, "X4": 0.26522, "Y4": 0.0538, "page": 0, "Index": 0}, {"Word": "OF", "Confidence": 0.998, "X1": 0.39855, "Y1": 0.0302, "X2": 0.44783, "Y2": 0.03, "X3": 0.44783, "Y3": 0.0548, "X4": 0.3971, "Y4": 0.0548, "page": 0, "Index": 1}, {"Word": "DOCUMENT", "Confidence": 0.996, "X1": 0.45797, "Y1": 0.0282, "X2": 0.68406, "Y2": 0.028, "X3": 0.68551, "Y3": 0.0538, "X4": 0.45797, "Y4": 0.0548, "page": 0, "Index": 2}, {"Word": "800118437", "Confidence": 0.993, "X1": 0.96377, "Y1": 0.9432, "X2": 0.96522, "Y2": 0.943, "X3": 0.93768, "Y3": 0.9418, "X4": 0.93623, "Y4": 0.8348, "page": 0, "Index": 3}, {"Word": "212317", "Confidence": 0.886, "X1": 0.0, "Y1": 0.9592, "X2": 0.06522, "Y2": 0.959, "X3": 0.06522, "Y3": 0.9748, "X4": 0.0, "Y4": 0.9748, "page": 0, "Index": 4}]}
|
"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"
|
ffpd0206
| 10 |
{"lines_data": [{"Word": "5/3/2", "Confidence": 0.991, "X1": 0.15652, "Y1": 0.1862, "X2": 0.24058, "Y2": 0.186, "X3": 0.23913, "Y3": 0.2028, "X4": 0.15507, "Y4": 0.2018, "page": 0}, {"Word": "Distillation continued :", "Confidence": 0.98267, "X1": 0.22609, "Y1": 0.1842, "X2": 0.43043, "Y2": 0.184, "X3": 0.43188, "Y3": 0.2008, "X4": 0.22609, "Y4": 0.2018, "page": 0}, {"Word": "The apparatus is mounted (4/2), the distillation begins, put the", "Confidence": 0.9907, "X1": 0.23768, "Y1": 0.2182, "X2": 0.78406, "Y2": 0.218, "X3": 0.78406, "Y3": 0.2358, "X4": 0.23768, "Y4": 0.2358, "page": 0}, {"Word": "flask on the source of the heat. The percentage of distillation is (30 + 5)", "Confidence": 0.94007, "X1": 0.15652, "Y1": 0.2352, "X2": 0.77971, "Y2": 0.235, "X3": 0.77971, "Y3": 0.2508, "X4": 0.15652, "Y4": 0.2528, "page": 0}, {"Word": "ml/min. - the cooling should be sufficient so the condensation is done in", "Confidence": 0.99115, "X1": 0.15652, "Y1": 0.2522, "X2": 0.78116, "Y2": 0.252, "X3": 0.78261, "Y3": 0.2678, "X4": 0.15652, "Y4": 0.2698, "page": 0}, {"Word": "the lower third of the condenser (4/2/4). The distillation is continued for", "Confidence": 0.99542, "X1": 0.15652, "Y1": 0.2692, "X2": 0.78116, "Y2": 0.269, "X3": 0.78116, "Y3": 0.2848, "X4": 0.15652, "Y4": 0.2868, "page": 0}, {"Word": "180 mins. [from the minute the solvent starts to flow] the next function is", "Confidence": 0.98829, "X1": 0.16087, "Y1": 0.2852, "X2": 0.78116, "Y2": 0.285, "X3": 0.78116, "Y3": 0.3018, "X4": 0.16087, "Y4": 0.3038, "page": 0}, {"Word": "continued after that. The apparatus is then tilted and the flow of cold water", "Confidence": 0.97064, "X1": 0.15797, "Y1": 0.3032, "X2": 0.78261, "Y2": 0.303, "X3": 0.78261, "Y3": 0.3178, "X4": 0.15797, "Y4": 0.3208, "page": 0}, {"Word": "is stopped for few seconds to allow the remainder of the water drops", "Confidence": 0.99623, "X1": 0.15797, "Y1": 0.3202, "X2": 0.77971, "Y2": 0.32, "X3": 0.77971, "Y3": 0.3358, "X4": 0.15797, "Y4": 0.3378, "page": 0}, {"Word": "inside the condenser to accumulate. The heating is continued during this", "Confidence": 0.99009, "X1": 0.15652, "Y1": 0.3372, "X2": 0.77971, "Y2": 0.337, "X3": 0.77971, "Y3": 0.3538, "X4": 0.15652, "Y4": 0.3548, "page": 0}, {"Word": "time to increase the volume of condensation.", "Confidence": 0.99229, "X1": 0.15797, "Y1": 0.3552, "X2": 0.53188, "Y2": 0.355, "X3": 0.53188, "Y3": 0.3698, "X4": 0.15797, "Y4": 0.3708, "page": 0}, {"Word": "The distillation is stopped by removing the apparatus from the", "Confidence": 0.9949, "X1": 0.23768, "Y1": 0.3882, "X2": 0.78116, "Y2": 0.388, "X3": 0.78116, "Y3": 0.4038, "X4": 0.23768, "Y4": 0.4048, "page": 0}, {"Word": "heat source and left to cool to room temperature. The guard tube (4/2/5)", "Confidence": 0.99308, "X1": 0.15652, "Y1": 0.4042, "X2": 0.77971, "Y2": 0.404, "X3": 0.77971, "Y3": 0.4208, "X4": 0.15652, "Y4": 0.4218, "page": 0}, {"Word": "containing the Silica gel (2/3) is removed. Then, a twisted wire covered", "Confidence": 0.995, "X1": 0.15652, "Y1": 0.4222, "X2": 0.77971, "Y2": 0.422, "X3": 0.78116, "Y3": 0.4378, "X4": 0.15652, "Y4": 0.4388, "page": 0}, {"Word": "with a thin layer of humidifier substance (3/3) is inserted inside the", "Confidence": 0.99492, "X1": 0.15652, "Y1": 0.4382, "X2": 0.77971, "Y2": 0.438, "X3": 0.77971, "Y3": 0.4548, "X4": 0.15652, "Y4": 0.4568, "page": 0}, {"Word": "condenser until it reaches the level of condensation. The water drops", "Confidence": 0.99455, "X1": 0.15797, "Y1": 0.4552, "X2": 0.77971, "Y2": 0.455, "X3": 0.77971, "Y3": 0.4718, "X4": 0.15797, "Y4": 0.4738, "page": 0}, {"Word": "remaining in the guard tube is transmit ted by washing it 3 to 4 times to the", "Confidence": 0.99047, "X1": 0.15652, "Y1": 0.4722, "X2": 0.78261, "Y2": 0.472, "X3": 0.78261, "Y3": 0.4888, "X4": 0.15652, "Y4": 0.4908, "page": 0}, {"Word": "bottom of the annular hexane (1/2) each by 10 ml.", "Confidence": 0.9922, "X1": 0.15507, "Y1": 0.4892, "X2": 0.57391, "Y2": 0.489, "X3": 0.57391, "Y3": 0.5068, "X4": 0.15507, "Y4": 0.5068, "page": 0}, {"Word": "5/3/3 - Determination of water content", "Confidence": 0.99483, "X1": 0.15797, "Y1": 0.5402, "X2": 0.50145, "Y2": 0.54, "X3": 0.50145, "Y3": 0.5578, "X4": 0.15797, "Y4": 0.5568, "page": 0}, {"Word": "graduated", "Confidence": 0.561, "X1": 0.26957, "Y1": 0.5582, "X2": 0.37101, "Y2": 0.558, "X3": 0.37246, "Y3": 0.5748, "X4": 0.26957, "Y4": 0.5788, "page": 0}, {"Word": "The guard tube is cooled quickly to room temperature and a", "Confidence": 0.99064, "X1": 0.23768, "Y1": 0.5742, "X2": 0.78116, "Y2": 0.574, "X3": 0.78116, "Y3": 0.5908, "X4": 0.23768, "Y4": 0.5918, "page": 0}, {"Word": "twisted wire used to remove the water drops touching the inside wall of", "Confidence": 0.99469, "X1": 0.15507, "Y1": 0.5902, "X2": 0.78406, "Y2": 0.59, "X3": 0.78406, "Y3": 0.6068, "X4": 0.15507, "Y4": 0.6088, "page": 0}, {"Word": "the existing liquid in the guard tube containing the solvent.", "Confidence": 0.9944, "X1": 0.15507, "Y1": 0.6092, "X2": 0.64203, "Y2": 0.609, "X3": 0.64203, "Y3": 0.6248, "X4": 0.15507, "Y4": 0.6258, "page": 0}, {"Word": "A small amount of humidifier is added to the twisted wire if", "Confidence": 0.98317, "X1": 0.23188, "Y1": 0.6422, "X2": 0.78406, "Y2": 0.642, "X3": 0.78406, "Y3": 0.6588, "X4": 0.23188, "Y4": 0.6608, "page": 0}, {"Word": "necessary.", "Confidence": 0.993, "X1": 0.15362, "Y1": 0.6632, "X2": 0.24638, "Y2": 0.663, "X3": 0.24638, "Y3": 0.6778, "X4": 0.15362, "Y4": 0.6778, "page": 0}, {"Word": "5/3/4 - Determination", "Confidence": 0.99267, "X1": 0.15507, "Y1": 0.7122, "X2": 0.35797, "Y2": 0.712, "X3": 0.35797, "Y3": 0.7278, "X4": 0.15507, "Y4": 0.7278, "page": 0}, {"Word": "Two separate determination at least are required under specific", "Confidence": 0.98456, "X1": 0.23623, "Y1": 0.7442, "X2": 0.77971, "Y2": 0.744, "X3": 0.77971, "Y3": 0.7618, "X4": 0.23623, "Y4": 0.7618, "page": 0}, {"Word": "circumstances to determine the complete analysis.", "Confidence": 0.995, "X1": 0.15362, "Y1": 0.7622, "X2": 0.57101, "Y2": 0.762, "X3": 0.57101, "Y3": 0.7798, "X4": 0.15362, "Y4": 0.7808, "page": 0}, {"Word": "800118447", "Confidence": 0.991, "X1": 0.96667, "Y1": 0.9452, "X2": 0.96667, "Y2": 0.945, "X3": 0.93768, "Y3": 0.9448, "X4": 0.93623, "Y4": 0.8358, "page": 0}, {"Word": "212317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9592, "X2": 0.06522, "Y2": 0.959, "X3": 0.06522, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9748, "page": 0}], "words_data": [{"Word": "5/3/2", "Confidence": 0.991, "X1": 0.15797, "Y1": 0.1862, "X2": 0.2058, "Y2": 0.186, "X3": 0.20435, "Y3": 0.2028, "X4": 0.15797, "Y4": 0.2018, "page": 0, "Index": 0}, {"Word": "Distillation", "Confidence": 0.991, "X1": 0.23623, "Y1": 0.1842, "X2": 0.33043, "Y2": 0.184, "X3": 0.32899, "Y3": 0.2018, "X4": 0.23333, "Y4": 0.2018, "page": 0, "Index": 1}, {"Word": "continued", "Confidence": 0.994, "X1": 0.33478, "Y1": 0.1852, "X2": 0.41594, "Y2": 0.185, "X3": 0.41594, "Y3": 0.2018, "X4": 0.33333, "Y4": 0.2018, "page": 0, "Index": 2}, {"Word": ":", "Confidence": 0.963, "X1": 0.42029, "Y1": 0.1852, "X2": 0.43188, "Y2": 0.185, "X3": 0.43043, "Y3": 0.2018, "X4": 0.42029, "Y4": 0.2018, "page": 0, "Index": 3}, {"Word": "The", "Confidence": 0.998, "X1": 0.24058, "Y1": 0.2202, "X2": 0.27101, "Y2": 0.22, "X3": 0.27101, "Y3": 0.2348, "X4": 0.24058, "Y4": 0.2348, "page": 0, "Index": 4}, {"Word": "apparatus", "Confidence": 0.991, "X1": 0.27681, "Y1": 0.2192, "X2": 0.35797, "Y2": 0.219, "X3": 0.35797, "Y3": 0.2358, "X4": 0.27536, "Y4": 0.2348, "page": 0, "Index": 5}, {"Word": "is", "Confidence": 0.998, "X1": 0.36377, "Y1": 0.2192, "X2": 0.38116, "Y2": 0.219, "X3": 0.38116, "Y3": 0.2358, "X4": 0.36232, "Y4": 0.2358, "page": 0, "Index": 6}, {"Word": "mounted", "Confidence": 0.996, "X1": 0.38696, "Y1": 0.2192, "X2": 0.46232, "Y2": 0.219, "X3": 0.46087, "Y3": 0.2368, "X4": 0.38551, "Y4": 0.2358, "page": 0, "Index": 7}, {"Word": "(4/2),", "Confidence": 0.994, "X1": 0.46667, "Y1": 0.2192, "X2": 0.51594, "Y2": 0.219, "X3": 0.51594, "Y3": 0.2368, "X4": 0.46667, "Y4": 0.2368, "page": 0, "Index": 8}, {"Word": "the", "Confidence": 0.994, "X1": 0.52029, "Y1": 0.2192, "X2": 0.54928, "Y2": 0.219, "X3": 0.54783, "Y3": 0.2368, "X4": 0.52029, "Y4": 0.2368, "page": 0, "Index": 9}, {"Word": "distillation", "Confidence": 0.945, "X1": 0.55362, "Y1": 0.2182, "X2": 0.64348, "Y2": 0.218, "X3": 0.64348, "Y3": 0.2368, "X4": 0.55362, "Y4": 0.2368, "page": 0, "Index": 10}, {"Word": "begins,", "Confidence": 0.995, "X1": 0.64928, "Y1": 0.2182, "X2": 0.71014, "Y2": 0.218, "X3": 0.7087, "Y3": 0.2358, "X4": 0.64783, "Y4": 0.2368, "page": 0, "Index": 11}, {"Word": "put", "Confidence": 0.998, "X1": 0.71449, "Y1": 0.2182, "X2": 0.74493, "Y2": 0.218, "X3": 0.74493, "Y3": 0.2358, "X4": 0.71449, "Y4": 0.2358, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.2192, "X2": 0.78261, "Y2": 0.219, "X3": 0.78261, "Y3": 0.2358, "X4": 0.75072, "Y4": 0.2358, "page": 0, "Index": 13}, {"Word": "flask", "Confidence": 0.61, "X1": 0.15797, "Y1": 0.2372, "X2": 0.1971, "Y2": 0.237, "X3": 0.1971, "Y3": 0.2528, "X4": 0.15797, "Y4": 0.2528, "page": 0, "Index": 14}, {"Word": "on", "Confidence": 0.997, "X1": 0.20145, "Y1": 0.2372, "X2": 0.22609, "Y2": 0.237, "X3": 0.22609, "Y3": 0.2528, "X4": 0.20145, "Y4": 0.2528, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.23043, "Y1": 0.2372, "X2": 0.25797, "Y2": 0.237, "X3": 0.25652, "Y3": 0.2528, "X4": 0.23043, "Y4": 0.2528, "page": 0, "Index": 16}, {"Word": "source", "Confidence": 0.995, "X1": 0.26232, "Y1": 0.2372, "X2": 0.31884, "Y2": 0.237, "X3": 0.31884, "Y3": 0.2528, "X4": 0.26232, "Y4": 0.2528, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.998, "X1": 0.32464, "Y1": 0.2372, "X2": 0.34348, "Y2": 0.237, "X3": 0.34348, "Y3": 0.2528, "X4": 0.32319, "Y4": 0.2528, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.998, "X1": 0.34783, "Y1": 0.2362, "X2": 0.37536, "Y2": 0.236, "X3": 0.37536, "Y3": 0.2528, "X4": 0.34783, "Y4": 0.2528, "page": 0, "Index": 19}, {"Word": "heat.", "Confidence": 0.881, "X1": 0.37971, "Y1": 0.2362, "X2": 0.42464, "Y2": 0.236, "X3": 0.42464, "Y3": 0.2528, "X4": 0.37971, "Y4": 0.2528, "page": 0, "Index": 20}, {"Word": "The", "Confidence": 0.998, "X1": 0.42899, "Y1": 0.2362, "X2": 0.46232, "Y2": 0.236, "X3": 0.46232, "Y3": 0.2528, "X4": 0.42899, "Y4": 0.2528, "page": 0, "Index": 21}, {"Word": "percentage", "Confidence": 0.994, "X1": 0.46667, "Y1": 0.2362, "X2": 0.56087, "Y2": 0.236, "X3": 0.56087, "Y3": 0.2528, "X4": 0.46667, "Y4": 0.2528, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.992, "X1": 0.56522, "Y1": 0.2362, "X2": 0.58406, "Y2": 0.236, "X3": 0.58406, "Y3": 0.2528, "X4": 0.56522, "Y4": 0.2528, "page": 0, "Index": 23}, {"Word": "distillation", "Confidence": 0.992, "X1": 0.58986, "Y1": 0.2352, "X2": 0.67681, "Y2": 0.235, "X3": 0.67681, "Y3": 0.2528, "X4": 0.58841, "Y4": 0.2528, "page": 0, "Index": 24}, {"Word": "is", "Confidence": 0.998, "X1": 0.68116, "Y1": 0.2352, "X2": 0.69855, "Y2": 0.235, "X3": 0.69855, "Y3": 0.2518, "X4": 0.68116, "Y4": 0.2528, "page": 0, "Index": 25}, {"Word": "(30", "Confidence": 0.998, "X1": 0.7029, "Y1": 0.2352, "X2": 0.73478, "Y2": 0.235, "X3": 0.73478, "Y3": 0.2518, "X4": 0.7029, "Y4": 0.2518, "page": 0, "Index": 26}, {"Word": "+", "Confidence": 0.657, "X1": 0.74058, "Y1": 0.2352, "X2": 0.75362, "Y2": 0.235, "X3": 0.75362, "Y3": 0.2518, "X4": 0.73913, "Y4": 0.2518, "page": 0, "Index": 27}, {"Word": "5)", "Confidence": 0.995, "X1": 0.75942, "Y1": 0.2352, "X2": 0.77971, "Y2": 0.235, "X3": 0.77971, "Y3": 0.2518, "X4": 0.75942, "Y4": 0.2518, "page": 0, "Index": 28}, {"Word": "done", "Confidence": 0.988, "X1": 0.71159, "Y1": 0.2532, "X2": 0.75507, "Y2": 0.253, "X3": 0.75507, "Y3": 0.2678, "X4": 0.71159, "Y4": 0.2688, "page": 0, "Index": 29}, {"Word": "in", "Confidence": 0.998, "X1": 0.75942, "Y1": 0.2532, "X2": 0.78116, "Y2": 0.253, "X3": 0.78116, "Y3": 0.2678, "X4": 0.75942, "Y4": 0.2678, "page": 0, "Index": 30}, {"Word": "ml/min.", "Confidence": 0.943, "X1": 0.15652, "Y1": 0.2542, "X2": 0.22029, "Y2": 0.254, "X3": 0.22029, "Y3": 0.2698, "X4": 0.15652, "Y4": 0.2698, "page": 0, "Index": 31}, {"Word": "-", "Confidence": 0.991, "X1": 0.22464, "Y1": 0.2542, "X2": 0.23478, "Y2": 0.254, "X3": 0.23478, "Y3": 0.2698, "X4": 0.22464, "Y4": 0.2698, "page": 0, "Index": 32}, {"Word": "the", "Confidence": 0.998, "X1": 0.23913, "Y1": 0.2542, "X2": 0.26667, "Y2": 0.254, "X3": 0.26812, "Y3": 0.2698, "X4": 0.23913, "Y4": 0.2698, "page": 0, "Index": 33}, {"Word": "cooling", "Confidence": 0.996, "X1": 0.27246, "Y1": 0.2532, "X2": 0.33623, "Y2": 0.253, "X3": 0.33623, "Y3": 0.2698, "X4": 0.27246, "Y4": 0.2698, "page": 0, "Index": 34}, {"Word": "should", "Confidence": 0.997, "X1": 0.34058, "Y1": 0.2532, "X2": 0.39855, "Y2": 0.253, "X3": 0.39855, "Y3": 0.2698, "X4": 0.34058, "Y4": 0.2698, "page": 0, "Index": 35}, {"Word": "be", "Confidence": 0.997, "X1": 0.4029, "Y1": 0.2532, "X2": 0.42609, "Y2": 0.253, "X3": 0.42609, "Y3": 0.2698, "X4": 0.4029, "Y4": 0.2698, "page": 0, "Index": 36}, {"Word": "sufficient", "Confidence": 0.993, "X1": 0.43043, "Y1": 0.2532, "X2": 0.51159, "Y2": 0.253, "X3": 0.51159, "Y3": 0.2698, "X4": 0.43043, "Y4": 0.2698, "page": 0, "Index": 37}, {"Word": "so", "Confidence": 0.997, "X1": 0.51594, "Y1": 0.2532, "X2": 0.53623, "Y2": 0.253, "X3": 0.53623, "Y3": 0.2698, "X4": 0.51594, "Y4": 0.2698, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.54203, "Y1": 0.2532, "X2": 0.56957, "Y2": 0.253, "X3": 0.56957, "Y3": 0.2688, "X4": 0.54203, "Y4": 0.2698, "page": 0, "Index": 39}, {"Word": "condensation", "Confidence": 0.991, "X1": 0.57391, "Y1": 0.2532, "X2": 0.68406, "Y2": 0.253, "X3": 0.68551, "Y3": 0.2688, "X4": 0.57391, "Y4": 0.2688, "page": 0, "Index": 40}, {"Word": "is", "Confidence": 0.998, "X1": 0.68986, "Y1": 0.2532, "X2": 0.7058, "Y2": 0.253, "X3": 0.70725, "Y3": 0.2688, "X4": 0.68986, "Y4": 0.2688, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.996, "X1": 0.15797, "Y1": 0.2712, "X2": 0.18116, "Y2": 0.271, "X3": 0.18116, "Y3": 0.2868, "X4": 0.15797, "Y4": 0.2868, "page": 0, "Index": 42}, {"Word": "lower", "Confidence": 0.997, "X1": 0.18551, "Y1": 0.2712, "X2": 0.23768, "Y2": 0.271, "X3": 0.23768, "Y3": 0.2868, "X4": 0.18551, "Y4": 0.2868, "page": 0, "Index": 43}, {"Word": "third", "Confidence": 0.993, "X1": 0.24203, "Y1": 0.2712, "X2": 0.28406, "Y2": 0.271, "X3": 0.28406, "Y3": 0.2868, "X4": 0.24203, "Y4": 0.2868, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.2702, "X2": 0.30725, "Y2": 0.27, "X3": 0.30725, "Y3": 0.2868, "X4": 0.28841, "Y4": 0.2868, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.31304, "Y1": 0.2702, "X2": 0.34058, "Y2": 0.27, "X3": 0.34058, "Y3": 0.2868, "X4": 0.31159, "Y4": 0.2868, "page": 0, "Index": 46}, {"Word": "condenser", "Confidence": 0.994, "X1": 0.34493, "Y1": 0.2702, "X2": 0.43333, "Y2": 0.27, "X3": 0.43188, "Y3": 0.2868, "X4": 0.34493, "Y4": 0.2868, "page": 0, "Index": 47}, {"Word": "(4/2/4).", "Confidence": 0.991, "X1": 0.43768, "Y1": 0.2702, "X2": 0.5058, "Y2": 0.27, "X3": 0.5058, "Y3": 0.2868, "X4": 0.43768, "Y4": 0.2868, "page": 0, "Index": 48}, {"Word": "The", "Confidence": 0.998, "X1": 0.51014, "Y1": 0.2692, "X2": 0.54348, "Y2": 0.269, "X3": 0.54348, "Y3": 0.2858, "X4": 0.51014, "Y4": 0.2868, "page": 0, "Index": 49}, {"Word": "distillation", "Confidence": 0.991, "X1": 0.54783, "Y1": 0.2692, "X2": 0.63768, "Y2": 0.269, "X3": 0.63768, "Y3": 0.2858, "X4": 0.54783, "Y4": 0.2858, "page": 0, "Index": 50}, {"Word": "is", "Confidence": 0.998, "X1": 0.64203, "Y1": 0.2692, "X2": 0.65797, "Y2": 0.269, "X3": 0.65797, "Y3": 0.2858, "X4": 0.64203, "Y4": 0.2858, "page": 0, "Index": 51}, {"Word": "continued", "Confidence": 0.993, "X1": 0.66232, "Y1": 0.2702, "X2": 0.74638, "Y2": 0.27, "X3": 0.74638, "Y3": 0.2858, "X4": 0.66232, "Y4": 0.2858, "page": 0, "Index": 52}, {"Word": "for", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.2702, "X2": 0.78116, "Y2": 0.27, "X3": 0.78116, "Y3": 0.2858, "X4": 0.75217, "Y4": 0.2858, "page": 0, "Index": 53}, {"Word": "180", "Confidence": 0.998, "X1": 0.16232, "Y1": 0.2882, "X2": 0.18841, "Y2": 0.288, "X3": 0.18841, "Y3": 0.3038, "X4": 0.16087, "Y4": 0.3028, "page": 0, "Index": 54}, {"Word": "mins.", "Confidence": 0.927, "X1": 0.1942, "Y1": 0.2882, "X2": 0.23913, "Y2": 0.288, "X3": 0.23768, "Y3": 0.3038, "X4": 0.19275, "Y4": 0.3038, "page": 0, "Index": 55}, {"Word": "[from", "Confidence": 0.996, "X1": 0.24348, "Y1": 0.2872, "X2": 0.28986, "Y2": 0.287, "X3": 0.28986, "Y3": 0.3038, "X4": 0.24348, "Y4": 0.3038, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.994, "X1": 0.2971, "Y1": 0.2872, "X2": 0.32319, "Y2": 0.287, "X3": 0.32174, "Y3": 0.3038, "X4": 0.2971, "Y4": 0.3038, "page": 0, "Index": 57}, {"Word": "minute", "Confidence": 0.997, "X1": 0.32754, "Y1": 0.2872, "X2": 0.38551, "Y2": 0.287, "X3": 0.38551, "Y3": 0.3038, "X4": 0.32754, "Y4": 0.3038, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.998, "X1": 0.3913, "Y1": 0.2872, "X2": 0.41884, "Y2": 0.287, "X3": 0.41739, "Y3": 0.3038, "X4": 0.38986, "Y4": 0.3038, "page": 0, "Index": 59}, {"Word": "solvent", "Confidence": 0.995, "X1": 0.42319, "Y1": 0.2872, "X2": 0.48551, "Y2": 0.287, "X3": 0.48551, "Y3": 0.3038, "X4": 0.42319, "Y4": 0.3038, "page": 0, "Index": 60}, {"Word": "starts", "Confidence": 0.995, "X1": 0.4913, "Y1": 0.2862, "X2": 0.53623, "Y2": 0.286, "X3": 0.53623, "Y3": 0.3038, "X4": 0.48986, "Y4": 0.3038, "page": 0, "Index": 61}, {"Word": "to", "Confidence": 0.998, "X1": 0.54058, "Y1": 0.2862, "X2": 0.55797, "Y2": 0.286, "X3": 0.55797, "Y3": 0.3038, "X4": 0.54058, "Y4": 0.3038, "page": 0, "Index": 62}, {"Word": "flow]", "Confidence": 0.959, "X1": 0.56377, "Y1": 0.2862, "X2": 0.61014, "Y2": 0.286, "X3": 0.61014, "Y3": 0.3038, "X4": 0.56377, "Y4": 0.3038, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.995, "X1": 0.61449, "Y1": 0.2862, "X2": 0.64058, "Y2": 0.286, "X3": 0.64058, "Y3": 0.3038, "X4": 0.61449, "Y4": 0.3038, "page": 0, "Index": 64}, {"Word": "next", "Confidence": 0.991, "X1": 0.64638, "Y1": 0.2862, "X2": 0.68261, "Y2": 0.286, "X3": 0.68261, "Y3": 0.3028, "X4": 0.64493, "Y4": 0.3038, "page": 0, "Index": 65}, {"Word": "function", "Confidence": 0.995, "X1": 0.68841, "Y1": 0.2852, "X2": 0.75652, "Y2": 0.285, "X3": 0.75652, "Y3": 0.3028, "X4": 0.68696, "Y4": 0.3028, "page": 0, "Index": 66}, {"Word": "is", "Confidence": 0.998, "X1": 0.76232, "Y1": 0.2852, "X2": 0.78116, "Y2": 0.285, "X3": 0.78116, "Y3": 0.3028, "X4": 0.76232, "Y4": 0.3028, "page": 0, "Index": 67}, {"Word": "continued", "Confidence": 0.991, "X1": 0.15797, "Y1": 0.3052, "X2": 0.23768, "Y2": 0.305, "X3": 0.23768, "Y3": 0.3208, "X4": 0.15797, "Y4": 0.3208, "page": 0, "Index": 68}, {"Word": "after", "Confidence": 0.994, "X1": 0.24203, "Y1": 0.3052, "X2": 0.27971, "Y2": 0.305, "X3": 0.27971, "Y3": 0.3208, "X4": 0.24203, "Y4": 0.3208, "page": 0, "Index": 69}, {"Word": "that.", "Confidence": 0.995, "X1": 0.28406, "Y1": 0.3052, "X2": 0.32319, "Y2": 0.305, "X3": 0.32174, "Y3": 0.3208, "X4": 0.28406, "Y4": 0.3208, "page": 0, "Index": 70}, {"Word": "The", "Confidence": 0.998, "X1": 0.32754, "Y1": 0.3042, "X2": 0.35942, "Y2": 0.304, "X3": 0.35942, "Y3": 0.3208, "X4": 0.32754, "Y4": 0.3208, "page": 0, "Index": 71}, {"Word": "apparatus", "Confidence": 0.994, "X1": 0.36377, "Y1": 0.3042, "X2": 0.44493, "Y2": 0.304, "X3": 0.44348, "Y3": 0.3208, "X4": 0.36377, "Y4": 0.3208, "page": 0, "Index": 72}, {"Word": "is", "Confidence": 0.998, "X1": 0.44928, "Y1": 0.3042, "X2": 0.46377, "Y2": 0.304, "X3": 0.46377, "Y3": 0.3198, "X4": 0.44928, "Y4": 0.3198, "page": 0, "Index": 73}, {"Word": "then", "Confidence": 0.991, "X1": 0.46957, "Y1": 0.3042, "X2": 0.5058, "Y2": 0.304, "X3": 0.50435, "Y3": 0.3198, "X4": 0.46812, "Y4": 0.3198, "page": 0, "Index": 74}, {"Word": "tilted", "Confidence": 0.994, "X1": 0.51014, "Y1": 0.3032, "X2": 0.55507, "Y2": 0.303, "X3": 0.55362, "Y3": 0.3198, "X4": 0.51014, "Y4": 0.3198, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.998, "X1": 0.55942, "Y1": 0.3032, "X2": 0.58841, "Y2": 0.303, "X3": 0.58696, "Y3": 0.3198, "X4": 0.55797, "Y4": 0.3198, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.998, "X1": 0.59275, "Y1": 0.3032, "X2": 0.61884, "Y2": 0.303, "X3": 0.61739, "Y3": 0.3198, "X4": 0.5913, "Y4": 0.3198, "page": 0, "Index": 77}, {"Word": "flow", "Confidence": 0.652, "X1": 0.62319, "Y1": 0.3032, "X2": 0.65942, "Y2": 0.303, "X3": 0.65797, "Y3": 0.3198, "X4": 0.62174, "Y4": 0.3198, "page": 0, "Index": 78}, {"Word": "of", "Confidence": 0.998, "X1": 0.66522, "Y1": 0.3032, "X2": 0.68406, "Y2": 0.303, "X3": 0.68261, "Y3": 0.3198, "X4": 0.66522, "Y4": 0.3198, "page": 0, "Index": 79}, {"Word": "cold", "Confidence": 0.991, "X1": 0.68841, "Y1": 0.3032, "X2": 0.72464, "Y2": 0.303, "X3": 0.72464, "Y3": 0.3188, "X4": 0.68696, "Y4": 0.3198, "page": 0, "Index": 80}, {"Word": "water", "Confidence": 0.997, "X1": 0.73043, "Y1": 0.3032, "X2": 0.78261, "Y2": 0.303, "X3": 0.78116, "Y3": 0.3188, "X4": 0.72899, "Y4": 0.3188, "page": 0, "Index": 81}, {"Word": "is", "Confidence": 0.993, "X1": 0.15797, "Y1": 0.3222, "X2": 0.17391, "Y2": 0.322, "X3": 0.17391, "Y3": 0.3378, "X4": 0.15797, "Y4": 0.3388, "page": 0, "Index": 82}, {"Word": "stopped", "Confidence": 0.997, "X1": 0.17826, "Y1": 0.3222, "X2": 0.24783, "Y2": 0.322, "X3": 0.24783, "Y3": 0.3378, "X4": 0.17826, "Y4": 0.3378, "page": 0, "Index": 83}, {"Word": "for", "Confidence": 0.998, "X1": 0.25217, "Y1": 0.3222, "X2": 0.28261, "Y2": 0.322, "X3": 0.28261, "Y3": 0.3378, "X4": 0.25217, "Y4": 0.3378, "page": 0, "Index": 84}, {"Word": "few", "Confidence": 0.998, "X1": 0.28696, "Y1": 0.3212, "X2": 0.31739, "Y2": 0.321, "X3": 0.31739, "Y3": 0.3368, "X4": 0.28696, "Y4": 0.3378, "page": 0, "Index": 85}, {"Word": "seconds", "Confidence": 0.995, "X1": 0.32609, "Y1": 0.3212, "X2": 0.39855, "Y2": 0.321, "X3": 0.39855, "Y3": 0.3368, "X4": 0.32609, "Y4": 0.3368, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.4029, "Y1": 0.3212, "X2": 0.42319, "Y2": 0.321, "X3": 0.42319, "Y3": 0.3368, "X4": 0.4029, "Y4": 0.3368, "page": 0, "Index": 87}, {"Word": "allow", "Confidence": 0.998, "X1": 0.43043, "Y1": 0.3212, "X2": 0.47391, "Y2": 0.321, "X3": 0.47391, "Y3": 0.3368, "X4": 0.43043, "Y4": 0.3368, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.48406, "Y1": 0.3212, "X2": 0.51449, "Y2": 0.321, "X3": 0.51449, "Y3": 0.3368, "X4": 0.48406, "Y4": 0.3368, "page": 0, "Index": 89}, {"Word": "remainder", "Confidence": 0.995, "X1": 0.51884, "Y1": 0.3212, "X2": 0.60725, "Y2": 0.321, "X3": 0.60725, "Y3": 0.3368, "X4": 0.51884, "Y4": 0.3368, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.992, "X1": 0.61159, "Y1": 0.3212, "X2": 0.63333, "Y2": 0.321, "X3": 0.63333, "Y3": 0.3368, "X4": 0.61159, "Y4": 0.3368, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.63768, "Y1": 0.3212, "X2": 0.66667, "Y2": 0.321, "X3": 0.66667, "Y3": 0.3368, "X4": 0.63768, "Y4": 0.3368, "page": 0, "Index": 92}, {"Word": "water", "Confidence": 0.994, "X1": 0.67101, "Y1": 0.3212, "X2": 0.72464, "Y2": 0.321, "X3": 0.72464, "Y3": 0.3368, "X4": 0.67101, "Y4": 0.3368, "page": 0, "Index": 93}, {"Word": "drops", "Confidence": 0.997, "X1": 0.72899, "Y1": 0.3212, "X2": 0.77971, "Y2": 0.321, "X3": 0.77971, "Y3": 0.3368, "X4": 0.72899, "Y4": 0.3368, "page": 0, "Index": 94}, {"Word": "inside", "Confidence": 0.994, "X1": 0.15652, "Y1": 0.3392, "X2": 0.20725, "Y2": 0.339, "X3": 0.20725, "Y3": 0.3538, "X4": 0.15652, "Y4": 0.3538, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.998, "X1": 0.21304, "Y1": 0.3392, "X2": 0.24058, "Y2": 0.339, "X3": 0.24058, "Y3": 0.3538, "X4": 0.21159, "Y4": 0.3538, "page": 0, "Index": 96}, {"Word": "condenser", "Confidence": 0.994, "X1": 0.24493, "Y1": 0.3392, "X2": 0.33333, "Y2": 0.339, "X3": 0.33188, "Y3": 0.3538, "X4": 0.24493, "Y4": 0.3538, "page": 0, "Index": 97}, {"Word": "to", "Confidence": 0.998, "X1": 0.33768, "Y1": 0.3392, "X2": 0.35652, "Y2": 0.339, "X3": 0.35652, "Y3": 0.3538, "X4": 0.33623, "Y4": 0.3538, "page": 0, "Index": 98}, {"Word": "accumulate.", "Confidence": 0.934, "X1": 0.36087, "Y1": 0.3382, "X2": 0.46667, "Y2": 0.338, "X3": 0.46667, "Y3": 0.3538, "X4": 0.36087, "Y4": 0.3538, "page": 0, "Index": 99}, {"Word": "The", "Confidence": 0.998, "X1": 0.47101, "Y1": 0.3382, "X2": 0.50435, "Y2": 0.338, "X3": 0.50435, "Y3": 0.3538, "X4": 0.47101, "Y4": 0.3538, "page": 0, "Index": 100}, {"Word": "heating", "Confidence": 0.994, "X1": 0.5087, "Y1": 0.3382, "X2": 0.57246, "Y2": 0.338, "X3": 0.57101, "Y3": 0.3538, "X4": 0.5087, "Y4": 0.3538, "page": 0, "Index": 101}, {"Word": "is", "Confidence": 0.998, "X1": 0.57681, "Y1": 0.3382, "X2": 0.59275, "Y2": 0.338, "X3": 0.59275, "Y3": 0.3538, "X4": 0.57536, "Y4": 0.3538, "page": 0, "Index": 102}, {"Word": "continued", "Confidence": 0.995, "X1": 0.5971, "Y1": 0.3382, "X2": 0.68116, "Y2": 0.338, "X3": 0.68116, "Y3": 0.3538, "X4": 0.5971, "Y4": 0.3538, "page": 0, "Index": 103}, {"Word": "during", "Confidence": 0.997, "X1": 0.68551, "Y1": 0.3382, "X2": 0.74203, "Y2": 0.338, "X3": 0.74203, "Y3": 0.3548, "X4": 0.68551, "Y4": 0.3538, "page": 0, "Index": 104}, {"Word": "this", "Confidence": 0.991, "X1": 0.74638, "Y1": 0.3382, "X2": 0.78116, "Y2": 0.338, "X3": 0.78116, "Y3": 0.3548, "X4": 0.74638, "Y4": 0.3548, "page": 0, "Index": 105}, {"Word": "time", "Confidence": 0.988, "X1": 0.15942, "Y1": 0.3572, "X2": 0.19275, "Y2": 0.357, "X3": 0.19275, "Y3": 0.3708, "X4": 0.15942, "Y4": 0.3718, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.998, "X1": 0.1971, "Y1": 0.3572, "X2": 0.21449, "Y2": 0.357, "X3": 0.21449, "Y3": 0.3708, "X4": 0.1971, "Y4": 0.3708, "page": 0, "Index": 107}, {"Word": "increase", "Confidence": 0.996, "X1": 0.21884, "Y1": 0.3562, "X2": 0.28696, "Y2": 0.356, "X3": 0.28551, "Y3": 0.3708, "X4": 0.21739, "Y4": 0.3708, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.2913, "Y1": 0.3562, "X2": 0.31739, "Y2": 0.356, "X3": 0.31739, "Y3": 0.3708, "X4": 0.28986, "Y4": 0.3708, "page": 0, "Index": 109}, {"Word": "volume", "Confidence": 0.997, "X1": 0.32174, "Y1": 0.3552, "X2": 0.38406, "Y2": 0.355, "X3": 0.38406, "Y3": 0.3708, "X4": 0.32174, "Y4": 0.3708, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.998, "X1": 0.38841, "Y1": 0.3552, "X2": 0.40725, "Y2": 0.355, "X3": 0.40725, "Y3": 0.3708, "X4": 0.38841, "Y4": 0.3708, "page": 0, "Index": 111}, {"Word": "condensation.", "Confidence": 0.971, "X1": 0.41159, "Y1": 0.3552, "X2": 0.53188, "Y2": 0.355, "X3": 0.53043, "Y3": 0.3698, "X4": 0.41159, "Y4": 0.3708, "page": 0, "Index": 112}, {"Word": "The", "Confidence": 0.998, "X1": 0.24058, "Y1": 0.3892, "X2": 0.27101, "Y2": 0.389, "X3": 0.27101, "Y3": 0.4048, "X4": 0.24058, "Y4": 0.4048, "page": 0, "Index": 113}, {"Word": "distillation", "Confidence": 0.991, "X1": 0.27681, "Y1": 0.3892, "X2": 0.36667, "Y2": 0.389, "X3": 0.36667, "Y3": 0.4048, "X4": 0.27536, "Y4": 0.4048, "page": 0, "Index": 114}, {"Word": "is", "Confidence": 0.998, "X1": 0.37101, "Y1": 0.3892, "X2": 0.38841, "Y2": 0.389, "X3": 0.38841, "Y3": 0.4048, "X4": 0.37101, "Y4": 0.4048, "page": 0, "Index": 115}, {"Word": "stopped", "Confidence": 0.996, "X1": 0.39275, "Y1": 0.3892, "X2": 0.46232, "Y2": 0.389, "X3": 0.46232, "Y3": 0.4048, "X4": 0.39275, "Y4": 0.4048, "page": 0, "Index": 116}, {"Word": "by", "Confidence": 0.998, "X1": 0.46667, "Y1": 0.3892, "X2": 0.4913, "Y2": 0.389, "X3": 0.4913, "Y3": 0.4048, "X4": 0.46667, "Y4": 0.4048, "page": 0, "Index": 117}, {"Word": "removing", "Confidence": 0.991, "X1": 0.49565, "Y1": 0.3882, "X2": 0.57536, "Y2": 0.388, "X3": 0.57681, "Y3": 0.4048, "X4": 0.49565, "Y4": 0.4048, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.994, "X1": 0.58116, "Y1": 0.3882, "X2": 0.61159, "Y2": 0.388, "X3": 0.61159, "Y3": 0.4048, "X4": 0.58116, "Y4": 0.4048, "page": 0, "Index": 119}, {"Word": "apparatus", "Confidence": 0.995, "X1": 0.61594, "Y1": 0.3882, "X2": 0.6971, "Y2": 0.388, "X3": 0.6971, "Y3": 0.4048, "X4": 0.61594, "Y4": 0.4048, "page": 0, "Index": 120}, {"Word": "from", "Confidence": 0.99, "X1": 0.70145, "Y1": 0.3882, "X2": 0.74058, "Y2": 0.388, "X3": 0.74058, "Y3": 0.4038, "X4": 0.7029, "Y4": 0.4048, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.3882, "X2": 0.78116, "Y2": 0.388, "X3": 0.78116, "Y3": 0.4038, "X4": 0.75072, "Y4": 0.4038, "page": 0, "Index": 122}, {"Word": "heat", "Confidence": 0.994, "X1": 0.15652, "Y1": 0.4072, "X2": 0.1913, "Y2": 0.407, "X3": 0.1913, "Y3": 0.4218, "X4": 0.15652, "Y4": 0.4218, "page": 0, "Index": 123}, {"Word": "source", "Confidence": 0.996, "X1": 0.19565, "Y1": 0.4072, "X2": 0.25362, "Y2": 0.407, "X3": 0.25362, "Y3": 0.4218, "X4": 0.19565, "Y4": 0.4218, "page": 0, "Index": 124}, {"Word": "and", "Confidence": 0.998, "X1": 0.25797, "Y1": 0.4072, "X2": 0.28986, "Y2": 0.407, "X3": 0.28986, "Y3": 0.4218, "X4": 0.25797, "Y4": 0.4218, "page": 0, "Index": 125}, {"Word": "left", "Confidence": 0.985, "X1": 0.2942, "Y1": 0.4072, "X2": 0.32464, "Y2": 0.407, "X3": 0.32464, "Y3": 0.4218, "X4": 0.2942, "Y4": 0.4218, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.32899, "Y1": 0.4072, "X2": 0.34783, "Y2": 0.407, "X3": 0.34783, "Y3": 0.4218, "X4": 0.32899, "Y4": 0.4218, "page": 0, "Index": 127}, {"Word": "cool", "Confidence": 0.985, "X1": 0.35217, "Y1": 0.4072, "X2": 0.3913, "Y2": 0.407, "X3": 0.3913, "Y3": 0.4218, "X4": 0.35217, "Y4": 0.4218, "page": 0, "Index": 128}, {"Word": "to", "Confidence": 0.998, "X1": 0.39565, "Y1": 0.4072, "X2": 0.41449, "Y2": 0.407, "X3": 0.41449, "Y3": 0.4218, "X4": 0.39565, "Y4": 0.4218, "page": 0, "Index": 129}, {"Word": "room", "Confidence": 0.987, "X1": 0.41884, "Y1": 0.4072, "X2": 0.46232, "Y2": 0.407, "X3": 0.46232, "Y3": 0.4218, "X4": 0.41884, "Y4": 0.4218, "page": 0, "Index": 130}, {"Word": "temperature.", "Confidence": 0.991, "X1": 0.47101, "Y1": 0.4062, "X2": 0.57971, "Y2": 0.406, "X3": 0.57971, "Y3": 0.4218, "X4": 0.47101, "Y4": 0.4218, "page": 0, "Index": 131}, {"Word": "The", "Confidence": 0.998, "X1": 0.58406, "Y1": 0.4062, "X2": 0.61884, "Y2": 0.406, "X3": 0.61884, "Y3": 0.4218, "X4": 0.58406, "Y4": 0.4218, "page": 0, "Index": 132}, {"Word": "guard", "Confidence": 0.997, "X1": 0.62319, "Y1": 0.4062, "X2": 0.67101, "Y2": 0.406, "X3": 0.67101, "Y3": 0.4218, "X4": 0.62319, "Y4": 0.4218, "page": 0, "Index": 133}, {"Word": "tube", "Confidence": 0.988, "X1": 0.67536, "Y1": 0.4052, "X2": 0.71304, "Y2": 0.405, "X3": 0.71304, "Y3": 0.4218, "X4": 0.67536, "Y4": 0.4218, "page": 0, "Index": 134}, {"Word": "(4/2/5)", "Confidence": 0.995, "X1": 0.71739, "Y1": 0.4052, "X2": 0.77971, "Y2": 0.405, "X3": 0.77971, "Y3": 0.4218, "X4": 0.71739, "Y4": 0.4218, "page": 0, "Index": 135}, {"Word": "covered", "Confidence": 0.996, "X1": 0.71014, "Y1": 0.4222, "X2": 0.77971, "Y2": 0.422, "X3": 0.78116, "Y3": 0.4378, "X4": 0.71014, "Y4": 0.4388, "page": 0, "Index": 136}, {"Word": "containing", "Confidence": 0.991, "X1": 0.15652, "Y1": 0.4242, "X2": 0.24348, "Y2": 0.424, "X3": 0.24348, "Y3": 0.4398, "X4": 0.15652, "Y4": 0.4398, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.998, "X1": 0.24928, "Y1": 0.4242, "X2": 0.27681, "Y2": 0.424, "X3": 0.27681, "Y3": 0.4398, "X4": 0.24928, "Y4": 0.4398, "page": 0, "Index": 138}, {"Word": "Silica", "Confidence": 0.995, "X1": 0.28116, "Y1": 0.4232, "X2": 0.33188, "Y2": 0.423, "X3": 0.33188, "Y3": 0.4398, "X4": 0.28116, "Y4": 0.4398, "page": 0, "Index": 139}, {"Word": "gel", "Confidence": 0.998, "X1": 0.33623, "Y1": 0.4232, "X2": 0.36377, "Y2": 0.423, "X3": 0.36522, "Y3": 0.4398, "X4": 0.33623, "Y4": 0.4398, "page": 0, "Index": 140}, {"Word": "(2/3)", "Confidence": 0.997, "X1": 0.36957, "Y1": 0.4232, "X2": 0.41159, "Y2": 0.423, "X3": 0.41304, "Y3": 0.4398, "X4": 0.36957, "Y4": 0.4398, "page": 0, "Index": 141}, {"Word": "is", "Confidence": 0.998, "X1": 0.41739, "Y1": 0.4232, "X2": 0.43333, "Y2": 0.423, "X3": 0.43333, "Y3": 0.4398, "X4": 0.41739, "Y4": 0.4398, "page": 0, "Index": 142}, {"Word": "removed.", "Confidence": 0.994, "X1": 0.43768, "Y1": 0.4232, "X2": 0.52174, "Y2": 0.423, "X3": 0.52174, "Y3": 0.4388, "X4": 0.43913, "Y4": 0.4388, "page": 0, "Index": 143}, {"Word": "Then,", "Confidence": 0.996, "X1": 0.52609, "Y1": 0.4232, "X2": 0.57536, "Y2": 0.423, "X3": 0.57536, "Y3": 0.4388, "X4": 0.52609, "Y4": 0.4388, "page": 0, "Index": 144}, {"Word": "a", "Confidence": 0.995, "X1": 0.57971, "Y1": 0.4232, "X2": 0.59275, "Y2": 0.423, "X3": 0.59275, "Y3": 0.4388, "X4": 0.58116, "Y4": 0.4388, "page": 0, "Index": 145}, {"Word": "twisted", "Confidence": 0.996, "X1": 0.5971, "Y1": 0.4222, "X2": 0.66087, "Y2": 0.422, "X3": 0.66087, "Y3": 0.4388, "X4": 0.5971, "Y4": 0.4388, "page": 0, "Index": 146}, {"Word": "wire", "Confidence": 0.986, "X1": 0.66522, "Y1": 0.4222, "X2": 0.70435, "Y2": 0.422, "X3": 0.7058, "Y3": 0.4388, "X4": 0.66522, "Y4": 0.4388, "page": 0, "Index": 147}, {"Word": "with", "Confidence": 0.997, "X1": 0.15797, "Y1": 0.4412, "X2": 0.1971, "Y2": 0.441, "X3": 0.1971, "Y3": 0.4578, "X4": 0.15797, "Y4": 0.4578, "page": 0, "Index": 148}, {"Word": "a", "Confidence": 0.995, "X1": 0.2029, "Y1": 0.4412, "X2": 0.21739, "Y2": 0.441, "X3": 0.21594, "Y3": 0.4578, "X4": 0.2029, "Y4": 0.4578, "page": 0, "Index": 149}, {"Word": "thin", "Confidence": 0.988, "X1": 0.22319, "Y1": 0.4402, "X2": 0.25942, "Y2": 0.44, "X3": 0.25797, "Y3": 0.4568, "X4": 0.22319, "Y4": 0.4568, "page": 0, "Index": 150}, {"Word": "layer", "Confidence": 0.997, "X1": 0.26377, "Y1": 0.4402, "X2": 0.31304, "Y2": 0.44, "X3": 0.31304, "Y3": 0.4568, "X4": 0.26377, "Y4": 0.4568, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.31884, "Y1": 0.4402, "X2": 0.34058, "Y2": 0.44, "X3": 0.34058, "Y3": 0.4568, "X4": 0.31884, "Y4": 0.4568, "page": 0, "Index": 152}, {"Word": "humidifier", "Confidence": 0.991, "X1": 0.34638, "Y1": 0.4402, "X2": 0.43913, "Y2": 0.44, "X3": 0.43913, "Y3": 0.4558, "X4": 0.34493, "Y4": 0.4568, "page": 0, "Index": 153}, {"Word": "substance", "Confidence": 0.994, "X1": 0.44348, "Y1": 0.4392, "X2": 0.53043, "Y2": 0.439, "X3": 0.53043, "Y3": 0.4558, "X4": 0.44348, "Y4": 0.4558, "page": 0, "Index": 154}, {"Word": "(3/3)", "Confidence": 0.995, "X1": 0.53478, "Y1": 0.4392, "X2": 0.58261, "Y2": 0.439, "X3": 0.58261, "Y3": 0.4558, "X4": 0.53623, "Y4": 0.4558, "page": 0, "Index": 155}, {"Word": "is", "Confidence": 0.998, "X1": 0.58696, "Y1": 0.4392, "X2": 0.60725, "Y2": 0.439, "X3": 0.6087, "Y3": 0.4558, "X4": 0.58696, "Y4": 0.4558, "page": 0, "Index": 156}, {"Word": "inserted", "Confidence": 0.995, "X1": 0.61304, "Y1": 0.4392, "X2": 0.68116, "Y2": 0.439, "X3": 0.68116, "Y3": 0.4558, "X4": 0.61304, "Y4": 0.4558, "page": 0, "Index": 157}, {"Word": "inside", "Confidence": 0.997, "X1": 0.68841, "Y1": 0.4392, "X2": 0.74348, "Y2": 0.439, "X3": 0.74493, "Y3": 0.4558, "X4": 0.68841, "Y4": 0.4558, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.994, "X1": 0.74928, "Y1": 0.4382, "X2": 0.77971, "Y2": 0.438, "X3": 0.78116, "Y3": 0.4548, "X4": 0.74928, "Y4": 0.4558, "page": 0, "Index": 159}, {"Word": "condenser", "Confidence": 0.992, "X1": 0.15797, "Y1": 0.4582, "X2": 0.24348, "Y2": 0.458, "X3": 0.24348, "Y3": 0.4738, "X4": 0.15797, "Y4": 0.4728, "page": 0, "Index": 160}, {"Word": "until", "Confidence": 0.994, "X1": 0.24928, "Y1": 0.4572, "X2": 0.2913, "Y2": 0.457, "X3": 0.2913, "Y3": 0.4738, "X4": 0.24928, "Y4": 0.4738, "page": 0, "Index": 161}, {"Word": "it", "Confidence": 0.998, "X1": 0.29565, "Y1": 0.4572, "X2": 0.31304, "Y2": 0.457, "X3": 0.31304, "Y3": 0.4738, "X4": 0.29565, "Y4": 0.4738, "page": 0, "Index": 162}, {"Word": "reaches", "Confidence": 0.993, "X1": 0.31739, "Y1": 0.4572, "X2": 0.38696, "Y2": 0.457, "X3": 0.38696, "Y3": 0.4738, "X4": 0.31739, "Y4": 0.4738, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.991, "X1": 0.3913, "Y1": 0.4562, "X2": 0.42029, "Y2": 0.456, "X3": 0.42029, "Y3": 0.4738, "X4": 0.3913, "Y4": 0.4738, "page": 0, "Index": 164}, {"Word": "level", "Confidence": 0.997, "X1": 0.42609, "Y1": 0.4562, "X2": 0.47246, "Y2": 0.456, "X3": 0.47246, "Y3": 0.4738, "X4": 0.42609, "Y4": 0.4738, "page": 0, "Index": 165}, {"Word": "of", "Confidence": 0.998, "X1": 0.47826, "Y1": 0.4562, "X2": 0.50145, "Y2": 0.456, "X3": 0.50145, "Y3": 0.4728, "X4": 0.47826, "Y4": 0.4738, "page": 0, "Index": 166}, {"Word": "condensation.", "Confidence": 0.991, "X1": 0.5058, "Y1": 0.4562, "X2": 0.62609, "Y2": 0.456, "X3": 0.62609, "Y3": 0.4728, "X4": 0.5058, "Y4": 0.4728, "page": 0, "Index": 167}, {"Word": "The", "Confidence": 0.991, "X1": 0.63188, "Y1": 0.4562, "X2": 0.66667, "Y2": 0.456, "X3": 0.66667, "Y3": 0.4728, "X4": 0.63188, "Y4": 0.4728, "page": 0, "Index": 168}, {"Word": "water", "Confidence": 0.998, "X1": 0.67246, "Y1": 0.4562, "X2": 0.72319, "Y2": 0.456, "X3": 0.72319, "Y3": 0.4718, "X4": 0.67246, "Y4": 0.4728, "page": 0, "Index": 169}, {"Word": "drops", "Confidence": 0.997, "X1": 0.72899, "Y1": 0.4572, "X2": 0.78116, "Y2": 0.457, "X3": 0.78116, "Y3": 0.4718, "X4": 0.72899, "Y4": 0.4718, "page": 0, "Index": 170}, {"Word": "remaining", "Confidence": 0.991, "X1": 0.15652, "Y1": 0.4742, "X2": 0.23768, "Y2": 0.474, "X3": 0.23768, "Y3": 0.4898, "X4": 0.15797, "Y4": 0.4908, "page": 0, "Index": 171}, {"Word": "in", "Confidence": 0.998, "X1": 0.24203, "Y1": 0.4742, "X2": 0.25797, "Y2": 0.474, "X3": 0.25942, "Y3": 0.4898, "X4": 0.24203, "Y4": 0.4898, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.26377, "Y1": 0.4742, "X2": 0.29275, "Y2": 0.474, "X3": 0.29275, "Y3": 0.4898, "X4": 0.26377, "Y4": 0.4898, "page": 0, "Index": 173}, {"Word": "guard", "Confidence": 0.901, "X1": 0.2971, "Y1": 0.4742, "X2": 0.34058, "Y2": 0.474, "X3": 0.34058, "Y3": 0.4898, "X4": 0.2971, "Y4": 0.4898, "page": 0, "Index": 174}, {"Word": "tube", "Confidence": 0.983, "X1": 0.34493, "Y1": 0.4742, "X2": 0.38261, "Y2": 0.474, "X3": 0.38261, "Y3": 0.4898, "X4": 0.34493, "Y4": 0.4898, "page": 0, "Index": 175}, {"Word": "is", "Confidence": 0.998, "X1": 0.38696, "Y1": 0.4742, "X2": 0.4, "Y2": 0.474, "X3": 0.4, "Y3": 0.4898, "X4": 0.38696, "Y4": 0.4898, "page": 0, "Index": 176}, {"Word": "transmit", "Confidence": 0.994, "X1": 0.40435, "Y1": 0.4732, "X2": 0.47391, "Y2": 0.473, "X3": 0.47391, "Y3": 0.4898, "X4": 0.4058, "Y4": 0.4898, "page": 0, "Index": 177}, {"Word": "ted", "Confidence": 0.998, "X1": 0.47971, "Y1": 0.4732, "X2": 0.5058, "Y2": 0.473, "X3": 0.5058, "Y3": 0.4888, "X4": 0.47971, "Y4": 0.4898, "page": 0, "Index": 178}, {"Word": "by", "Confidence": 0.998, "X1": 0.51014, "Y1": 0.4732, "X2": 0.53188, "Y2": 0.473, "X3": 0.53188, "Y3": 0.4888, "X4": 0.51014, "Y4": 0.4888, "page": 0, "Index": 179}, {"Word": "washing", "Confidence": 0.996, "X1": 0.53623, "Y1": 0.4732, "X2": 0.60435, "Y2": 0.473, "X3": 0.60435, "Y3": 0.4888, "X4": 0.53623, "Y4": 0.4888, "page": 0, "Index": 180}, {"Word": "it", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.4732, "X2": 0.62029, "Y2": 0.473, "X3": 0.62029, "Y3": 0.4898, "X4": 0.6087, "Y4": 0.4898, "page": 0, "Index": 181}, {"Word": "3", "Confidence": 0.996, "X1": 0.62609, "Y1": 0.4732, "X2": 0.63623, "Y2": 0.473, "X3": 0.63623, "Y3": 0.4898, "X4": 0.62464, "Y4": 0.4898, "page": 0, "Index": 182}, {"Word": "to", "Confidence": 0.998, "X1": 0.64058, "Y1": 0.4732, "X2": 0.65942, "Y2": 0.473, "X3": 0.65942, "Y3": 0.4898, "X4": 0.64058, "Y4": 0.4898, "page": 0, "Index": 183}, {"Word": "4", "Confidence": 0.998, "X1": 0.66377, "Y1": 0.4732, "X2": 0.67391, "Y2": 0.473, "X3": 0.67246, "Y3": 0.4898, "X4": 0.66377, "Y4": 0.4898, "page": 0, "Index": 184}, {"Word": "times", "Confidence": 0.997, "X1": 0.67826, "Y1": 0.4732, "X2": 0.72464, "Y2": 0.473, "X3": 0.72319, "Y3": 0.4898, "X4": 0.67826, "Y4": 0.4898, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.998, "X1": 0.72899, "Y1": 0.4732, "X2": 0.74638, "Y2": 0.473, "X3": 0.74493, "Y3": 0.4898, "X4": 0.72899, "Y4": 0.4898, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.4732, "X2": 0.78261, "Y2": 0.473, "X3": 0.78261, "Y3": 0.4898, "X4": 0.75072, "Y4": 0.4898, "page": 0, "Index": 187}, {"Word": "bottom", "Confidence": 0.996, "X1": 0.15652, "Y1": 0.4912, "X2": 0.21304, "Y2": 0.491, "X3": 0.21304, "Y3": 0.5068, "X4": 0.15652, "Y4": 0.5068, "page": 0, "Index": 188}, {"Word": "of", "Confidence": 0.998, "X1": 0.21884, "Y1": 0.4912, "X2": 0.23623, "Y2": 0.491, "X3": 0.23623, "Y3": 0.5068, "X4": 0.21739, "Y4": 0.5068, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.992, "X1": 0.24058, "Y1": 0.4902, "X2": 0.26522, "Y2": 0.49, "X3": 0.26522, "Y3": 0.5068, "X4": 0.24058, "Y4": 0.5068, "page": 0, "Index": 190}, {"Word": "annular", "Confidence": 0.991, "X1": 0.27101, "Y1": 0.4902, "X2": 0.33188, "Y2": 0.49, "X3": 0.33043, "Y3": 0.5078, "X4": 0.26957, "Y4": 0.5068, "page": 0, "Index": 191}, {"Word": "hexane", "Confidence": 0.997, "X1": 0.33623, "Y1": 0.4902, "X2": 0.3971, "Y2": 0.49, "X3": 0.39565, "Y3": 0.5078, "X4": 0.33478, "Y4": 0.5078, "page": 0, "Index": 192}, {"Word": "(1/2)", "Confidence": 0.997, "X1": 0.40145, "Y1": 0.4902, "X2": 0.44203, "Y2": 0.49, "X3": 0.44203, "Y3": 0.5078, "X4": 0.40145, "Y4": 0.5078, "page": 0, "Index": 193}, {"Word": "each", "Confidence": 0.962, "X1": 0.44783, "Y1": 0.4902, "X2": 0.48696, "Y2": 0.49, "X3": 0.48551, "Y3": 0.5078, "X4": 0.44638, "Y4": 0.5078, "page": 0, "Index": 194}, {"Word": "by", "Confidence": 0.998, "X1": 0.4913, "Y1": 0.4902, "X2": 0.51449, "Y2": 0.49, "X3": 0.51304, "Y3": 0.5068, "X4": 0.4913, "Y4": 0.5078, "page": 0, "Index": 195}, {"Word": "10", "Confidence": 0.998, "X1": 0.51884, "Y1": 0.4902, "X2": 0.53913, "Y2": 0.49, "X3": 0.53768, "Y3": 0.5068, "X4": 0.51884, "Y4": 0.5068, "page": 0, "Index": 196}, {"Word": "ml.", "Confidence": 0.993, "X1": 0.54348, "Y1": 0.4902, "X2": 0.57391, "Y2": 0.49, "X3": 0.57246, "Y3": 0.5068, "X4": 0.54348, "Y4": 0.5068, "page": 0, "Index": 197}, {"Word": "5/3/3", "Confidence": 0.996, "X1": 0.15942, "Y1": 0.5412, "X2": 0.19855, "Y2": 0.541, "X3": 0.1971, "Y3": 0.5578, "X4": 0.15797, "Y4": 0.5578, "page": 0, "Index": 198}, {"Word": "-", "Confidence": 0.995, "X1": 0.2029, "Y1": 0.5412, "X2": 0.21739, "Y2": 0.541, "X3": 0.21594, "Y3": 0.5578, "X4": 0.20145, "Y4": 0.5578, "page": 0, "Index": 199}, {"Word": "Determination", "Confidence": 0.991, "X1": 0.23478, "Y1": 0.5412, "X2": 0.35507, "Y2": 0.541, "X3": 0.35507, "Y3": 0.5578, "X4": 0.23333, "Y4": 0.5578, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.992, "X1": 0.36087, "Y1": 0.5412, "X2": 0.37826, "Y2": 0.541, "X3": 0.37681, "Y3": 0.5578, "X4": 0.35942, "Y4": 0.5578, "page": 0, "Index": 201}, {"Word": "water", "Confidence": 0.998, "X1": 0.38261, "Y1": 0.5412, "X2": 0.43043, "Y2": 0.541, "X3": 0.42899, "Y3": 0.5578, "X4": 0.38116, "Y4": 0.5578, "page": 0, "Index": 202}, {"Word": "content", "Confidence": 0.997, "X1": 0.43478, "Y1": 0.5422, "X2": 0.50145, "Y2": 0.542, "X3": 0.50145, "Y3": 0.5568, "X4": 0.43478, "Y4": 0.5578, "page": 0, "Index": 203}, {"Word": "graduated", "Confidence": 0.561, "X1": 0.26957, "Y1": 0.5592, "X2": 0.36667, "Y2": 0.559, "X3": 0.36667, "Y3": 0.5758, "X4": 0.27101, "Y4": 0.5788, "page": 0, "Index": 204}, {"Word": "The", "Confidence": 0.998, "X1": 0.24058, "Y1": 0.5762, "X2": 0.27246, "Y2": 0.576, "X3": 0.27246, "Y3": 0.5918, "X4": 0.24058, "Y4": 0.5918, "page": 0, "Index": 205}, {"Word": "guard", "Confidence": 0.951, "X1": 0.27681, "Y1": 0.5762, "X2": 0.32754, "Y2": 0.576, "X3": 0.32754, "Y3": 0.5918, "X4": 0.27681, "Y4": 0.5918, "page": 0, "Index": 206}, {"Word": "tube", "Confidence": 0.982, "X1": 0.33188, "Y1": 0.5762, "X2": 0.37391, "Y2": 0.576, "X3": 0.37391, "Y3": 0.5918, "X4": 0.33188, "Y4": 0.5918, "page": 0, "Index": 207}, {"Word": "is", "Confidence": 0.998, "X1": 0.37826, "Y1": 0.5762, "X2": 0.3971, "Y2": 0.576, "X3": 0.3971, "Y3": 0.5918, "X4": 0.37826, "Y4": 0.5918, "page": 0, "Index": 208}, {"Word": "cooled", "Confidence": 0.997, "X1": 0.40145, "Y1": 0.5752, "X2": 0.46087, "Y2": 0.575, "X3": 0.46087, "Y3": 0.5918, "X4": 0.40145, "Y4": 0.5918, "page": 0, "Index": 209}, {"Word": "quickly", "Confidence": 0.996, "X1": 0.46812, "Y1": 0.5752, "X2": 0.53333, "Y2": 0.575, "X3": 0.53333, "Y3": 0.5918, "X4": 0.46812, "Y4": 0.5918, "page": 0, "Index": 210}, {"Word": "to", "Confidence": 0.998, "X1": 0.53913, "Y1": 0.5752, "X2": 0.55942, "Y2": 0.575, "X3": 0.55942, "Y3": 0.5918, "X4": 0.53913, "Y4": 0.5918, "page": 0, "Index": 211}, {"Word": "room", "Confidence": 0.991, "X1": 0.56522, "Y1": 0.5752, "X2": 0.60725, "Y2": 0.575, "X3": 0.60725, "Y3": 0.5918, "X4": 0.56522, "Y4": 0.5918, "page": 0, "Index": 212}, {"Word": "temperature", "Confidence": 0.993, "X1": 0.61739, "Y1": 0.5752, "X2": 0.72174, "Y2": 0.575, "X3": 0.72174, "Y3": 0.5908, "X4": 0.61739, "Y4": 0.5918, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.998, "X1": 0.72609, "Y1": 0.5752, "X2": 0.75942, "Y2": 0.575, "X3": 0.75942, "Y3": 0.5898, "X4": 0.72609, "Y4": 0.5908, "page": 0, "Index": 214}, {"Word": "a", "Confidence": 0.995, "X1": 0.76667, "Y1": 0.5752, "X2": 0.77971, "Y2": 0.575, "X3": 0.77971, "Y3": 0.5898, "X4": 0.76667, "Y4": 0.5898, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.998, "X1": 0.40435, "Y1": 0.5932, "X2": 0.43478, "Y2": 0.593, "X3": 0.43478, "Y3": 0.6078, "X4": 0.40435, "Y4": 0.6088, "page": 0, "Index": 216}, {"Word": "water", "Confidence": 0.997, "X1": 0.43913, "Y1": 0.5932, "X2": 0.48986, "Y2": 0.593, "X3": 0.48841, "Y3": 0.6078, "X4": 0.43913, "Y4": 0.6078, "page": 0, "Index": 217}, {"Word": "drops", "Confidence": 0.996, "X1": 0.4942, "Y1": 0.5922, "X2": 0.54348, "Y2": 0.592, "X3": 0.54203, "Y3": 0.6078, "X4": 0.4942, "Y4": 0.6078, "page": 0, "Index": 218}, {"Word": "touching", "Confidence": 0.996, "X1": 0.54783, "Y1": 0.5922, "X2": 0.62029, "Y2": 0.592, "X3": 0.62029, "Y3": 0.6078, "X4": 0.54638, "Y4": 0.6078, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.998, "X1": 0.62464, "Y1": 0.5922, "X2": 0.65362, "Y2": 0.592, "X3": 0.65362, "Y3": 0.6078, "X4": 0.62464, "Y4": 0.6078, "page": 0, "Index": 220}, {"Word": "inside", "Confidence": 0.994, "X1": 0.65942, "Y1": 0.5912, "X2": 0.71014, "Y2": 0.591, "X3": 0.71014, "Y3": 0.6078, "X4": 0.65797, "Y4": 0.6078, "page": 0, "Index": 221}, {"Word": "wall", "Confidence": 0.99, "X1": 0.71594, "Y1": 0.5912, "X2": 0.75507, "Y2": 0.591, "X3": 0.75362, "Y3": 0.6078, "X4": 0.71449, "Y4": 0.6078, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.75942, "Y1": 0.5912, "X2": 0.78406, "Y2": 0.591, "X3": 0.78261, "Y3": 0.6078, "X4": 0.75797, "Y4": 0.6078, "page": 0, "Index": 223}, {"Word": "twisted", "Confidence": 0.991, "X1": 0.15652, "Y1": 0.5932, "X2": 0.21739, "Y2": 0.593, "X3": 0.21739, "Y3": 0.6088, "X4": 0.15652, "Y4": 0.6088, "page": 0, "Index": 224}, {"Word": "wire", "Confidence": 0.987, "X1": 0.22319, "Y1": 0.5932, "X2": 0.26087, "Y2": 0.593, "X3": 0.26087, "Y3": 0.6088, "X4": 0.22174, "Y4": 0.6088, "page": 0, "Index": 225}, {"Word": "used", "Confidence": 0.991, "X1": 0.26522, "Y1": 0.5932, "X2": 0.30725, "Y2": 0.593, "X3": 0.3058, "Y3": 0.6088, "X4": 0.26522, "Y4": 0.6088, "page": 0, "Index": 226}, {"Word": "to", "Confidence": 0.998, "X1": 0.31159, "Y1": 0.5932, "X2": 0.32899, "Y2": 0.593, "X3": 0.32899, "Y3": 0.6088, "X4": 0.31014, "Y4": 0.6088, "page": 0, "Index": 227}, {"Word": "remove", "Confidence": 0.997, "X1": 0.33478, "Y1": 0.5932, "X2": 0.4, "Y2": 0.593, "X3": 0.39855, "Y3": 0.6088, "X4": 0.33333, "Y4": 0.6088, "page": 0, "Index": 228}, {"Word": "the", "Confidence": 0.998, "X1": 0.15652, "Y1": 0.6102, "X2": 0.17971, "Y2": 0.61, "X3": 0.17971, "Y3": 0.6258, "X4": 0.15652, "Y4": 0.6258, "page": 0, "Index": 229}, {"Word": "existing", "Confidence": 0.991, "X1": 0.18406, "Y1": 0.6102, "X2": 0.24928, "Y2": 0.61, "X3": 0.24928, "Y3": 0.6268, "X4": 0.18406, "Y4": 0.6258, "page": 0, "Index": 230}, {"Word": "liquid", "Confidence": 0.996, "X1": 0.25362, "Y1": 0.6102, "X2": 0.30145, "Y2": 0.61, "X3": 0.30145, "Y3": 0.6268, "X4": 0.25362, "Y4": 0.6268, "page": 0, "Index": 231}, {"Word": "in", "Confidence": 0.998, "X1": 0.3058, "Y1": 0.6102, "X2": 0.32319, "Y2": 0.61, "X3": 0.32319, "Y3": 0.6268, "X4": 0.3058, "Y4": 0.6268, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.993, "X1": 0.32754, "Y1": 0.6102, "X2": 0.35507, "Y2": 0.61, "X3": 0.35362, "Y3": 0.6258, "X4": 0.32754, "Y4": 0.6268, "page": 0, "Index": 233}, {"Word": "guard", "Confidence": 0.997, "X1": 0.35942, "Y1": 0.6102, "X2": 0.4058, "Y2": 0.61, "X3": 0.4058, "Y3": 0.6258, "X4": 0.35942, "Y4": 0.6258, "page": 0, "Index": 234}, {"Word": "tube", "Confidence": 0.987, "X1": 0.41014, "Y1": 0.6102, "X2": 0.44783, "Y2": 0.61, "X3": 0.44783, "Y3": 0.6258, "X4": 0.41014, "Y4": 0.6258, "page": 0, "Index": 235}, {"Word": "containing", "Confidence": 0.991, "X1": 0.45217, "Y1": 0.6102, "X2": 0.53913, "Y2": 0.61, "X3": 0.53913, "Y3": 0.6258, "X4": 0.45217, "Y4": 0.6258, "page": 0, "Index": 236}, {"Word": "the", "Confidence": 0.998, "X1": 0.54348, "Y1": 0.6102, "X2": 0.56957, "Y2": 0.61, "X3": 0.56957, "Y3": 0.6248, "X4": 0.54348, "Y4": 0.6258, "page": 0, "Index": 237}, {"Word": "solvent.", "Confidence": 0.995, "X1": 0.57536, "Y1": 0.6102, "X2": 0.64203, "Y2": 0.61, "X3": 0.64203, "Y3": 0.6248, "X4": 0.57391, "Y4": 0.6248, "page": 0, "Index": 238}, {"Word": "A", "Confidence": 0.995, "X1": 0.23768, "Y1": 0.6452, "X2": 0.25072, "Y2": 0.645, "X3": 0.25072, "Y3": 0.6608, "X4": 0.23623, "Y4": 0.6608, "page": 0, "Index": 239}, {"Word": "small", "Confidence": 0.994, "X1": 0.25797, "Y1": 0.6442, "X2": 0.30725, "Y2": 0.644, "X3": 0.30725, "Y3": 0.6608, "X4": 0.25652, "Y4": 0.6608, "page": 0, "Index": 240}, {"Word": "amount", "Confidence": 0.996, "X1": 0.31304, "Y1": 0.6432, "X2": 0.37681, "Y2": 0.643, "X3": 0.37681, "Y3": 0.6598, "X4": 0.31159, "Y4": 0.6608, "page": 0, "Index": 241}, {"Word": "of", "Confidence": 0.998, "X1": 0.38261, "Y1": 0.6432, "X2": 0.4029, "Y2": 0.643, "X3": 0.4029, "Y3": 0.6598, "X4": 0.38116, "Y4": 0.6598, "page": 0, "Index": 242}, {"Word": "humidifier", "Confidence": 0.848, "X1": 0.40725, "Y1": 0.6432, "X2": 0.5, "Y2": 0.643, "X3": 0.5, "Y3": 0.6598, "X4": 0.40725, "Y4": 0.6598, "page": 0, "Index": 243}, {"Word": "is", "Confidence": 0.997, "X1": 0.50435, "Y1": 0.6422, "X2": 0.52174, "Y2": 0.642, "X3": 0.52174, "Y3": 0.6598, "X4": 0.50435, "Y4": 0.6598, "page": 0, "Index": 244}, {"Word": "added", "Confidence": 0.998, "X1": 0.52754, "Y1": 0.6422, "X2": 0.57971, "Y2": 0.642, "X3": 0.57971, "Y3": 0.6598, "X4": 0.52754, "Y4": 0.6598, "page": 0, "Index": 245}, {"Word": "to", "Confidence": 0.998, "X1": 0.58551, "Y1": 0.6422, "X2": 0.60725, "Y2": 0.642, "X3": 0.60725, "Y3": 0.6598, "X4": 0.58551, "Y4": 0.6598, "page": 0, "Index": 246}, {"Word": "the", "Confidence": 0.994, "X1": 0.61304, "Y1": 0.6422, "X2": 0.64203, "Y2": 0.642, "X3": 0.64203, "Y3": 0.6598, "X4": 0.61304, "Y4": 0.6598, "page": 0, "Index": 247}, {"Word": "twisted", "Confidence": 0.995, "X1": 0.64638, "Y1": 0.6422, "X2": 0.71014, "Y2": 0.642, "X3": 0.71014, "Y3": 0.6598, "X4": 0.64638, "Y4": 0.6598, "page": 0, "Index": 248}, {"Word": "wire", "Confidence": 0.987, "X1": 0.71594, "Y1": 0.6422, "X2": 0.75652, "Y2": 0.642, "X3": 0.75652, "Y3": 0.6598, "X4": 0.71594, "Y4": 0.6598, "page": 0, "Index": 249}, {"Word": "if", "Confidence": 0.998, "X1": 0.76087, "Y1": 0.6422, "X2": 0.78261, "Y2": 0.642, "X3": 0.78261, "Y3": 0.6598, "X4": 0.76087, "Y4": 0.6598, "page": 0, "Index": 250}, {"Word": "necessary.", "Confidence": 0.993, "X1": 0.15652, "Y1": 0.6642, "X2": 0.24638, "Y2": 0.664, "X3": 0.24638, "Y3": 0.6788, "X4": 0.15507, "Y4": 0.6778, "page": 0, "Index": 251}, {"Word": "5/3/4", "Confidence": 0.993, "X1": 0.15652, "Y1": 0.7122, "X2": 0.19855, "Y2": 0.712, "X3": 0.1971, "Y3": 0.7278, "X4": 0.15507, "Y4": 0.7278, "page": 0, "Index": 252}, {"Word": "-", "Confidence": 0.994, "X1": 0.2029, "Y1": 0.7122, "X2": 0.21594, "Y2": 0.712, "X3": 0.21594, "Y3": 0.7288, "X4": 0.2029, "Y4": 0.7278, "page": 0, "Index": 253}, {"Word": "Determination", "Confidence": 0.991, "X1": 0.23478, "Y1": 0.7132, "X2": 0.35652, "Y2": 0.713, "X3": 0.35797, "Y3": 0.7288, "X4": 0.23333, "Y4": 0.7288, "page": 0, "Index": 254}, {"Word": "Two", "Confidence": 0.998, "X1": 0.23913, "Y1": 0.7472, "X2": 0.27536, "Y2": 0.747, "X3": 0.27536, "Y3": 0.7618, "X4": 0.23768, "Y4": 0.7618, "page": 0, "Index": 255}, {"Word": "separate", "Confidence": 0.993, "X1": 0.27971, "Y1": 0.7472, "X2": 0.35072, "Y2": 0.747, "X3": 0.35072, "Y3": 0.7618, "X4": 0.27971, "Y4": 0.7618, "page": 0, "Index": 256}, {"Word": "determination", "Confidence": 0.892, "X1": 0.35507, "Y1": 0.7462, "X2": 0.47391, "Y2": 0.746, "X3": 0.47246, "Y3": 0.7618, "X4": 0.35507, "Y4": 0.7618, "page": 0, "Index": 257}, {"Word": "at", "Confidence": 0.997, "X1": 0.47826, "Y1": 0.7462, "X2": 0.4971, "Y2": 0.746, "X3": 0.4971, "Y3": 0.7618, "X4": 0.47826, "Y4": 0.7618, "page": 0, "Index": 258}, {"Word": "least", "Confidence": 0.997, "X1": 0.50145, "Y1": 0.7462, "X2": 0.54348, "Y2": 0.746, "X3": 0.54348, "Y3": 0.7618, "X4": 0.50145, "Y4": 0.7618, "page": 0, "Index": 259}, {"Word": "are", "Confidence": 0.998, "X1": 0.54783, "Y1": 0.7462, "X2": 0.57391, "Y2": 0.746, "X3": 0.57391, "Y3": 0.7618, "X4": 0.54783, "Y4": 0.7618, "page": 0, "Index": 260}, {"Word": "required", "Confidence": 0.995, "X1": 0.57826, "Y1": 0.7462, "X2": 0.65072, "Y2": 0.746, "X3": 0.65072, "Y3": 0.7618, "X4": 0.57826, "Y4": 0.7618, "page": 0, "Index": 261}, {"Word": "under", "Confidence": 0.997, "X1": 0.65507, "Y1": 0.7452, "X2": 0.70435, "Y2": 0.745, "X3": 0.70435, "Y3": 0.7618, "X4": 0.65507, "Y4": 0.7618, "page": 0, "Index": 262}, {"Word": "specific", "Confidence": 0.994, "X1": 0.7087, "Y1": 0.7452, "X2": 0.77971, "Y2": 0.745, "X3": 0.77971, "Y3": 0.7618, "X4": 0.7087, "Y4": 0.7618, "page": 0, "Index": 263}, {"Word": "circumstances", "Confidence": 0.991, "X1": 0.15507, "Y1": 0.7642, "X2": 0.27101, "Y2": 0.764, "X3": 0.27101, "Y3": 0.7798, "X4": 0.15507, "Y4": 0.7808, "page": 0, "Index": 264}, {"Word": "to", "Confidence": 0.998, "X1": 0.27536, "Y1": 0.7642, "X2": 0.29275, "Y2": 0.764, "X3": 0.29275, "Y3": 0.7788, "X4": 0.27536, "Y4": 0.7788, "page": 0, "Index": 265}, {"Word": "determine", "Confidence": 0.994, "X1": 0.2971, "Y1": 0.7632, "X2": 0.38116, "Y2": 0.763, "X3": 0.37971, "Y3": 0.7788, "X4": 0.2971, "Y4": 0.7788, "page": 0, "Index": 266}, {"Word": "the", "Confidence": 0.998, "X1": 0.38551, "Y1": 0.7632, "X2": 0.41014, "Y2": 0.763, "X3": 0.41014, "Y3": 0.7788, "X4": 0.38551, "Y4": 0.7788, "page": 0, "Index": 267}, {"Word": "complete", "Confidence": 0.996, "X1": 0.41594, "Y1": 0.7632, "X2": 0.4942, "Y2": 0.763, "X3": 0.49275, "Y3": 0.7798, "X4": 0.41449, "Y4": 0.7788, "page": 0, "Index": 268}, {"Word": "analysis.", "Confidence": 0.993, "X1": 0.49855, "Y1": 0.7632, "X2": 0.57101, "Y2": 0.763, "X3": 0.57101, "Y3": 0.7808, "X4": 0.49855, "Y4": 0.7798, "page": 0, "Index": 269}, {"Word": "800118447", "Confidence": 0.991, "X1": 0.96667, "Y1": 0.9442, "X2": 0.96667, "Y2": 0.944, "X3": 0.93768, "Y3": 0.9438, "X4": 0.93623, "Y4": 0.8358, "page": 0, "Index": 270}, {"Word": "212317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9592, "X2": 0.06522, "Y2": 0.959, "X3": 0.06522, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9748, "page": 0, "Index": 271}]}
|
"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"
|
ffpd0206
| 8 |
{"lines_data": [{"Word": "4/2/5 - A graded tube filled with Silica blue gel (3/1) to prevent the room", "Confidence": 0.98853, "X1": 0.15217, "Y1": 0.1842, "X2": 0.77826, "Y2": 0.184, "X3": 0.77826, "Y3": 0.2028, "X4": 0.15217, "Y4": 0.2048, "page": 0}, {"Word": "humidity to enter the apparatus.", "Confidence": 0.924, "X1": 0.15362, "Y1": 0.2052, "X2": 0.41884, "Y2": 0.205, "X3": 0.41884, "Y3": 0.2208, "X4": 0.15362, "Y4": 0.2208, "page": 0}, {"Word": "Note : The Silica Gel should be dried before turning to pink colour at a", "Confidence": 0.91373, "X1": 0.15942, "Y1": 0.2192, "X2": 0.77826, "Y2": 0.219, "X3": 0.77826, "Y3": 0.2368, "X4": 0.15942, "Y4": 0.2398, "page": 0}, {"Word": "temperature ranging between 100\u00ba to 200\u2103.", "Confidence": 0.8845, "X1": 0.15362, "Y1": 0.2382, "X2": 0.52319, "Y2": 0.238, "X3": 0.52464, "Y3": 0.2558, "X4": 0.15362, "Y4": 0.2598, "page": 0}, {"Word": "120", "Confidence": 0.909, "X1": 0.46087, "Y1": 0.2552, "X2": 0.5029, "Y2": 0.255, "X3": 0.50145, "Y3": 0.2708, "X4": 0.45797, "Y4": 0.2728, "page": 0}, {"Word": "Before mounting the apparatus, the joints should be greased by", "Confidence": 0.9965, "X1": 0.23768, "Y1": 0.2732, "X2": 0.78116, "Y2": 0.273, "X3": 0.78116, "Y3": 0.2898, "X4": 0.23768, "Y4": 0.2918, "page": 0}, {"Word": "using mineral lubricant or siliceous.", "Confidence": 0.9852, "X1": 0.15507, "Y1": 0.2922, "X2": 0.45217, "Y2": 0.292, "X3": 0.45217, "Y3": 0.3088, "X4": 0.15507, "Y4": 0.3098, "page": 0}, {"Word": "-", "Confidence": 0.929, "X1": 0.02029, "Y1": 0.3232, "X2": 0.01739, "Y2": 0.323, "X3": 0.00725, "Y3": 0.3228, "X4": 0.00725, "Y4": 0.3058, "page": 0}, {"Word": "Figure No. 1 - Distillation Apparatus (5/2)", "Confidence": 0.86143, "X1": 0.28116, "Y1": 0.3422, "X2": 0.65217, "Y2": 0.342, "X3": 0.65217, "Y3": 0.3578, "X4": 0.28116, "Y4": 0.3588, "page": 0}, {"Word": "---", "Confidence": 0.699, "X1": 0.02174, "Y1": 0.3612, "X2": 0.02029, "Y2": 0.361, "X3": 0.0087, "Y3": 0.3618, "X4": 0.0087, "Y4": 0.3368, "page": 0}, {"Word": "4/3 Heating Apparatus", "Confidence": 0.94333, "X1": 0.15942, "Y1": 0.3932, "X2": 0.37826, "Y2": 0.393, "X3": 0.37826, "Y3": 0.4088, "X4": 0.15942, "Y4": 0.4088, "page": 0}, {"Word": "-", "Confidence": 0.943, "X1": 0.02174, "Y1": 0.4212, "X2": 0.02029, "Y2": 0.421, "X3": 0.0087, "Y3": 0.4208, "X4": 0.01014, "Y4": 0.4038, "page": 0}, {"Word": "It is preferable to use an anti-explosion electric heating apparatus.", "Confidence": 0.984, "X1": 0.21014, "Y1": 0.4242, "X2": 0.76087, "Y2": 0.424, "X3": 0.76087, "Y3": 0.4418, "X4": 0.21014, "Y4": 0.4438, "page": 0}, {"Word": "4/4 A test room", "Confidence": 0.9515, "X1": 0.15507, "Y1": 0.4602, "X2": 0.31159, "Y2": 0.46, "X3": 0.31159, "Y3": 0.4758, "X4": 0.15507, "Y4": 0.4758, "page": 0}, {"Word": "Due to the nature of the used solvent, it is advisable to provide the", "Confidence": 0.99557, "X1": 0.20725, "Y1": 0.4902, "X2": 0.77971, "Y2": 0.49, "X3": 0.77971, "Y3": 0.5078, "X4": 0.20725, "Y4": 0.5098, "page": 0}, {"Word": "test room with materials that are anti explosive.", "Confidence": 0.9915, "X1": 0.15362, "Y1": 0.5092, "X2": 0.54928, "Y2": 0.509, "X3": 0.55072, "Y3": 0.5258, "X4": 0.15362, "Y4": 0.5268, "page": 0}, {"Word": "5. Direction for use", "Confidence": 0.90875, "X1": 0.14638, "Y1": 0.5612, "X2": 0.34638, "Y2": 0.561, "X3": 0.34638, "Y3": 0.5768, "X4": 0.14638, "Y4": 0.5778, "page": 0}, {"Word": "5/1 Preparations of glass apparatus", "Confidence": 0.991, "X1": 0.15507, "Y1": 0.6002, "X2": 0.48841, "Y2": 0.6, "X3": 0.48841, "Y3": 0.6158, "X4": 0.15507, "Y4": 0.6158, "page": 0}, {"Word": "All apparatus should be washed carefully by using chromic acid and", "Confidence": 0.99545, "X1": 0.2058, "Y1": 0.6322, "X2": 0.78116, "Y2": 0.632, "X3": 0.78116, "Y3": 0.6488, "X4": 0.2058, "Y4": 0.6508, "page": 0}, {"Word": "sulphuric acid, or by using an appropriate detergent, to prevent drops of", "Confidence": 0.99575, "X1": 0.15362, "Y1": 0.6482, "X2": 0.78406, "Y2": 0.648, "X3": 0.78406, "Y3": 0.6658, "X4": 0.15362, "Y4": 0.6688, "page": 0}, {"Word": "water from touching the interior walls of the glass apparatus. The cleaning", "Confidence": 0.99492, "X1": 0.15507, "Y1": 0.6662, "X2": 0.77826, "Y2": 0.666, "X3": 0.77826, "Y3": 0.6828, "X4": 0.15507, "Y4": 0.6848, "page": 0}, {"Word": "operation can be repeated when necessary. If there is any difficulty", "Confidence": 0.99091, "X1": 0.15362, "Y1": 0.6832, "X2": 0.77681, "Y2": 0.683, "X3": 0.77681, "Y3": 0.7008, "X4": 0.15362, "Y4": 0.7038, "page": 0}, {"Word": "removing the water drops from interior walls, then the glass apparatus", "Confidence": 0.99445, "X1": 0.15507, "Y1": 0.7012, "X2": 0.77971, "Y2": 0.701, "X3": 0.77971, "Y3": 0.7178, "X4": 0.15507, "Y4": 0.7198, "page": 0}, {"Word": "should be rinsed with prethanol then dried well.", "Confidence": 0.9555, "X1": 0.15507, "Y1": 0.7182, "X2": 0.55072, "Y2": 0.718, "X3": 0.55072, "Y3": 0.7348, "X4": 0.15507, "Y4": 0.7368, "page": 0}, {"Word": "\u00d7", "Confidence": 0.649, "X1": 0.83043, "Y1": 0.7142, "X2": 0.85507, "Y2": 0.714, "X3": 0.85362, "Y3": 0.7288, "X4": 0.82899, "Y4": 0.7278, "page": 0}, {"Word": "800118445", "Confidence": 0.991, "X1": 0.96957, "Y1": 0.9412, "X2": 0.97246, "Y2": 0.941, "X3": 0.94203, "Y3": 0.9418, "X4": 0.93913, "Y4": 0.8308, "page": 0}, {"Word": "Q12317", "Confidence": 0.996, "X1": 0.0, "Y1": 0.9612, "X2": 0.07246, "Y2": 0.961, "X3": 0.07246, "Y3": 0.9758, "X4": 0.0, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "4/2/5", "Confidence": 0.996, "X1": 0.15507, "Y1": 0.1872, "X2": 0.1971, "Y2": 0.187, "X3": 0.19565, "Y3": 0.2038, "X4": 0.15507, "Y4": 0.2038, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.958, "X1": 0.2029, "Y1": 0.1872, "X2": 0.21594, "Y2": 0.187, "X3": 0.21449, "Y3": 0.2038, "X4": 0.20145, "Y4": 0.2038, "page": 0, "Index": 1}, {"Word": "A", "Confidence": 0.995, "X1": 0.22029, "Y1": 0.1872, "X2": 0.23478, "Y2": 0.187, "X3": 0.23478, "Y3": 0.2038, "X4": 0.22029, "Y4": 0.2038, "page": 0, "Index": 2}, {"Word": "graded", "Confidence": 0.996, "X1": 0.24058, "Y1": 0.1872, "X2": 0.2971, "Y2": 0.187, "X3": 0.2971, "Y3": 0.2048, "X4": 0.23913, "Y4": 0.2038, "page": 0, "Index": 3}, {"Word": "tube", "Confidence": 0.986, "X1": 0.3029, "Y1": 0.1872, "X2": 0.33913, "Y2": 0.187, "X3": 0.33913, "Y3": 0.2048, "X4": 0.30145, "Y4": 0.2048, "page": 0, "Index": 4}, {"Word": "filled", "Confidence": 0.997, "X1": 0.34348, "Y1": 0.1872, "X2": 0.3913, "Y2": 0.187, "X3": 0.38986, "Y3": 0.2048, "X4": 0.34348, "Y4": 0.2048, "page": 0, "Index": 5}, {"Word": "with", "Confidence": 0.989, "X1": 0.39565, "Y1": 0.1872, "X2": 0.43333, "Y2": 0.187, "X3": 0.43188, "Y3": 0.2048, "X4": 0.39565, "Y4": 0.2048, "page": 0, "Index": 6}, {"Word": "Silica", "Confidence": 0.994, "X1": 0.43768, "Y1": 0.1872, "X2": 0.48406, "Y2": 0.187, "X3": 0.48406, "Y3": 0.2048, "X4": 0.43768, "Y4": 0.2048, "page": 0, "Index": 7}, {"Word": "blue", "Confidence": 0.942, "X1": 0.48986, "Y1": 0.1862, "X2": 0.52609, "Y2": 0.186, "X3": 0.52609, "Y3": 0.2038, "X4": 0.48841, "Y4": 0.2048, "page": 0, "Index": 8}, {"Word": "gel", "Confidence": 0.997, "X1": 0.53188, "Y1": 0.1862, "X2": 0.55652, "Y2": 0.186, "X3": 0.55652, "Y3": 0.2038, "X4": 0.53043, "Y4": 0.2038, "page": 0, "Index": 9}, {"Word": "(3/1)", "Confidence": 0.995, "X1": 0.56087, "Y1": 0.1862, "X2": 0.6029, "Y2": 0.186, "X3": 0.6029, "Y3": 0.2038, "X4": 0.56087, "Y4": 0.2038, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.1862, "X2": 0.62464, "Y2": 0.186, "X3": 0.62464, "Y3": 0.2038, "X4": 0.60725, "Y4": 0.2038, "page": 0, "Index": 11}, {"Word": "prevent", "Confidence": 0.996, "X1": 0.62899, "Y1": 0.1852, "X2": 0.69275, "Y2": 0.185, "X3": 0.69275, "Y3": 0.2028, "X4": 0.62899, "Y4": 0.2038, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.69855, "Y1": 0.1852, "X2": 0.72464, "Y2": 0.185, "X3": 0.72464, "Y3": 0.2028, "X4": 0.69855, "Y4": 0.2028, "page": 0, "Index": 13}, {"Word": "room", "Confidence": 0.991, "X1": 0.73043, "Y1": 0.1842, "X2": 0.77246, "Y2": 0.184, "X3": 0.77246, "Y3": 0.2018, "X4": 0.73043, "Y4": 0.2028, "page": 0, "Index": 14}, {"Word": "humidity", "Confidence": 0.633, "X1": 0.15507, "Y1": 0.2052, "X2": 0.22609, "Y2": 0.205, "X3": 0.22609, "Y3": 0.2208, "X4": 0.15362, "Y4": 0.2208, "page": 0, "Index": 15}, {"Word": "to", "Confidence": 0.998, "X1": 0.23043, "Y1": 0.2052, "X2": 0.24638, "Y2": 0.205, "X3": 0.24638, "Y3": 0.2208, "X4": 0.23043, "Y4": 0.2208, "page": 0, "Index": 16}, {"Word": "enter", "Confidence": 0.998, "X1": 0.25217, "Y1": 0.2052, "X2": 0.2942, "Y2": 0.205, "X3": 0.2942, "Y3": 0.2208, "X4": 0.25072, "Y4": 0.2208, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.998, "X1": 0.29855, "Y1": 0.2062, "X2": 0.32609, "Y2": 0.206, "X3": 0.32609, "Y3": 0.2208, "X4": 0.29855, "Y4": 0.2208, "page": 0, "Index": 18}, {"Word": "apparatus.", "Confidence": 0.993, "X1": 0.33043, "Y1": 0.2062, "X2": 0.42029, "Y2": 0.206, "X3": 0.42029, "Y3": 0.2198, "X4": 0.33043, "Y4": 0.2208, "page": 0, "Index": 19}, {"Word": "The", "Confidence": 0.998, "X1": 0.23478, "Y1": 0.2222, "X2": 0.26667, "Y2": 0.222, "X3": 0.26667, "Y3": 0.2378, "X4": 0.23333, "Y4": 0.2388, "page": 0, "Index": 20}, {"Word": "Silica", "Confidence": 0.994, "X1": 0.27246, "Y1": 0.2212, "X2": 0.32029, "Y2": 0.221, "X3": 0.31884, "Y3": 0.2378, "X4": 0.27101, "Y4": 0.2378, "page": 0, "Index": 21}, {"Word": "Gel", "Confidence": 0.803, "X1": 0.32464, "Y1": 0.2212, "X2": 0.35652, "Y2": 0.221, "X3": 0.35507, "Y3": 0.2378, "X4": 0.32319, "Y4": 0.2378, "page": 0, "Index": 22}, {"Word": "should", "Confidence": 0.997, "X1": 0.36087, "Y1": 0.2202, "X2": 0.41739, "Y2": 0.22, "X3": 0.41594, "Y3": 0.2368, "X4": 0.35942, "Y4": 0.2378, "page": 0, "Index": 23}, {"Word": "be", "Confidence": 0.997, "X1": 0.42174, "Y1": 0.2202, "X2": 0.44348, "Y2": 0.22, "X3": 0.44203, "Y3": 0.2368, "X4": 0.42029, "Y4": 0.2368, "page": 0, "Index": 24}, {"Word": "dried", "Confidence": 0.995, "X1": 0.44783, "Y1": 0.2202, "X2": 0.4913, "Y2": 0.22, "X3": 0.48986, "Y3": 0.2368, "X4": 0.44783, "Y4": 0.2368, "page": 0, "Index": 25}, {"Word": "before", "Confidence": 0.997, "X1": 0.49565, "Y1": 0.2202, "X2": 0.54928, "Y2": 0.22, "X3": 0.54928, "Y3": 0.2368, "X4": 0.49565, "Y4": 0.2368, "page": 0, "Index": 26}, {"Word": "turning", "Confidence": 0.667, "X1": 0.55507, "Y1": 0.2192, "X2": 0.61449, "Y2": 0.219, "X3": 0.61304, "Y3": 0.2368, "X4": 0.55362, "Y4": 0.2368, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.61884, "Y1": 0.2192, "X2": 0.63478, "Y2": 0.219, "X3": 0.63478, "Y3": 0.2368, "X4": 0.61884, "Y4": 0.2368, "page": 0, "Index": 28}, {"Word": "pink", "Confidence": 0.998, "X1": 0.64058, "Y1": 0.2192, "X2": 0.67971, "Y2": 0.219, "X3": 0.67971, "Y3": 0.2368, "X4": 0.63913, "Y4": 0.2368, "page": 0, "Index": 29}, {"Word": "colour", "Confidence": 0.996, "X1": 0.68406, "Y1": 0.2192, "X2": 0.73768, "Y2": 0.219, "X3": 0.73623, "Y3": 0.2378, "X4": 0.68406, "Y4": 0.2368, "page": 0, "Index": 30}, {"Word": "at", "Confidence": 0.998, "X1": 0.74203, "Y1": 0.2192, "X2": 0.76087, "Y2": 0.219, "X3": 0.75942, "Y3": 0.2378, "X4": 0.74203, "Y4": 0.2378, "page": 0, "Index": 31}, {"Word": "a", "Confidence": 0.994, "X1": 0.76522, "Y1": 0.2192, "X2": 0.77826, "Y2": 0.219, "X3": 0.77826, "Y3": 0.2378, "X4": 0.76522, "Y4": 0.2378, "page": 0, "Index": 32}, {"Word": "Note", "Confidence": 0.336, "X1": 0.17391, "Y1": 0.2222, "X2": 0.21594, "Y2": 0.222, "X3": 0.21594, "Y3": 0.2388, "X4": 0.17246, "Y4": 0.2388, "page": 0, "Index": 33}, {"Word": ":", "Confidence": 0.938, "X1": 0.22174, "Y1": 0.2222, "X2": 0.22899, "Y2": 0.222, "X3": 0.22899, "Y3": 0.2388, "X4": 0.22029, "Y4": 0.2388, "page": 0, "Index": 34}, {"Word": "between", "Confidence": 0.991, "X1": 0.32319, "Y1": 0.2412, "X2": 0.39565, "Y2": 0.241, "X3": 0.39565, "Y3": 0.2578, "X4": 0.32319, "Y4": 0.2588, "page": 0, "Index": 35}, {"Word": "100\u00ba", "Confidence": 0.672, "X1": 0.4, "Y1": 0.2402, "X2": 0.43623, "Y2": 0.24, "X3": 0.43623, "Y3": 0.2578, "X4": 0.4, "Y4": 0.2578, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.44203, "Y1": 0.2402, "X2": 0.45797, "Y2": 0.24, "X3": 0.45797, "Y3": 0.2578, "X4": 0.44058, "Y4": 0.2578, "page": 0, "Index": 37}, {"Word": "200\u2103.", "Confidence": 0.66, "X1": 0.46232, "Y1": 0.2382, "X2": 0.52464, "Y2": 0.238, "X3": 0.52319, "Y3": 0.2568, "X4": 0.46232, "Y4": 0.2578, "page": 0, "Index": 38}, {"Word": "temperature", "Confidence": 0.991, "X1": 0.15507, "Y1": 0.2422, "X2": 0.25072, "Y2": 0.242, "X3": 0.25072, "Y3": 0.2588, "X4": 0.15507, "Y4": 0.2598, "page": 0, "Index": 39}, {"Word": "ranging", "Confidence": 0.995, "X1": 0.25507, "Y1": 0.2422, "X2": 0.31739, "Y2": 0.242, "X3": 0.31739, "Y3": 0.2588, "X4": 0.25507, "Y4": 0.2588, "page": 0, "Index": 40}, {"Word": "120", "Confidence": 0.909, "X1": 0.45942, "Y1": 0.2552, "X2": 0.5029, "Y2": 0.255, "X3": 0.50435, "Y3": 0.2708, "X4": 0.46087, "Y4": 0.2728, "page": 0, "Index": 41}, {"Word": "Before", "Confidence": 0.997, "X1": 0.23913, "Y1": 0.2762, "X2": 0.29565, "Y2": 0.276, "X3": 0.2942, "Y3": 0.2918, "X4": 0.23913, "Y4": 0.2908, "page": 0, "Index": 42}, {"Word": "mounting", "Confidence": 0.995, "X1": 0.3, "Y1": 0.2762, "X2": 0.37971, "Y2": 0.276, "X3": 0.37971, "Y3": 0.2918, "X4": 0.3, "Y4": 0.2918, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.38551, "Y1": 0.2752, "X2": 0.41449, "Y2": 0.275, "X3": 0.41449, "Y3": 0.2918, "X4": 0.38551, "Y4": 0.2918, "page": 0, "Index": 44}, {"Word": "apparatus,", "Confidence": 0.991, "X1": 0.41884, "Y1": 0.2752, "X2": 0.5058, "Y2": 0.275, "X3": 0.5058, "Y3": 0.2918, "X4": 0.41884, "Y4": 0.2918, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.51014, "Y1": 0.2752, "X2": 0.53768, "Y2": 0.275, "X3": 0.53768, "Y3": 0.2918, "X4": 0.51014, "Y4": 0.2918, "page": 0, "Index": 46}, {"Word": "joints", "Confidence": 0.996, "X1": 0.54203, "Y1": 0.2742, "X2": 0.58986, "Y2": 0.274, "X3": 0.58841, "Y3": 0.2918, "X4": 0.54203, "Y4": 0.2918, "page": 0, "Index": 47}, {"Word": "should", "Confidence": 0.997, "X1": 0.5942, "Y1": 0.2742, "X2": 0.65072, "Y2": 0.274, "X3": 0.65072, "Y3": 0.2918, "X4": 0.5942, "Y4": 0.2918, "page": 0, "Index": 48}, {"Word": "be", "Confidence": 0.998, "X1": 0.65507, "Y1": 0.2742, "X2": 0.67681, "Y2": 0.274, "X3": 0.67681, "Y3": 0.2918, "X4": 0.65507, "Y4": 0.2918, "page": 0, "Index": 49}, {"Word": "greased", "Confidence": 0.997, "X1": 0.68261, "Y1": 0.2732, "X2": 0.74638, "Y2": 0.273, "X3": 0.74638, "Y3": 0.2908, "X4": 0.68261, "Y4": 0.2918, "page": 0, "Index": 50}, {"Word": "by", "Confidence": 0.998, "X1": 0.75072, "Y1": 0.2732, "X2": 0.77826, "Y2": 0.273, "X3": 0.77826, "Y3": 0.2908, "X4": 0.75072, "Y4": 0.2908, "page": 0, "Index": 51}, {"Word": "lubricant", "Confidence": 0.995, "X1": 0.26812, "Y1": 0.2922, "X2": 0.34348, "Y2": 0.292, "X3": 0.34348, "Y3": 0.3078, "X4": 0.26957, "Y4": 0.3088, "page": 0, "Index": 52}, {"Word": "or", "Confidence": 0.998, "X1": 0.34783, "Y1": 0.2922, "X2": 0.36522, "Y2": 0.292, "X3": 0.36522, "Y3": 0.3078, "X4": 0.34783, "Y4": 0.3078, "page": 0, "Index": 53}, {"Word": "siliceous.", "Confidence": 0.942, "X1": 0.36957, "Y1": 0.2932, "X2": 0.45072, "Y2": 0.293, "X3": 0.45217, "Y3": 0.3078, "X4": 0.37101, "Y4": 0.3078, "page": 0, "Index": 54}, {"Word": "using", "Confidence": 0.997, "X1": 0.15507, "Y1": 0.2922, "X2": 0.1971, "Y2": 0.292, "X3": 0.1971, "Y3": 0.3098, "X4": 0.15507, "Y4": 0.3108, "page": 0, "Index": 55}, {"Word": "mineral", "Confidence": 0.994, "X1": 0.20145, "Y1": 0.2922, "X2": 0.26377, "Y2": 0.292, "X3": 0.26377, "Y3": 0.3088, "X4": 0.20145, "Y4": 0.3098, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.929, "X1": 0.02029, "Y1": 0.3202, "X2": 0.01884, "Y2": 0.32, "X3": 0.00725, "Y3": 0.3198, "X4": 0.00725, "Y4": 0.3138, "page": 0, "Index": 57}, {"Word": "---", "Confidence": 0.699, "X1": 0.02319, "Y1": 0.3572, "X2": 0.02174, "Y2": 0.357, "X3": 0.0087, "Y3": 0.3568, "X4": 0.01014, "Y4": 0.3368, "page": 0, "Index": 58}, {"Word": "Distillation", "Confidence": 0.991, "X1": 0.41159, "Y1": 0.3432, "X2": 0.51014, "Y2": 0.343, "X3": 0.5087, "Y3": 0.3578, "X4": 0.41014, "Y4": 0.3588, "page": 0, "Index": 59}, {"Word": "Apparatus", "Confidence": 0.971, "X1": 0.51449, "Y1": 0.3422, "X2": 0.6029, "Y2": 0.342, "X3": 0.6029, "Y3": 0.3578, "X4": 0.51449, "Y4": 0.3578, "page": 0, "Index": 60}, {"Word": "(5/2)", "Confidence": 0.992, "X1": 0.60725, "Y1": 0.3422, "X2": 0.65217, "Y2": 0.342, "X3": 0.65217, "Y3": 0.3578, "X4": 0.60725, "Y4": 0.3578, "page": 0, "Index": 61}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.28116, "Y1": 0.3432, "X2": 0.34058, "Y2": 0.343, "X3": 0.34058, "Y3": 0.3588, "X4": 0.28116, "Y4": 0.3598, "page": 0, "Index": 62}, {"Word": "No.", "Confidence": 0.933, "X1": 0.34493, "Y1": 0.3432, "X2": 0.37971, "Y2": 0.343, "X3": 0.37826, "Y3": 0.3588, "X4": 0.34493, "Y4": 0.3588, "page": 0, "Index": 63}, {"Word": "1", "Confidence": 0.157, "X1": 0.38406, "Y1": 0.3432, "X2": 0.39275, "Y2": 0.343, "X3": 0.39275, "Y3": 0.3588, "X4": 0.38261, "Y4": 0.3588, "page": 0, "Index": 64}, {"Word": "-", "Confidence": 0.991, "X1": 0.3971, "Y1": 0.3432, "X2": 0.4058, "Y2": 0.343, "X3": 0.4058, "Y3": 0.3588, "X4": 0.3971, "Y4": 0.3588, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.943, "X1": 0.02174, "Y1": 0.4142, "X2": 0.02174, "Y2": 0.414, "X3": 0.01014, "Y3": 0.4128, "X4": 0.01014, "Y4": 0.4078, "page": 0, "Index": 66}, {"Word": "4/3", "Confidence": 0.921, "X1": 0.15942, "Y1": 0.3932, "X2": 0.18551, "Y2": 0.393, "X3": 0.18551, "Y3": 0.4088, "X4": 0.15942, "Y4": 0.4098, "page": 0, "Index": 67}, {"Word": "Heating", "Confidence": 0.966, "X1": 0.20725, "Y1": 0.3932, "X2": 0.27971, "Y2": 0.393, "X3": 0.27971, "Y3": 0.4088, "X4": 0.20725, "Y4": 0.4088, "page": 0, "Index": 68}, {"Word": "Apparatus", "Confidence": 0.943, "X1": 0.28406, "Y1": 0.3942, "X2": 0.37826, "Y2": 0.394, "X3": 0.37826, "Y3": 0.4098, "X4": 0.28406, "Y4": 0.4088, "page": 0, "Index": 69}, {"Word": "It", "Confidence": 0.995, "X1": 0.21304, "Y1": 0.4272, "X2": 0.22464, "Y2": 0.427, "X3": 0.22464, "Y3": 0.4438, "X4": 0.21159, "Y4": 0.4438, "page": 0, "Index": 70}, {"Word": "is", "Confidence": 0.997, "X1": 0.23043, "Y1": 0.4272, "X2": 0.24493, "Y2": 0.427, "X3": 0.24348, "Y3": 0.4438, "X4": 0.22899, "Y4": 0.4438, "page": 0, "Index": 71}, {"Word": "preferable", "Confidence": 0.994, "X1": 0.24928, "Y1": 0.4272, "X2": 0.33333, "Y2": 0.427, "X3": 0.33188, "Y3": 0.4428, "X4": 0.24928, "Y4": 0.4438, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.998, "X1": 0.33768, "Y1": 0.4262, "X2": 0.35362, "Y2": 0.426, "X3": 0.35362, "Y3": 0.4428, "X4": 0.33623, "Y4": 0.4428, "page": 0, "Index": 73}, {"Word": "use", "Confidence": 0.998, "X1": 0.35942, "Y1": 0.4262, "X2": 0.38841, "Y2": 0.426, "X3": 0.38696, "Y3": 0.4428, "X4": 0.35797, "Y4": 0.4428, "page": 0, "Index": 74}, {"Word": "an", "Confidence": 0.998, "X1": 0.39275, "Y1": 0.4262, "X2": 0.41304, "Y2": 0.426, "X3": 0.41159, "Y3": 0.4428, "X4": 0.39275, "Y4": 0.4428, "page": 0, "Index": 75}, {"Word": "anti-explosion", "Confidence": 0.993, "X1": 0.41739, "Y1": 0.4252, "X2": 0.53623, "Y2": 0.425, "X3": 0.53623, "Y3": 0.4428, "X4": 0.41739, "Y4": 0.4428, "page": 0, "Index": 76}, {"Word": "electric", "Confidence": 0.881, "X1": 0.54203, "Y1": 0.4252, "X2": 0.60145, "Y2": 0.425, "X3": 0.60145, "Y3": 0.4428, "X4": 0.54058, "Y4": 0.4428, "page": 0, "Index": 77}, {"Word": "heating", "Confidence": 0.995, "X1": 0.60725, "Y1": 0.4252, "X2": 0.66667, "Y2": 0.425, "X3": 0.66667, "Y3": 0.4418, "X4": 0.6058, "Y4": 0.4428, "page": 0, "Index": 78}, {"Word": "apparatus.", "Confidence": 0.991, "X1": 0.67246, "Y1": 0.4252, "X2": 0.76087, "Y2": 0.425, "X3": 0.75942, "Y3": 0.4418, "X4": 0.67101, "Y4": 0.4418, "page": 0, "Index": 79}, {"Word": "4/4", "Confidence": 0.998, "X1": 0.15652, "Y1": 0.4602, "X2": 0.18551, "Y2": 0.46, "X3": 0.18551, "Y3": 0.4758, "X4": 0.15652, "Y4": 0.4758, "page": 0, "Index": 80}, {"Word": "A", "Confidence": 0.833, "X1": 0.21014, "Y1": 0.4602, "X2": 0.22029, "Y2": 0.46, "X3": 0.22029, "Y3": 0.4758, "X4": 0.21014, "Y4": 0.4758, "page": 0, "Index": 81}, {"Word": "test", "Confidence": 0.985, "X1": 0.22464, "Y1": 0.4602, "X2": 0.25652, "Y2": 0.46, "X3": 0.25652, "Y3": 0.4758, "X4": 0.22464, "Y4": 0.4758, "page": 0, "Index": 82}, {"Word": "room", "Confidence": 0.99, "X1": 0.26087, "Y1": 0.4612, "X2": 0.30435, "Y2": 0.461, "X3": 0.3029, "Y3": 0.4758, "X4": 0.26087, "Y4": 0.4758, "page": 0, "Index": 83}, {"Word": "provide", "Confidence": 0.995, "X1": 0.67826, "Y1": 0.4902, "X2": 0.74348, "Y2": 0.49, "X3": 0.74348, "Y3": 0.5078, "X4": 0.67971, "Y4": 0.5088, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.74783, "Y1": 0.4902, "X2": 0.77971, "Y2": 0.49, "X3": 0.78116, "Y3": 0.5078, "X4": 0.74928, "Y4": 0.5078, "page": 0, "Index": 85}, {"Word": "Due", "Confidence": 0.994, "X1": 0.2087, "Y1": 0.4942, "X2": 0.24203, "Y2": 0.494, "X3": 0.24203, "Y3": 0.5098, "X4": 0.2087, "Y4": 0.5098, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.24783, "Y1": 0.4942, "X2": 0.26522, "Y2": 0.494, "X3": 0.26377, "Y3": 0.5098, "X4": 0.24638, "Y4": 0.5098, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.995, "X1": 0.26957, "Y1": 0.4932, "X2": 0.29565, "Y2": 0.493, "X3": 0.29565, "Y3": 0.5098, "X4": 0.26957, "Y4": 0.5098, "page": 0, "Index": 88}, {"Word": "nature", "Confidence": 0.997, "X1": 0.3, "Y1": 0.4932, "X2": 0.35507, "Y2": 0.493, "X3": 0.35507, "Y3": 0.5098, "X4": 0.3, "Y4": 0.5098, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.998, "X1": 0.35942, "Y1": 0.4932, "X2": 0.37971, "Y2": 0.493, "X3": 0.37826, "Y3": 0.5088, "X4": 0.35942, "Y4": 0.5098, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.991, "X1": 0.38406, "Y1": 0.4932, "X2": 0.41159, "Y2": 0.493, "X3": 0.41159, "Y3": 0.5088, "X4": 0.38406, "Y4": 0.5088, "page": 0, "Index": 91}, {"Word": "used", "Confidence": 0.991, "X1": 0.41594, "Y1": 0.4932, "X2": 0.45797, "Y2": 0.493, "X3": 0.45797, "Y3": 0.5088, "X4": 0.41594, "Y4": 0.5088, "page": 0, "Index": 92}, {"Word": "solvent,", "Confidence": 0.993, "X1": 0.46232, "Y1": 0.4922, "X2": 0.52899, "Y2": 0.492, "X3": 0.52899, "Y3": 0.5088, "X4": 0.46232, "Y4": 0.5088, "page": 0, "Index": 93}, {"Word": "it", "Confidence": 0.998, "X1": 0.53333, "Y1": 0.4922, "X2": 0.54638, "Y2": 0.492, "X3": 0.54638, "Y3": 0.5088, "X4": 0.53333, "Y4": 0.5088, "page": 0, "Index": 94}, {"Word": "is", "Confidence": 0.998, "X1": 0.55217, "Y1": 0.4922, "X2": 0.56667, "Y2": 0.492, "X3": 0.56667, "Y3": 0.5088, "X4": 0.55217, "Y4": 0.5088, "page": 0, "Index": 95}, {"Word": "advisable", "Confidence": 0.994, "X1": 0.57101, "Y1": 0.4912, "X2": 0.65072, "Y2": 0.491, "X3": 0.65217, "Y3": 0.5088, "X4": 0.57101, "Y4": 0.5088, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.65652, "Y1": 0.4912, "X2": 0.67391, "Y2": 0.491, "X3": 0.67391, "Y3": 0.5088, "X4": 0.65652, "Y4": 0.5088, "page": 0, "Index": 97}, {"Word": "test", "Confidence": 0.992, "X1": 0.15507, "Y1": 0.5122, "X2": 0.18406, "Y2": 0.512, "X3": 0.18406, "Y3": 0.5268, "X4": 0.15507, "Y4": 0.5278, "page": 0, "Index": 98}, {"Word": "room", "Confidence": 0.989, "X1": 0.18841, "Y1": 0.5112, "X2": 0.22899, "Y2": 0.511, "X3": 0.22899, "Y3": 0.5268, "X4": 0.18841, "Y4": 0.5268, "page": 0, "Index": 99}, {"Word": "with", "Confidence": 0.989, "X1": 0.23623, "Y1": 0.5112, "X2": 0.27246, "Y2": 0.511, "X3": 0.27246, "Y3": 0.5268, "X4": 0.23623, "Y4": 0.5268, "page": 0, "Index": 100}, {"Word": "materials", "Confidence": 0.995, "X1": 0.27681, "Y1": 0.5102, "X2": 0.35362, "Y2": 0.51, "X3": 0.35362, "Y3": 0.5258, "X4": 0.27681, "Y4": 0.5268, "page": 0, "Index": 101}, {"Word": "that", "Confidence": 0.988, "X1": 0.35797, "Y1": 0.5102, "X2": 0.3913, "Y2": 0.51, "X3": 0.38986, "Y3": 0.5258, "X4": 0.35797, "Y4": 0.5258, "page": 0, "Index": 102}, {"Word": "are", "Confidence": 0.998, "X1": 0.39565, "Y1": 0.5102, "X2": 0.42174, "Y2": 0.51, "X3": 0.42029, "Y3": 0.5258, "X4": 0.3942, "Y4": 0.5258, "page": 0, "Index": 103}, {"Word": "anti", "Confidence": 0.989, "X1": 0.42609, "Y1": 0.5102, "X2": 0.45797, "Y2": 0.51, "X3": 0.45797, "Y3": 0.5258, "X4": 0.42609, "Y4": 0.5258, "page": 0, "Index": 104}, {"Word": "explosive.", "Confidence": 0.992, "X1": 0.46232, "Y1": 0.5102, "X2": 0.55072, "Y2": 0.51, "X3": 0.54928, "Y3": 0.5268, "X4": 0.46232, "Y4": 0.5258, "page": 0, "Index": 105}, {"Word": "Direction", "Confidence": 0.673, "X1": 0.18986, "Y1": 0.5612, "X2": 0.26812, "Y2": 0.561, "X3": 0.26812, "Y3": 0.5778, "X4": 0.18986, "Y4": 0.5788, "page": 0, "Index": 106}, {"Word": "for", "Confidence": 0.997, "X1": 0.27246, "Y1": 0.5612, "X2": 0.3029, "Y2": 0.561, "X3": 0.3029, "Y3": 0.5778, "X4": 0.27246, "Y4": 0.5778, "page": 0, "Index": 107}, {"Word": "use", "Confidence": 0.978, "X1": 0.3087, "Y1": 0.5622, "X2": 0.34638, "Y2": 0.562, "X3": 0.34638, "Y3": 0.5778, "X4": 0.3087, "Y4": 0.5778, "page": 0, "Index": 108}, {"Word": "5.", "Confidence": 0.987, "X1": 0.15072, "Y1": 0.5622, "X2": 0.17681, "Y2": 0.562, "X3": 0.17681, "Y3": 0.5788, "X4": 0.15072, "Y4": 0.5788, "page": 0, "Index": 109}, {"Word": "5/1", "Confidence": 0.983, "X1": 0.15507, "Y1": 0.6002, "X2": 0.18551, "Y2": 0.6, "X3": 0.18406, "Y3": 0.6168, "X4": 0.15507, "Y4": 0.6168, "page": 0, "Index": 110}, {"Word": "Preparations", "Confidence": 0.991, "X1": 0.2087, "Y1": 0.6002, "X2": 0.32029, "Y2": 0.6, "X3": 0.32029, "Y3": 0.6158, "X4": 0.20725, "Y4": 0.6168, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.994, "X1": 0.32464, "Y1": 0.6002, "X2": 0.34348, "Y2": 0.6, "X3": 0.34203, "Y3": 0.6158, "X4": 0.32464, "Y4": 0.6158, "page": 0, "Index": 112}, {"Word": "glass", "Confidence": 0.992, "X1": 0.34783, "Y1": 0.6012, "X2": 0.3913, "Y2": 0.601, "X3": 0.3913, "Y3": 0.6158, "X4": 0.34638, "Y4": 0.6158, "page": 0, "Index": 113}, {"Word": "apparatus", "Confidence": 0.995, "X1": 0.39565, "Y1": 0.6012, "X2": 0.48841, "Y2": 0.601, "X3": 0.48841, "Y3": 0.6158, "X4": 0.39565, "Y4": 0.6158, "page": 0, "Index": 114}, {"Word": "All", "Confidence": 0.998, "X1": 0.2087, "Y1": 0.6342, "X2": 0.23478, "Y2": 0.634, "X3": 0.23188, "Y3": 0.6488, "X4": 0.20725, "Y4": 0.6488, "page": 0, "Index": 115}, {"Word": "apparatus", "Confidence": 0.991, "X1": 0.23913, "Y1": 0.6342, "X2": 0.32029, "Y2": 0.634, "X3": 0.31884, "Y3": 0.6498, "X4": 0.23768, "Y4": 0.6498, "page": 0, "Index": 116}, {"Word": "should", "Confidence": 0.997, "X1": 0.32464, "Y1": 0.6342, "X2": 0.37826, "Y2": 0.634, "X3": 0.37681, "Y3": 0.6498, "X4": 0.32319, "Y4": 0.6498, "page": 0, "Index": 117}, {"Word": "be", "Confidence": 0.998, "X1": 0.38406, "Y1": 0.6342, "X2": 0.4058, "Y2": 0.634, "X3": 0.40435, "Y3": 0.6498, "X4": 0.38261, "Y4": 0.6498, "page": 0, "Index": 118}, {"Word": "washed", "Confidence": 0.997, "X1": 0.41014, "Y1": 0.6342, "X2": 0.47391, "Y2": 0.634, "X3": 0.47246, "Y3": 0.6498, "X4": 0.4087, "Y4": 0.6498, "page": 0, "Index": 119}, {"Word": "carefully", "Confidence": 0.993, "X1": 0.47826, "Y1": 0.6332, "X2": 0.55072, "Y2": 0.633, "X3": 0.54928, "Y3": 0.6498, "X4": 0.47681, "Y4": 0.6498, "page": 0, "Index": 120}, {"Word": "by", "Confidence": 0.998, "X1": 0.55507, "Y1": 0.6332, "X2": 0.57681, "Y2": 0.633, "X3": 0.57536, "Y3": 0.6498, "X4": 0.55362, "Y4": 0.6498, "page": 0, "Index": 121}, {"Word": "using", "Confidence": 0.998, "X1": 0.58116, "Y1": 0.6332, "X2": 0.62609, "Y2": 0.633, "X3": 0.62609, "Y3": 0.6498, "X4": 0.57971, "Y4": 0.6498, "page": 0, "Index": 122}, {"Word": "chromic", "Confidence": 0.995, "X1": 0.63043, "Y1": 0.6332, "X2": 0.7, "Y2": 0.633, "X3": 0.69855, "Y3": 0.6488, "X4": 0.63043, "Y4": 0.6498, "page": 0, "Index": 123}, {"Word": "acid", "Confidence": 0.987, "X1": 0.70435, "Y1": 0.6322, "X2": 0.74058, "Y2": 0.632, "X3": 0.73913, "Y3": 0.6488, "X4": 0.7029, "Y4": 0.6488, "page": 0, "Index": 124}, {"Word": "and", "Confidence": 0.998, "X1": 0.74493, "Y1": 0.6322, "X2": 0.77826, "Y2": 0.632, "X3": 0.77826, "Y3": 0.6488, "X4": 0.74348, "Y4": 0.6488, "page": 0, "Index": 125}, {"Word": "using", "Confidence": 0.998, "X1": 0.33623, "Y1": 0.6512, "X2": 0.38406, "Y2": 0.651, "X3": 0.38551, "Y3": 0.6678, "X4": 0.33623, "Y4": 0.6688, "page": 0, "Index": 126}, {"Word": "an", "Confidence": 0.998, "X1": 0.38986, "Y1": 0.6512, "X2": 0.41159, "Y2": 0.651, "X3": 0.41159, "Y3": 0.6678, "X4": 0.38986, "Y4": 0.6678, "page": 0, "Index": 127}, {"Word": "appropriate", "Confidence": 0.993, "X1": 0.41594, "Y1": 0.6512, "X2": 0.51304, "Y2": 0.651, "X3": 0.51304, "Y3": 0.6678, "X4": 0.41739, "Y4": 0.6678, "page": 0, "Index": 128}, {"Word": "detergent,", "Confidence": 0.992, "X1": 0.51739, "Y1": 0.6502, "X2": 0.6029, "Y2": 0.65, "X3": 0.60435, "Y3": 0.6668, "X4": 0.51884, "Y4": 0.6678, "page": 0, "Index": 129}, {"Word": "to", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.6502, "X2": 0.62609, "Y2": 0.65, "X3": 0.62754, "Y3": 0.6668, "X4": 0.6087, "Y4": 0.6668, "page": 0, "Index": 130}, {"Word": "prevent", "Confidence": 0.996, "X1": 0.63188, "Y1": 0.6492, "X2": 0.69565, "Y2": 0.649, "X3": 0.6971, "Y3": 0.6668, "X4": 0.63188, "Y4": 0.6668, "page": 0, "Index": 131}, {"Word": "drops", "Confidence": 0.994, "X1": 0.70145, "Y1": 0.6492, "X2": 0.75072, "Y2": 0.649, "X3": 0.75217, "Y3": 0.6668, "X4": 0.7029, "Y4": 0.6668, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.75652, "Y1": 0.6482, "X2": 0.78116, "Y2": 0.648, "X3": 0.78261, "Y3": 0.6668, "X4": 0.75797, "Y4": 0.6668, "page": 0, "Index": 133}, {"Word": "sulphuric", "Confidence": 0.991, "X1": 0.15507, "Y1": 0.6512, "X2": 0.23043, "Y2": 0.651, "X3": 0.23188, "Y3": 0.6688, "X4": 0.15507, "Y4": 0.6688, "page": 0, "Index": 134}, {"Word": "acid,", "Confidence": 0.996, "X1": 0.23623, "Y1": 0.6512, "X2": 0.27826, "Y2": 0.651, "X3": 0.27826, "Y3": 0.6688, "X4": 0.23623, "Y4": 0.6688, "page": 0, "Index": 135}, {"Word": "or", "Confidence": 0.997, "X1": 0.28261, "Y1": 0.6512, "X2": 0.30145, "Y2": 0.651, "X3": 0.30145, "Y3": 0.6688, "X4": 0.28261, "Y4": 0.6688, "page": 0, "Index": 136}, {"Word": "by", "Confidence": 0.998, "X1": 0.3058, "Y1": 0.6512, "X2": 0.33188, "Y2": 0.651, "X3": 0.33188, "Y3": 0.6688, "X4": 0.3058, "Y4": 0.6688, "page": 0, "Index": 137}, {"Word": "water", "Confidence": 0.996, "X1": 0.15652, "Y1": 0.6692, "X2": 0.2, "Y2": 0.669, "X3": 0.2, "Y3": 0.6858, "X4": 0.15652, "Y4": 0.6858, "page": 0, "Index": 138}, {"Word": "from", "Confidence": 0.991, "X1": 0.20435, "Y1": 0.6682, "X2": 0.24348, "Y2": 0.668, "X3": 0.24348, "Y3": 0.6858, "X4": 0.20435, "Y4": 0.6858, "page": 0, "Index": 139}, {"Word": "touching", "Confidence": 0.995, "X1": 0.24928, "Y1": 0.6682, "X2": 0.32029, "Y2": 0.668, "X3": 0.32029, "Y3": 0.6848, "X4": 0.24928, "Y4": 0.6858, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.998, "X1": 0.32609, "Y1": 0.6682, "X2": 0.35217, "Y2": 0.668, "X3": 0.35217, "Y3": 0.6848, "X4": 0.32609, "Y4": 0.6848, "page": 0, "Index": 141}, {"Word": "interior", "Confidence": 0.994, "X1": 0.35652, "Y1": 0.6682, "X2": 0.42029, "Y2": 0.668, "X3": 0.42029, "Y3": 0.6848, "X4": 0.35652, "Y4": 0.6848, "page": 0, "Index": 142}, {"Word": "walls", "Confidence": 0.997, "X1": 0.42464, "Y1": 0.6682, "X2": 0.46957, "Y2": 0.668, "X3": 0.46957, "Y3": 0.6848, "X4": 0.42464, "Y4": 0.6848, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.998, "X1": 0.47391, "Y1": 0.6682, "X2": 0.49275, "Y2": 0.668, "X3": 0.4913, "Y3": 0.6848, "X4": 0.47391, "Y4": 0.6848, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.992, "X1": 0.4971, "Y1": 0.6682, "X2": 0.52319, "Y2": 0.668, "X3": 0.52319, "Y3": 0.6848, "X4": 0.4971, "Y4": 0.6848, "page": 0, "Index": 145}, {"Word": "glass", "Confidence": 0.991, "X1": 0.52754, "Y1": 0.6672, "X2": 0.57101, "Y2": 0.667, "X3": 0.57101, "Y3": 0.6848, "X4": 0.52754, "Y4": 0.6848, "page": 0, "Index": 146}, {"Word": "apparatus.", "Confidence": 0.994, "X1": 0.57536, "Y1": 0.6672, "X2": 0.66232, "Y2": 0.667, "X3": 0.66232, "Y3": 0.6838, "X4": 0.57536, "Y4": 0.6848, "page": 0, "Index": 147}, {"Word": "The", "Confidence": 0.998, "X1": 0.66667, "Y1": 0.6672, "X2": 0.7, "Y2": 0.667, "X3": 0.7, "Y3": 0.6838, "X4": 0.66667, "Y4": 0.6838, "page": 0, "Index": 148}, {"Word": "cleaning", "Confidence": 0.995, "X1": 0.70435, "Y1": 0.6672, "X2": 0.77826, "Y2": 0.667, "X3": 0.77826, "Y3": 0.6838, "X4": 0.70435, "Y4": 0.6838, "page": 0, "Index": 149}, {"Word": "operation", "Confidence": 0.993, "X1": 0.15507, "Y1": 0.6862, "X2": 0.23623, "Y2": 0.686, "X3": 0.23623, "Y3": 0.7038, "X4": 0.15362, "Y4": 0.7038, "page": 0, "Index": 150}, {"Word": "can", "Confidence": 0.998, "X1": 0.24203, "Y1": 0.6862, "X2": 0.27536, "Y2": 0.686, "X3": 0.27536, "Y3": 0.7028, "X4": 0.24203, "Y4": 0.7038, "page": 0, "Index": 151}, {"Word": "be", "Confidence": 0.997, "X1": 0.28116, "Y1": 0.6862, "X2": 0.30725, "Y2": 0.686, "X3": 0.30725, "Y3": 0.7028, "X4": 0.28116, "Y4": 0.7028, "page": 0, "Index": 152}, {"Word": "repeated", "Confidence": 0.994, "X1": 0.31304, "Y1": 0.6852, "X2": 0.38986, "Y2": 0.685, "X3": 0.38986, "Y3": 0.7028, "X4": 0.31304, "Y4": 0.7028, "page": 0, "Index": 153}, {"Word": "when", "Confidence": 0.982, "X1": 0.3971, "Y1": 0.6852, "X2": 0.44638, "Y2": 0.685, "X3": 0.44638, "Y3": 0.7018, "X4": 0.3971, "Y4": 0.7028, "page": 0, "Index": 154}, {"Word": "necessary.", "Confidence": 0.991, "X1": 0.45362, "Y1": 0.6852, "X2": 0.54638, "Y2": 0.685, "X3": 0.54638, "Y3": 0.7018, "X4": 0.45362, "Y4": 0.7018, "page": 0, "Index": 155}, {"Word": "If", "Confidence": 0.993, "X1": 0.55072, "Y1": 0.6842, "X2": 0.57101, "Y2": 0.684, "X3": 0.57101, "Y3": 0.7018, "X4": 0.55217, "Y4": 0.7018, "page": 0, "Index": 156}, {"Word": "there", "Confidence": 0.994, "X1": 0.57681, "Y1": 0.6842, "X2": 0.62609, "Y2": 0.684, "X3": 0.62609, "Y3": 0.7018, "X4": 0.57681, "Y4": 0.7018, "page": 0, "Index": 157}, {"Word": "is", "Confidence": 0.998, "X1": 0.63043, "Y1": 0.6842, "X2": 0.65217, "Y2": 0.684, "X3": 0.65217, "Y3": 0.7018, "X4": 0.63043, "Y4": 0.7018, "page": 0, "Index": 158}, {"Word": "any", "Confidence": 0.998, "X1": 0.65797, "Y1": 0.6842, "X2": 0.69275, "Y2": 0.684, "X3": 0.6942, "Y3": 0.7018, "X4": 0.65797, "Y4": 0.7018, "page": 0, "Index": 159}, {"Word": "difficulty", "Confidence": 0.962, "X1": 0.69855, "Y1": 0.6842, "X2": 0.77681, "Y2": 0.684, "X3": 0.77681, "Y3": 0.7018, "X4": 0.69855, "Y4": 0.7018, "page": 0, "Index": 160}, {"Word": "apparatus", "Confidence": 0.994, "X1": 0.6942, "Y1": 0.7022, "X2": 0.78116, "Y2": 0.702, "X3": 0.78116, "Y3": 0.7178, "X4": 0.6942, "Y4": 0.7188, "page": 0, "Index": 161}, {"Word": "removing", "Confidence": 0.993, "X1": 0.15652, "Y1": 0.7042, "X2": 0.23478, "Y2": 0.704, "X3": 0.23333, "Y3": 0.7198, "X4": 0.15507, "Y4": 0.7208, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.993, "X1": 0.23913, "Y1": 0.7042, "X2": 0.26957, "Y2": 0.704, "X3": 0.26957, "Y3": 0.7198, "X4": 0.23768, "Y4": 0.7198, "page": 0, "Index": 163}, {"Word": "water", "Confidence": 0.997, "X1": 0.27536, "Y1": 0.7032, "X2": 0.32464, "Y2": 0.703, "X3": 0.32464, "Y3": 0.7198, "X4": 0.27391, "Y4": 0.7198, "page": 0, "Index": 164}, {"Word": "drops", "Confidence": 0.997, "X1": 0.32899, "Y1": 0.7032, "X2": 0.38116, "Y2": 0.703, "X3": 0.38116, "Y3": 0.7188, "X4": 0.32899, "Y4": 0.7198, "page": 0, "Index": 165}, {"Word": "from", "Confidence": 0.988, "X1": 0.38551, "Y1": 0.7032, "X2": 0.42464, "Y2": 0.703, "X3": 0.42464, "Y3": 0.7188, "X4": 0.38551, "Y4": 0.7188, "page": 0, "Index": 166}, {"Word": "interior", "Confidence": 0.995, "X1": 0.43623, "Y1": 0.7022, "X2": 0.5, "Y2": 0.702, "X3": 0.5, "Y3": 0.7188, "X4": 0.43478, "Y4": 0.7188, "page": 0, "Index": 167}, {"Word": "walls,", "Confidence": 0.995, "X1": 0.50435, "Y1": 0.7022, "X2": 0.55797, "Y2": 0.702, "X3": 0.55797, "Y3": 0.7188, "X4": 0.50435, "Y4": 0.7188, "page": 0, "Index": 168}, {"Word": "then", "Confidence": 0.997, "X1": 0.56232, "Y1": 0.7022, "X2": 0.6029, "Y2": 0.702, "X3": 0.6029, "Y3": 0.7188, "X4": 0.56232, "Y4": 0.7188, "page": 0, "Index": 169}, {"Word": "the", "Confidence": 0.993, "X1": 0.6087, "Y1": 0.7022, "X2": 0.63913, "Y2": 0.702, "X3": 0.63913, "Y3": 0.7188, "X4": 0.60725, "Y4": 0.7188, "page": 0, "Index": 170}, {"Word": "glass", "Confidence": 0.997, "X1": 0.64348, "Y1": 0.7022, "X2": 0.68986, "Y2": 0.702, "X3": 0.68986, "Y3": 0.7188, "X4": 0.64348, "Y4": 0.7188, "page": 0, "Index": 171}, {"Word": "should", "Confidence": 0.995, "X1": 0.15652, "Y1": 0.7202, "X2": 0.2087, "Y2": 0.72, "X3": 0.20725, "Y3": 0.7368, "X4": 0.15507, "Y4": 0.7368, "page": 0, "Index": 172}, {"Word": "be", "Confidence": 0.998, "X1": 0.21304, "Y1": 0.7202, "X2": 0.23333, "Y2": 0.72, "X3": 0.23188, "Y3": 0.7368, "X4": 0.21304, "Y4": 0.7368, "page": 0, "Index": 173}, {"Word": "rinsed", "Confidence": 0.997, "X1": 0.23768, "Y1": 0.7202, "X2": 0.28841, "Y2": 0.72, "X3": 0.28841, "Y3": 0.7368, "X4": 0.23768, "Y4": 0.7368, "page": 0, "Index": 174}, {"Word": "with", "Confidence": 0.994, "X1": 0.29275, "Y1": 0.7202, "X2": 0.33188, "Y2": 0.72, "X3": 0.33043, "Y3": 0.7368, "X4": 0.29275, "Y4": 0.7368, "page": 0, "Index": 175}, {"Word": "prethanol", "Confidence": 0.681, "X1": 0.33623, "Y1": 0.7192, "X2": 0.41159, "Y2": 0.719, "X3": 0.41159, "Y3": 0.7368, "X4": 0.33623, "Y4": 0.7368, "page": 0, "Index": 176}, {"Word": "then", "Confidence": 0.987, "X1": 0.41739, "Y1": 0.7192, "X2": 0.45507, "Y2": 0.719, "X3": 0.45507, "Y3": 0.7368, "X4": 0.41594, "Y4": 0.7368, "page": 0, "Index": 177}, {"Word": "dried", "Confidence": 0.997, "X1": 0.45942, "Y1": 0.7192, "X2": 0.50145, "Y2": 0.719, "X3": 0.50145, "Y3": 0.7358, "X4": 0.45942, "Y4": 0.7368, "page": 0, "Index": 178}, {"Word": "well.", "Confidence": 0.995, "X1": 0.50725, "Y1": 0.7182, "X2": 0.55217, "Y2": 0.718, "X3": 0.55217, "Y3": 0.7358, "X4": 0.50725, "Y4": 0.7358, "page": 0, "Index": 179}, {"Word": "\u00d7", "Confidence": 0.649, "X1": 0.84058, "Y1": 0.7142, "X2": 0.85507, "Y2": 0.714, "X3": 0.85362, "Y3": 0.7288, "X4": 0.83913, "Y4": 0.7278, "page": 0, "Index": 180}, {"Word": "800118445", "Confidence": 0.991, "X1": 0.96957, "Y1": 0.9372, "X2": 0.97246, "Y2": 0.937, "X3": 0.94203, "Y3": 0.9378, "X4": 0.93913, "Y4": 0.8308, "page": 0, "Index": 181}, {"Word": "Q12317", "Confidence": 0.996, "X1": 0.0, "Y1": 0.9622, "X2": 0.06957, "Y2": 0.962, "X3": 0.06812, "Y3": 0.9758, "X4": 0.0, "Y4": 0.9768, "page": 0, "Index": 182}]}
|
"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"
|
ffpd0206
| 7 |
{"lines_data": [{"Word": "Cyclo", "Confidence": 0.812, "X1": 0.23768, "Y1": 0.1502, "X2": 0.3029, "Y2": 0.15, "X3": 0.30435, "Y3": 0.1788, "X4": 0.23768, "Y4": 0.1818, "page": 0}, {"Word": "3/1 Annular Hexane", "Confidence": 0.95267, "X1": 0.16232, "Y1": 0.1802, "X2": 0.36957, "Y2": 0.18, "X3": 0.36957, "Y3": 0.1978, "X4": 0.16232, "Y4": 0.1978, "page": 0}, {"Word": "Note : 1) Since the water dilution in the annular hexane is only 70", "Confidence": 0.92343, "X1": 0.16087, "Y1": 0.2122, "X2": 0.7913, "Y2": 0.212, "X3": 0.7913, "Y3": 0.2298, "X4": 0.16087, "Y4": 0.2338, "page": 0}, {"Word": "microlitre/litre, it does not have a clear effect in determining the results.", "Confidence": 0.99175, "X1": 0.16232, "Y1": 0.2332, "X2": 0.76087, "Y2": 0.233, "X3": 0.76087, "Y3": 0.2488, "X4": 0.16232, "Y4": 0.2528, "page": 0}, {"Word": "2) The necessary precautions should be observed when using", "Confidence": 0.99467, "X1": 0.23913, "Y1": 0.2672, "X2": 0.7913, "Y2": 0.267, "X3": 0.7913, "Y3": 0.2848, "X4": 0.23913, "Y4": 0.2878, "page": 0}, {"Word": "annular hexane due to danger.", "Confidence": 0.9958, "X1": 0.16377, "Y1": 0.2882, "X2": 0.41449, "Y2": 0.288, "X3": 0.41449, "Y3": 0.3028, "X4": 0.16377, "Y4": 0.3038, "page": 0}, {"Word": "3/2 Silica Gel : With a guide to water content (Blue Gel)", "Confidence": 0.99208, "X1": 0.16232, "Y1": 0.3362, "X2": 0.66232, "Y2": 0.336, "X3": 0.66232, "Y3": 0.3528, "X4": 0.16232, "Y4": 0.3548, "page": 0}, {"Word": "3/3 Non-water humid substance liquid or solid", "Confidence": 0.94871, "X1": 0.16377, "Y1": 0.3872, "X2": 0.59275, "Y2": 0.387, "X3": 0.59275, "Y3": 0.4028, "X4": 0.16377, "Y4": 0.4048, "page": 0}, {"Word": "Note : It is advisable to use Sodium,Alkyl Sulphate as humidifier liquid.", "Confidence": 0.8885, "X1": 0.16522, "Y1": 0.4012, "X2": 0.78986, "Y2": 0.401, "X3": 0.78986, "Y3": 0.4188, "X4": 0.16522, "Y4": 0.4228, "page": 0}, {"Word": "It is advisable to use ethanol lauric as/a solid humidifier.", "Confidence": 0.9635, "X1": 0.16522, "Y1": 0.4242, "X2": 0.63333, "Y2": 0.424, "X3": 0.63333, "Y3": 0.4398, "X4": 0.16522, "Y4": 0.4418, "page": 0}, {"Word": "Langl", "Confidence": 0.583, "X1": 0.46667, "Y1": 0.4462, "X2": 0.54058, "Y2": 0.446, "X3": 0.54058, "Y3": 0.4648, "X4": 0.46667, "Y4": 0.4628, "page": 0}, {"Word": "polyethy lovylated lawnyl alcohol as a solid", "Confidence": 0.836, "X1": 0.32609, "Y1": 0.4582, "X2": 0.83768, "Y2": 0.458, "X3": 0.83768, "Y3": 0.4868, "X4": 0.32609, "Y4": 0.4868, "page": 0}, {"Word": "-", "Confidence": 0.987, "X1": 0.03188, "Y1": 0.5022, "X2": 0.03333, "Y2": 0.502, "X3": 0.02029, "Y3": 0.5028, "X4": 0.01739, "Y4": 0.4808, "page": 0}, {"Word": "wetting agent .", "Confidence": 0.645, "X1": 0.73043, "Y1": 0.4812, "X2": 0.88841, "Y2": 0.481, "X3": 0.88841, "Y3": 0.5048, "X4": 0.73043, "Y4": 0.5038, "page": 0}, {"Word": "4. Apparatus", "Confidence": 0.8465, "X1": 0.15797, "Y1": 0.4932, "X2": 0.3029, "Y2": 0.493, "X3": 0.3029, "Y3": 0.5098, "X4": 0.15797, "Y4": 0.5108, "page": 0}, {"Word": "4/1 Scale : It weighs up to 500 gm to the nearest 0.01 gm.", "Confidence": 0.99279, "X1": 0.16377, "Y1": 0.5292, "X2": 0.67101, "Y2": 0.529, "X3": 0.67246, "Y3": 0.5478, "X4": 0.16377, "Y4": 0.5498, "page": 0}, {"Word": "-", "Confidence": 0.985, "X1": 0.03478, "Y1": 0.5792, "X2": 0.03478, "Y2": 0.579, "X3": 0.02029, "Y3": 0.5788, "X4": 0.02029, "Y4": 0.5438, "page": 0}, {"Word": "4/2 Distillation apparatus : made from the following parts :", "Confidence": 0.9868, "X1": 0.16522, "Y1": 0.5802, "X2": 0.68696, "Y2": 0.58, "X3": 0.68696, "Y3": 0.5968, "X4": 0.16522, "Y4": 0.5988, "page": 0}, {"Word": "Note : Distillation apparatus as describe in (Figure 1)", "Confidence": 0.87011, "X1": 0.16377, "Y1": 0.5982, "X2": 0.62754, "Y2": 0.598, "X3": 0.62754, "Y3": 0.6148, "X4": 0.16377, "Y4": 0.6168, "page": 0}, {"Word": "4/2/1 - Rounded base flask capacity of 1000 ml", "Confidence": 0.98278, "X1": 0.16522, "Y1": 0.6342, "X2": 0.56957, "Y2": 0.634, "X3": 0.56957, "Y3": 0.6518, "X4": 0.16522, "Y4": 0.6538, "page": 0}, {"Word": "4/2/2 - Rounded base flask capacity of 50 ml, 100 ml", "Confidence": 0.992, "X1": 0.16667, "Y1": 0.6672, "X2": 0.61449, "Y2": 0.667, "X3": 0.61449, "Y3": 0.6848, "X4": 0.16667, "Y4": 0.6868, "page": 0}, {"Word": "Note : The flask in 4/2/2 is essential to close the apparatus when not in", "Confidence": 0.9316, "X1": 0.16377, "Y1": 0.6852, "X2": 0.7913, "Y2": 0.685, "X3": 0.7913, "Y3": 0.7008, "X4": 0.16377, "Y4": 0.7048, "page": 0}, {"Word": "use.", "Confidence": 0.981, "X1": 0.16667, "Y1": 0.7132, "X2": 0.2029, "Y2": 0.713, "X3": 0.20145, "Y3": 0.7228, "X4": 0.16667, "Y4": 0.7218, "page": 0}, {"Word": "4/2/3 - A mounted tube to measure the distilled liquid with a capacity of", "Confidence": 0.98, "X1": 0.16522, "Y1": 0.7382, "X2": 0.7942, "Y2": 0.738, "X3": 0.79565, "Y3": 0.7558, "X4": 0.16522, "Y4": 0.7578, "page": 0}, {"Word": "444", "Confidence": 0.932, "X1": 0.03043, "Y1": 0.7762, "X2": 0.03043, "Y2": 0.776, "X3": 0.02464, "Y3": 0.7768, "X4": 0.02464, "Y4": 0.7658, "page": 0}, {"Word": "12 ml to 0.1 ml.", "Confidence": 0.984, "X1": 0.16667, "Y1": 0.7592, "X2": 0.31159, "Y2": 0.759, "X3": 0.31159, "Y3": 0.7738, "X4": 0.16667, "Y4": 0.7738, "page": 0}, {"Word": "4/2/4 - Liebig - Condense : 250 mm length, provided with a tight cooling", "Confidence": 0.96421, "X1": 0.16667, "Y1": 0.8082, "X2": 0.79275, "Y2": 0.808, "X3": 0.79275, "Y3": 0.8258, "X4": 0.16667, "Y4": 0.8268, "page": 0}, {"Word": "cover.", "Confidence": 0.969, "X1": 0.16667, "Y1": 0.8302, "X2": 0.22174, "Y2": 0.83, "X3": 0.22029, "Y3": 0.8418, "X4": 0.16522, "Y4": 0.8428, "page": 0}, {"Word": "800118444", "Confidence": 0.995, "X1": 0.96957, "Y1": 0.9422, "X2": 0.97391, "Y2": 0.942, "X3": 0.94348, "Y3": 0.9418, "X4": 0.94203, "Y4": 0.8298, "page": 0}, {"Word": "Q12317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9602, "X2": 0.06957, "Y2": 0.96, "X3": 0.07101, "Y3": 0.9738, "X4": 0.0, "Y4": 0.9758, "page": 0}], "words_data": [{"Word": "Cyclo", "Confidence": 0.812, "X1": 0.23768, "Y1": 0.1502, "X2": 0.2971, "Y2": 0.15, "X3": 0.29855, "Y3": 0.1788, "X4": 0.23768, "Y4": 0.1808, "page": 0, "Index": 0}, {"Word": "3/1", "Confidence": 0.998, "X1": 0.16377, "Y1": 0.1802, "X2": 0.19565, "Y2": 0.18, "X3": 0.19565, "Y3": 0.1978, "X4": 0.16377, "Y4": 0.1978, "page": 0, "Index": 1}, {"Word": "Annular", "Confidence": 0.864, "X1": 0.21594, "Y1": 0.1812, "X2": 0.2913, "Y2": 0.181, "X3": 0.2913, "Y3": 0.1968, "X4": 0.21594, "Y4": 0.1978, "page": 0, "Index": 2}, {"Word": "Hexane", "Confidence": 0.996, "X1": 0.2971, "Y1": 0.1812, "X2": 0.36812, "Y2": 0.181, "X3": 0.36812, "Y3": 0.1968, "X4": 0.29565, "Y4": 0.1968, "page": 0, "Index": 3}, {"Word": "Note", "Confidence": 0.28, "X1": 0.17536, "Y1": 0.2172, "X2": 0.21884, "Y2": 0.217, "X3": 0.21884, "Y3": 0.2338, "X4": 0.17536, "Y4": 0.2348, "page": 0, "Index": 4}, {"Word": ":", "Confidence": 0.9, "X1": 0.22464, "Y1": 0.2172, "X2": 0.23043, "Y2": 0.217, "X3": 0.23043, "Y3": 0.2338, "X4": 0.22319, "Y4": 0.2338, "page": 0, "Index": 5}, {"Word": "1)", "Confidence": 0.808, "X1": 0.23623, "Y1": 0.2162, "X2": 0.26232, "Y2": 0.216, "X3": 0.26087, "Y3": 0.2338, "X4": 0.23478, "Y4": 0.2338, "page": 0, "Index": 6}, {"Word": "Since", "Confidence": 0.997, "X1": 0.27101, "Y1": 0.2162, "X2": 0.32174, "Y2": 0.216, "X3": 0.32029, "Y3": 0.2328, "X4": 0.27101, "Y4": 0.2338, "page": 0, "Index": 7}, {"Word": "the", "Confidence": 0.994, "X1": 0.32609, "Y1": 0.2162, "X2": 0.35652, "Y2": 0.216, "X3": 0.35507, "Y3": 0.2328, "X4": 0.32609, "Y4": 0.2328, "page": 0, "Index": 8}, {"Word": "water", "Confidence": 0.997, "X1": 0.36087, "Y1": 0.2152, "X2": 0.41304, "Y2": 0.215, "X3": 0.41304, "Y3": 0.2328, "X4": 0.36087, "Y4": 0.2328, "page": 0, "Index": 9}, {"Word": "dilution", "Confidence": 0.994, "X1": 0.41739, "Y1": 0.2152, "X2": 0.48551, "Y2": 0.215, "X3": 0.48551, "Y3": 0.2318, "X4": 0.41739, "Y4": 0.2328, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.998, "X1": 0.4913, "Y1": 0.2152, "X2": 0.51159, "Y2": 0.215, "X3": 0.51159, "Y3": 0.2318, "X4": 0.4913, "Y4": 0.2318, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.51594, "Y1": 0.2142, "X2": 0.54783, "Y2": 0.214, "X3": 0.54783, "Y3": 0.2318, "X4": 0.51594, "Y4": 0.2318, "page": 0, "Index": 12}, {"Word": "annular", "Confidence": 0.994, "X1": 0.55362, "Y1": 0.2142, "X2": 0.61884, "Y2": 0.214, "X3": 0.61739, "Y3": 0.2308, "X4": 0.55362, "Y4": 0.2318, "page": 0, "Index": 13}, {"Word": "hexane", "Confidence": 0.993, "X1": 0.62319, "Y1": 0.2132, "X2": 0.68696, "Y2": 0.213, "X3": 0.68696, "Y3": 0.2308, "X4": 0.62319, "Y4": 0.2308, "page": 0, "Index": 14}, {"Word": "is", "Confidence": 0.998, "X1": 0.6913, "Y1": 0.2132, "X2": 0.71014, "Y2": 0.213, "X3": 0.71014, "Y3": 0.2308, "X4": 0.6913, "Y4": 0.2308, "page": 0, "Index": 15}, {"Word": "only", "Confidence": 0.979, "X1": 0.71449, "Y1": 0.2132, "X2": 0.75797, "Y2": 0.213, "X3": 0.75797, "Y3": 0.2308, "X4": 0.71449, "Y4": 0.2308, "page": 0, "Index": 16}, {"Word": "70", "Confidence": 0.998, "X1": 0.76377, "Y1": 0.2132, "X2": 0.78841, "Y2": 0.213, "X3": 0.78841, "Y3": 0.2298, "X4": 0.76377, "Y4": 0.2308, "page": 0, "Index": 17}, {"Word": "microlitre/litre,", "Confidence": 0.97, "X1": 0.16377, "Y1": 0.2362, "X2": 0.28986, "Y2": 0.236, "X3": 0.28841, "Y3": 0.2528, "X4": 0.16377, "Y4": 0.2538, "page": 0, "Index": 18}, {"Word": "it", "Confidence": 0.998, "X1": 0.2942, "Y1": 0.2362, "X2": 0.3058, "Y2": 0.236, "X3": 0.30435, "Y3": 0.2528, "X4": 0.2942, "Y4": 0.2528, "page": 0, "Index": 19}, {"Word": "does", "Confidence": 0.986, "X1": 0.31014, "Y1": 0.2362, "X2": 0.34928, "Y2": 0.236, "X3": 0.34928, "Y3": 0.2528, "X4": 0.3087, "Y4": 0.2528, "page": 0, "Index": 20}, {"Word": "not", "Confidence": 0.998, "X1": 0.35362, "Y1": 0.2362, "X2": 0.38116, "Y2": 0.236, "X3": 0.37971, "Y3": 0.2518, "X4": 0.35362, "Y4": 0.2528, "page": 0, "Index": 21}, {"Word": "have", "Confidence": 0.991, "X1": 0.38551, "Y1": 0.2362, "X2": 0.42464, "Y2": 0.236, "X3": 0.42464, "Y3": 0.2518, "X4": 0.38551, "Y4": 0.2518, "page": 0, "Index": 22}, {"Word": "a", "Confidence": 0.995, "X1": 0.42899, "Y1": 0.2362, "X2": 0.44058, "Y2": 0.236, "X3": 0.44058, "Y3": 0.2518, "X4": 0.42899, "Y4": 0.2518, "page": 0, "Index": 23}, {"Word": "clear", "Confidence": 0.997, "X1": 0.44493, "Y1": 0.2352, "X2": 0.48551, "Y2": 0.235, "X3": 0.48551, "Y3": 0.2518, "X4": 0.44493, "Y4": 0.2518, "page": 0, "Index": 24}, {"Word": "effect", "Confidence": 0.995, "X1": 0.4913, "Y1": 0.2352, "X2": 0.53768, "Y2": 0.235, "X3": 0.53768, "Y3": 0.2508, "X4": 0.48986, "Y4": 0.2518, "page": 0, "Index": 25}, {"Word": "in", "Confidence": 0.998, "X1": 0.54203, "Y1": 0.2352, "X2": 0.55797, "Y2": 0.235, "X3": 0.55797, "Y3": 0.2508, "X4": 0.54203, "Y4": 0.2508, "page": 0, "Index": 26}, {"Word": "determining", "Confidence": 0.994, "X1": 0.56377, "Y1": 0.2342, "X2": 0.66232, "Y2": 0.234, "X3": 0.66232, "Y3": 0.2508, "X4": 0.56232, "Y4": 0.2508, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.66667, "Y1": 0.2342, "X2": 0.6913, "Y2": 0.234, "X3": 0.6913, "Y3": 0.2498, "X4": 0.66667, "Y4": 0.2508, "page": 0, "Index": 28}, {"Word": "results.", "Confidence": 0.981, "X1": 0.6971, "Y1": 0.2342, "X2": 0.76087, "Y2": 0.234, "X3": 0.76087, "Y3": 0.2498, "X4": 0.6971, "Y4": 0.2498, "page": 0, "Index": 29}, {"Word": "2)", "Confidence": 0.997, "X1": 0.24058, "Y1": 0.2712, "X2": 0.26522, "Y2": 0.271, "X3": 0.26522, "Y3": 0.2868, "X4": 0.24058, "Y4": 0.2878, "page": 0, "Index": 30}, {"Word": "The", "Confidence": 0.998, "X1": 0.27246, "Y1": 0.2712, "X2": 0.3058, "Y2": 0.271, "X3": 0.3058, "Y3": 0.2868, "X4": 0.27101, "Y4": 0.2868, "page": 0, "Index": 31}, {"Word": "necessary", "Confidence": 0.991, "X1": 0.31159, "Y1": 0.2702, "X2": 0.39855, "Y2": 0.27, "X3": 0.39855, "Y3": 0.2868, "X4": 0.31014, "Y4": 0.2868, "page": 0, "Index": 32}, {"Word": "precautions", "Confidence": 0.993, "X1": 0.4029, "Y1": 0.2692, "X2": 0.5029, "Y2": 0.269, "X3": 0.5029, "Y3": 0.2858, "X4": 0.4029, "Y4": 0.2868, "page": 0, "Index": 33}, {"Word": "should", "Confidence": 0.997, "X1": 0.50725, "Y1": 0.2692, "X2": 0.56522, "Y2": 0.269, "X3": 0.56522, "Y3": 0.2858, "X4": 0.50725, "Y4": 0.2858, "page": 0, "Index": 34}, {"Word": "be", "Confidence": 0.998, "X1": 0.57101, "Y1": 0.2692, "X2": 0.59565, "Y2": 0.269, "X3": 0.59565, "Y3": 0.2858, "X4": 0.57101, "Y4": 0.2858, "page": 0, "Index": 35}, {"Word": "observed", "Confidence": 0.996, "X1": 0.6, "Y1": 0.2682, "X2": 0.68116, "Y2": 0.268, "X3": 0.68116, "Y3": 0.2858, "X4": 0.6, "Y4": 0.2858, "page": 0, "Index": 36}, {"Word": "when", "Confidence": 0.988, "X1": 0.68551, "Y1": 0.2682, "X2": 0.73333, "Y2": 0.268, "X3": 0.73333, "Y3": 0.2858, "X4": 0.68551, "Y4": 0.2858, "page": 0, "Index": 37}, {"Word": "using", "Confidence": 0.994, "X1": 0.73768, "Y1": 0.2682, "X2": 0.78986, "Y2": 0.268, "X3": 0.78986, "Y3": 0.2848, "X4": 0.73768, "Y4": 0.2858, "page": 0, "Index": 38}, {"Word": "annular", "Confidence": 0.991, "X1": 0.16522, "Y1": 0.2892, "X2": 0.22464, "Y2": 0.289, "X3": 0.22464, "Y3": 0.3038, "X4": 0.16522, "Y4": 0.3048, "page": 0, "Index": 39}, {"Word": "hexane", "Confidence": 0.997, "X1": 0.22899, "Y1": 0.2882, "X2": 0.2913, "Y2": 0.288, "X3": 0.2913, "Y3": 0.3028, "X4": 0.22899, "Y4": 0.3038, "page": 0, "Index": 40}, {"Word": "due", "Confidence": 0.998, "X1": 0.29565, "Y1": 0.2882, "X2": 0.32464, "Y2": 0.288, "X3": 0.32464, "Y3": 0.3028, "X4": 0.29565, "Y4": 0.3028, "page": 0, "Index": 41}, {"Word": "to", "Confidence": 0.998, "X1": 0.32899, "Y1": 0.2882, "X2": 0.34638, "Y2": 0.288, "X3": 0.34638, "Y3": 0.3038, "X4": 0.32899, "Y4": 0.3028, "page": 0, "Index": 42}, {"Word": "danger.", "Confidence": 0.995, "X1": 0.35072, "Y1": 0.2892, "X2": 0.41594, "Y2": 0.289, "X3": 0.41594, "Y3": 0.3038, "X4": 0.35072, "Y4": 0.3038, "page": 0, "Index": 43}, {"Word": "3/2", "Confidence": 0.991, "X1": 0.16522, "Y1": 0.3382, "X2": 0.1971, "Y2": 0.338, "X3": 0.19565, "Y3": 0.3558, "X4": 0.16522, "Y4": 0.3558, "page": 0, "Index": 44}, {"Word": "Silica", "Confidence": 0.981, "X1": 0.21739, "Y1": 0.3382, "X2": 0.26812, "Y2": 0.338, "X3": 0.26667, "Y3": 0.3548, "X4": 0.21594, "Y4": 0.3558, "page": 0, "Index": 45}, {"Word": "Gel", "Confidence": 0.991, "X1": 0.27246, "Y1": 0.3372, "X2": 0.3029, "Y2": 0.337, "X3": 0.30145, "Y3": 0.3548, "X4": 0.27246, "Y4": 0.3548, "page": 0, "Index": 46}, {"Word": ":", "Confidence": 0.997, "X1": 0.30725, "Y1": 0.3372, "X2": 0.31449, "Y2": 0.337, "X3": 0.31304, "Y3": 0.3548, "X4": 0.30725, "Y4": 0.3548, "page": 0, "Index": 47}, {"Word": "With", "Confidence": 0.989, "X1": 0.31884, "Y1": 0.3372, "X2": 0.35942, "Y2": 0.337, "X3": 0.35797, "Y3": 0.3548, "X4": 0.31884, "Y4": 0.3548, "page": 0, "Index": 48}, {"Word": "a", "Confidence": 0.991, "X1": 0.36522, "Y1": 0.3372, "X2": 0.37391, "Y2": 0.337, "X3": 0.37391, "Y3": 0.3548, "X4": 0.36377, "Y4": 0.3548, "page": 0, "Index": 49}, {"Word": "guide", "Confidence": 0.997, "X1": 0.37971, "Y1": 0.3372, "X2": 0.42464, "Y2": 0.337, "X3": 0.42319, "Y3": 0.3548, "X4": 0.37826, "Y4": 0.3548, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.997, "X1": 0.42899, "Y1": 0.3372, "X2": 0.44638, "Y2": 0.337, "X3": 0.44493, "Y3": 0.3548, "X4": 0.42899, "Y4": 0.3548, "page": 0, "Index": 51}, {"Word": "water", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.3372, "X2": 0.49855, "Y2": 0.337, "X3": 0.4971, "Y3": 0.3538, "X4": 0.45072, "Y4": 0.3548, "page": 0, "Index": 52}, {"Word": "content", "Confidence": 0.996, "X1": 0.5029, "Y1": 0.3362, "X2": 0.56522, "Y2": 0.336, "X3": 0.56377, "Y3": 0.3538, "X4": 0.5029, "Y4": 0.3538, "page": 0, "Index": 53}, {"Word": "(Blue", "Confidence": 0.991, "X1": 0.56957, "Y1": 0.3362, "X2": 0.61449, "Y2": 0.336, "X3": 0.61449, "Y3": 0.3528, "X4": 0.56957, "Y4": 0.3538, "page": 0, "Index": 54}, {"Word": "Gel)", "Confidence": 0.987, "X1": 0.62029, "Y1": 0.3362, "X2": 0.66232, "Y2": 0.336, "X3": 0.66087, "Y3": 0.3528, "X4": 0.61884, "Y4": 0.3528, "page": 0, "Index": 55}, {"Word": "3/3", "Confidence": 0.996, "X1": 0.16522, "Y1": 0.3892, "X2": 0.1971, "Y2": 0.389, "X3": 0.1971, "Y3": 0.4048, "X4": 0.16522, "Y4": 0.4058, "page": 0, "Index": 56}, {"Word": "Non-water", "Confidence": 0.994, "X1": 0.21739, "Y1": 0.3882, "X2": 0.31159, "Y2": 0.388, "X3": 0.31159, "Y3": 0.4048, "X4": 0.21739, "Y4": 0.4048, "page": 0, "Index": 57}, {"Word": "humid", "Confidence": 0.996, "X1": 0.31594, "Y1": 0.3882, "X2": 0.37246, "Y2": 0.388, "X3": 0.37246, "Y3": 0.4048, "X4": 0.31594, "Y4": 0.4048, "page": 0, "Index": 58}, {"Word": "substance", "Confidence": 0.993, "X1": 0.37681, "Y1": 0.3882, "X2": 0.46087, "Y2": 0.388, "X3": 0.46087, "Y3": 0.4038, "X4": 0.37681, "Y4": 0.4048, "page": 0, "Index": 59}, {"Word": "liquid", "Confidence": 0.667, "X1": 0.46667, "Y1": 0.3882, "X2": 0.51739, "Y2": 0.388, "X3": 0.51594, "Y3": 0.4038, "X4": 0.46522, "Y4": 0.4038, "page": 0, "Index": 60}, {"Word": "or", "Confidence": 0.998, "X1": 0.52174, "Y1": 0.3882, "X2": 0.54058, "Y2": 0.388, "X3": 0.54058, "Y3": 0.4038, "X4": 0.52174, "Y4": 0.4038, "page": 0, "Index": 61}, {"Word": "solid", "Confidence": 0.997, "X1": 0.54638, "Y1": 0.3882, "X2": 0.59275, "Y2": 0.388, "X3": 0.5913, "Y3": 0.4028, "X4": 0.54493, "Y4": 0.4038, "page": 0, "Index": 62}, {"Word": "Note", "Confidence": 0.206, "X1": 0.17681, "Y1": 0.4062, "X2": 0.22029, "Y2": 0.406, "X3": 0.22029, "Y3": 0.4218, "X4": 0.17681, "Y4": 0.4228, "page": 0, "Index": 63}, {"Word": ":", "Confidence": 0.9, "X1": 0.22609, "Y1": 0.4062, "X2": 0.23333, "Y2": 0.406, "X3": 0.23333, "Y3": 0.4218, "X4": 0.22609, "Y4": 0.4218, "page": 0, "Index": 64}, {"Word": "It", "Confidence": 0.995, "X1": 0.23913, "Y1": 0.4062, "X2": 0.25362, "Y2": 0.406, "X3": 0.25362, "Y3": 0.4218, "X4": 0.23768, "Y4": 0.4218, "page": 0, "Index": 65}, {"Word": "is", "Confidence": 0.997, "X1": 0.25797, "Y1": 0.4062, "X2": 0.27391, "Y2": 0.406, "X3": 0.27391, "Y3": 0.4218, "X4": 0.25797, "Y4": 0.4218, "page": 0, "Index": 66}, {"Word": "advisable", "Confidence": 0.992, "X1": 0.27971, "Y1": 0.4052, "X2": 0.35652, "Y2": 0.405, "X3": 0.35507, "Y3": 0.4218, "X4": 0.27971, "Y4": 0.4218, "page": 0, "Index": 67}, {"Word": "to", "Confidence": 0.998, "X1": 0.36087, "Y1": 0.4052, "X2": 0.37826, "Y2": 0.405, "X3": 0.37826, "Y3": 0.4208, "X4": 0.36087, "Y4": 0.4218, "page": 0, "Index": 68}, {"Word": "use", "Confidence": 0.998, "X1": 0.38406, "Y1": 0.4052, "X2": 0.41449, "Y2": 0.405, "X3": 0.41449, "Y3": 0.4208, "X4": 0.38261, "Y4": 0.4208, "page": 0, "Index": 69}, {"Word": "Sodium,Alkyl", "Confidence": 0.639, "X1": 0.41884, "Y1": 0.4042, "X2": 0.53478, "Y2": 0.404, "X3": 0.53478, "Y3": 0.4208, "X4": 0.41884, "Y4": 0.4208, "page": 0, "Index": 70}, {"Word": "Sulphate", "Confidence": 0.994, "X1": 0.53913, "Y1": 0.4032, "X2": 0.61304, "Y2": 0.403, "X3": 0.61304, "Y3": 0.4198, "X4": 0.53913, "Y4": 0.4208, "page": 0, "Index": 71}, {"Word": "as", "Confidence": 0.997, "X1": 0.61739, "Y1": 0.4032, "X2": 0.63478, "Y2": 0.403, "X3": 0.63623, "Y3": 0.4198, "X4": 0.61739, "Y4": 0.4198, "page": 0, "Index": 72}, {"Word": "humidifier", "Confidence": 0.991, "X1": 0.64058, "Y1": 0.4022, "X2": 0.72609, "Y2": 0.402, "X3": 0.72754, "Y3": 0.4198, "X4": 0.64058, "Y4": 0.4198, "page": 0, "Index": 73}, {"Word": "liquid.", "Confidence": 0.955, "X1": 0.73188, "Y1": 0.4012, "X2": 0.78986, "Y2": 0.401, "X3": 0.7913, "Y3": 0.4198, "X4": 0.73188, "Y4": 0.4198, "page": 0, "Index": 74}, {"Word": "It", "Confidence": 0.998, "X1": 0.16522, "Y1": 0.4252, "X2": 0.17826, "Y2": 0.425, "X3": 0.17826, "Y3": 0.4428, "X4": 0.16522, "Y4": 0.4428, "page": 0, "Index": 75}, {"Word": "is", "Confidence": 0.998, "X1": 0.18261, "Y1": 0.4252, "X2": 0.1971, "Y2": 0.425, "X3": 0.1971, "Y3": 0.4428, "X4": 0.18261, "Y4": 0.4428, "page": 0, "Index": 76}, {"Word": "advisable", "Confidence": 0.994, "X1": 0.2029, "Y1": 0.4252, "X2": 0.27971, "Y2": 0.425, "X3": 0.27971, "Y3": 0.4428, "X4": 0.20145, "Y4": 0.4428, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.998, "X1": 0.28551, "Y1": 0.4252, "X2": 0.30145, "Y2": 0.425, "X3": 0.30145, "Y3": 0.4428, "X4": 0.28406, "Y4": 0.4428, "page": 0, "Index": 78}, {"Word": "use", "Confidence": 0.998, "X1": 0.3058, "Y1": 0.4252, "X2": 0.33478, "Y2": 0.425, "X3": 0.33478, "Y3": 0.4418, "X4": 0.3058, "Y4": 0.4428, "page": 0, "Index": 79}, {"Word": "ethanol", "Confidence": 0.996, "X1": 0.34058, "Y1": 0.4242, "X2": 0.4, "Y2": 0.424, "X3": 0.4, "Y3": 0.4418, "X4": 0.33913, "Y4": 0.4418, "page": 0, "Index": 80}, {"Word": "lauric", "Confidence": 0.991, "X1": 0.4058, "Y1": 0.4242, "X2": 0.45217, "Y2": 0.424, "X3": 0.45217, "Y3": 0.4418, "X4": 0.40435, "Y4": 0.4418, "page": 0, "Index": 81}, {"Word": "as/a", "Confidence": 0.703, "X1": 0.45652, "Y1": 0.4242, "X2": 0.4913, "Y2": 0.424, "X3": 0.48986, "Y3": 0.4408, "X4": 0.45652, "Y4": 0.4418, "page": 0, "Index": 82}, {"Word": "solid", "Confidence": 0.997, "X1": 0.49565, "Y1": 0.4242, "X2": 0.53478, "Y2": 0.424, "X3": 0.53478, "Y3": 0.4408, "X4": 0.49565, "Y4": 0.4408, "page": 0, "Index": 83}, {"Word": "humidifier.", "Confidence": 0.962, "X1": 0.53913, "Y1": 0.4242, "X2": 0.63333, "Y2": 0.424, "X3": 0.63333, "Y3": 0.4398, "X4": 0.53913, "Y4": 0.4408, "page": 0, "Index": 84}, {"Word": "Langl", "Confidence": 0.583, "X1": 0.47101, "Y1": 0.4462, "X2": 0.53913, "Y2": 0.446, "X3": 0.54058, "Y3": 0.4638, "X4": 0.47101, "Y4": 0.4608, "page": 0, "Index": 85}, {"Word": "polyethy", "Confidence": 0.871, "X1": 0.32754, "Y1": 0.4612, "X2": 0.40145, "Y2": 0.461, "X3": 0.40145, "Y3": 0.4858, "X4": 0.32754, "Y4": 0.4838, "page": 0, "Index": 86}, {"Word": "lovylated", "Confidence": 0.603, "X1": 0.4087, "Y1": 0.4642, "X2": 0.5087, "Y2": 0.464, "X3": 0.5087, "Y3": 0.4878, "X4": 0.4087, "Y4": 0.4858, "page": 0, "Index": 87}, {"Word": "lawnyl", "Confidence": 0.589, "X1": 0.51594, "Y1": 0.4652, "X2": 0.59275, "Y2": 0.465, "X3": 0.59275, "Y3": 0.4878, "X4": 0.51449, "Y4": 0.4878, "page": 0, "Index": 88}, {"Word": "alcohol", "Confidence": 0.875, "X1": 0.6, "Y1": 0.4642, "X2": 0.68261, "Y2": 0.464, "X3": 0.68261, "Y3": 0.4868, "X4": 0.6, "Y4": 0.4878, "page": 0, "Index": 89}, {"Word": "as", "Confidence": 0.981, "X1": 0.68986, "Y1": 0.4642, "X2": 0.72464, "Y2": 0.464, "X3": 0.72319, "Y3": 0.4858, "X4": 0.68841, "Y4": 0.4868, "page": 0, "Index": 90}, {"Word": "a", "Confidence": 0.98, "X1": 0.73768, "Y1": 0.4632, "X2": 0.75942, "Y2": 0.463, "X3": 0.75942, "Y3": 0.4848, "X4": 0.73768, "Y4": 0.4858, "page": 0, "Index": 91}, {"Word": "solid", "Confidence": 0.953, "X1": 0.77391, "Y1": 0.4602, "X2": 0.83623, "Y2": 0.46, "X3": 0.83478, "Y3": 0.4828, "X4": 0.77391, "Y4": 0.4848, "page": 0, "Index": 92}, {"Word": "-", "Confidence": 0.987, "X1": 0.03188, "Y1": 0.4912, "X2": 0.03333, "Y2": 0.491, "X3": 0.01884, "Y3": 0.4918, "X4": 0.01739, "Y4": 0.4848, "page": 0, "Index": 93}, {"Word": "wetting", "Confidence": 0.781, "X1": 0.73188, "Y1": 0.4812, "X2": 0.81014, "Y2": 0.481, "X3": 0.8087, "Y3": 0.5038, "X4": 0.73188, "Y4": 0.5028, "page": 0, "Index": 94}, {"Word": "agent", "Confidence": 0.616, "X1": 0.81594, "Y1": 0.4822, "X2": 0.86377, "Y2": 0.482, "X3": 0.86377, "Y3": 0.5048, "X4": 0.81594, "Y4": 0.5038, "page": 0, "Index": 95}, {"Word": ".", "Confidence": 0.538, "X1": 0.87101, "Y1": 0.4822, "X2": 0.88696, "Y2": 0.482, "X3": 0.88551, "Y3": 0.5048, "X4": 0.86957, "Y4": 0.5048, "page": 0, "Index": 96}, {"Word": "4.", "Confidence": 0.981, "X1": 0.16522, "Y1": 0.4942, "X2": 0.1913, "Y2": 0.494, "X3": 0.1913, "Y3": 0.5108, "X4": 0.16522, "Y4": 0.5108, "page": 0, "Index": 97}, {"Word": "Apparatus", "Confidence": 0.712, "X1": 0.20435, "Y1": 0.4932, "X2": 0.29855, "Y2": 0.493, "X3": 0.29855, "Y3": 0.5098, "X4": 0.20435, "Y4": 0.5108, "page": 0, "Index": 98}, {"Word": "nearest", "Confidence": 0.996, "X1": 0.52899, "Y1": 0.5302, "X2": 0.58696, "Y2": 0.53, "X3": 0.58841, "Y3": 0.5478, "X4": 0.52899, "Y4": 0.5488, "page": 0, "Index": 99}, {"Word": "0.01", "Confidence": 0.983, "X1": 0.59275, "Y1": 0.5302, "X2": 0.63188, "Y2": 0.53, "X3": 0.63188, "Y3": 0.5478, "X4": 0.59275, "Y4": 0.5478, "page": 0, "Index": 100}, {"Word": "gm.", "Confidence": 0.996, "X1": 0.63768, "Y1": 0.5302, "X2": 0.67101, "Y2": 0.53, "X3": 0.67246, "Y3": 0.5478, "X4": 0.63768, "Y4": 0.5478, "page": 0, "Index": 101}, {"Word": "-", "Confidence": 0.985, "X1": 0.03478, "Y1": 0.5502, "X2": 0.03478, "Y2": 0.55, "X3": 0.02029, "Y3": 0.5508, "X4": 0.02029, "Y4": 0.5458, "page": 0, "Index": 102}, {"Word": "4/1", "Confidence": 0.981, "X1": 0.16522, "Y1": 0.5312, "X2": 0.19855, "Y2": 0.531, "X3": 0.1971, "Y3": 0.5498, "X4": 0.16522, "Y4": 0.5498, "page": 0, "Index": 103}, {"Word": "Scale", "Confidence": 0.965, "X1": 0.21884, "Y1": 0.5312, "X2": 0.26522, "Y2": 0.531, "X3": 0.26377, "Y3": 0.5498, "X4": 0.21739, "Y4": 0.5498, "page": 0, "Index": 104}, {"Word": ":", "Confidence": 0.996, "X1": 0.26957, "Y1": 0.5312, "X2": 0.27536, "Y2": 0.531, "X3": 0.27391, "Y3": 0.5498, "X4": 0.26957, "Y4": 0.5498, "page": 0, "Index": 105}, {"Word": "It", "Confidence": 0.998, "X1": 0.28116, "Y1": 0.5312, "X2": 0.2942, "Y2": 0.531, "X3": 0.2942, "Y3": 0.5498, "X4": 0.27971, "Y4": 0.5498, "page": 0, "Index": 106}, {"Word": "weighs", "Confidence": 0.997, "X1": 0.3, "Y1": 0.5312, "X2": 0.35652, "Y2": 0.531, "X3": 0.35652, "Y3": 0.5498, "X4": 0.3, "Y4": 0.5498, "page": 0, "Index": 107}, {"Word": "up", "Confidence": 0.998, "X1": 0.36232, "Y1": 0.5312, "X2": 0.38406, "Y2": 0.531, "X3": 0.38261, "Y3": 0.5498, "X4": 0.36232, "Y4": 0.5498, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.998, "X1": 0.38841, "Y1": 0.5312, "X2": 0.40435, "Y2": 0.531, "X3": 0.40435, "Y3": 0.5498, "X4": 0.38841, "Y4": 0.5498, "page": 0, "Index": 109}, {"Word": "500", "Confidence": 0.998, "X1": 0.41014, "Y1": 0.5312, "X2": 0.44203, "Y2": 0.531, "X3": 0.44203, "Y3": 0.5498, "X4": 0.41014, "Y4": 0.5498, "page": 0, "Index": 110}, {"Word": "gm", "Confidence": 0.997, "X1": 0.44783, "Y1": 0.5312, "X2": 0.47246, "Y2": 0.531, "X3": 0.47246, "Y3": 0.5488, "X4": 0.44783, "Y4": 0.5498, "page": 0, "Index": 111}, {"Word": "to", "Confidence": 0.998, "X1": 0.47681, "Y1": 0.5312, "X2": 0.49275, "Y2": 0.531, "X3": 0.49275, "Y3": 0.5488, "X4": 0.47681, "Y4": 0.5488, "page": 0, "Index": 112}, {"Word": "the", "Confidence": 0.998, "X1": 0.49855, "Y1": 0.5302, "X2": 0.52319, "Y2": 0.53, "X3": 0.52319, "Y3": 0.5488, "X4": 0.49855, "Y4": 0.5488, "page": 0, "Index": 113}, {"Word": "from", "Confidence": 0.988, "X1": 0.47246, "Y1": 0.5812, "X2": 0.51014, "Y2": 0.581, "X3": 0.51014, "Y3": 0.5978, "X4": 0.47246, "Y4": 0.5988, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.998, "X1": 0.51739, "Y1": 0.5812, "X2": 0.54348, "Y2": 0.581, "X3": 0.54348, "Y3": 0.5978, "X4": 0.51739, "Y4": 0.5978, "page": 0, "Index": 115}, {"Word": "following", "Confidence": 0.995, "X1": 0.54783, "Y1": 0.5802, "X2": 0.62609, "Y2": 0.58, "X3": 0.62609, "Y3": 0.5978, "X4": 0.54783, "Y4": 0.5978, "page": 0, "Index": 116}, {"Word": "parts", "Confidence": 0.997, "X1": 0.63188, "Y1": 0.5802, "X2": 0.67391, "Y2": 0.58, "X3": 0.67391, "Y3": 0.5968, "X4": 0.63188, "Y4": 0.5978, "page": 0, "Index": 117}, {"Word": ":", "Confidence": 0.931, "X1": 0.67826, "Y1": 0.5802, "X2": 0.68696, "Y2": 0.58, "X3": 0.68696, "Y3": 0.5968, "X4": 0.67826, "Y4": 0.5968, "page": 0, "Index": 118}, {"Word": "4/2", "Confidence": 0.994, "X1": 0.16522, "Y1": 0.5822, "X2": 0.1971, "Y2": 0.582, "X3": 0.19855, "Y3": 0.5988, "X4": 0.16667, "Y4": 0.5978, "page": 0, "Index": 119}, {"Word": "Distillation", "Confidence": 0.991, "X1": 0.21739, "Y1": 0.5822, "X2": 0.31594, "Y2": 0.582, "X3": 0.31594, "Y3": 0.5988, "X4": 0.21739, "Y4": 0.5988, "page": 0, "Index": 120}, {"Word": "apparatus", "Confidence": 0.988, "X1": 0.32029, "Y1": 0.5812, "X2": 0.40725, "Y2": 0.581, "X3": 0.40725, "Y3": 0.5988, "X4": 0.32029, "Y4": 0.5988, "page": 0, "Index": 121}, {"Word": ":", "Confidence": 0.995, "X1": 0.41159, "Y1": 0.5812, "X2": 0.41594, "Y2": 0.581, "X3": 0.41594, "Y3": 0.5988, "X4": 0.41159, "Y4": 0.5988, "page": 0, "Index": 122}, {"Word": "made", "Confidence": 0.991, "X1": 0.42174, "Y1": 0.5812, "X2": 0.46667, "Y2": 0.581, "X3": 0.46667, "Y3": 0.5988, "X4": 0.42174, "Y4": 0.5988, "page": 0, "Index": 123}, {"Word": "Note", "Confidence": 0.091, "X1": 0.17971, "Y1": 0.6002, "X2": 0.22029, "Y2": 0.6, "X3": 0.22029, "Y3": 0.6168, "X4": 0.17971, "Y4": 0.6178, "page": 0, "Index": 124}, {"Word": ":", "Confidence": 0.9, "X1": 0.22609, "Y1": 0.6002, "X2": 0.23333, "Y2": 0.6, "X3": 0.23333, "Y3": 0.6168, "X4": 0.22464, "Y4": 0.6168, "page": 0, "Index": 125}, {"Word": "Distillation", "Confidence": 0.992, "X1": 0.23913, "Y1": 0.5992, "X2": 0.33188, "Y2": 0.599, "X3": 0.33188, "Y3": 0.6158, "X4": 0.23768, "Y4": 0.6168, "page": 0, "Index": 126}, {"Word": "apparatus", "Confidence": 0.994, "X1": 0.33623, "Y1": 0.5992, "X2": 0.41739, "Y2": 0.599, "X3": 0.41739, "Y3": 0.6158, "X4": 0.33623, "Y4": 0.6158, "page": 0, "Index": 127}, {"Word": "as", "Confidence": 0.998, "X1": 0.42174, "Y1": 0.5982, "X2": 0.44058, "Y2": 0.598, "X3": 0.43913, "Y3": 0.6158, "X4": 0.42174, "Y4": 0.6158, "page": 0, "Index": 128}, {"Word": "describe", "Confidence": 0.994, "X1": 0.44493, "Y1": 0.5982, "X2": 0.51449, "Y2": 0.598, "X3": 0.51449, "Y3": 0.6158, "X4": 0.44493, "Y4": 0.6158, "page": 0, "Index": 129}, {"Word": "in", "Confidence": 0.997, "X1": 0.52029, "Y1": 0.5982, "X2": 0.53623, "Y2": 0.598, "X3": 0.53623, "Y3": 0.6158, "X4": 0.52029, "Y4": 0.6158, "page": 0, "Index": 130}, {"Word": "(Figure", "Confidence": 0.996, "X1": 0.54058, "Y1": 0.5982, "X2": 0.60145, "Y2": 0.598, "X3": 0.60145, "Y3": 0.6158, "X4": 0.54203, "Y4": 0.6158, "page": 0, "Index": 131}, {"Word": "1)", "Confidence": 0.869, "X1": 0.60725, "Y1": 0.5982, "X2": 0.62754, "Y2": 0.598, "X3": 0.62899, "Y3": 0.6158, "X4": 0.60725, "Y4": 0.6158, "page": 0, "Index": 132}, {"Word": "4/2/1", "Confidence": 0.998, "X1": 0.16667, "Y1": 0.6372, "X2": 0.2087, "Y2": 0.637, "X3": 0.2087, "Y3": 0.6528, "X4": 0.16522, "Y4": 0.6528, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.885, "X1": 0.21449, "Y1": 0.6362, "X2": 0.22609, "Y2": 0.636, "X3": 0.22464, "Y3": 0.6538, "X4": 0.21304, "Y4": 0.6528, "page": 0, "Index": 134}, {"Word": "Rounded", "Confidence": 0.995, "X1": 0.23043, "Y1": 0.6362, "X2": 0.3058, "Y2": 0.636, "X3": 0.30435, "Y3": 0.6538, "X4": 0.22899, "Y4": 0.6538, "page": 0, "Index": 135}, {"Word": "base", "Confidence": 0.989, "X1": 0.31014, "Y1": 0.6352, "X2": 0.34783, "Y2": 0.635, "X3": 0.34783, "Y3": 0.6538, "X4": 0.3087, "Y4": 0.6538, "page": 0, "Index": 136}, {"Word": "flask", "Confidence": 0.997, "X1": 0.35362, "Y1": 0.6352, "X2": 0.3942, "Y2": 0.635, "X3": 0.3942, "Y3": 0.6538, "X4": 0.35217, "Y4": 0.6538, "page": 0, "Index": 137}, {"Word": "capacity", "Confidence": 0.995, "X1": 0.4, "Y1": 0.6352, "X2": 0.46812, "Y2": 0.635, "X3": 0.46667, "Y3": 0.6528, "X4": 0.39855, "Y4": 0.6538, "page": 0, "Index": 138}, {"Word": "of", "Confidence": 0.998, "X1": 0.47246, "Y1": 0.6352, "X2": 0.49275, "Y2": 0.635, "X3": 0.4913, "Y3": 0.6518, "X4": 0.47101, "Y4": 0.6528, "page": 0, "Index": 139}, {"Word": "1000", "Confidence": 0.99, "X1": 0.4971, "Y1": 0.6352, "X2": 0.53768, "Y2": 0.635, "X3": 0.53623, "Y3": 0.6518, "X4": 0.4971, "Y4": 0.6518, "page": 0, "Index": 140}, {"Word": "ml", "Confidence": 0.998, "X1": 0.54203, "Y1": 0.6352, "X2": 0.56957, "Y2": 0.635, "X3": 0.56812, "Y3": 0.6508, "X4": 0.54058, "Y4": 0.6518, "page": 0, "Index": 141}, {"Word": "4/2/2", "Confidence": 0.996, "X1": 0.16812, "Y1": 0.6702, "X2": 0.20725, "Y2": 0.67, "X3": 0.20725, "Y3": 0.6858, "X4": 0.16667, "Y4": 0.6858, "page": 0, "Index": 142}, {"Word": "-", "Confidence": 0.995, "X1": 0.21304, "Y1": 0.6702, "X2": 0.22609, "Y2": 0.67, "X3": 0.22464, "Y3": 0.6858, "X4": 0.21159, "Y4": 0.6858, "page": 0, "Index": 143}, {"Word": "Rounded", "Confidence": 0.995, "X1": 0.23043, "Y1": 0.6702, "X2": 0.30435, "Y2": 0.67, "X3": 0.30435, "Y3": 0.6868, "X4": 0.23043, "Y4": 0.6858, "page": 0, "Index": 144}, {"Word": "base", "Confidence": 0.991, "X1": 0.31014, "Y1": 0.6692, "X2": 0.34928, "Y2": 0.669, "X3": 0.34783, "Y3": 0.6868, "X4": 0.3087, "Y4": 0.6868, "page": 0, "Index": 145}, {"Word": "flask", "Confidence": 0.997, "X1": 0.35362, "Y1": 0.6692, "X2": 0.3942, "Y2": 0.669, "X3": 0.3942, "Y3": 0.6868, "X4": 0.35362, "Y4": 0.6868, "page": 0, "Index": 146}, {"Word": "capacity", "Confidence": 0.995, "X1": 0.39855, "Y1": 0.6692, "X2": 0.46812, "Y2": 0.669, "X3": 0.46812, "Y3": 0.6858, "X4": 0.39855, "Y4": 0.6868, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.998, "X1": 0.47391, "Y1": 0.6692, "X2": 0.4913, "Y2": 0.669, "X3": 0.4913, "Y3": 0.6858, "X4": 0.47246, "Y4": 0.6858, "page": 0, "Index": 148}, {"Word": "50", "Confidence": 0.998, "X1": 0.49565, "Y1": 0.6682, "X2": 0.51739, "Y2": 0.668, "X3": 0.51594, "Y3": 0.6858, "X4": 0.49565, "Y4": 0.6858, "page": 0, "Index": 149}, {"Word": "ml,", "Confidence": 0.958, "X1": 0.52174, "Y1": 0.6682, "X2": 0.55072, "Y2": 0.668, "X3": 0.55072, "Y3": 0.6858, "X4": 0.52174, "Y4": 0.6858, "page": 0, "Index": 150}, {"Word": "100", "Confidence": 0.998, "X1": 0.55507, "Y1": 0.6682, "X2": 0.58551, "Y2": 0.668, "X3": 0.58406, "Y3": 0.6848, "X4": 0.55507, "Y4": 0.6858, "page": 0, "Index": 151}, {"Word": "ml", "Confidence": 0.991, "X1": 0.58986, "Y1": 0.6682, "X2": 0.61449, "Y2": 0.668, "X3": 0.61449, "Y3": 0.6848, "X4": 0.58986, "Y4": 0.6848, "page": 0, "Index": 152}, {"Word": "Note", "Confidence": 0.127, "X1": 0.17971, "Y1": 0.6882, "X2": 0.22319, "Y2": 0.688, "X3": 0.22174, "Y3": 0.7048, "X4": 0.17826, "Y4": 0.7048, "page": 0, "Index": 153}, {"Word": ":", "Confidence": 0.957, "X1": 0.22754, "Y1": 0.6882, "X2": 0.23768, "Y2": 0.688, "X3": 0.23623, "Y3": 0.7048, "X4": 0.22609, "Y4": 0.7048, "page": 0, "Index": 154}, {"Word": "The", "Confidence": 0.991, "X1": 0.24203, "Y1": 0.6882, "X2": 0.27536, "Y2": 0.688, "X3": 0.27391, "Y3": 0.7048, "X4": 0.24058, "Y4": 0.7048, "page": 0, "Index": 155}, {"Word": "flask", "Confidence": 0.996, "X1": 0.27971, "Y1": 0.6872, "X2": 0.32174, "Y2": 0.687, "X3": 0.32174, "Y3": 0.7048, "X4": 0.27826, "Y4": 0.7048, "page": 0, "Index": 156}, {"Word": "in", "Confidence": 0.998, "X1": 0.32754, "Y1": 0.6872, "X2": 0.34493, "Y2": 0.687, "X3": 0.34348, "Y3": 0.7038, "X4": 0.32609, "Y4": 0.7048, "page": 0, "Index": 157}, {"Word": "4/2/2", "Confidence": 0.994, "X1": 0.34928, "Y1": 0.6872, "X2": 0.3913, "Y2": 0.687, "X3": 0.3913, "Y3": 0.7038, "X4": 0.34928, "Y4": 0.7038, "page": 0, "Index": 158}, {"Word": "is", "Confidence": 0.998, "X1": 0.3971, "Y1": 0.6862, "X2": 0.41304, "Y2": 0.686, "X3": 0.41159, "Y3": 0.7038, "X4": 0.39565, "Y4": 0.7038, "page": 0, "Index": 159}, {"Word": "essential", "Confidence": 0.991, "X1": 0.41739, "Y1": 0.6862, "X2": 0.4913, "Y2": 0.686, "X3": 0.48986, "Y3": 0.7028, "X4": 0.41739, "Y4": 0.7038, "page": 0, "Index": 160}, {"Word": "to", "Confidence": 0.998, "X1": 0.49565, "Y1": 0.6862, "X2": 0.51449, "Y2": 0.686, "X3": 0.51304, "Y3": 0.7028, "X4": 0.49565, "Y4": 0.7028, "page": 0, "Index": 161}, {"Word": "close", "Confidence": 0.991, "X1": 0.51884, "Y1": 0.6852, "X2": 0.56232, "Y2": 0.685, "X3": 0.56232, "Y3": 0.7028, "X4": 0.51884, "Y4": 0.7028, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.56812, "Y1": 0.6852, "X2": 0.59565, "Y2": 0.685, "X3": 0.5942, "Y3": 0.7028, "X4": 0.56667, "Y4": 0.7028, "page": 0, "Index": 163}, {"Word": "apparatus", "Confidence": 0.995, "X1": 0.6, "Y1": 0.6852, "X2": 0.68116, "Y2": 0.685, "X3": 0.68116, "Y3": 0.7018, "X4": 0.6, "Y4": 0.7028, "page": 0, "Index": 164}, {"Word": "when", "Confidence": 0.982, "X1": 0.68551, "Y1": 0.6852, "X2": 0.73188, "Y2": 0.685, "X3": 0.73188, "Y3": 0.7018, "X4": 0.68551, "Y4": 0.7018, "page": 0, "Index": 165}, {"Word": "not", "Confidence": 0.96, "X1": 0.73623, "Y1": 0.6852, "X2": 0.76522, "Y2": 0.685, "X3": 0.76522, "Y3": 0.7018, "X4": 0.73623, "Y4": 0.7018, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.998, "X1": 0.77101, "Y1": 0.6852, "X2": 0.79275, "Y2": 0.685, "X3": 0.79275, "Y3": 0.7008, "X4": 0.77101, "Y4": 0.7018, "page": 0, "Index": 167}, {"Word": "use.", "Confidence": 0.981, "X1": 0.16667, "Y1": 0.7132, "X2": 0.2029, "Y2": 0.713, "X3": 0.20145, "Y3": 0.7228, "X4": 0.16667, "Y4": 0.7218, "page": 0, "Index": 168}, {"Word": "4/2/3", "Confidence": 0.996, "X1": 0.16667, "Y1": 0.7422, "X2": 0.21014, "Y2": 0.742, "X3": 0.2087, "Y3": 0.7578, "X4": 0.16667, "Y4": 0.7578, "page": 0, "Index": 169}, {"Word": "-", "Confidence": 0.821, "X1": 0.21449, "Y1": 0.7422, "X2": 0.22899, "Y2": 0.742, "X3": 0.22899, "Y3": 0.7578, "X4": 0.21449, "Y4": 0.7578, "page": 0, "Index": 170}, {"Word": "A", "Confidence": 0.995, "X1": 0.23623, "Y1": 0.7422, "X2": 0.25072, "Y2": 0.742, "X3": 0.25072, "Y3": 0.7578, "X4": 0.23623, "Y4": 0.7578, "page": 0, "Index": 171}, {"Word": "mounted", "Confidence": 0.968, "X1": 0.25652, "Y1": 0.7412, "X2": 0.33043, "Y2": 0.741, "X3": 0.33043, "Y3": 0.7578, "X4": 0.25507, "Y4": 0.7578, "page": 0, "Index": 172}, {"Word": "tube", "Confidence": 0.981, "X1": 0.33478, "Y1": 0.7412, "X2": 0.37101, "Y2": 0.741, "X3": 0.37101, "Y3": 0.7578, "X4": 0.33478, "Y4": 0.7578, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.996, "X1": 0.37681, "Y1": 0.7412, "X2": 0.3942, "Y2": 0.741, "X3": 0.3942, "Y3": 0.7578, "X4": 0.37681, "Y4": 0.7578, "page": 0, "Index": 174}, {"Word": "measure", "Confidence": 0.995, "X1": 0.4, "Y1": 0.7402, "X2": 0.47101, "Y2": 0.74, "X3": 0.47101, "Y3": 0.7578, "X4": 0.39855, "Y4": 0.7578, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.47536, "Y1": 0.7402, "X2": 0.5029, "Y2": 0.74, "X3": 0.50145, "Y3": 0.7578, "X4": 0.47536, "Y4": 0.7578, "page": 0, "Index": 176}, {"Word": "distilled", "Confidence": 0.994, "X1": 0.50725, "Y1": 0.7402, "X2": 0.57536, "Y2": 0.74, "X3": 0.57391, "Y3": 0.7578, "X4": 0.50725, "Y4": 0.7578, "page": 0, "Index": 177}, {"Word": "liquid", "Confidence": 0.995, "X1": 0.57971, "Y1": 0.7392, "X2": 0.62899, "Y2": 0.739, "X3": 0.62899, "Y3": 0.7578, "X4": 0.57971, "Y4": 0.7578, "page": 0, "Index": 178}, {"Word": "with", "Confidence": 0.991, "X1": 0.63478, "Y1": 0.7392, "X2": 0.67246, "Y2": 0.739, "X3": 0.67246, "Y3": 0.7578, "X4": 0.63333, "Y4": 0.7578, "page": 0, "Index": 179}, {"Word": "a", "Confidence": 0.998, "X1": 0.67681, "Y1": 0.7392, "X2": 0.68841, "Y2": 0.739, "X3": 0.68841, "Y3": 0.7578, "X4": 0.67681, "Y4": 0.7578, "page": 0, "Index": 180}, {"Word": "capacity", "Confidence": 0.994, "X1": 0.6942, "Y1": 0.7392, "X2": 0.76377, "Y2": 0.739, "X3": 0.76232, "Y3": 0.7568, "X4": 0.6942, "Y4": 0.7578, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.7382, "X2": 0.7942, "Y2": 0.738, "X3": 0.7942, "Y3": 0.7568, "X4": 0.76812, "Y4": 0.7568, "page": 0, "Index": 182}, {"Word": "444", "Confidence": 0.932, "X1": 0.03043, "Y1": 0.7752, "X2": 0.03043, "Y2": 0.775, "X3": 0.02464, "Y3": 0.7748, "X4": 0.02464, "Y4": 0.7658, "page": 0, "Index": 183}, {"Word": "12", "Confidence": 0.998, "X1": 0.16667, "Y1": 0.7602, "X2": 0.18696, "Y2": 0.76, "X3": 0.18696, "Y3": 0.7748, "X4": 0.16667, "Y4": 0.7748, "page": 0, "Index": 184}, {"Word": "ml", "Confidence": 0.998, "X1": 0.1913, "Y1": 0.7602, "X2": 0.22174, "Y2": 0.76, "X3": 0.22029, "Y3": 0.7748, "X4": 0.1913, "Y4": 0.7748, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.998, "X1": 0.22899, "Y1": 0.7602, "X2": 0.24638, "Y2": 0.76, "X3": 0.24493, "Y3": 0.7748, "X4": 0.22899, "Y4": 0.7748, "page": 0, "Index": 186}, {"Word": "0.1", "Confidence": 0.996, "X1": 0.25072, "Y1": 0.7602, "X2": 0.27826, "Y2": 0.76, "X3": 0.27681, "Y3": 0.7748, "X4": 0.24928, "Y4": 0.7748, "page": 0, "Index": 187}, {"Word": "ml.", "Confidence": 0.93, "X1": 0.28261, "Y1": 0.7602, "X2": 0.31159, "Y2": 0.76, "X3": 0.31014, "Y3": 0.7748, "X4": 0.28116, "Y4": 0.7748, "page": 0, "Index": 188}, {"Word": "4/2/4", "Confidence": 0.998, "X1": 0.16667, "Y1": 0.8102, "X2": 0.2087, "Y2": 0.81, "X3": 0.2087, "Y3": 0.8278, "X4": 0.16667, "Y4": 0.8278, "page": 0, "Index": 189}, {"Word": "-", "Confidence": 0.943, "X1": 0.21304, "Y1": 0.8092, "X2": 0.22609, "Y2": 0.809, "X3": 0.22609, "Y3": 0.8278, "X4": 0.21304, "Y4": 0.8278, "page": 0, "Index": 190}, {"Word": "Liebig", "Confidence": 0.991, "X1": 0.23043, "Y1": 0.8092, "X2": 0.28696, "Y2": 0.809, "X3": 0.28696, "Y3": 0.8268, "X4": 0.23043, "Y4": 0.8278, "page": 0, "Index": 191}, {"Word": "-", "Confidence": 0.673, "X1": 0.2913, "Y1": 0.8092, "X2": 0.3, "Y2": 0.809, "X3": 0.3, "Y3": 0.8268, "X4": 0.2913, "Y4": 0.8268, "page": 0, "Index": 192}, {"Word": "Condense", "Confidence": 0.995, "X1": 0.3058, "Y1": 0.8092, "X2": 0.38696, "Y2": 0.809, "X3": 0.38696, "Y3": 0.8268, "X4": 0.3058, "Y4": 0.8268, "page": 0, "Index": 193}, {"Word": ":", "Confidence": 0.994, "X1": 0.39275, "Y1": 0.8092, "X2": 0.40145, "Y2": 0.809, "X3": 0.40145, "Y3": 0.8268, "X4": 0.39275, "Y4": 0.8268, "page": 0, "Index": 194}, {"Word": "250", "Confidence": 0.998, "X1": 0.4058, "Y1": 0.8092, "X2": 0.43768, "Y2": 0.809, "X3": 0.43768, "Y3": 0.8268, "X4": 0.4058, "Y4": 0.8268, "page": 0, "Index": 195}, {"Word": "mm", "Confidence": 0.997, "X1": 0.44348, "Y1": 0.8092, "X2": 0.47391, "Y2": 0.809, "X3": 0.47391, "Y3": 0.8268, "X4": 0.44348, "Y4": 0.8268, "page": 0, "Index": 196}, {"Word": "length,", "Confidence": 0.939, "X1": 0.47971, "Y1": 0.8092, "X2": 0.53768, "Y2": 0.809, "X3": 0.53768, "Y3": 0.8268, "X4": 0.47971, "Y4": 0.8268, "page": 0, "Index": 197}, {"Word": "provided", "Confidence": 0.995, "X1": 0.54348, "Y1": 0.8082, "X2": 0.61884, "Y2": 0.808, "X3": 0.61884, "Y3": 0.8268, "X4": 0.54348, "Y4": 0.8268, "page": 0, "Index": 198}, {"Word": "with", "Confidence": 0.988, "X1": 0.62319, "Y1": 0.8082, "X2": 0.65942, "Y2": 0.808, "X3": 0.65942, "Y3": 0.8268, "X4": 0.62319, "Y4": 0.8268, "page": 0, "Index": 199}, {"Word": "a", "Confidence": 0.997, "X1": 0.66522, "Y1": 0.8082, "X2": 0.67536, "Y2": 0.808, "X3": 0.67536, "Y3": 0.8268, "X4": 0.66522, "Y4": 0.8268, "page": 0, "Index": 200}, {"Word": "tight", "Confidence": 0.994, "X1": 0.68116, "Y1": 0.8082, "X2": 0.71884, "Y2": 0.808, "X3": 0.71884, "Y3": 0.8268, "X4": 0.68116, "Y4": 0.8268, "page": 0, "Index": 201}, {"Word": "cooling", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.8082, "X2": 0.7913, "Y2": 0.808, "X3": 0.7913, "Y3": 0.8268, "X4": 0.72464, "Y4": 0.8268, "page": 0, "Index": 202}, {"Word": "cover.", "Confidence": 0.969, "X1": 0.16522, "Y1": 0.8302, "X2": 0.22029, "Y2": 0.83, "X3": 0.22029, "Y3": 0.8418, "X4": 0.16667, "Y4": 0.8428, "page": 0, "Index": 203}, {"Word": "800118444", "Confidence": 0.995, "X1": 0.96957, "Y1": 0.9392, "X2": 0.97391, "Y2": 0.939, "X3": 0.94348, "Y3": 0.9388, "X4": 0.94203, "Y4": 0.8308, "page": 0, "Index": 204}, {"Word": "Q12317", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9602, "X2": 0.06812, "Y2": 0.96, "X3": 0.06812, "Y3": 0.9748, "X4": 0.0, "Y4": 0.9758, "page": 0, "Index": 205}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoArIDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooprukaF3ZVUckscAUAOopAQwBByD0NLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUx40lQo6hlPUEZBp9FACAAAADAFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVhT+LtFt9TTT3uy0zyCLckbMiueis4G0H2JrdoAKKrX9yLLT7m6YEiGNnOBnoM9KbprXL6bbveMrXLRgyFEKjJHoScUAW6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArj2vrzxbqs9lp8pt9EtXMV1cofnuXHWND2Ud269hXV3Ila2lWEgSlGCE9mxx+tcho2t/wBmaTDpdl4d1M3NuoV4vLCru7neTgjPegDau/DVhNp1pYQJ9lgtrhJ0WIDkqeh+tbAdSxUMCV6jPSvOPFdj4hktItd1HWU06KynWRLKCLzUxnA3dCzc/SjRdPvwfEdlALyC9v7ZJ4p7z77MQQxyDx1HHagDstZurebw7qbxTxSKkEgco4IUhTkHHSs/xB4lm0uHTbXS7P7fqOoHbbpkhFUAZkYj+EZH50zw3o89rZNbS6VZ6fYPFse2Q+Y8rYwS7dDn6ZpLzwUt21qy6tfQGCJrctCwVnhLAhM4yMYAyOcUAafhvVpNa0dbuaJY5VkeJwhypZGKkr7HGRWxVaysrfTrOK0tYhHBEoVFHYVZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio45PMDHYy4Yr8wxnHepKACiiigAooooAKKKKACiiigAooooAZLKkMbSyuqIoyzMcAD3NNjnilgE8cqPEw3B1YFSPXNc947yfB+olLWG7McLStbzSlFdVGT06/SuD8JW82o+A9C8KaZcXAiubcXOo3LcGGJmJ8tf94ggf7PNAHra3ls0whW4iMrAkIHBJH0qevMfCOnWt18V/Eeo28CrBp0cdjEQD9/GXP16V6dQAUhIVSSQAOSTS1478X/GOprot/p2iwTizjAS81BEJQEkDyww6Hnk/hQB7ArKyhlIIPII706vHvEXjHxBo99oWmaBJaeSuj/bLsTrkIqr94kdOn4moJviB4sjsfDjqbT7RcafNfX6mI4WMA7X9geOKAPWtX0yHWNLuLCckJKuNy9VPUEe4Nc9YWWpaXrVvda9rVlKqxG3gbHlyS5IPzA8E8dq4e2+I3iRl0l7p7ZP+JVLqN6oi6qM7Mc5GeOKi1PULjWr/wAI3evmAvp9jJrF4EGAMD5Bz68UAe2UV4kvxD8URnUbua7tPJh0n7aYhB/qZZDiKPOfmOCpr0PwQ3iY6D9r8V3Nq08wWVEhTZ5SFc4b3oA3P7X03zpIft9v5sYJdPMGVA65HaprS+tb6MyWlxFOgOC0bBhn8K+f/wC0buDS/GPja2stOkt9SnktIWnJEgXO0bBtwc5z17VuQajrXh+z0jwX4Yt0gvYrKO4u7kxAqHfpu5wB6mgD2yivKH8ReKI/Gx8Lvr+mnzrRbgXQhx5ZXl1Azg5AOMmobHxvq+r+JrCSz1GP7JdXk0QtxGCotoV+eQnruJxjtQB67RXh2mfEDxJFcWF5f3qT2UqXl+0aRAFrdBtQe2WH611Xw91bxT4i1A6xqcqw6bNbKy2h253schlxyFx69TQB6PRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYWt+EtJ8Q3lvc6hHM0kCsgEczIHVuqsAeQcdKsad4f03SY7qOyt/JW5ILhWIxhQoA9AAOAOlatFAGTo3hvSfD/2j+y7TyPtL+ZN87Nvb1O4nmtaiigBkiCSNkOcMMHBx/KvMLvwT4sl0u50WJfDZ0iSZpBBKLglvmyCxzkngd69SooA8nuPA/jG5iljdfC3720WyY7J8+SpyF69jQ3gbxiYWjRPCqE2n2LeIptwh/u8npXrFFAHi7/DTxvI5LX3hwg24tSDbv/qh0XOM4p83w68e3DZl1Lw83+j/AGUA274EX9zp0r2WigDxa2+Gfjm0SWOLUPDmyVEjcNbMwZU+6Dkdq2ZNA+K80TxSeI9DaN1Kspt2wQeo+7XqFFAHjh+Hvj02EdgdQ8NfZIn8xIPsZ2K3qBt60XXw58danqSXuoap4fklCeU0n2ViSnoRgBvxr2OigDx7/hX3jxRbol/4Z2WzEwf6D9zPcfLV2D4c+KIZY5U1rRYnUMQ0elDKs/3sc9DXqlFAHmS/D7xQjRlde0cGKIwJ/wAShfljPVR83Stjwd4R1fw1eStPqWny2ki/NDa2AgJbsSQT054rtaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKztd1q08PaJdarfNtt7ZC7Y6n0A9yeKANGivMYPjXolx4Uk1qOzui4ujax2oALyPjIx7YI/Ou9t9XtpIrYXMkdtdTxCT7NJIN4yM4xQBo0VlW/iXRLu2kuINVs3hjfY7iUYVvQ1ea8t1s2vPOQ24QyGRTkbQM54oAnoqrb3kd9p0d5ZsJI5oxJETwGBGRXEaB4w13XPAd1rsdtaG8tp5A1umcNGhOQD/ewOKAPQaKz9F1a313RrTU7UnybmMOoPUZ7GrF9cNaWFxcJEZXijZxGOrEDOKALFFea+FfGOs6pZvrF7f6W2lCKSS4EakS2TAfKjL3+taum/EHQ7exs4dT162uLySFZmlijKoysxAbHYdqAO1orn7jxr4ftdXj0uXUYxdSOI1UAkbiMhc9M4pdM8ZaBrGqyaZY6jFLeRgkxdCQDgketAG/RWF4s8TQeE9EbUp7ea4AdY1jiXJLMcD6VznhvxvLJ4m1jStcuokKXcUNkRFszvQuFJ/vdvwoA9AorEsfFei6lqraZa30b3YDkR/wB4K21seuDVvVNZsdGSB7+byUnlEKMRxuPQE9s0AaFFYKeMdEkZ1W8G9Ln7KybTkS4ztx9KyLr4l6NFY6jLbJcyz2cDTiIwlTKoONy56jPegDtaK5AfEXQ7eGy/tCV7W4uIEmkjZD+4DcDf6DPAq9ovjDTfEGoXNpYR3b/Z5GjkmaEiMMuMjd680AdDRWTrmuWui28fntKZ7gmOCOFN7s2M8D2rhPC3jC51PQNNW/1G6j1G4hu5FdYMo4QkDJ6ArjpQB6jRXEaF41t08PWR1GS4nvTYG8kZISd6BiCfr7VHc+Obe8i1uIx39paWsELreQxZYLKuQw+mR+RoA7uiuQufHmnabdNayx3c0FtLHbXN8I/3ccjAY3H8Rk9s1Nb+PNKudSs7RYrpBdzyW0U0kWEaVPvKD+B59qAOporM8QajDpWgXt7cNMsUURLNAuXXPGQPXmuYk+ImnaTJ9inttQlS1ggkmunQYVJMbWb+tAHdUUwOGi8xPmBXcMd68o1Hxtrd/wD2HfW2n3cJGsy2slnC4JnRFbg/iKAPWqK4C6+LGiQafZXcccshnQySRDh4lVircdyGBGPY13NtcR3drFcxZ8uVA65GDgj0oAmorg2+JtqniF9IfS7pZG8xYCWUNKyDJG3qoPYmkj+JsX2Ke4n0e7jZLEX0aBg3mR7tp57EHFAHe0VxS/EDy5ZYrvR7qCWK8htZF3BtolHyOcds4BrMXxU2t67pF5FFc25tbu9tZ7YSZEjRp7cH2oA9IorzYfFcf2fqE76LKs1nEkxgE6lirNt59CD2rudHvLu/06O4vbL7HK/Ii8wPx2ORQBoUV5Re+Jr3wz8RfElytncXunxW1vJMqzAeTuJBYKf6VvwePbm/8QTWOm6HcXVnFObY3SnC+YFyT/ug8E+poA7iiuCsPiBe3+narOuiFJ9LjK3MLzKNswYjbn024bNZ/wDws/UDZwNHo8Mtw2orYsEnwhLKGVlJ+tAHptFebXnxPu4LW2todBml1qSWWN7NTuC+WfmII6+1d5pN7JqOlW15Nay2skyBmglGGQ9waALgYEkAgkdR6UteZ3vjptIu/Ec8OkqZ7e/htZJGkYoQUyHbH3QBxx613Hh7UpdY0G0v50hjkmTcywyb0H0bvQBqUhIAyTgV59qnj/ULS+1W5trCCXRtIuVtbx2ciXccZKjpgZqppfj/AFHXoc3GkwRabdzzWUcizEvlVPJHpQB6WrK67lYMD3BzTq8a8JeNLjwx4W8PQX0UQ067SdY7uR2JEis2FP1x1r1PQby91DRLW81C3S2uZow7QoSdgPIHPfFAF5pokba0iBvQsM0vmJv2b139duea828U+ENJn8UaXvkuJdW1G+ExkaZhshjG5gAOMcKv41gNfzLbza85kfWU8Ri1QBiP3YOzZjsNvNAHtdFIDxyMUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1XV87SDg4OPWnVQ0q5e5hnZ8ZW4dB9Aav0AFFFFABRRRQAUUUUAFFFFABRRRQBwnjX4gDwh4l0GxuIYxYXzsLi5c/6ocAfqc/hWT408ReHfEmo6Xoj61a/2Ys32m/dXBVgmNsZPu36CvRNR0rT9Xtvs+o2UF1DnOyaMMP1plho2laTbGCw0+1tYc7isUYUfWgDwT4fDRNK+JGvXN9f2sekwSu1kjf6ti7feUH0AAzUd7pq6p43a/u/Een+WLwzpqS3J8wRYwIgnYV9DQG0uoVmt/JliYZV0wQfoRUvkQ/8APJP++RQB8qXGgofDUtutxpT3K6m8uPtODPEc4J7cZ4r6J8JW8Vj4BsINPEd0IrXCKsu5XYZyNx7Z4rauprCyRXunt4FZgimUqoLHoBnvU0M0EhkjhkjYxNtdUI+Q4zg+h5oAitHuG0uJ5bVYbkxAtAGBCtj7uenXiuB8J2994D8B6kmvwwROs0skCxyB/N35IXjqcnFek1S1K60+ytftWpS28UETBhJOQFVuxyehoAw/h5pNxo3gjTrW6DLOVMro38BYltv4ZroL4XJsJxZ7ftPlnyt3TdjjNVoNe0m6S3eDUbaVblzHAUkBEjDqF9a0qAPJ/wDhEfE1xqTavFpdppd99hkiuVguFKXsrJhSV6DB5yazT8PvFNxp1zBNZWiPJoMemqUnB/eI+c/iK9qqG6uoLK2kubmVYoI13O7nAUepoA8803wt4ntL+5spItLfS7uQXBnb5pbdyuGCjHJ9D2pPBHgjVdC1aJ72y0pIrQSRpdxAtPcA9Cc8L716Qjq6K6sCrDII7iqt9qdjpvk/bbqKDz5BFF5jY3segFAGL470LUPEPhiWx0u5WC7EscqFjhW2sDg+xrjp/h94j1Ge/mvJdPje91K2vJDFI52LEMEDjqa9XooA878HeAr/AMNa7vk/sySyh8wQzrGxuXDHIDE8DGe3XFdT4t0BfE/hm90ouI3mXMUn9xwcq35ituigDz3RPhtLo3iAaoupGV3tMTeZlt11jHnY6dKxE+G3iiS6vJbnUrF3ubGWzkm3OWbccq2MYXtwK9dqhqetadoywNqF3FbieQRx7zjcx6AUAcIPA/iMarHerd6S5uLWKC8Fxb+aUaMYDoSOc+hro/Bnh278O22pJeTxSveX0l2PKBAXdjj9BXT0UAc34p0XU9Tl0290e6t4L2xlZlFwhZHDDBBxzXN6b4C16whsIv7Usdtn9oK7IWGTN1PtivSKKAPOZPAOux6Xp8FrrVslzb2UllK7wEq6uc7h6GpZvAerf2df2UGr2+y9sYLaQyQHIaMY3DB6FSa9BrK1LxFpmk6jp9hezmO4v5PLt12MQ7emQMD8aAOWb4f3hfUbRdRi/snVJVnvIGjJbfxuCHPAYqPpT9P+HstvcadJcar5iafqE97DGsOB+8z8uc9Bmu7ooAzNf0n+3NBvdLMxhF1EYzIFyVB74rjpvhhJcQX0U2uOwu7aC2OLcDasRG09evFeiVjeIPEtl4dhga5SeaS4cpFBbpvkcgZOB7CgDUgjMVtHEW3FEClsYzgda4uy8BXVrd28ja0xjtdRlvoUWEA/ODlWOemWNXdI+IGka5qNvaWUN84uMhJ2tmEe5RllJ7Ed66ygDzuy+Fx0wWkljrksNzB5ivJ9nVhKjuX2kHoQWODXf28XkW8cW9n2KF3MeT7miO4hllkjjlR5IiBIqsCVJGQCO3BqKC8E91cW/kzIYCAXdMK+RnKnvQB58/wnddX/ALRtteeOVbiSdGe1V3BcYKli2SADwKluvhdNc2sMH/CRToiae1g2IB8ysck9eD0/KvRqxpvEdpB4qtfDzxzfariB50fb8mF6jPrQBz1x8ORcJdltbu/On+zMj7B+7kgxtbGec45zTrX4cW9sAf7Vui/2me5ZgoGWmXDD6V2FzeW1nEslzPHEjOqBnbGWJwB9SanyPUUAebSfB3TpE2f2zqKp5PkYTYPk3bsHjnnnPWvRLWD7NaxQb2fy0Cbm6nAxk1LuX+8PzpksnlxO6qXZVJCr1PtQByOtfDyy1u91W4m1C7i/tOKOGdIyANqHIx/nvRa/D20sLzzrLVdTtoSQ720cwCNIF27+nXofqK6m0uTcWkU00LW7yKCYpCNyk9jjjNNjupnvbiF7V44owpScsu2QnqAAcjHuKAOQl+FukyLcILy+SO5sxazokgAlwc+Y3HLZ71HJ8LrN51mGtamGE6XIyykeYi7QcY9K7vzE27t67c4znimXN1DaWstzPIscMSlndjwAOtAHEv8AC3TpBBK2q6mt5FPJN9qSULId/wB5eB0NdpZ2sdjZxW0RcpEoVS7FmP1J6muetPGtrdeLTogt3SNrRbqG7dgElBPQDrXS+dEJhEZE8wjIXPOPpQByk/gG1ea9uINTv7e4vLoXMzxuuGIUqFKkYIwcY9q3NB0Ky8OaRDplgrLbxZI3HJJJyT+Zq7LdW8DKss0cbN0DMATS/aICXHnR/u/v/MPl+vpQBzd14B0e61G8u2a6Rb6RZbqBJcRSuuMErj2qGL4c6LBFHHDNfRpFcPcoqT4AkbgnpXUJd20mClxE2c4w4Ocda5vU/G1rpHiiDSryFUtJrR7pb3zQVATqCOtAGJe+Bbhxpvhyzs4P+EdtrhbtrmebfKrBtxVVx39fc16L04qnb6pY3VvBPFdxFJ0V48sAWB6cVdoAz5NHs5dci1h0Y3kMBgjJbhVJycD1OBzWcfBehnXf7Z+ykXRl85gHOxpMY3lehbHeuhooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCrZ5Mcm62EH71uB/Fz978atVUsLoXccrAMNkzR/MfQ1boAKKKKACiiigAooooAKKKKACiiigDjPG2reJNNvdHt9BawH22VoG+1IzENsLA8Hp8prmtM8b+K3OlnUo9NYara3RjjjjYeVJCvVjk5BIPFegaz4b07XpbaW+E5e2JMRjmZNpIwTwfTI/GsY/DLwyYraL7PdBLVWWAC6k/dhvvAc8Z70AcnofjHX9TtLC00v8AsnTjFpi3s3nRFYnJY5VcEbQADk81bvPGPiaxj1rUGudNmsrKVIYo4oGO4uBtYvu4AJ610rfDbwq9vYwvpu9LEFYN0jEhc52k55Gexq7D4M0SB9SZbZm/tFQtyryMysB0wCcDHtQB5r4w1DWpbcaTrr2dzJb3Nnd291CmzIaQArjJ5GeverGt6r4iOt21vb3ttYSnxJ9lcwQ/LMpjDKZOQWwOCM8128nw78NzWgtpbOR1Dq+9p3Lkr90Fs5wOwpZ/h54buoJobizkmWW5F03mTOT5oGNwOeODigDh77xh4x0/R5LiW/sZbm61BtNtgkASOJkZgZCzNjJA4B46Vdtr/U/EcGlaD4hNvJfpdPcXC27KytFGvy7wpIBJYcD0rr4fAPhuHw/NoQ04Pp8spmaORy3zn+IEnINWdH8IaHoMezTrBIf3RhLZJYqSSck89SeaAPJPDd/qNpoWjWtq0UVrLb6hKJBCC8cqE4KsenHpWz4d1Dxdd2XhyCHxEqxT6a15O81sskjbW+7k9c+td1beA/DNpJC8OlQqYd3l9cKW+8ce/erGm+D9C0iSCSy0+OJ7fcImySUDHLAex9KAON8HeK/Emt+II7m8uLFNGuEkYRNLHvQgnbtC/N0HO73rqPH+oXul+CdRv9PnhimhQMGljDoRkAgg9uaZJ8P/AA+ias9lYQ29zqUbRyygE4DdcDt68Vet/C2mp4Wg8PXcZvbKKNYyLg7jJjnJ/GgDkvh4+qXHjDxVNe6o11AssSRxZG1Plz8o7DBA/Cs/X9SudVvJJ7nVIhbWGux2y2AROik4Ysfmyfyr0ey0HS9NvZb2zsoobiVFjkkQYLKowAfpVG58E+GrzU21G40a1ku2cSNKyclh0J96AOGHi7X0jstfTUY54brUHtJNJEa5RQSBtP3iwxk5NULbxl4vvtJuNRg1XRzHPE3lQfaEEqOHxhQVGDjj5iecV6fD4U0KDVv7Ui0u2W9yT5wTkEjBP1qt/wAIL4X/ANL/AOJJZj7ZzPiMfPznn8eaAMzQtZutQ8D6jKl5dQ39oJY2e9iTfC6ruAbHytgEc965dvFfiKw0tpP7U+2XF5plvdoTEg+zs8mxmAGMqBzzXp9npGn2GnHT7a0ijtCCDEF+Ug9c+tRReH9Ih3eXplqm6MxNiIcof4fp7UAeUa9fap9qudBuPEFxJY291Zy/bgyqy7zzGzAYPIzzXT/FpQfB1lELjDNqFsFl43ffHI7e9dXF4X0KDTpNPj0q1FpIwd4vLBDEdCauXOmWF5bxwXNpDNDEQUR0BCkdMCgDyBvF2oNDNpcmv3Hmw6rPbRPGY1kmRE3DdIeFAOe3OMVJ/wAJN4iFn4d1VNRnvItZ097MRwAbI7vorE44PXP0Neot4Z0N0ZG0izKs/mMDCvLev15q3FpljBbwW8VpCkMDbokVAAjeoHY8mgDya01zXl8c/Y5/FdtEtlcx2rWUwJkuF2gFgoHJY5Oe1aXxY1+aweK0stXns7xLV7lIo5ViUlTwzMeW/wB0DmvRW0nT31BdQaytzeKMCcxjeB9etF3pOn38qS3llbzyICFeSMMVB6gZoA4/X/Ed/b/Cy11m1uCZZIYTPcxgEorYDuBjtzXL6vqNlI3ho6drp1eGLXUaF5G3Mg8snbuPLcnr74r11bK1SyFmtvELULs8kKNu30x6UyHTbG3ijjhs4I0j+4qxgBfpQB4XYeL7qXSdTv7/AMUyxyTWkoms7VZGlhl3gAnd8sePu8YHNO0LXZdUlh0q58Q3MajWhDHHFflmeBoiT8/3mG7v2zXuCaTpyNOyWNuDcf64iMfvPr61Iun2aMGS0gVl5BEYBFAHG/EWeXSvD2nRR6hcWNkbpI7q6G9mSPB+8ynd1xznNcHeQ6fcah4Me88RXV9C11OovGkkt/3YHGMnPXjdnJr3SSNJUKSIroeoYZBqNrS2YIGt4iE4UFB8v0oA8H+12NloFwdN8QXdtavrbxXtwsskvlxYJUkA5AZgBuBGa0H1WOCWz03X/EesrajT2bT9QgEkTXMm887QSWONuN3UGvZxZWqqyi2hCt94BBg/WnvbQSbN8MbbPuZUHb9PSgDzv4c2yQeK/FxkmuTcG8UhJ5GyUKKQxU8evP4Vy2v6rDHqtzZpr16sK+IEjfbdyKUiZBvXIOdoNe3iNFkZ1RQ7feYDk1GbO2Ylmt4iSdxJQcn1oA4PwFq17eeAdUliuJbq4tri5jtmlYs5VSdmSeT+Nec29zPc3thf6X/aEusnR7oXjFJGZbgjp83AOOmPQV9DRxRxKRGioCckKMc0LGiklUUE9cCgDwAx2dxpEN7b3GrX1rBq9pLKstvJGkHLBioJLZ7semavoUbWdamu7nXjqRN2WhSN1jaEg+W28dQAFwBzk17gI0ClQigHtil2LnO0ZPHSgDxe38P6OLHwpmPUAt3aTPdFnmG87ARvx3zmsu0WWx/sslNUie60m7W7JErOxGfLJPJHbFe+bFwBtHHTijYv90enSgDwC+trjWZJr230/VPPi8PRmImOUFbtSACP9rg1Yni1G9vNRS9stXmiuLzT5B+5lUcKBM3HUYyD9a94AA6ACloA8Bu7q60YWlnb6Zf3VodVvDFp0kLtvh2ja4B5IBOR9fWu0trOz1P4L3tjo6y3jG2kjKSJiQyg8gqehzXY614Y0vX5baa+jkM1tuEUkUrRsobGRlSOuBVzTNLs9HsIrKxgWGCMcKP5k9z70AeJXtguoWU2zQb8yW2gpDAXs3UrcKwPy8dfejRNE1SfxlDfa5aa9JqbSQPazxALAECjO9iMrjnK9696ooA4HxLomn6x8SNCN1pck/kW8zNMYWMQbjZubpxhuDXn+leHprdNW+26T4kTUWSeC9uEKtE6O3DIOrnkHHoDzXv1FAHhNtYanZjRr/8A4RyUQ2N7KrzWdqY3uI2j2qxiPK88HtnmqSeHdc1XQ9OjXQbyN4dOvLdxMgX5mbKDk5r6DooA8DXSbiTWdKv7Pw7qK3MFvbQvZXlmpilC/eZHB/dsDk8nmvcLC+F9HKwt54fLlaIiZNpYjuPUHsauUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVbJIkjlEKgAysWxn72eetWqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimllBAJAJ6AnrTqACiiigAopruqKWYhVAySegFR29zDdwLPbypLE/KuhyD9DQBNRRUE93b2xjE88cRlbagdgNzeg9TQBPRUEl1bwzxQyzxpLKSI0ZgC59h3ourq3s4DNczRwxAgF5GAAz7mgCeikBDAEHIPQ0tABRRVW01Gzv3nW0uY5mgfy5QjZ2N6H3oAtUUUUAFFFFABRWeNa0864dGFyp1ARecYR1CeprQoAKKrX19baZYzXt5MsNvCpeSRuigd6WyvINRsYL21ffBPGJI2x95SMg0AWKKKKACiiobm4jtbWW4lJEcSF2IGTgDJ4FAE1FV7S7hvrKG7t2LQzIJEJGMgjI4NWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK80vdO13TvG+jqniC9vH1F5ft1sMLFHCF4KL1XBIGc816XXCWPhLxBp3iK61q68UyXEEj+bLbx2ahmUDhFbJIX2FAGl4UvLuK+1XQb6WaeTT5QYp5TlpInGVye5HSt7UrSS+024tYrqS1klQos8f3oye496wPCdjcyX2qa/eQzW8upSL5dvKctHGowuR2J647V1VAHj+ieGr3UNe8TWR8U66i6VPCkLC53FlKbmBB65pvgD4gy6foUdrrsV/KgF1LHqM7B/METnKnnIIBA5712uleEr7TfEWvakdXV4NWIYwC3AMbBdqkNnnArFsfhPBZxWtq+s3U9lBFPEYXRfnExyxJ9c4I+goA1vBXjoeL5ryE6ZPaNbbSHJ3xuD6NjGR3FJ4p8b3Ph3WoNMg0WS9ea2kuEdZ1QYTlhz7Vo+HPDU+hvI9xrd9qTMixoLhgFjUegUAZ9zzVPxH4LbxBrcGpDVp7V4LeS3RI40YbXGG6jrQBi3fxYt0SzksdJurtZoYppFHDLvPCqADubgnHHArVtvHMl1NLcR6NcjSIZHilvHYAoyruJKdQvbPr2qhbfDD7BHarYeJNUtDHAsExhZR5yqflzxwRkjIq1B8NrO31S5mXVdRbT7kl5tPeXMbvtxuJ6n169aAMqH4su9jPdP4evIovLSWCaTKxOrMF+ZyuFIzk9RircnxHuIbjSYJdHVJb9S3zXabOH24R+jnHzYyOKs6d8P7jTbKa2i8S6nJ+7WG3MuxhBGpB2hSMHIAByDxUcvw0hl0iDSTrF0LFcmaJY4wJGLlyQdvyHJx8uOKAIf8AhYt6muXlhNo8cYRJmgQ3I8w+WMkuoHygjpVa2+J2pGw0fVL/AMN/ZNJ1KZYhdG7DeWGOAWG3gVKnwmgj2KviHVRHE8jRIGT5Q4wwJIy3HqTUmqeFb218GWfg60sP7VsnjMT3dzMqeSM8HaBk49qAOq8O6vNrenyXkkCRJ58kcRV929FYgN0GM4Ncrrnj3WNK1fVY49Ehk03SWiN1cG5w3luOqrjqM+td1Y2kVhYW9nCMRwRrGo9gMV56/grUda8f63e6i91a6LceRiGORCt15f8AfHJAzjjuOtAFNPilqwtLvUJdKtRYJetYW7xyu7vLuwuVC524yeOa1LTxxr98lvYx6AkGryiR9lzIUjZE/iXI3fN6EDHetI/DrRzol/pTTXhgvLv7YWEgDxy5zlCBxzVef4W6HcWdtH9p1OO5t3aQXqXTeexbrl++aAM/XviDrGiXlqJtLs44XWHzI3ug0u52wwAUEAD1OAaik+JGph0iFhaqx1d9MZvMYgYXcrDj8xWjcfCnQ53Yi81OMPDHC4S5I3hDlSTjOc806X4V6HLdidrrUgBci6EYuSF83GC3rkjvmgDndC8XaodH8Nav4gtbW5hmF1OLpHYPFsRz93GCSAw+gqfU/iZrml6fDcyaTav/AGjZNeWOyU/KARlX45O0g5H0rd0/4X6Pps9i8d5qUkNkZPJgluN0YDghlwR0IJ/Opl+GmgG0e0uPtlzb+WYYklnbEMZIOxMYwMge/FAGJf8AjfxLp2i6m1xbWTX1sYJFe3SSREikGSSv3iVHpXZeE9Vm1rw3aX9xNazSygkyWpJRue2eR9D0rJvPhxo94JGF1qUMz+X++ju33AIMKBnjpXQaJotloGmR2FhHshQliSclmPJYnuTQBw/iDxfqFv4rudFvhaWemyBYovtMbEXasp3bZAdqsP7pHNct4L8ban4Y8KWFncW9rNaHSpbu12EqylZSuHJ4wS3bpXo+pfD7RNV1htRu/tbl2MjW/wBobyi+MB9ucBgBwRTLX4beGrUwiO1mZYbeS2RHuHZRG+dy4J75oA5nWPHHijw9MLa+j0+d2FtOssMbBDHI+xl69Qejd/Sq3i7U7i+1GzW+ELnT9fiWF402nY0e7ByTz2rtv+EA8Ptp1xZS2ss0dwqo7zTu8m1TlQGJyAD0xVdPhr4YjmSVbObekyz83Mh3OowCeeaAOGi1nUvEni7wfrF41ottLf3CW8MUZDoFBHzMTz06YrvPiTbx3Hw+1lXSNisBZPMXIVh0P4Go7f4ZeFbXVo9SisHWaKYzxr57+WrnqQmcD8q6bULC11XT57G9iE1tOhSSNujA9RQB5lf+OfEHhl30q7FhfXeLQQSwIY0AkLAhtxxn5eORnNdr4N1HWdS0Qza7FaxXolZdltIHAXtnBIBx2zRb+B/Dtto8ulf2ZHLaTbfNWYl2fH3cseeO3PFaml6TYaLYJY6bax21sn3Y4xgUAcL4h8V61HqviA6bPDDFoMEcht5Yt32osMnnOQMcDHeudt9b1qyn8R+INPvbO1tkmt5nsJIwTIzqNwzwQeePWvUr/wAL6LqmoJf3mnQzXSYAkI5IHQH1/GmTeEtBuNX/ALVl0uBr3IbzCOpHQkdCRQB53feP9d0rUdUN3IIyIZXsoJIAYpdqgjbIpJyO4NUn8VeM7e0thca9ppe7u7WOI2wSVhHKSGYgcYzjFenWPg3w9p19Le2ulW6XEu7e+M53fe6+tQxeAvC0MSxRaLaoizi5AVcfvB0b8KAOSvfEHiXRvEN34Zk1A3l/exwvpk/2UKFXJ81mxxwBWFpfxA8StHNqUt/ps37ufNh5w8zcgO0LGBuBGMnJwa9maytnvY7xoENzEhRJcfMqnGRn04FUYfDOh2+qTanFpVol7MCJJxENzZ68+/egDzjwhNLdfE+1vrjVTfy3miiUk7QIyW5VdvYe/Ndd8Q9U1XQtCi1fTZ9kVrOjXieXvLwk4bHuOta+neFtC0i6a60/SbO2nYkmWOIBuevNak0MVxC8U0ayRuMMjjII9CKAPG7TxXrPinT9b0i9uJLMRpcXLyT2wXdZNGRH34JJz64rLs/FmseG9HNrBrBmhGkWMsZlC4t97bWIwOgX1zXuEumWMwlEtnA4mjEUmYwd6Dop9RyeKqx+GNCiL+Xo9iu+PyWxAoyn908dOBxQB5VPr3iJ7rR7FPGFrLBc3UsX2myKuwUR7gHJUAkeoFegfDrV7vWvBVleX0wnucujy4ALbWIycd61P+EY0HyoIho9j5cGTEvkLhM9cccZq9ZWNpp1sttZW0VvAvIjiQKo/AUAeSax4xvdJ1rX4bjxF9nNlqlr9nhmKAvCw+dcYyV56+3Wo7vxbqkepauf7dlKTW93Lp8lu0U1uwQZUcDKMoHfIOa9WuNA0i8unurnTLOa4cBWlkhVmIHIGSKS38PaNaTyz2+lWUUsoIkdIFBYHqDxzQB4xB4p1ea3v72bxbNB9itLCZYAIwrmQL5gORk9+nrWlrPii8vPG8+nWuuy29xFcweS6zpHbrAVBYNu+85Psa9b/snTf+fC2/79L/hXKTfDqKbW726OpSfYL6US3Fm0KEkgABVcjcq8dBQB2yfcHO7jr606moixRrGgwqgKB6AU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKp2V3JdPcrJF5fkzGNec7gO9XKACiiigAooooAKKKKACiiigAooooAxvEHibTPDFrFPqUrKJX2RpGhZ3OM4AHtzWNL8UPCsTKPtzvuthdDy4Wb92e/Tt3o8feHtW8QW9jHp32d4Y5GNxDKxQupUgYYcjGeR3rktO8B+K7PSnsZItLYDSJNNR0cg/MxO4/nQB2EvxM8LxagLL7bI8haNdyQsUG/7pLYwB71eXxnokskkK3vlzLdmxG9D/rsZC1wqeCfFselXNmINK3y21rbq+9uPJIIb8cCnT+A/E7au8sR0/wAmTU01Mu7tkOFwUx6Z70Aafh74gpZ6D5niS7M14bq4QG3gJ2xo2MsB0ArorPxvouo62NKtHnmuDtyywNsGV3DLdBkCuBb4ceKZbBbaaXTXQzXUjxZYKTLyrHHJ2ntXS/D7w14i8P3V++tzWkyTxQohhzuBjXaM/hQA+58Wnw94x1e31m9kfT1ggmgCQcQBiysWI7ZA5PrVu7+JXhmz1kaU94z3O4J+7Tcu4jIX61keLPCXiTWrvxCtq+ni11KzitY95YOuxicn/vo/pTbHwHq+m6409rLpZtZmW4kaaDdLHKAMqh/ukjr2oA3rD4haFqQf7O9zmNZGkVoSGjCfe3DqPb1qonxR8OGzNw73UZDohiaE7xv+6cehrNtvA3iK11TU9Qh1a0in1W3ZLsiM4WTPysg7YHHvWIPhDrCzM8WqWEav5BkAiclmibduye5PWgDr5PiXoaaKdR2XORdNaG2KAS+YvJGCcdOa2rPxPpN94b/t+G5/4lwjMpkZSMAdcj1rh5Phnq3297+LU7NbldTe/hDxMyfOu1kYHrwBg11dx4ZuL/wVc6Fe3y/aLhGBnhiCKjE5G1fQcCgDktP+I7p4z1H+0TfQaT5EBhhngVWjeRioPHJU8c10eofEjQdPimLtO80V39j8lU+ZpMZIGTjGO9c/qHw11zV7i4ur3WLT7Q9vbxKUhbBaJtwJ+vtTW+GettLLqC61aR6odQN7Gwt90Q3KFZSp69KAOzfxVaP4Pm8RWcM1zAkLSCNVw529Rg+9Ydn8SbeTRrC8uNLvfOntPtc8cKBhBEDjeeenp361vw6PeHwvNpl5epNdTROrTLGEUFh2UdAK5e38EeIraK38vWrPzTYDT7nMBKvGv3WUdmGT7UAdZf8AiOwsdCj1cOZ7efyxAIusxcgKFz3Oa4LQviBdWD+IZdWt9SuFj1N44ICil4ECBiGOcAD611OreC1vfCGnaJZ3Zgl01oZLWZl3APF90sO4rnP+FZavNJdS3WuQSPeXpu54/s/7tiU24x3xxQBfl+LOkr5Zi07UZY3sxe+Ysa4EXduT2q1q3xJ0/THcx2V1dQQwRXE0sWPkWT7nB65/Ssay+Ft8loYL3WIm26Y2mxmGHG1GbOcHvXP6v4dvbfxY0KwXUs8FpBDabbPzIrgIOrnOBzjrQB2Q+Kujtr/9lLa3bOAVLhRjzdu7y8evbPTNbXhPxUPFlm19Dpl1a2RAME0+MTDkHAB4wRWDZeAtViluZDrnkxXkguZIUt1LJIR8wVzztz2rc8N+Grvw54f0zSINT8yKzc72aEZkQknb7cnrQB0tFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYPhp1k/tVlB/5CEoOR3BFb1YPhiQSR6mB5fyahMvydevf3reoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXQUKTarl1bN65+XHHTg4FbVZ2mRsk9+WRVDXBIwevua0aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIUaYzSK8arGMbGDZLeuR2qaiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK0f/AI+dT/6+m/lWrWVo/wDx86n/ANfTfyFatABRRRQAVXlaf7TCsRj8sZMwb72McY/GrFJgZzgZ9aAFooooAKKKKACiiigCpqV/HpmnzXkqSyLGM7Il3Ox9AO5rF0PxtpOueGp9dRnt7a2Z0nEw2tGy9Qffp+dReONa0/T9NSwvri9tjfho4p7VTlXAyBkA4zXBeDLC51HQtO0LU7XybLTAbzVMRkGWXO6NG9TjDN+AoA63T/ipol7rNlpr21/ayXfEclxAVTf/AHc+td1XlWl60PGnxDs2n0PUoLTTd7WnmxbI89DK2e56AV6rQAVyuv8Ajiy0LWYdHW0u73UJYjP5NumSsYzlifwNdVXi/jS7k1jUjqOk2t1ZeKNKvPs9uojYi7gyAfYryT/+ugDtoPiNpdxFFPFa3jW0ljJfeb5fCohOQfQnHFWNH8cWmtS6UltZXgXUbdrhHZMLGoOPm+teZa0NSaTxrNDpV1FLcLb6dAIom2KnAdlHp9B6etQ3tpqlteeIJbSC/ihsbe102AwoS3kDAkZfUnFAHugv7QwySi6hMcZId94wp9Ce1SxTxTpvhkSRfVWBFeG+I7PTotM01NB0nU20m+uWe+iVHzMY0+UFTyATyT3rtPhXpp034dxJOj211dNJK6TkqVJ6AZ5wBQBqTeOEub69stB0y41aWzBEzxELErDqm48FvatfTNdivdGs7+9iOnPdcLBdMFcHOAPrXkenXOraH4Rh8L6Ut1Y+Im1EtLLt+R42fmUsRgrtqHXrS41n4hT2msz3lzbWxhazWKPd5ioAS3mZ2rls5PXigD1fQvFkGva5rOmQWssf9lyiKSV8YdjnOP8APetie726fNdWqC5KIzKkbD5yOwNcT8Jrcr4Vury4hkjvb28lnuVdcHcTxj2xiut0I2n9lR/YbOSzg3NiGSMoQc8nB9aAORj+JokstDul0WcJqly1p80qjyZQcbW/WtlPFN5LruoabHpHyWkscfnvcKqvv9PcDnFcJqXw81m91TWLKFnh0q1lOo6aVPLXTjOPcAj9a2rrStVt/C+g3F3YvdaudTivL0QRkkEn5iQPRcD8KANvUfH+mWl7p0UDR3FvdXj2klwsqhYXUZOfbg11K3EL24uFlQwFd3mBhtx659K8WuPD5W+sbH/hF7w20Gt3FzcstoTG8LbwuD34I4rp/C9lqVp8IrmyudKnkukSdI7GZSrMpY7F9cbSKAO/tb60vozJaXMU6A4LRuGAP4VHLqunw3P2aW+t0nxny2kAb8q88+GGnahput6x9q0u6s4Z0iaMyW/lRkhcEAdv51z+tPZXXjTUhfaPcXWnrqcTvfRQhthUYKFs5AyRkUAexDVtPZVZL23berMuJB8wXqR9KydV8T/2T4Vn1WZbb7UkDzR24nGJAvTB7gjB/GvL9J8Pa1Dq2lQHw9d+VZ3t+0khjATypQQoBPUc9Kv3Oia7b6DFDN4blvDLof8AZsSIUZraUbssQTjaflOR6UAem2HiC0ubPTXupY7W6volkS3dxuyRnFJqvifSdG1Ow06+uhHdX77II8ZJPqfQV5PZ+ENd/tbTBfaDdXKvDassn2sIls0SqrB+Cc5BIwec13XjLR7698ReF76ysvOW1uJBcOoGUVkwDz2BoA6aDXNMudQksIb6B7uP70If5hUdz4i0izu57W41CCO4gi86WNjyif3j7Vw+jaNqbXuiWdzorwXOlXTyz3pxsmRs8q3VicjIrR8beFdQ1TWdM1DSCscrhrK9YgH/AEeQfM2O5HGKAOkk8T6HFGJJNUtlQwrOCX6xscKw9iar/wDCZaCb/TrJL+OSXUQzW+zkMF65PbofyrhJPBXiDTPC5jS3t9Qv4LmKCBsKWSzjYlSM4G/nP5elVNN8I+IftejmfSHhjt5L+J3aZGZVmyVc49MnpQB6OfGfhtY5pDrVmEgOJD5nC1ftNZ02+01tRtryKSzXJM4b5RjrzXj8Xw41Z/D9/pyeG7O3vBD9nF59q3faAHByoJ+UYFej+IvD1zqngC40WxKWtzJbKigABdwA4OOxxQBfTxXoMlpPdJqtsYIColffwpb7ufr2pj+MPD0cEUzavaiOWRo0O77zr1X6jPSuK/sTxLqGhpdTaDYWl9azW7/ZlZSbryiMknoARnApLXwhrQ12HWv7OiRZtVa8ktHdP3MZh2fTcScnHpQB1qeOdCl1ex0+G7EjXts1zHKv3AinqT27/lTl8d+GWW5b+14ALd1STJPBPT8D61wGlfDjX7dYY50hVJdOvLKUrKCYjJKzqfcYIHFO0/wPrtroN3af8I3pkNzJ5K+fHdF3lCOCSS3QYHSgDtb34g6DaRWUqXDTpd3f2QGJCdj99w7Vd8Qa6+nXGm2FoEa91Kfyot54QAFmYjvgCuQXw54m/tg6gNMtIz/a63YjEykGLZtJ/wB6tzxdYuviPw1rZJ+zWFy6zYGdodSoY+wJGaAOa1L4ga5pDa3LPdaNIulXIi+yEss04IU8eh+b9K3IvGrWXi+8stYuYYLE21vLbjYQyNISMM31GKw7vwpr99Nr8TeG9KLarcMyX006s8KFAoIwM5GMjHrSax8Otcvrm+kW4hmKWNnDbySP808kLbjv9MnNAHby+NNBhjuHkvlXyLn7K6kciXGduPpU48T6XL4bm162uUnsYo2cup/u9R9a85l+G3iS7kur2dtJN1JqBvUgdneI7lCsrcA8YGCK7nSfDTr4Ol0TVFsx56OkiWcWyNQ3YA9cepoA5281rxVB4eg8RS6tptjHcMskdjcxAIEbopk67iOa37jx7oUOqrpTXm25cpGsoXMYkcZVd3qetYN74M8Rah4M/wCEVu7mwnt0eNYr1t2/ylYEZXGN2BjrU48G61Z+Jbi4sG0c6bcTpcHz7bdNGyqF2oegHyjntk0AZ/h/xtrK6JourarNFPZ3d7JY3GI9rI/mMEcY7cAEV6hXlEfhm/tPD+jeDLkRzTy6gb25kgyUjhEhk6kcEtgD8a9WACqAOgGKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAw/D9wtxNqzIwYJfOhwMYIxxW5WNoUMcE+qiJAoa8dzjuTjJrZoAKKKKACiiigAooooAKKKKACiiigBCobGQDjkZoAAyQAM9aWigAooooAK4+/+G2hajfzXk82piWZizBL6RVyfQA8CuwooA4f/hVXh7/nvq3/AIMZf8aP+FVeHv8Anvq3/gxl/wAa7iigDkU+G3hpPKxbXREZyAb2XBPv81TSfDzwxNjzdPkfHI3XUpx/49XUUUAcjL8MvB9xtM2jrJtG1d88pwPQZao/+FVeCf8AoAxf9/ZP/iq7KigDH0Lwvo3hpZl0eyW1WYgyBXZgSOnUmtiiigAooooAKKKKACsxPD+kR3j3iadbrcO/mNIEGWb+8ff3rTooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIBGCMilooAKKKKACiiigAooooAPeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAoaday28160gAEs5dMHtV+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAa7rGhd2CqBkknAFRW93b3lutxbTxzQtyJEYFT+NUPEiNL4evoktobp3hYCCaUxrJxyCRzXlHgWR7v4f2+j6BK0N5rM00s4LfJZRBtrlB1xjhfc57UAexQ6lY3DxpDeQSPICyKsgJYDqRVuvGl0Ky0/4zaBp8NnHZ2tvZvPbSWzlmnP3f3meg68V7LQAVXe8tormO2kuI1nlBKRswDMB1wO9WK8m+I+majr+uyXWkPtufDdst3EU6vKzZ2H/gKHj3FAHqC31q949mtxEblFDNEGG4D1IqzXjFl4ybUryz1/TLGKLU9ekWzhknjz5EMS5lckHnDE46cAVHL4+8W3Gi6Oun3No15c31xGJ5ICFmgi/5akZ+UYzmgD2uivKfB3xK1G50CGbWtO1C8urqaQRTWFkXiChto5HT8ayx8V9XsNcl07UQpji1T7PNdC3KxpEVyF6n5s0Ae1UmR614hqnxD8WR6ZeGK4t7e407y1l8y3+aeWVzsQDPy4Qgn3qC+8U+I7PxHq2ri+e8fTzDpVraoo8t7mVQWOAexHf6cUAe71FPPFbQPNPIscSDLO5wAPc141/b/wARHk0vSF1K0i1TUp5XQTQKGigQYBYAnBJzxjNdP8Rpbyy+Fz2F5crcajeeXZmRFADuzAEgHtQB30E8V1Ak0EiyROMq6HII9jUteCxeNNZ0LwdqNvp95bolpqEOm6cVQEAAfPuz+PNaE3xA8Qz+G9cv9PvEnkF9Dp2nbYl5k4DtjuCc4+tAHtVVbfULO6uLiCC5ikmt22zIrAmM+hHavEbLxr40jvLa2u9UtZA2tLZsUjUFlRQZgM/wj16motN8dXpsyY72ztrrVZ7m5muoo0WRIIgQufVmI4JoA9ys9SstQ837HdRT+U2yTy2DbW9D71brzP4e2o0D4Wvqktysd5qIe6eeU4HmPwmeMDtXDDxxrtj4Rdr3xHeRay2oraTJLCm2LacsynHI20Ae+3t7badZTXl5MkNtCpeSRzgKB3NLaXUF9aRXVrKssEyh43U5DKehFeI3XibUPGPg7UoXvT5WtatHp2njaF2RqRub3yMkg05/E2taf4J/d6u7QadqTxs9uscc0tih2BkBBHDe1AHuWQCBkZPQUteAX+vXdr4j1G9TxHchrYwaZam6kUfM4BlkKgYGBg5xjP5VDF4s8S32gXH9neIriSe91hbLT3cxllRR8zN8vTv0FAH0LRXgeneNdcNrNp9/4lHl3WrCyGoOqI0Maj5znopJHGam1jU9f066sfCmneKkuoZoJLn+0J7lIiys2EUSE5OD1xyfagD22/v7XTLGa9vJlhtoVLySN0UetUNM8UaPrFxFBY3qTSy263SKAeYycA1xnxFurnR/hfa6Rd3Ynvr4w2D3DHAYnG9ye3AP51wKeJRY6jq1naanJaRS6hDpUUn3fs1vGvzMrngE9BzQB9E1Q1bV7LQ7Br7UJfKt1IUttJ5JwOBXgMHiPUbXRtJkn1vVVivNVlmjYyMzm2jHC5GdwYjt61ei8TXWp+HtAa81q4V9T1eW4ckkiOFOkeMfTjpQB7VrXiLTPD9hFe6lceTBK6xo20nLN0GBWmGBUN2PNfPGm61J468ZaJDeX13I9xqck8tvuIihih5RQo4yfX2rq/ihrk51ybSG1CeytLfTHuUjt3KyXU7HbGoxycHnAoA9epCQBycV4poWm+JfEXi210668RalbwaPp9ubwxtjzJz8xU+vHBNanxa1Xbd6XYWt/KLiCVJZrFJjG1xGx25UgglgecUAer5A4J61zeo+OtC0241G3muJGn09Fe4jjiZioYgDoOckivHpdS13W9ebTrW61GLULbUI7eygeZi1vCvLyS4+9npkmo5b1ptSlnE9wLrVvEQinMcbBlih42nb1ye3PFAHtuveLNN8O6ba398ZvJuZEij2Rljubpkdq3AcgEd6+ddOupvGvxA0ObUDf7m1KeWRXRxFGkWDFGO2Rgkn/a5r6LoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIo7iGZ5EjkVmiO1wD90+hqWsfRQBe6sfL2k3Ry397itigAooooAKKKKACiiigAooooAKKKKAMTX/Cul+JTb/wBpRzN9nJMflzPHjIwc7SM02w8I6HphuDZWKQefALdthIxGAflX06k8d+a2ywGMkDPAzWH4x15fDXha+1LP75E2QLjJeVuEAHfk0AM0HwVoXhu4a4061YTldgkllaRlXrtBYnAz2FdDXzl4e8WeP9Qn1fwsb9z4hnmAQzHi3jAO8gjp2xXeRfEm38NT2nh+4iutUa0aK0vdSEg2rM3YjqaAPUa8/l8OeMrXWtSvNIvdEgjvJNzebbyM7AdNx3YJArnD8bbiyh1ae+0B3gtb1rSCWGTCuwJwpz3wCc16T4W8QJ4o8OW2rxW0lsJw37qXquCR/SgDiLvwV4wvYYYppvDXlwb/ACglk6bN33sbWHXv60v/AAiPjFp4ZBdeGfMggNtFiyf5Iz1UDdwK9C0ttSazzqi263O9uLckrtz8vXvjGa8h1u+uvD/inxnd6SI4roz2MKO+SE8zG4ge560AdJYaB460LTltrLUfDdnaRZIVbN1VfU/eqE+FPG8kZ2Xvhobp/tIf7AW/eH+MZJ5966fxJcX9p4DuZ54bO7ukhBnjcMInGRu4zmueg8ZatH45t9DEdlbWDLCsUUqMpkUrkmN+mR02mgDJ1P4c+L9VaeW4vvD4ubh0eW4WxO9ypyueccfSqV38MvFrWtys+t6FHHcyie4c2QHmSA8MSeh5PTHWux+IfirVPDcVuNMNrveOSVhIjSOwQZwqjtjOWPSuM8ceJNU8X/D69a0jtbeG1s7e6vRINzMZFDAR/wB3GevegC5ZfD3x9YTw3Fp4i0eKWGIxRutguVQnJAOO5OasyeGPiPqaoX8XaPdCGTcpNijhHHpxwRUsHjnWrWeXQPJsjqwe3WwVlbbLE65LHnkgA5x6VmTeOda0/wAORy2VvYWTvf3Ed1dR27PEjKepUcjcerGgBD8MvGxt2hbW9D8k3H2oodOXHm/3unWmWfgHxhBB59n4l8PrCk5ufMjsY9qy93zjAPJq3qfxI1u08Q2ECfYrqxmlhtpY4FLBi65Lb+gPovpWX4UvtT02weyuvs1x4f1TU7yyW3ER8yN/mIOe68Y9qANa18B+M54I5k8S6G4QvJC0WmRMoZupBx35yRVo/C/XJLaOGTxDppRAwVRokOF3fex6ZrmPDnjPxDpvh7QNI0G1inaGwFzKspUbw0zA5LEYAAJyK9D+IOq39jpOitZ3a2b3WowQyNjdwxzjPpxQBnL4E8WnSxpr+LrT7Eo2Lb/2TEU2joMdKh/4Vt4g2Rp/wkthtjfzEB0WHCt/eHv71HL461tUuNajltn02DVRpxs/K+cjdt3bs5B746V03jHXb/Rb7w8tnJGsV7qCW06uoOVYdj2oA58/DnxEbYW3/CT2PkBzII/7Fh2hj1bHr70yb4aeIJxEJPFNmwiQJEDo8P7sA5wvpzzxUV74y8RwaXLcCaEpBf3ME88EAkaNFHyEpnpzyRzRp/jXxNrHiBU059Nl023mt4rhvNVd4ZAWZQeeSw2/SgCje/DTUbASXmq+PVhgklEkzyWkabmHQ5J61a034aajLHaXFn46nktVcyq1vbxY3H+JCOAffmuq8c6NLqyaZLZXNtHqdlOZ7WG5/wBXOduGQjvwR9K5bQ/FZ1UaZoOkRDw/JPLcC4G0PtkQ8rHkY5OT9KAHXHwsa30+4Go+MLoaeG89w8ESoG6lmyuM+9JH4AtdSv7Xy/G95c3UcHm25CQsyxE4yp2dM+lZd14v1bxLYXGiS6gllNBaXTTzpGuLoodoC7ux74qppvirU9L8OpHYXcYjtfDKXkeEVisiyYIJ64I4IoA7Wf4dapcoEn8b6zKqsGAdYiAR0PK1BN8Lbq4t5YJfF+qPFIxZ1McWGJ6k/L15PNc3qHjzX/7fkt7XVoUge609doRGKCdDvUH2PPNW9D8Y+IBr2nRXWqpdW8ur3GmNG0aLlIxkOSP4v0oA07T4US6VZRQweMtXit7YExg+WRGO+MrwKoXfgC00uyOsXPxC1WGzPInMqbBu4+XAwM+1bfjfxHJd2V54e02J5b+4uEtAkbBWKEAyMM+gJGa5K31OOz+HnirwnqyFJ9JjZraK7ZSzQHlPrjpQBb034Y2F7dSw6d4+1uSa2VWcRTjKBxkc47jmtqL4SWy7Zb3xT4huJIySJGuyCB7ccVykPiRrPx79hgvzpVlqFnZF7qNQyxHYcJzwCfu5NdPbar4kj8Zz+GLi+lfNwl3Dd+WpDWe07lPGPvALn3oAdpngHRtYsxf6X4s8QywSOQZUv2+YqcEcj1GPwrPTwr4OvtZisl8Ya3NflisX+nOcsOoV8YJHoDW/8JSjfD+PkbftNznB/wCmrVyNhLH4Vv8AT7ezvbTWdDvbiRtP6G4s5iCcjuVHegDor74daLo9pc6nd+JvENvFGu6ab7e2cD1wMmorP4XeH9Zs7bUbfXtenhlUSRSG+boec8jiuat/Ht3f2NlZajq1tILrTb37WjlBh1JCfQ+3esrT9c1a28P3SW/iG4tBp2i29zaWyOoEkhzxg8nOOgoA7Tw98OvCba5NPpmsavLd6ZdDzla5bAk+9g5HOe/rXqJYIpZiAAMkk9K8VPiGeHU59UTUXsb2W+06O4tlIwzOgDq4+mfpis2fxRe6lNrds2t3U1tcabeOqtMAS6N8u1B9z5cjHcUAe+ggjIOQaWvC59f1P7Vp9rbeLG062GnQTW73G6Rp2P38FThmzxg13/xA1Uab4KSeW+ubYyPEhktxtZ84yM/wg9z2oA7Ws3W9bsfD2mNqGou0dsjBWdULYycDOOg968Yt/EGoy+HEWTXjPJb38ytafanjZ4guVCSkZJHUZ64ruvFF5Fc/B553lnRbizi2vcHMuW29fVqAO9R1kRXQgqwyCO4p1ePQ6u2k37x/8JFfXGn2mqxRvK8rMPKkgJO4jqA/Q9qxE8SnWrzTrY65qDxxw3/m4mdC5Ukx5P0xigD3e4m+z20k2x5NiltqDLHHYD1rH1nxTZ6F4dTW72C6WBtmYxH+8UsQAGGeOvNeHP4klt9JtmOt6r5l9ochl3SNlZlPy4J6E9OKd4r1uK+0y8g1W5vRdrbWR06LdIY5VwDI2BwTn19KAPbb/wAWWGmW95Pdw3UaW8iRJui/4+HcfKsf949vrUvh7xCniG2nmXTr+y8mQxlb2HyySO45ORXiviLV7DUEvLe5vruWKHxDbSoXd/lhKjdtHUAfNSahqssttqtlbapd/wBiHWVSW5zJKYoPK+X3Kls5+lAH0LWPqviK10fUtNsriC5Z9QlMUTxx7lVsZ+Y9q8s8NLDqHjHRNNudV1m6iSykljlnd4ln2v8AIdo7Y9eorqfiXewWuoeFElZs/wBpq5ChshQDk8UAdnp2pDUIZZDa3Nr5crRFbhNpbHcc8g9jV+vnuz1V9Qit7fxBc3zaE096wkHm5eUN+7ViORjsKsafqrw+E7OW6udReTUNCnWJ08x906ynZyOjYFAHuS3bHUHtTbTBVjD+eQNhyfujnOfwrP0rxLa6treq6VFFKk2muqSFwMNuGQVweleN2Gp6lPpusLdSay8MkWnPMVWTdtwBOF75znIFdF4AvdH0nxX4mktILq302eSD7OXt5BuO3BxketAHrlFJ1paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK0f/j51P8A6+m/kK1ay9JRluNRLKRuuSRnuMVqUAFFFFABRRRQAUUUUAFFFFABRRRQB5z8VfD3iXWItJvfDb5m0+fz3g8zb5mMEfXpVF4PHvirUNNvNR0HTrK206Yyi1nmJ86TBAY46AZzXa+LPEw8K6al/Jp9zdwmRY3MBXKFjgE5PTJxV7T9astRubi1gmU3NttE8WcmMsAcH86APM9L8DeL9K8c6p4qiTSnur4ECNpH2xgkE/XpU83w/v7jxI2uy6DpJu3cSOn2uTymcdGKdCa9Eh1GRtRvYZ4Y4raDb5dwZVIckcgjquD61fWRGjEiupTGdwPGPrQB4rcfCfVLptUWbTtOaK+nFyEF1IPKk9R+Zr1Pwtplzo/hqy0+88nzoE2HySSv5nnNaTXlstu8/nxeWgyzbxgfU1heFPFsPia1upGg+yvBdPbhGkVvM24+ZSOoORQBsabp4020Nus8848x33zPub5mJxn0GcCuYuvhloV7c6nPcSXztqLB5wbg43KcqR6Y7V0TalIdYitYoo5LUxM8lwsw/dsCMKV6856+1SDWNNNm12L+2Nsp2mXzBtB9M0AVr/w/a6j4dbRJ5rn7M0YjZhKRIyj1asyH4f6JDrEOpn7VLLAyPGksxZFZV2q231AqWbxbDbeK49InjSO1mtftEV40o2NzjFPt/Ekr+L73RbizMMEFsLlLreCrqTjn0/GgA8Q+C9I8TXtvd6gs/mwRvEpilKbkb7ynHUGsef4TeGZ7eKDbexxLAtu6x3LASopyA/riuytr21vLf7RbXEU0PPzowI49xWfZ+KNGvrCa+h1CH7LDM0Dys4ChlOCM0APbw9pTanaak1nGby0hMMM2PmRD2rnpPhb4eltvIZr7YZZJXxcsN5c5YN6g+lddJe2sVobuS4iW2A3GUsNoHrmozqunqJGN7bgRoHc+YPlU9CfagDlZ/hV4UnuPNNnKmJEkCJMyqGUYBx9KtWXw78P2F7NcwwznzGdhG0zFI2cEMyjsSCea2213SUtI7ptRtRbyHakhlG1j6A1ceeGK3ad5UWFV3FycAD1zQBzB+HHhVo7FG0tCLIEQfMchd27afUZ7VtazoWna9p4sdSt1mtw6uq9MMvQj0qleeLtIgazggvraa5v2eO0UPlZHUZwSOnYfjUXhXxVDr2hw3lzJawXZjMk0CTBvLAJBJ/KgBx8EaAdV/tE2I8/zFlI3HaXAwGK9CfetDWND07X7L7JqVus0QYOuTgqw6EEdDUcfibQ5bRrtNVtDAr+W0nmjAb0+tObxHoyaWdTOp232EHb5/mDbn0z60AZP/Cu/DKwiJLAxqHaQ7JGBYsMHPPOcVY/4Qbw2NXg1RdKgS7gACMgwPlGFyOhx2qvd+METxF4fsrMQXVjq4lC3EcmSrIu7jsRU194kl0/xnb6TPHAlhLZSXRuGchkKEZyOmMHrQBe1vw5pfiGOFNStzL5DF4iGKlD6gj6VWl8G6BNpsNgdPRYIXMkewkMrHqd3XJ70+38X+H7q1F1Dq9o0BkEW/wAwY3EZA/Ksi/8Aip4NsIDK2tQTHJUJBl2J9ABQBq3Xg7w9eW1tbXGk27xWwIhUr90HqPxp1v4Q8PWkUkdvpFrGkkJt3CpwYyclfpmsfRvHEd1HqN/qUlpb6VFKFgn85cgEcK4zkNXSx61psukHVkvoG08IXNwHGwKOpzQBkRfD7wlCysmhWYZSCG2nOR0P4VKfCXhmxH2waTaxm3drkPt+42MlvrxUsXjDw9PYPexatatbo4jZw/Rm6D6ms3xd4i07/hDPtUepQxWt+ywJdFht2sfmOf8AdDUAHhLSLG9tYPEVzYRDUrl5J1lI+ZFdicD8K0NQ8GeG9UvJLy+0e1uLiTAeR1yWA9ataHqml6jZbNKuop4rbETeWfunHAP4VRh8b+HZ7ye1TUoxJAHLlgQuF+9hjwcd8UAW08L6HHBJCmlWojk2l18sEHb0/KoNI8PyWN9cXt9em+uZFMUbGMIIos52AD/PArC8Q+OI5fCuoX3hm9hkvLMqZEkjJZUJHO3rjHIPStOHxbpkUuqz3OrwPBayxwmNUO6KQr9z/aYnoBQB0FrZ21lD5NtBHDGSTsRcDJ68VStvDei2d+97baZbRXLDBkWMA/8A1qyPCHiG58Rabq90JkcRXs0Ns3lFMKo+XcDzkd6xvBfxJsr7w+G1y/RdRjWWSbbEVXYjEZHY4GKAOsTwpoCFyujWQLsWY+SvJPU1nW/gewg8W3WtsIpI5reOFbZoV2x7DkFT/Sn3vj/w5p4mNxesoijjlYiJj8j/AHWGByDUdj8RfDWo3cdrbXkjTPKINpgcbXPQHI4z2zQBuHRtNaR5DYWxd3EjMYxksOhPvSJoulxytMmnWqyNu3MIlyd3X865seNdOtNMvbh9Va9kN1NFBFDbHzEKjJTYOTt6k+9ZXh/x1cS+GLa91K683UBp814beK2YCZQflbPYjjI96AO9Gk6eBAPsNviD/Vfux8n09KmntoLqIxXEKSxkg7HUEfka8x8K+Jr6XUbW91vxJMILixa9+xyWRiUADnDHqB7VtS/Fjw1FY3N0z3RFuyB4xAxch/usB6GgDrpNMsJUCSWVuyhgwBiGAR3qw8MUkYjeNGTsrKCPyqno2rRa3pkV/BDPFHLnCzxlG/EGtCgCAWdsEZBbQ7W6jYMGkFjaKci1gB9oxViigCubG0bGbWA46ZjHFK1nbPt3W8R2jAyg4FT0UAVzZWjElrWE5OTmMc0q2lsiMi28Sq33gEAB+tT0UARiGIOriJAyjCnaMgegoeGKQqXjRyv3Syg4+lSUUAVLrT4LqyltSvlpICCYwARnuPQ+9VdB0Cz8O6RDpln5jW0GfLErbioJyRn6k1q0UAJtUdAPyo2j+6PypaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzrG4kl1DUInQKsTqFwOuVznp/jWjRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHD/ABUff4Mls1tbq6knmixFbRM7EK6s3IBxwDyay/AkaW3xA8Ug6TcQm6dLmC6aAqjRlRlcnoc84+temUUAeAa5pkkeqeMEubXVIEn1SKaKaO0aWEqA3zMP4lz1A9q7bRI7yL4N3MT6PKJRDIEtkLqZQTwVB+ZQeuOtekYFLigD530PSNTNtdgaTfnSkv7W4urdrNo1kiVcMqoeWwcZ7nFaEeh3s3h651rRNElt73R9ae5soJbdozNA2PlC8cd8e1e8UUAeJX+g/wDCNa9bu2l6hKLjRLhb2Wwt2ZnnkYEgEcAjnHoAKx7LSNTi0r7J/wAI9JcWQvlaO8WxdG/1eCzQHAY9BnpnmvoWigD590Xw5dQxaa+veHdRuYhYXFqiNbbykpclCB/Dx0PQVsX3hzxFc2t1p0dtfyPHokdvI5IAmYPuKBz1bbx6V7VRQB5/8MdCGlWGoumnahZW91IrLFfupckAhjtUAKOg965eDQZ9IkszL4cu30yz1a6e5tlgWQTLJuEbgZy4UY7d69oooA880zwzfR/CnU9Ia3ZJblLhra1lwTErElEPuBj6V51o3hjWY2db/wAM6oIf7IitJHjVQ4kUjJAJw1fRFFAHg7aFrcjafc3fhS5utPge4hMNsiQPIHAxKYjkKfXGK7TxB4Y1K5+FcWkWlvIJIijPZrOWeSJWyYt577ePrxXolFAHjek+Hn0650jUbHwdewQxX7u0M8iyTANEQXwThRuxgZ5xVS00fV7eyshaeE5FuTpl3BcGZVQMzPlQxHXOCfxr17UYNTuCsVjdxWsZU75THvcH/ZB4H4g1nJ4PsZJTLqNxealIWDf6VOSgPsgwo/KgDxJJ3s7jURqejzSrPdWl0Ym8liFThgUU8fTFaFiNRfW2urTw5qVxYQay139jNqUVomTAZQw28HtXutrp1lYoEtbSCBQMYjjC8fhVqgDxTTPCfjKHxLp97a6RbW1pHfXF5Es84xAsi42Mi9D34z1rR8W+G/HGoa/HPB9kukGn3EDSwxrEPnHCfOWJ5A5xXrVFAHhtp8PtY3391PoNxNJ5lpLEl3dREy+WfnXCnaBjGAR2rT8LeFdYt9Y04aj4ZWK2gvrm5MjSRMqLJ90AA54r1+igDyFvCniW1vL7ULTSklMWtfbYbSWVAtxEV2n12ke9dhJpeqt8Pr6zXTdNi1CeKRo7ONB5Ks3IU54J9T0zXXUUAeJWXgrxB5+qTX+hXMsVwloU2X8aTpJGpBZCPlBBPTpirp03xFrFnJpbJDLqGi2fyIypsaaQ5UMPul1jHXplq9ZvLmKysp7qdtsUMbSO3oAMmsLwTDIdC/tK4QrcanK15ID1Ac5UfguB+FAGR8PtF1rSJ9XfVbPyftTxyozXImYkIAQSAO49K5u78Ca/qbajbW1t/ZdrKJWaOS6E0cshOVaPjcgP8Q4r1+igDyu+8KeItZOo6k2nW9neXGmx6cIGnBDYYFpCwHTA4HWm3PgjxEdWvdUto7Xf/a0F/DbyS/LKqx7GViBwe4r1aigDkfB2kavpVhrJ1C3top7y8luYoopi4G4dCxA71xel/D/xJbppcNza2Xl2tteQyET5yZiSpxt7cV7CDnpS0AeN3fgjxpf2N1DLBpyiaxgtFQXJ+Ty2BLA7e+OlasvgfxE91qksUllF9s1C1uR+9bhYlGR93uRXp9FAHmVv4K8S6PqX9sWEunzXZv7m4e2d2CGOYIMBsdRtz0o0jwR4ntLa3S5uNNZoLG5tUCyPjMrA5Py9sYr02igDzKf4fa1qZ0qLULmwWGz06WydoWcs5YcMAVxxgcVV0/4eeIrbQprFzoEchaNVeCAxlwjA7nYDJOB0HFer0UAUo/7R/tAGT7MLPyRkKWL+bnn224/GrtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVi+INWuNLOli3WNjd38ds+/PCsGJI9+K2qACiimllUgFgM8DJ60AOopqurjKsCPUU6gAooooAKKKKAON+JOrW+neHYba5kZI7+6jtn2AsxQnLAAckkAj8a0IPE0FuIEvtPu9OhkAWKSZBs9gSM7fx4rRvNGsb/UrK/uYvMmstxhBPyqWxlsevHB9zV6SNJY2SRFdG4KsMg0AMnure2t2nnnjihAyZHYBQPqah0/VLHVoGmsLqK4jVipaNs4PpWD4p0S/1S8057eC2urO3LM1pM5VC/8ACxx94D0rO8P6Hr2ix+IbdzHJdXn+kQXMYCRhyuNgHbbxQB3JZVGSQB71W1PI0m8xnPkPjH+6a4XWfAus3vgVtN/4SS5a/HlzNNO2VWRTluRztP8ASk8CX+rTTx2Ot3zzI3mT2VwBhb1CeTg9AueB6EGgDp/BSBPBGigMzZs4ySzZOSoJ5rfrJ8P6S+iaUunmYSxRO3knHIQklQfcZxWtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNDqWKhgSOoB6UAOooppdQwUsAT0BPWgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFUrTUFur69tVUg2rKpb1JGau0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ3d1BZWst1cyLFDEpZ3Y4AArA0zxfHqV1GrabeWtpMrNBdXACLKAM5AzkDHOSKj8eaXe61oUGn2ZkAmu4VnKdotw3Z9sUy98DWkunPBbTStOzKRJeSPONoYEpyeFOMEDFAFfXtX0/WY9AuNOu4rmEazGpeNsgEK+RXXmeEM6mVAyY3AsOM+tctb+C3XT5Umv0S8aaKaOS2tljSAx/dCJzxjIOTnk1m63p41/wAW3Wky2FptS0R5J5J5EknBDAFVU4O0+tAHSa94q03w8sYumlkmkBZIYELuVHVsDsPWqGu65ab/AA/KssQhuphMHkbaRGELE1x//Cv7zWbyLWtJ1xza3CLHc2V6zuo28FQVIOM/wniu4n8OTXD6JMbmGOfTmIfy4cJIhXaVCknbx9cUAO8FFW8MQyIrLHJLM6bjklTIxB/HrW+GU9CD+NclY+EtU0e8mu7DxDczeZISLW8UNCqEk7VC4IOT979K5jV0uNM1mbVvDlreOtjcs17NcXLmAb/vrHHn5sbs9gNtAHcQ306eN7rTpJmeF7KOeKPHCHcytz74Fb2a5240y7fxZpWs2+x0Fs9vdc4ypwykDvg5/OuSGj+JVvbuSTTdQub+eVwtw+qeXaopPy4RW3YA9qAPT6K4maLxVocFhDZn+1bi5jWCd5CQkDjP73PcdsdTiptW1rWNCvLG0jt21i4ltmBihKxs0gI+cg8KnbOe460AdFc6nDb6nZ2DZM10HZAOwUDJPtyB+NXq8/stbe60/QPE+q2xinC3MUnl8rESThSfcxgZ9frUejfE+C81qHTL2BVacs0c0BJjUYBCsWA+bORgdSKAOy0bV49ZtpriKNlijneFWP8AHtOMitLpXj2l/EzS/DnhCRkhnubw30oW3MbpwzkhicdPpmt/V/inZaQtlDfaZexz3dsJ3RQN0eewBxuPfAoA7C48nXdDuo7O6BSeOSJZoznB5U/ka5FbXXbnStM0qTRmtbzTjEU1ASp5I2YBIAO7BXIxjvUnwluJ5/B8i3AnVkvZiq3CbXCM25cjHcNn8a6XxNPc2/hrUJLSBp7gwlURQSSW4zgdcZz+FAEuh6hJqulR3siKgkZjHtzym4hTz6jBrSrzq+u9Z01I/D+nR6hbw2NtEkNxBZ+e1xwAxycKoHuck1bh+JFnaw3UOqWtzDf28xiFmsReV1HR8Lxgjng0Ad1RXIf8LC0qaLUprOO4uYbC2Wd5EjIDEnAUZxz61oN4mW10W21K/sLq1SVgsqlNxhyOpx1X3FAEniXWJNHtbIw+X5t1ew2y+Z93DN83/joOPfFbdcH4ovbTxD4f0XU7QtJaxavbs4xhhh9nQ9MMR+Fd4OlABWNqusvYavpNhFCJXvpWVuvyIq5LVmeL/EWoaNPaW9nB5aThi968DzJGR0UInJY9hwKwNA16/wBfv9K1HVrKW0u9PuJIJYzEULrIpCSbTyoNAHpdUtXvxpWjXuoMhcW0DzFR32qTj9K4v/hLtZnuprxZLC0s7WdlmsJlb7S0ak7mBJABIGQMH61l6j42v9Ztr7Sls7C4i1G3khtVsrwTTRkxsR5iDoOxOeKAO78M31/f6UJNTEAuwRvEB+UblDAfgGx+FbVcV4c8X2f2dLa+0680qUwh4zdxbPtAUYJH+1x0PPSs/R/H+o674ris7S2sf7LuFbynM4aePb3eME4z2BxQB1HhLU7nVtDF1dsrS+dImVGBhWIFbtcn4IjNgur6RJIzSWl87KG/55v8y49utdZQAUVxfiTxTruna2lhpWgTXiAKzyFG2yAnkKwGBgdckdap+OvGeo+HdS0mK0e0jtblS8zToxfA67RkDp759qAPQKKgtLqK9s4bmFw8UqB1YdCCKnoAKK8w1c+Mp7fUblI9YivY3fyIbeSBLdUGdpJbJbpk/Wu08Iajd6t4S0vUL4xm6uLdXkMX3cmgDbppZV+8wH1NOrzn4kaR4gub2y1DQdPlvZYY2SSI3IWNlzkgocZJ7EHNAHovWuR8NyD+1/Fl8heeQXgQRgnOEQYUD6k1y02t+LbmG0tE0e/0OSOLNvHFm4818cByVICjvlga6BIfEvh64u7u10qPU/7QRZpkimVHinCAN97gqSOxzQB1OjX8mqaRbXs1q9rJKm5oJPvIc9DXOX2pGX4saVpOVMcOnTXJGeQ5ZVHH0B/Or7Nr2seCcW8i6drc0AUvLGQIpO/HPvjrVDwZ4Ibw+n23Vr99U1tsh7185CnHyDP8IxQB2VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYmj3SXOsa0BgSRTrGwHsvFbdYukxrHrWs7YRGzSxszDHz/J1raoAKKKKACiiigAooooAKKKKACiis7XdVXQ9DvNTaFphbRGTy1OC2OwNAGjRXDJ4z8TSW4mXwFfEEjC/a49xBGc9OlLH4y8USSKn/CA367jjc13GAPc0AdxRXHT+KPE8LOB4JuJNoBzHeoQc+nFT/8ACQeJs/8AIoN93d/x/J+X3etAHVUVysfiDxNJGHPhBkz/AAtfKCP/AB2n/wBu+Jv+hT/8n1/+JoA6eiuY/t3xN/0Kf/k+v/xNH9u+Jv8AoU//ACfX/wCJoA6eiuY/t3xN/wBCn/5Pr/8AE0f274m/6FP/AMn1/wDiaAOnormP7d8Tf9Cn/wCT6/8AxNSjV/EJZAfDSgMuSfty/KfT7tAHRUViNqGuiVUGhxFSuS/2wYBz0+7VXWNf1fRtPmv5tFjlgiwW8u7G4DueV5oA6WioreYXFtFMBgSIHA9MjNS0AFY+teHrbWfKmLyW19b5NvdwHEkeeo9x6g8VsUUAYXhvRb3Ro7wXmoC8a4mMo2ReWqZHIAyep5rdoooAK5XUtM1HTheHTbSG/wBPvNzXFhI2xtzD5ijdOe4PfvXVUUAZPhwXq6DaR6hbmC4jXYVZgxwOATjuRitaiigArA1zSro38Gt6WA+oWsTReRI2EnjbBKk9jkAg+orfooA57wgb9tFkGpWDWUn2qYpC+3IQuWHQkd63WijcAMinByMjvUlFAED2ltLC0LwRNE2dyFQQc+1RQaVp9s6vDZQRuo2qVjAIHoKuUUAAAFFFFABTdi7t20bjxnHNOooAjaKNwQyKQRg5HUVm+INTbRtJN2qrsWRFdnXKxoWALEAjgDmtao5oYrmB4ZkWSKRSrKwyCD2oAwLGKC28R31psjNtfRpeRjqGccORx7Ieveujrl4/DN3aXtn9kvt1lbS+ZGkwLPEuMFFb+6R2PTiuooAMA9qZ5aBy4Vd5GC2OcU+igBNqnqB+VQxWltBIXit4o3bqyIATU9FAEckUcy7ZEVxnOGGaZDZ21uzNDbxRs3UogBNT0UAV4rK2hvJ7uOJVnnCiRx1YKMDP0qxRRQAVWvLCz1GEw3trDcRH+CVAw/I1ZooAYiLFGqIoVFGAoGABT6Ko6tdtYaRd3aAF4YmcZBIyB6CgC6QCMEZBqhtsdA0meRI1t7O3V5mVRwo5ZsD8643SfiLd61bWg0rSDf3O1vtKCTytu1RhhkdGJ4Fc7/wmWva9oXiiz1jSb22kVSLe2htjuRQCTl+hBA/WgD0PRfFEetXECRWkkUctoLktIwymWK7SB/umuhrymLWnudQhvZfBuqpb3unNamKDY6MuSwIII6gmui0fxnpcHhu4uXtNStodOlWCaK5jLSRggEE9SRgjmgDtKK5nSfHehaytwbWeRfKyV86Mx+aAOqZ6iq/hDx5aeLbi4t4LOaCSEbjuO4YyQMnAw3HSgDrqKRmCqWPAAya4jTfidpWo61b2CwSol07RwSlgSzAnqo+6Djgk/hQB3FFedav8TH0XxTLpl1pv+jqSI2Us0kgA6gKD17UaD8WNNv4b2TVUFh9ncBEKsWcH/ZxnI70Adjr+rroWjT3xiaVkwscY/jcnCj8yKfpI1X7J/wATZrUznB/0dSAMjkck9Oma5Dxn4+0Gy0W3mg1C3uS0qTIIzvG1GDHOOhwOM1u+HPF0XiWWQQaZqNtCqCSOe5h2LKp6FeaAOjooooAKKKKACiiigAooooAKKKKACiiigAooooAgiihS5nkQYlfb5h9cDj9KnoooAKKKKACiiigAooooAKKKKACud8ef8iLrH/Xs1dFXOePOPAusn/p2agBfEfiay8JeE31a8YbY4lEaZwZHI4UV598HfGl3r83iLUNd1gFhKpS3kcBIU55HoOQPwr0W8tNB1zS7e31MWd1EqqwSRwQDjGetc7pHw68G6Tomo6QJEntb+QSTCWZc8cgAjHAoA7yOeKWBZo5FeJhuDqcgj1zXH6h8UfBtpcS2cuuR+YoIYw5bb68j0qz4g0u2vPBFz4f0XUrfTyYBDA6yDCAdvXGOK47w74DuINFh0bWb/QlsYgFdrKMefOO4Z25Ge+KAPONW1f7JqsPiTQtbvvsSaikcdtNO7PKM5ZyDwAegFeh6h8Z76z1+ewTw/wCZBHfJaCXzsElhkcev6V1Pi/wlovibw1Fotvd2dhHHLGyyRhSUVT0FYHhj4faZYanq2qatLZ3WoPPuspWmB2qE2hiM43E8+1AFXRPjXNf3lsL7Q/s9pLHcSGSOXew8oEn5e3Aqja/Hxp01Avo0cbRWxubUednzBuAw3ocHNbXw/wDh1oegeHnXWVspdWuUljuJVnDfI5I2g5449K27P4f+BLFi0VnZnNv9mO6UH5O/fqfWgDjp/jdqlto9lfSaBbqb4lrdTccGNRyxPY54xWhafFfUtX17QrfTdOtxbajaNcSJcS7WTbnOD0PTgV0r+BPA0kdjE1nZmKyDCGPzRtG7rnnmp4PCPgu2lsJYrSyV7AFbY+b/AKsE59aAOS0z4wXV5PpSPpULfbRcuyxS5ZFiGQAPU4NHw/8AjHL4y8WPo9zp0NmpjZosOWdmHb06Z/KurtPBngiwvY7y1srKK4j37XWbkbxhu/fNSaF4V8HeG7x7zSbWyt7lxtMgly2PqTQB1lc/43/5ErVf+uB/mK1/7Qsv+fuD/v4K57xvqVj/AMIdqafbINzQkKvmDJ5HSgDoNN/5Bdp/1wT/ANBFWqq6b/yC7T/rin/oIq1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQGBBAIPUGlooAijt4YiTFEiE8EqoGakIBBBA560tFAEcUUcEaxxIqIvAVRgCkFvCDKREmZTmT5R83GOfWpaKAK01tH5J8u3hZ1UiMMowD2+grgF0Px7b6xHqtrLokEj/ACXMEaMFkQHIyfXrzXpFFADE3NGN4AYj5gORnvWfc6LaSWNzBbQxWskysBNFGoZGYfeHvWnRQB5+s7+EtJa3v9MSCVEPl6hboZI2bPG4nlSe/wBa63TTZarptvfi2gbz4w27YDnPXnFaLKGUhgCD1BoVVRQqgADoAOBQBnReHtGhEoj0u0US/fAhX5vrWiiLGioihVUAADoBTqKAKNjbXkNxeyXd356yzboEC4ESYAC+5zk596vUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVBeWlvf2c1pdRLLbzKUkjbowPUGp6KAOQh+F/guGQOmgW+R03M5H5E1aj8AeE4ipXQLLKggZjz/OulooA54eBvCwZmGgWGT1/cihfA3hZF2roFhgesINdDRQBgf8IR4X/6AGn/APfhaP8AhCPC/wD0ANP/AO/C1v0UAYH/AAhHhf8A6AGn/wDfhaP+EI8L/wDQA0//AL8LW/RQBgf8IR4X/wCgBp//AH4Wj/hCPC//AEANP/78LW/RQBgf8IR4X/6AGn/9+Fo/4Qjwv/0ANP8A+/C1v0UAYH/CEeF/+gBp/wD34WgeCvDCurLoOn7lOQfIXg1v0UAIAFAAAAHQCloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKhW5geaSFJo2lix5iBgSmemR2rmPH/AIrbwroLSwRTPczZSN44TIsXHLtjsOteZ/D+8ubvwjPBa3FxN4h8R3UgmuJQcxQrwZPpg8e59qAPaYNb0q5lSKDUrSSRyQqLMpYkegzmtCvI7HQNMb4vabpmnxxpbeHtPDuVxuaVuAW9TivXKACqWpatp+kQpNqN5FbRu21TI2Mn0FXa8j+J4klv7bxRpdxDdf8ACNSlb6xl6FWAJOD3wf1oA9UtLy2vofOtJ454sld8bBlyOvIqxXium3t9qd3No/gnVoNG0+0giugk6DdJLOxfac9gDjFR3vjbxLf+LbOCz1WG1gfUmsBbhVJdYhmSRs9M8gUAewwatYXWoXFhBdxSXduAZoVbLID0yKu14FaeK7yGbUNU0q2R9Z8QahJFbvwGS3j478dema9T8Mw6+3gcLrOqRjU5VYi6QK3lA/dz2JFAHQahqNnpVm93f3MdvbpjdJIcAU6yvrXUbSK6s50mglG5JEOQw9RXJfEGPZ8KtWSedbllsiDMwHznH3vTJrH8OG5HxE06BL3y9Pj8PxNHbJjaxJwcfkDQB6bRXk/i/wAReJ/D/ibUtNtLuSY3tutzpMQhDHcp/eIT6YBNUrjxvreoWdpfwapHp9nrEpgt3nUJ5BRfm59S2evagD11722jvYrN5lFxKpZIz1YDqah1XV7DRbP7XqNylvBvVN79MscAfnXB6drusC+sorjU7G+nGkzu0kOPLMqEYbPX61w95ruo+I/C15/aGtpLpzQ2rTb1XdHO0w3bO5UCgD6BBBGRS15BqPibV7Ww1K2j1wv/AGZqLLM6FFnMHlBsrng4JJx6Cuk8W69d2Pw+0/VtPv3LvLbE3G3bvRmG4kdgQaAO7orxmPxDrGp6pcWqeKXgtl1w2fmIEz5RTI5+tdj4Ovb+fQ9Ytbq+e9Wynlht77+KVQM5z3IPGaAOzVgwypBHqKUkAZNeJ+D768vNG0PSpvEF1bwXS3U0twHAdZVY4j3Hp1LYPWu98NajPqPgGSbXrraFE0Mt4rbd8asyiQEdMgZzQBeg8c+HLmC/ni1KMxWHNw5VgF5x1I559KlXxfoT6KdXF8v2MSeUX2Nnf/d24zn2xXl32N9L03UrGO7fVvDlrdWc8dyQG2Ju+ZCR94KMGoDOT45/t9G8vwwdaH7w/wCrdvLx5mPTd3oA9p03U7PV7JLywnWaBiQGAIwR1BB5B9quVxHgK3uIk8RXnAtrrUZJbVv4WXA+YD0zXnVj4qv7+a/b/hJ5YDa2939qDTgebKGIj8oHoAKAPfKjkljiUNJIqAkKCxxknoK8E1TUb6zl1Bk8S6lMlro1vqIzcdJ2YAj6EHp712vxJZb7w/4YuDczQxS6nbl3jfb8rAnJIoA9KqC5uoLSPdNIq8EgE8tgZwB3NePx6pqsl/JeQ393/bsWsC1/s8yHbJbZ4+X0287q2viKtrb+NfB99d3UlvEs8iO3mEIPlyM/jQB3Og67Z+I9KTUrDzPs0jFVMibScHB4+taleB2F/Npkmk3ul6jcPLfR6hHJEjFo12l2UovY5I/Ous+E11HN9sKa1c6g0sUbvG0bhIGHBBLfxk9R7UAeoUV4hpF9IdcN/JqN+14viOe3WJpG2GEq20BemM7eaz9O1eezttQvbnVdauNR8mYX2nxRMNpLcMWPQjOARQB7/RXzXaahNf3semzahdpZPq0ChIZpMLEyfNhjyeep9a6K1tbmLx9PaXur6tZ3FlOBZ28cLSCa3C8Ev0I65oA9pu721sLdri7uI4YVIBd2wATwBVPXtetPD+nrd3SySeZIsMUUS5eR26KBXgckwvfCGp6cYZ74xPBcjUAXPmDz8YdD91wGOcdgK9h8YD7Lp+hXkVtJNa2N9FLKIl3FI9jLux14LCgDc0bWrfWtPa6jSSAxu0c0MwAeJl6hsVk6b480rU9WSyiSdEnZ0tbh1xHcMn3gh9vesjw95MMGtXFwZYU8RX8v2OMowYgrgE/3c4zWF4f0+9udT8J6WbCa3m0CWZrsuh2bcEKQ3Qls0Aeg6D4ptPEN7qdrbwXMMunSrFKJ02kkgkYH4VstLHGwV5EVm6AsATXBeA5S/jPxnIYZolnu42i81SN4VSCQe4zXI/Ey+SLx7NbSoxhl06JXudrt9kHmElxt6HA6n0oA9r86IdZE7/xDt1pyOsihkYMp6EHIr5vl0mOTU0uLK31CXTX15VWQGQhrYqu7/gJJPNenfDbU/sumPps0F0obULhLYNC2EjB3LknoMHigD0SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvFcrNdXEAVgYSoJPQ5GeKsVmWEsr6xqiPnYjRhATkYK/pWnQAUUUUAFFFFABRRRQAUUUUAFFFFAEN1bQ3tpNazoHhmQo6HupGCKoaZ4d0rR5BJYWUcLiFIAR2jXOFHoOTWrRQBg6V4O0LRdVm1OwsvKvZwRLL5jMXBOecmt6iigAryXxZ8MNd1bxNealpt7piQXTCR4riOTllAC7gDhunpXrVFAHkEPw28YS6yNZutV0NNQRAqSR2bEcdOMgccYOKli+FviCLUxqa6vpC33mNKZRYHO9h8x+93r1qigDyOb4Ua3PbQW0mqaP5UEhljUaeRhj1OQ1d/o2i3MPhz+ytant73IKN5UXlpsPRcZrdooAoXOj6feaaNOubSOWzACiFh8uB0FQQeGtHtr21vIbCJJ7WMxwOM5RT1A9q1qKAIJLW3luIp3hjaaIEI5UEqD1wffFU7rw/o97p40+5022ltFbcIWjG0H1ArTooA5+98H6PcWDW9taRWkgt2t4ZoUAaJW64rmvDvwn0zTXV9VWzvjEnlxqlt5Yxxhm5+ZuK9FooAwZfBnhycyGXR7RzK+9yyZ3NgjJ/M1qTadZ3GnmwltontCmwwlRt2+mKtUUAcbq3w80y/eyjtIrWytIbgXE0K24InYDAzyK6qzsbXT7VLW0gjhgQYWNFwBViigDKfw7o0lq9s2mWpheQysnljBc9W+tXxa24tfsogj+z7dvlbBs2+mOmKmooArRWNpDam1itYUtyCDEsYCHPXjpSiytRafZBbQ/ZsY8nyxsx6Y6VYooAiEEYg8hFCR7doVOAB7elcfp/wAM9EtL2Ke433yQMXhiuI0KqxzySFy3U9Sa7WigCidI01lZW0+1IZQhBhXkDoOnQYqeW0tp4Vhmt4pIlwQjoCox04qeigCuLK1F19qFtD9oxjzdg349M9aWe0troKLi3imCHcvmIGwfUZqeigCvFY2kKoIrWFAmdgWMDbnrj0p8NvDbqVhijiBOSEULk+vFS0UARC2gByIYwc5ztHWl8mLLHy0y33vlHP1qSigCEWtuOkEQ5z9wVJ5aF92wbsYzjnFOooAjWGJFKpGiqeoCgA1JRRQA0qDgkA45HtTqKKACuX1bwDoOtay2qXkNx9odQsojnZElUdA4B5FdRRQAyONIY1jjUKigKqjoAO1PoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMnTyx1vV9y4w0WOc5Gytasuw/5Deq/WL/0CtSgAooooAKKKj8pPO83aPM27d3t6UASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQxQmLfmV5N7lvnP3c9h7VNRQAUUUUAFFFFABRRRQBm2SMNZ1NipCsYsHHX5a0qKKACiiigAooooAKKKKACiiigAooooAKKyPEfiCy8M6NNqV62ETARQeXY8BR9TXnvhXxprd54e1XxJe4lmvrv7JpenxsCoYZUD88kn0GaAPWaK8Zv9I8U6X4k0CCLxZe3eqXE4kns9oMUcXWQsR2ySBmvZR05oAWiivL/iRcXl5418LaDpt/d2s95KzTmGXaPJXBbj1/woA9Qorwq68Yapolt4q8PPdXuoCC9htLGdZAJ1MoJAB74I/Wuoh+IV5ZXmoaJFpTztotsDcT3VwquwCZ3kdwSMZHrQB6bRXilt4t1nXZNCbVXltZpEn1QfYpMItsAdqvnrVfTtR1CKPw0dR1S68uMT63fMZCCIQfkRh6HjAoA9zorylPizqE9vqrLoIha00830ZkmB+VvuKwHRj1xVSDxRqdlqkeoeJmmWbStO+0XCW0o8p3mYiOMp/e9KAPYaK8tf4s3FnpWsTXukKL+wmhiW2jmzuMoyq5/vDoRXQeA/GV74t/tP7XpYsPsUwhwJQ+Wxkg49KAOyory1vizcTeJ4tOsdGE9nNeNZQzGXDO6/ebH90Uy1+K2pPqCtdaJFDpkkl1HHOJ8sxgUknGOhIoA9VoryLSPjBqM0sp1TQlhjksBeWggkLtJufYiEY4LHpUs/xV1m20vVHl0GE31neRWaRJOSskjjO0cZJHHHvQB6xRXlWtfE7XdGtXil0S2GoWloLq/jMxKRBjhFBA5Y1W1X4g+JodRluEgsorPTdNjvbqBnIMkkg+VAcdjjigD16ivOLf4iancvqkUGjpNNp2lpdypHJk+ewyIh+FbvgTXdR8SeGYtWvDZt9oG6IW5YbfVWz0IPFAHVUViaxqeoaR4TvNSaC3e9toTKYg52EjtnGentXC33xH8SaY98l1pOnFrK2gu5fLnc5SQgAD5eoz9KAPVaY0sauqM6h26KTyfoK801b4kahpvjOw08QWkthcSJG4jZmkTcu4Fjjap9utYOqeI9Uu/E3hfxNcwQR2hS8e3t0J8zaqNjeehzjPtQB7ZUTXEKSiJpoxIeiFhk/hXIeCNf8S6yzNrWmwQW0tulxBNG+Cd2PlK5zxnrXDa/Jq2leIfEWuPb6bd3NvqNrDbvKZAY1ZV24A46MM++aAPbaK8zu/GXiS2OpqV07zNEt45r5QrfvywyRH6DHc96y7n4leIyL2e3t9PSK3u7aFY3DEsswGMnsRmgD2ComuIUnSBpUWZwSiFhuYDrgVzPhDXdU1i01iLUhAl3YXb2weJSFbCgg4P1rzm2Ov3eteDruXUrabVJW1BY7iWM4VVBGGA69Dj8KAPcajnnitoXmmkSONBlnc4AHua8nk+Ifia/axt9Is7R7lbJLm6MjqqMSxU4JIwuATkZrW+LMl9P4Etvst1FEtxdQRzArvVwzDjPpn86AO/tru3vLcT208c0J6PGwZfzFQJrGmyMipf27s8hjUCQHLD+Ee9eZweJb7RLLVJdNgsY9P0m8S0lsY4tpnZsbnU54JJ4GK56H7NBqVpLHCF8vxeW2hQCB5ecCgD3uivL7Hxf4iv4dHvoJLd49ceeKK28r5rVlD7GJz8w+X5qz1+J2qXl9ZwWyZ+12n2UmODcsWobvu5z0AySPQUAesRXttNdTW0cyPPBjzUB5TIyM1YrzFte1uxlvYWv7E3EWqwWskq24UujIOvPUGqupeNta03TraG5v4d51WaymuooNz7VGVIjz+dAHrFFcbp+qa6vw3uNU1CSJdUS2llUrHgDGdpIz6AH8a4yHx3rdnY2r3uswOt7pAvjN9m/49pCygLgE7s5IGcc0Aey0V4ra+N/Et/q1no6amlu7apJZtK8KtIU8sSKSAcZHSrMJ8RaZo2vfZNelvdQ/tZom8x0SQovB8sHgMQOlAHsNFcx4a1VNc8ERXEWpzeZ5bRyXUqBXRx1LDpkflXQWfFlAPP+0fu1/ff89OPvcevWgCeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXxL4Z0zxXpEmnanbrLGQSjHrG2CAw9xmsTwz8N9N8MTWj29xNILSFo4EYABXb78h9WPA9gMV2tVr67jsLC4vJiBFBG0jEnHAGaAOL0v4bNYeMG8R3HiLUbud23PE+FRuuAcdhnpXe14nofxu1LVodaB0WL7Vbqv2G3TcXmZicKR34GeK7fTfH1jY6XpqeLL600/WbtAzWgzlCTwCOcH60AdrXh/i+w8Uj4mz6zp+kavcJFEIIp4fL2hCvITIOOp5613cfxV8JNfanayakITpxxI8g+V/XYR19K6TRtc07xBpq6hpV0tzasSokUEcjqOaAPCbrS9ans9Otofh9q9uLS5+1PKl2pkuHx952K5z79qgTTPFjfbZLzwlrd1c3Fo1mtw9wgdIycnJ2/Oe2T2r3/TdQ/tWxM4trm1O9k2TptfgkZx6HqK8y8L3/AIw8R/8ACRmHxKY5tLv5LeBJLWMpIFGRvwAefY0Acstl4lMEkcngrXJC+njTyxu0yIx6fJxmnX1jrmoSXLy/D/WVM9glhhL0AJGvQj5etdxo/wARLXUv7Mv76e6s5haTvNbRqDBIUOGOTznPTHrzVjUfia8UOmS2Wh3zC8vo7YiZVGVYZyhDYY496APORpevCz1O3PgXWm/tGOCOWQ3abgIsbcfL/sirlza+Ir+LVfN8Caw02oGEvLJfISrR42EfKM8jJB4+ldhqniO9ku9Fm03U71Le6142k0U8aKQAvKjjO3I/Wk8O+PZdM8Grfa0t9qMxuLrfLEi/LHG5GTkgDjGB+VAHNfYtfuooFk+H1/5kV4L6WVr6MNcSg8FyV5A7AdK3fDyeK/DdjdWtl4FkaO6meaQy6rGW3N15xU+p/EqO5Ou2xtNSt7C0ghdb60VfMTzMENhjx1GOPWt2Tx7Y2UxtjbX1zBamKK5vtq7I2cDG456884HFAHmtt4O8Rafd/adP8HXiXcAla2M2rRtHE0nUgbRn86dF4V8YxeEG0Y+E2muTaNarcy6jFiNXOXKqBwTnuTXotl8StKvNRjs/sd/DvvDZCWWNQgl7DrnntxWl4n8YWfhUI15aXcsZjaV5IUBRFXGckkc88DqaAPNbfw14it9Mlsx4Muy8ggX7QdXi8xFhIKKp24ABHpT7Xw7r9tJC58DXExivm1ACXV4julbucAZx2rt5/iLYQ3s8P9mak0EBi826WJfLQSAFWPzZxyO1RWvxLsbq7RRpeoR2huzZNdSKu1Jh0XAJPOOtAHE6z4X1vXdWvdRu/A10Jbzy/NSPWY1QlDlTjFRal4X8T6lNqsr+DJ1OoeWGVdZQKoTAHAGCeO+a7JvilbRC+WfR7pJra3N0sKyIzPGGwSRn5T7HmlvPiabHTI9QuvDt/b2zJ5ped0QeXxgg55Y5+71oA4RfC3jSzvNQn0zwi1sbx0fedXBdGUcH0Jz6g16P8ONO1jTPDT2Gq6VDppjkby1inEjPu5ZiRwCSe1Z9z8S5bG81V59Hkk0y0S2kjuI3AJSbGCQe/PT2q5qPxIs7BtRQ2UjPZ3sdmN0iors6bgSx4UY9aAOkbQ7eXw++jXE1xcW8kZjd5JMyMD1y1ZFz8PdCu1uROt05uYI7aUmc5aNPujPtV6XxC8fhE66LCXf5IkFsWGcnoC3THPX0rmofihBcaPFdR6f/AKS10bRozcKIg4GeJcYOe1AGi3wz8ONeLc+VdBllWfaLl9pkAwGIz1xUkHw38NW+oJdraSs0ZcxxPOxjj3/e2rnAB9K09T8Qx6V4ZbWbm2lGEDfZ1wWLHgLkcde9cBB4zv8Awzd6/caxbOLu4ubZLayNy0qKzqx4O3KjjkAdqAO88P8AhHR/DAl/su3eMycEySM5AHRRk8D2FVp/AehXd3d3NzFcTPdzJPMHuH2syfd4B6D+grmp/ixi101otGkSe7aRTHduYFJQgYRmXDFs8ZxWifH93NNcTWGgy3Wn28kkE06zgMkiLubIx93qM560AbWpeDND1XU01C7tmM4QRNtlZRKo6K4B+YD3ps/gjw7cm4L6cubiRJpSsjjc6/dPXt2rkIPGF14ll8N/2l4fktrTU5t1pcw3xyhCk5IUD8ulN8MeLL/QdNtrbULCWbTnluI4b03G+QshJwyn1A4OaAPQ9O0XT9KNybK3EX2mQyzfMx3uepOTWTbeA/DdrcefFYHzQ8jqxnc7S+d2OeAcnpWZ4J8e3niy8liuPD93YwmMSwXDg7HU9iSBzjHTIrN1XxdNoGsavPb6Ekl/JqFtY/NdkCUOp2N0IX6CgDorj4d+FbpbJZdIjKWalYV3twpOdp5yRnsa19U0PTNZsFsNQtlmtkZWWLcVAK9DwR0rM8P+KTq+hahfXNssE2nzTQ3Ecb713R5ztOBn8q801VZbrwZpPiOZ7+41DWL9PNW1nZC0LE4iHIAAFAHpk3g3w1JqK3sthF9oZlPMjAOy/dJGcMw9TzUsPgzw9b3IuY9MjEwuftQYsx/e8/NyevJrhdGTTdEu9HtZfDV3anUNQkMUV5dNI8JjXKuASeT6Zqc/EvXDLJLBo9rcW3kT3BVZGWSBYmxiTg/M3YYFAHc2HhXRNMvje2enxxTkuwYEnaWOWKgnAz3xVuLSNOhAEVnAoWY3Awg4kOct9eT+dcZrXxFudMsJ7uDTYrgR21pcDM5AInYrjOD0Iqs3jnxZ/wAJF/ZUPh+3uXtDCL7yXOB5gyWViQAACOCMnmgDsn8L6DJcNcSaTZtK0glZ2iGS46Mff3rB8TeA01e6spbB7G1SGVppYJrMSpM5GNzcg5/Gr/j+2juvA+p+b5i7IvMUo5Uggj0rJ8X3E2k+FtJ8RWkkiz2JhL5Y/vImwGVh369+9AGpZ+EmsfBt3oUFzGJLkSbpPLwiF+u1M8Adhmn6D4K0rSfD0Glz2VpcssCwTSGEfvgvTIOe/P1ro43EkaSLnDAMM+9PoAxLfwf4ctLmO4ttEsIp423JIkKhlPqDUs/hnQ7qSWSfSbOR5nEkjNECWYfxE+ta1FAFWLT7SCy+xQ20UdrtK+UqALg9RipookgiSKJAkaKFVVGAAOgFSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAwFizArgDoc9afRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwPxW1/xB4c8O2174fieRxcr9oKxbyseCTx25AH41zWu/EKy8c6RbaXo9jqtxbzTIdSaK3PyxDlkz3JOB9M17CyhlKsAQeCD3qK2tLazQpbQRQqSSRGgUE/hQB4AYLuL4x/8ACUJ4X1c6XCiiGNIMNuVAoOM/WqnifSbvXvFd3qCaLryWV+0b3KSWivIhQ5AjOeBX0jRQB8wX3h/UXt9ftbPRtbS2v5IprdXs1yrIR945/l617R8KraSy8CWtnLYzWc8LMJUli8vLHnIGeR7129FAFCwXUhYOL+SBrvc+1olIXGTtyPpjNcHo/gbxZo8GsW9vrenomq3LzyyLbtviLddmWx+del0UAedP8ObzT7jTBol9aw21lZyW5S4g8xpGc5Zyfeqmm/DbWLKKORdTs4ZYtQS9ht0hYwRYBDBVJyM9eK9QooA84/4QHW5JrN5tVsiLbV21IBYGHUY29azT8LtfOhrph120MJa6LxtbEp+95DAZ+8CW5969ZooA8tT4W6mun6jZHW4TFqFnb287GDLbogBuXnjgVpS+AL9Jb61tNUij0zUnjkvIzETJuUAHYc4AbA616BRQB55D8NrmO5ikbVwyRamuoqnk/wAQGAvXpirXjnwJc+Lb+0uIdTW2SGGSF45IRIpDj7wB4DDHWu5ooA8k0rwzr914k1bSLu8ZdJMVsk8jWu37T5agfI2eOgBp3hTwrq+rPqRv7qez09dWluo7VoArucnY2705Bx6ivWaKAPK1+E2oqsoHiIKZLeS2Yi1XLIzbiWPds961Ne+Hd5rEenqmuGP7NZ/ZGDwLIp4xuUHoxHevQKKAPP7j4Z/a7a8t5tXm8q7soLaRVjUfPF9xx/hUL/DO+Y37/wDCRys9/IslykltG0chCbDlcfjXo1FAHKXngmGfwHH4XgvZ4Y4kRUnHLZUg8joR7VkWvw2vLSzvbdfEUs0d1MZGinto2j+YYPy4xn0NehUUAc3P4QtrjwWnhp7mcQpGEWdThwQcg/nWHJ8L47yCdtR17Ubi+llimW7G1XiePIUpgccEj8a9AooA4i/+Hiajokel3GtXs0eWM0k4SR5SSOckcEAYBHSkf4Z6f9tupItS1CK1uSXeyST9z5m3bvx3PfnvXcUUAcbF8PraGz0C2XU70Lojl4GG0FsjGG46YpLP4dWFvKBcX99d2sbySQ28sg2xM+dxBHJ6nrXZ0UAcn4X8CWnhidZI9Qv7wRIY7ZLqXctuh6qoqnqPw1tNT1e61CfVtR3XF1DdGMOAFaL7oHGcc13FFAGBofha10O31O3SeWeHULiS4kSXGFL/AHgMdqwdM8BsdKt9F1Ka4+y6XdebYTRS7Sy5yuQP7ucV3tFAGFrfhex1y5067ufMNzp0hmt2Vyo34xzjrXE6F4H1qOf7LdGe0s3eU3my9MiXAfdkKhHy9epNep0UAcEnwn0FIWia41F0ZIoyr3TEbIzlFx6A1sX3gbRdQ10avLHMtydvmCOZlSXbjbvUHBxiulooAzdc0WDXtIm0y5kmjgmG1zC5RiPTI7Vi694auNWTRtJQoNItZEluGdiXfZ9xR+PU11lFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTQylioIJHUZ6UAOoqv8AbLUyLH9oi8xiQq7xk49BT3nhicI8qKxBIDMASB1NAEtFRxSxzxiSKRXQ9GU5BqSgAoqrLqFnBIY5ruCNx1V5ADVhHWRA6MGUjIIOQaAHUUUUAFFV7y9tdPgM95cRW8IIBeVwoyegyanBzyKAFoqub61F8LE3MX2op5gh3jeV9cdcUkV9azXU1rFcxPcQ482JXBZM9MjtQBZooooAKKKx7fxTod3qh0y31S2lvASPJR8k4649cY5oA2KKKpTatp9vqMOnzXkCXk4JigLgOwHoOtAF2iiigAooooAKKKqWGo22pQNNayF0WRoySpHzKcEc0AW6KKKACisa48UaVa67Ho0s7C8cDA8tioJ6AtjAJ7AmrDa5pia2mjNeRjUXjMi2+fmKjvQBo0Vix+KtEl11tFS/jN+pIMXPUDJGemcc4o0/xVo2p3txaWl6ry24YvwQpCnDEMeDg9cUAbVFZGj+JdJ16SZNOuhM0OCw2lcg9GGRyD6jitegAorL1TXrDRrmwgvZHR76YQQYjLAuexIGB+NalABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc3428T/APCJ+HZb9YWmnJCRKEZlDH+JsA4UDJP0ry/wJrup3Hhy71FLt7rxH4jvmggcqcQxoMF8dlUEn05Ar2y8tIL+zmtLmMPDMhR1PcEYNZek+EtG0S6juLC1ETRW4tohnIjQEk49CSeT3wKAPLtX8J+G7TxHo+n6fdeXqOnut3qF+9ycoigkgAnG5jkkAetW/FE4vvCGueLtVt2Hnwmz0mCTqsbHAb2Zjz9K6qb4S+Dprx7t9Mc3DvvaTz3yxzk5571s694O0TxJb28GqWrSw24xHGsjKBjpwDQBV8JWi+Fvh3p0U0bn7NaB5FiQsxJGTgDqea2dH1RNY05bxLa6tlZiBHcxGN+D1x6GrdvBHbW0UEYIjjUIoJzwBgVLQB4/8Q4reD4hw3A8ORaw7aNM7wHA3bWA3HPXA49fSp9E1W80PwR4S0zRtQgnm1W5aNLuSMskK8sV2k54+6BntXe3HhTSLnxFHr0sEjahGu1ZPNbAXHTGcYqv/wAIL4dEFzAtgFiuJRMyq7AK+c7k5+U/TFAHKaf4y8RXGunSZ3tF8iW6tpLhIiPMeNdysATwPUZrLufHnipIXkiurEBNHOoEG2JyyvtK/e71303gTw5PY21m+njy7d2eNg7B9zfeJbOTnvmqy/DXwqkciLpu1JIDbsolYDyycletAHC+MtcvPFPhK/keW1htbF7MS25XLSO/luW3dUA3YGPetFfG/iQ67e3kSWn9g2dzJbyxs67wI1PQD5txIzj0xXWXXw58KXssck+kxsUjWPG4gOFAC7hn5sYHWrieDPD0es/2sulwC82hd+OOBjOOmccZoA4vQHu7r4l6PqV3qUN4b3RZJV8tVUR5cfKMDJX6+9Zd5datpnjzxnqunapb2yWawSSW8kKuZ/lHy5JBA+nevRdK8EeHdF1Bb+w0yOK5UMEkySVDHJAz0HtRqfgfw5rGrpql9pcMt4uMucjdjpuHRse9AHBS+PdeXxhYKLuJ7Ge8itpLdIRsiDpnDOTneD6cUmofEHWNKTU4p7km8aRVhjlhVEiRpNokjkGVZcEfe6Gu3m+HfhW41GW/l0iFrmSUTM+T94dCB2p8HgHw1b2l5bLpiNDdoY5VkYt8uc7RnoM88UAQ+Eb3WNW8OXY1S5gW6WV4op7eRJCEwNrNt+Xdzzxj2rhfDdolhYeFLz7VE8+LxhO0SgxgLkg7RkgHJPfrXqOm+HdJ0jRjpFjYxw2LAq0QHDZGDn1zVWPwX4bhigij0e1WOBmaJQnCFhhsfWgDznTfF/iiZNUto9R8+f7HHPaPdxxQsxLYYxjPTA4Dc1UvPGv2R9G1aSS41K8t57mCQy2ypLASnAdV4O3rkV6Uvw/8JrvI0Gyy67WPljkelWIfBnhu3lhli0a0SSDPlsIx8uepoAqPrMum/D+fWbe9OsyRWrTpMFAEhxnoo4A9OtcgfFd7a6AtzJ4wiupb0WzwrBbIZIy5+ZB/CM9Bu5GDXpWn6Rp+lWP2GxtIoLXJPlIuF568VRHhDw8LKW0Gj2Yt5ZRM8YiGGcdG+tAHleleNvEeu32l2h10WKTS3cLyqkT7vKwVYkjBODzjAOKdrfxA1210qC6h1bbdpZQzSwCGNUUs2CzFuW3Doq13F78M9Butb068SztobS0MjtaJEAsjvjLH8hW5eeE9Av5hLd6RZzOIhCC8QPyDov0oA46x8W3OpapKsviK2sJ4rxIxYuinzYioOV4ySScgjjiuftr++8U+JfDkL+ILqFpba+XzrZ1jJdHwvAGM4xxXrQ0HSVu47sada/aI0EaS+WNyqOgBpkmg6eIk+y2dtBPDua3kWIfunYfeAoA5DwJqmralepp97c3RuNFWWDUDKOJ5Gf8AdnP+6M/iKpa7rl+ut+IJRrMljc6U0RsrAuoS5QqCcgjLFiWHHTiu48P6M+j2kwuLtry8uJTNPcMoXe2ABwOAAABVyfSdPur2K8ns4JLmIYjldAWX6GgDz7wLAJviL4quTeXE23yfkeQMoJQEj6joPSrutSw/8Lm8OIJI/NFhcgruG7kcZruILG1tZZpoLaKKSY7pGRQC59T6006dZG/F8bWE3YG0TbBvA9M9aAPE43uZ9DTRrQ/8VCPEUsgVxl41BLbm742d/wAKSMS6vovh+y0mKQXNhpeoRX0CZDRuU24b3Z+QK9zEEQkMgiQSHq20Z/OhIYo2ZkjRWb7xCgZ+tAHnXhfZqPjDSb7TGA0+10FIZkB+47NlVI9QAeO1c94n1zWLXWfEgg1y9ijtNQtEiRJBhEk++MY6fyr2eOKOLPlxqmeTtGM0020DFiYYyW5bKjn60AeJXWrTz31jBeai13FZeJ0SGSRwzCPbnk969yqH7LbZz5EXXP3B19amoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBoZSxUMCw6jPIp1VI4lXUppQ8eWRQVA+bjuTVugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQkDk0tABRSZGcd6NwJwCMjtQAtFFFABRRTQ6lsBhn0zQA6iimllBAJAJ6DPWgB1FFFABRRRQAUUUxJElXKOrAHGQc80APooooAKKhe5gjnSB5o1lflULAE/QU554o3VHlRXb7qlgCfpQBJRUfnw+d5Pmp5uM7Nwz+VSUAFFRXFxDawNNPKkUSjLO7YA/GnqwdQykEEZBHegB1FRiWMymISL5gGSuecfSokv7SS7e0S5ia5QZaIONyj3FAFmiq1vf2l3LLFb3MUskJ2yKjglD6H0qzQAUVVvNRs9O8n7Xcxw+dIIo97Y3segHvVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCogl/tKUnb5flrjgZz/OrdV1P+mSD7Pj5B++4+b29asUAFFFFABRRRQAUUUUAFFFFABRRRQBkeIvEFn4a0iXUL1wFXCxpnmRzwFHuTXnHhPx3rd14b1XxNqGbiW9u/sml6ZFggOOAAe/PU+ik16N4k8N6b4p0iXTtSt0lRgSjMuTG2CAw9xmsHw38OLDw1d2EkFzJJBY25jhhZAB5rH55Se7EAD2AoA5TVNH8XaZrGhm38UXlzqU86yS2W391HF1lZj/dB4GfwrTvrnVfGLahqVprsmi+HrNXhW4iGXnI++4z0APANWbn4XXFzq8+pnxfrQnnOJAHXaU6bcAdMEgVqeIPAEOt6FaaNbape6ZYW6hTFaFR5mOm4kZoAZ4EuL/S/AkNx4m1DO12ZLm5cKTCT8hcnoSP511VjqFnqdsLmwuobmAkgSQuGUke4qrp+iW9noEOj3DNfwxx+W7XXzmQf7WetW7KwtNNtxb2NrDbQAkiOFAqg/QUAeU/EbUbTSPG8b6jqmr21jLpkkrJZSyf6wMFUgLwPx4yea3dF8RavovgnQk1VTf63qMhito3kVS4OWBdhwMLjPXmtvU/BsOq+KY9aubyVlW1a0NqUUxtG33geM8nHftWRD8MYLaxtbWHXdSVbG48+wclGNtnIKjI5GOMHNAEVt8S7i711NKj0KUTL50dxulA8qWMZK5xggjHPv0qtc/FS7hhDR+Hy5Gnf2hJuuQAqhiGHTJIx+NaH/CsrZFS4h1i+i1TzpZpL8BPMkMgwwIxjGPaqK/CNBC8TeJNRdXs2sjuSMnyickZ2+vegDL8feL7vWfCl4NJtJore2+zNcXfnmMo0hVgigD5+G55A5rZtvicZdfubIaJdHTbSd7ea/GSsbIuWZuMBfxz7US/CeCSyms117UUt7lYhcphCJTHja3K8HAA49K0IvhzZxarfXA1PUPsV6xefTxIBC7kYLEAZ5646UAY2i6rqer/ABR0++ntpLWwu9IeW3jFwXVxvGGIwArYxxzUN5q9/wCGfG/inUrXTZLy0hhhluGmuyuwY58tTkH17VvaB8PE0PXLXU21zUbz7JbG1ghmK7EjJzt4AzirGseBYdW1i6vv7VvYI72JIru2jKlJVXoOQSPwoAxP+Fqf8VDZac2lKsN7OkULG4HmlWXIcpjhfqaZH8V2a1vZTpKNJBN9njt4bnfKZN+wK6Bdy565ANTXPwh02bVGvIdY1K2j+0rcpBC6hY2UYG04yOKlHwo06RLo3WqahcXEsYjjuWZVkiAcOCGAyWBA5OTQBtaJ4lvdZ8NX+oy6VLp9xbmVUiuAwD7VyGGQDg/SvLvATymfw1rc5mN9dm8aQfbC4nVeQSpOFOePpXrWj+GU0jQJ9LOoXt28+/zLq4k3yEsMZ54GBjiue0/4VabY2+kwDUb5000XAj+ZRvEudwOB05oAp2vxSmlj1cPpkcktjAtwDbyF02s2CCQvVe5GRWTq3jG1TVfDPia5urbaHnhJtrhnilG35QBxtYnj5hxW0nwitISHt/EWtQzLbi3R0mUbVBzgDGMe1XLX4U6DE8Ul1LdXjK7yuJmXZI7LtLFQMdPSgDo21ia08MS6vqFtHE8UBnaKOXeAAM43YAz+lc4PFniCHQJtTvbHTLZJUhls2a7+Uq5+YNxklQR069q6HSfDVnpOgNoiyXFzZFWQJcPvIQ/wg+lYMfwt0CPThZibUCEkSSGV7pmeDYcqEzwoHpQBhWnxO1nWJ7Gz0vS7QXM73EbPPIwQtD1wMZGcjr60lx8Vr+PTYNTWwtRa+SjyRGQmVmLbWAUfdUH+JuDT7r4YtB4n0oaZNfRachuJrq6F3+9EkmOBnnnH61s3/wAKfD18FVnvok+zJbOsNwVEiqcjd6mgCa08T61q11NNp1haNp8N0LZxLLtkxtyz+nBI471ymj+JNcufEGj2WlQ6bZxXEV7LNbRlmRpUcg5PXOcH8a7GD4daBba0NViS5WbC5QTtsZlGA5XOCw9TTYfAWnaWttd6aJ31GxM0tu807YdpMkq+P4SccUAQ+FvGV54insbdrWKOdUm/tJFJ/wBHdH2qv1PJ/Co9f8X6zYXery6bY2s9po3l/ao5HIllDAMSmOBgHv15rS8F6Fc6VaXl9qVvbQ6pqVwbi5S3+4hwAFB79M/Uml1PwJo2q6y+pzC5SWbaLiKOZljuAv3RIvQ4xQBy3hywj134ma/eanFFcNaGB7Zju3Q5QEBTngc8jvT/ABPo76b47svFF+sGoWck8VtFEQ/mWrE4DIAcNz14rttM8OabpGo3t9ZxyLcXpBmZpWYNjpgE4GPaq6+DdEXW21Y2rPdGTzRvlZkV/wC8EJ2g++KAPMrCRzaWuurGJdebxK0HmZ+d49+0of8AZ2Z4/Gu78U6xr9jrdrY6U9ikc9ncTbrhGZg0YU9iOPmrVg8J6Lba6+sxWYW9Zi2dx2hiMFgucBiOM4zS6l4W0rVtUj1K7ila6iheBGWZlCowIYAA45B60AeU+K/FWran4Qu7DWoLM/b9ITUYBbqf3WJVGCSeSQc9OOa9n00j+zLTn/lin/oIrmbn4Z+GLuGKGWzmMcVsLVVFzIB5QOdvXkZ5q7pPhg6V4lvdSiumFpNbxQRWoLEJsHXkkZ+gFAFO5toYvila3EcarNNpkgdx1bDDGfpXn1+81ppGjanpUaya1NrF0JnAzI3EgKt3wFC8dq9bfw9p0niBNckika/jj8pHMrbVXvhc4H5UkHhvRrXVZNUh06CO9kyXmC8nPU+2aAPOPBkMFtqfgttLESzXemzS6kyklpPunLepDk9ferPijxh4nsvFWrafp99pkdtYxW8wDwlnIkcLtJ3DnnNd/pvhzR9Iu5rrT9Pgt5p/vvGuMgnOPYZ54qre+C/Duo3k93d6XDLPcbTM7Zy+OmeecUAcBqOs3VxeXOnazcQXMmmaxaNBcmMRkLIM7ce3TOa9ernZPA3hqS4aeTSYXkaRZmLZOXXox56iui6UAFFFFABRRRQAUUUUAFFMkkSGNpJHVEUZZmOAB7miORJY1kjZXRhlWU5BHqDQA+iiigAooooAKKjmljgheaZ1jjRSzOxwFA6kmiKaK4hSaGRZI3GVdDkMPYigCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKgu7qGxs57u4cJDAjSOx7ADJNcX8VfEGv+HPDcF7oMDSOLhRcMse8pHg5OPrgfjXL678Q7Tx1pUei6HaatIJpkGoGO0OVgHLr9TwKAE0D42XGqf2402kANaIjWVvGT5k5YkAYPXpnjtXb6R4xhi0qw/4Si6stN1a6UN9k8zBXJ+UYPOa8vt9KuY/jKPEh8O6tHo8EKiBVtTu3KgUfKPxp/iPwy2veJ9R1H7Nq622oeWJUk00tJGFOfkbPymgD0w/ErwtHe6naT6iLeXTTi481SB+B710GlatYa3YJfabdR3Ns/3ZEPH0rwXUPBxmt9dtY4dYS11GSGSJpNNZpEZCOC2eQcV6v8NNNGj+EI7Dyp42jlYt50BiLE45AP8AOgDoNN1eLU572KO3uYjaTGFjNHtDkDOV9R71x3i7UvFOh3NpLFqtutve6pHaxRC2UlI2zySep4rtbEah5l19uMGzzT9n8rOfLwMbs985rF8Y+HLzxHFpqWlzDAbO8S7zIpbcVzgcfWgDlLjxbrXhbx61n4gvZLvTfsbzqLa3HyqHwGbGO3WuhvPiV4fs9Xt9PaZ5DMYwZEAIQuMoCM559hxUWveDdQ1fxBc6nFe20Ym0xrERvGTtLclvesi2+G+s2eoeda6zZxxSCHzCbQNIhQAEox6ZAoA3PiN4lufDmgQvaR3H2i6uY7dJIUDFNzDPXvjOPeud0Lxdq+k6/wCI7HWJLzUorWS3FpGsKiUeaGOGxwMY5JrrvGHh698Raba2lpcwwtDcx3BeVC2SjAgcepFctqfw31vUtX1LUv7ZtYmvpoHkt1iPlukYI2t3IOQaANcfE3RpY9NNtFdzPfIzhI0G6NVbYxPPOG7DPSq/h/xdLb3E2lXk1zq18dRlgTyY13RxA8M4GNoxWLH8KdWTQ7PSX1SwMVrI0kMqwMssTM5YlGHPfGDxV2y+G+r6b4lOvWesQRXstyXuG8tiJ4jj5GHTPvQB1Pi/WIdIs7Mzz3tus93HGJbVA2CT0bPY9KoaT8RLPVdaj05dL1GBZJ3t47iaMBGkUEleuegNWvGfh7VPEVtYRabqENoba5W4bzYywcryo/OsjS/BWu2l7YT3er2ky2+oy30irCRu3rt2j0wCaALPxN8WXXhfwvPJpoU6jIjGMnGI1H3nOfTIH1Io1afWdXutG07SdVNjO9qbq4nVQ+QQAowfU7vyq1418BaX40sXS6UpeCIxw3AJ/d5Oenekt/CFxpdpqH9lagIbuW3itrSSRNy26IoGMd8ncfxoAwtM8Qazo8vipdQ1A6pYacqi3uigVvNIwY+BgkEioNVj8XaTo+n6r/wkE0upSSRImnCMeXIGbLKeMk4PXtir+j+BNctraCz1XW7a5so7hZ2iit9hkIJJLHuSat6l4X8TXfjBdXtdetYrVAFihktd7RKfvbSeMn1oA2vFOrRaP4auL27W6EYCq5tWw6biBkH2zVGx8ZRXfi2Xw/BZTyfZ/kluS6/K2wNyvXGCPm9a0fE2iza/4duNLjuxbtOoVpSgbjvxWSng24fxdBrVzfoy2/KGKIRyMdu0q7D7yd8etAEvirxxb+Gby3sxY3N9dSxmZooBysQOC3Tk56Cqtv8AEOC6119Ph02fyo1BlkZwsiZTdnyzzjtn1q74g8JTatrlprFhq9xpt5DCbdmjQMHjJzjB6HPesm6+H17eeIYNSl11ttuS0LCBRMDggAv/ABL7GgCK3+KttNpNxqDaVKsSsqWwWYN57s2AnAyrdyCOlLF8TJ7qWzhtvDN8ZpzMrLK4jCtGMnkjlSOhxTR8Lldb2WfWJRe3DRyRzwQrH5ciHIfaOC3rV6LwNqEdza3cviO4uLqJZRJJNEp37128DsAB0oAw3+Jt3eX9w1rpbzaSui/b2CyhJOSQecdsEfrVhfiTFpEej276XKthPDb7bie5BciQDBAxlsdzxUtr8LVsrQwwa1OC+ltpkjGJTuQszbvYjcar3PwiWdFjGvXKx+XbIw8lScwgBcH+EHGSB3oA1vANxcy6n4rhnuZp44NVdYfNYttXAOBntVOx8fam66ilxpKGddTNhYxrMAZG/wBr0AHOa6Twz4a/4R3+0WN9LdyX1ybh3kAGCRjAxWTJ8PomS8CajMjyX41C1kCjdby9/wDeHsaANXwx4jfXYb1LmyNle2M5guIS4bDYByD6HPFYMfjO+1p7wWejyf2MTPbLfpMAyuinLFeoBIwO9dPoWhR6LDcEzNcXd3J51zcMADI+MdOwA4Arn7f4b2lrq17dxapfLaXMrTiyD4iSVgQXA79elAGH4e8b3Nv4U0q006ybUryHTRe3fmzEERg9ierHBI+lX4Piab7XLO1s9OVrS4gSZXll2O6sMkoDwwXoR1qaP4WWNvb28dpqt/bSRWrWbSxsA0kRJO1vpnAq4fh3pxazi+1XP2K1KGK1JG1Soxweoz3FADPDHjPUtf1fyZtEkg0+aNpLe6BJHBxhs9zjtWT4z1fXZPEWoaGsMQ0Y6NNcPIGKuSOMgjuDgfjXReG/BcfhvULmeHVL6e2fIgtJZMxwAnJCiptc8IW+uagb1726t5DaSWjCFsAo/XI9eKAOP0/x/P4e8LJBd6YzXEFhaNaQiUu8vm5VQ3ocjn6iuy8I67qGv6S9xqekyabcJKyeW/8AEB0YViH4WaVNBNFd317cB7GOyVmfDIiNuUgjuCBXR+HvD0Hh7T3tYrm5unkbfJNcyF3c4A6/QUAcPN8TtQtvE8+nSWFq8DJOIPLdmZHjBOJG6DIHQdKgPxU1mDTI7u60e0U3envfWYSYkYT7yv7/AEq/cfCbT7ZJ7uzub2e5TzpLaCSfbGHkUj+tUrb4bXtv8PXtZd93r32BrSFZphsgDHkIemKAJW+IfiGyjaLUdP05Lm5sRfWTLKwQqSuVfPOQGz79Krx/EfxHdWNglnY2DXlxqkmnFpVdEJCblYKeQCPWtaw+GNrc+HY4NZubuXUWt4ovPMoLQBMEKhHGMir1r8MdEtru3ujdalLNDcC6BkuiQZcYLEepHFAHOy/ETX/7VudIe3sI7p7e68ryyzeS8Q6s3Q55OB04zUOmeNvF1vZR21x/Z93cnRDqUUmxgSVOMNzzwD0xXTWnwt0C11T7fvvZHWWWWON5zsTzBhxj0OaJPhd4fls7a2Z74fZ4WgR0uCrGNjkoT3HtQBh2fxI1e6v9CWa3tLO21GOF90yPtkLfeCPnAI9D1rovHHifUPCsumXipbf2TLcCG8kkBLRBjwwwelLb/DXQIDaL/pkkFpsMVvLcFowV+6dtb+uaJYeItJm0zUovNtZcblBweDkc0AeSan4xvfG/grU7FI7OR4Yrpr7AdAiIAYmXJ43cEZ680/SviDrHh/w1baS9lBdXwsrJtPMSttYSjAEmT1GD6Zr0W58DaDcwalD9kMS6jDHDceSxQsqDCgY6cVRX4ZeHfKlSRLqUSW0dr+8nJKonK7fQg96AMBPGHjiRbO2l0/SrO9leZXSZi33FDA4VvlyCOD9a6y1169vPh+NdWKGO9a0abYclAwB49ccVnv8AC7w44tcfbla2DBWW5YMxYYZmPckcZrftfD1hZ+GxoMQlFiITCAXJbafegDynRfi5rssYk1G2s3WfS5L2HylK7GUkYbJ5HFWvGPifxho+nXdkdRtTLJbwXUN3Am1lDSqjIAO3zDB7jNdjp/wx8MabPDLDaSP5Vs1qqyyll8ts5GPfJp1v8NvDdvp17ZfZppYrxQkjTTM7KoOVCk9ADyKALPi+7vNN+H2p3W2G4uorMlw6ZRzj5sqe3XivPLvxj4ssLPOmnTraxstLtbsRmD76ucMo545r1S58P6deaB/YlxE0lgUEZjZzlgPU9TWGfhh4UMbxnT2KOgjYGVsFR0HXoKAOrtZTPaQytgF41Y49SM1NUVvBHbW8cEQ2xxqFUZzgDpUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAzzEMhjDDeBkrnkCn1lwtnxHdLgf6hDnHPWtSgAooooAKKKKACiiigAooooAKKKKAGlQykMAQeoNRwWtvbb/Igji3nc3loF3H1OOtcx8RdWv8AQfCM2qadciGa3ljJDIGDqXCkHP1riZ/FviG8OqW9rqSXMVpqvlj7G8YuGh8vdhN3DEHrxnANAHsdFeGWnjzxHrmtQxaZrtnHa2SQGR7wLA1xuPzkoQSeuOD1+te3RTRyg7JEcrwwU5wfSgCWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKibf7SlIgIby1zLj73tmrdFFABRRRQAUUUUAFFFFABRRRQAUUUUAVNR02z1axlsb+3juLaUYeKQZDVknwP4XNuIBoVisYcSYWED5hwDkfU10NFAGS/hrRJbm2uZNKs2mtk2QMYV/dr2A9Ku29ja2kk728EcTzv5krIuC7ep9TVmigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorD8U+JbTwtoz3906byRHBGzBfMkPRcnp9fSvMvA3izV73SvEHiC5uVu9VvL1bGys0fKIwHy4HpyST3C0Ae0ZHqKXIHevH9T8H3tlqugw2niDUZdaWb7TdMZT5CJktIzL2B6AVq6g9x4mt9V8QGK+m0m1tngs7a1lMb3JB+aUexxge1AHpQIPINLXF/DnNh8OrO6vLuV42R7jMzFjEhJO3J5OMda2fDnivR/FdtNcaPdefHC+xyUK4P40AbdFVNSv4dL026v7k4ht4mlc+wGa8p+GnjefUfFl3bX168g1VPtcMcilfIcEgxDPouDQB7DRXJ+NfE2peHf7LXTrGC6a+uhbfvZSm0np2rA034j6vNHBd32k20Nkbma0lMcxZxJGCSQMfd4+tAHpdFeXy/ErVrPTrK+vNOsxDqdpLcWRjlYkFFLbZBjjI7ipta+IGu2ElwbTSrSWGKytbrfJKw/wBa23aeOoOT9BQB6VRXk8/j7X7nWNO0yOK1t7uPWGtLnYxMciLHv4JGeh9OoFWdM+JurXzzXp0BhoqCXF1uK4KnCjkYOT6dKAPTBIhkMYdS4GSueQPpT68v8OXGrTfFfztVS1jlutHEoS3LEKNwwDnqRnrVzxL4q13S/Gd9bWRtntLLR2vjBKCPMbdj7w6dKAPQHlji2iSRU3HC7jjJ9BUleXeKtZutWtVhNrbC4gbTry1cs2FaWXBB9vl/I1DqHxC8TWt5/wAI5Fp9pN4jWcoTGT5LR7A4ILY55AxmgD1eisTTb/VbvwsLq8torPU/JYvGGDorgeo6iuD8K+JfEd3ouk2EV5aS6je+fcG5uFOFRHIKhepOf0oA9XornPCniC48ReGPtzwrFeRvJBIvOzzEJBI9iRXF6b4z8YakluytpUYuI7ph+7c+WYGAP1zkUAer0V5WvjzxPqep28elWVmLWG2t5r2S4YKq713MQSRwB0wDRp/j7xDda4ltFDZ3kE8dwYXiUrGzp91VkPDe5oA9UorzGw8eatPCnnPbpdpfwW1zZSwmOSIOcHqcEejUf8JN4o1TU4dMsr7Tbdpbq6hMpiLFViAKkDPXBoA9OqOWaOCJpZZFSNAWZmOAB61514O8ReKtc1pbu5ksf7HeaW3Me9RICnAIGc5JUkj0NP8AHUt2PG2gwi7ZbA2l3JPb7QVkCrzkE85BxQB6Db3EN1Ak8EiSxOMq6HII9jUteKaR4q1Twt4R0+eGWGeyfSDPDbtHtMTB9oJYHkc8/Su68C6jr97DcLrs9hMTtkge2lDNtYfxAcD2oA6bUNSstKtWu7+5jt4FIUySHABJwKdBfW1zPPBBOkksBAlUHlCRkZ/CvJ/iJqOoatpviaEX0Mdppk0EX2MxgtJkglyxPHXjHoafd+KfEaS66liYW+xakkbG1t1aZoDFu4BI3kcZ9s0AesXFxFa28k88gSKNSzsewHes6TxPocUczyanbqsCo8uW+4G+6T6Zry1Na1Y6xrmqQ6/9oSPQI7iLMWE3ZPIjJ4+6c+5qt4pktbiw8SXIljkuLnSrGUsoC5G4clexzQB7gjrIiuhBVgCCO4qtLqdlBfw2MtzGl3OCYoifmcDrivMtN8V69JqdzO2qaXa6Zp8y25tJv9ZIuwYx33E9O1Z9neXGs+NfBOt3Gqi6e6kuQbdFUJAQrfKO+R3zQB67PqdlbX9vYzXMaXVyGMMTH5n2jJx9KltrmG7gWeCQSRN91h3rgPHbPH478KyQyCOZYb4o5GdpEPBx3rlP+E41vVfD+P7W/s64t9E/tASQooM8u5vl57ADoPWgD3CqdrqdreXd1awybprVgsy4I2kjI+teTR+OdWl0/VvtGrJbTwJYyQEhQfnC7+D1Byamt/FmpNNfWc2r+XHJrgs/t2FBii2547c9iaAPT9K1rT9ajnfT7hZlt5mgl2/wuvUVoV518KFRYfEkaXRuQurSDziQS/A5OOK5vxB4o8SaJrF/pUVzqFzcafdjUC4Vdr2OAWU8dQcgY5oA9gkvYIryO1diJJEZ144wuM89uoqlF4i0ubX30OO5DagkQmMYB+5656V5jr91q7aXcreaxeKdR0a7vfshZQYMMpRVwM9CQfxrnrq5aKfTruw1qZLmz8L+d5scilmYNkK3HT2oA+haK5W91qRfhs2ryXPkTNYrKZkGSrFRyBXO/CbWrvUJtesbm+e5jtZo2g8yYSsFZcn5hwefyoA9MoryWy10XXi7Vm1bXbyx1Gw1ExQWMYyssG35fk755JNcifFk5i1E2vim6EM9gtyrO4aUMJwC2MYQ7Tnb6YoA+iKK8I1XW57K+vNMi8Q6jc6a72rx3SzAYkfJZWkx8q459qi0nxfLd2Gn2uu+Irq108yXUQuoDnLq37sM+OeOR60Ae2yarbRX8trLvjMUQmaV1xGFzj73TPtV7rXz54j1Se/07xJZvq97cwR2dpJH5p2M3z4Zio6ZGCR711N5purafr0Olabe6hdafrtvGLe6a4LfZChDO2fdenvQB63VHV9UttF0ya/uywhixkIuWJJAAA7nJFc38RLq60zwlG9vNPFAtzCl3PE37xINw3MD69P1rzbxTcWj2es2r65d3WiLcWrWkouMlZGYF0yOqgc+1AHtWjavDreni8giuIlLFSlxGUcEeoNaNV7ERCwtxBIZIvLXY5bJYY4Oe9WKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopu9S5UMNwGSM806gAooooAKKKKACiiigAooooAKKKKAM3WtD07X7BrPUbWKeMg7d6BihIxuXIODzWH4e+Huj+G7u2mst5S1hMcKOBwxJ3SEgcsRgZ9BXQauLk6RefY7gW9z5TGOUpu2Njg4PWuM8PPr3iz4baLP/AG49lcTKXu7tEXzCoLDC54HQc47UAPl+Fdhcahc38+t609zcH9432kBWHTGAOmCR+Namr+C11COwhs9Xv9MtrWIwmC0cBJEIwQQe/vVfwNrOp3XhW7vNVka9+zTzJDPHGA1xGhIDADgk4rJtfi5BexRS2/hrWHSdZDAdifvGT7yjnjA70Ad5Yaba6ZpkGm20YFtDGI1RuePfPWpre1t7RCltbxQqTkrGgUE/hXB6J4hutW+I8JhvLg6Zd6QLpLWQACNt4B4HfrXoVAGT4h0GDxJpTadcz3EUDOrN5DBS2DnByDxntVXW/CVlrkulyzXF1A+my+bAbdlQ7sAc8dMDFc9b/Eec32uQXOizhrK9Szto42Bad2GQCc4GeT6AV0Hh/wAVQ679vha1ms7/AE9/LubWUglTjIII6g9jQBN4g8M2viP7Abm4uYjZTiePyWAy46ZyDWVbfDnSLYxAXN88cV092I3lBUu/3gRjkGuZ0TxVqxj0jX7y9lmg1XUJLN7QAbIlyQhUeoxye9b/AMS77UdM0fT7vT9QmtSL+GORYwMSKzAEE4z+VAFuz+Hui2aNFm6mhEUkMEU0uVt0f7wj44698moV+G2iG3MU8+oXAaOOJ2kuTlljOUBxgcGtvxNrf/COeH7rVvskl0LdQxijYBiM89fTrXLP8Sp4Jpo7rwzf24t/JedmkU+XHKcK3HXnOR7GgDUl+HuiS3i3i/ao7kXgvTIkxyZAMHr2IwCKLf4d+HrfULm6WCZlnLN9naZjFGzDDMqdAT603wO80kviBpb24ugNUlVDM2dijGFX0FddQBzOj+B9K0TU49SgkvZruOIwLJcXDPiP+7jpgVZ1Lwnpmp6x/ac4mW4Ns9pJskKrJE3VWHt1FbtFAHKN8PtDe1eCQ3j74YoS7XDbtsbbk/EGpLvwF4fv9PNpc20khMvnmfzWEpkxjdvBznHFdPRQBSsNMtNM02LT7WLZbRJsVSSTj3J5NYbeANANnbWscM8S20rywPFcOrxl/vAMDnB9K6migClp+mWumabHp9qhSBFIAzknPJJPckk81j23gbQ7SCGGGKcLDHNGh89yQJfv85710tFAHNP4D8OSPZPJp4drOIQxkyN8yL0V+fmA96jX4eeGUmhkXTyPJZzGgmcKm/7wCg4A9q6migDn4/BWgJazW72AlSUqXMsjOx2/d+YnIx2xTbDwN4b0vUU1Cz0uOO7jYssvmOxBIwTyTyRXRUUAYtn4U0LT9Xl1W002GG9kJZ5UyMk9TjOM++KsaloWmavNBLf2iTSQBhE5JBUMMMAQe4rSooAwIvBfh2JIo00uIJFC1uilmIEbHJXBPQ1Y0Pwzo3hqGWLR9Pis0lIZxHn5iPcmteigDA1XwZ4d1u8a71HS4p53UK7FmG4DpkAgHHvSN4J8OPHIh0uICSUTMVZgd4GMgg5HHHFdBRQBiy+E9Clcs+mQEm3FqcZAMWc7SAeRSyeFNBlmeWTS7Z2eJYW3LkFF+6uOmBWzRQBlnw7oxvkvTpdmbpAAsxhXcAOBzSW/hvRbS7S6t9KtIrhCWSRIgGUnqR6ZrVooApXek6ffzxz3dnDNLECqO6AlQeCAe2aw/EXgfStZ8PSaXb2NjbN5TRQStbBvIDddo4xXU0UAc3p/gzSYtMs4NTsLK/ure3SBriS3XLhRgdc+nrV4eGtDW2ntxpNl5M5DSx+SuHI6EjvWtRQBS07SNO0eFotNsbe0jc7mWCMICfU4qZrS3eZ5mt4mkdPLZygJZf7pPp7VPRQBRn0jTrq4S4uLG3lmSMxK7xgkIeq/T2qmfCPhwj/kB6f9zy/+Pdfu+nTpW1RQBX+xWv2L7F9mi+y7Nnk7Bs2+mOmKhsNI03S932CwtrXcAreTEEyB0BxV6igCo2m2LXv21rO3N1t2ecYxvx6Z61h634G0fVNCuNLtra208TDBlt7dNwG4MR07kV09FAGfaaNYWunR2QtLYxKoDKIVCsQMZI6VINL08ReULC2Ee7ds8lcZ9cY61cooAqtp1i8jSNZ27O4wzGJSWHoTjmsyx8Mw2WuTaq97eXMrArDFK48u3U4yEUAAdBW7RQAx40ljZJEV0YYKsMg/hVb+y9PMAgNjbeSDuEflLtz64xirlFADURY0CooVQMAAYAp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBRjA/tec4GfKXnZg/wDfXf6VeqrHd79RltPLI8tFff2Oe1WqACiiigAooooAKKKKACiiigAooooAqalDcXGm3ENo8aTyRlUaRSVBI7gVxMPgzxHZfDy08M2Os2kM0LFJLjyGIeLJO3GeM5wfavQaKAOf8PaTq2m6LJa6jqEFzckFYvKgEcUQxgAKO3c1y2n+Adf0vS9KtrXVLAy2L3B3SQMQwl9g3YV6TRQB5/4W8EaxoviK11K+1GznigsmswkMLKSC24HJJ716BRRQB5/e/D2/m1PV7211kQPdXkV9bDyc+VKi7fm/vAjIx71t+GPDVxpM+oajqd4l7qmoFDcSxx+WmFXaAFrpaKAOMsPAMNjqcMq30hsLSeS5s7PYNsMj9TnqQOwqXX/CWo+IfD9pp11rAE0Nytw86wD5yrZUY7dq66igDG8R6LL4g8M3WkG78h7mIRvMqA49SBXL3fw+1S8S9V/Ej5uoIIGP2deFiOR+ZJJ+teg0UAcpoHhfUtFiuA+uPPJc3v2qVvIUZBGCgHYE966uiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhWNhctIdu0qAOOamopqksuSpU+hoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVi2XijSdR1u+0m0uPNuLFA1wyj5I89i3rwaANqiuBufizoFve2kDQ3zQ3M3lLcrCfKB3bVO70J6V1dxrlnbarBp7MzTSxNMdo4jRf4mPYUAadFY/h/xHYeJrWe601nkt4pmhEpXCuR1K+orYoAKK5zxV4si8KrYtNp91dC8nFuhgA4c/dBye/9K1L+/ls7BbmOymuHLIphQgMNxAJ59M0AX6KqXt4LO0mmWMzSxxmQQoRubHpmqmm62uq6BHqdrAxeSEyrbMwDZ54P4igDWoqpaXZns7eW4i+yzTID5Ejgsp7j3/CrdABRUF5eQafZzXd1KsUEKF5HbooHWuQTx9ObeDUX8O3y6RO6rHdhgWwxwGMfUKaAO2oqMTRGQxiRC45K7hkfhQk0UmdkiNjrtYHFAElFYVh4livvEWqaV5SotjHHJ5/mhlcPn06Y2nrWx9ohChzLHtIyDuGCPWgCWiomnhR1RpUVm+6CwBP0pVmieRo1lRnXqoYEj8KAJKKaWUMFLAMegzya5/xRr2o6JCr6do0uolUMs21woSNcZ+rYzge1AHRUVxuofEC3jh0f+yrJ9QudVj82GDzViITjJJb69PY0l744mtdVukXTg+m2MkcN7cCUbkkfHCr3AyM0AdnRUE11b2savPPFEjEKrO4UEnoBmoV1XTpJVjS/tmkZiqqJVJJHUYz1FAF2is467pAJzqlkMAsf369AcE9fWpLy+WHR7jULYpOscDSphvlfAJHIoAu0Vz3h/wAVWuq+G9M1S9lt7KS9iEgieUDk9hnrWmNZ0s3C241G0MxbaI/OXcW9MZzmgC9RWRdeJ9Dspp4bnVbSKW3G6VHlAK//AF/asG2+IWnXd9ZzR3NmujXNq832qSYKysrBdu38aAO1opiOsiK6MGRhkEHIIrPvPEWjafc/ZrzU7WCfIHlySgNk9OKANOisc+KtBXUDYHVrX7WM5i8wbhgZOfwpg8XeH2snuxq1t9nRxGz7uAx6A/WgDborEvPEWnxavb6XHqdpHfNIoaCTJZlIzgY7ms8+MLefxfbaTY3VnNbiGaS7bJ3RFCB16Y5oA6uisSLxZoctjc3iajF5NqcTE5BT04689vWsvwV4quPE93rRZrV7S0uRFbvCrAsuM/Nu70AdfRWR/wAJPooEhOowgRzCBySRtkPRT6GqereK9P0+7jhGo26ujSGaEoWdgib2C46EDBoA6OivMbT4tWsusafLdmK00a8083O91YvG4fbgkcY75xXok+o2lvpr6hLOgtEj80y5yu3Gc0AWqKx9D8TaT4iSZtLuvO8kgSAoVK5GRwQOtYF98QtM+06xp63o06awlig+0zxFkLv2xj6fnQB29FcvfeOdDtbs6f8Abx9rZ/IRxEzoJcDCkgYzyDiuc8L/ABPt5/CV3d6xOJNUs0nmlhiiK70Ryo28YPb6ZoA9LorL0fW7bV/D1trKgw280IlPmcbRjJzmse2+Ivhy7tL25jupRHZkB90LAvuOFKD+IE9MUAdZRXNL450VtLe+8yZTHKIWtjGfPEh6Ls65NUZvFL3WtaFNpl7G2mXUs0F1C0Xzq6Rs3PcEbeRQB2dFcNB8QtG06xgW81G5v7iaJ7lGitCGaIMecAY46fhV+++IXh6wt7Sd7mSSK6g+0q0MZbbF03t6DNAHVUVXs7uG/s4bu3bfDMgdGxjIPQ1YoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOY8eL4hk8MXEPhtI/tsnytI8mzy07ke/b8a8t+Hmn3s3h99HWxksrnXbl7m5mGd0VoOOSe7HKj2JNe800IqnIUA4xkDtQB4x4g8V6Jd6xa6BbWF4+j6SyyPHbWrYllTO1c44UY/E0/wAU2Xii18JXWtpZefcaipfUEEhV44sYjiQDnAzzXsaxopJCKCepA607APWgDjvh9pV9o3w106xMMdvfLblgrHIDHkE/mM1teHV15dPYeIZLN7sP8ptQQpXA6575zWxRQBwPxTl2adoYWKaUx6tBOwijLkIhJY8emayfHPiVNd0iO20u01EmG6t5TOsToAd/K+vQZNeqUUAeIafDqknjO6n1N9UOoQ3Moiigt/3ckTLxl+m0Dt61Hp1lay2MRsrPUI5oNOuU1LCuo3fMUHu24jGK9zpMAUAeCavJF5VnbXzXkyf2Nbj7QsTl7Vwx3MAOjYz19K9WvI9SufBtqvg++t45THGYJ7lTIrR4/mRUupeDNI1XVH1C4W4WaRBHMsc7IkyjoGA61uwwx20EcEMaxxRqFRFGAoHQCgDlvEWi6vrXw3vNKuJopdWltgGeMbUeQEHA9AcYqlpnjJrzRbSxt9GvTquxYntniKrEwGCxY8YGM13VFAHhkVjfrJp8Ytr9NfivJm1Wfa214CDnLdCCMYxVOPTdYtbHSrfQLG/hlutInS63qwZ23AjJPfGcV7/RQB4drXh2VrjUxouhana6c62bziFSjTKhfeFyeSNycd8Gr6eH/KgsoV0rVrizFhdrH9oUlwzEFMgH5ec4FexUUAeMW2ka4smi6pJZXs2oR20EU9nPESmccOr5+Vl75qz4H0DULXxJFNqdprX9oQTzGSd2C2zKxPOf4s8cV69RQBTmEJ1K1L2zvLh9kwXIj45BPbNYHjfVLy005bK00zULr7WCkslnGGMaY+b8T0H1z2rq6KAPO9bsxquhWOm2vhS5jna2X7LO4VfsbAgDLdQR1rKv/C2sr/b/AIfis5p01m5juRqGQEjHy793uNvHrmvWaKAOP8d6fNN4Rhtraxlv54p4NixjLDDD5vwFcpc+GdWttf1XU7bRTIH1i1ubdRgHylX94R6Z/WvW6KAPJIPDF1Ld6PKPDCwolzfs4dR8qOGMYYdwSw+mK6vw5pV/YfDCLTLq3K3y2TxmJT/EQcAfnXYUUAeLJ4O1eK00OHUPDralBHpQtpIBcBBFMGJBPtz1FT6b4R1XTmuWfQh5g1uG6jkRwdsIA3YJ5xXsVJ1oA8HsrexuNba5msZ7jT4tRuBbnMcm+ST5Pm/iIz09K04PB+oKulK3h/EVvoc9rLEVUgzsRg++SM5969Rt/DejWd+b620y2iuiSxkRADk9TWrQBx/hPVpbVNN8M3lhcQ3cGnxs0jEFSVUAjjpz69cVzHiewS/8f63aR6NFfXNzpEaRkEZVixAZs/dx7elepiKMStKI0EjABnCjJA6AmqyaVYR6m+pJaxi9kXY0+PmK+mfSgDyuP4eas9h4oj+yxR3lwkAtJ2Iy5RQG56jJFaA8DXHiVtVub/T/AOzBdafFbJBvB/fociTA9DjFeo0UAeYP4M8QzQ+Hbq8eCfVYb77Tf3ClV2gIUUL64GD+dQL4V8TXNnFYvpVlbmHTrmye5EozKzhdrcc8lefqa9WooA8ptPBmuxaGBHoel2t5FJA5RJyzXJQnduc9BzwK6jwbpur2V9rdzqlhbWS3lyJoo4ZQ/GMHOK66igDzPxL8Or/WNd1U2l2tvpWowLNLGpwxuk+4fYdCfpUa+B9biu/DTssNzJbR3LajctIAXlmTaTjvjj8BXqFFAHjFv4A8UG3htrixswsOhzaaHEwOXZiVbH5V3n9j6ufhsmkQ+TBqq2SwDcdyBwMda6uigDz/AOH/AIY1Xw5qeoPd2kMNvdQxEuLgyO0qjDZ+tYvifwHr+p3HiaO2tbSWDU7u2uYJHl2shTAbj6Zr1qigDwO2v7qHx1qMNnY296kerGWOz+0GNxLtCb9mPqc9Opraj+H3iO6stPtZrezs0gsb2GQxy7i7zE7c+vYmvW0tLdJ2nS3iWZvvSBAGP1PWp6AOWs9Bu7r4droGo7Le4az+zMYm3BeMA5rlrXwh4xuNEihvp9PhuNO8r7HHEuVnMZyDIe2Rx7V6lRQB5pdeEvEst6viSJLFNYF3HcGy3HyyqoylS/8AeO48+wqxp/hTXodQstQl+xLK2oTX9zGCcIXj8sIuOuByT616HRQB5nY+D/E1tHZo/wDZxFtYXNoMM3zGVsg/QYH61wmvWd/oF/pOiSCGOe10tbaSUpIyXQLbtg2jp0zmvoemsisQWVSR0JHSgCrpbM2lWjPCsLGJcxqMBeOgq5RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcr8QtavNA8Iz3tm7RP5kaNcBN/kIzAM5HfAzXGxeILh73TdDt/Fsl5p93dvv1WMIrxjy9yxb8bSxOeg6cV6xNDFcQvDNGskbgqyMMhh6EVny+HNFl07+zn0qzNnkt5HkqFBPcDHB96APKzr3iHTRDrk+s3Wo6VYahLYTRwRqPNXkRueOTnAOPakuNa8R2OrQ6NqHiSOxnjtUu45rkhfOdmyUxtO7A4wMGvX4dOs7ezSzhtYUtkxtiVAFGORxTbrStPvbiG4urG2nmh5jkkiDMn0J6UAefeB9TvL3Wdd1bVfEcxs7S6MCW0uxIlDKME8ZHJ4FemDnkVQXQ9KSKeJdNtAlw26ZRCuJD6sMcn61fAAAAGAOlAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzfjfXLzQvDxm0+NHvbiaO2gMn3Ed2wGb2FdJWJ4r0Sw8QeHLqw1Kdre2IDmZX2mIqchs+xFAHBXmpfETRtasPDw1HTNQu9TQyR3csJQW4UfOCo+8ORius8Da7qmr2moWutJCNQ066a2leAEJJjkMAeeleTXk/hWa9h/tH4i6lc6nb4Wy1GKFglsBnIOBhs9zXrngTQ9O0bQTJp+pPqf2yQ3Et677jM56njpQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcl8SNLvdX8F3NrYQNPKZY3eFTgyIrgsvvkA8V1tYPi/wAQ/wDCL+G7jU1g+0SqVjiizgO7MFUE9hk0Acpb/EP4e22nx2LBINkez7G9kwZcfw7cVc+GVpPFBq96lm9jpV7dmaxtZF2siY5OP4QTziq8XhrxteWxvp9X0iDUHXckY09XEeeSpY8n61r+BvEd/rEWoadrMcSatpk/kXHk/ccYyrD6igDrqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKy/EOhWniTQ7nSr3cIZ1xuU4ZCDkMPcGtSqGsJqj6ZKujy20d8ceW9ypZBzzkDnpQBw6+E/H1oUs7TxlC2nqhUS3FrmYDtz0PHeum8JeFLTwppjwQTSXNxO5lubqU5eZz3NYR0/4myxukmq+HdrZUj7PLyPzq38PdC8S+H9OurHxBfwXcazE2pjLEqh6glucZ6CgDs6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrX1/aabZyXd7cR29vHy8kjBVH41ZqrqC2ZsJv7QERtAu6XzsbMDnnNAGDN8QvCiwSND4h0x5ApKKbgAE44GaTwN41svG2jtdwbI7iFzHcQK+7Y3se4PUGsqy1r4aX8N1NA+jGO1IErNEqhc9DyOfwro/Ddx4evbF7rw6bNrd2w7WygAkeuKANuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuS+JOm3eq+BNQtrNHlkGyRoU6yorAsn4gGutpkkiRIXkdUUdWY4AoA8I1i90HU9V8Pajo3hO7ktdMbOoKtmVATGApH8RDZNdr8OLO4bW/EOsQWUlho19KptbaWLy2JAwX29gaybDxR4ji8QeJr22u7bUdOs79oF05nVH2AA7oz3PPQ+leg+HfE+leKLA3WmXIkCnbLGeHjburDsaANqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqWqaZaazplxp19F5trcLskTJGR9RV2qeqTXtvps8unWqXV2q5ihd9gc56Fu1AHkWg+FvhhD4u1fQ5vs89/8AaD5dvOHQRADGxWJwx716jofhfRfDSSro2nxWazEGQRk/MR06mvHJtN8Va7eeI7Q+C9LkmlvVlkeS5I8lii/cYYOehyD3r0P4bWvi+w0mez8V7GMTj7M4k3tsx0J74oA7iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACop7iG1gae4lSKJBlnkYKoHuTUtV72yttRs5bS8gSe3lGHjcZVh70AeXSeItQj8Xa5qWmeJNOmtIJUQabcTqEmXy1JMbZ4Ocj0rtfCPjTS/GFpLJYuUuYDtuLdyC0Z/Dgj3FZ1j8LPCdnfX1y2kWsy3MgdY3jG2IAAYX2zk/jXQ6T4e0fQjIdK063tDLjeYU27setAGpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxMPiHWV8AJ4pkEUrtELw2iLgCI87QeuQvOfUVZu/EOoR+M9BsIFjaw1G2klcFDvQqAQc59/Ssq40rWtNsbPwu0X2jw7tED3kXM6xg8Iy+hGAWHauiu/D0k3ifSNVguFihsIZIWh25LhgMYPbGKAK+uXPiCwuoru3ubVrczrGtj5WXmBPOHJ4OOelQ67qmq6Xr+kxR39t5V7diI2zw4/d4+Yh8/e9u/pUtxpPieXXHuV1LT/ALIH/cq9sS8S98HOC3uRU2qeH7vW5LaPUbi3a1t7pbgKkRDNsIKgknHUc0ASf2jep46XTGkjNlJYNOqhMMrq6r1zzw1Y8qeJbPxrp8Ta959pdyyyNZraKBHCo4y/XqVH1Jro5NI3eJodZExBjtXtjFjghmVs5/4DSxaSqeILjVnmZ3khSCNCOI1BJOPqTz9BQBp0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k="
|
ffpd0206
| 4 |
{"lines_data": [{"Word": "3 - Tobacco and Tobacco product - determination of Dithiocarbamate -", "Confidence": 0.99064, "X1": 0.16522, "Y1": 0.2442, "X2": 0.78551, "Y2": 0.244, "X3": 0.78551, "Y3": 0.2608, "X4": 0.16522, "Y4": 0.2588, "page": 0}, {"Word": "Pesticide residues - Molecular absorption - spectrometric method.", "Confidence": 0.9865, "X1": 0.21884, "Y1": 0.2602, "X2": 0.76667, "Y2": 0.26, "X3": 0.76667, "Y3": 0.2778, "X4": 0.21884, "Y4": 0.2758, "page": 0}, {"Word": "Would you please view, study and send us your comments within a month.", "Confidence": 0.99231, "X1": 0.16667, "Y1": 0.3112, "X2": 0.78696, "Y2": 0.311, "X3": 0.78696, "Y3": 0.3288, "X4": 0.16667, "Y4": 0.3268, "page": 0}, {"Word": "The Ministry takes this opportunity to send you their best regards.", "Confidence": 0.99345, "X1": 0.16667, "Y1": 0.3282, "X2": 0.71304, "Y2": 0.328, "X3": 0.71304, "Y3": 0.3458, "X4": 0.16667, "Y4": 0.3438, "page": 0}, {"Word": "Yours faithfully,", "Confidence": 0.992, "X1": 0.16522, "Y1": 0.3782, "X2": 0.3029, "Y2": 0.378, "X3": 0.3029, "Y3": 0.3948, "X4": 0.16522, "Y4": 0.3938, "page": 0}, {"Word": "--", "Confidence": 0.932, "X1": 0.03188, "Y1": 0.4322, "X2": 0.03188, "Y2": 0.432, "X3": 0.01884, "Y3": 0.4318, "X4": 0.01884, "Y4": 0.3988, "page": 0}, {"Word": "Vice Minister of", "Confidence": 0.99167, "X1": 0.16522, "Y1": 0.4292, "X2": 0.3087, "Y2": 0.429, "X3": 0.30725, "Y3": 0.4458, "X4": 0.16377, "Y4": 0.4438, "page": 0}, {"Word": "Commerce & Industry", "Confidence": 0.99367, "X1": 0.16377, "Y1": 0.4452, "X2": 0.35217, "Y2": 0.445, "X3": 0.35072, "Y3": 0.4628, "X4": 0.16377, "Y4": 0.4608, "page": 0}, {"Word": "Abmad Mohammed Ali Ahmed", "Confidence": 0.95, "X1": 0.15942, "Y1": 0.5302, "X2": 0.44638, "Y2": 0.53, "X3": 0.44638, "Y3": 0.5478, "X4": 0.15942, "Y4": 0.5468, "page": 0}, {"Word": "-", "Confidence": 0.995, "X1": 0.03043, "Y1": 0.5752, "X2": 0.02899, "Y2": 0.575, "X3": 0.01594, "Y3": 0.5728, "X4": 0.01594, "Y4": 0.5458, "page": 0}, {"Word": "Manager of Specifications &", "Confidence": 0.993, "X1": 0.15942, "Y1": 0.5982, "X2": 0.4058, "Y2": 0.598, "X3": 0.4058, "Y3": 0.6148, "X4": 0.15942, "Y4": 0.6138, "page": 0}, {"Word": "Department - Standard", "Confidence": 0.995, "X1": 0.15942, "Y1": 0.6142, "X2": 0.35362, "Y2": 0.614, "X3": 0.35362, "Y3": 0.6318, "X4": 0.15942, "Y4": 0.6318, "page": 0}, {"Word": "---", "Confidence": 0.881, "X1": 0.02899, "Y1": 0.6882, "X2": 0.02754, "Y2": 0.688, "X3": 0.01449, "Y3": 0.6878, "X4": 0.01594, "Y4": 0.6578, "page": 0}, {"Word": "800118441", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9432, "X2": 0.97101, "Y2": 0.943, "X3": 0.94058, "Y3": 0.9428, "X4": 0.93768, "Y4": 0.8318, "page": 0}, {"Word": "Q12317", "Confidence": 0.993, "X1": 0.0, "Y1": 0.9622, "X2": 0.07246, "Y2": 0.962, "X3": 0.07246, "Y3": 0.9768, "X4": 0.0, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "3", "Confidence": 0.996, "X1": 0.16667, "Y1": 0.2422, "X2": 0.17536, "Y2": 0.242, "X3": 0.17536, "Y3": 0.2588, "X4": 0.16667, "Y4": 0.2588, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.995, "X1": 0.17971, "Y1": 0.2422, "X2": 0.1942, "Y2": 0.242, "X3": 0.1942, "Y3": 0.2588, "X4": 0.17971, "Y4": 0.2588, "page": 0, "Index": 1}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.21884, "Y1": 0.2422, "X2": 0.28986, "Y2": 0.242, "X3": 0.28986, "Y3": 0.2598, "X4": 0.21884, "Y4": 0.2588, "page": 0, "Index": 2}, {"Word": "and", "Confidence": 0.998, "X1": 0.29565, "Y1": 0.2432, "X2": 0.32754, "Y2": 0.243, "X3": 0.32754, "Y3": 0.2598, "X4": 0.29565, "Y4": 0.2598, "page": 0, "Index": 3}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.33333, "Y1": 0.2432, "X2": 0.4029, "Y2": 0.243, "X3": 0.4029, "Y3": 0.2598, "X4": 0.33188, "Y4": 0.2598, "page": 0, "Index": 4}, {"Word": "product", "Confidence": 0.958, "X1": 0.40725, "Y1": 0.2432, "X2": 0.47246, "Y2": 0.243, "X3": 0.47246, "Y3": 0.2608, "X4": 0.40725, "Y4": 0.2598, "page": 0, "Index": 5}, {"Word": "-", "Confidence": 0.995, "X1": 0.47681, "Y1": 0.2432, "X2": 0.48406, "Y2": 0.243, "X3": 0.48406, "Y3": 0.2608, "X4": 0.47681, "Y4": 0.2608, "page": 0, "Index": 6}, {"Word": "determination", "Confidence": 0.992, "X1": 0.48841, "Y1": 0.2442, "X2": 0.6029, "Y2": 0.244, "X3": 0.6029, "Y3": 0.2608, "X4": 0.48841, "Y4": 0.2608, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.998, "X1": 0.60725, "Y1": 0.2442, "X2": 0.62464, "Y2": 0.244, "X3": 0.62464, "Y3": 0.2608, "X4": 0.60725, "Y4": 0.2608, "page": 0, "Index": 8}, {"Word": "Dithiocarbamate", "Confidence": 0.981, "X1": 0.63043, "Y1": 0.2442, "X2": 0.76812, "Y2": 0.244, "X3": 0.76812, "Y3": 0.2608, "X4": 0.63043, "Y4": 0.2608, "page": 0, "Index": 9}, {"Word": "-", "Confidence": 0.996, "X1": 0.77246, "Y1": 0.2442, "X2": 0.78696, "Y2": 0.244, "X3": 0.78551, "Y3": 0.2608, "X4": 0.77246, "Y4": 0.2608, "page": 0, "Index": 10}, {"Word": "Pesticide", "Confidence": 0.992, "X1": 0.21884, "Y1": 0.2592, "X2": 0.29275, "Y2": 0.259, "X3": 0.29275, "Y3": 0.2758, "X4": 0.21884, "Y4": 0.2748, "page": 0, "Index": 11}, {"Word": "residues", "Confidence": 0.994, "X1": 0.2971, "Y1": 0.2602, "X2": 0.36667, "Y2": 0.26, "X3": 0.36812, "Y3": 0.2768, "X4": 0.2971, "Y4": 0.2758, "page": 0, "Index": 12}, {"Word": "-", "Confidence": 0.995, "X1": 0.37246, "Y1": 0.2602, "X2": 0.37826, "Y2": 0.26, "X3": 0.37826, "Y3": 0.2768, "X4": 0.37246, "Y4": 0.2768, "page": 0, "Index": 13}, {"Word": "Molecular", "Confidence": 0.995, "X1": 0.38261, "Y1": 0.2602, "X2": 0.46957, "Y2": 0.26, "X3": 0.46957, "Y3": 0.2778, "X4": 0.38406, "Y4": 0.2768, "page": 0, "Index": 14}, {"Word": "absorption", "Confidence": 0.993, "X1": 0.47391, "Y1": 0.2612, "X2": 0.56232, "Y2": 0.261, "X3": 0.56232, "Y3": 0.2778, "X4": 0.47536, "Y4": 0.2778, "page": 0, "Index": 15}, {"Word": "-", "Confidence": 0.991, "X1": 0.56667, "Y1": 0.2612, "X2": 0.57391, "Y2": 0.261, "X3": 0.57391, "Y3": 0.2778, "X4": 0.56812, "Y4": 0.2778, "page": 0, "Index": 16}, {"Word": "spectrometric", "Confidence": 0.941, "X1": 0.57826, "Y1": 0.2612, "X2": 0.68986, "Y2": 0.261, "X3": 0.6913, "Y3": 0.2778, "X4": 0.57826, "Y4": 0.2778, "page": 0, "Index": 17}, {"Word": "method.", "Confidence": 0.991, "X1": 0.69565, "Y1": 0.2612, "X2": 0.76667, "Y2": 0.261, "X3": 0.76667, "Y3": 0.2768, "X4": 0.69565, "Y4": 0.2778, "page": 0, "Index": 18}, {"Word": "Would", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.3102, "X2": 0.22029, "Y2": 0.31, "X3": 0.22029, "Y3": 0.3278, "X4": 0.16667, "Y4": 0.3268, "page": 0, "Index": 19}, {"Word": "you", "Confidence": 0.998, "X1": 0.22464, "Y1": 0.3102, "X2": 0.25507, "Y2": 0.31, "X3": 0.25507, "Y3": 0.3278, "X4": 0.22609, "Y4": 0.3278, "page": 0, "Index": 20}, {"Word": "please", "Confidence": 0.996, "X1": 0.25942, "Y1": 0.3112, "X2": 0.31449, "Y2": 0.311, "X3": 0.31449, "Y3": 0.3278, "X4": 0.25942, "Y4": 0.3278, "page": 0, "Index": 21}, {"Word": "view,", "Confidence": 0.996, "X1": 0.31884, "Y1": 0.3112, "X2": 0.36522, "Y2": 0.311, "X3": 0.36522, "Y3": 0.3278, "X4": 0.32029, "Y4": 0.3278, "page": 0, "Index": 22}, {"Word": "study", "Confidence": 0.997, "X1": 0.36957, "Y1": 0.3112, "X2": 0.41449, "Y2": 0.311, "X3": 0.41594, "Y3": 0.3288, "X4": 0.36957, "Y4": 0.3278, "page": 0, "Index": 23}, {"Word": "and", "Confidence": 0.998, "X1": 0.42029, "Y1": 0.3122, "X2": 0.44928, "Y2": 0.312, "X3": 0.44928, "Y3": 0.3288, "X4": 0.42029, "Y4": 0.3288, "page": 0, "Index": 24}, {"Word": "send", "Confidence": 0.987, "X1": 0.45362, "Y1": 0.3122, "X2": 0.49275, "Y2": 0.312, "X3": 0.4942, "Y3": 0.3288, "X4": 0.45507, "Y4": 0.3288, "page": 0, "Index": 25}, {"Word": "us", "Confidence": 0.998, "X1": 0.4971, "Y1": 0.3122, "X2": 0.51739, "Y2": 0.312, "X3": 0.51739, "Y3": 0.3288, "X4": 0.49855, "Y4": 0.3288, "page": 0, "Index": 26}, {"Word": "your", "Confidence": 0.991, "X1": 0.52174, "Y1": 0.3122, "X2": 0.55942, "Y2": 0.312, "X3": 0.55942, "Y3": 0.3288, "X4": 0.52319, "Y4": 0.3288, "page": 0, "Index": 27}, {"Word": "comments", "Confidence": 0.995, "X1": 0.56377, "Y1": 0.3122, "X2": 0.65072, "Y2": 0.312, "X3": 0.65072, "Y3": 0.3288, "X4": 0.56522, "Y4": 0.3288, "page": 0, "Index": 28}, {"Word": "within", "Confidence": 0.997, "X1": 0.65507, "Y1": 0.3132, "X2": 0.70725, "Y2": 0.313, "X3": 0.70725, "Y3": 0.3288, "X4": 0.65652, "Y4": 0.3288, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.998, "X1": 0.71159, "Y1": 0.3132, "X2": 0.72029, "Y2": 0.313, "X3": 0.72029, "Y3": 0.3288, "X4": 0.71304, "Y4": 0.3288, "page": 0, "Index": 30}, {"Word": "month.", "Confidence": 0.955, "X1": 0.72464, "Y1": 0.3132, "X2": 0.78696, "Y2": 0.313, "X3": 0.78841, "Y3": 0.3288, "X4": 0.72609, "Y4": 0.3288, "page": 0, "Index": 31}, {"Word": "The", "Confidence": 0.994, "X1": 0.16812, "Y1": 0.3272, "X2": 0.19565, "Y2": 0.327, "X3": 0.19565, "Y3": 0.3438, "X4": 0.16812, "Y4": 0.3438, "page": 0, "Index": 32}, {"Word": "Ministry", "Confidence": 0.996, "X1": 0.2, "Y1": 0.3282, "X2": 0.26957, "Y2": 0.328, "X3": 0.27101, "Y3": 0.3448, "X4": 0.2, "Y4": 0.3438, "page": 0, "Index": 33}, {"Word": "takes", "Confidence": 0.997, "X1": 0.27536, "Y1": 0.3282, "X2": 0.32029, "Y2": 0.328, "X3": 0.32029, "Y3": 0.3448, "X4": 0.27536, "Y4": 0.3448, "page": 0, "Index": 34}, {"Word": "this", "Confidence": 0.988, "X1": 0.32464, "Y1": 0.3282, "X2": 0.35507, "Y2": 0.328, "X3": 0.35507, "Y3": 0.3448, "X4": 0.32609, "Y4": 0.3448, "page": 0, "Index": 35}, {"Word": "opportunity", "Confidence": 0.993, "X1": 0.36087, "Y1": 0.3282, "X2": 0.45507, "Y2": 0.328, "X3": 0.45652, "Y3": 0.3458, "X4": 0.36087, "Y4": 0.3448, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.46087, "Y1": 0.3282, "X2": 0.47681, "Y2": 0.328, "X3": 0.47826, "Y3": 0.3458, "X4": 0.46087, "Y4": 0.3458, "page": 0, "Index": 37}, {"Word": "send", "Confidence": 0.988, "X1": 0.48261, "Y1": 0.3282, "X2": 0.52029, "Y2": 0.328, "X3": 0.52029, "Y3": 0.3458, "X4": 0.48261, "Y4": 0.3458, "page": 0, "Index": 38}, {"Word": "you", "Confidence": 0.998, "X1": 0.52609, "Y1": 0.3282, "X2": 0.55507, "Y2": 0.328, "X3": 0.55652, "Y3": 0.3458, "X4": 0.52609, "Y4": 0.3458, "page": 0, "Index": 39}, {"Word": "their", "Confidence": 0.997, "X1": 0.56087, "Y1": 0.3282, "X2": 0.59855, "Y2": 0.328, "X3": 0.6, "Y3": 0.3458, "X4": 0.56087, "Y4": 0.3458, "page": 0, "Index": 40}, {"Word": "best", "Confidence": 0.988, "X1": 0.60435, "Y1": 0.3282, "X2": 0.63768, "Y2": 0.328, "X3": 0.63768, "Y3": 0.3458, "X4": 0.60435, "Y4": 0.3458, "page": 0, "Index": 41}, {"Word": "regards.", "Confidence": 0.991, "X1": 0.64203, "Y1": 0.3292, "X2": 0.71304, "Y2": 0.329, "X3": 0.71304, "Y3": 0.3458, "X4": 0.64348, "Y4": 0.3458, "page": 0, "Index": 42}, {"Word": "Yours", "Confidence": 0.993, "X1": 0.16667, "Y1": 0.3782, "X2": 0.21304, "Y2": 0.378, "X3": 0.21304, "Y3": 0.3938, "X4": 0.16522, "Y4": 0.3938, "page": 0, "Index": 43}, {"Word": "faithfully,", "Confidence": 0.991, "X1": 0.21739, "Y1": 0.3792, "X2": 0.30435, "Y2": 0.379, "X3": 0.30435, "Y3": 0.3958, "X4": 0.21739, "Y4": 0.3938, "page": 0, "Index": 44}, {"Word": "--", "Confidence": 0.932, "X1": 0.03188, "Y1": 0.4272, "X2": 0.03188, "Y2": 0.427, "X3": 0.02029, "Y3": 0.4268, "X4": 0.02029, "Y4": 0.3998, "page": 0, "Index": 45}, {"Word": "Vice", "Confidence": 0.981, "X1": 0.16522, "Y1": 0.4282, "X2": 0.20145, "Y2": 0.428, "X3": 0.20145, "Y3": 0.4448, "X4": 0.16522, "Y4": 0.4428, "page": 0, "Index": 46}, {"Word": "Minister", "Confidence": 0.996, "X1": 0.20725, "Y1": 0.4292, "X2": 0.27826, "Y2": 0.429, "X3": 0.27681, "Y3": 0.4458, "X4": 0.2058, "Y4": 0.4448, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.28261, "Y1": 0.4292, "X2": 0.30725, "Y2": 0.429, "X3": 0.30725, "Y3": 0.4458, "X4": 0.28116, "Y4": 0.4458, "page": 0, "Index": 48}, {"Word": "Commerce", "Confidence": 0.994, "X1": 0.16377, "Y1": 0.4452, "X2": 0.25217, "Y2": 0.445, "X3": 0.25217, "Y3": 0.4628, "X4": 0.16377, "Y4": 0.4618, "page": 0, "Index": 49}, {"Word": "&", "Confidence": 0.991, "X1": 0.25797, "Y1": 0.4452, "X2": 0.27391, "Y2": 0.445, "X3": 0.27391, "Y3": 0.4628, "X4": 0.25797, "Y4": 0.4628, "page": 0, "Index": 50}, {"Word": "Industry", "Confidence": 0.996, "X1": 0.27826, "Y1": 0.4472, "X2": 0.35217, "Y2": 0.447, "X3": 0.35217, "Y3": 0.4638, "X4": 0.27826, "Y4": 0.4628, "page": 0, "Index": 51}, {"Word": "Abmad", "Confidence": 0.996, "X1": 0.16232, "Y1": 0.5302, "X2": 0.22754, "Y2": 0.53, "X3": 0.22609, "Y3": 0.5468, "X4": 0.16232, "Y4": 0.5478, "page": 0, "Index": 52}, {"Word": "Mohammed", "Confidence": 0.851, "X1": 0.23188, "Y1": 0.5312, "X2": 0.34058, "Y2": 0.531, "X3": 0.34058, "Y3": 0.5468, "X4": 0.23043, "Y4": 0.5468, "page": 0, "Index": 53}, {"Word": "Ali", "Confidence": 0.998, "X1": 0.34638, "Y1": 0.5312, "X2": 0.37246, "Y2": 0.531, "X3": 0.37246, "Y3": 0.5478, "X4": 0.34493, "Y4": 0.5468, "page": 0, "Index": 54}, {"Word": "Ahmed", "Confidence": 0.955, "X1": 0.37826, "Y1": 0.5312, "X2": 0.44638, "Y2": 0.531, "X3": 0.44493, "Y3": 0.5478, "X4": 0.37681, "Y4": 0.5478, "page": 0, "Index": 55}, {"Word": "-", "Confidence": 0.995, "X1": 0.03188, "Y1": 0.5512, "X2": 0.03043, "Y2": 0.551, "X3": 0.01594, "Y3": 0.5508, "X4": 0.01739, "Y4": 0.5448, "page": 0, "Index": 56}, {"Word": "Manager", "Confidence": 0.996, "X1": 0.16087, "Y1": 0.5982, "X2": 0.23478, "Y2": 0.598, "X3": 0.23333, "Y3": 0.6148, "X4": 0.16087, "Y4": 0.6148, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.23913, "Y1": 0.5982, "X2": 0.25652, "Y2": 0.598, "X3": 0.25652, "Y3": 0.6148, "X4": 0.23913, "Y4": 0.6148, "page": 0, "Index": 58}, {"Word": "Specifications", "Confidence": 0.991, "X1": 0.26087, "Y1": 0.5992, "X2": 0.37826, "Y2": 0.599, "X3": 0.37826, "Y3": 0.6148, "X4": 0.26087, "Y4": 0.6148, "page": 0, "Index": 59}, {"Word": "&", "Confidence": 0.987, "X1": 0.38261, "Y1": 0.5992, "X2": 0.39855, "Y2": 0.599, "X3": 0.39855, "Y3": 0.6148, "X4": 0.38261, "Y4": 0.6148, "page": 0, "Index": 60}, {"Word": "Department", "Confidence": 0.991, "X1": 0.16087, "Y1": 0.6152, "X2": 0.25797, "Y2": 0.615, "X3": 0.25797, "Y3": 0.6318, "X4": 0.15942, "Y4": 0.6328, "page": 0, "Index": 61}, {"Word": "-", "Confidence": 0.998, "X1": 0.26377, "Y1": 0.6152, "X2": 0.26957, "Y2": 0.615, "X3": 0.26957, "Y3": 0.6318, "X4": 0.26377, "Y4": 0.6318, "page": 0, "Index": 62}, {"Word": "Standard", "Confidence": 0.996, "X1": 0.27536, "Y1": 0.6162, "X2": 0.35362, "Y2": 0.616, "X3": 0.35362, "Y3": 0.6318, "X4": 0.27536, "Y4": 0.6318, "page": 0, "Index": 63}, {"Word": "---", "Confidence": 0.881, "X1": 0.02899, "Y1": 0.6792, "X2": 0.02899, "Y2": 0.679, "X3": 0.01449, "Y3": 0.6788, "X4": 0.01594, "Y4": 0.6588, "page": 0, "Index": 64}, {"Word": "800118441", "Confidence": 0.994, "X1": 0.96812, "Y1": 0.9422, "X2": 0.97246, "Y2": 0.942, "X3": 0.94058, "Y3": 0.9418, "X4": 0.93768, "Y4": 0.8328, "page": 0, "Index": 65}, {"Word": "Q12317", "Confidence": 0.993, "X1": 0.00145, "Y1": 0.9622, "X2": 0.07246, "Y2": 0.962, "X3": 0.07246, "Y3": 0.9768, "X4": 0.00145, "Y4": 0.9778, "page": 0, "Index": 66}]}
|
"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"
|
fflb0185
| 0 |
{"lines_data": [{"Word": "RJR Interoffice Memorandum", "Confidence": 0.94567, "X1": 0.2341, "Y1": 0.1302, "X2": 0.76012, "Y2": 0.13, "X3": 0.76012, "Y3": 0.1468, "X4": 0.2341, "Y4": 0.1468, "page": 0}, {"Word": "TO:", "Confidence": 0.945, "X1": 0.09971, "Y1": 0.2082, "X2": 0.13006, "Y2": 0.208, "X3": 0.1315, "Y3": 0.2238, "X4": 0.10116, "Y4": 0.2248, "page": 0}, {"Word": "Mr. Bill Greer", "Confidence": 0.995, "X1": 0.20231, "Y1": 0.2082, "X2": 0.35838, "Y2": 0.208, "X3": 0.35838, "Y3": 0.2248, "X4": 0.20231, "Y4": 0.2248, "page": 0}, {"Word": "FROM: Dr. Steve Saunders", "Confidence": 0.99675, "X1": 0.60116, "Y1": 0.2082, "X2": 0.87283, "Y2": 0.208, "X3": 0.87283, "Y3": 0.2248, "X4": 0.60116, "Y4": 0.2248, "page": 0}, {"Word": "SUBJECT: Pesticide Analyses of", "Confidence": 0.99325, "X1": 0.09971, "Y1": 0.2562, "X2": 0.43497, "Y2": 0.256, "X3": 0.43497, "Y3": 0.2728, "X4": 0.09971, "Y4": 0.2718, "page": 0}, {"Word": "DATE: October 16, 1989", "Confidence": 0.99075, "X1": 0.60549, "Y1": 0.2552, "X2": 0.85116, "Y2": 0.255, "X3": 0.85116, "Y3": 0.2718, "X4": 0.60549, "Y4": 0.2728, "page": 0}, {"Word": "1988 Greek Tobacco", "Confidence": 0.99633, "X1": 0.2052, "Y1": 0.2732, "X2": 0.40029, "Y2": 0.273, "X3": 0.40029, "Y3": 0.2888, "X4": 0.20376, "Y4": 0.2868, "page": 0}, {"Word": "Results have been received for 12 samples of the subject tobacco.", "Confidence": 0.99373, "X1": 0.16329, "Y1": 0.3352, "X2": 0.84971, "Y2": 0.335, "X3": 0.84971, "Y3": 0.3518, "X4": 0.16329, "Y4": 0.3518, "page": 0}, {"Word": "These samples represented dealers/grades: CR-BA bales 1-3602, MF-BA bales", "Confidence": 0.99389, "X1": 0.10116, "Y1": 0.3522, "X2": 0.87139, "Y2": 0.352, "X3": 0.87139, "Y3": 0.3678, "X4": 0.10116, "Y4": 0.3678, "page": 0}, {"Word": "1-3944, and OP-SC bales 1-4227.", "Confidence": 0.9554, "X1": 0.10116, "Y1": 0.3662, "X2": 0.43064, "Y2": 0.366, "X3": 0.43064, "Y3": 0.3828, "X4": 0.10116, "Y4": 0.3828, "page": 0}, {"Word": "The mean endosulfan residue is 1.48 + 0.52 ppm, with a range of 0.57", "Confidence": 0.98743, "X1": 0.16474, "Y1": 0.3992, "X2": 0.88584, "Y2": 0.399, "X3": 0.88584, "Y3": 0.4148, "X4": 0.16474, "Y4": 0.4138, "page": 0}, {"Word": "to 2.29 ppm. The internal RJRT guideline limit is 3.0 ppm.", "Confidence": 0.97082, "X1": 0.09971, "Y1": 0.4132, "X2": 0.7211, "Y2": 0.413, "X3": 0.7211, "Y3": 0.4308, "X4": 0.09971, "Y4": 0.4308, "page": 0}, {"Word": "The mean EBDC residue is 14.68 + 11.74 ppm, range 1.70 to 40.0 ppm.", "Confidence": 0.9685, "X1": 0.1604, "Y1": 0.4462, "X2": 0.87717, "Y2": 0.446, "X3": 0.87717, "Y3": 0.4618, "X4": 0.1604, "Y4": 0.4608, "page": 0}, {"Word": "Sample number 9-H2369 is being re-analyzed, since the value for this sample", "Confidence": 0.97683, "X1": 0.10116, "Y1": 0.4612, "X2": 0.89162, "Y2": 0.461, "X3": 0.89162, "Y3": 0.4768, "X4": 0.10116, "Y4": 0.4768, "page": 0}, {"Word": "(1.8 ppm) is not consistent with the other samples from this lot (MF-BA,", "Confidence": 0.98431, "X1": 0.10405, "Y1": 0.4762, "X2": 0.85983, "Y2": 0.476, "X3": 0.85983, "Y3": 0.4928, "X4": 0.10405, "Y4": 0.4938, "page": 0}, {"Word": "other residues ranged 23.8 to 40.0 ppm). No USDA or RJRT limit for EBDCs", "Confidence": 0.97679, "X1": 0.1026, "Y1": 0.4922, "X2": 0.87139, "Y2": 0.492, "X3": 0.87139, "Y3": 0.5078, "X4": 0.1026, "Y4": 0.5098, "page": 0}, {"Word": "currently exists, however the West Germans have established a limit of 50", "Confidence": 0.99, "X1": 0.09971, "Y1": 0.5092, "X2": 0.87139, "Y2": 0.509, "X3": 0.87139, "Y3": 0.5238, "X4": 0.09971, "Y4": 0.5248, "page": 0}, {"Word": "ppm for EBDCs.", "Confidence": 0.99667, "X1": 0.1026, "Y1": 0.5252, "X2": 0.24855, "Y2": 0.525, "X3": 0.25, "Y3": 0.5408, "X4": 0.1026, "Y4": 0.5418, "page": 0}, {"Word": "Other detected residues included methamidophos, dicamba, 2,4-D,", "Confidence": 0.99357, "X1": 0.16329, "Y1": 0.5562, "X2": 0.82803, "Y2": 0.556, "X3": 0.82803, "Y3": 0.5728, "X4": 0.16329, "Y4": 0.5718, "page": 0}, {"Word": "permethrin, cypermethrin and lindane. These residues were within", "Confidence": 0.98513, "X1": 0.10116, "Y1": 0.5722, "X2": 0.78613, "Y2": 0.572, "X3": 0.78613, "Y3": 0.5888, "X4": 0.10116, "Y4": 0.5888, "page": 0}, {"Word": "acceptable limits.", "Confidence": 0.991, "X1": 0.1026, "Y1": 0.5882, "X2": 0.28902, "Y2": 0.588, "X3": 0.28902, "Y3": 0.6038, "X4": 0.1026, "Y4": 0.6058, "page": 0}, {"Word": "The tobacco represented by these samples is approved for purchase/", "Confidence": 0.9961, "X1": 0.16329, "Y1": 0.6192, "X2": 0.85838, "Y2": 0.619, "X3": 0.85838, "Y3": 0.6368, "X4": 0.16329, "Y4": 0.6368, "page": 0}, {"Word": "shipment.", "Confidence": 0.995, "X1": 0.09827, "Y1": 0.6352, "X2": 0.19653, "Y2": 0.635, "X3": 0.19653, "Y3": 0.6538, "X4": 0.09827, "Y4": 0.6528, "page": 0}, {"Word": "DSL", "Confidence": 0.318, "X1": 0.65751, "Y1": 0.6892, "X2": 0.73266, "Y2": 0.689, "X3": 0.73988, "Y3": 0.7268, "X4": 0.66185, "Y4": 0.7328, "page": 0}, {"Word": "CC: Dr. A.W. Hayes", "Confidence": 0.9855, "X1": 0.10549, "Y1": 0.7792, "X2": 0.31647, "Y2": 0.779, "X3": 0.31647, "Y3": 0.7958, "X4": 0.10549, "Y4": 0.7968, "page": 0}, {"Word": "Dr. R.L. Suber", "Confidence": 0.99567, "X1": 0.16474, "Y1": 0.7962, "X2": 0.31647, "Y2": 0.796, "X3": 0.31647, "Y3": 0.8108, "X4": 0.16474, "Y4": 0.8098, "page": 0}, {"Word": "50794 1620", "Confidence": 0.991, "X1": 0.97688, "Y1": 0.9682, "X2": 0.98699, "Y2": 0.968, "X3": 0.96387, "Y3": 0.9688, "X4": 0.9552, "Y4": 0.8708, "page": 0}], "words_data": [{"Word": "RJR", "Confidence": 0.901, "X1": 0.23555, "Y1": 0.1302, "X2": 0.27312, "Y2": 0.13, "X3": 0.27312, "Y3": 0.1478, "X4": 0.23555, "Y4": 0.1478, "page": 0, "Index": 0}, {"Word": "Interoffice", "Confidence": 0.97, "X1": 0.29913, "Y1": 0.1302, "X2": 0.52168, "Y2": 0.13, "X3": 0.52168, "Y3": 0.1468, "X4": 0.29913, "Y4": 0.1478, "page": 0, "Index": 1}, {"Word": "Memorandum", "Confidence": 0.966, "X1": 0.55058, "Y1": 0.1302, "X2": 0.75434, "Y2": 0.13, "X3": 0.75434, "Y3": 0.1468, "X4": 0.55058, "Y4": 0.1468, "page": 0, "Index": 2}, {"Word": "TO:", "Confidence": 0.945, "X1": 0.09971, "Y1": 0.2082, "X2": 0.12861, "Y2": 0.208, "X3": 0.13006, "Y3": 0.2238, "X4": 0.10116, "Y4": 0.2248, "page": 0, "Index": 3}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.20376, "Y1": 0.2092, "X2": 0.24133, "Y2": 0.209, "X3": 0.23988, "Y3": 0.2258, "X4": 0.20231, "Y4": 0.2258, "page": 0, "Index": 4}, {"Word": "Bill", "Confidence": 0.989, "X1": 0.24566, "Y1": 0.2092, "X2": 0.29335, "Y2": 0.209, "X3": 0.29191, "Y3": 0.2248, "X4": 0.24422, "Y4": 0.2258, "page": 0, "Index": 5}, {"Word": "Greer", "Confidence": 0.998, "X1": 0.29913, "Y1": 0.2102, "X2": 0.35694, "Y2": 0.21, "X3": 0.35694, "Y3": 0.2248, "X4": 0.29769, "Y4": 0.2248, "page": 0, "Index": 6}, {"Word": "FROM:", "Confidence": 0.997, "X1": 0.60405, "Y1": 0.2092, "X2": 0.66329, "Y2": 0.209, "X3": 0.66329, "Y3": 0.2258, "X4": 0.60405, "Y4": 0.2258, "page": 0, "Index": 7}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.6763, "Y1": 0.2092, "X2": 0.71532, "Y2": 0.209, "X3": 0.71532, "Y3": 0.2258, "X4": 0.6763, "Y4": 0.2258, "page": 0, "Index": 8}, {"Word": "Steve", "Confidence": 0.997, "X1": 0.71965, "Y1": 0.2092, "X2": 0.77746, "Y2": 0.209, "X3": 0.77746, "Y3": 0.2248, "X4": 0.71965, "Y4": 0.2258, "page": 0, "Index": 9}, {"Word": "Saunders", "Confidence": 0.995, "X1": 0.78179, "Y1": 0.2092, "X2": 0.87283, "Y2": 0.209, "X3": 0.87283, "Y3": 0.2248, "X4": 0.78324, "Y4": 0.2248, "page": 0, "Index": 10}, {"Word": "SUBJECT:", "Confidence": 0.991, "X1": 0.09971, "Y1": 0.2562, "X2": 0.18786, "Y2": 0.256, "X3": 0.18786, "Y3": 0.2718, "X4": 0.09971, "Y4": 0.2718, "page": 0, "Index": 11}, {"Word": "Pesticide", "Confidence": 0.994, "X1": 0.20376, "Y1": 0.2562, "X2": 0.30491, "Y2": 0.256, "X3": 0.30347, "Y3": 0.2718, "X4": 0.20376, "Y4": 0.2718, "page": 0, "Index": 12}, {"Word": "Analyses", "Confidence": 0.994, "X1": 0.30925, "Y1": 0.2562, "X2": 0.39884, "Y2": 0.256, "X3": 0.39884, "Y3": 0.2728, "X4": 0.30925, "Y4": 0.2718, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.994, "X1": 0.40607, "Y1": 0.2562, "X2": 0.43353, "Y2": 0.256, "X3": 0.43208, "Y3": 0.2738, "X4": 0.40462, "Y4": 0.2728, "page": 0, "Index": 14}, {"Word": "DATE:", "Confidence": 0.991, "X1": 0.60694, "Y1": 0.2562, "X2": 0.66185, "Y2": 0.256, "X3": 0.66185, "Y3": 0.2728, "X4": 0.60549, "Y4": 0.2738, "page": 0, "Index": 15}, {"Word": "October", "Confidence": 0.993, "X1": 0.6763, "Y1": 0.2562, "X2": 0.75723, "Y2": 0.256, "X3": 0.75578, "Y3": 0.2718, "X4": 0.6763, "Y4": 0.2728, "page": 0, "Index": 16}, {"Word": "16,", "Confidence": 0.998, "X1": 0.76301, "Y1": 0.2562, "X2": 0.79913, "Y2": 0.256, "X3": 0.79769, "Y3": 0.2718, "X4": 0.76301, "Y4": 0.2718, "page": 0, "Index": 17}, {"Word": "1989", "Confidence": 0.981, "X1": 0.80491, "Y1": 0.2562, "X2": 0.84971, "Y2": 0.256, "X3": 0.84971, "Y3": 0.2728, "X4": 0.80347, "Y4": 0.2718, "page": 0, "Index": 18}, {"Word": "1988", "Confidence": 0.994, "X1": 0.2052, "Y1": 0.2732, "X2": 0.25, "Y2": 0.273, "X3": 0.25, "Y3": 0.2878, "X4": 0.2052, "Y4": 0.2878, "page": 0, "Index": 19}, {"Word": "Greek", "Confidence": 0.998, "X1": 0.25723, "Y1": 0.2732, "X2": 0.31358, "Y2": 0.273, "X3": 0.31358, "Y3": 0.2888, "X4": 0.25578, "Y4": 0.2878, "page": 0, "Index": 20}, {"Word": "Tobacco", "Confidence": 0.997, "X1": 0.32225, "Y1": 0.2742, "X2": 0.39884, "Y2": 0.274, "X3": 0.3974, "Y3": 0.2888, "X4": 0.32225, "Y4": 0.2888, "page": 0, "Index": 21}, {"Word": "Results", "Confidence": 0.985, "X1": 0.16474, "Y1": 0.3362, "X2": 0.23988, "Y2": 0.336, "X3": 0.23844, "Y3": 0.3518, "X4": 0.16474, "Y4": 0.3518, "page": 0, "Index": 22}, {"Word": "have", "Confidence": 0.989, "X1": 0.24566, "Y1": 0.3362, "X2": 0.29335, "Y2": 0.336, "X3": 0.29335, "Y3": 0.3528, "X4": 0.24566, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "been", "Confidence": 0.988, "X1": 0.29913, "Y1": 0.3362, "X2": 0.34538, "Y2": 0.336, "X3": 0.34538, "Y3": 0.3528, "X4": 0.29913, "Y4": 0.3528, "page": 0, "Index": 24}, {"Word": "received", "Confidence": 0.995, "X1": 0.3526, "Y1": 0.3362, "X2": 0.44075, "Y2": 0.336, "X3": 0.44075, "Y3": 0.3528, "X4": 0.35116, "Y4": 0.3528, "page": 0, "Index": 25}, {"Word": "for", "Confidence": 0.998, "X1": 0.44653, "Y1": 0.3362, "X2": 0.48266, "Y2": 0.336, "X3": 0.48266, "Y3": 0.3528, "X4": 0.44653, "Y4": 0.3528, "page": 0, "Index": 26}, {"Word": "12", "Confidence": 0.997, "X1": 0.48988, "Y1": 0.3362, "X2": 0.51445, "Y2": 0.336, "X3": 0.51301, "Y3": 0.3528, "X4": 0.48844, "Y4": 0.3528, "page": 0, "Index": 27}, {"Word": "samples", "Confidence": 0.995, "X1": 0.52023, "Y1": 0.3362, "X2": 0.59827, "Y2": 0.336, "X3": 0.59827, "Y3": 0.3528, "X4": 0.52023, "Y4": 0.3528, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.60405, "Y1": 0.3362, "X2": 0.62861, "Y2": 0.336, "X3": 0.62861, "Y3": 0.3518, "X4": 0.60405, "Y4": 0.3518, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.998, "X1": 0.63584, "Y1": 0.3362, "X2": 0.67197, "Y2": 0.336, "X3": 0.67197, "Y3": 0.3518, "X4": 0.63584, "Y4": 0.3518, "page": 0, "Index": 30}, {"Word": "subject", "Confidence": 0.996, "X1": 0.67775, "Y1": 0.3362, "X2": 0.75723, "Y2": 0.336, "X3": 0.75723, "Y3": 0.3518, "X4": 0.67775, "Y4": 0.3518, "page": 0, "Index": 31}, {"Word": "tobacco.", "Confidence": 0.992, "X1": 0.76445, "Y1": 0.3362, "X2": 0.84971, "Y2": 0.336, "X3": 0.84971, "Y3": 0.3518, "X4": 0.76445, "Y4": 0.3518, "page": 0, "Index": 32}, {"Word": "These", "Confidence": 0.994, "X1": 0.10116, "Y1": 0.3532, "X2": 0.15318, "Y2": 0.353, "X3": 0.15462, "Y3": 0.3668, "X4": 0.1026, "Y4": 0.3658, "page": 0, "Index": 33}, {"Word": "samples", "Confidence": 0.994, "X1": 0.16329, "Y1": 0.3532, "X2": 0.23844, "Y2": 0.353, "X3": 0.23844, "Y3": 0.3678, "X4": 0.16329, "Y4": 0.3668, "page": 0, "Index": 34}, {"Word": "represented", "Confidence": 0.993, "X1": 0.24566, "Y1": 0.3532, "X2": 0.36561, "Y2": 0.353, "X3": 0.36561, "Y3": 0.3678, "X4": 0.24711, "Y4": 0.3678, "page": 0, "Index": 35}, {"Word": "1-3602,", "Confidence": 0.993, "X1": 0.66908, "Y1": 0.3522, "X2": 0.74566, "Y2": 0.352, "X3": 0.74566, "Y3": 0.3678, "X4": 0.66908, "Y4": 0.3688, "page": 0, "Index": 36}, {"Word": "MF-BA", "Confidence": 0.996, "X1": 0.75145, "Y1": 0.3522, "X2": 0.80925, "Y2": 0.352, "X3": 0.80925, "Y3": 0.3678, "X4": 0.75145, "Y4": 0.3678, "page": 0, "Index": 37}, {"Word": "bales", "Confidence": 0.997, "X1": 0.81503, "Y1": 0.3522, "X2": 0.87139, "Y2": 0.352, "X3": 0.87139, "Y3": 0.3678, "X4": 0.81503, "Y4": 0.3678, "page": 0, "Index": 38}, {"Word": "dealers/grades:", "Confidence": 0.986, "X1": 0.37283, "Y1": 0.3522, "X2": 0.53468, "Y2": 0.352, "X3": 0.53468, "Y3": 0.3688, "X4": 0.37283, "Y4": 0.3678, "page": 0, "Index": 39}, {"Word": "CR-BA", "Confidence": 0.995, "X1": 0.54046, "Y1": 0.3522, "X2": 0.59682, "Y2": 0.352, "X3": 0.59682, "Y3": 0.3688, "X4": 0.54046, "Y4": 0.3688, "page": 0, "Index": 40}, {"Word": "bales", "Confidence": 0.997, "X1": 0.60405, "Y1": 0.3522, "X2": 0.6604, "Y2": 0.352, "X3": 0.6604, "Y3": 0.3688, "X4": 0.60405, "Y4": 0.3688, "page": 0, "Index": 41}, {"Word": "1-3944,", "Confidence": 0.797, "X1": 0.10116, "Y1": 0.3672, "X2": 0.17775, "Y2": 0.367, "X3": 0.17919, "Y3": 0.3838, "X4": 0.10116, "Y4": 0.3838, "page": 0, "Index": 42}, {"Word": "and", "Confidence": 0.998, "X1": 0.18353, "Y1": 0.3672, "X2": 0.21821, "Y2": 0.367, "X3": 0.21965, "Y3": 0.3838, "X4": 0.18353, "Y4": 0.3838, "page": 0, "Index": 43}, {"Word": "OP-SC", "Confidence": 0.993, "X1": 0.22399, "Y1": 0.3672, "X2": 0.28179, "Y2": 0.367, "X3": 0.28324, "Y3": 0.3838, "X4": 0.22399, "Y4": 0.3838, "page": 0, "Index": 44}, {"Word": "bales", "Confidence": 0.997, "X1": 0.28757, "Y1": 0.3672, "X2": 0.34538, "Y2": 0.367, "X3": 0.34682, "Y3": 0.3838, "X4": 0.28757, "Y4": 0.3838, "page": 0, "Index": 45}, {"Word": "1-4227.", "Confidence": 0.992, "X1": 0.35405, "Y1": 0.3682, "X2": 0.43064, "Y2": 0.368, "X3": 0.43064, "Y3": 0.3838, "X4": 0.35405, "Y4": 0.3838, "page": 0, "Index": 46}, {"Word": "The", "Confidence": 0.994, "X1": 0.16618, "Y1": 0.3982, "X2": 0.19653, "Y2": 0.398, "X3": 0.19798, "Y3": 0.4138, "X4": 0.16618, "Y4": 0.4138, "page": 0, "Index": 47}, {"Word": "mean", "Confidence": 0.988, "X1": 0.20376, "Y1": 0.3982, "X2": 0.25, "Y2": 0.398, "X3": 0.25, "Y3": 0.4148, "X4": 0.20376, "Y4": 0.4138, "page": 0, "Index": 48}, {"Word": "endosulfan", "Confidence": 0.994, "X1": 0.25723, "Y1": 0.3992, "X2": 0.36705, "Y2": 0.399, "X3": 0.36705, "Y3": 0.4148, "X4": 0.25723, "Y4": 0.4148, "page": 0, "Index": 49}, {"Word": "residue", "Confidence": 0.995, "X1": 0.37283, "Y1": 0.3992, "X2": 0.45087, "Y2": 0.399, "X3": 0.45087, "Y3": 0.4148, "X4": 0.37283, "Y4": 0.4148, "page": 0, "Index": 50}, {"Word": "is", "Confidence": 0.998, "X1": 0.45954, "Y1": 0.3992, "X2": 0.48121, "Y2": 0.399, "X3": 0.48121, "Y3": 0.4148, "X4": 0.45954, "Y4": 0.4148, "page": 0, "Index": 51}, {"Word": "1.48", "Confidence": 0.987, "X1": 0.48844, "Y1": 0.3992, "X2": 0.53468, "Y2": 0.399, "X3": 0.53468, "Y3": 0.4148, "X4": 0.48844, "Y4": 0.4148, "page": 0, "Index": 52}, {"Word": "+", "Confidence": 0.933, "X1": 0.54191, "Y1": 0.3992, "X2": 0.55636, "Y2": 0.399, "X3": 0.55636, "Y3": 0.4148, "X4": 0.54191, "Y4": 0.4148, "page": 0, "Index": 53}, {"Word": "0.52", "Confidence": 0.986, "X1": 0.56503, "Y1": 0.3992, "X2": 0.61272, "Y2": 0.399, "X3": 0.61272, "Y3": 0.4148, "X4": 0.56503, "Y4": 0.4148, "page": 0, "Index": 54}, {"Word": "ppm,", "Confidence": 0.984, "X1": 0.61705, "Y1": 0.3992, "X2": 0.66474, "Y2": 0.399, "X3": 0.66474, "Y3": 0.4148, "X4": 0.61705, "Y4": 0.4148, "page": 0, "Index": 55}, {"Word": "with", "Confidence": 0.991, "X1": 0.67052, "Y1": 0.3992, "X2": 0.71821, "Y2": 0.399, "X3": 0.71821, "Y3": 0.4148, "X4": 0.66908, "Y4": 0.4148, "page": 0, "Index": 56}, {"Word": "a", "Confidence": 0.996, "X1": 0.72543, "Y1": 0.3992, "X2": 0.73844, "Y2": 0.399, "X3": 0.73844, "Y3": 0.4148, "X4": 0.72543, "Y4": 0.4148, "page": 0, "Index": 57}, {"Word": "range", "Confidence": 0.998, "X1": 0.74566, "Y1": 0.3992, "X2": 0.80347, "Y2": 0.399, "X3": 0.80347, "Y3": 0.4158, "X4": 0.74566, "Y4": 0.4148, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.991, "X1": 0.8078, "Y1": 0.3992, "X2": 0.83526, "Y2": 0.399, "X3": 0.83526, "Y3": 0.4158, "X4": 0.8078, "Y4": 0.4158, "page": 0, "Index": 59}, {"Word": "0.57", "Confidence": 0.989, "X1": 0.84104, "Y1": 0.3992, "X2": 0.88584, "Y2": 0.399, "X3": 0.88584, "Y3": 0.4158, "X4": 0.84104, "Y4": 0.4158, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.995, "X1": 0.1026, "Y1": 0.4152, "X2": 0.12428, "Y2": 0.415, "X3": 0.12283, "Y3": 0.4318, "X4": 0.10116, "Y4": 0.4318, "page": 0, "Index": 61}, {"Word": "2.29", "Confidence": 0.99, "X1": 0.1315, "Y1": 0.4152, "X2": 0.17775, "Y2": 0.415, "X3": 0.1763, "Y3": 0.4318, "X4": 0.13006, "Y4": 0.4318, "page": 0, "Index": 62}, {"Word": "ppm.", "Confidence": 0.991, "X1": 0.18353, "Y1": 0.4142, "X2": 0.23266, "Y2": 0.414, "X3": 0.23266, "Y3": 0.4318, "X4": 0.18208, "Y4": 0.4318, "page": 0, "Index": 63}, {"Word": "The", "Confidence": 0.998, "X1": 0.24855, "Y1": 0.4142, "X2": 0.28324, "Y2": 0.414, "X3": 0.28324, "Y3": 0.4308, "X4": 0.24711, "Y4": 0.4318, "page": 0, "Index": 64}, {"Word": "internal", "Confidence": 0.884, "X1": 0.29046, "Y1": 0.4142, "X2": 0.37717, "Y2": 0.414, "X3": 0.37717, "Y3": 0.4308, "X4": 0.28902, "Y4": 0.4308, "page": 0, "Index": 65}, {"Word": "RJRT", "Confidence": 0.957, "X1": 0.38295, "Y1": 0.4142, "X2": 0.43208, "Y2": 0.414, "X3": 0.43064, "Y3": 0.4308, "X4": 0.38295, "Y4": 0.4308, "page": 0, "Index": 66}, {"Word": "guideline", "Confidence": 0.991, "X1": 0.43642, "Y1": 0.4142, "X2": 0.53613, "Y2": 0.414, "X3": 0.53468, "Y3": 0.4308, "X4": 0.43642, "Y4": 0.4308, "page": 0, "Index": 67}, {"Word": "limit", "Confidence": 0.886, "X1": 0.54191, "Y1": 0.4142, "X2": 0.59682, "Y2": 0.414, "X3": 0.59682, "Y3": 0.4318, "X4": 0.54191, "Y4": 0.4308, "page": 0, "Index": 68}, {"Word": "is", "Confidence": 0.998, "X1": 0.60549, "Y1": 0.4152, "X2": 0.63006, "Y2": 0.415, "X3": 0.63006, "Y3": 0.4318, "X4": 0.60549, "Y4": 0.4318, "page": 0, "Index": 69}, {"Word": "3.0", "Confidence": 0.998, "X1": 0.63584, "Y1": 0.4152, "X2": 0.67052, "Y2": 0.415, "X3": 0.67052, "Y3": 0.4318, "X4": 0.63584, "Y4": 0.4318, "page": 0, "Index": 70}, {"Word": "ppm.", "Confidence": 0.991, "X1": 0.67775, "Y1": 0.4162, "X2": 0.71965, "Y2": 0.416, "X3": 0.71965, "Y3": 0.4318, "X4": 0.67775, "Y4": 0.4318, "page": 0, "Index": 71}, {"Word": "The", "Confidence": 0.992, "X1": 0.16329, "Y1": 0.4462, "X2": 0.19798, "Y2": 0.446, "X3": 0.19653, "Y3": 0.4618, "X4": 0.16329, "Y4": 0.4608, "page": 0, "Index": 72}, {"Word": "mean", "Confidence": 0.987, "X1": 0.20376, "Y1": 0.4462, "X2": 0.25, "Y2": 0.446, "X3": 0.25, "Y3": 0.4618, "X4": 0.20376, "Y4": 0.4618, "page": 0, "Index": 73}, {"Word": "EBDC", "Confidence": 0.982, "X1": 0.25723, "Y1": 0.4462, "X2": 0.30202, "Y2": 0.446, "X3": 0.30202, "Y3": 0.4618, "X4": 0.25723, "Y4": 0.4618, "page": 0, "Index": 74}, {"Word": "residue", "Confidence": 0.995, "X1": 0.31069, "Y1": 0.4462, "X2": 0.38873, "Y2": 0.446, "X3": 0.38728, "Y3": 0.4618, "X4": 0.31069, "Y4": 0.4618, "page": 0, "Index": 75}, {"Word": "is", "Confidence": 0.998, "X1": 0.3974, "Y1": 0.4462, "X2": 0.41908, "Y2": 0.446, "X3": 0.41908, "Y3": 0.4618, "X4": 0.3974, "Y4": 0.4618, "page": 0, "Index": 76}, {"Word": "14.68", "Confidence": 0.997, "X1": 0.42775, "Y1": 0.4462, "X2": 0.48121, "Y2": 0.446, "X3": 0.48121, "Y3": 0.4618, "X4": 0.42775, "Y4": 0.4618, "page": 0, "Index": 77}, {"Word": "+", "Confidence": 0.657, "X1": 0.48844, "Y1": 0.4462, "X2": 0.50145, "Y2": 0.446, "X3": 0.50145, "Y3": 0.4618, "X4": 0.48844, "Y4": 0.4618, "page": 0, "Index": 78}, {"Word": "11.74", "Confidence": 0.996, "X1": 0.51445, "Y1": 0.4462, "X2": 0.57081, "Y2": 0.446, "X3": 0.57081, "Y3": 0.4628, "X4": 0.51445, "Y4": 0.4618, "page": 0, "Index": 79}, {"Word": "ppm,", "Confidence": 0.991, "X1": 0.57659, "Y1": 0.4462, "X2": 0.62428, "Y2": 0.446, "X3": 0.62428, "Y3": 0.4628, "X4": 0.57659, "Y4": 0.4628, "page": 0, "Index": 80}, {"Word": "range", "Confidence": 0.997, "X1": 0.63006, "Y1": 0.4472, "X2": 0.68642, "Y2": 0.447, "X3": 0.68642, "Y3": 0.4628, "X4": 0.63006, "Y4": 0.4628, "page": 0, "Index": 81}, {"Word": "1.70", "Confidence": 0.988, "X1": 0.69364, "Y1": 0.4472, "X2": 0.73988, "Y2": 0.447, "X3": 0.73988, "Y3": 0.4628, "X4": 0.69364, "Y4": 0.4628, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.998, "X1": 0.74711, "Y1": 0.4472, "X2": 0.77023, "Y2": 0.447, "X3": 0.77168, "Y3": 0.4628, "X4": 0.74711, "Y4": 0.4628, "page": 0, "Index": 83}, {"Word": "40.0", "Confidence": 0.991, "X1": 0.7789, "Y1": 0.4472, "X2": 0.82225, "Y2": 0.447, "X3": 0.82225, "Y3": 0.4618, "X4": 0.7789, "Y4": 0.4628, "page": 0, "Index": 84}, {"Word": "ppm.", "Confidence": 0.99, "X1": 0.82948, "Y1": 0.4472, "X2": 0.87717, "Y2": 0.447, "X3": 0.87717, "Y3": 0.4618, "X4": 0.83092, "Y4": 0.4618, "page": 0, "Index": 85}, {"Word": "Sample", "Confidence": 0.97, "X1": 0.1026, "Y1": 0.4612, "X2": 0.16474, "Y2": 0.461, "X3": 0.16474, "Y3": 0.4768, "X4": 0.1026, "Y4": 0.4768, "page": 0, "Index": 86}, {"Word": "number", "Confidence": 0.994, "X1": 0.17341, "Y1": 0.4622, "X2": 0.23844, "Y2": 0.462, "X3": 0.23844, "Y3": 0.4768, "X4": 0.17341, "Y4": 0.4768, "page": 0, "Index": 87}, {"Word": "9-H2369", "Confidence": 0.796, "X1": 0.24711, "Y1": 0.4622, "X2": 0.3237, "Y2": 0.462, "X3": 0.3237, "Y3": 0.4778, "X4": 0.24711, "Y4": 0.4768, "page": 0, "Index": 88}, {"Word": "is", "Confidence": 0.998, "X1": 0.33382, "Y1": 0.4622, "X2": 0.35549, "Y2": 0.462, "X3": 0.35549, "Y3": 0.4778, "X4": 0.33382, "Y4": 0.4778, "page": 0, "Index": 89}, {"Word": "being", "Confidence": 0.998, "X1": 0.36272, "Y1": 0.4622, "X2": 0.41908, "Y2": 0.462, "X3": 0.41908, "Y3": 0.4778, "X4": 0.36272, "Y4": 0.4778, "page": 0, "Index": 90}, {"Word": "re-analyzed,", "Confidence": 0.991, "X1": 0.4263, "Y1": 0.4622, "X2": 0.55491, "Y2": 0.462, "X3": 0.55491, "Y3": 0.4778, "X4": 0.4263, "Y4": 0.4778, "page": 0, "Index": 91}, {"Word": "since", "Confidence": 0.997, "X1": 0.56358, "Y1": 0.4622, "X2": 0.61705, "Y2": 0.462, "X3": 0.61705, "Y3": 0.4768, "X4": 0.56358, "Y4": 0.4778, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.62572, "Y1": 0.4622, "X2": 0.6604, "Y2": 0.462, "X3": 0.6604, "Y3": 0.4768, "X4": 0.62717, "Y4": 0.4768, "page": 0, "Index": 93}, {"Word": "value", "Confidence": 0.997, "X1": 0.66763, "Y1": 0.4622, "X2": 0.72399, "Y2": 0.462, "X3": 0.72399, "Y3": 0.4768, "X4": 0.66763, "Y4": 0.4768, "page": 0, "Index": 94}, {"Word": "for", "Confidence": 0.998, "X1": 0.73266, "Y1": 0.4622, "X2": 0.7659, "Y2": 0.462, "X3": 0.7659, "Y3": 0.4768, "X4": 0.73266, "Y4": 0.4768, "page": 0, "Index": 95}, {"Word": "this", "Confidence": 0.989, "X1": 0.77312, "Y1": 0.4622, "X2": 0.81792, "Y2": 0.462, "X3": 0.81792, "Y3": 0.4768, "X4": 0.77312, "Y4": 0.4768, "page": 0, "Index": 96}, {"Word": "sample", "Confidence": 0.996, "X1": 0.82659, "Y1": 0.4622, "X2": 0.89017, "Y2": 0.462, "X3": 0.89162, "Y3": 0.4758, "X4": 0.82659, "Y4": 0.4768, "page": 0, "Index": 97}, {"Word": "(1.8", "Confidence": 0.982, "X1": 0.10549, "Y1": 0.4772, "X2": 0.14451, "Y2": 0.477, "X3": 0.14451, "Y3": 0.4948, "X4": 0.10549, "Y4": 0.4948, "page": 0, "Index": 98}, {"Word": "ppm)", "Confidence": 0.991, "X1": 0.15029, "Y1": 0.4782, "X2": 0.19942, "Y2": 0.478, "X3": 0.19942, "Y3": 0.4938, "X4": 0.15029, "Y4": 0.4948, "page": 0, "Index": 99}, {"Word": "is", "Confidence": 0.998, "X1": 0.2052, "Y1": 0.4782, "X2": 0.22832, "Y2": 0.478, "X3": 0.22832, "Y3": 0.4938, "X4": 0.2052, "Y4": 0.4938, "page": 0, "Index": 100}, {"Word": "not", "Confidence": 0.963, "X1": 0.23555, "Y1": 0.4782, "X2": 0.27168, "Y2": 0.478, "X3": 0.27168, "Y3": 0.4938, "X4": 0.23555, "Y4": 0.4938, "page": 0, "Index": 101}, {"Word": "consistent", "Confidence": 0.949, "X1": 0.27746, "Y1": 0.4782, "X2": 0.38873, "Y2": 0.478, "X3": 0.38873, "Y3": 0.4928, "X4": 0.27746, "Y4": 0.4938, "page": 0, "Index": 102}, {"Word": "with", "Confidence": 0.982, "X1": 0.39306, "Y1": 0.4782, "X2": 0.44075, "Y2": 0.478, "X3": 0.4422, "Y3": 0.4928, "X4": 0.39306, "Y4": 0.4928, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.998, "X1": 0.44798, "Y1": 0.4782, "X2": 0.48266, "Y2": 0.478, "X3": 0.48266, "Y3": 0.4928, "X4": 0.44798, "Y4": 0.4928, "page": 0, "Index": 104}, {"Word": "other", "Confidence": 0.997, "X1": 0.48699, "Y1": 0.4782, "X2": 0.5448, "Y2": 0.478, "X3": 0.54624, "Y3": 0.4928, "X4": 0.48844, "Y4": 0.4928, "page": 0, "Index": 105}, {"Word": "samples", "Confidence": 0.996, "X1": 0.55202, "Y1": 0.4782, "X2": 0.63006, "Y2": 0.478, "X3": 0.63006, "Y3": 0.4928, "X4": 0.55202, "Y4": 0.4928, "page": 0, "Index": 106}, {"Word": "from", "Confidence": 0.989, "X1": 0.63584, "Y1": 0.4772, "X2": 0.68064, "Y2": 0.477, "X3": 0.68064, "Y3": 0.4928, "X4": 0.63728, "Y4": 0.4928, "page": 0, "Index": 107}, {"Word": "this", "Confidence": 0.988, "X1": 0.68786, "Y1": 0.4772, "X2": 0.7341, "Y2": 0.477, "X3": 0.7341, "Y3": 0.4928, "X4": 0.68931, "Y4": 0.4928, "page": 0, "Index": 108}, {"Word": "lot", "Confidence": 0.994, "X1": 0.74133, "Y1": 0.4772, "X2": 0.77601, "Y2": 0.477, "X3": 0.77746, "Y3": 0.4928, "X4": 0.74277, "Y4": 0.4928, "page": 0, "Index": 109}, {"Word": "(MF-BA,", "Confidence": 0.969, "X1": 0.78468, "Y1": 0.4772, "X2": 0.85838, "Y2": 0.477, "X3": 0.85983, "Y3": 0.4938, "X4": 0.78613, "Y4": 0.4928, "page": 0, "Index": 110}, {"Word": "EBDCs", "Confidence": 0.848, "X1": 0.81503, "Y1": 0.4932, "X2": 0.86994, "Y2": 0.493, "X3": 0.87139, "Y3": 0.5078, "X4": 0.81647, "Y4": 0.5088, "page": 0, "Index": 111}, {"Word": "other", "Confidence": 0.994, "X1": 0.10405, "Y1": 0.4942, "X2": 0.15607, "Y2": 0.494, "X3": 0.15607, "Y3": 0.5098, "X4": 0.10405, "Y4": 0.5098, "page": 0, "Index": 112}, {"Word": "residues", "Confidence": 0.994, "X1": 0.16329, "Y1": 0.4942, "X2": 0.25, "Y2": 0.494, "X3": 0.25145, "Y3": 0.5098, "X4": 0.16329, "Y4": 0.5098, "page": 0, "Index": 113}, {"Word": "ranged", "Confidence": 0.995, "X1": 0.25723, "Y1": 0.4942, "X2": 0.3237, "Y2": 0.494, "X3": 0.3237, "Y3": 0.5098, "X4": 0.25723, "Y4": 0.5098, "page": 0, "Index": 114}, {"Word": "23.8", "Confidence": 0.987, "X1": 0.33237, "Y1": 0.4932, "X2": 0.37717, "Y2": 0.493, "X3": 0.37717, "Y3": 0.5098, "X4": 0.33237, "Y4": 0.5098, "page": 0, "Index": 115}, {"Word": "to", "Confidence": 0.998, "X1": 0.38584, "Y1": 0.4932, "X2": 0.40896, "Y2": 0.493, "X3": 0.40896, "Y3": 0.5098, "X4": 0.38584, "Y4": 0.5098, "page": 0, "Index": 116}, {"Word": "40.0", "Confidence": 0.988, "X1": 0.41618, "Y1": 0.4932, "X2": 0.45954, "Y2": 0.493, "X3": 0.45954, "Y3": 0.5098, "X4": 0.41618, "Y4": 0.5098, "page": 0, "Index": 117}, {"Word": "ppm).", "Confidence": 0.991, "X1": 0.46821, "Y1": 0.4932, "X2": 0.52457, "Y2": 0.493, "X3": 0.52601, "Y3": 0.5098, "X4": 0.46821, "Y4": 0.5098, "page": 0, "Index": 118}, {"Word": "No", "Confidence": 0.998, "X1": 0.54046, "Y1": 0.4932, "X2": 0.56647, "Y2": 0.493, "X3": 0.56647, "Y3": 0.5088, "X4": 0.54191, "Y4": 0.5098, "page": 0, "Index": 119}, {"Word": "USDA", "Confidence": 0.983, "X1": 0.57081, "Y1": 0.4932, "X2": 0.6185, "Y2": 0.493, "X3": 0.6185, "Y3": 0.5088, "X4": 0.57225, "Y4": 0.5088, "page": 0, "Index": 120}, {"Word": "or", "Confidence": 0.997, "X1": 0.62428, "Y1": 0.4932, "X2": 0.65029, "Y2": 0.493, "X3": 0.65029, "Y3": 0.5088, "X4": 0.62572, "Y4": 0.5088, "page": 0, "Index": 121}, {"Word": "RJRT", "Confidence": 0.981, "X1": 0.65607, "Y1": 0.4932, "X2": 0.70376, "Y2": 0.493, "X3": 0.70376, "Y3": 0.5088, "X4": 0.65751, "Y4": 0.5088, "page": 0, "Index": 122}, {"Word": "limit", "Confidence": 0.923, "X1": 0.70954, "Y1": 0.4932, "X2": 0.7659, "Y2": 0.493, "X3": 0.76734, "Y3": 0.5088, "X4": 0.71098, "Y4": 0.5088, "page": 0, "Index": 123}, {"Word": "for", "Confidence": 0.998, "X1": 0.77457, "Y1": 0.4932, "X2": 0.80925, "Y2": 0.493, "X3": 0.80925, "Y3": 0.5088, "X4": 0.77457, "Y4": 0.5088, "page": 0, "Index": 124}, {"Word": "currently", "Confidence": 0.991, "X1": 0.09971, "Y1": 0.5102, "X2": 0.19509, "Y2": 0.51, "X3": 0.19653, "Y3": 0.5248, "X4": 0.10116, "Y4": 0.5248, "page": 0, "Index": 125}, {"Word": "exists,", "Confidence": 0.995, "X1": 0.20376, "Y1": 0.5102, "X2": 0.28179, "Y2": 0.51, "X3": 0.28179, "Y3": 0.5248, "X4": 0.20376, "Y4": 0.5248, "page": 0, "Index": 126}, {"Word": "however", "Confidence": 0.996, "X1": 0.28757, "Y1": 0.5102, "X2": 0.36561, "Y2": 0.51, "X3": 0.36561, "Y3": 0.5248, "X4": 0.28757, "Y4": 0.5248, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.998, "X1": 0.37428, "Y1": 0.5102, "X2": 0.40751, "Y2": 0.51, "X3": 0.40896, "Y3": 0.5248, "X4": 0.37572, "Y4": 0.5248, "page": 0, "Index": 128}, {"Word": "West", "Confidence": 0.989, "X1": 0.41618, "Y1": 0.5102, "X2": 0.46098, "Y2": 0.51, "X3": 0.46098, "Y3": 0.5248, "X4": 0.41618, "Y4": 0.5248, "page": 0, "Index": 129}, {"Word": "Germans", "Confidence": 0.996, "X1": 0.46676, "Y1": 0.5102, "X2": 0.5448, "Y2": 0.51, "X3": 0.5448, "Y3": 0.5248, "X4": 0.46676, "Y4": 0.5248, "page": 0, "Index": 130}, {"Word": "have", "Confidence": 0.988, "X1": 0.55058, "Y1": 0.5102, "X2": 0.59682, "Y2": 0.51, "X3": 0.59682, "Y3": 0.5248, "X4": 0.55058, "Y4": 0.5248, "page": 0, "Index": 131}, {"Word": "established", "Confidence": 0.994, "X1": 0.60405, "Y1": 0.5102, "X2": 0.72399, "Y2": 0.51, "X3": 0.72399, "Y3": 0.5248, "X4": 0.60405, "Y4": 0.5248, "page": 0, "Index": 132}, {"Word": "a", "Confidence": 0.995, "X1": 0.73121, "Y1": 0.5102, "X2": 0.74422, "Y2": 0.51, "X3": 0.74422, "Y3": 0.5248, "X4": 0.73121, "Y4": 0.5248, "page": 0, "Index": 133}, {"Word": "limit", "Confidence": 0.955, "X1": 0.75289, "Y1": 0.5102, "X2": 0.8078, "Y2": 0.51, "X3": 0.8078, "Y3": 0.5248, "X4": 0.75289, "Y4": 0.5248, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.992, "X1": 0.81503, "Y1": 0.5102, "X2": 0.84104, "Y2": 0.51, "X3": 0.84104, "Y3": 0.5248, "X4": 0.81503, "Y4": 0.5248, "page": 0, "Index": 135}, {"Word": "50", "Confidence": 0.991, "X1": 0.84682, "Y1": 0.5102, "X2": 0.86994, "Y2": 0.51, "X3": 0.86994, "Y3": 0.5248, "X4": 0.84538, "Y4": 0.5248, "page": 0, "Index": 136}, {"Word": "ppm", "Confidence": 0.998, "X1": 0.1026, "Y1": 0.5262, "X2": 0.13295, "Y2": 0.526, "X3": 0.13439, "Y3": 0.5418, "X4": 0.1026, "Y4": 0.5428, "page": 0, "Index": 137}, {"Word": "for", "Confidence": 0.998, "X1": 0.14306, "Y1": 0.5262, "X2": 0.1763, "Y2": 0.526, "X3": 0.1763, "Y3": 0.5418, "X4": 0.14306, "Y4": 0.5418, "page": 0, "Index": 138}, {"Word": "EBDCs.", "Confidence": 0.994, "X1": 0.18497, "Y1": 0.5262, "X2": 0.25, "Y2": 0.526, "X3": 0.25, "Y3": 0.5418, "X4": 0.18497, "Y4": 0.5408, "page": 0, "Index": 139}, {"Word": "Other", "Confidence": 0.995, "X1": 0.16474, "Y1": 0.5562, "X2": 0.21965, "Y2": 0.556, "X3": 0.21821, "Y3": 0.5718, "X4": 0.16474, "Y4": 0.5718, "page": 0, "Index": 140}, {"Word": "detected", "Confidence": 0.994, "X1": 0.22543, "Y1": 0.5562, "X2": 0.31358, "Y2": 0.556, "X3": 0.31358, "Y3": 0.5718, "X4": 0.22543, "Y4": 0.5718, "page": 0, "Index": 141}, {"Word": "residues", "Confidence": 0.994, "X1": 0.31936, "Y1": 0.5562, "X2": 0.40896, "Y2": 0.556, "X3": 0.40896, "Y3": 0.5718, "X4": 0.31936, "Y4": 0.5718, "page": 0, "Index": 142}, {"Word": "included", "Confidence": 0.991, "X1": 0.41763, "Y1": 0.5562, "X2": 0.50289, "Y2": 0.556, "X3": 0.50289, "Y3": 0.5718, "X4": 0.41618, "Y4": 0.5718, "page": 0, "Index": 143}, {"Word": "methamidophos,", "Confidence": 0.993, "X1": 0.51012, "Y1": 0.5562, "X2": 0.66185, "Y2": 0.556, "X3": 0.66185, "Y3": 0.5728, "X4": 0.50867, "Y4": 0.5718, "page": 0, "Index": 144}, {"Word": "dicamba,", "Confidence": 0.994, "X1": 0.66763, "Y1": 0.5562, "X2": 0.75867, "Y2": 0.556, "X3": 0.75723, "Y3": 0.5728, "X4": 0.66618, "Y4": 0.5728, "page": 0, "Index": 145}, {"Word": "2,4-D,", "Confidence": 0.994, "X1": 0.76301, "Y1": 0.5562, "X2": 0.82803, "Y2": 0.556, "X3": 0.82803, "Y3": 0.5738, "X4": 0.76301, "Y4": 0.5728, "page": 0, "Index": 146}, {"Word": "permethrin,", "Confidence": 0.975, "X1": 0.10116, "Y1": 0.5732, "X2": 0.21965, "Y2": 0.573, "X3": 0.21965, "Y3": 0.5898, "X4": 0.10116, "Y4": 0.5888, "page": 0, "Index": 147}, {"Word": "cypermethrin", "Confidence": 0.991, "X1": 0.22543, "Y1": 0.5732, "X2": 0.35694, "Y2": 0.573, "X3": 0.35694, "Y3": 0.5898, "X4": 0.22688, "Y4": 0.5898, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.36416, "Y1": 0.5722, "X2": 0.39884, "Y2": 0.572, "X3": 0.39884, "Y3": 0.5898, "X4": 0.36416, "Y4": 0.5898, "page": 0, "Index": 149}, {"Word": "lindane.", "Confidence": 0.941, "X1": 0.40751, "Y1": 0.5722, "X2": 0.49422, "Y2": 0.572, "X3": 0.49422, "Y3": 0.5898, "X4": 0.40751, "Y4": 0.5898, "page": 0, "Index": 150}, {"Word": "These", "Confidence": 0.997, "X1": 0.51156, "Y1": 0.5722, "X2": 0.56647, "Y2": 0.572, "X3": 0.56647, "Y3": 0.5898, "X4": 0.51156, "Y4": 0.5898, "page": 0, "Index": 151}, {"Word": "residues", "Confidence": 0.995, "X1": 0.57225, "Y1": 0.5732, "X2": 0.66185, "Y2": 0.573, "X3": 0.66185, "Y3": 0.5888, "X4": 0.5737, "Y4": 0.5898, "page": 0, "Index": 152}, {"Word": "were", "Confidence": 0.987, "X1": 0.66618, "Y1": 0.5732, "X2": 0.71532, "Y2": 0.573, "X3": 0.71532, "Y3": 0.5888, "X4": 0.66618, "Y4": 0.5888, "page": 0, "Index": 153}, {"Word": "within", "Confidence": 0.997, "X1": 0.71965, "Y1": 0.5742, "X2": 0.78757, "Y2": 0.574, "X3": 0.78757, "Y3": 0.5888, "X4": 0.71965, "Y4": 0.5888, "page": 0, "Index": 154}, {"Word": "acceptable", "Confidence": 0.991, "X1": 0.10405, "Y1": 0.5882, "X2": 0.20809, "Y2": 0.588, "X3": 0.20809, "Y3": 0.6048, "X4": 0.10405, "Y4": 0.6058, "page": 0, "Index": 155}, {"Word": "limits.", "Confidence": 0.991, "X1": 0.21532, "Y1": 0.5882, "X2": 0.28757, "Y2": 0.588, "X3": 0.28902, "Y3": 0.6038, "X4": 0.21676, "Y4": 0.6048, "page": 0, "Index": 156}, {"Word": "The", "Confidence": 0.998, "X1": 0.16474, "Y1": 0.6202, "X2": 0.19942, "Y2": 0.62, "X3": 0.19798, "Y3": 0.6368, "X4": 0.16329, "Y4": 0.6368, "page": 0, "Index": 157}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.2052, "Y1": 0.6202, "X2": 0.28468, "Y2": 0.62, "X3": 0.28324, "Y3": 0.6368, "X4": 0.20376, "Y4": 0.6368, "page": 0, "Index": 158}, {"Word": "represented", "Confidence": 0.993, "X1": 0.28902, "Y1": 0.6202, "X2": 0.4104, "Y2": 0.62, "X3": 0.40896, "Y3": 0.6378, "X4": 0.28902, "Y4": 0.6368, "page": 0, "Index": 159}, {"Word": "by", "Confidence": 0.998, "X1": 0.41474, "Y1": 0.6202, "X2": 0.4422, "Y2": 0.62, "X3": 0.44075, "Y3": 0.6378, "X4": 0.41474, "Y4": 0.6378, "page": 0, "Index": 160}, {"Word": "these", "Confidence": 0.997, "X1": 0.44653, "Y1": 0.6202, "X2": 0.50434, "Y2": 0.62, "X3": 0.50434, "Y3": 0.6378, "X4": 0.44653, "Y4": 0.6378, "page": 0, "Index": 161}, {"Word": "samples", "Confidence": 0.995, "X1": 0.51012, "Y1": 0.6202, "X2": 0.5896, "Y2": 0.62, "X3": 0.58815, "Y3": 0.6378, "X4": 0.50867, "Y4": 0.6378, "page": 0, "Index": 162}, {"Word": "is", "Confidence": 0.998, "X1": 0.59682, "Y1": 0.6202, "X2": 0.61994, "Y2": 0.62, "X3": 0.6185, "Y3": 0.6378, "X4": 0.59538, "Y4": 0.6378, "page": 0, "Index": 163}, {"Word": "approved", "Confidence": 0.996, "X1": 0.62717, "Y1": 0.6202, "X2": 0.71676, "Y2": 0.62, "X3": 0.71532, "Y3": 0.6378, "X4": 0.62572, "Y4": 0.6378, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.998, "X1": 0.7211, "Y1": 0.6202, "X2": 0.75723, "Y2": 0.62, "X3": 0.75578, "Y3": 0.6378, "X4": 0.7211, "Y4": 0.6378, "page": 0, "Index": 165}, {"Word": "purchase/", "Confidence": 0.994, "X1": 0.76301, "Y1": 0.6192, "X2": 0.85983, "Y2": 0.619, "X3": 0.85838, "Y3": 0.6378, "X4": 0.76156, "Y4": 0.6378, "page": 0, "Index": 166}, {"Word": "shipment.", "Confidence": 0.995, "X1": 0.10116, "Y1": 0.6372, "X2": 0.19798, "Y2": 0.637, "X3": 0.19798, "Y3": 0.6538, "X4": 0.09971, "Y4": 0.6538, "page": 0, "Index": 167}, {"Word": "DSL", "Confidence": 0.318, "X1": 0.65751, "Y1": 0.6892, "X2": 0.72688, "Y2": 0.689, "X3": 0.7341, "Y3": 0.7268, "X4": 0.66329, "Y4": 0.7338, "page": 0, "Index": 168}, {"Word": "CC:", "Confidence": 0.958, "X1": 0.10694, "Y1": 0.7812, "X2": 0.13584, "Y2": 0.781, "X3": 0.13584, "Y3": 0.7968, "X4": 0.10694, "Y4": 0.7968, "page": 0, "Index": 169}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.16185, "Y1": 0.7802, "X2": 0.19942, "Y2": 0.78, "X3": 0.19942, "Y3": 0.7968, "X4": 0.16185, "Y4": 0.7968, "page": 0, "Index": 170}, {"Word": "A.W.", "Confidence": 0.988, "X1": 0.2052, "Y1": 0.7802, "X2": 0.25289, "Y2": 0.78, "X3": 0.25289, "Y3": 0.7968, "X4": 0.2052, "Y4": 0.7968, "page": 0, "Index": 171}, {"Word": "Hayes", "Confidence": 0.998, "X1": 0.25723, "Y1": 0.7812, "X2": 0.31647, "Y2": 0.781, "X3": 0.31647, "Y3": 0.7968, "X4": 0.25723, "Y4": 0.7968, "page": 0, "Index": 172}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.16474, "Y1": 0.7962, "X2": 0.19942, "Y2": 0.796, "X3": 0.19942, "Y3": 0.8108, "X4": 0.16474, "Y4": 0.8108, "page": 0, "Index": 173}, {"Word": "R.L.", "Confidence": 0.991, "X1": 0.20376, "Y1": 0.7962, "X2": 0.25145, "Y2": 0.796, "X3": 0.25145, "Y3": 0.8108, "X4": 0.20376, "Y4": 0.8108, "page": 0, "Index": 174}, {"Word": "Suber", "Confidence": 0.998, "X1": 0.25723, "Y1": 0.7972, "X2": 0.31358, "Y2": 0.797, "X3": 0.31358, "Y3": 0.8108, "X4": 0.25723, "Y4": 0.8108, "page": 0, "Index": 175}, {"Word": "50794", "Confidence": 0.994, "X1": 0.97832, "Y1": 0.9172, "X2": 0.98121, "Y2": 0.917, "X3": 0.95954, "Y3": 0.9188, "X4": 0.9552, "Y4": 0.8728, "page": 0, "Index": 176}, {"Word": "1620", "Confidence": 0.988, "X1": 0.98266, "Y1": 0.9652, "X2": 0.98699, "Y2": 0.965, "X3": 0.96532, "Y3": 0.9658, "X4": 0.95954, "Y4": 0.9298, "page": 0, "Index": 177}]}
|
"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"
|
ffkk0140
| 1 |
{"lines_data": [{"Word": "HIS NOTICE. IT IS DUE TO THE", "Confidence": 0.79271, "X1": 0.061, "Y1": 0.19887, "X2": 0.061, "Y2": 0.19867, "X3": 0.048, "Y3": 0.19847, "X4": 0.048, "Y4": -0.0002, "page": 0}, {"Word": "Brand", "Confidence": 0.669, "X1": 0.132, "Y1": 0.18953, "X2": 0.162, "Y2": 0.18933, "X3": 0.161, "Y3": 0.20513, "X4": 0.132, "Y4": 0.20647, "page": 0}, {"Word": "Ad Mane", "Confidence": 0.575, "X1": 0.428, "Y1": 0.19087, "X2": 0.472, "Y2": 0.19067, "X3": 0.472, "Y3": 0.20647, "X4": 0.428, "Y4": 0.20647, "page": 0}, {"Word": "Utilization", "Confidence": 0.45, "X1": 0.637, "Y1": 0.19087, "X2": 0.701, "Y2": 0.19067, "X3": 0.701, "Y3": 0.2078, "X4": 0.637, "Y4": 0.2078, "page": 0}, {"Word": "Status", "Confidence": 0.996, "X1": 0.744, "Y1": 0.19353, "X2": 0.781, "Y2": 0.19333, "X3": 0.781, "Y3": 0.20647, "X4": 0.744, "Y4": 0.2078, "page": 0}, {"Word": "Y OF THE DOCUMENT BEING FILMED.", "Confidence": 0.7545, "X1": 0.05, "Y1": 0.21353, "X2": 0.05, "Y2": 0.21333, "X3": 0.039, "Y3": 0.21313, "X4": 0.039, "Y4": -0.0002, "page": 0}, {"Word": "Dasa", "Confidence": 0.48, "X1": 0.21, "Y1": 0.19087, "X2": 0.238, "Y2": 0.19067, "X3": 0.237, "Y3": 0.20913, "X4": 0.209, "Y4": 0.2078, "page": 0}, {"Word": "Contact", "Confidence": 0.651, "X1": 0.278, "Y1": 0.19087, "X2": 0.328, "Y2": 0.19067, "X3": 0.328, "Y3": 0.20913, "X4": 0.278, "Y4": 0.20913, "page": 0}, {"Word": "IF THE FILM IMAGE IS LESS CLEAR", "Confidence": 0.80329, "X1": 0.071, "Y1": 0.22687, "X2": 0.071, "Y2": 0.22667, "X3": 0.058, "Y3": 0.22647, "X4": 0.058, "Y4": 0.0038, "page": 0}, {"Word": "(Client/Agency)", "Confidence": 0.307, "X1": 0.264, "Y1": 0.2042, "X2": 0.347, "Y2": 0.204, "X3": 0.346, "Y3": 0.2198, "X4": 0.264, "Y4": 0.21713, "page": 0}, {"Word": "RALEIGH", "Confidence": 0.629, "X1": 0.128, "Y1": 0.24153, "X2": 0.169, "Y2": 0.24133, "X3": 0.169, "Y3": 0.2558, "X4": 0.128, "Y4": 0.25713, "page": 0}, {"Word": "2/23", "Confidence": 0.979, "X1": 0.206, "Y1": 0.2402, "X2": 0.235, "Y2": 0.24, "X3": 0.234, "Y3": 0.2558, "X4": 0.205, "Y4": 0.2558, "page": 0}, {"Word": "Roudebush/Rooney", "Confidence": 0.671, "X1": 0.257, "Y1": 0.24153, "X2": 0.349, "Y2": 0.24133, "X3": 0.349, "Y3": 0.25713, "X4": 0.257, "Y4": 0.2558, "page": 0}, {"Word": "RALEIGH Extra Mild-", "Confidence": 0.716, "X1": 0.394, "Y1": 0.24287, "X2": 0.523, "Y2": 0.24267, "X3": 0.523, "Y3": 0.25713, "X4": 0.394, "Y4": 0.25447, "page": 0}, {"Word": "R-SS-76-S", "Confidence": 0.818, "X1": 0.539, "Y1": 0.23887, "X2": 0.6, "Y2": 0.23867, "X3": 0.601, "Y3": 0.2558, "X4": 0.539, "Y4": 0.25713, "page": 0}, {"Word": "Supplement", "Confidence": 0.622, "X1": 0.615, "Y1": 0.23887, "X2": 0.675, "Y2": 0.23867, "X3": 0.675, "Y3": 0.2558, "X4": 0.615, "Y4": 0.2558, "page": 0}, {"Word": "Approved w/", "Confidence": 0.7985, "X1": 0.714, "Y1": 0.23887, "X2": 0.775, "Y2": 0.23867, "X3": 0.775, "Y3": 0.2518, "X4": 0.714, "Y4": 0.25447, "page": 0}, {"Word": "Free Pack", "Confidence": 0.9615, "X1": 0.394, "Y1": 0.2562, "X2": 0.446, "Y2": 0.256, "X3": 0.446, "Y3": 0.2678, "X4": 0.394, "Y4": 0.2678, "page": 0}, {"Word": "corrections", "Confidence": 0.624, "X1": 0.714, "Y1": 0.2562, "X2": 0.775, "Y2": 0.256, "X3": 0.775, "Y3": 0.26647, "X4": 0.714, "Y4": 0.2678, "page": 0}, {"Word": "Bovlacs Spectacular", "Confidence": 0.4665, "X1": 0.394, "Y1": 0.2842, "X2": 0.5, "Y2": 0.284, "X3": 0.5, "Y3": 0.29713, "X4": 0.394, "Y4": 0.29847, "page": 0}, {"Word": "Approved w/", "Confidence": 0.521, "X1": 0.714, "Y1": 0.28153, "X2": 0.775, "Y2": 0.28133, "X3": 0.776, "Y3": 0.29447, "X4": 0.714, "Y4": 0.2958, "page": 0}, {"Word": "SPR R-HG-75-7RZ 7x10 Magazines", "Confidence": 0.5775, "X1": 0.509, "Y1": 0.28153, "X2": 0.698, "Y2": 0.28133, "X3": 0.698, "Y3": 0.30113, "X4": 0.509, "Y4": 0.3078, "page": 0}, {"Word": "corrections", "Confidence": 0.675, "X1": 0.715, "Y1": 0.29753, "X2": 0.776, "Y2": 0.29733, "X3": 0.776, "Y3": 0.30913, "X4": 0.715, "Y4": 0.30913, "page": 0}, {"Word": "2/23", "Confidence": 0.985, "X1": 0.207, "Y1": 0.33753, "X2": 0.237, "Y2": 0.33733, "X3": 0.236, "Y3": 0.3558, "X4": 0.207, "Y4": 0.3558, "page": 0}, {"Word": "Willacs/Russler", "Confidence": 0.655, "X1": 0.257, "Y1": 0.33753, "X2": 0.344, "Y2": 0.33733, "X3": 0.344, "Y3": 0.35447, "X4": 0.257, "Y4": 0.35447, "page": 0}, {"Word": "Photography II O.K. GAD", "Confidence": 0.4855, "X1": 0.392, "Y1": 0.33487, "X2": 0.518, "Y2": 0.33467, "X3": 0.519, "Y3": 0.3558, "X4": 0.392, "Y4": 0.3558, "page": 0}, {"Word": "K-M-75-91", "Confidence": 0.615, "X1": 0.539, "Y1": 0.3362, "X2": 0.597, "Y2": 0.336, "X3": 0.597, "Y3": 0.35313, "X4": 0.539, "Y4": 0.35447, "page": 0}, {"Word": "Female Magazines Approved", "Confidence": 0.70767, "X1": 0.611, "Y1": 0.33487, "X2": 0.761, "Y2": 0.33467, "X3": 0.761, "Y3": 0.3518, "X4": 0.611, "Y4": 0.35313, "page": 0}, {"Word": "VECEROY", "Confidence": 0.205, "X1": 0.128, "Y1": 0.38153, "X2": 0.167, "Y2": 0.38133, "X3": 0.167, "Y3": 0.39713, "X4": 0.128, "Y4": 0.39713, "page": 0}, {"Word": "2/23", "Confidence": 0.94, "X1": 0.208, "Y1": 0.38153, "X2": 0.232, "Y2": 0.38133, "X3": 0.23, "Y3": 0.39713, "X4": 0.207, "Y4": 0.3958, "page": 0}, {"Word": "KeCue/0'Shea", "Confidence": 0.602, "X1": 0.258, "Y1": 0.38153, "X2": 0.328, "Y2": 0.38133, "X3": 0.328, "Y3": 0.39713, "X4": 0.258, "Y4": 0.39713, "page": 0}, {"Word": "Coggles", "Confidence": 0.868, "X1": 0.392, "Y1": 0.3802, "X2": 0.434, "Y2": 0.38, "X3": 0.434, "Y3": 0.3958, "X4": 0.392, "Y4": 0.39713, "page": 0}, {"Word": "V-NC-76-5", "Confidence": 0.667, "X1": 0.543, "Y1": 0.37887, "X2": 0.598, "Y2": 0.37867, "X3": 0.598, "Y3": 0.3958, "X4": 0.543, "Y4": 0.3958, "page": 0}, {"Word": "Newspapers", "Confidence": 0.61, "X1": 0.614, "Y1": 0.3802, "X2": 0.675, "Y2": 0.38, "X3": 0.675, "Y3": 0.39713, "X4": 0.614, "Y4": 0.3958, "page": 0}, {"Word": "Approved W,", "Confidence": 0.663, "X1": 0.715, "Y1": 0.3802, "X2": 0.773, "Y2": 0.38, "X3": 0.773, "Y3": 0.39313, "X4": 0.715, "Y4": 0.39313, "page": 0}, {"Word": "corrections", "Confidence": 0.499, "X1": 0.715, "Y1": 0.39487, "X2": 0.776, "Y2": 0.39467, "X3": 0.776, "Y3": 0.40647, "X4": 0.715, "Y4": 0.40647, "page": 0}, {"Word": "V-NC-76-4", "Confidence": 0.991, "X1": 0.541, "Y1": 0.42153, "X2": 0.597, "Y2": 0.42133, "X3": 0.597, "Y3": 0.43713, "X4": 0.541, "Y4": 0.43847, "page": 0}, {"Word": "Approved w/", "Confidence": 0.767, "X1": 0.715, "Y1": 0.42153, "X2": 0.775, "Y2": 0.42133, "X3": 0.776, "Y3": 0.43447, "X4": 0.715, "Y4": 0.4358, "page": 0}, {"Word": "Lighter", "Confidence": 0.93, "X1": 0.392, "Y1": 0.42287, "X2": 0.435, "Y2": 0.42267, "X3": 0.435, "Y3": 0.43847, "X4": 0.392, "Y4": 0.4398, "page": 0}, {"Word": "Newspapers", "Confidence": 0.673, "X1": 0.605, "Y1": 0.42153, "X2": 0.676, "Y2": 0.42133, "X3": 0.676, "Y3": 0.4398, "X4": 0.605, "Y4": 0.43847, "page": 0}, {"Word": "corrections", "Confidence": 0.619, "X1": 0.716, "Y1": 0.43753, "X2": 0.776, "Y2": 0.43733, "X3": 0.777, "Y3": 0.44913, "X4": 0.716, "Y4": 0.45047, "page": 0}, {"Word": "Approved w/", "Confidence": 0.654, "X1": 0.714, "Y1": 0.4642, "X2": 0.775, "Y2": 0.464, "X3": 0.776, "Y3": 0.47713, "X4": 0.714, "Y4": 0.4798, "page": 0}, {"Word": "Goggles", "Confidence": 0.666, "X1": 0.393, "Y1": 0.46553, "X2": 0.434, "Y2": 0.46533, "X3": 0.434, "Y3": 0.48113, "X4": 0.393, "Y4": 0.48113, "page": 0}, {"Word": "V-HC-76-5", "Confidence": 0.606, "X1": 0.54, "Y1": 0.4642, "X2": 0.598, "Y2": 0.464, "X3": 0.598, "Y3": 0.4798, "X4": 0.54, "Y4": 0.48113, "page": 0}, {"Word": "7x10 Magazines", "Confidence": 0.6305, "X1": 0.612, "Y1": 0.4642, "X2": 0.696, "Y2": 0.464, "X3": 0.697, "Y3": 0.4798, "X4": 0.612, "Y4": 0.4798, "page": 0}, {"Word": "corrections", "Confidence": 0.847, "X1": 0.714, "Y1": 0.47887, "X2": 0.776, "Y2": 0.47867, "X3": 0.776, "Y3": 0.4918, "X4": 0.714, "Y4": 0.49313, "page": 0}, {"Word": "77700 9 646", "Confidence": 0.918, "X1": 0.073, "Y1": 0.53087, "X2": 0.062, "Y2": 0.53067, "X3": 0.035, "Y3": 0.5278, "X4": 0.043, "Y4": 0.24113, "page": 0}, {"Word": "Lighter", "Confidence": 0.997, "X1": 0.388, "Y1": 0.5042, "X2": 0.434, "Y2": 0.504, "X3": 0.434, "Y3": 0.5238, "X4": 0.387, "Y4": 0.5238, "page": 0}, {"Word": "V-MC-76-4", "Confidence": 0.849, "X1": 0.542, "Y1": 0.50553, "X2": 0.596, "Y2": 0.50533, "X3": 0.596, "Y3": 0.52247, "X4": 0.542, "Y4": 0.52247, "page": 0}, {"Word": "7x10 Magazines", "Confidence": 0.6975, "X1": 0.616, "Y1": 0.50553, "X2": 0.697, "Y2": 0.50533, "X3": 0.697, "Y3": 0.52247, "X4": 0.616, "Y4": 0.52247, "page": 0}, {"Word": "Approved w/", "Confidence": 0.527, "X1": 0.714, "Y1": 0.50553, "X2": 0.775, "Y2": 0.50533, "X3": 0.776, "Y3": 0.51847, "X4": 0.714, "Y4": 0.52113, "page": 0}, {"Word": "corrections", "Confidence": 0.885, "X1": 0.715, "Y1": 0.52153, "X2": 0.775, "Y2": 0.52133, "X3": 0.775, "Y3": 0.53313, "X4": 0.715, "Y4": 0.53447, "page": 0}, {"Word": "2/26", "Confidence": 0.746, "X1": 0.205, "Y1": 0.5482, "X2": 0.227, "Y2": 0.548, "X3": 0.227, "Y3": 0.5638, "X4": 0.205, "Y4": 0.5638, "page": 0}, {"Word": "HeCue/Russler", "Confidence": 0.173, "X1": 0.256, "Y1": 0.54687, "X2": 0.332, "Y2": 0.54667, "X3": 0.332, "Y3": 0.5638, "X4": 0.256, "Y4": 0.5638, "page": 0}, {"Word": "Goggles", "Confidence": 0.623, "X1": 0.392, "Y1": 0.54953, "X2": 0.433, "Y2": 0.54933, "X3": 0.433, "Y3": 0.56513, "X4": 0.392, "Y4": 0.56513, "page": 0}, {"Word": "V-MC-76-5", "Confidence": 0.625, "X1": 0.542, "Y1": 0.54687, "X2": 0.599, "Y2": 0.54667, "X3": 0.599, "Y3": 0.5638, "X4": 0.542, "Y4": 0.5638, "page": 0}, {"Word": "TV Guide", "Confidence": 0.893, "X1": 0.613, "Y1": 0.5482, "X2": 0.665, "Y2": 0.548, "X3": 0.664, "Y3": 0.56513, "X4": 0.613, "Y4": 0.5638, "page": 0}, {"Word": "Approved w/", "Confidence": 0.8045, "X1": 0.715, "Y1": 0.5482, "X2": 0.774, "Y2": 0.548, "X3": 0.774, "Y3": 0.56113, "X4": 0.715, "Y4": 0.56247, "page": 0}, {"Word": "corrections", "Confidence": 0.855, "X1": 0.714, "Y1": 0.5642, "X2": 0.774, "Y2": 0.564, "X3": 0.774, "Y3": 0.5758, "X4": 0.714, "Y4": 0.5758, "page": 0}, {"Word": "V-83-76-3", "Confidence": 0.781, "X1": 0.541, "Y1": 0.58953, "X2": 0.602, "Y2": 0.58933, "X3": 0.602, "Y3": 0.6078, "X4": 0.541, "Y4": 0.6078, "page": 0}, {"Word": "Supplements", "Confidence": 0.465, "X1": 0.615, "Y1": 0.58953, "X2": 0.68, "Y2": 0.58933, "X3": 0.68, "Y3": 0.60647, "X4": 0.615, "Y4": 0.6078, "page": 0}, {"Word": "Approved w.", "Confidence": 0.4825, "X1": 0.713, "Y1": 0.59087, "X2": 0.773, "Y2": 0.59067, "X3": 0.773, "Y3": 0.6038, "X4": 0.713, "Y4": 0.6038, "page": 0}, {"Word": "Goggles", "Confidence": 0.819, "X1": 0.393, "Y1": 0.5922, "X2": 0.434, "Y2": 0.592, "X3": 0.434, "Y3": 0.60913, "X4": 0.393, "Y4": 0.6078, "page": 0}, {"Word": "correction.", "Confidence": 0.767, "X1": 0.714, "Y1": 0.60553, "X2": 0.772, "Y2": 0.60533, "X3": 0.772, "Y3": 0.61847, "X4": 0.714, "Y4": 0.61847, "page": 0}, {"Word": ".", "Confidence": 0.934, "X1": 0.134, "Y1": 0.6282, "X2": 0.143, "Y2": 0.628, "X3": 0.143, "Y3": 0.6398, "X4": 0.134, "Y4": 0.6398, "page": 0}, {"Word": "V-NC-76-4", "Confidence": 0.888, "X1": 0.542, "Y1": 0.63087, "X2": 0.597, "Y2": 0.63067, "X3": 0.598, "Y3": 0.6478, "X4": 0.542, "Y4": 0.64913, "page": 0}, {"Word": "TV Guide", "Confidence": 0.896, "X1": 0.614, "Y1": 0.6322, "X2": 0.665, "Y2": 0.632, "X3": 0.665, "Y3": 0.6478, "X4": 0.614, "Y4": 0.6478, "page": 0}, {"Word": "Approved", "Confidence": 0.991, "X1": 0.711, "Y1": 0.63353, "X2": 0.759, "Y2": 0.63333, "X3": 0.76, "Y3": 0.64647, "X4": 0.711, "Y4": 0.6478, "page": 0}, {"Word": "2/27", "Confidence": 0.921, "X1": 0.206, "Y1": 0.63487, "X2": 0.237, "Y2": 0.63467, "X3": 0.237, "Y3": 0.65313, "X4": 0.206, "Y4": 0.6518, "page": 0}, {"Word": "McCue/Willians", "Confidence": 0.614, "X1": 0.257, "Y1": 0.63353, "X2": 0.339, "Y2": 0.63333, "X3": 0.339, "Y3": 0.65047, "X4": 0.257, "Y4": 0.6518, "page": 0}, {"Word": "Lighter", "Confidence": 0.962, "X1": 0.391, "Y1": 0.6322, "X2": 0.434, "Y2": 0.632, "X3": 0.435, "Y3": 0.64913, "X4": 0.391, "Y4": 0.65047, "page": 0}, {"Word": "Promises Revised :-", "Confidence": 0.38733, "X1": 0.392, "Y1": 0.65887, "X2": 0.528, "Y2": 0.65867, "X3": 0.529, "Y3": 0.68513, "X4": 0.393, "Y4": 0.69447, "page": 0}, {"Word": "Approved w/", "Confidence": 0.962, "X1": 0.714, "Y1": 0.67353, "X2": 0.776, "Y2": 0.67333, "X3": 0.776, "Y3": 0.68647, "X4": 0.714, "Y4": 0.68913, "page": 0}, {"Word": "FACT", "Confidence": 0.742, "X1": 0.127, "Y1": 0.67753, "X2": 0.148, "Y2": 0.67733, "X3": 0.149, "Y3": 0.69313, "X4": 0.127, "Y4": 0.69447, "page": 0}, {"Word": "2/23", "Confidence": 0.988, "X1": 0.206, "Y1": 0.67753, "X2": 0.236, "Y2": 0.67733, "X3": 0.236, "Y3": 0.69313, "X4": 0.205, "Y4": 0.69313, "page": 0}, {"Word": "Hudd/Russler", "Confidence": 0.324, "X1": 0.255, "Y1": 0.6762, "X2": 0.329, "Y2": 0.676, "X3": 0.329, "Y3": 0.6918, "X4": 0.255, "Y4": 0.6918, "page": 0}, {"Word": "FAC-M-74-4", "Confidence": 0.642, "X1": 0.543, "Y1": 0.6762, "X2": 0.6, "Y2": 0.676, "X3": 0.6, "Y3": 0.68913, "X4": 0.543, "Y4": 0.68913, "page": 0}, {"Word": "Generic &", "Confidence": 0.826, "X1": 0.616, "Y1": 0.6762, "X2": 0.668, "Y2": 0.676, "X3": 0.668, "Y3": 0.68913, "X4": 0.616, "Y4": 0.68913, "page": 0}, {"Word": "Female Magazinas corrections", "Confidence": 0.78767, "X1": 0.617, "Y1": 0.68953, "X2": 0.775, "Y2": 0.68933, "X3": 0.775, "Y3": 0.70247, "X4": 0.617, "Y4": 0.7038, "page": 0}], "words_data": [{"Word": "Y", "Confidence": 0.847, "X1": 0.05, "Y1": 0.00553, "X2": 0.05, "Y2": 0.00533, "X3": 0.039, "Y3": 0.00513, "X4": 0.039, "Y4": -0.0002, "page": 0, "Index": 0}, {"Word": "OF", "Confidence": 0.994, "X1": 0.05, "Y1": 0.02687, "X2": 0.051, "Y2": 0.02667, "X3": 0.039, "Y3": 0.02647, "X4": 0.039, "Y4": 0.0078, "page": 0, "Index": 1}, {"Word": "HIS", "Confidence": 0.218, "X1": 0.061, "Y1": 0.01887, "X2": 0.061, "Y2": 0.01867, "X3": 0.049, "Y3": 0.0198, "X4": 0.05, "Y4": 0.00113, "page": 0, "Index": 2}, {"Word": "IF", "Confidence": 0.489, "X1": 0.072, "Y1": 0.0202, "X2": 0.072, "Y2": 0.02, "X3": 0.059, "Y3": 0.0198, "X4": 0.058, "Y4": 0.0038, "page": 0, "Index": 3}, {"Word": "THE", "Confidence": 0.923, "X1": 0.072, "Y1": 0.04687, "X2": 0.071, "Y2": 0.04667, "X3": 0.059, "Y3": 0.04647, "X4": 0.059, "Y4": 0.02247, "page": 0, "Index": 4}, {"Word": "THE", "Confidence": 0.992, "X1": 0.051, "Y1": 0.05487, "X2": 0.051, "Y2": 0.05467, "X3": 0.039, "Y3": 0.05447, "X4": 0.039, "Y4": 0.0318, "page": 0, "Index": 5}, {"Word": "NOTICE.", "Confidence": 0.64, "X1": 0.061, "Y1": 0.0762, "X2": 0.061, "Y2": 0.076, "X3": 0.048, "Y3": 0.07713, "X4": 0.049, "Y4": 0.02247, "page": 0, "Index": 6}, {"Word": "FILM", "Confidence": 0.673, "X1": 0.071, "Y1": 0.08287, "X2": 0.071, "Y2": 0.08267, "X3": 0.059, "Y3": 0.08247, "X4": 0.059, "Y4": 0.05047, "page": 0, "Index": 7}, {"Word": "IT", "Confidence": 0.955, "X1": 0.061, "Y1": 0.0962, "X2": 0.061, "Y2": 0.096, "X3": 0.049, "Y3": 0.09713, "X4": 0.048, "Y4": 0.08113, "page": 0, "Index": 8}, {"Word": "DOCUMENT", "Confidence": 0.64, "X1": 0.051, "Y1": 0.11753, "X2": 0.051, "Y2": 0.11733, "X3": 0.039, "Y3": 0.11713, "X4": 0.039, "Y4": 0.05847, "page": 0, "Index": 9}, {"Word": "IS", "Confidence": 0.794, "X1": 0.061, "Y1": 0.1162, "X2": 0.061, "Y2": 0.116, "X3": 0.049, "Y3": 0.11713, "X4": 0.049, "Y4": 0.10113, "page": 0, "Index": 10}, {"Word": "IMAGE", "Confidence": 0.672, "X1": 0.071, "Y1": 0.1242, "X2": 0.071, "Y2": 0.124, "X3": 0.059, "Y3": 0.1238, "X4": 0.059, "Y4": 0.08513, "page": 0, "Index": 11}, {"Word": "DUE", "Confidence": 0.955, "X1": 0.061, "Y1": 0.1442, "X2": 0.061, "Y2": 0.144, "X3": 0.049, "Y3": 0.14513, "X4": 0.049, "Y4": 0.1198, "page": 0, "Index": 12}, {"Word": "IS", "Confidence": 0.885, "X1": 0.071, "Y1": 0.1442, "X2": 0.071, "Y2": 0.144, "X3": 0.059, "Y3": 0.1438, "X4": 0.059, "Y4": 0.1278, "page": 0, "Index": 13}, {"Word": "BEING", "Confidence": 0.605, "X1": 0.051, "Y1": 0.1602, "X2": 0.051, "Y2": 0.16, "X3": 0.039, "Y3": 0.1598, "X4": 0.039, "Y4": 0.1198, "page": 0, "Index": 14}, {"Word": "TO", "Confidence": 0.991, "X1": 0.061, "Y1": 0.16687, "X2": 0.061, "Y2": 0.16667, "X3": 0.05, "Y3": 0.1678, "X4": 0.049, "Y4": 0.15047, "page": 0, "Index": 15}, {"Word": "LESS", "Confidence": 0.985, "X1": 0.071, "Y1": 0.17887, "X2": 0.071, "Y2": 0.17867, "X3": 0.059, "Y3": 0.17847, "X4": 0.059, "Y4": 0.1478, "page": 0, "Index": 16}, {"Word": "THE", "Confidence": 0.996, "X1": 0.061, "Y1": 0.19353, "X2": 0.061, "Y2": 0.19333, "X3": 0.05, "Y3": 0.19447, "X4": 0.05, "Y4": 0.17047, "page": 0, "Index": 17}, {"Word": "Brand", "Confidence": 0.669, "X1": 0.132, "Y1": 0.18953, "X2": 0.16, "Y2": 0.18933, "X3": 0.16, "Y3": 0.20513, "X4": 0.132, "Y4": 0.20647, "page": 0, "Index": 18}, {"Word": "Ad", "Confidence": 0.97, "X1": 0.43, "Y1": 0.1922, "X2": 0.443, "Y2": 0.192, "X3": 0.442, "Y3": 0.2078, "X4": 0.429, "Y4": 0.20647, "page": 0, "Index": 19}, {"Word": "Mane", "Confidence": 0.18, "X1": 0.446, "Y1": 0.1922, "X2": 0.47, "Y2": 0.192, "X3": 0.469, "Y3": 0.2078, "X4": 0.445, "Y4": 0.2078, "page": 0, "Index": 20}, {"Word": "Status", "Confidence": 0.996, "X1": 0.745, "Y1": 0.19353, "X2": 0.779, "Y2": 0.19333, "X3": 0.778, "Y3": 0.2078, "X4": 0.745, "Y4": 0.2078, "page": 0, "Index": 21}, {"Word": "FILMED.", "Confidence": 0.449, "X1": 0.051, "Y1": 0.21353, "X2": 0.051, "Y2": 0.21333, "X3": 0.04, "Y3": 0.21313, "X4": 0.039, "Y4": 0.1638, "page": 0, "Index": 22}, {"Word": "Dasa", "Confidence": 0.48, "X1": 0.211, "Y1": 0.19087, "X2": 0.235, "Y2": 0.19067, "X3": 0.235, "Y3": 0.20913, "X4": 0.211, "Y4": 0.2078, "page": 0, "Index": 23}, {"Word": "Contact", "Confidence": 0.651, "X1": 0.286, "Y1": 0.19353, "X2": 0.327, "Y2": 0.19333, "X3": 0.327, "Y3": 0.21047, "X4": 0.285, "Y4": 0.21047, "page": 0, "Index": 24}, {"Word": "Utilization", "Confidence": 0.45, "X1": 0.638, "Y1": 0.1922, "X2": 0.7, "Y2": 0.192, "X3": 0.699, "Y3": 0.20913, "X4": 0.638, "Y4": 0.20913, "page": 0, "Index": 25}, {"Word": "CLEAR", "Confidence": 0.996, "X1": 0.071, "Y1": 0.22287, "X2": 0.072, "Y2": 0.22267, "X3": 0.059, "Y3": 0.22247, "X4": 0.059, "Y4": 0.18247, "page": 0, "Index": 26}, {"Word": "(Client/Agency)", "Confidence": 0.307, "X1": 0.265, "Y1": 0.20553, "X2": 0.347, "Y2": 0.20533, "X3": 0.347, "Y3": 0.22113, "X4": 0.265, "Y4": 0.21713, "page": 0, "Index": 27}, {"Word": "RALEIGH", "Confidence": 0.629, "X1": 0.129, "Y1": 0.24287, "X2": 0.167, "Y2": 0.24267, "X3": 0.166, "Y3": 0.25713, "X4": 0.128, "Y4": 0.25713, "page": 0, "Index": 28}, {"Word": "2/23", "Confidence": 0.979, "X1": 0.207, "Y1": 0.23887, "X2": 0.233, "Y2": 0.23867, "X3": 0.233, "Y3": 0.2558, "X4": 0.207, "Y4": 0.25447, "page": 0, "Index": 29}, {"Word": "RALEIGH", "Confidence": 0.529, "X1": 0.394, "Y1": 0.24153, "X2": 0.433, "Y2": 0.24133, "X3": 0.432, "Y3": 0.25447, "X4": 0.394, "Y4": 0.25447, "page": 0, "Index": 30}, {"Word": "Extra", "Confidence": 0.981, "X1": 0.436, "Y1": 0.24153, "X2": 0.465, "Y2": 0.24133, "X3": 0.464, "Y3": 0.2558, "X4": 0.436, "Y4": 0.25447, "page": 0, "Index": 31}, {"Word": "Mild-", "Confidence": 0.638, "X1": 0.468, "Y1": 0.24287, "X2": 0.498, "Y2": 0.24267, "X3": 0.497, "Y3": 0.25713, "X4": 0.467, "Y4": 0.2558, "page": 0, "Index": 32}, {"Word": "R-SS-76-S", "Confidence": 0.818, "X1": 0.543, "Y1": 0.2402, "X2": 0.593, "Y2": 0.24, "X3": 0.593, "Y3": 0.25713, "X4": 0.543, "Y4": 0.2558, "page": 0, "Index": 33}, {"Word": "Supplement", "Confidence": 0.622, "X1": 0.617, "Y1": 0.2402, "X2": 0.674, "Y2": 0.24, "X3": 0.674, "Y3": 0.25713, "X4": 0.617, "Y4": 0.25713, "page": 0, "Index": 34}, {"Word": "Approved", "Confidence": 0.85, "X1": 0.714, "Y1": 0.24153, "X2": 0.757, "Y2": 0.24133, "X3": 0.757, "Y3": 0.25313, "X4": 0.714, "Y4": 0.25447, "page": 0, "Index": 35}, {"Word": "w/", "Confidence": 0.747, "X1": 0.761, "Y1": 0.2402, "X2": 0.774, "Y2": 0.24, "X3": 0.774, "Y3": 0.25313, "X4": 0.761, "Y4": 0.25313, "page": 0, "Index": 36}, {"Word": "Roudebush/Rooney", "Confidence": 0.671, "X1": 0.26, "Y1": 0.24287, "X2": 0.349, "Y2": 0.24267, "X3": 0.348, "Y3": 0.25847, "X4": 0.26, "Y4": 0.25713, "page": 0, "Index": 37}, {"Word": "Pack", "Confidence": 0.987, "X1": 0.421, "Y1": 0.25753, "X2": 0.442, "Y2": 0.25733, "X3": 0.442, "Y3": 0.2678, "X4": 0.421, "Y4": 0.26913, "page": 0, "Index": 38}, {"Word": "corrections", "Confidence": 0.624, "X1": 0.714, "Y1": 0.2562, "X2": 0.773, "Y2": 0.256, "X3": 0.773, "Y3": 0.26647, "X4": 0.714, "Y4": 0.2678, "page": 0, "Index": 39}, {"Word": "Free", "Confidence": 0.936, "X1": 0.395, "Y1": 0.25753, "X2": 0.416, "Y2": 0.25733, "X3": 0.416, "Y3": 0.26913, "X4": 0.395, "Y4": 0.26913, "page": 0, "Index": 40}, {"Word": "Approved", "Confidence": 0.886, "X1": 0.714, "Y1": 0.28287, "X2": 0.757, "Y2": 0.28267, "X3": 0.757, "Y3": 0.2958, "X4": 0.714, "Y4": 0.29713, "page": 0, "Index": 41}, {"Word": "w/", "Confidence": 0.156, "X1": 0.762, "Y1": 0.28287, "X2": 0.774, "Y2": 0.28267, "X3": 0.774, "Y3": 0.2958, "X4": 0.762, "Y4": 0.2958, "page": 0, "Index": 42}, {"Word": "Bovlacs", "Confidence": 0.166, "X1": 0.395, "Y1": 0.28553, "X2": 0.433, "Y2": 0.28533, "X3": 0.432, "Y3": 0.29847, "X4": 0.395, "Y4": 0.29847, "page": 0, "Index": 43}, {"Word": "Spectacular", "Confidence": 0.767, "X1": 0.436, "Y1": 0.2842, "X2": 0.497, "Y2": 0.284, "X3": 0.496, "Y3": 0.29847, "X4": 0.436, "Y4": 0.29847, "page": 0, "Index": 44}, {"Word": "SPR", "Confidence": 0.171, "X1": 0.51, "Y1": 0.28687, "X2": 0.534, "Y2": 0.28667, "X3": 0.533, "Y3": 0.30647, "X4": 0.509, "Y4": 0.30913, "page": 0, "Index": 45}, {"Word": "R-HG-75-7RZ", "Confidence": 0.645, "X1": 0.542, "Y1": 0.28153, "X2": 0.605, "Y2": 0.28133, "X3": 0.605, "Y3": 0.2998, "X4": 0.541, "Y4": 0.30513, "page": 0, "Index": 46}, {"Word": "7x10", "Confidence": 0.763, "X1": 0.618, "Y1": 0.28153, "X2": 0.642, "Y2": 0.28133, "X3": 0.641, "Y3": 0.2998, "X4": 0.618, "Y4": 0.2998, "page": 0, "Index": 47}, {"Word": "Magazines", "Confidence": 0.731, "X1": 0.644, "Y1": 0.28287, "X2": 0.696, "Y2": 0.28267, "X3": 0.696, "Y3": 0.30113, "X4": 0.644, "Y4": 0.2998, "page": 0, "Index": 48}, {"Word": "corrections", "Confidence": 0.675, "X1": 0.715, "Y1": 0.29887, "X2": 0.774, "Y2": 0.29867, "X3": 0.774, "Y3": 0.30913, "X4": 0.716, "Y4": 0.31047, "page": 0, "Index": 49}, {"Word": "2/23", "Confidence": 0.985, "X1": 0.207, "Y1": 0.33753, "X2": 0.233, "Y2": 0.33733, "X3": 0.233, "Y3": 0.3558, "X4": 0.207, "Y4": 0.3558, "page": 0, "Index": 50}, {"Word": "Willacs/Russler", "Confidence": 0.655, "X1": 0.259, "Y1": 0.33887, "X2": 0.342, "Y2": 0.33867, "X3": 0.342, "Y3": 0.35447, "X4": 0.259, "Y4": 0.35447, "page": 0, "Index": 51}, {"Word": "Photography", "Confidence": 0.906, "X1": 0.394, "Y1": 0.3362, "X2": 0.454, "Y2": 0.336, "X3": 0.453, "Y3": 0.3558, "X4": 0.392, "Y4": 0.3558, "page": 0, "Index": 52}, {"Word": "II", "Confidence": 0.606, "X1": 0.457, "Y1": 0.3362, "X2": 0.472, "Y2": 0.336, "X3": 0.471, "Y3": 0.3558, "X4": 0.456, "Y4": 0.3558, "page": 0, "Index": 53}, {"Word": "O.K.", "Confidence": 0.252, "X1": 0.476, "Y1": 0.3362, "X2": 0.494, "Y2": 0.336, "X3": 0.494, "Y3": 0.3558, "X4": 0.475, "Y4": 0.3558, "page": 0, "Index": 54}, {"Word": "GAD", "Confidence": 0.178, "X1": 0.497, "Y1": 0.3362, "X2": 0.518, "Y2": 0.336, "X3": 0.518, "Y3": 0.3558, "X4": 0.497, "Y4": 0.3558, "page": 0, "Index": 55}, {"Word": "K-M-75-91", "Confidence": 0.615, "X1": 0.542, "Y1": 0.33753, "X2": 0.594, "Y2": 0.33733, "X3": 0.594, "Y3": 0.35447, "X4": 0.542, "Y4": 0.35313, "page": 0, "Index": 56}, {"Word": "Female", "Confidence": 0.63, "X1": 0.617, "Y1": 0.33753, "X2": 0.652, "Y2": 0.33733, "X3": 0.651, "Y3": 0.35447, "X4": 0.617, "Y4": 0.35447, "page": 0, "Index": 57}, {"Word": "Magazines", "Confidence": 0.645, "X1": 0.654, "Y1": 0.33753, "X2": 0.707, "Y2": 0.33733, "X3": 0.706, "Y3": 0.35313, "X4": 0.654, "Y4": 0.35447, "page": 0, "Index": 58}, {"Word": "Approved", "Confidence": 0.848, "X1": 0.714, "Y1": 0.3362, "X2": 0.76, "Y2": 0.336, "X3": 0.76, "Y3": 0.35313, "X4": 0.714, "Y4": 0.35313, "page": 0, "Index": 59}, {"Word": "77700", "Confidence": 0.994, "X1": 0.073, "Y1": 0.37487, "X2": 0.066, "Y2": 0.37467, "X3": 0.039, "Y3": 0.37313, "X4": 0.043, "Y4": 0.2438, "page": 0, "Index": 60}, {"Word": "2/23", "Confidence": 0.94, "X1": 0.208, "Y1": 0.38153, "X2": 0.231, "Y2": 0.38133, "X3": 0.23, "Y3": 0.39713, "X4": 0.207, "Y4": 0.3958, "page": 0, "Index": 61}, {"Word": "Coggles", "Confidence": 0.868, "X1": 0.394, "Y1": 0.38153, "X2": 0.434, "Y2": 0.38133, "X3": 0.433, "Y3": 0.39713, "X4": 0.392, "Y4": 0.3958, "page": 0, "Index": 62}, {"Word": "V-NC-76-5", "Confidence": 0.667, "X1": 0.544, "Y1": 0.3802, "X2": 0.594, "Y2": 0.38, "X3": 0.594, "Y3": 0.3958, "X4": 0.544, "Y4": 0.3958, "page": 0, "Index": 63}, {"Word": "Newspapers", "Confidence": 0.61, "X1": 0.618, "Y1": 0.38153, "X2": 0.674, "Y2": 0.38133, "X3": 0.673, "Y3": 0.39713, "X4": 0.617, "Y4": 0.3958, "page": 0, "Index": 64}, {"Word": "Approved", "Confidence": 0.569, "X1": 0.716, "Y1": 0.3802, "X2": 0.759, "Y2": 0.38, "X3": 0.759, "Y3": 0.39313, "X4": 0.716, "Y4": 0.39447, "page": 0, "Index": 65}, {"Word": "W,", "Confidence": 0.757, "X1": 0.762, "Y1": 0.3802, "X2": 0.773, "Y2": 0.38, "X3": 0.773, "Y3": 0.39313, "X4": 0.762, "Y4": 0.39313, "page": 0, "Index": 66}, {"Word": "VECEROY", "Confidence": 0.205, "X1": 0.129, "Y1": 0.38287, "X2": 0.167, "Y2": 0.38267, "X3": 0.166, "Y3": 0.39847, "X4": 0.128, "Y4": 0.39713, "page": 0, "Index": 67}, {"Word": "KeCue/0'Shea", "Confidence": 0.602, "X1": 0.259, "Y1": 0.38287, "X2": 0.327, "Y2": 0.38267, "X3": 0.325, "Y3": 0.39847, "X4": 0.259, "Y4": 0.39713, "page": 0, "Index": 68}, {"Word": "corrections", "Confidence": 0.499, "X1": 0.716, "Y1": 0.3962, "X2": 0.774, "Y2": 0.396, "X3": 0.774, "Y3": 0.4078, "X4": 0.716, "Y4": 0.40647, "page": 0, "Index": 69}, {"Word": "9", "Confidence": 0.854, "X1": 0.066, "Y1": 0.4162, "X2": 0.065, "Y2": 0.416, "X3": 0.038, "Y3": 0.41313, "X4": 0.038, "Y4": 0.39313, "page": 0, "Index": 70}, {"Word": "Approved", "Confidence": 0.911, "X1": 0.715, "Y1": 0.42287, "X2": 0.758, "Y2": 0.42267, "X3": 0.758, "Y3": 0.4358, "X4": 0.715, "Y4": 0.43713, "page": 0, "Index": 71}, {"Word": "w/", "Confidence": 0.623, "X1": 0.763, "Y1": 0.42287, "X2": 0.775, "Y2": 0.42267, "X3": 0.775, "Y3": 0.4358, "X4": 0.762, "Y4": 0.4358, "page": 0, "Index": 72}, {"Word": "Lighter", "Confidence": 0.93, "X1": 0.393, "Y1": 0.4242, "X2": 0.433, "Y2": 0.424, "X3": 0.433, "Y3": 0.4398, "X4": 0.393, "Y4": 0.44113, "page": 0, "Index": 73}, {"Word": "V-NC-76-4", "Confidence": 0.991, "X1": 0.543, "Y1": 0.42153, "X2": 0.595, "Y2": 0.42133, "X3": 0.594, "Y3": 0.43847, "X4": 0.542, "Y4": 0.43847, "page": 0, "Index": 74}, {"Word": "Newspapers", "Confidence": 0.673, "X1": 0.618, "Y1": 0.42287, "X2": 0.674, "Y2": 0.42267, "X3": 0.674, "Y3": 0.4398, "X4": 0.617, "Y4": 0.4398, "page": 0, "Index": 75}, {"Word": "corrections", "Confidence": 0.619, "X1": 0.716, "Y1": 0.43753, "X2": 0.775, "Y2": 0.43733, "X3": 0.774, "Y3": 0.45047, "X4": 0.716, "Y4": 0.45047, "page": 0, "Index": 76}, {"Word": "Goggles", "Confidence": 0.666, "X1": 0.394, "Y1": 0.46553, "X2": 0.433, "Y2": 0.46533, "X3": 0.433, "Y3": 0.48113, "X4": 0.394, "Y4": 0.48113, "page": 0, "Index": 77}, {"Word": "V-HC-76-5", "Confidence": 0.606, "X1": 0.543, "Y1": 0.4642, "X2": 0.594, "Y2": 0.464, "X3": 0.594, "Y3": 0.48113, "X4": 0.542, "Y4": 0.48113, "page": 0, "Index": 78}, {"Word": "7x10", "Confidence": 0.638, "X1": 0.618, "Y1": 0.4642, "X2": 0.642, "Y2": 0.464, "X3": 0.641, "Y3": 0.4798, "X4": 0.618, "Y4": 0.4798, "page": 0, "Index": 79}, {"Word": "Magazines", "Confidence": 0.623, "X1": 0.644, "Y1": 0.4642, "X2": 0.696, "Y2": 0.464, "X3": 0.695, "Y3": 0.4798, "X4": 0.644, "Y4": 0.4798, "page": 0, "Index": 80}, {"Word": "Approved", "Confidence": 0.97, "X1": 0.715, "Y1": 0.46553, "X2": 0.758, "Y2": 0.46533, "X3": 0.757, "Y3": 0.47847, "X4": 0.714, "Y4": 0.4798, "page": 0, "Index": 81}, {"Word": "w/", "Confidence": 0.338, "X1": 0.762, "Y1": 0.46553, "X2": 0.774, "Y2": 0.46533, "X3": 0.774, "Y3": 0.47847, "X4": 0.762, "Y4": 0.47847, "page": 0, "Index": 82}, {"Word": "corrections", "Confidence": 0.847, "X1": 0.715, "Y1": 0.4802, "X2": 0.774, "Y2": 0.48, "X3": 0.774, "Y3": 0.4918, "X4": 0.715, "Y4": 0.49313, "page": 0, "Index": 83}, {"Word": "646", "Confidence": 0.906, "X1": 0.064, "Y1": 0.52687, "X2": 0.061, "Y2": 0.52667, "X3": 0.035, "Y3": 0.5238, "X4": 0.037, "Y4": 0.42913, "page": 0, "Index": 84}, {"Word": "Lighter", "Confidence": 0.997, "X1": 0.389, "Y1": 0.50287, "X2": 0.434, "Y2": 0.50267, "X3": 0.434, "Y3": 0.5238, "X4": 0.389, "Y4": 0.52247, "page": 0, "Index": 85}, {"Word": "V-MC-76-4", "Confidence": 0.849, "X1": 0.543, "Y1": 0.50553, "X2": 0.594, "Y2": 0.50533, "X3": 0.594, "Y3": 0.52247, "X4": 0.542, "Y4": 0.52247, "page": 0, "Index": 86}, {"Word": "7x10", "Confidence": 0.617, "X1": 0.618, "Y1": 0.50687, "X2": 0.641, "Y2": 0.50667, "X3": 0.64, "Y3": 0.52247, "X4": 0.618, "Y4": 0.52247, "page": 0, "Index": 87}, {"Word": "Magazines", "Confidence": 0.778, "X1": 0.643, "Y1": 0.50687, "X2": 0.695, "Y2": 0.50667, "X3": 0.694, "Y3": 0.52247, "X4": 0.643, "Y4": 0.52247, "page": 0, "Index": 88}, {"Word": "Approved", "Confidence": 0.994, "X1": 0.715, "Y1": 0.50687, "X2": 0.758, "Y2": 0.50667, "X3": 0.758, "Y3": 0.5198, "X4": 0.714, "Y4": 0.52113, "page": 0, "Index": 89}, {"Word": "w/", "Confidence": 0.06, "X1": 0.762, "Y1": 0.50687, "X2": 0.775, "Y2": 0.50667, "X3": 0.774, "Y3": 0.5198, "X4": 0.762, "Y4": 0.5198, "page": 0, "Index": 90}, {"Word": "corrections", "Confidence": 0.885, "X1": 0.716, "Y1": 0.52153, "X2": 0.773, "Y2": 0.52133, "X3": 0.773, "Y3": 0.53447, "X4": 0.715, "Y4": 0.53447, "page": 0, "Index": 91}, {"Word": "2/26", "Confidence": 0.746, "X1": 0.206, "Y1": 0.5482, "X2": 0.227, "Y2": 0.548, "X3": 0.227, "Y3": 0.5638, "X4": 0.206, "Y4": 0.5638, "page": 0, "Index": 92}, {"Word": "HeCue/Russler", "Confidence": 0.173, "X1": 0.258, "Y1": 0.5482, "X2": 0.331, "Y2": 0.548, "X3": 0.331, "Y3": 0.5638, "X4": 0.257, "Y4": 0.5638, "page": 0, "Index": 93}, {"Word": "Goggles", "Confidence": 0.623, "X1": 0.393, "Y1": 0.55087, "X2": 0.432, "Y2": 0.55067, "X3": 0.432, "Y3": 0.56647, "X4": 0.393, "Y4": 0.56513, "page": 0, "Index": 94}, {"Word": "V-MC-76-5", "Confidence": 0.625, "X1": 0.543, "Y1": 0.5482, "X2": 0.593, "Y2": 0.548, "X3": 0.594, "Y3": 0.56513, "X4": 0.543, "Y4": 0.56513, "page": 0, "Index": 95}, {"Word": "TV", "Confidence": 0.939, "X1": 0.618, "Y1": 0.5482, "X2": 0.631, "Y2": 0.548, "X3": 0.63, "Y3": 0.5638, "X4": 0.618, "Y4": 0.5638, "page": 0, "Index": 96}, {"Word": "Guide", "Confidence": 0.847, "X1": 0.633, "Y1": 0.54953, "X2": 0.663, "Y2": 0.54933, "X3": 0.662, "Y3": 0.56513, "X4": 0.633, "Y4": 0.5638, "page": 0, "Index": 97}, {"Word": "Approved", "Confidence": 0.9, "X1": 0.715, "Y1": 0.54953, "X2": 0.757, "Y2": 0.54933, "X3": 0.757, "Y3": 0.56247, "X4": 0.715, "Y4": 0.56247, "page": 0, "Index": 98}, {"Word": "w/", "Confidence": 0.709, "X1": 0.761, "Y1": 0.5482, "X2": 0.774, "Y2": 0.548, "X3": 0.773, "Y3": 0.56113, "X4": 0.761, "Y4": 0.56113, "page": 0, "Index": 99}, {"Word": "corrections", "Confidence": 0.855, "X1": 0.715, "Y1": 0.5642, "X2": 0.773, "Y2": 0.564, "X3": 0.773, "Y3": 0.57713, "X4": 0.714, "Y4": 0.57713, "page": 0, "Index": 100}, {"Word": "V-83-76-3", "Confidence": 0.781, "X1": 0.542, "Y1": 0.59087, "X2": 0.596, "Y2": 0.59067, "X3": 0.595, "Y3": 0.6078, "X4": 0.541, "Y4": 0.60647, "page": 0, "Index": 101}, {"Word": "Supplements", "Confidence": 0.465, "X1": 0.617, "Y1": 0.59087, "X2": 0.679, "Y2": 0.59067, "X3": 0.678, "Y3": 0.60647, "X4": 0.617, "Y4": 0.6078, "page": 0, "Index": 102}, {"Word": "Approved", "Confidence": 0.889, "X1": 0.714, "Y1": 0.5922, "X2": 0.757, "Y2": 0.592, "X3": 0.757, "Y3": 0.6038, "X4": 0.714, "Y4": 0.6038, "page": 0, "Index": 103}, {"Word": "w.", "Confidence": 0.076, "X1": 0.761, "Y1": 0.59087, "X2": 0.773, "Y2": 0.59067, "X3": 0.773, "Y3": 0.6038, "X4": 0.761, "Y4": 0.6038, "page": 0, "Index": 104}, {"Word": "Goggles", "Confidence": 0.819, "X1": 0.393, "Y1": 0.5922, "X2": 0.433, "Y2": 0.592, "X3": 0.433, "Y3": 0.61047, "X4": 0.394, "Y4": 0.60913, "page": 0, "Index": 105}, {"Word": "correction.", "Confidence": 0.767, "X1": 0.714, "Y1": 0.60687, "X2": 0.773, "Y2": 0.60667, "X3": 0.773, "Y3": 0.61847, "X4": 0.715, "Y4": 0.6198, "page": 0, "Index": 106}, {"Word": ".", "Confidence": 0.934, "X1": 0.136, "Y1": 0.62687, "X2": 0.142, "Y2": 0.62667, "X3": 0.141, "Y3": 0.6398, "X4": 0.135, "Y4": 0.63847, "page": 0, "Index": 107}, {"Word": "TV", "Confidence": 0.955, "X1": 0.617, "Y1": 0.6322, "X2": 0.63, "Y2": 0.632, "X3": 0.63, "Y3": 0.6478, "X4": 0.617, "Y4": 0.6478, "page": 0, "Index": 108}, {"Word": "Approved", "Confidence": 0.991, "X1": 0.713, "Y1": 0.63487, "X2": 0.757, "Y2": 0.63467, "X3": 0.756, "Y3": 0.6478, "X4": 0.713, "Y4": 0.64913, "page": 0, "Index": 109}, {"Word": "2/27", "Confidence": 0.921, "X1": 0.207, "Y1": 0.63487, "X2": 0.231, "Y2": 0.63467, "X3": 0.231, "Y3": 0.65313, "X4": 0.206, "Y4": 0.6518, "page": 0, "Index": 110}, {"Word": "McCue/Willians", "Confidence": 0.614, "X1": 0.259, "Y1": 0.63353, "X2": 0.337, "Y2": 0.63333, "X3": 0.337, "Y3": 0.65047, "X4": 0.258, "Y4": 0.6518, "page": 0, "Index": 111}, {"Word": "Lighter", "Confidence": 0.962, "X1": 0.393, "Y1": 0.63353, "X2": 0.433, "Y2": 0.63333, "X3": 0.433, "Y3": 0.65047, "X4": 0.392, "Y4": 0.65047, "page": 0, "Index": 112}, {"Word": "V-NC-76-4", "Confidence": 0.888, "X1": 0.542, "Y1": 0.63087, "X2": 0.594, "Y2": 0.63067, "X3": 0.594, "Y3": 0.64913, "X4": 0.542, "Y4": 0.64913, "page": 0, "Index": 113}, {"Word": "Guide", "Confidence": 0.837, "X1": 0.632, "Y1": 0.63353, "X2": 0.662, "Y2": 0.63333, "X3": 0.662, "Y3": 0.64913, "X4": 0.632, "Y4": 0.6478, "page": 0, "Index": 114}, {"Word": ":-", "Confidence": 0.06, "X1": 0.495, "Y1": 0.66287, "X2": 0.514, "Y2": 0.66267, "X3": 0.514, "Y3": 0.6878, "X4": 0.495, "Y4": 0.68913, "page": 0, "Index": 115}, {"Word": "Approved", "Confidence": 0.981, "X1": 0.715, "Y1": 0.67487, "X2": 0.758, "Y2": 0.67467, "X3": 0.757, "Y3": 0.6878, "X4": 0.714, "Y4": 0.68913, "page": 0, "Index": 116}, {"Word": "w/", "Confidence": 0.943, "X1": 0.761, "Y1": 0.67487, "X2": 0.774, "Y2": 0.67467, "X3": 0.774, "Y3": 0.6878, "X4": 0.761, "Y4": 0.6878, "page": 0, "Index": 117}, {"Word": "FACT", "Confidence": 0.742, "X1": 0.127, "Y1": 0.67753, "X2": 0.147, "Y2": 0.67733, "X3": 0.148, "Y3": 0.69313, "X4": 0.127, "Y4": 0.69447, "page": 0, "Index": 118}, {"Word": "2/23", "Confidence": 0.988, "X1": 0.207, "Y1": 0.67753, "X2": 0.23, "Y2": 0.67733, "X3": 0.23, "Y3": 0.69313, "X4": 0.207, "Y4": 0.69313, "page": 0, "Index": 119}, {"Word": "Hudd/Russler", "Confidence": 0.324, "X1": 0.258, "Y1": 0.67887, "X2": 0.327, "Y2": 0.67867, "X3": 0.326, "Y3": 0.69313, "X4": 0.258, "Y4": 0.69313, "page": 0, "Index": 120}, {"Word": "Promises", "Confidence": 0.32, "X1": 0.394, "Y1": 0.67353, "X2": 0.435, "Y2": 0.67333, "X3": 0.434, "Y3": 0.69313, "X4": 0.393, "Y4": 0.69447, "page": 0, "Index": 121}, {"Word": "Revised", "Confidence": 0.782, "X1": 0.438, "Y1": 0.6682, "X2": 0.482, "Y2": 0.668, "X3": 0.481, "Y3": 0.69047, "X4": 0.437, "Y4": 0.6918, "page": 0, "Index": 122}, {"Word": "FAC-M-74-4", "Confidence": 0.642, "X1": 0.544, "Y1": 0.67753, "X2": 0.599, "Y2": 0.67733, "X3": 0.598, "Y3": 0.69047, "X4": 0.544, "Y4": 0.69047, "page": 0, "Index": 123}, {"Word": "Generic", "Confidence": 0.666, "X1": 0.617, "Y1": 0.67753, "X2": 0.656, "Y2": 0.67733, "X3": 0.656, "Y3": 0.68913, "X4": 0.617, "Y4": 0.68913, "page": 0, "Index": 124}, {"Word": "&", "Confidence": 0.986, "X1": 0.66, "Y1": 0.67753, "X2": 0.666, "Y2": 0.67733, "X3": 0.666, "Y3": 0.68913, "X4": 0.66, "Y4": 0.68913, "page": 0, "Index": 125}, {"Word": "Female", "Confidence": 0.76, "X1": 0.618, "Y1": 0.69087, "X2": 0.651, "Y2": 0.69067, "X3": 0.651, "Y3": 0.70513, "X4": 0.618, "Y4": 0.70513, "page": 0, "Index": 126}, {"Word": "Magazinas", "Confidence": 0.669, "X1": 0.654, "Y1": 0.69087, "X2": 0.705, "Y2": 0.69067, "X3": 0.704, "Y3": 0.7038, "X4": 0.654, "Y4": 0.70513, "page": 0, "Index": 127}, {"Word": "corrections", "Confidence": 0.934, "X1": 0.713, "Y1": 0.69087, "X2": 0.774, "Y2": 0.69067, "X3": 0.774, "Y3": 0.70247, "X4": 0.713, "Y4": 0.7038, "page": 0, "Index": 128}]}
|
"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"
|
ffkk0140
| 0 |
{"lines_data": [{"Word": "POST . KEYES:OA \"IER INU", "Confidence": 0.623, "X1": 0.18933, "Y1": 0.2092, "X2": 0.49467, "Y2": 0.209, "X3": 0.49467, "Y3": 0.2228, "X4": 0.18933, "Y4": 0.2278, "page": 0}, {"Word": "CI I FERENUN .", "Confidence": 0.472, "X1": 0.56667, "Y1": 0.2102, "X2": 0.836, "Y2": 0.21, "X3": 0.836, "Y3": 0.2278, "X4": 0.56667, "Y4": 0.2288, "page": 0}, {"Word": "875 Noch Michigse Astien. Chlesyn, Blah 60411", "Confidence": 0.198, "X1": 0.24533, "Y1": 0.2302, "X2": 0.448, "Y2": 0.23, "X3": 0.448, "Y3": 0.2398, "X4": 0.24533, "Y4": 0.2418, "page": 0}, {"Word": "N.J.A.", "Confidence": 0.991, "X1": 0.45733, "Y1": 0.2212, "X2": 0.54133, "Y2": 0.221, "X3": 0.54, "Y3": 0.2418, "X4": 0.45733, "Y4": 0.2408, "page": 0}, {"Word": "REPORT", "Confidence": 0.993, "X1": 0.616, "Y1": 0.2312, "X2": 0.756, "Y2": 0.231, "X3": 0.756, "Y3": 0.2488, "X4": 0.616, "Y4": 0.2498, "page": 0}, {"Word": "MAR 3 1976", "Confidence": 0.99333, "X1": 0.46, "Y1": 0.2492, "X2": 0.54667, "Y2": 0.249, "X3": 0.54667, "Y3": 0.2658, "X4": 0.46, "Y4": 0.2648, "page": 0}, {"Word": "COPIES", "Confidence": 0.343, "X1": 0.55333, "Y1": 0.2692, "X2": 0.588, "Y2": 0.269, "X3": 0.588, "Y3": 0.2788, "X4": 0.55333, "Y4": 0.2778, "page": 0}, {"Word": "Mr. R.A. Pittmnm (9)", "Confidence": 0.85275, "X1": 0.60667, "Y1": 0.2702, "X2": 0.75067, "Y2": 0.27, "X3": 0.75067, "Y3": 0.2808, "X4": 0.60667, "Y4": 0.2808, "page": 0}, {"Word": "Mr. Sehals - TI BATE !:", "Confidence": 0.53117, "X1": 0.608, "Y1": 0.2822, "X2": 0.76667, "Y2": 0.282, "X3": 0.76667, "Y3": 0.2908, "X4": 0.608, "Y4": 0.2908, "page": 0}, {"Word": "BICHT BROWN & WILLIAMSON TORACCO CORP.", "Confidence": 0.646, "X1": 0.196, "Y1": 0.2902, "X2": 0.47733, "Y2": 0.29, "X3": 0.47733, "Y3": 0.3028, "X4": 0.196, "Y4": 0.3038, "page": 0}, {"Word": "Arnold", "Confidence": 0.562, "X1": 0.54533, "Y1": 0.3032, "X2": 0.592, "Y2": 0.303, "X3": 0.592, "Y3": 0.3128, "X4": 0.54533, "Y4": 0.3118, "page": 0}, {"Word": "War Intein", "Confidence": 0.3345, "X1": 0.644, "Y1": 0.3032, "X2": 0.712, "Y2": 0.303, "X3": 0.712, "Y3": 0.3138, "X4": 0.644, "Y4": 0.3128, "page": 0}, {"Word": "Parker", "Confidence": 0.996, "X1": 0.74133, "Y1": 0.3042, "X2": 0.784, "Y2": 0.304, "X3": 0.784, "Y3": 0.3138, "X4": 0.74133, "Y4": 0.3128, "page": 0}, {"Word": "Maer", "Confidence": 0.598, "X1": 0.54667, "Y1": 0.3152, "X2": 0.57467, "Y2": 0.315, "X3": 0.57333, "Y3": 0.3228, "X4": 0.54667, "Y4": 0.3218, "page": 0}, {"Word": "Fryer", "Confidence": 0.93, "X1": 0.644, "Y1": 0.3152, "X2": 0.67867, "Y2": 0.315, "X3": 0.67733, "Y3": 0.3228, "X4": 0.64267, "Y4": 0.3238, "page": 0}, {"Word": "Partridge", "Confidence": 0.909, "X1": 0.74133, "Y1": 0.3162, "X2": 0.80933, "Y2": 0.316, "X3": 0.80933, "Y3": 0.3258, "X4": 0.74133, "Y4": 0.3238, "page": 0}, {"Word": "DATE OF CONTEMENCE. Week of February 23, 1976", "Confidence": 0.687, "X1": 0.19467, "Y1": 0.3242, "X2": 0.48667, "Y2": 0.324, "X3": 0.48667, "Y3": 0.3358, "X4": 0.19467, "Y4": 0.3368, "page": 0}, {"Word": "Rankmann", "Confidence": 0.657, "X1": 0.54667, "Y1": 0.3252, "X2": 0.604, "Y2": 0.325, "X3": 0.604, "Y3": 0.3348, "X4": 0.54667, "Y4": 0.3338, "page": 0}, {"Word": "Tebel", "Confidence": 0.676, "X1": 0.64267, "Y1": 0.3262, "X2": 0.67733, "Y2": 0.326, "X3": 0.67733, "Y3": 0.3338, "X4": 0.64267, "Y4": 0.3338, "page": 0}, {"Word": "Popp", "Confidence": 0.666, "X1": 0.74267, "Y1": 0.3272, "X2": 0.77333, "Y2": 0.327, "X3": 0.772, "Y3": 0.3358, "X4": 0.74133, "Y4": 0.3348, "page": 0}, {"Word": "Beach", "Confidence": 0.766, "X1": 0.54667, "Y1": 0.3352, "X2": 0.58267, "Y2": 0.335, "X3": 0.58133, "Y3": 0.3438, "X4": 0.54667, "Y4": 0.3438, "page": 0}, {"Word": "Johnson, V.", "Confidence": 0.88, "X1": 0.64133, "Y1": 0.3352, "X2": 0.72, "Y2": 0.335, "X3": 0.72, "Y3": 0.3448, "X4": 0.64133, "Y4": 0.3448, "page": 0}, {"Word": "Robbins", "Confidence": 0.742, "X1": 0.74133, "Y1": 0.3362, "X2": 0.79467, "Y2": 0.336, "X3": 0.79333, "Y3": 0.3458, "X4": 0.74133, "Y4": 0.3438, "page": 0}, {"Word": "Blystone", "Confidence": 0.665, "X1": 0.54667, "Y1": 0.3472, "X2": 0.604, "Y2": 0.347, "X3": 0.604, "Y3": 0.3558, "X4": 0.54667, "Y4": 0.3548, "page": 0}, {"Word": "Kappelmeier", "Confidence": 0.659, "X1": 0.64, "Y1": 0.3482, "X2": 0.72267, "Y2": 0.348, "X3": 0.72267, "Y3": 0.3568, "X4": 0.64, "Y4": 0.3558, "page": 0}, {"Word": "Rolfe", "Confidence": 0.626, "X1": 0.74, "Y1": 0.3472, "X2": 0.78, "Y2": 0.347, "X3": 0.77867, "Y3": 0.3558, "X4": 0.74, "Y4": 0.3558, "page": 0}, {"Word": "PLACE OF CONFERENCE: Telephone", "Confidence": 0.74275, "X1": 0.19733, "Y1": 0.3562, "X2": 0.376, "Y2": 0.356, "X3": 0.376, "Y3": 0.3668, "X4": 0.19733, "Y4": 0.3688, "page": 0}, {"Word": "Bozck", "Confidence": 0.9, "X1": 0.54533, "Y1": 0.3572, "X2": 0.584, "Y2": 0.357, "X3": 0.584, "Y3": 0.3668, "X4": 0.54533, "Y4": 0.3658, "page": 0}, {"Word": "Keyes", "Confidence": 0.608, "X1": 0.64133, "Y1": 0.3582, "X2": 0.68, "Y2": 0.358, "X3": 0.68, "Y3": 0.3668, "X4": 0.64133, "Y4": 0.3658, "page": 0}, {"Word": "Rooney", "Confidence": 0.756, "X1": 0.74133, "Y1": 0.3592, "X2": 0.78667, "Y2": 0.359, "X3": 0.78667, "Y3": 0.3668, "X4": 0.74133, "Y4": 0.3668, "page": 0}, {"Word": "Carter", "Confidence": 0.943, "X1": 0.54533, "Y1": 0.3682, "X2": 0.58933, "Y2": 0.368, "X3": 0.58933, "Y3": 0.3768, "X4": 0.54533, "Y4": 0.3768, "page": 0}, {"Word": "Marguerite", "Confidence": 0.752, "X1": 0.64267, "Y1": 0.3692, "X2": 0.71733, "Y2": 0.369, "X3": 0.716, "Y3": 0.3778, "X4": 0.64267, "Y4": 0.3768, "page": 0}, {"Word": "Rossler", "Confidence": 0.421, "X1": 0.74267, "Y1": 0.3692, "X2": 0.79467, "Y2": 0.369, "X3": 0.79467, "Y3": 0.3778, "X4": 0.74267, "Y4": 0.3768, "page": 0}, {"Word": "ConAnt", "Confidence": 0.625, "X1": 0.54533, "Y1": 0.3792, "X2": 0.58933, "Y2": 0.379, "X3": 0.58933, "Y3": 0.3878, "X4": 0.54533, "Y4": 0.3878, "page": 0}, {"Word": "Mr. J. Roudebush", "Confidence": 0.90767, "X1": 0.30533, "Y1": 0.3782, "X2": 0.424, "Y2": 0.378, "X3": 0.424, "Y3": 0.3888, "X4": 0.30533, "Y4": 0.3888, "page": 0}, {"Word": "Corbett", "Confidence": 0.887, "X1": 0.54533, "Y1": 0.3902, "X2": 0.59733, "Y2": 0.39, "X3": 0.59733, "Y3": 0.3978, "X4": 0.54533, "Y4": 0.3978, "page": 0}, {"Word": "MeIntyre", "Confidence": 0.461, "X1": 0.64267, "Y1": 0.3802, "X2": 0.704, "Y2": 0.38, "X3": 0.70267, "Y3": 0.3888, "X4": 0.64267, "Y4": 0.3878, "page": 0}, {"Word": "Smith, C.", "Confidence": 0.808, "X1": 0.74133, "Y1": 0.3802, "X2": 0.80533, "Y2": 0.38, "X3": 0.80533, "Y3": 0.3888, "X4": 0.74133, "Y4": 0.3878, "page": 0}, {"Word": "REPRESENTING CLIENT:", "Confidence": 0.294, "X1": 0.19467, "Y1": 0.3892, "X2": 0.30133, "Y2": 0.389, "X3": 0.30133, "Y3": 0.3998, "X4": 0.19467, "Y4": 0.4008, "page": 0}, {"Word": "Mr. E.A. Willete", "Confidence": 0.88, "X1": 0.30533, "Y1": 0.3882, "X2": 0.424, "Y2": 0.388, "X3": 0.424, "Y3": 0.3988, "X4": 0.30533, "Y4": 0.3978, "page": 0}, {"Word": "Mendez", "Confidence": 0.615, "X1": 0.64267, "Y1": 0.3902, "X2": 0.688, "Y2": 0.39, "X3": 0.688, "Y3": 0.3988, "X4": 0.64267, "Y4": 0.3978, "page": 0}, {"Word": "Varten", "Confidence": 0.698, "X1": 0.74267, "Y1": 0.3912, "X2": 0.78667, "Y2": 0.391, "X3": 0.78667, "Y3": 0.3998, "X4": 0.74267, "Y4": 0.3988, "page": 0}, {"Word": "Mr. M. McCua", "Confidence": 0.73667, "X1": 0.30667, "Y1": 0.4002, "X2": 0.39333, "Y2": 0.4, "X3": 0.39333, "Y3": 0.4088, "X4": 0.30667, "Y4": 0.4078, "page": 0}, {"Word": "Derer", "Confidence": 0.719, "X1": 0.54267, "Y1": 0.4002, "X2": 0.584, "Y2": 0.4, "X3": 0.584, "Y3": 0.4088, "X4": 0.54267, "Y4": 0.4088, "page": 0}, {"Word": "Myers", "Confidence": 0.64, "X1": 0.64133, "Y1": 0.4012, "X2": 0.68133, "Y2": 0.401, "X3": 0.68133, "Y3": 0.4098, "X4": 0.64133, "Y4": 0.4088, "page": 0}, {"Word": "Vinton", "Confidence": 0.846, "X1": 0.74267, "Y1": 0.4022, "X2": 0.78667, "Y2": 0.402, "X3": 0.78533, "Y3": 0.4098, "X4": 0.74133, "Y4": 0.4088, "page": 0}, {"Word": "Mr. L. Mudd", "Confidence": 0.88633, "X1": 0.30667, "Y1": 0.4112, "X2": 0.388, "Y2": 0.411, "X3": 0.388, "Y3": 0.4208, "X4": 0.30667, "Y4": 0.4198, "page": 0}, {"Word": "Doherty", "Confidence": 0.674, "X1": 0.54267, "Y1": 0.4122, "X2": 0.59733, "Y2": 0.412, "X3": 0.596, "Y3": 0.4208, "X4": 0.54133, "Y4": 0.4198, "page": 0}, {"Word": "O'Shea", "Confidence": 0.615, "X1": 0.64267, "Y1": 0.4122, "X2": 0.68533, "Y2": 0.412, "X3": 0.684, "Y3": 0.4208, "X4": 0.64133, "Y4": 0.4198, "page": 0}, {"Word": "Williams", "Confidence": 0.653, "X1": 0.74133, "Y1": 0.4122, "X2": 0.79867, "Y2": 0.412, "X3": 0.79733, "Y3": 0.4208, "X4": 0.74, "Y4": 0.4188, "page": 0}, {"Word": "MPACSENTING AGENCY: Mr. D. Rooney, Mr. J. O'Shea", "Confidence": 0.74187, "X1": 0.19733, "Y1": 0.4242, "X2": 0.508, "Y2": 0.424, "X3": 0.508, "Y3": 0.4348, "X4": 0.19733, "Y4": 0.4318, "page": 0}, {"Word": "Duff", "Confidence": 0.655, "X1": 0.54533, "Y1": 0.4222, "X2": 0.576, "Y2": 0.422, "X3": 0.576, "Y3": 0.4318, "X4": 0.544, "Y4": 0.4308, "page": 0}, {"Word": "Otten", "Confidence": 0.883, "X1": 0.64267, "Y1": 0.4232, "X2": 0.68267, "Y2": 0.423, "X3": 0.68133, "Y3": 0.4308, "X4": 0.64267, "Y4": 0.4298, "page": 0}, {"Word": "Willcon", "Confidence": 0.44, "X1": 0.74133, "Y1": 0.4232, "X2": 0.79467, "Y2": 0.423, "X3": 0.79333, "Y3": 0.4318, "X4": 0.74, "Y4": 0.4298, "page": 0}, {"Word": "Mr. W. Williams, Ms. N. Russler", "Confidence": 0.80533, "X1": 0.30533, "Y1": 0.4352, "X2": 0.52667, "Y2": 0.435, "X3": 0.52533, "Y3": 0.4468, "X4": 0.30533, "Y4": 0.4438, "page": 0}, {"Word": "Parker", "Confidence": 0.616, "X1": 0.64267, "Y1": 0.4332, "X2": 0.68667, "Y2": 0.433, "X3": 0.68533, "Y3": 0.4418, "X4": 0.64267, "Y4": 0.4408, "page": 0}, {"Word": "B/W-76-43", "Confidence": 0.934, "X1": 0.2, "Y1": 0.4652, "X2": 0.268, "Y2": 0.465, "X3": 0.268, "Y3": 0.4758, "X4": 0.2, "Y4": 0.4758, "page": 0}, {"Word": "BROWN & WILLIAMSON MEDIA/PRODIACTION", "Confidence": 0.70875, "X1": 0.41733, "Y1": 0.4632, "X2": 0.668, "Y2": 0.463, "X3": 0.668, "Y3": 0.4748, "X4": 0.41733, "Y4": 0.4758, "page": 0}, {"Word": "2/27/76", "Confidence": 0.994, "X1": 0.2, "Y1": 0.4762, "X2": 0.256, "Y2": 0.476, "X3": 0.256, "Y3": 0.4868, "X4": 0.2, "Y4": 0.4868, "page": 0}, {"Word": "1. PRODUCTION APPROVALS FOR THE WEEK OF 2/23/76.", "Confidence": 0.8715, "X1": 0.284, "Y1": 0.5002, "X2": 0.624, "Y2": 0.5, "X3": 0.624, "Y3": 0.5128, "X4": 0.284, "Y4": 0.5098, "page": 0}, {"Word": "Production", "Confidence": 0.932, "X1": 0.19733, "Y1": 0.5202, "X2": 0.276, "Y2": 0.52, "X3": 0.27467, "Y3": 0.5308, "X4": 0.19733, "Y4": 0.5298, "page": 0}, {"Word": "The attached summarizes production approvals/action for", "Confidence": 0.872, "X1": 0.30533, "Y1": 0.5222, "X2": 0.69333, "Y2": 0.522, "X3": 0.69333, "Y3": 0.5338, "X4": 0.30533, "Y4": 0.5308, "page": 0}, {"Word": "the week of 2/23/76.", "Confidence": 0.899, "X1": 0.304, "Y1": 0.5312, "X2": 0.44667, "Y2": 0.531, "X3": 0.44667, "Y3": 0.5428, "X4": 0.304, "Y4": 0.5418, "page": 0}, {"Word": "Rooney", "Confidence": 0.316, "X1": 0.19867, "Y1": 0.5522, "X2": 0.24667, "Y2": 0.552, "X3": 0.24667, "Y3": 0.5628, "X4": 0.19867, "Y4": 0.5618, "page": 0}, {"Word": "Please note and implement necessary action.", "Confidence": 0.79683, "X1": 0.3, "Y1": 0.5542, "X2": 0.61067, "Y2": 0.554, "X3": 0.60933, "Y3": 0.5668, "X4": 0.3, "Y4": 0.5628, "page": 0}, {"Word": "Submitted by Nancy Rossler", "Confidence": 0.53475, "X1": 0.45067, "Y1": 0.6072, "X2": 0.63867, "Y2": 0.607, "X3": 0.63867, "Y3": 0.6198, "X4": 0.45067, "Y4": 0.6188, "page": 0}, {"Word": "/ka", "Confidence": 0.695, "X1": 0.31333, "Y1": 0.6362, "X2": 0.33867, "Y2": 0.636, "X3": 0.33733, "Y3": 0.6488, "X4": 0.31333, "Y4": 0.6488, "page": 0}, {"Word": "CE IF THE FILM IMAGE IS LESS CLEAR", "Confidence": 0.73587, "X1": 0.0, "Y1": 0.9332, "X2": 0.24133, "Y2": 0.933, "X3": 0.24267, "Y3": 0.9468, "X4": 0.0, "Y4": 0.9518, "page": 0}, {"Word": "THIS NOTICE, IT IS DUE TO THE", "Confidence": 0.80729, "X1": 0.0, "Y1": 0.9462, "X2": 0.21733, "Y2": 0.946, "X3": 0.21733, "Y3": 0.9558, "X4": 0.00133, "Y4": 0.9608, "page": 0}, {"Word": ".ITY OF THE DOCUMENT BEING FILMED.", "Confidence": 0.85433, "X1": 0.0, "Y1": 0.9562, "X2": 0.232, "Y2": 0.956, "X3": 0.232, "Y3": 0.9658, "X4": 0.0, "Y4": 0.9708, "page": 0}, {"Word": "77700 9645", "Confidence": 0.925, "X1": 0.26267, "Y1": 0.9362, "X2": 0.548, "Y2": 0.936, "X3": 0.54667, "Y3": 0.9658, "X4": 0.26133, "Y4": 0.9628, "page": 0}], "words_data": [{"Word": "POST", "Confidence": 0.611, "X1": 0.19333, "Y1": 0.2112, "X2": 0.24933, "Y2": 0.211, "X3": 0.248, "Y3": 0.2268, "X4": 0.192, "Y4": 0.2268, "page": 0, "Index": 0}, {"Word": ".", "Confidence": 0.876, "X1": 0.25333, "Y1": 0.2112, "X2": 0.25733, "Y2": 0.211, "X3": 0.256, "Y3": 0.2268, "X4": 0.252, "Y4": 0.2268, "page": 0, "Index": 1}, {"Word": "KEYES:OA", "Confidence": 0.495, "X1": 0.26133, "Y1": 0.2102, "X2": 0.37067, "Y2": 0.21, "X3": 0.37067, "Y3": 0.2248, "X4": 0.26, "Y4": 0.2268, "page": 0, "Index": 2}, {"Word": "\"IER", "Confidence": 0.192, "X1": 0.39467, "Y1": 0.2102, "X2": 0.444, "Y2": 0.21, "X3": 0.444, "Y3": 0.2228, "X4": 0.39467, "Y4": 0.2248, "page": 0, "Index": 3}, {"Word": "INU", "Confidence": 0.941, "X1": 0.45467, "Y1": 0.2102, "X2": 0.488, "Y2": 0.21, "X3": 0.488, "Y3": 0.2208, "X4": 0.45467, "Y4": 0.2228, "page": 0, "Index": 4}, {"Word": "FERENUN", "Confidence": 0.602, "X1": 0.63733, "Y1": 0.2122, "X2": 0.796, "Y2": 0.212, "X3": 0.79467, "Y3": 0.2278, "X4": 0.63733, "Y4": 0.2288, "page": 0, "Index": 5}, {"Word": ".", "Confidence": 0.849, "X1": 0.824, "Y1": 0.2132, "X2": 0.836, "Y2": 0.213, "X3": 0.836, "Y3": 0.2278, "X4": 0.82267, "Y4": 0.2278, "page": 0, "Index": 6}, {"Word": "CI", "Confidence": 0.033, "X1": 0.568, "Y1": 0.2112, "X2": 0.60133, "Y2": 0.211, "X3": 0.60133, "Y3": 0.2298, "X4": 0.568, "Y4": 0.2298, "page": 0, "Index": 7}, {"Word": "I", "Confidence": 0.404, "X1": 0.61467, "Y1": 0.2112, "X2": 0.628, "Y2": 0.211, "X3": 0.628, "Y3": 0.2288, "X4": 0.61467, "Y4": 0.2288, "page": 0, "Index": 8}, {"Word": "875", "Confidence": 0.396, "X1": 0.248, "Y1": 0.2322, "X2": 0.26133, "Y2": 0.232, "X3": 0.26, "Y3": 0.2428, "X4": 0.24667, "Y4": 0.2428, "page": 0, "Index": 9}, {"Word": "Noch", "Confidence": 0.305, "X1": 0.264, "Y1": 0.2312, "X2": 0.28667, "Y2": 0.231, "X3": 0.28533, "Y3": 0.2418, "X4": 0.26267, "Y4": 0.2428, "page": 0, "Index": 10}, {"Word": "Michigse", "Confidence": 0.237, "X1": 0.28933, "Y1": 0.2312, "X2": 0.32267, "Y2": 0.231, "X3": 0.32133, "Y3": 0.2408, "X4": 0.288, "Y4": 0.2418, "page": 0, "Index": 11}, {"Word": "Astien.", "Confidence": 0.055, "X1": 0.32533, "Y1": 0.2302, "X2": 0.35467, "Y2": 0.23, "X3": 0.35333, "Y3": 0.2408, "X4": 0.324, "Y4": 0.2408, "page": 0, "Index": 12}, {"Word": "Chlesyn,", "Confidence": 0.127, "X1": 0.35733, "Y1": 0.2302, "X2": 0.38933, "Y2": 0.23, "X3": 0.38933, "Y3": 0.2398, "X4": 0.356, "Y4": 0.2408, "page": 0, "Index": 13}, {"Word": "Blah", "Confidence": 0.038, "X1": 0.392, "Y1": 0.2302, "X2": 0.41733, "Y2": 0.23, "X3": 0.416, "Y3": 0.2398, "X4": 0.392, "Y4": 0.2398, "page": 0, "Index": 14}, {"Word": "60411", "Confidence": 0.228, "X1": 0.42, "Y1": 0.2302, "X2": 0.44533, "Y2": 0.23, "X3": 0.444, "Y3": 0.2398, "X4": 0.41867, "Y4": 0.2398, "page": 0, "Index": 15}, {"Word": "N.J.A.", "Confidence": 0.991, "X1": 0.46267, "Y1": 0.2222, "X2": 0.54, "Y2": 0.222, "X3": 0.54133, "Y3": 0.2418, "X4": 0.46267, "Y4": 0.2418, "page": 0, "Index": 16}, {"Word": "REPORT", "Confidence": 0.993, "X1": 0.61733, "Y1": 0.2312, "X2": 0.75067, "Y2": 0.231, "X3": 0.748, "Y3": 0.2498, "X4": 0.61733, "Y4": 0.2498, "page": 0, "Index": 17}, {"Word": "MAR", "Confidence": 0.998, "X1": 0.46, "Y1": 0.2492, "X2": 0.48933, "Y2": 0.249, "X3": 0.488, "Y3": 0.2648, "X4": 0.46, "Y4": 0.2648, "page": 0, "Index": 18}, {"Word": "3", "Confidence": 0.995, "X1": 0.50267, "Y1": 0.2492, "X2": 0.512, "Y2": 0.249, "X3": 0.51067, "Y3": 0.2648, "X4": 0.50267, "Y4": 0.2648, "page": 0, "Index": 19}, {"Word": "1976", "Confidence": 0.987, "X1": 0.516, "Y1": 0.2502, "X2": 0.54667, "Y2": 0.25, "X3": 0.54533, "Y3": 0.2658, "X4": 0.51467, "Y4": 0.2648, "page": 0, "Index": 20}, {"Word": "COPIES", "Confidence": 0.343, "X1": 0.55333, "Y1": 0.2692, "X2": 0.58533, "Y2": 0.269, "X3": 0.58533, "Y3": 0.2788, "X4": 0.55333, "Y4": 0.2778, "page": 0, "Index": 21}, {"Word": "Mr.", "Confidence": 0.905, "X1": 0.60667, "Y1": 0.2702, "X2": 0.63067, "Y2": 0.27, "X3": 0.63067, "Y3": 0.2808, "X4": 0.60667, "Y4": 0.2808, "page": 0, "Index": 22}, {"Word": "R.A.", "Confidence": 0.885, "X1": 0.63467, "Y1": 0.2702, "X2": 0.66667, "Y2": 0.27, "X3": 0.66667, "Y3": 0.2818, "X4": 0.63467, "Y4": 0.2808, "page": 0, "Index": 23}, {"Word": "Pittmnm", "Confidence": 0.651, "X1": 0.66933, "Y1": 0.2712, "X2": 0.72267, "Y2": 0.271, "X3": 0.72267, "Y3": 0.2818, "X4": 0.66933, "Y4": 0.2818, "page": 0, "Index": 24}, {"Word": "(9)", "Confidence": 0.97, "X1": 0.728, "Y1": 0.2712, "X2": 0.75067, "Y2": 0.271, "X3": 0.75067, "Y3": 0.2818, "X4": 0.728, "Y4": 0.2818, "page": 0, "Index": 25}, {"Word": "Mr.", "Confidence": 0.987, "X1": 0.60933, "Y1": 0.2822, "X2": 0.63067, "Y2": 0.282, "X3": 0.63067, "Y3": 0.2908, "X4": 0.608, "Y4": 0.2908, "page": 0, "Index": 26}, {"Word": "Sehals", "Confidence": 0.279, "X1": 0.636, "Y1": 0.2822, "X2": 0.67867, "Y2": 0.282, "X3": 0.67867, "Y3": 0.2918, "X4": 0.636, "Y4": 0.2908, "page": 0, "Index": 27}, {"Word": "-", "Confidence": 0.998, "X1": 0.68533, "Y1": 0.2822, "X2": 0.69333, "Y2": 0.282, "X3": 0.692, "Y3": 0.2918, "X4": 0.68533, "Y4": 0.2918, "page": 0, "Index": 28}, {"Word": "TI", "Confidence": 0.52, "X1": 0.7, "Y1": 0.2822, "X2": 0.71333, "Y2": 0.282, "X3": 0.71333, "Y3": 0.2918, "X4": 0.69867, "Y4": 0.2918, "page": 0, "Index": 29}, {"Word": "BATE", "Confidence": 0.129, "X1": 0.728, "Y1": 0.2832, "X2": 0.75467, "Y2": 0.283, "X3": 0.75333, "Y3": 0.2908, "X4": 0.72667, "Y4": 0.2918, "page": 0, "Index": 30}, {"Word": "!:", "Confidence": 0.274, "X1": 0.756, "Y1": 0.2832, "X2": 0.768, "Y2": 0.283, "X3": 0.768, "Y3": 0.2908, "X4": 0.756, "Y4": 0.2908, "page": 0, "Index": 31}, {"Word": "BICHT", "Confidence": 0.148, "X1": 0.19733, "Y1": 0.2922, "X2": 0.22933, "Y2": 0.292, "X3": 0.22933, "Y3": 0.3038, "X4": 0.19733, "Y4": 0.3048, "page": 0, "Index": 32}, {"Word": "BROWN", "Confidence": 0.704, "X1": 0.25067, "Y1": 0.2912, "X2": 0.28933, "Y2": 0.291, "X3": 0.28933, "Y3": 0.3038, "X4": 0.25067, "Y4": 0.3038, "page": 0, "Index": 33}, {"Word": "&", "Confidence": 0.998, "X1": 0.29333, "Y1": 0.2912, "X2": 0.30267, "Y2": 0.291, "X3": 0.30133, "Y3": 0.3038, "X4": 0.292, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "WILLIAMSON", "Confidence": 0.602, "X1": 0.30533, "Y1": 0.2912, "X2": 0.38, "Y2": 0.291, "X3": 0.38, "Y3": 0.3038, "X4": 0.30533, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "TORACCO", "Confidence": 0.748, "X1": 0.384, "Y1": 0.2922, "X2": 0.436, "Y2": 0.292, "X3": 0.43467, "Y3": 0.3038, "X4": 0.38267, "Y4": 0.3038, "page": 0, "Index": 36}, {"Word": "CORP.", "Confidence": 0.676, "X1": 0.44, "Y1": 0.2922, "X2": 0.47733, "Y2": 0.292, "X3": 0.476, "Y3": 0.3028, "X4": 0.43867, "Y4": 0.3038, "page": 0, "Index": 37}, {"Word": "Arnold", "Confidence": 0.562, "X1": 0.54667, "Y1": 0.3042, "X2": 0.58933, "Y2": 0.304, "X3": 0.588, "Y3": 0.3128, "X4": 0.54667, "Y4": 0.3128, "page": 0, "Index": 38}, {"Word": "War", "Confidence": 0.02, "X1": 0.64533, "Y1": 0.3032, "X2": 0.66133, "Y2": 0.303, "X3": 0.66267, "Y3": 0.3138, "X4": 0.64533, "Y4": 0.3128, "page": 0, "Index": 39}, {"Word": "Intein", "Confidence": 0.649, "X1": 0.664, "Y1": 0.3042, "X2": 0.70667, "Y2": 0.304, "X3": 0.70667, "Y3": 0.3138, "X4": 0.66533, "Y4": 0.3138, "page": 0, "Index": 40}, {"Word": "Parker", "Confidence": 0.996, "X1": 0.74267, "Y1": 0.3052, "X2": 0.784, "Y2": 0.305, "X3": 0.784, "Y3": 0.3138, "X4": 0.74267, "Y4": 0.3138, "page": 0, "Index": 41}, {"Word": "Maer", "Confidence": 0.598, "X1": 0.54667, "Y1": 0.3152, "X2": 0.57467, "Y2": 0.315, "X3": 0.57333, "Y3": 0.3228, "X4": 0.54667, "Y4": 0.3218, "page": 0, "Index": 42}, {"Word": "Fryer", "Confidence": 0.93, "X1": 0.64267, "Y1": 0.3152, "X2": 0.67867, "Y2": 0.315, "X3": 0.67867, "Y3": 0.3228, "X4": 0.64267, "Y4": 0.3238, "page": 0, "Index": 43}, {"Word": "Partridge", "Confidence": 0.909, "X1": 0.74267, "Y1": 0.3172, "X2": 0.80667, "Y2": 0.317, "X3": 0.80533, "Y3": 0.3258, "X4": 0.74133, "Y4": 0.3248, "page": 0, "Index": 44}, {"Word": "DATE", "Confidence": 0.664, "X1": 0.196, "Y1": 0.3252, "X2": 0.21733, "Y2": 0.325, "X3": 0.21733, "Y3": 0.3368, "X4": 0.196, "Y4": 0.3378, "page": 0, "Index": 45}, {"Word": "OF", "Confidence": 0.94, "X1": 0.22, "Y1": 0.3252, "X2": 0.23067, "Y2": 0.325, "X3": 0.23067, "Y3": 0.3368, "X4": 0.22, "Y4": 0.3368, "page": 0, "Index": 46}, {"Word": "CONTEMENCE.", "Confidence": 0.131, "X1": 0.23467, "Y1": 0.3242, "X2": 0.296, "Y2": 0.324, "X3": 0.296, "Y3": 0.3368, "X4": 0.23333, "Y4": 0.3368, "page": 0, "Index": 47}, {"Word": "Week", "Confidence": 0.842, "X1": 0.30667, "Y1": 0.3242, "X2": 0.33867, "Y2": 0.324, "X3": 0.33733, "Y3": 0.3368, "X4": 0.30533, "Y4": 0.3368, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.34267, "Y1": 0.3242, "X2": 0.35867, "Y2": 0.324, "X3": 0.35867, "Y3": 0.3368, "X4": 0.34133, "Y4": 0.3368, "page": 0, "Index": 49}, {"Word": "February", "Confidence": 0.147, "X1": 0.36267, "Y1": 0.3242, "X2": 0.42267, "Y2": 0.324, "X3": 0.42133, "Y3": 0.3358, "X4": 0.36133, "Y4": 0.3368, "page": 0, "Index": 50}, {"Word": "23,", "Confidence": 0.786, "X1": 0.42667, "Y1": 0.3242, "X2": 0.45067, "Y2": 0.324, "X3": 0.44933, "Y3": 0.3358, "X4": 0.42667, "Y4": 0.3358, "page": 0, "Index": 51}, {"Word": "1976", "Confidence": 0.988, "X1": 0.45467, "Y1": 0.3242, "X2": 0.48667, "Y2": 0.324, "X3": 0.48533, "Y3": 0.3358, "X4": 0.45333, "Y4": 0.3358, "page": 0, "Index": 52}, {"Word": "Rankmann", "Confidence": 0.657, "X1": 0.548, "Y1": 0.3252, "X2": 0.60133, "Y2": 0.325, "X3": 0.60133, "Y3": 0.3348, "X4": 0.54667, "Y4": 0.3338, "page": 0, "Index": 53}, {"Word": "Tebel", "Confidence": 0.676, "X1": 0.644, "Y1": 0.3262, "X2": 0.67867, "Y2": 0.326, "X3": 0.67733, "Y3": 0.3348, "X4": 0.64267, "Y4": 0.3338, "page": 0, "Index": 54}, {"Word": "Popp", "Confidence": 0.666, "X1": 0.74133, "Y1": 0.3272, "X2": 0.77067, "Y2": 0.327, "X3": 0.77067, "Y3": 0.3358, "X4": 0.74133, "Y4": 0.3348, "page": 0, "Index": 55}, {"Word": "Beach", "Confidence": 0.766, "X1": 0.54667, "Y1": 0.3352, "X2": 0.58133, "Y2": 0.335, "X3": 0.58133, "Y3": 0.3438, "X4": 0.54667, "Y4": 0.3438, "page": 0, "Index": 56}, {"Word": "Johnson,", "Confidence": 0.769, "X1": 0.644, "Y1": 0.3362, "X2": 0.7, "Y2": 0.336, "X3": 0.7, "Y3": 0.3458, "X4": 0.64267, "Y4": 0.3448, "page": 0, "Index": 57}, {"Word": "V.", "Confidence": 0.991, "X1": 0.70533, "Y1": 0.3362, "X2": 0.72, "Y2": 0.336, "X3": 0.72, "Y3": 0.3458, "X4": 0.70533, "Y4": 0.3458, "page": 0, "Index": 58}, {"Word": "Robbins", "Confidence": 0.742, "X1": 0.74267, "Y1": 0.3372, "X2": 0.79067, "Y2": 0.337, "X3": 0.79067, "Y3": 0.3458, "X4": 0.74133, "Y4": 0.3448, "page": 0, "Index": 59}, {"Word": "Blystone", "Confidence": 0.665, "X1": 0.548, "Y1": 0.3472, "X2": 0.60133, "Y2": 0.347, "X3": 0.60133, "Y3": 0.3568, "X4": 0.54667, "Y4": 0.3558, "page": 0, "Index": 60}, {"Word": "Kappelmeier", "Confidence": 0.659, "X1": 0.64267, "Y1": 0.3482, "X2": 0.72133, "Y2": 0.348, "X3": 0.72, "Y3": 0.3568, "X4": 0.64133, "Y4": 0.3558, "page": 0, "Index": 61}, {"Word": "Rolfe", "Confidence": 0.626, "X1": 0.74133, "Y1": 0.3482, "X2": 0.77733, "Y2": 0.348, "X3": 0.776, "Y3": 0.3568, "X4": 0.74133, "Y4": 0.3558, "page": 0, "Index": 62}, {"Word": "Telephone", "Confidence": 0.853, "X1": 0.30933, "Y1": 0.3572, "X2": 0.37467, "Y2": 0.357, "X3": 0.372, "Y3": 0.3678, "X4": 0.30667, "Y4": 0.3688, "page": 0, "Index": 63}, {"Word": "Bozck", "Confidence": 0.9, "X1": 0.54667, "Y1": 0.3582, "X2": 0.58133, "Y2": 0.358, "X3": 0.58133, "Y3": 0.3668, "X4": 0.54533, "Y4": 0.3668, "page": 0, "Index": 64}, {"Word": "Keyes", "Confidence": 0.608, "X1": 0.64267, "Y1": 0.3592, "X2": 0.67867, "Y2": 0.359, "X3": 0.67733, "Y3": 0.3668, "X4": 0.64267, "Y4": 0.3658, "page": 0, "Index": 65}, {"Word": "Rooney", "Confidence": 0.756, "X1": 0.74267, "Y1": 0.3602, "X2": 0.784, "Y2": 0.36, "X3": 0.78267, "Y3": 0.3678, "X4": 0.74267, "Y4": 0.3668, "page": 0, "Index": 66}, {"Word": "PLACE", "Confidence": 0.954, "X1": 0.19733, "Y1": 0.3582, "X2": 0.22267, "Y2": 0.358, "X3": 0.22267, "Y3": 0.3688, "X4": 0.19733, "Y4": 0.3688, "page": 0, "Index": 67}, {"Word": "OF", "Confidence": 0.982, "X1": 0.22667, "Y1": 0.3582, "X2": 0.23867, "Y2": 0.358, "X3": 0.23733, "Y3": 0.3688, "X4": 0.22533, "Y4": 0.3688, "page": 0, "Index": 68}, {"Word": "CONFERENCE:", "Confidence": 0.182, "X1": 0.24133, "Y1": 0.3572, "X2": 0.30133, "Y2": 0.357, "X3": 0.3, "Y3": 0.3688, "X4": 0.24, "Y4": 0.3688, "page": 0, "Index": 69}, {"Word": "Carter", "Confidence": 0.943, "X1": 0.548, "Y1": 0.3692, "X2": 0.588, "Y2": 0.369, "X3": 0.588, "Y3": 0.3778, "X4": 0.54667, "Y4": 0.3768, "page": 0, "Index": 70}, {"Word": "Rossler", "Confidence": 0.421, "X1": 0.744, "Y1": 0.3702, "X2": 0.792, "Y2": 0.37, "X3": 0.79067, "Y3": 0.3778, "X4": 0.74267, "Y4": 0.3778, "page": 0, "Index": 71}, {"Word": "Marguerite", "Confidence": 0.752, "X1": 0.644, "Y1": 0.3702, "X2": 0.71333, "Y2": 0.37, "X3": 0.712, "Y3": 0.3788, "X4": 0.64267, "Y4": 0.3768, "page": 0, "Index": 72}, {"Word": "Mr.", "Confidence": 0.737, "X1": 0.30533, "Y1": 0.3782, "X2": 0.33067, "Y2": 0.378, "X3": 0.33067, "Y3": 0.3888, "X4": 0.30533, "Y4": 0.3888, "page": 0, "Index": 73}, {"Word": "J.", "Confidence": 0.994, "X1": 0.33467, "Y1": 0.3782, "X2": 0.352, "Y2": 0.378, "X3": 0.35067, "Y3": 0.3888, "X4": 0.33467, "Y4": 0.3888, "page": 0, "Index": 74}, {"Word": "Roudebush", "Confidence": 0.992, "X1": 0.356, "Y1": 0.3782, "X2": 0.42, "Y2": 0.378, "X3": 0.42, "Y3": 0.3898, "X4": 0.35467, "Y4": 0.3888, "page": 0, "Index": 75}, {"Word": "ConAnt", "Confidence": 0.625, "X1": 0.54667, "Y1": 0.3802, "X2": 0.58933, "Y2": 0.38, "X3": 0.588, "Y3": 0.3888, "X4": 0.54667, "Y4": 0.3878, "page": 0, "Index": 76}, {"Word": "MeIntyre", "Confidence": 0.461, "X1": 0.644, "Y1": 0.3812, "X2": 0.7, "Y2": 0.381, "X3": 0.69867, "Y3": 0.3888, "X4": 0.64267, "Y4": 0.3878, "page": 0, "Index": 77}, {"Word": "Smith,", "Confidence": 0.622, "X1": 0.744, "Y1": 0.3802, "X2": 0.78533, "Y2": 0.38, "X3": 0.784, "Y3": 0.3898, "X4": 0.74267, "Y4": 0.3878, "page": 0, "Index": 78}, {"Word": "C.", "Confidence": 0.994, "X1": 0.79067, "Y1": 0.3802, "X2": 0.80667, "Y2": 0.38, "X3": 0.80533, "Y3": 0.3888, "X4": 0.78933, "Y4": 0.3898, "page": 0, "Index": 79}, {"Word": "REPRESENTING", "Confidence": 0.185, "X1": 0.19867, "Y1": 0.3902, "X2": 0.26, "Y2": 0.39, "X3": 0.25867, "Y3": 0.4008, "X4": 0.19867, "Y4": 0.4008, "page": 0, "Index": 80}, {"Word": "CLIENT:", "Confidence": 0.403, "X1": 0.26267, "Y1": 0.3902, "X2": 0.3, "Y2": 0.39, "X3": 0.29867, "Y3": 0.3998, "X4": 0.26133, "Y4": 0.4008, "page": 0, "Index": 81}, {"Word": "Mr.", "Confidence": 0.84, "X1": 0.30533, "Y1": 0.3882, "X2": 0.33067, "Y2": 0.388, "X3": 0.33067, "Y3": 0.3988, "X4": 0.30533, "Y4": 0.3988, "page": 0, "Index": 82}, {"Word": "E.A.", "Confidence": 0.951, "X1": 0.33467, "Y1": 0.3892, "X2": 0.36667, "Y2": 0.389, "X3": 0.36667, "Y3": 0.3988, "X4": 0.33333, "Y4": 0.3988, "page": 0, "Index": 83}, {"Word": "Willete", "Confidence": 0.849, "X1": 0.36933, "Y1": 0.3892, "X2": 0.42, "Y2": 0.389, "X3": 0.42, "Y3": 0.3998, "X4": 0.36933, "Y4": 0.3988, "page": 0, "Index": 84}, {"Word": "Corbett", "Confidence": 0.887, "X1": 0.54667, "Y1": 0.3902, "X2": 0.59467, "Y2": 0.39, "X3": 0.59467, "Y3": 0.3988, "X4": 0.54667, "Y4": 0.3978, "page": 0, "Index": 85}, {"Word": "Mendez", "Confidence": 0.615, "X1": 0.644, "Y1": 0.3912, "X2": 0.68533, "Y2": 0.391, "X3": 0.68533, "Y3": 0.3998, "X4": 0.64267, "Y4": 0.3978, "page": 0, "Index": 86}, {"Word": "Varten", "Confidence": 0.698, "X1": 0.744, "Y1": 0.3912, "X2": 0.784, "Y2": 0.391, "X3": 0.784, "Y3": 0.4008, "X4": 0.74267, "Y4": 0.3988, "page": 0, "Index": 87}, {"Word": "Mr.", "Confidence": 0.71, "X1": 0.308, "Y1": 0.4002, "X2": 0.32933, "Y2": 0.4, "X3": 0.32933, "Y3": 0.4088, "X4": 0.308, "Y4": 0.4078, "page": 0, "Index": 88}, {"Word": "M.", "Confidence": 0.896, "X1": 0.33467, "Y1": 0.4002, "X2": 0.35067, "Y2": 0.4, "X3": 0.35067, "Y3": 0.4088, "X4": 0.33467, "Y4": 0.4088, "page": 0, "Index": 89}, {"Word": "McCua", "Confidence": 0.604, "X1": 0.356, "Y1": 0.4012, "X2": 0.392, "Y2": 0.401, "X3": 0.39067, "Y3": 0.4088, "X4": 0.356, "Y4": 0.4088, "page": 0, "Index": 90}, {"Word": "Derer", "Confidence": 0.719, "X1": 0.54533, "Y1": 0.4012, "X2": 0.58133, "Y2": 0.401, "X3": 0.58, "Y3": 0.4098, "X4": 0.544, "Y4": 0.4088, "page": 0, "Index": 91}, {"Word": "Myers", "Confidence": 0.64, "X1": 0.64267, "Y1": 0.4012, "X2": 0.67867, "Y2": 0.401, "X3": 0.67733, "Y3": 0.4108, "X4": 0.64267, "Y4": 0.4098, "page": 0, "Index": 92}, {"Word": "Vinton", "Confidence": 0.846, "X1": 0.74267, "Y1": 0.4032, "X2": 0.78267, "Y2": 0.403, "X3": 0.78267, "Y3": 0.4108, "X4": 0.74267, "Y4": 0.4098, "page": 0, "Index": 93}, {"Word": "Mr.", "Confidence": 0.718, "X1": 0.308, "Y1": 0.4112, "X2": 0.32933, "Y2": 0.411, "X3": 0.32933, "Y3": 0.4198, "X4": 0.308, "Y4": 0.4198, "page": 0, "Index": 94}, {"Word": "L.", "Confidence": 0.998, "X1": 0.33333, "Y1": 0.4112, "X2": 0.34933, "Y2": 0.411, "X3": 0.34933, "Y3": 0.4198, "X4": 0.33333, "Y4": 0.4198, "page": 0, "Index": 95}, {"Word": "Mudd", "Confidence": 0.943, "X1": 0.35467, "Y1": 0.4122, "X2": 0.38533, "Y2": 0.412, "X3": 0.384, "Y3": 0.4208, "X4": 0.35467, "Y4": 0.4198, "page": 0, "Index": 96}, {"Word": "Doherty", "Confidence": 0.674, "X1": 0.54533, "Y1": 0.4132, "X2": 0.59467, "Y2": 0.413, "X3": 0.59333, "Y3": 0.4218, "X4": 0.544, "Y4": 0.4198, "page": 0, "Index": 97}, {"Word": "O'Shea", "Confidence": 0.615, "X1": 0.64267, "Y1": 0.4122, "X2": 0.68533, "Y2": 0.412, "X3": 0.684, "Y3": 0.4208, "X4": 0.64267, "Y4": 0.4198, "page": 0, "Index": 98}, {"Word": "Williams", "Confidence": 0.653, "X1": 0.74133, "Y1": 0.4132, "X2": 0.79867, "Y2": 0.413, "X3": 0.79733, "Y3": 0.4218, "X4": 0.74133, "Y4": 0.4198, "page": 0, "Index": 99}, {"Word": "MPACSENTING", "Confidence": 0.576, "X1": 0.19867, "Y1": 0.4232, "X2": 0.26, "Y2": 0.423, "X3": 0.25867, "Y3": 0.4328, "X4": 0.19867, "Y4": 0.4328, "page": 0, "Index": 100}, {"Word": "AGENCY:", "Confidence": 0.292, "X1": 0.26267, "Y1": 0.4232, "X2": 0.30133, "Y2": 0.423, "X3": 0.30133, "Y3": 0.4338, "X4": 0.26133, "Y4": 0.4328, "page": 0, "Index": 101}, {"Word": "Mr.", "Confidence": 0.869, "X1": 0.30533, "Y1": 0.4232, "X2": 0.33067, "Y2": 0.423, "X3": 0.33067, "Y3": 0.4338, "X4": 0.304, "Y4": 0.4338, "page": 0, "Index": 102}, {"Word": "D.", "Confidence": 0.995, "X1": 0.33333, "Y1": 0.4232, "X2": 0.35067, "Y2": 0.423, "X3": 0.35067, "Y3": 0.4338, "X4": 0.33333, "Y4": 0.4338, "page": 0, "Index": 103}, {"Word": "Rooney,", "Confidence": 0.696, "X1": 0.35467, "Y1": 0.4242, "X2": 0.40667, "Y2": 0.424, "X3": 0.40667, "Y3": 0.4348, "X4": 0.35467, "Y4": 0.4338, "page": 0, "Index": 104}, {"Word": "Mr.", "Confidence": 0.956, "X1": 0.40933, "Y1": 0.4242, "X2": 0.43467, "Y2": 0.424, "X3": 0.43467, "Y3": 0.4348, "X4": 0.40933, "Y4": 0.4348, "page": 0, "Index": 105}, {"Word": "J.", "Confidence": 0.943, "X1": 0.44, "Y1": 0.4252, "X2": 0.456, "Y2": 0.425, "X3": 0.456, "Y3": 0.4348, "X4": 0.43867, "Y4": 0.4348, "page": 0, "Index": 106}, {"Word": "O'Shea", "Confidence": 0.608, "X1": 0.46, "Y1": 0.4252, "X2": 0.50533, "Y2": 0.425, "X3": 0.504, "Y3": 0.4358, "X4": 0.46, "Y4": 0.4348, "page": 0, "Index": 107}, {"Word": "Duff", "Confidence": 0.655, "X1": 0.544, "Y1": 0.4222, "X2": 0.576, "Y2": 0.422, "X3": 0.57467, "Y3": 0.4318, "X4": 0.544, "Y4": 0.4308, "page": 0, "Index": 108}, {"Word": "Otten", "Confidence": 0.883, "X1": 0.644, "Y1": 0.4232, "X2": 0.67733, "Y2": 0.423, "X3": 0.67733, "Y3": 0.4318, "X4": 0.64267, "Y4": 0.4308, "page": 0, "Index": 109}, {"Word": "Willcon", "Confidence": 0.44, "X1": 0.74133, "Y1": 0.4232, "X2": 0.79067, "Y2": 0.423, "X3": 0.78933, "Y3": 0.4318, "X4": 0.74133, "Y4": 0.4308, "page": 0, "Index": 110}, {"Word": "Mr.", "Confidence": 0.674, "X1": 0.30533, "Y1": 0.4332, "X2": 0.32933, "Y2": 0.433, "X3": 0.32933, "Y3": 0.4448, "X4": 0.30533, "Y4": 0.4448, "page": 0, "Index": 111}, {"Word": "W.", "Confidence": 0.939, "X1": 0.332, "Y1": 0.4332, "X2": 0.35067, "Y2": 0.433, "X3": 0.35067, "Y3": 0.4448, "X4": 0.332, "Y4": 0.4448, "page": 0, "Index": 112}, {"Word": "Williams,", "Confidence": 0.729, "X1": 0.35333, "Y1": 0.4352, "X2": 0.42, "Y2": 0.435, "X3": 0.42, "Y3": 0.4458, "X4": 0.35333, "Y4": 0.4448, "page": 0, "Index": 113}, {"Word": "Ms.", "Confidence": 0.687, "X1": 0.424, "Y1": 0.4352, "X2": 0.44933, "Y2": 0.435, "X3": 0.44933, "Y3": 0.4458, "X4": 0.42267, "Y4": 0.4458, "page": 0, "Index": 114}, {"Word": "N.", "Confidence": 0.955, "X1": 0.452, "Y1": 0.4362, "X2": 0.47067, "Y2": 0.436, "X3": 0.47067, "Y3": 0.4458, "X4": 0.452, "Y4": 0.4458, "page": 0, "Index": 115}, {"Word": "Russler", "Confidence": 0.848, "X1": 0.47333, "Y1": 0.4372, "X2": 0.52667, "Y2": 0.437, "X3": 0.52533, "Y3": 0.4468, "X4": 0.47333, "Y4": 0.4458, "page": 0, "Index": 116}, {"Word": "Parker", "Confidence": 0.616, "X1": 0.644, "Y1": 0.4342, "X2": 0.68533, "Y2": 0.434, "X3": 0.684, "Y3": 0.4428, "X4": 0.64267, "Y4": 0.4408, "page": 0, "Index": 117}, {"Word": "B/W-76-43", "Confidence": 0.934, "X1": 0.20133, "Y1": 0.4652, "X2": 0.26667, "Y2": 0.465, "X3": 0.26533, "Y3": 0.4758, "X4": 0.20133, "Y4": 0.4748, "page": 0, "Index": 118}, {"Word": "BROWN", "Confidence": 0.686, "X1": 0.41867, "Y1": 0.4642, "X2": 0.456, "Y2": 0.464, "X3": 0.456, "Y3": 0.4758, "X4": 0.41867, "Y4": 0.4758, "page": 0, "Index": 119}, {"Word": "&", "Confidence": 0.991, "X1": 0.46133, "Y1": 0.4642, "X2": 0.47067, "Y2": 0.464, "X3": 0.47067, "Y3": 0.4758, "X4": 0.46133, "Y4": 0.4758, "page": 0, "Index": 120}, {"Word": "WILLIAMSON", "Confidence": 0.942, "X1": 0.47467, "Y1": 0.4642, "X2": 0.548, "Y2": 0.464, "X3": 0.548, "Y3": 0.4748, "X4": 0.47333, "Y4": 0.4758, "page": 0, "Index": 121}, {"Word": "MEDIA/PRODIACTION", "Confidence": 0.216, "X1": 0.552, "Y1": 0.4642, "X2": 0.66667, "Y2": 0.464, "X3": 0.66667, "Y3": 0.4758, "X4": 0.552, "Y4": 0.4748, "page": 0, "Index": 122}, {"Word": "2/27/76", "Confidence": 0.994, "X1": 0.20133, "Y1": 0.4772, "X2": 0.252, "Y2": 0.477, "X3": 0.252, "Y3": 0.4878, "X4": 0.20133, "Y4": 0.4868, "page": 0, "Index": 123}, {"Word": "1.", "Confidence": 0.994, "X1": 0.28533, "Y1": 0.4982, "X2": 0.29867, "Y2": 0.498, "X3": 0.29867, "Y3": 0.5098, "X4": 0.28533, "Y4": 0.5098, "page": 0, "Index": 124}, {"Word": "PRODUCTION", "Confidence": 0.941, "X1": 0.30267, "Y1": 0.4982, "X2": 0.37733, "Y2": 0.498, "X3": 0.37733, "Y3": 0.5098, "X4": 0.30267, "Y4": 0.5098, "page": 0, "Index": 125}, {"Word": "APPROVALS", "Confidence": 0.849, "X1": 0.38133, "Y1": 0.4992, "X2": 0.448, "Y2": 0.499, "X3": 0.448, "Y3": 0.5108, "X4": 0.38133, "Y4": 0.5098, "page": 0, "Index": 126}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.452, "Y1": 0.4992, "X2": 0.47733, "Y2": 0.499, "X3": 0.476, "Y3": 0.5108, "X4": 0.45067, "Y4": 0.5108, "page": 0, "Index": 127}, {"Word": "THE", "Confidence": 0.998, "X1": 0.48, "Y1": 0.4992, "X2": 0.504, "Y2": 0.499, "X3": 0.50267, "Y3": 0.5118, "X4": 0.48, "Y4": 0.5108, "page": 0, "Index": 128}, {"Word": "WEEK", "Confidence": 0.427, "X1": 0.50667, "Y1": 0.4992, "X2": 0.54, "Y2": 0.499, "X3": 0.53867, "Y3": 0.5118, "X4": 0.50667, "Y4": 0.5118, "page": 0, "Index": 129}, {"Word": "OF", "Confidence": 0.992, "X1": 0.544, "Y1": 0.5002, "X2": 0.56133, "Y2": 0.5, "X3": 0.56, "Y3": 0.5128, "X4": 0.54267, "Y4": 0.5118, "page": 0, "Index": 130}, {"Word": "2/23/76.", "Confidence": 0.773, "X1": 0.56533, "Y1": 0.5002, "X2": 0.624, "Y2": 0.5, "X3": 0.62267, "Y3": 0.5138, "X4": 0.564, "Y4": 0.5128, "page": 0, "Index": 131}, {"Word": "Production", "Confidence": 0.932, "X1": 0.19867, "Y1": 0.5212, "X2": 0.27333, "Y2": 0.521, "X3": 0.272, "Y3": 0.5308, "X4": 0.19867, "Y4": 0.5298, "page": 0, "Index": 132}, {"Word": "The", "Confidence": 0.998, "X1": 0.30667, "Y1": 0.5192, "X2": 0.328, "Y2": 0.519, "X3": 0.328, "Y3": 0.5308, "X4": 0.30667, "Y4": 0.5308, "page": 0, "Index": 133}, {"Word": "attached", "Confidence": 0.955, "X1": 0.332, "Y1": 0.5202, "X2": 0.392, "Y2": 0.52, "X3": 0.392, "Y3": 0.5318, "X4": 0.332, "Y4": 0.5308, "page": 0, "Index": 134}, {"Word": "summarizes", "Confidence": 0.606, "X1": 0.39467, "Y1": 0.5202, "X2": 0.468, "Y2": 0.52, "X3": 0.468, "Y3": 0.5328, "X4": 0.39467, "Y4": 0.5318, "page": 0, "Index": 135}, {"Word": "production", "Confidence": 0.975, "X1": 0.472, "Y1": 0.5212, "X2": 0.54667, "Y2": 0.521, "X3": 0.54533, "Y3": 0.5338, "X4": 0.472, "Y4": 0.5328, "page": 0, "Index": 136}, {"Word": "approvals/action", "Confidence": 0.7, "X1": 0.54933, "Y1": 0.5222, "X2": 0.664, "Y2": 0.522, "X3": 0.664, "Y3": 0.5348, "X4": 0.54933, "Y4": 0.5338, "page": 0, "Index": 137}, {"Word": "for", "Confidence": 0.998, "X1": 0.66933, "Y1": 0.5222, "X2": 0.692, "Y2": 0.522, "X3": 0.692, "Y3": 0.5348, "X4": 0.668, "Y4": 0.5348, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.30533, "Y1": 0.5312, "X2": 0.32933, "Y2": 0.531, "X3": 0.328, "Y3": 0.5428, "X4": 0.30533, "Y4": 0.5428, "page": 0, "Index": 139}, {"Word": "week", "Confidence": 0.609, "X1": 0.332, "Y1": 0.5312, "X2": 0.364, "Y2": 0.531, "X3": 0.36267, "Y3": 0.5428, "X4": 0.332, "Y4": 0.5428, "page": 0, "Index": 140}, {"Word": "of", "Confidence": 0.998, "X1": 0.36667, "Y1": 0.5312, "X2": 0.384, "Y2": 0.531, "X3": 0.384, "Y3": 0.5428, "X4": 0.36667, "Y4": 0.5428, "page": 0, "Index": 141}, {"Word": "2/23/76.", "Confidence": 0.991, "X1": 0.388, "Y1": 0.5312, "X2": 0.44667, "Y2": 0.531, "X3": 0.44667, "Y3": 0.5428, "X4": 0.38667, "Y4": 0.5428, "page": 0, "Index": 142}, {"Word": "Rooney", "Confidence": 0.316, "X1": 0.2, "Y1": 0.5532, "X2": 0.24533, "Y2": 0.553, "X3": 0.24267, "Y3": 0.5638, "X4": 0.19867, "Y4": 0.5618, "page": 0, "Index": 143}, {"Word": "Please", "Confidence": 0.899, "X1": 0.304, "Y1": 0.5512, "X2": 0.34933, "Y2": 0.551, "X3": 0.34933, "Y3": 0.5648, "X4": 0.30267, "Y4": 0.5638, "page": 0, "Index": 144}, {"Word": "note", "Confidence": 0.819, "X1": 0.35333, "Y1": 0.5522, "X2": 0.384, "Y2": 0.552, "X3": 0.384, "Y3": 0.5648, "X4": 0.352, "Y4": 0.5648, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.979, "X1": 0.388, "Y1": 0.5522, "X2": 0.41333, "Y2": 0.552, "X3": 0.412, "Y3": 0.5648, "X4": 0.38667, "Y4": 0.5648, "page": 0, "Index": 146}, {"Word": "implement", "Confidence": 0.772, "X1": 0.416, "Y1": 0.5532, "X2": 0.48267, "Y2": 0.553, "X3": 0.48267, "Y3": 0.5658, "X4": 0.416, "Y4": 0.5648, "page": 0, "Index": 147}, {"Word": "necessary", "Confidence": 0.672, "X1": 0.48667, "Y1": 0.5542, "X2": 0.55333, "Y2": 0.554, "X3": 0.55333, "Y3": 0.5668, "X4": 0.48533, "Y4": 0.5658, "page": 0, "Index": 148}, {"Word": "action.", "Confidence": 0.64, "X1": 0.55733, "Y1": 0.5552, "X2": 0.61067, "Y2": 0.555, "X3": 0.61067, "Y3": 0.5668, "X4": 0.55733, "Y4": 0.5668, "page": 0, "Index": 149}, {"Word": "Submitted", "Confidence": 0.143, "X1": 0.452, "Y1": 0.6072, "X2": 0.516, "Y2": 0.607, "X3": 0.516, "Y3": 0.6198, "X4": 0.45067, "Y4": 0.6198, "page": 0, "Index": 150}, {"Word": "by", "Confidence": 0.998, "X1": 0.52133, "Y1": 0.6072, "X2": 0.53867, "Y2": 0.607, "X3": 0.53733, "Y3": 0.6198, "X4": 0.52, "Y4": 0.6198, "page": 0, "Index": 151}, {"Word": "Nancy", "Confidence": 0.614, "X1": 0.54133, "Y1": 0.6082, "X2": 0.58, "Y2": 0.608, "X3": 0.57867, "Y3": 0.6198, "X4": 0.54133, "Y4": 0.6198, "page": 0, "Index": 152}, {"Word": "Rossler", "Confidence": 0.384, "X1": 0.584, "Y1": 0.6082, "X2": 0.63733, "Y2": 0.608, "X3": 0.636, "Y3": 0.6198, "X4": 0.58267, "Y4": 0.6198, "page": 0, "Index": 153}, {"Word": "/ka", "Confidence": 0.695, "X1": 0.31333, "Y1": 0.6362, "X2": 0.336, "Y2": 0.636, "X3": 0.336, "Y3": 0.6488, "X4": 0.31333, "Y4": 0.6488, "page": 0, "Index": 154}, {"Word": "IMAGE", "Confidence": 0.605, "X1": 0.104, "Y1": 0.9372, "X2": 0.14133, "Y2": 0.937, "X3": 0.14133, "Y3": 0.9478, "X4": 0.104, "Y4": 0.9488, "page": 0, "Index": 155}, {"Word": "IS", "Confidence": 0.328, "X1": 0.14533, "Y1": 0.9372, "X2": 0.16267, "Y2": 0.937, "X3": 0.16267, "Y3": 0.9478, "X4": 0.14533, "Y4": 0.9478, "page": 0, "Index": 156}, {"Word": "LESS", "Confidence": 0.985, "X1": 0.16533, "Y1": 0.9352, "X2": 0.19867, "Y2": 0.935, "X3": 0.19867, "Y3": 0.9478, "X4": 0.16533, "Y4": 0.9478, "page": 0, "Index": 157}, {"Word": "CLEAR", "Confidence": 0.994, "X1": 0.20133, "Y1": 0.9342, "X2": 0.23867, "Y2": 0.934, "X3": 0.23867, "Y3": 0.9478, "X4": 0.20133, "Y4": 0.9478, "page": 0, "Index": 158}, {"Word": "CE", "Confidence": 0.768, "X1": 0.00133, "Y1": 0.9392, "X2": 0.016, "Y2": 0.939, "X3": 0.016, "Y3": 0.9518, "X4": 0.00133, "Y4": 0.9518, "page": 0, "Index": 159}, {"Word": "IF", "Confidence": 0.561, "X1": 0.02133, "Y1": 0.9392, "X2": 0.03733, "Y2": 0.939, "X3": 0.03733, "Y3": 0.9508, "X4": 0.02133, "Y4": 0.9508, "page": 0, "Index": 160}, {"Word": "THE", "Confidence": 0.998, "X1": 0.04133, "Y1": 0.9392, "X2": 0.06533, "Y2": 0.939, "X3": 0.06533, "Y3": 0.9498, "X4": 0.04133, "Y4": 0.9508, "page": 0, "Index": 161}, {"Word": "FILM", "Confidence": 0.648, "X1": 0.068, "Y1": 0.9382, "X2": 0.1, "Y2": 0.938, "X3": 0.1, "Y3": 0.9488, "X4": 0.068, "Y4": 0.9498, "page": 0, "Index": 162}, {"Word": "DUE", "Confidence": 0.65, "X1": 0.13867, "Y1": 0.9482, "X2": 0.164, "Y2": 0.948, "X3": 0.16267, "Y3": 0.9578, "X4": 0.13867, "Y4": 0.9588, "page": 0, "Index": 163}, {"Word": "TO", "Confidence": 0.517, "X1": 0.168, "Y1": 0.9472, "X2": 0.184, "Y2": 0.947, "X3": 0.184, "Y3": 0.9568, "X4": 0.168, "Y4": 0.9578, "page": 0, "Index": 164}, {"Word": "THE", "Confidence": 0.998, "X1": 0.18933, "Y1": 0.9462, "X2": 0.212, "Y2": 0.946, "X3": 0.212, "Y3": 0.9568, "X4": 0.18933, "Y4": 0.9568, "page": 0, "Index": 165}, {"Word": "THIS", "Confidence": 0.954, "X1": 0.008, "Y1": 0.9502, "X2": 0.03733, "Y2": 0.95, "X3": 0.03733, "Y3": 0.9608, "X4": 0.008, "Y4": 0.9608, "page": 0, "Index": 166}, {"Word": "NOTICE,", "Confidence": 0.604, "X1": 0.04133, "Y1": 0.9492, "X2": 0.09333, "Y2": 0.949, "X3": 0.09333, "Y3": 0.9598, "X4": 0.04133, "Y4": 0.9608, "page": 0, "Index": 167}, {"Word": "DOCUMENT", "Confidence": 0.838, "X1": 0.076, "Y1": 0.9582, "X2": 0.13467, "Y2": 0.958, "X3": 0.13333, "Y3": 0.9678, "X4": 0.076, "Y4": 0.9698, "page": 0, "Index": 168}, {"Word": "IT", "Confidence": 0.97, "X1": 0.09733, "Y1": 0.9492, "X2": 0.11333, "Y2": 0.949, "X3": 0.11333, "Y3": 0.9588, "X4": 0.09867, "Y4": 0.9598, "page": 0, "Index": 169}, {"Word": "IS", "Confidence": 0.958, "X1": 0.11867, "Y1": 0.9482, "X2": 0.13333, "Y2": 0.948, "X3": 0.13333, "Y3": 0.9588, "X4": 0.11867, "Y4": 0.9588, "page": 0, "Index": 170}, {"Word": "BEING", "Confidence": 0.812, "X1": 0.13867, "Y1": 0.9572, "X2": 0.176, "Y2": 0.957, "X3": 0.176, "Y3": 0.9668, "X4": 0.13733, "Y4": 0.9678, "page": 0, "Index": 171}, {"Word": "FILMED.", "Confidence": 0.85, "X1": 0.18133, "Y1": 0.9562, "X2": 0.232, "Y2": 0.956, "X3": 0.23067, "Y3": 0.9658, "X4": 0.18133, "Y4": 0.9668, "page": 0, "Index": 172}, {"Word": "77700", "Confidence": 0.997, "X1": 0.26533, "Y1": 0.9362, "X2": 0.39333, "Y2": 0.936, "X3": 0.39333, "Y3": 0.9648, "X4": 0.264, "Y4": 0.9638, "page": 0, "Index": 173}, {"Word": "9645", "Confidence": 0.853, "X1": 0.412, "Y1": 0.9382, "X2": 0.54267, "Y2": 0.938, "X3": 0.544, "Y3": 0.9648, "X4": 0.412, "Y4": 0.9648, "page": 0, "Index": 174}, {"Word": ".ITY", "Confidence": 0.632, "X1": 0.0, "Y1": 0.9602, "X2": 0.02267, "Y2": 0.96, "X3": 0.02267, "Y3": 0.9708, "X4": 0.0, "Y4": 0.9718, "page": 0, "Index": 175}, {"Word": "OF", "Confidence": 0.996, "X1": 0.028, "Y1": 0.9602, "X2": 0.044, "Y2": 0.96, "X3": 0.044, "Y3": 0.9698, "X4": 0.028, "Y4": 0.9708, "page": 0, "Index": 176}, {"Word": "THE", "Confidence": 0.998, "X1": 0.04933, "Y1": 0.9592, "X2": 0.072, "Y2": 0.959, "X3": 0.07067, "Y3": 0.9698, "X4": 0.04933, "Y4": 0.9698, "page": 0, "Index": 177}]}
|
"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"
|
ffwj0109
| 0 |
{"lines_data": [{"Word": "Effective Date: 12-10-72", "Confidence": 0.61133, "X1": 0.62861, "Y1": 0.0852, "X2": 0.92913, "Y2": 0.085, "X3": 0.92913, "Y3": 0.1068, "X4": 0.62861, "Y4": 0.1068, "page": 0}, {"Word": "Brand - Marlboro Regular", "Confidence": 0.72325, "X1": 0.22178, "Y1": 0.1682, "X2": 0.53018, "Y2": 0.168, "X3": 0.53018, "Y3": 0.1868, "X4": 0.22178, "Y4": 0.1858, "page": 0}, {"Word": "Length .", "Confidence": 0.514, "X1": 0.21916, "Y1": 0.1982, "X2": 0.33858, "Y2": 0.198, "X3": 0.3399, "Y3": 0.2178, "X4": 0.21916, "Y4": 0.2208, "page": 0}, {"Word": "69 .", "Confidence": 0.6635, "X1": 0.34383, "Y1": 0.2032, "X2": 0.42257, "Y2": 0.203, "X3": 0.42126, "Y3": 0.2198, "X4": 0.34383, "Y4": 0.2168, "page": 0}, {"Word": "Circumference - 25.0 mm.", "Confidence": 0.8005, "X1": 0.22178, "Y1": 0.2352, "X2": 0.52362, "Y2": 0.235, "X3": 0.52362, "Y3": 0.2518, "X4": 0.22178, "Y4": 0.2508, "page": 0}, {"Word": "Filler - Logs", "Confidence": 0.77833, "X1": 0.22178, "Y1": 0.2692, "X2": 0.40026, "Y2": 0.269, "X3": 0.40026, "Y3": 0.2868, "X4": 0.22178, "Y4": 0.2848, "page": 0}, {"Word": "Machine Type - Mark VIII", "Confidence": 0.9464, "X1": 0.21916, "Y1": 0.3002, "X2": 0.52625, "Y2": 0.3, "X3": 0.52625, "Y3": 0.3188, "X4": 0.21916, "Y4": 0.3178, "page": 0}, {"Word": "Reason For Change - Change of filter length from 15 mm. to.", "Confidence": 0.84325, "X1": 0.22047, "Y1": 0.3342, "X2": 0.89239, "Y2": 0.334, "X3": 0.89239, "Y3": 0.3548, "X4": 0.22047, "Y4": 0.3528, "page": 0}, {"Word": "20 m.", "Confidence": 0.9225, "X1": 0.45144, "Y1": 0.3532, "X2": 0.52493, "Y2": 0.353, "X3": 0.52362, "Y3": 0.3688, "X4": 0.45013, "Y4": 0.3668, "page": 0}, {"Word": "Authorized By: Mr. B. A. Soyars:", "Confidence": 0.90433, "X1": 0.21654, "Y1": 0.3832, "X2": 0.59449, "Y2": 0.383, "X3": 0.59449, "Y3": 0.4038, "X4": 0.21654, "Y4": 0.4018, "page": 0}, {"Word": "Paper Width - 27.5 mm.", "Confidence": 0.9546, "X1": 0.21785, "Y1": 0.4162, "X2": 0.49606, "Y2": 0.416, "X3": 0.49606, "Y3": 0.4348, "X4": 0.21654, "Y4": 0.4338, "page": 0}, {"Word": ".4907-07X", "Confidence": 0.207, "X1": 0.79134, "Y1": 0.4772, "X2": 0.91995, "Y2": 0.477, "X3": 0.91995, "Y3": 0.4918, "X4": 0.79134, "Y4": 0.4938, "page": 0}, {"Word": "Filler Weight - 49 mm. (gms.).", "Confidence": 0.87633, "X1": 0.21522, "Y1": 0.4892, "X2": 0.57874, "Y2": 0.489, "X3": 0.57874, "Y3": 0.5068, "X4": 0.21522, "Y4": 0.5068, "page": 0}, {"Word": "0.6367101", "Confidence": 0.993, "X1": 0.7769, "Y1": 0.4902, "X2": 0.89108, "Y2": 0.49, "X3": 0.89108, "Y3": 0.5058, "X4": 0.77822, "Y4": 0.5058, "page": 0}, {"Word": "0.030716%", "Confidence": 0.657, "X1": 0.7769, "Y1": 0.5162, "X2": 0.89108, "Y2": 0.516, "X3": 0.89239, "Y3": 0.5378, "X4": 0.77822, "Y4": 0.5418, "page": 0}, {"Word": "Paper and Paste - 49 mm. (gms.)", "Confidence": 0.94586, "X1": 0.21522, "Y1": 0.5222, "X2": 0.59974, "Y2": 0.522, "X3": 0.59974, "Y3": 0.5408, "X4": 0.21522, "Y4": 0.5408, "page": 0}, {"Word": "Rod Weight - 49 mm. (gms.)", "Confidence": 0.93933, "X1": 0.21522, "Y1": 0.5552, "X2": 0.54068, "Y2": 0.555, "X3": 0.54068, "Y3": 0.5738, "X4": 0.21522, "Y4": 0.5738, "page": 0}, {"Word": "0.6674263", "Confidence": 0.604, "X1": 0.77428, "Y1": 0.5502, "X2": 0.88976, "Y2": 0.55, "X3": 0.89108, "Y3": 0.5708, "X4": 0.77428, "Y4": 0.5758, "page": 0}, {"Word": "Tipping and Adhesive - 24 mm. Cork (gms.).", "Confidence": 0.899, "X1": 0.21522, "Y1": 0.5872, "X2": 0.71391, "Y2": 0.587, "X3": 0.71391, "Y3": 0.6078, "X4": 0.21522, "Y4": 0.6088, "page": 0}, {"Word": "0.0313278", "Confidence": 0.991, "X1": 0.77559, "Y1": 0.5882, "X2": 0.88189, "Y2": 0.588, "X3": 0.88189, "Y3": 0.6058, "X4": 0.77559, "Y4": 0.6068, "page": 0}, {"Word": "0.6987545a", "Confidence": 0.606, "X1": 0.77428, "Y1": 0.6152, "X2": 0.8937, "Y2": 0.615, "X3": 0.89501, "Y3": 0.6378, "X4": 0.77428, "Y4": 0.6398, "page": 0}, {"Word": "Total' Less Plug (gms.)", "Confidence": 0.82025, "X1": 0.21391, "Y1": 0.6212, "X2": 0.46982, "Y2": 0.621, "X3": 0.46982, "Y3": 0.6398, "X4": 0.21391, "Y4": 0.6398, "page": 0}, {"Word": "Volume (Cubic Millimeters)", "Confidence": 0.868, "X1": 0.21654, "Y1": 0.6932, "X2": 0.51575, "Y2": 0.693, "X3": 0.51575, "Y3": 0.7118, "X4": 0.21654, "Y4": 0.7128, "page": 0}, {"Word": "2437.0621", "Confidence": 0.995, "X1": 0.77559, "Y1": 0.6922, "X2": 0.8832, "Y2": 0.692, "X3": 0.88189, "Y3": 0.7108, "X4": 0.77559, "Y4": 0.7108, "page": 0}, {"Word": "Density (Cgms./cc.)", "Confidence": 0.7715, "X1": 0.21522, "Y1": 0.7272, "X2": 0.43438, "Y2": 0.727, "X3": 0.4357, "Y3": 0.7448, "X4": 0.21522, "Y4": 0.7458, "page": 0}, {"Word": "26.1261", "Confidence": 0.993, "X1": 0.79921, "Y1": 0.7262, "X2": 0.8832, "Y2": 0.726, "X3": 0.8832, "Y3": 0.7438, "X4": 0.79921, "Y4": 0.7438, "page": 0}, {"Word": "1.404", "Confidence": 0.91, "X1": 0.80971, "Y1": 0.7602, "X2": 0.87139, "Y2": 0.76, "X3": 0.87008, "Y3": 0.7758, "X4": 0.80971, "Y4": 0.7768, "page": 0}, {"Word": "Filler Weight (Lbs. /1,000 Cixts.)", "Confidence": 0.9262, "X1": 0.21522, "Y1": 0.7582, "X2": 0.59711, "Y2": 0.758, "X3": 0.59711, "Y3": 0.7798, "X4": 0.21522, "Y4": 0.7798, "page": 0}, {"Word": ":agh", "Confidence": 0.945, "X1": 0.21785, "Y1": 0.8282, "X2": 0.2664, "Y2": 0.828, "X3": 0.2664, "Y3": 0.8418, "X4": 0.21916, "Y4": 0.8428, "page": 0}, {"Word": "2031316966", "Confidence": 0.994, "X1": 0.75984, "Y1": 0.9392, "X2": 0.95013, "Y2": 0.939, "X3": 0.95144, "Y3": 0.9608, "X4": 0.76115, "Y4": 0.9658, "page": 0}], "words_data": [{"Word": "Effective", "Confidence": 0.523, "X1": 0.63648, "Y1": 0.0872, "X2": 0.74541, "Y2": 0.087, "X3": 0.74541, "Y3": 0.1058, "X4": 0.6378, "Y4": 0.1058, "page": 0, "Index": 0}, {"Word": "Date:", "Confidence": 0.65, "X1": 0.75197, "Y1": 0.0872, "X2": 0.81365, "Y2": 0.087, "X3": 0.81365, "Y3": 0.1058, "X4": 0.75197, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "12-10-72", "Confidence": 0.661, "X1": 0.83202, "Y1": 0.0862, "X2": 0.92913, "Y2": 0.086, "X3": 0.92913, "Y3": 0.1068, "X4": 0.83202, "Y4": 0.1058, "page": 0, "Index": 2}, {"Word": "Brand", "Confidence": 0.996, "X1": 0.2231, "Y1": 0.1682, "X2": 0.28215, "Y2": 0.168, "X3": 0.28215, "Y3": 0.1858, "X4": 0.2231, "Y4": 0.1868, "page": 0, "Index": 3}, {"Word": "-", "Confidence": 0.368, "X1": 0.30184, "Y1": 0.1692, "X2": 0.31496, "Y2": 0.169, "X3": 0.31496, "Y3": 0.1858, "X4": 0.30184, "Y4": 0.1858, "page": 0, "Index": 4}, {"Word": "Marlboro", "Confidence": 0.677, "X1": 0.33596, "Y1": 0.1692, "X2": 0.43176, "Y2": 0.169, "X3": 0.43307, "Y3": 0.1858, "X4": 0.33596, "Y4": 0.1858, "page": 0, "Index": 5}, {"Word": "Regular", "Confidence": 0.852, "X1": 0.43963, "Y1": 0.1702, "X2": 0.52231, "Y2": 0.17, "X3": 0.52362, "Y3": 0.1858, "X4": 0.44094, "Y4": 0.1858, "page": 0, "Index": 6}, {"Word": "69", "Confidence": 0.715, "X1": 0.34908, "Y1": 0.2022, "X2": 0.3727, "Y2": 0.202, "X3": 0.3727, "Y3": 0.2178, "X4": 0.34908, "Y4": 0.2168, "page": 0, "Index": 7}, {"Word": "Length", "Confidence": 0.89, "X1": 0.21916, "Y1": 0.2002, "X2": 0.29265, "Y2": 0.2, "X3": 0.29265, "Y3": 0.2188, "X4": 0.21916, "Y4": 0.2198, "page": 0, "Index": 8}, {"Word": ".", "Confidence": 0.138, "X1": 0.31365, "Y1": 0.1992, "X2": 0.32808, "Y2": 0.199, "X3": 0.32677, "Y3": 0.2188, "X4": 0.31365, "Y4": 0.2188, "page": 0, "Index": 9}, {"Word": ".", "Confidence": 0.612, "X1": 0.41076, "Y1": 0.2052, "X2": 0.42257, "Y2": 0.205, "X3": 0.42126, "Y3": 0.2198, "X4": 0.40945, "Y4": 0.2188, "page": 0, "Index": 10}, {"Word": "Circumference", "Confidence": 0.664, "X1": 0.2231, "Y1": 0.2352, "X2": 0.37402, "Y2": 0.235, "X3": 0.3727, "Y3": 0.2518, "X4": 0.22178, "Y4": 0.2518, "page": 0, "Index": 11}, {"Word": "-", "Confidence": 0.611, "X1": 0.39501, "Y1": 0.2352, "X2": 0.40682, "Y2": 0.235, "X3": 0.40682, "Y3": 0.2528, "X4": 0.3937, "Y4": 0.2528, "page": 0, "Index": 12}, {"Word": "25.0", "Confidence": 0.981, "X1": 0.43045, "Y1": 0.2362, "X2": 0.47507, "Y2": 0.236, "X3": 0.47507, "Y3": 0.2528, "X4": 0.43045, "Y4": 0.2528, "page": 0, "Index": 13}, {"Word": "mm.", "Confidence": 0.946, "X1": 0.48556, "Y1": 0.2372, "X2": 0.52493, "Y2": 0.237, "X3": 0.52493, "Y3": 0.2528, "X4": 0.48556, "Y4": 0.2528, "page": 0, "Index": 14}, {"Word": "Filler", "Confidence": 0.9, "X1": 0.2231, "Y1": 0.2682, "X2": 0.29265, "Y2": 0.268, "X3": 0.29265, "Y3": 0.2858, "X4": 0.22178, "Y4": 0.2848, "page": 0, "Index": 15}, {"Word": "-", "Confidence": 0.915, "X1": 0.31365, "Y1": 0.2692, "X2": 0.32677, "Y2": 0.269, "X3": 0.32546, "Y3": 0.2858, "X4": 0.31234, "Y4": 0.2858, "page": 0, "Index": 16}, {"Word": "Logs", "Confidence": 0.52, "X1": 0.34514, "Y1": 0.2692, "X2": 0.39633, "Y2": 0.269, "X3": 0.39633, "Y3": 0.2878, "X4": 0.34514, "Y4": 0.2868, "page": 0, "Index": 17}, {"Word": "Machine", "Confidence": 0.986, "X1": 0.22047, "Y1": 0.3022, "X2": 0.30577, "Y2": 0.302, "X3": 0.30577, "Y3": 0.3188, "X4": 0.22047, "Y4": 0.3178, "page": 0, "Index": 18}, {"Word": "Type", "Confidence": 0.93, "X1": 0.31496, "Y1": 0.3022, "X2": 0.36352, "Y2": 0.302, "X3": 0.36352, "Y3": 0.3188, "X4": 0.31496, "Y4": 0.3188, "page": 0, "Index": 19}, {"Word": "-", "Confidence": 0.929, "X1": 0.3832, "Y1": 0.3022, "X2": 0.39764, "Y2": 0.302, "X3": 0.39764, "Y3": 0.3188, "X4": 0.38189, "Y4": 0.3188, "page": 0, "Index": 20}, {"Word": "Mark", "Confidence": 0.989, "X1": 0.41601, "Y1": 0.3012, "X2": 0.4685, "Y2": 0.301, "X3": 0.46719, "Y3": 0.3198, "X4": 0.41601, "Y4": 0.3188, "page": 0, "Index": 21}, {"Word": "VIII", "Confidence": 0.898, "X1": 0.47769, "Y1": 0.3002, "X2": 0.52625, "Y2": 0.3, "X3": 0.52625, "Y3": 0.3188, "X4": 0.47769, "Y4": 0.3198, "page": 0, "Index": 22}, {"Word": "Reason", "Confidence": 0.758, "X1": 0.22178, "Y1": 0.3352, "X2": 0.29134, "Y2": 0.335, "X3": 0.29134, "Y3": 0.3518, "X4": 0.22178, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "For", "Confidence": 0.996, "X1": 0.2979, "Y1": 0.3342, "X2": 0.33858, "Y2": 0.334, "X3": 0.33727, "Y3": 0.3528, "X4": 0.2979, "Y4": 0.3518, "page": 0, "Index": 24}, {"Word": "Change", "Confidence": 0.955, "X1": 0.34383, "Y1": 0.3342, "X2": 0.41995, "Y2": 0.334, "X3": 0.41995, "Y3": 0.3528, "X4": 0.34252, "Y4": 0.3528, "page": 0, "Index": 25}, {"Word": "-", "Confidence": 0.621, "X1": 0.4252, "Y1": 0.3342, "X2": 0.43963, "Y2": 0.334, "X3": 0.43963, "Y3": 0.3528, "X4": 0.4252, "Y4": 0.3528, "page": 0, "Index": 26}, {"Word": "Change", "Confidence": 0.995, "X1": 0.44751, "Y1": 0.3342, "X2": 0.52362, "Y2": 0.334, "X3": 0.52362, "Y3": 0.3538, "X4": 0.44619, "Y4": 0.3528, "page": 0, "Index": 27}, {"Word": "of", "Confidence": 0.998, "X1": 0.52887, "Y1": 0.3342, "X2": 0.55643, "Y2": 0.334, "X3": 0.55643, "Y3": 0.3538, "X4": 0.52887, "Y4": 0.3538, "page": 0, "Index": 28}, {"Word": "filter", "Confidence": 0.959, "X1": 0.5643, "Y1": 0.3342, "X2": 0.63648, "Y2": 0.334, "X3": 0.63648, "Y3": 0.3538, "X4": 0.56299, "Y4": 0.3538, "page": 0, "Index": 29}, {"Word": "length", "Confidence": 0.829, "X1": 0.64304, "Y1": 0.3342, "X2": 0.71522, "Y2": 0.334, "X3": 0.71522, "Y3": 0.3548, "X4": 0.64173, "Y4": 0.3548, "page": 0, "Index": 30}, {"Word": "from", "Confidence": 0.988, "X1": 0.72441, "Y1": 0.3352, "X2": 0.77297, "Y2": 0.335, "X3": 0.77165, "Y3": 0.3548, "X4": 0.72441, "Y4": 0.3548, "page": 0, "Index": 31}, {"Word": "15", "Confidence": 0.997, "X1": 0.77953, "Y1": 0.3352, "X2": 0.80577, "Y2": 0.335, "X3": 0.80577, "Y3": 0.3548, "X4": 0.77953, "Y4": 0.3548, "page": 0, "Index": 32}, {"Word": "mm.", "Confidence": 0.612, "X1": 0.81365, "Y1": 0.3352, "X2": 0.85433, "Y2": 0.335, "X3": 0.85433, "Y3": 0.3558, "X4": 0.81234, "Y4": 0.3548, "page": 0, "Index": 33}, {"Word": "to.", "Confidence": 0.411, "X1": 0.86089, "Y1": 0.3362, "X2": 0.89239, "Y2": 0.336, "X3": 0.89108, "Y3": 0.3558, "X4": 0.86089, "Y4": 0.3558, "page": 0, "Index": 34}, {"Word": "20", "Confidence": 0.998, "X1": 0.45144, "Y1": 0.3522, "X2": 0.47375, "Y2": 0.352, "X3": 0.47244, "Y3": 0.3678, "X4": 0.45144, "Y4": 0.3678, "page": 0, "Index": 35}, {"Word": "m.", "Confidence": 0.847, "X1": 0.48425, "Y1": 0.3532, "X2": 0.52362, "Y2": 0.353, "X3": 0.52231, "Y3": 0.3698, "X4": 0.48294, "Y4": 0.3678, "page": 0, "Index": 36}, {"Word": "Authorized", "Confidence": 0.946, "X1": 0.21785, "Y1": 0.3832, "X2": 0.33858, "Y2": 0.383, "X3": 0.33727, "Y3": 0.4028, "X4": 0.21654, "Y4": 0.4008, "page": 0, "Index": 37}, {"Word": "By:", "Confidence": 0.998, "X1": 0.34383, "Y1": 0.3842, "X2": 0.38583, "Y2": 0.384, "X3": 0.38451, "Y3": 0.4038, "X4": 0.34252, "Y4": 0.4028, "page": 0, "Index": 38}, {"Word": "Mr.", "Confidence": 0.958, "X1": 0.39895, "Y1": 0.3842, "X2": 0.44226, "Y2": 0.384, "X3": 0.44094, "Y3": 0.4038, "X4": 0.39764, "Y4": 0.4038, "page": 0, "Index": 39}, {"Word": "B.", "Confidence": 0.994, "X1": 0.44751, "Y1": 0.3842, "X2": 0.47638, "Y2": 0.384, "X3": 0.47507, "Y3": 0.4038, "X4": 0.44619, "Y4": 0.4038, "page": 0, "Index": 40}, {"Word": "A.", "Confidence": 0.997, "X1": 0.48031, "Y1": 0.3842, "X2": 0.5105, "Y2": 0.384, "X3": 0.50919, "Y3": 0.4038, "X4": 0.48031, "Y4": 0.4038, "page": 0, "Index": 41}, {"Word": "Soyars:", "Confidence": 0.533, "X1": 0.51575, "Y1": 0.3842, "X2": 0.59449, "Y2": 0.384, "X3": 0.59449, "Y3": 0.4028, "X4": 0.51444, "Y4": 0.4038, "page": 0, "Index": 42}, {"Word": "Paper", "Confidence": 0.994, "X1": 0.21785, "Y1": 0.4162, "X2": 0.27822, "Y2": 0.416, "X3": 0.27822, "Y3": 0.4348, "X4": 0.21785, "Y4": 0.4348, "page": 0, "Index": 43}, {"Word": "Width", "Confidence": 0.958, "X1": 0.28346, "Y1": 0.4162, "X2": 0.34646, "Y2": 0.416, "X3": 0.34646, "Y3": 0.4348, "X4": 0.28346, "Y4": 0.4348, "page": 0, "Index": 44}, {"Word": "-", "Confidence": 0.843, "X1": 0.36745, "Y1": 0.4162, "X2": 0.38058, "Y2": 0.416, "X3": 0.38189, "Y3": 0.4348, "X4": 0.36745, "Y4": 0.4348, "page": 0, "Index": 45}, {"Word": "27.5", "Confidence": 0.987, "X1": 0.4042, "Y1": 0.4172, "X2": 0.45013, "Y2": 0.417, "X3": 0.45144, "Y3": 0.4348, "X4": 0.4042, "Y4": 0.4348, "page": 0, "Index": 46}, {"Word": "mm.", "Confidence": 0.991, "X1": 0.45932, "Y1": 0.4182, "X2": 0.49475, "Y2": 0.418, "X3": 0.49606, "Y3": 0.4348, "X4": 0.45932, "Y4": 0.4348, "page": 0, "Index": 47}, {"Word": ".4907-07X", "Confidence": 0.207, "X1": 0.79265, "Y1": 0.4782, "X2": 0.91601, "Y2": 0.478, "X3": 0.91732, "Y3": 0.4928, "X4": 0.79265, "Y4": 0.4938, "page": 0, "Index": 48}, {"Word": "Filler", "Confidence": 0.966, "X1": 0.21785, "Y1": 0.4902, "X2": 0.28871, "Y2": 0.49, "X3": 0.2874, "Y3": 0.5078, "X4": 0.21654, "Y4": 0.5078, "page": 0, "Index": 49}, {"Word": "Weight", "Confidence": 0.996, "X1": 0.29528, "Y1": 0.4902, "X2": 0.37008, "Y2": 0.49, "X3": 0.37008, "Y3": 0.5078, "X4": 0.29396, "Y4": 0.5078, "page": 0, "Index": 50}, {"Word": "-", "Confidence": 0.886, "X1": 0.39108, "Y1": 0.4902, "X2": 0.4042, "Y2": 0.49, "X3": 0.40289, "Y3": 0.5078, "X4": 0.38976, "Y4": 0.5078, "page": 0, "Index": 51}, {"Word": "49", "Confidence": 0.997, "X1": 0.42388, "Y1": 0.4902, "X2": 0.45013, "Y2": 0.49, "X3": 0.45013, "Y3": 0.5078, "X4": 0.42388, "Y4": 0.5078, "page": 0, "Index": 52}, {"Word": "mm.", "Confidence": 0.998, "X1": 0.45801, "Y1": 0.4902, "X2": 0.49738, "Y2": 0.49, "X3": 0.49738, "Y3": 0.5078, "X4": 0.45801, "Y4": 0.5078, "page": 0, "Index": 53}, {"Word": "(gms.).", "Confidence": 0.415, "X1": 0.50525, "Y1": 0.4892, "X2": 0.57874, "Y2": 0.489, "X3": 0.57874, "Y3": 0.5078, "X4": 0.50525, "Y4": 0.5078, "page": 0, "Index": 54}, {"Word": "0.6367101", "Confidence": 0.993, "X1": 0.77822, "Y1": 0.4912, "X2": 0.88189, "Y2": 0.491, "X3": 0.88189, "Y3": 0.5058, "X4": 0.77953, "Y4": 0.5068, "page": 0, "Index": 55}, {"Word": "Paper", "Confidence": 0.997, "X1": 0.21654, "Y1": 0.5242, "X2": 0.2769, "Y2": 0.524, "X3": 0.27559, "Y3": 0.5408, "X4": 0.21654, "Y4": 0.5408, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.28478, "Y1": 0.5242, "X2": 0.32283, "Y2": 0.524, "X3": 0.32152, "Y3": 0.5408, "X4": 0.28478, "Y4": 0.5408, "page": 0, "Index": 57}, {"Word": "Paste", "Confidence": 0.866, "X1": 0.33071, "Y1": 0.5242, "X2": 0.39239, "Y2": 0.524, "X3": 0.39108, "Y3": 0.5408, "X4": 0.3294, "Y4": 0.5408, "page": 0, "Index": 58}, {"Word": "-", "Confidence": 0.885, "X1": 0.41207, "Y1": 0.5242, "X2": 0.4252, "Y2": 0.524, "X3": 0.4252, "Y3": 0.5408, "X4": 0.41207, "Y4": 0.5408, "page": 0, "Index": 59}, {"Word": "49", "Confidence": 0.974, "X1": 0.44751, "Y1": 0.5242, "X2": 0.47244, "Y2": 0.524, "X3": 0.47244, "Y3": 0.5408, "X4": 0.44619, "Y4": 0.5408, "page": 0, "Index": 60}, {"Word": "mm.", "Confidence": 0.959, "X1": 0.48031, "Y1": 0.5232, "X2": 0.51969, "Y2": 0.523, "X3": 0.51969, "Y3": 0.5408, "X4": 0.48031, "Y4": 0.5408, "page": 0, "Index": 61}, {"Word": "(gms.)", "Confidence": 0.942, "X1": 0.52756, "Y1": 0.5222, "X2": 0.59711, "Y2": 0.522, "X3": 0.59711, "Y3": 0.5408, "X4": 0.52756, "Y4": 0.5408, "page": 0, "Index": 62}, {"Word": "0.030716%", "Confidence": 0.657, "X1": 0.7769, "Y1": 0.5172, "X2": 0.88189, "Y2": 0.517, "X3": 0.88058, "Y3": 0.5388, "X4": 0.77822, "Y4": 0.5418, "page": 0, "Index": 63}, {"Word": "Rod", "Confidence": 0.994, "X1": 0.21522, "Y1": 0.5562, "X2": 0.25328, "Y2": 0.556, "X3": 0.25328, "Y3": 0.5748, "X4": 0.21522, "Y4": 0.5748, "page": 0, "Index": 64}, {"Word": "Weight", "Confidence": 0.955, "X1": 0.25984, "Y1": 0.5562, "X2": 0.33465, "Y2": 0.556, "X3": 0.33465, "Y3": 0.5748, "X4": 0.25984, "Y4": 0.5748, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.848, "X1": 0.35433, "Y1": 0.5562, "X2": 0.36877, "Y2": 0.556, "X3": 0.36877, "Y3": 0.5748, "X4": 0.35433, "Y4": 0.5748, "page": 0, "Index": 66}, {"Word": "49", "Confidence": 0.998, "X1": 0.38845, "Y1": 0.5562, "X2": 0.41601, "Y2": 0.556, "X3": 0.4147, "Y3": 0.5748, "X4": 0.38845, "Y4": 0.5748, "page": 0, "Index": 67}, {"Word": "mm.", "Confidence": 0.998, "X1": 0.42388, "Y1": 0.5562, "X2": 0.46325, "Y2": 0.556, "X3": 0.46325, "Y3": 0.5748, "X4": 0.42388, "Y4": 0.5748, "page": 0, "Index": 68}, {"Word": "(gms.)", "Confidence": 0.843, "X1": 0.46982, "Y1": 0.5562, "X2": 0.54068, "Y2": 0.556, "X3": 0.54068, "Y3": 0.5738, "X4": 0.46982, "Y4": 0.5748, "page": 0, "Index": 69}, {"Word": "0.6674263", "Confidence": 0.604, "X1": 0.77428, "Y1": 0.5502, "X2": 0.88451, "Y2": 0.55, "X3": 0.88189, "Y3": 0.5718, "X4": 0.77428, "Y4": 0.5748, "page": 0, "Index": 70}, {"Word": "Tipping", "Confidence": 0.991, "X1": 0.21785, "Y1": 0.5892, "X2": 0.29921, "Y2": 0.589, "X3": 0.29921, "Y3": 0.6078, "X4": 0.21654, "Y4": 0.6088, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.30709, "Y1": 0.5892, "X2": 0.34646, "Y2": 0.589, "X3": 0.34646, "Y3": 0.6078, "X4": 0.30577, "Y4": 0.6078, "page": 0, "Index": 72}, {"Word": "Adhesive", "Confidence": 0.991, "X1": 0.35171, "Y1": 0.5892, "X2": 0.44882, "Y2": 0.589, "X3": 0.44882, "Y3": 0.6068, "X4": 0.35171, "Y4": 0.6078, "page": 0, "Index": 73}, {"Word": "-", "Confidence": 0.68, "X1": 0.4685, "Y1": 0.5892, "X2": 0.48294, "Y2": 0.589, "X3": 0.48294, "Y3": 0.6068, "X4": 0.4685, "Y4": 0.6068, "page": 0, "Index": 74}, {"Word": "24", "Confidence": 0.996, "X1": 0.50394, "Y1": 0.5882, "X2": 0.53018, "Y2": 0.588, "X3": 0.53018, "Y3": 0.6078, "X4": 0.50394, "Y4": 0.6068, "page": 0, "Index": 75}, {"Word": "mm.", "Confidence": 0.998, "X1": 0.53675, "Y1": 0.5882, "X2": 0.57743, "Y2": 0.588, "X3": 0.57743, "Y3": 0.6078, "X4": 0.53675, "Y4": 0.6078, "page": 0, "Index": 76}, {"Word": "Cork", "Confidence": 0.986, "X1": 0.58268, "Y1": 0.5882, "X2": 0.63255, "Y2": 0.588, "X3": 0.63255, "Y3": 0.6078, "X4": 0.58268, "Y4": 0.6078, "page": 0, "Index": 77}, {"Word": "0.0313278", "Confidence": 0.991, "X1": 0.7769, "Y1": 0.5892, "X2": 0.88189, "Y2": 0.589, "X3": 0.88189, "Y3": 0.6058, "X4": 0.7769, "Y4": 0.6068, "page": 0, "Index": 78}, {"Word": "(gms.).", "Confidence": 0.552, "X1": 0.64173, "Y1": 0.5872, "X2": 0.71391, "Y2": 0.587, "X3": 0.71391, "Y3": 0.6088, "X4": 0.64173, "Y4": 0.6078, "page": 0, "Index": 79}, {"Word": "Total'", "Confidence": 0.772, "X1": 0.21654, "Y1": 0.6222, "X2": 0.2769, "Y2": 0.622, "X3": 0.27559, "Y3": 0.6398, "X4": 0.21522, "Y4": 0.6398, "page": 0, "Index": 80}, {"Word": "Less", "Confidence": 0.724, "X1": 0.28215, "Y1": 0.6212, "X2": 0.33202, "Y2": 0.621, "X3": 0.33202, "Y3": 0.6398, "X4": 0.28084, "Y4": 0.6398, "page": 0, "Index": 81}, {"Word": "Plug", "Confidence": 0.982, "X1": 0.34121, "Y1": 0.6222, "X2": 0.39108, "Y2": 0.622, "X3": 0.38976, "Y3": 0.6398, "X4": 0.3399, "Y4": 0.6398, "page": 0, "Index": 82}, {"Word": "(gms.)", "Confidence": 0.803, "X1": 0.40026, "Y1": 0.6222, "X2": 0.46982, "Y2": 0.622, "X3": 0.46982, "Y3": 0.6408, "X4": 0.40026, "Y4": 0.6408, "page": 0, "Index": 83}, {"Word": "0.6987545a", "Confidence": 0.606, "X1": 0.77559, "Y1": 0.6152, "X2": 0.8937, "Y2": 0.615, "X3": 0.89501, "Y3": 0.6388, "X4": 0.77559, "Y4": 0.6398, "page": 0, "Index": 84}, {"Word": "Volume", "Confidence": 0.958, "X1": 0.21785, "Y1": 0.6952, "X2": 0.2874, "Y2": 0.695, "X3": 0.2874, "Y3": 0.7128, "X4": 0.21785, "Y4": 0.7128, "page": 0, "Index": 85}, {"Word": "(Cubic", "Confidence": 0.958, "X1": 0.2979, "Y1": 0.6942, "X2": 0.36745, "Y2": 0.694, "X3": 0.36745, "Y3": 0.7128, "X4": 0.2979, "Y4": 0.7128, "page": 0, "Index": 86}, {"Word": "Millimeters)", "Confidence": 0.688, "X1": 0.37402, "Y1": 0.6932, "X2": 0.51575, "Y2": 0.693, "X3": 0.51706, "Y3": 0.7128, "X4": 0.37533, "Y4": 0.7128, "page": 0, "Index": 87}, {"Word": "2437.0621", "Confidence": 0.995, "X1": 0.7769, "Y1": 0.6932, "X2": 0.88189, "Y2": 0.693, "X3": 0.88189, "Y3": 0.7118, "X4": 0.7769, "Y4": 0.7108, "page": 0, "Index": 88}, {"Word": "Density", "Confidence": 0.855, "X1": 0.21654, "Y1": 0.7282, "X2": 0.29921, "Y2": 0.728, "X3": 0.29921, "Y3": 0.7458, "X4": 0.21522, "Y4": 0.7468, "page": 0, "Index": 89}, {"Word": "(Cgms./cc.)", "Confidence": 0.688, "X1": 0.30709, "Y1": 0.7272, "X2": 0.43438, "Y2": 0.727, "X3": 0.43438, "Y3": 0.7458, "X4": 0.30709, "Y4": 0.7458, "page": 0, "Index": 90}, {"Word": "26.1261", "Confidence": 0.993, "X1": 0.80052, "Y1": 0.7272, "X2": 0.88058, "Y2": 0.727, "X3": 0.87927, "Y3": 0.7448, "X4": 0.80052, "Y4": 0.7448, "page": 0, "Index": 91}, {"Word": "1.404", "Confidence": 0.91, "X1": 0.81102, "Y1": 0.7602, "X2": 0.87008, "Y2": 0.76, "X3": 0.87008, "Y3": 0.7758, "X4": 0.81102, "Y4": 0.7768, "page": 0, "Index": 92}, {"Word": "Filler", "Confidence": 0.994, "X1": 0.21654, "Y1": 0.7612, "X2": 0.29003, "Y2": 0.761, "X3": 0.29003, "Y3": 0.7788, "X4": 0.21654, "Y4": 0.7788, "page": 0, "Index": 93}, {"Word": "Weight", "Confidence": 0.819, "X1": 0.29659, "Y1": 0.7602, "X2": 0.36877, "Y2": 0.76, "X3": 0.36877, "Y3": 0.7788, "X4": 0.29659, "Y4": 0.7788, "page": 0, "Index": 94}, {"Word": "(Lbs.", "Confidence": 0.987, "X1": 0.37402, "Y1": 0.7602, "X2": 0.42913, "Y2": 0.76, "X3": 0.42913, "Y3": 0.7788, "X4": 0.37402, "Y4": 0.7788, "page": 0, "Index": 95}, {"Word": "/1,000", "Confidence": 0.943, "X1": 0.43307, "Y1": 0.7592, "X2": 0.5105, "Y2": 0.759, "X3": 0.5105, "Y3": 0.7798, "X4": 0.43438, "Y4": 0.7788, "page": 0, "Index": 96}, {"Word": "Cixts.)", "Confidence": 0.888, "X1": 0.51706, "Y1": 0.7592, "X2": 0.59711, "Y2": 0.759, "X3": 0.59711, "Y3": 0.7808, "X4": 0.51706, "Y4": 0.7798, "page": 0, "Index": 97}, {"Word": ":agh", "Confidence": 0.945, "X1": 0.21785, "Y1": 0.8282, "X2": 0.25984, "Y2": 0.828, "X3": 0.26115, "Y3": 0.8418, "X4": 0.21785, "Y4": 0.8428, "page": 0, "Index": 98}, {"Word": "2031316966", "Confidence": 0.994, "X1": 0.76247, "Y1": 0.9392, "X2": 0.94619, "Y2": 0.939, "X3": 0.94751, "Y3": 0.9618, "X4": 0.76247, "Y4": 0.9668, "page": 0, "Index": 99}]}
|
"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"
|
fffn0018
| 0 |
{"lines_data": [{"Word": "EM", "Confidence": 0.486, "X1": 0.00135, "Y1": 0.0022, "X2": 0.04987, "Y2": 0.002, "X3": 0.0593, "Y3": 0.0228, "X4": 0.00539, "Y4": 0.0328, "page": 0}, {"Word": "Raw Materials and Lab Services Division - Weekly Status Report - July 31, 1981", "Confidence": 0.91893, "X1": 0.07682, "Y1": 0.0782, "X2": 0.88275, "Y2": 0.078, "X3": 0.88275, "Y3": 0.0958, "X4": 0.07682, "Y4": 0.0918, "page": 0}, {"Word": "A. Instrumentation Services", "Confidence": 0.986, "X1": 0.07547, "Y1": 0.1412, "X2": 0.36927, "Y2": 0.141, "X3": 0.36927, "Y3": 0.1588, "X4": 0.07547, "Y4": 0.1578, "page": 0}, {"Word": "1. Checking hot melt flow rate on machines converting from 12g/m to 8g/m with", "Confidence": 0.96114, "X1": 0.1186, "Y1": 0.1752, "X2": 0.92453, "Y2": 0.175, "X3": 0.92453, "Y3": 0.1928, "X4": 0.1186, "Y4": 0.1898, "page": 0}, {"Word": "porous plug wrap.", "Confidence": 0.99267, "X1": 0.15633, "Y1": 0.1912, "X2": 0.33423, "Y2": 0.191, "X3": 0.33423, "Y3": 0.2068, "X4": 0.15633, "Y4": 0.2048, "page": 0}, {"Word": "2. Programmed start and stop rejection required corrective action on 24%", "Confidence": 0.99073, "X1": 0.11725, "Y1": 0.2222, "X2": 0.87197, "Y2": 0.222, "X3": 0.87197, "Y3": 0.2388, "X4": 0.11725, "Y4": 0.2368, "page": 0}, {"Word": "of PA-8's and 30% of Max 5's tippers. Modification to existing equipment", "Confidence": 0.986, "X1": 0.15499, "Y1": 0.2392, "X2": 0.91375, "Y2": 0.239, "X3": 0.91375, "Y3": 0.2558, "X4": 0.15499, "Y4": 0.2528, "page": 0}, {"Word": "controls (C-700 or 7000M) would save approximately 90 cigarettes on each", "Confidence": 0.98273, "X1": 0.15364, "Y1": 0.2552, "X2": 0.90162, "Y2": 0.255, "X3": 0.90162, "Y3": 0.2718, "X4": 0.15364, "Y4": 0.2688, "page": 0}, {"Word": "programmed stop on PA-8's (191,000 cigts./shift).", "Confidence": 0.9865, "X1": 0.15633, "Y1": 0.2692, "X2": 0.66442, "Y2": 0.269, "X3": 0.66442, "Y3": 0.2868, "X4": 0.15633, "Y4": 0.2858, "page": 0}, {"Word": "3. Technicon's representative presented a training seminar on the use,", "Confidence": 0.9902, "X1": 0.1186, "Y1": 0.3022, "X2": 0.84771, "Y2": 0.302, "X3": 0.84771, "Y3": 0.3188, "X4": 0.1186, "Y4": 0.3168, "page": 0}, {"Word": "calibration and repair of the InfraAnalyzer.", "Confidence": 0.98767, "X1": 0.15903, "Y1": 0.3172, "X2": 0.62264, "Y2": 0.317, "X3": 0.62264, "Y3": 0.3348, "X4": 0.15903, "Y4": 0.3328, "page": 0}, {"Word": "B. Filter and Cigarette Services", "Confidence": 0.9952, "X1": 0.07547, "Y1": 0.3492, "X2": 0.42049, "Y2": 0.349, "X3": 0.42049, "Y3": 0.3658, "X4": 0.07547, "Y4": 0.3648, "page": 0}, {"Word": "1. Rejected Product :", "Confidence": 0.97275, "X1": 0.1186, "Y1": 0.3802, "X2": 0.33558, "Y2": 0.38, "X3": 0.33558, "Y3": 0.3978, "X4": 0.1186, "Y4": 0.3968, "page": 0}, {"Word": "14.5 pallets VKS SCS-III filters - low draft (7/21 - 30/81)", "Confidence": 0.95391, "X1": 0.21294, "Y1": 0.4142, "X2": 0.81671, "Y2": 0.414, "X3": 0.81671, "Y3": 0.4308, "X4": 0.21159, "Y4": 0.4288, "page": 0}, {"Word": "24", "Confidence": 0.994, "X1": 0.21024, "Y1": 0.4292, "X2": 0.2345, "Y2": 0.429, "X3": 0.2345, "Y3": 0.4418, "X4": 0.21024, "Y4": 0.4418, "page": 0}, {"Word": "pallets VM SCS-III filters - low draft (7/21 - 30/81)", "Confidence": 0.9016, "X1": 0.25876, "Y1": 0.4302, "X2": 0.81536, "Y2": 0.43, "X3": 0.81536, "Y3": 0.4458, "X4": 0.25876, "Y4": 0.4448, "page": 0}, {"Word": "35", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.4442, "X2": 0.23315, "Y2": 0.444, "X3": 0.2345, "Y3": 0.4578, "X4": 0.21159, "Y4": 0.4588, "page": 0}, {"Word": "pallets V100 SCS-III filters - low draft (7/21 - 30/81)", "Confidence": 0.8759, "X1": 0.26011, "Y1": 0.4462, "X2": 0.82615, "Y2": 0.446, "X3": 0.82615, "Y3": 0.4628, "X4": 0.26011, "Y4": 0.4618, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.4772, "X2": 0.23315, "Y2": 0.477, "X3": 0.23315, "Y3": 0.4908, "X4": 0.21159, "Y4": 0.4918, "page": 0}, {"Word": "cases NOW M 100's cigarettes - low moisture (7/23 - 30/81)", "Confidence": 0.97618, "X1": 0.25876, "Y1": 0.4782, "X2": 0.85714, "Y2": 0.478, "X3": 0.85714, "Y3": 0.4938, "X4": 0.25876, "Y4": 0.4938, "page": 0}, {"Word": "20", "Confidence": 0.983, "X1": 0.21294, "Y1": 0.4922, "X2": 0.2345, "Y2": 0.492, "X3": 0.23315, "Y3": 0.5058, "X4": 0.21294, "Y4": 0.5068, "page": 0}, {"Word": "cases NOW 100's cigarettes - high moisture (7/23 - 30/81)", "Confidence": 0.9787, "X1": 0.26146, "Y1": 0.4942, "X2": 0.84771, "Y2": 0.494, "X3": 0.84771, "Y3": 0.5108, "X4": 0.26146, "Y4": 0.5098, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.21833, "Y1": 0.5252, "X2": 0.23854, "Y2": 0.525, "X3": 0.2372, "Y3": 0.5398, "X4": 0.21968, "Y4": 0.5398, "page": 0}, {"Word": "cases SALEM U85's cigarettes - insufficient glue (7/23 - 30/81)", "Confidence": 0.9758, "X1": 0.25337, "Y1": 0.5252, "X2": 0.9097, "Y2": 0.525, "X3": 0.9097, "Y3": 0.5428, "X4": 0.25337, "Y4": 0.5418, "page": 0}, {"Word": "Excessive SCS-III filters rejects required temporary specification adjustments", "Confidence": 0.918, "X1": 0.15768, "Y1": 0.5592, "X2": 0.96361, "Y2": 0.559, "X3": 0.96361, "Y3": 0.5758, "X4": 0.15768, "Y4": 0.5738, "page": 0}, {"Word": "to maintain V100's production. Low air dilution of NOW 100's caused high", "Confidence": 0.9765, "X1": 0.15364, "Y1": 0.5752, "X2": 0.90296, "Y2": 0.575, "X3": 0.90296, "Y3": 0.5918, "X4": 0.15364, "Y4": 0.5888, "page": 0}, {"Word": "tars.", "Confidence": 0.997, "X1": 0.15903, "Y1": 0.5902, "X2": 0.21294, "Y2": 0.59, "X3": 0.21294, "Y3": 0.6028, "X4": 0.15903, "Y4": 0.6038, "page": 0}, {"Word": "C. Wrapping Materials and Moisture Services", "Confidence": 0.9955, "X1": 0.07682, "Y1": 0.6212, "X2": 0.53369, "Y2": 0.621, "X3": 0.53369, "Y3": 0.6378, "X4": 0.07682, "Y4": 0.6378, "page": 0}, {"Word": "1. Rejected Product:", "Confidence": 0.97367, "X1": 0.1186, "Y1": 0.6522, "X2": 0.33827, "Y2": 0.652, "X3": 0.33693, "Y3": 0.6688, "X4": 0.1186, "Y4": 0.6688, "page": 0}, {"Word": "Continental Group - SALEM 100's cases - 10 pallets on hold (production", "Confidence": 0.95392, "X1": 0.15903, "Y1": 0.6842, "X2": 0.8841, "Y2": 0.684, "X3": 0.8841, "Y3": 0.7028, "X4": 0.15903, "Y4": 0.7018, "page": 0}, {"Word": "consideration) - poor score.", "Confidence": 0.99, "X1": 0.19003, "Y1": 0.7022, "X2": 0.48922, "Y2": 0.702, "X3": 0.48922, "Y3": 0.7168, "X4": 0.19003, "Y4": 0.7148, "page": 0}, {"Word": "Union Camp - WINSTON 100's cases - 1/2 pallet - no score on end flap", "Confidence": 0.98173, "X1": 0.16038, "Y1": 0.7182, "X2": 0.86119, "Y2": 0.718, "X3": 0.86119, "Y3": 0.7338, "X4": 0.16038, "Y4": 0.7328, "page": 0}, {"Word": "Weyerhaeuser - WINSTON KS cases - 1/4 pallet - end flaps too short", "Confidence": 0.99015, "X1": 0.16038, "Y1": 0.7332, "X2": 0.84097, "Y2": 0.733, "X3": 0.84097, "Y3": 0.7488, "X4": 0.16038, "Y4": 0.7488, "page": 0}, {"Word": "Virginia Folding Box - WINSTON CP Boxes - 4 pallets interlocking", "Confidence": 0.98818, "X1": 0.16038, "Y1": 0.7492, "X2": 0.81941, "Y2": 0.749, "X3": 0.81941, "Y3": 0.7648, "X4": 0.16038, "Y4": 0.7648, "page": 0}, {"Word": "Archer - 5-3/32\" Gold Stripe Foil - 7+ pallets - narrow rolls", "Confidence": 0.9675, "X1": 0.15903, "Y1": 0.7652, "X2": 0.79111, "Y2": 0.765, "X3": 0.79111, "Y3": 0.7798, "X4": 0.15903, "Y4": 0.7798, "page": 0}, {"Word": "Archer - 5-3/4\" Gold Stripe Foil - 2+ pallets - narrow rolls", "Confidence": 0.96058, "X1": 0.15903, "Y1": 0.7802, "X2": 0.77898, "Y2": 0.78, "X3": 0.77898, "Y3": 0.7968, "X4": 0.15903, "Y4": 0.7958, "page": 0}, {"Word": "(Archer several pallets foil, wrappers and tipping on hold)", "Confidence": 0.99556, "X1": 0.15903, "Y1": 0.7962, "X2": 0.76819, "Y2": 0.796, "X3": 0.76819, "Y3": 0.8138, "X4": 0.15903, "Y4": 0.8138, "page": 0}, {"Word": "51335 7968", "Confidence": 0.989, "X1": 0.95687, "Y1": 0.9722, "X2": 0.95148, "Y2": 0.972, "X3": 0.93127, "Y3": 0.9708, "X4": 0.93666, "Y4": 0.8718, "page": 0}], "words_data": [{"Word": "EM", "Confidence": 0.486, "X1": 0.0027, "Y1": 0.0022, "X2": 0.04582, "Y2": 0.002, "X3": 0.05256, "Y3": 0.0238, "X4": 0.00943, "Y4": 0.0308, "page": 0, "Index": 0}, {"Word": "Raw", "Confidence": 0.992, "X1": 0.07817, "Y1": 0.0762, "X2": 0.10916, "Y2": 0.076, "X3": 0.10782, "Y3": 0.0918, "X4": 0.07817, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "Materials", "Confidence": 0.238, "X1": 0.11456, "Y1": 0.0762, "X2": 0.21294, "Y2": 0.076, "X3": 0.21294, "Y3": 0.0928, "X4": 0.11456, "Y4": 0.0918, "page": 0, "Index": 2}, {"Word": "and", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.0772, "X2": 0.25472, "Y2": 0.077, "X3": 0.25472, "Y3": 0.0928, "X4": 0.21833, "Y4": 0.0928, "page": 0, "Index": 3}, {"Word": "Lab", "Confidence": 0.998, "X1": 0.26146, "Y1": 0.0772, "X2": 0.29515, "Y2": 0.077, "X3": 0.29515, "Y3": 0.0928, "X4": 0.26011, "Y4": 0.0928, "page": 0, "Index": 4}, {"Word": "Services", "Confidence": 0.995, "X1": 0.30054, "Y1": 0.0772, "X2": 0.38679, "Y2": 0.077, "X3": 0.38679, "Y3": 0.0938, "X4": 0.30054, "Y4": 0.0928, "page": 0, "Index": 5}, {"Word": "Division", "Confidence": 0.991, "X1": 0.39353, "Y1": 0.0772, "X2": 0.48113, "Y2": 0.077, "X3": 0.48113, "Y3": 0.0938, "X4": 0.39353, "Y4": 0.0938, "page": 0, "Index": 6}, {"Word": "-", "Confidence": 0.958, "X1": 0.48922, "Y1": 0.0772, "X2": 0.50135, "Y2": 0.077, "X3": 0.50135, "Y3": 0.0938, "X4": 0.48787, "Y4": 0.0938, "page": 0, "Index": 7}, {"Word": "Weekly", "Confidence": 0.794, "X1": 0.50674, "Y1": 0.0782, "X2": 0.57278, "Y2": 0.078, "X3": 0.57278, "Y3": 0.0948, "X4": 0.50674, "Y4": 0.0938, "page": 0, "Index": 8}, {"Word": "Status", "Confidence": 0.995, "X1": 0.57951, "Y1": 0.0782, "X2": 0.64555, "Y2": 0.078, "X3": 0.64555, "Y3": 0.0948, "X4": 0.57951, "Y4": 0.0948, "page": 0, "Index": 9}, {"Word": "Report", "Confidence": 0.996, "X1": 0.65094, "Y1": 0.0782, "X2": 0.71698, "Y2": 0.078, "X3": 0.71698, "Y3": 0.0958, "X4": 0.65094, "Y4": 0.0948, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.939, "X1": 0.72372, "Y1": 0.0782, "X2": 0.7372, "Y2": 0.078, "X3": 0.7372, "Y3": 0.0958, "X4": 0.72372, "Y4": 0.0958, "page": 0, "Index": 11}, {"Word": "July", "Confidence": 0.991, "X1": 0.74394, "Y1": 0.0782, "X2": 0.78841, "Y2": 0.078, "X3": 0.78841, "Y3": 0.0958, "X4": 0.74394, "Y4": 0.0958, "page": 0, "Index": 12}, {"Word": "31,", "Confidence": 0.998, "X1": 0.7965, "Y1": 0.0792, "X2": 0.83154, "Y2": 0.079, "X3": 0.83154, "Y3": 0.0958, "X4": 0.7965, "Y4": 0.0958, "page": 0, "Index": 13}, {"Word": "1981", "Confidence": 0.982, "X1": 0.83827, "Y1": 0.0792, "X2": 0.88275, "Y2": 0.079, "X3": 0.88275, "Y3": 0.0968, "X4": 0.83827, "Y4": 0.0958, "page": 0, "Index": 14}, {"Word": "A.", "Confidence": 0.998, "X1": 0.07682, "Y1": 0.1422, "X2": 0.10108, "Y2": 0.142, "X3": 0.10108, "Y3": 0.1578, "X4": 0.07682, "Y4": 0.1578, "page": 0, "Index": 15}, {"Word": "Instrumentation", "Confidence": 0.964, "X1": 0.1159, "Y1": 0.1422, "X2": 0.27493, "Y2": 0.142, "X3": 0.27358, "Y3": 0.1588, "X4": 0.1159, "Y4": 0.1578, "page": 0, "Index": 16}, {"Word": "Services", "Confidence": 0.996, "X1": 0.28032, "Y1": 0.1422, "X2": 0.36658, "Y2": 0.142, "X3": 0.36658, "Y3": 0.1588, "X4": 0.28032, "Y4": 0.1588, "page": 0, "Index": 17}, {"Word": "1.", "Confidence": 0.955, "X1": 0.1186, "Y1": 0.1732, "X2": 0.14016, "Y2": 0.173, "X3": 0.14151, "Y3": 0.1898, "X4": 0.11995, "Y4": 0.1898, "page": 0, "Index": 18}, {"Word": "Checking", "Confidence": 0.996, "X1": 0.15633, "Y1": 0.1742, "X2": 0.24394, "Y2": 0.174, "X3": 0.24394, "Y3": 0.1898, "X4": 0.15633, "Y4": 0.1898, "page": 0, "Index": 19}, {"Word": "hot", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.1742, "X2": 0.28437, "Y2": 0.174, "X3": 0.28437, "Y3": 0.1898, "X4": 0.24933, "Y4": 0.1898, "page": 0, "Index": 20}, {"Word": "melt", "Confidence": 0.986, "X1": 0.28841, "Y1": 0.1742, "X2": 0.33558, "Y2": 0.174, "X3": 0.33558, "Y3": 0.1898, "X4": 0.28841, "Y4": 0.1898, "page": 0, "Index": 21}, {"Word": "flow", "Confidence": 0.988, "X1": 0.34367, "Y1": 0.1742, "X2": 0.38679, "Y2": 0.174, "X3": 0.38679, "Y3": 0.1898, "X4": 0.34367, "Y4": 0.1898, "page": 0, "Index": 22}, {"Word": "rate", "Confidence": 0.987, "X1": 0.39488, "Y1": 0.1742, "X2": 0.43801, "Y2": 0.174, "X3": 0.43801, "Y3": 0.1908, "X4": 0.39488, "Y4": 0.1898, "page": 0, "Index": 23}, {"Word": "on", "Confidence": 0.997, "X1": 0.44609, "Y1": 0.1742, "X2": 0.47035, "Y2": 0.174, "X3": 0.47035, "Y3": 0.1908, "X4": 0.44474, "Y4": 0.1908, "page": 0, "Index": 24}, {"Word": "machines", "Confidence": 0.636, "X1": 0.47574, "Y1": 0.1752, "X2": 0.56199, "Y2": 0.175, "X3": 0.56065, "Y3": 0.1908, "X4": 0.47574, "Y4": 0.1908, "page": 0, "Index": 25}, {"Word": "converting", "Confidence": 0.994, "X1": 0.56873, "Y1": 0.1752, "X2": 0.67655, "Y2": 0.175, "X3": 0.67655, "Y3": 0.1918, "X4": 0.56873, "Y4": 0.1908, "page": 0, "Index": 26}, {"Word": "from", "Confidence": 0.989, "X1": 0.68464, "Y1": 0.1752, "X2": 0.72776, "Y2": 0.175, "X3": 0.72642, "Y3": 0.1918, "X4": 0.68329, "Y4": 0.1918, "page": 0, "Index": 27}, {"Word": "12g/m", "Confidence": 0.955, "X1": 0.7345, "Y1": 0.1752, "X2": 0.78841, "Y2": 0.175, "X3": 0.78706, "Y3": 0.1928, "X4": 0.7345, "Y4": 0.1918, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.998, "X1": 0.7965, "Y1": 0.1752, "X2": 0.81941, "Y2": 0.175, "X3": 0.81941, "Y3": 0.1928, "X4": 0.79515, "Y4": 0.1928, "page": 0, "Index": 29}, {"Word": "8g/m", "Confidence": 0.983, "X1": 0.82615, "Y1": 0.1752, "X2": 0.87062, "Y2": 0.175, "X3": 0.86927, "Y3": 0.1928, "X4": 0.8248, "Y4": 0.1928, "page": 0, "Index": 30}, {"Word": "with", "Confidence": 0.994, "X1": 0.87736, "Y1": 0.1752, "X2": 0.92453, "Y2": 0.175, "X3": 0.92318, "Y3": 0.1938, "X4": 0.87601, "Y4": 0.1938, "page": 0, "Index": 31}, {"Word": "porous", "Confidence": 0.994, "X1": 0.15768, "Y1": 0.1912, "X2": 0.22237, "Y2": 0.191, "X3": 0.22237, "Y3": 0.2058, "X4": 0.15768, "Y4": 0.2048, "page": 0, "Index": 32}, {"Word": "plug", "Confidence": 0.988, "X1": 0.22911, "Y1": 0.1912, "X2": 0.27358, "Y2": 0.191, "X3": 0.27358, "Y3": 0.2068, "X4": 0.22911, "Y4": 0.2058, "page": 0, "Index": 33}, {"Word": "wrap.", "Confidence": 0.996, "X1": 0.28032, "Y1": 0.1922, "X2": 0.33423, "Y2": 0.192, "X3": 0.33423, "Y3": 0.2068, "X4": 0.28032, "Y4": 0.2068, "page": 0, "Index": 34}, {"Word": "2.", "Confidence": 0.997, "X1": 0.11725, "Y1": 0.2212, "X2": 0.14151, "Y2": 0.221, "X3": 0.14151, "Y3": 0.2368, "X4": 0.11725, "Y4": 0.2368, "page": 0, "Index": 35}, {"Word": "Programmed", "Confidence": 0.994, "X1": 0.15499, "Y1": 0.2222, "X2": 0.2628, "Y2": 0.222, "X3": 0.2628, "Y3": 0.2378, "X4": 0.15633, "Y4": 0.2368, "page": 0, "Index": 36}, {"Word": "start", "Confidence": 0.997, "X1": 0.26954, "Y1": 0.2222, "X2": 0.3248, "Y2": 0.222, "X3": 0.3248, "Y3": 0.2378, "X4": 0.26954, "Y4": 0.2378, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.2222, "X2": 0.36658, "Y2": 0.222, "X3": 0.36658, "Y3": 0.2378, "X4": 0.33288, "Y4": 0.2378, "page": 0, "Index": 38}, {"Word": "stop", "Confidence": 0.987, "X1": 0.37332, "Y1": 0.2232, "X2": 0.41644, "Y2": 0.223, "X3": 0.41644, "Y3": 0.2388, "X4": 0.37332, "Y4": 0.2378, "page": 0, "Index": 39}, {"Word": "rejection", "Confidence": 0.994, "X1": 0.42588, "Y1": 0.2232, "X2": 0.51887, "Y2": 0.223, "X3": 0.51887, "Y3": 0.2388, "X4": 0.42588, "Y4": 0.2388, "page": 0, "Index": 40}, {"Word": "required", "Confidence": 0.995, "X1": 0.5283, "Y1": 0.2232, "X2": 0.61186, "Y2": 0.223, "X3": 0.61186, "Y3": 0.2388, "X4": 0.5283, "Y4": 0.2388, "page": 0, "Index": 41}, {"Word": "corrective", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.2232, "X2": 0.72507, "Y2": 0.223, "X3": 0.72507, "Y3": 0.2388, "X4": 0.61995, "Y4": 0.2388, "page": 0, "Index": 42}, {"Word": "action", "Confidence": 0.996, "X1": 0.73315, "Y1": 0.2232, "X2": 0.7965, "Y2": 0.223, "X3": 0.7965, "Y3": 0.2388, "X4": 0.73181, "Y4": 0.2388, "page": 0, "Index": 43}, {"Word": "on", "Confidence": 0.994, "X1": 0.80458, "Y1": 0.2232, "X2": 0.82749, "Y2": 0.223, "X3": 0.82749, "Y3": 0.2388, "X4": 0.80323, "Y4": 0.2388, "page": 0, "Index": 44}, {"Word": "24%", "Confidence": 0.955, "X1": 0.83558, "Y1": 0.2232, "X2": 0.86927, "Y2": 0.223, "X3": 0.86927, "Y3": 0.2388, "X4": 0.83558, "Y4": 0.2388, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.992, "X1": 0.15768, "Y1": 0.2382, "X2": 0.18329, "Y2": 0.238, "X3": 0.18194, "Y3": 0.2528, "X4": 0.15633, "Y4": 0.2528, "page": 0, "Index": 46}, {"Word": "PA-8's", "Confidence": 0.958, "X1": 0.18868, "Y1": 0.2382, "X2": 0.25337, "Y2": 0.238, "X3": 0.25202, "Y3": 0.2528, "X4": 0.18733, "Y4": 0.2528, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.26011, "Y1": 0.2382, "X2": 0.2938, "Y2": 0.238, "X3": 0.29245, "Y3": 0.2538, "X4": 0.26011, "Y4": 0.2528, "page": 0, "Index": 48}, {"Word": "30%", "Confidence": 0.993, "X1": 0.30189, "Y1": 0.2382, "X2": 0.33423, "Y2": 0.238, "X3": 0.33288, "Y3": 0.2538, "X4": 0.30189, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "of", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.2382, "X2": 0.36658, "Y2": 0.238, "X3": 0.36523, "Y3": 0.2538, "X4": 0.34097, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "Max", "Confidence": 0.998, "X1": 0.37197, "Y1": 0.2382, "X2": 0.40701, "Y2": 0.238, "X3": 0.40566, "Y3": 0.2538, "X4": 0.37197, "Y4": 0.2538, "page": 0, "Index": 51}, {"Word": "5's", "Confidence": 0.997, "X1": 0.41509, "Y1": 0.2382, "X2": 0.44879, "Y2": 0.238, "X3": 0.44744, "Y3": 0.2538, "X4": 0.41509, "Y4": 0.2538, "page": 0, "Index": 52}, {"Word": "tippers.", "Confidence": 0.94, "X1": 0.45553, "Y1": 0.2392, "X2": 0.54043, "Y2": 0.239, "X3": 0.54043, "Y3": 0.2538, "X4": 0.45553, "Y4": 0.2538, "page": 0, "Index": 53}, {"Word": "Modification", "Confidence": 0.972, "X1": 0.5566, "Y1": 0.2392, "X2": 0.68464, "Y2": 0.239, "X3": 0.68464, "Y3": 0.2548, "X4": 0.55526, "Y4": 0.2538, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.998, "X1": 0.69272, "Y1": 0.2392, "X2": 0.71294, "Y2": 0.239, "X3": 0.71294, "Y3": 0.2548, "X4": 0.69272, "Y4": 0.2548, "page": 0, "Index": 55}, {"Word": "existing", "Confidence": 0.995, "X1": 0.72237, "Y1": 0.2402, "X2": 0.80863, "Y2": 0.24, "X3": 0.80863, "Y3": 0.2558, "X4": 0.72237, "Y4": 0.2548, "page": 0, "Index": 56}, {"Word": "equipment", "Confidence": 0.993, "X1": 0.81402, "Y1": 0.2402, "X2": 0.91105, "Y2": 0.24, "X3": 0.9124, "Y3": 0.2568, "X4": 0.81402, "Y4": 0.2558, "page": 0, "Index": 57}, {"Word": "controls", "Confidence": 0.994, "X1": 0.15768, "Y1": 0.2532, "X2": 0.24124, "Y2": 0.253, "X3": 0.24124, "Y3": 0.2688, "X4": 0.15768, "Y4": 0.2688, "page": 0, "Index": 58}, {"Word": "(C-700", "Confidence": 0.993, "X1": 0.25202, "Y1": 0.2542, "X2": 0.31402, "Y2": 0.254, "X3": 0.31402, "Y3": 0.2698, "X4": 0.25202, "Y4": 0.2688, "page": 0, "Index": 59}, {"Word": "or", "Confidence": 0.965, "X1": 0.32075, "Y1": 0.2542, "X2": 0.34636, "Y2": 0.254, "X3": 0.34501, "Y3": 0.2698, "X4": 0.31941, "Y4": 0.2698, "page": 0, "Index": 60}, {"Word": "7000M)", "Confidence": 0.937, "X1": 0.3531, "Y1": 0.2542, "X2": 0.41914, "Y2": 0.254, "X3": 0.41779, "Y3": 0.2698, "X4": 0.3531, "Y4": 0.2698, "page": 0, "Index": 61}, {"Word": "would", "Confidence": 0.996, "X1": 0.42318, "Y1": 0.2542, "X2": 0.47844, "Y2": 0.254, "X3": 0.47844, "Y3": 0.2698, "X4": 0.42318, "Y4": 0.2698, "page": 0, "Index": 62}, {"Word": "save", "Confidence": 0.99, "X1": 0.48652, "Y1": 0.2542, "X2": 0.52965, "Y2": 0.254, "X3": 0.52965, "Y3": 0.2698, "X4": 0.48518, "Y4": 0.2698, "page": 0, "Index": 63}, {"Word": "approximately", "Confidence": 0.991, "X1": 0.53774, "Y1": 0.2552, "X2": 0.67251, "Y2": 0.255, "X3": 0.67251, "Y3": 0.2708, "X4": 0.53774, "Y4": 0.2698, "page": 0, "Index": 64}, {"Word": "90", "Confidence": 0.996, "X1": 0.68194, "Y1": 0.2552, "X2": 0.7062, "Y2": 0.255, "X3": 0.70485, "Y3": 0.2708, "X4": 0.68194, "Y4": 0.2708, "page": 0, "Index": 65}, {"Word": "cigarettes", "Confidence": 0.962, "X1": 0.71159, "Y1": 0.2562, "X2": 0.81806, "Y2": 0.256, "X3": 0.81806, "Y3": 0.2718, "X4": 0.71159, "Y4": 0.2708, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.998, "X1": 0.8248, "Y1": 0.2562, "X2": 0.84771, "Y2": 0.256, "X3": 0.84771, "Y3": 0.2718, "X4": 0.8248, "Y4": 0.2718, "page": 0, "Index": 67}, {"Word": "each", "Confidence": 0.988, "X1": 0.8558, "Y1": 0.2562, "X2": 0.90027, "Y2": 0.256, "X3": 0.90027, "Y3": 0.2728, "X4": 0.8558, "Y4": 0.2718, "page": 0, "Index": 68}, {"Word": "programmed", "Confidence": 0.993, "X1": 0.15768, "Y1": 0.2702, "X2": 0.2628, "Y2": 0.27, "X3": 0.2628, "Y3": 0.2848, "X4": 0.15768, "Y4": 0.2858, "page": 0, "Index": 69}, {"Word": "stop", "Confidence": 0.988, "X1": 0.27089, "Y1": 0.2692, "X2": 0.31536, "Y2": 0.269, "X3": 0.31402, "Y3": 0.2848, "X4": 0.27089, "Y4": 0.2848, "page": 0, "Index": 70}, {"Word": "on", "Confidence": 0.998, "X1": 0.32075, "Y1": 0.2692, "X2": 0.34501, "Y2": 0.269, "X3": 0.34501, "Y3": 0.2858, "X4": 0.32075, "Y4": 0.2848, "page": 0, "Index": 71}, {"Word": "PA-8's", "Confidence": 0.992, "X1": 0.35175, "Y1": 0.2692, "X2": 0.41779, "Y2": 0.269, "X3": 0.41779, "Y3": 0.2858, "X4": 0.35175, "Y4": 0.2858, "page": 0, "Index": 72}, {"Word": "(191,000", "Confidence": 0.985, "X1": 0.42722, "Y1": 0.2692, "X2": 0.50943, "Y2": 0.269, "X3": 0.50943, "Y3": 0.2858, "X4": 0.42588, "Y4": 0.2858, "page": 0, "Index": 73}, {"Word": "cigts./shift).", "Confidence": 0.963, "X1": 0.51617, "Y1": 0.2712, "X2": 0.66442, "Y2": 0.271, "X3": 0.66442, "Y3": 0.2878, "X4": 0.51617, "Y4": 0.2858, "page": 0, "Index": 74}, {"Word": "3.", "Confidence": 0.995, "X1": 0.1186, "Y1": 0.3002, "X2": 0.14016, "Y2": 0.3, "X3": 0.14016, "Y3": 0.3178, "X4": 0.1186, "Y4": 0.3178, "page": 0, "Index": 75}, {"Word": "Technicon's", "Confidence": 0.991, "X1": 0.15768, "Y1": 0.3012, "X2": 0.27358, "Y2": 0.301, "X3": 0.27358, "Y3": 0.3178, "X4": 0.15768, "Y4": 0.3178, "page": 0, "Index": 76}, {"Word": "representative", "Confidence": 0.992, "X1": 0.28032, "Y1": 0.3012, "X2": 0.42722, "Y2": 0.301, "X3": 0.42722, "Y3": 0.3178, "X4": 0.28032, "Y4": 0.3178, "page": 0, "Index": 77}, {"Word": "presented", "Confidence": 0.994, "X1": 0.43531, "Y1": 0.3022, "X2": 0.52965, "Y2": 0.302, "X3": 0.52965, "Y3": 0.3178, "X4": 0.43396, "Y4": 0.3178, "page": 0, "Index": 78}, {"Word": "a", "Confidence": 0.994, "X1": 0.53774, "Y1": 0.3022, "X2": 0.54987, "Y2": 0.302, "X3": 0.54987, "Y3": 0.3178, "X4": 0.53774, "Y4": 0.3178, "page": 0, "Index": 79}, {"Word": "training", "Confidence": 0.955, "X1": 0.5593, "Y1": 0.3032, "X2": 0.6442, "Y2": 0.303, "X3": 0.6442, "Y3": 0.3178, "X4": 0.55795, "Y4": 0.3178, "page": 0, "Index": 80}, {"Word": "seminar", "Confidence": 0.994, "X1": 0.65094, "Y1": 0.3032, "X2": 0.72507, "Y2": 0.303, "X3": 0.72507, "Y3": 0.3188, "X4": 0.6496, "Y4": 0.3178, "page": 0, "Index": 81}, {"Word": "on", "Confidence": 0.998, "X1": 0.73181, "Y1": 0.3032, "X2": 0.75741, "Y2": 0.303, "X3": 0.75606, "Y3": 0.3188, "X4": 0.73046, "Y4": 0.3188, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.998, "X1": 0.76415, "Y1": 0.3032, "X2": 0.79784, "Y2": 0.303, "X3": 0.79784, "Y3": 0.3188, "X4": 0.76415, "Y4": 0.3188, "page": 0, "Index": 83}, {"Word": "use,", "Confidence": 0.991, "X1": 0.80323, "Y1": 0.3042, "X2": 0.84771, "Y2": 0.304, "X3": 0.84636, "Y3": 0.3188, "X4": 0.80189, "Y4": 0.3188, "page": 0, "Index": 84}, {"Word": "calibration", "Confidence": 0.994, "X1": 0.16038, "Y1": 0.3172, "X2": 0.27358, "Y2": 0.317, "X3": 0.27358, "Y3": 0.3338, "X4": 0.15903, "Y4": 0.3328, "page": 0, "Index": 85}, {"Word": "and", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.3172, "X2": 0.31536, "Y2": 0.317, "X3": 0.31402, "Y3": 0.3338, "X4": 0.28167, "Y4": 0.3338, "page": 0, "Index": 86}, {"Word": "repair", "Confidence": 0.996, "X1": 0.3221, "Y1": 0.3172, "X2": 0.38814, "Y2": 0.317, "X3": 0.38679, "Y3": 0.3338, "X4": 0.3221, "Y4": 0.3338, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.998, "X1": 0.40431, "Y1": 0.3172, "X2": 0.42857, "Y2": 0.317, "X3": 0.42722, "Y3": 0.3338, "X4": 0.40296, "Y4": 0.3338, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.43531, "Y1": 0.3172, "X2": 0.47035, "Y2": 0.317, "X3": 0.47035, "Y3": 0.3338, "X4": 0.43531, "Y4": 0.3338, "page": 0, "Index": 89}, {"Word": "InfraAnalyzer.", "Confidence": 0.942, "X1": 0.47844, "Y1": 0.3192, "X2": 0.62399, "Y2": 0.319, "X3": 0.62264, "Y3": 0.3348, "X4": 0.47709, "Y4": 0.3338, "page": 0, "Index": 90}, {"Word": "B.", "Confidence": 0.992, "X1": 0.07682, "Y1": 0.3492, "X2": 0.09838, "Y2": 0.349, "X3": 0.09838, "Y3": 0.3658, "X4": 0.07682, "Y4": 0.3658, "page": 0, "Index": 91}, {"Word": "Filter", "Confidence": 0.996, "X1": 0.1159, "Y1": 0.3492, "X2": 0.18059, "Y2": 0.349, "X3": 0.18059, "Y3": 0.3648, "X4": 0.1159, "Y4": 0.3648, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.18733, "Y1": 0.3492, "X2": 0.22102, "Y2": 0.349, "X3": 0.22237, "Y3": 0.3648, "X4": 0.18868, "Y4": 0.3648, "page": 0, "Index": 93}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.3492, "X2": 0.3248, "Y2": 0.349, "X3": 0.3248, "Y3": 0.3648, "X4": 0.22911, "Y4": 0.3648, "page": 0, "Index": 94}, {"Word": "Services", "Confidence": 0.996, "X1": 0.33288, "Y1": 0.3502, "X2": 0.41644, "Y2": 0.35, "X3": 0.41644, "Y3": 0.3658, "X4": 0.33288, "Y4": 0.3648, "page": 0, "Index": 95}, {"Word": "1.", "Confidence": 0.967, "X1": 0.1186, "Y1": 0.3802, "X2": 0.14016, "Y2": 0.38, "X3": 0.14016, "Y3": 0.3978, "X4": 0.1186, "Y4": 0.3978, "page": 0, "Index": 96}, {"Word": "Rejected", "Confidence": 0.971, "X1": 0.15633, "Y1": 0.3812, "X2": 0.24259, "Y2": 0.381, "X3": 0.24259, "Y3": 0.3968, "X4": 0.15633, "Y4": 0.3978, "page": 0, "Index": 97}, {"Word": "Product", "Confidence": 0.995, "X1": 0.24933, "Y1": 0.3822, "X2": 0.31941, "Y2": 0.382, "X3": 0.31941, "Y3": 0.3968, "X4": 0.24933, "Y4": 0.3968, "page": 0, "Index": 98}, {"Word": ":", "Confidence": 0.958, "X1": 0.3248, "Y1": 0.3822, "X2": 0.33693, "Y2": 0.382, "X3": 0.33693, "Y3": 0.3968, "X4": 0.3248, "Y4": 0.3968, "page": 0, "Index": 99}, {"Word": "14.5", "Confidence": 0.984, "X1": 0.21429, "Y1": 0.4132, "X2": 0.25202, "Y2": 0.413, "X3": 0.25202, "Y3": 0.4288, "X4": 0.21294, "Y4": 0.4288, "page": 0, "Index": 100}, {"Word": "pallets", "Confidence": 0.991, "X1": 0.25876, "Y1": 0.4142, "X2": 0.33423, "Y2": 0.414, "X3": 0.33423, "Y3": 0.4298, "X4": 0.25741, "Y4": 0.4288, "page": 0, "Index": 101}, {"Word": "VKS", "Confidence": 0.991, "X1": 0.34097, "Y1": 0.4142, "X2": 0.37736, "Y2": 0.414, "X3": 0.37601, "Y3": 0.4298, "X4": 0.33962, "Y4": 0.4298, "page": 0, "Index": 102}, {"Word": "SCS-III", "Confidence": 0.601, "X1": 0.38275, "Y1": 0.4142, "X2": 0.45822, "Y2": 0.414, "X3": 0.45822, "Y3": 0.4298, "X4": 0.38275, "Y4": 0.4298, "page": 0, "Index": 103}, {"Word": "filters", "Confidence": 0.991, "X1": 0.46631, "Y1": 0.4142, "X2": 0.54043, "Y2": 0.414, "X3": 0.54043, "Y3": 0.4308, "X4": 0.46631, "Y4": 0.4298, "page": 0, "Index": 104}, {"Word": "-", "Confidence": 0.993, "X1": 0.54852, "Y1": 0.4142, "X2": 0.56065, "Y2": 0.414, "X3": 0.56065, "Y3": 0.4308, "X4": 0.54852, "Y4": 0.4308, "page": 0, "Index": 105}, {"Word": "low", "Confidence": 0.971, "X1": 0.56873, "Y1": 0.4142, "X2": 0.60243, "Y2": 0.414, "X3": 0.60108, "Y3": 0.4308, "X4": 0.56873, "Y4": 0.4308, "page": 0, "Index": 106}, {"Word": "draft", "Confidence": 0.994, "X1": 0.60782, "Y1": 0.4142, "X2": 0.66307, "Y2": 0.414, "X3": 0.66307, "Y3": 0.4308, "X4": 0.60782, "Y4": 0.4308, "page": 0, "Index": 107}, {"Word": "(7/21", "Confidence": 0.993, "X1": 0.67251, "Y1": 0.4142, "X2": 0.72507, "Y2": 0.414, "X3": 0.72507, "Y3": 0.4308, "X4": 0.67251, "Y4": 0.4308, "page": 0, "Index": 108}, {"Word": "-", "Confidence": 0.993, "X1": 0.73315, "Y1": 0.4142, "X2": 0.74528, "Y2": 0.414, "X3": 0.74528, "Y3": 0.4308, "X4": 0.73181, "Y4": 0.4308, "page": 0, "Index": 109}, {"Word": "30/81)", "Confidence": 0.991, "X1": 0.75337, "Y1": 0.4142, "X2": 0.81671, "Y2": 0.414, "X3": 0.81671, "Y3": 0.4318, "X4": 0.75337, "Y4": 0.4308, "page": 0, "Index": 110}, {"Word": "24", "Confidence": 0.994, "X1": 0.21024, "Y1": 0.4292, "X2": 0.23315, "Y2": 0.429, "X3": 0.23315, "Y3": 0.4418, "X4": 0.21024, "Y4": 0.4418, "page": 0, "Index": 111}, {"Word": "pallets", "Confidence": 0.991, "X1": 0.26011, "Y1": 0.4312, "X2": 0.33288, "Y2": 0.431, "X3": 0.33288, "Y3": 0.4448, "X4": 0.26011, "Y4": 0.4448, "page": 0, "Index": 112}, {"Word": "VM", "Confidence": 0.783, "X1": 0.34232, "Y1": 0.4312, "X2": 0.36523, "Y2": 0.431, "X3": 0.36523, "Y3": 0.4448, "X4": 0.34097, "Y4": 0.4448, "page": 0, "Index": 113}, {"Word": "SCS-III", "Confidence": 0.437, "X1": 0.38275, "Y1": 0.4302, "X2": 0.45957, "Y2": 0.43, "X3": 0.45822, "Y3": 0.4448, "X4": 0.38275, "Y4": 0.4448, "page": 0, "Index": 114}, {"Word": "filters", "Confidence": 0.994, "X1": 0.46765, "Y1": 0.4302, "X2": 0.53908, "Y2": 0.43, "X3": 0.53908, "Y3": 0.4448, "X4": 0.46631, "Y4": 0.4448, "page": 0, "Index": 115}, {"Word": "-", "Confidence": 0.931, "X1": 0.54852, "Y1": 0.4302, "X2": 0.56065, "Y2": 0.43, "X3": 0.5593, "Y3": 0.4448, "X4": 0.54852, "Y4": 0.4448, "page": 0, "Index": 116}, {"Word": "low", "Confidence": 0.965, "X1": 0.57008, "Y1": 0.4302, "X2": 0.60108, "Y2": 0.43, "X3": 0.60108, "Y3": 0.4448, "X4": 0.57008, "Y4": 0.4448, "page": 0, "Index": 117}, {"Word": "draft", "Confidence": 0.996, "X1": 0.60782, "Y1": 0.4302, "X2": 0.66307, "Y2": 0.43, "X3": 0.66307, "Y3": 0.4458, "X4": 0.60782, "Y4": 0.4458, "page": 0, "Index": 118}, {"Word": "(7/21", "Confidence": 0.957, "X1": 0.67251, "Y1": 0.4312, "X2": 0.72507, "Y2": 0.431, "X3": 0.72507, "Y3": 0.4458, "X4": 0.67251, "Y4": 0.4458, "page": 0, "Index": 119}, {"Word": "-", "Confidence": 0.994, "X1": 0.7345, "Y1": 0.4312, "X2": 0.74528, "Y2": 0.431, "X3": 0.74528, "Y3": 0.4458, "X4": 0.73315, "Y4": 0.4458, "page": 0, "Index": 120}, {"Word": "30/81)", "Confidence": 0.968, "X1": 0.75337, "Y1": 0.4312, "X2": 0.81671, "Y2": 0.431, "X3": 0.81536, "Y3": 0.4468, "X4": 0.75337, "Y4": 0.4458, "page": 0, "Index": 121}, {"Word": "35", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.4442, "X2": 0.23181, "Y2": 0.444, "X3": 0.23315, "Y3": 0.4578, "X4": 0.21159, "Y4": 0.4588, "page": 0, "Index": 122}, {"Word": "pallets", "Confidence": 0.678, "X1": 0.26146, "Y1": 0.4462, "X2": 0.33423, "Y2": 0.446, "X3": 0.33423, "Y3": 0.4618, "X4": 0.26146, "Y4": 0.4618, "page": 0, "Index": 123}, {"Word": "V100", "Confidence": 0.744, "X1": 0.33962, "Y1": 0.4462, "X2": 0.38544, "Y2": 0.446, "X3": 0.38544, "Y3": 0.4618, "X4": 0.34097, "Y4": 0.4618, "page": 0, "Index": 124}, {"Word": "SCS-III", "Confidence": 0.632, "X1": 0.39353, "Y1": 0.4462, "X2": 0.469, "Y2": 0.446, "X3": 0.469, "Y3": 0.4618, "X4": 0.39353, "Y4": 0.4618, "page": 0, "Index": 125}, {"Word": "filters", "Confidence": 0.812, "X1": 0.47574, "Y1": 0.4462, "X2": 0.55121, "Y2": 0.446, "X3": 0.55121, "Y3": 0.4618, "X4": 0.47709, "Y4": 0.4618, "page": 0, "Index": 126}, {"Word": "-", "Confidence": 0.994, "X1": 0.55795, "Y1": 0.4462, "X2": 0.57143, "Y2": 0.446, "X3": 0.57143, "Y3": 0.4628, "X4": 0.5593, "Y4": 0.4618, "page": 0, "Index": 127}, {"Word": "low", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.4462, "X2": 0.61186, "Y2": 0.446, "X3": 0.61186, "Y3": 0.4628, "X4": 0.57951, "Y4": 0.4628, "page": 0, "Index": 128}, {"Word": "draft", "Confidence": 0.995, "X1": 0.6186, "Y1": 0.4462, "X2": 0.6752, "Y2": 0.446, "X3": 0.6752, "Y3": 0.4628, "X4": 0.6186, "Y4": 0.4628, "page": 0, "Index": 129}, {"Word": "(7/21", "Confidence": 0.994, "X1": 0.68329, "Y1": 0.4462, "X2": 0.7372, "Y2": 0.446, "X3": 0.7372, "Y3": 0.4628, "X4": 0.68329, "Y4": 0.4628, "page": 0, "Index": 130}, {"Word": "-", "Confidence": 0.971, "X1": 0.74259, "Y1": 0.4462, "X2": 0.75606, "Y2": 0.446, "X3": 0.75606, "Y3": 0.4628, "X4": 0.74259, "Y4": 0.4628, "page": 0, "Index": 131}, {"Word": "30/81)", "Confidence": 0.941, "X1": 0.76415, "Y1": 0.4462, "X2": 0.82749, "Y2": 0.446, "X3": 0.82749, "Y3": 0.4638, "X4": 0.76415, "Y4": 0.4628, "page": 0, "Index": 132}, {"Word": "20", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.4772, "X2": 0.23181, "Y2": 0.477, "X3": 0.23181, "Y3": 0.4918, "X4": 0.21159, "Y4": 0.4918, "page": 0, "Index": 133}, {"Word": "cases", "Confidence": 0.997, "X1": 0.26146, "Y1": 0.4782, "X2": 0.31402, "Y2": 0.478, "X3": 0.31267, "Y3": 0.4928, "X4": 0.26011, "Y4": 0.4918, "page": 0, "Index": 134}, {"Word": "NOW", "Confidence": 0.979, "X1": 0.3221, "Y1": 0.4782, "X2": 0.35445, "Y2": 0.478, "X3": 0.3531, "Y3": 0.4928, "X4": 0.32075, "Y4": 0.4928, "page": 0, "Index": 135}, {"Word": "M", "Confidence": 0.991, "X1": 0.36119, "Y1": 0.4782, "X2": 0.37332, "Y2": 0.478, "X3": 0.37197, "Y3": 0.4938, "X4": 0.35984, "Y4": 0.4928, "page": 0, "Index": 136}, {"Word": "100's", "Confidence": 0.997, "X1": 0.3841, "Y1": 0.4792, "X2": 0.43666, "Y2": 0.479, "X3": 0.43666, "Y3": 0.4938, "X4": 0.38275, "Y4": 0.4938, "page": 0, "Index": 137}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.44609, "Y1": 0.4792, "X2": 0.54987, "Y2": 0.479, "X3": 0.54987, "Y3": 0.4948, "X4": 0.44474, "Y4": 0.4938, "page": 0, "Index": 138}, {"Word": "-", "Confidence": 0.995, "X1": 0.56065, "Y1": 0.4792, "X2": 0.57278, "Y2": 0.479, "X3": 0.57143, "Y3": 0.4948, "X4": 0.5593, "Y4": 0.4948, "page": 0, "Index": 139}, {"Word": "low", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.4792, "X2": 0.61186, "Y2": 0.479, "X3": 0.61186, "Y3": 0.4948, "X4": 0.57817, "Y4": 0.4948, "page": 0, "Index": 140}, {"Word": "moisture", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.4782, "X2": 0.70485, "Y2": 0.478, "X3": 0.7035, "Y3": 0.4948, "X4": 0.6186, "Y4": 0.4948, "page": 0, "Index": 141}, {"Word": "(7/23", "Confidence": 0.848, "X1": 0.71429, "Y1": 0.4782, "X2": 0.76685, "Y2": 0.478, "X3": 0.7655, "Y3": 0.4938, "X4": 0.71429, "Y4": 0.4948, "page": 0, "Index": 142}, {"Word": "-", "Confidence": 0.995, "X1": 0.77493, "Y1": 0.4782, "X2": 0.78706, "Y2": 0.478, "X3": 0.78706, "Y3": 0.4938, "X4": 0.77493, "Y4": 0.4938, "page": 0, "Index": 143}, {"Word": "30/81)", "Confidence": 0.951, "X1": 0.7965, "Y1": 0.4782, "X2": 0.85849, "Y2": 0.478, "X3": 0.85849, "Y3": 0.4938, "X4": 0.79515, "Y4": 0.4938, "page": 0, "Index": 144}, {"Word": "20", "Confidence": 0.983, "X1": 0.21294, "Y1": 0.4922, "X2": 0.22911, "Y2": 0.492, "X3": 0.22911, "Y3": 0.5048, "X4": 0.21294, "Y4": 0.5058, "page": 0, "Index": 145}, {"Word": "cases", "Confidence": 0.997, "X1": 0.2628, "Y1": 0.4952, "X2": 0.31402, "Y2": 0.495, "X3": 0.31267, "Y3": 0.5088, "X4": 0.26146, "Y4": 0.5088, "page": 0, "Index": 146}, {"Word": "NOW", "Confidence": 0.998, "X1": 0.31941, "Y1": 0.4952, "X2": 0.35445, "Y2": 0.495, "X3": 0.3531, "Y3": 0.5098, "X4": 0.31941, "Y4": 0.5088, "page": 0, "Index": 147}, {"Word": "100's", "Confidence": 0.997, "X1": 0.36388, "Y1": 0.4952, "X2": 0.41644, "Y2": 0.495, "X3": 0.41509, "Y3": 0.5098, "X4": 0.36388, "Y4": 0.5098, "page": 0, "Index": 148}, {"Word": "cigarettes", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.4952, "X2": 0.52965, "Y2": 0.495, "X3": 0.5283, "Y3": 0.5108, "X4": 0.42318, "Y4": 0.5098, "page": 0, "Index": 149}, {"Word": "-", "Confidence": 0.971, "X1": 0.53774, "Y1": 0.4952, "X2": 0.54987, "Y2": 0.495, "X3": 0.54987, "Y3": 0.5108, "X4": 0.53774, "Y4": 0.5108, "page": 0, "Index": 150}, {"Word": "high", "Confidence": 0.989, "X1": 0.55795, "Y1": 0.4952, "X2": 0.60108, "Y2": 0.495, "X3": 0.59973, "Y3": 0.5108, "X4": 0.5566, "Y4": 0.5108, "page": 0, "Index": 151}, {"Word": "moisture", "Confidence": 0.995, "X1": 0.60782, "Y1": 0.4952, "X2": 0.69407, "Y2": 0.495, "X3": 0.69272, "Y3": 0.5108, "X4": 0.60782, "Y4": 0.5108, "page": 0, "Index": 152}, {"Word": "(7/23", "Confidence": 0.925, "X1": 0.7035, "Y1": 0.4952, "X2": 0.75606, "Y2": 0.495, "X3": 0.75472, "Y3": 0.5108, "X4": 0.70216, "Y4": 0.5108, "page": 0, "Index": 153}, {"Word": "-", "Confidence": 0.93, "X1": 0.76415, "Y1": 0.4952, "X2": 0.77628, "Y2": 0.495, "X3": 0.77493, "Y3": 0.5108, "X4": 0.7628, "Y4": 0.5108, "page": 0, "Index": 154}, {"Word": "30/81)", "Confidence": 0.994, "X1": 0.78437, "Y1": 0.4952, "X2": 0.84771, "Y2": 0.495, "X3": 0.84636, "Y3": 0.5098, "X4": 0.78437, "Y4": 0.5108, "page": 0, "Index": 155}, {"Word": "3", "Confidence": 0.995, "X1": 0.21968, "Y1": 0.5252, "X2": 0.23181, "Y2": 0.525, "X3": 0.23181, "Y3": 0.5398, "X4": 0.21968, "Y4": 0.5398, "page": 0, "Index": 156}, {"Word": "cases", "Confidence": 0.992, "X1": 0.26011, "Y1": 0.5272, "X2": 0.31402, "Y2": 0.527, "X3": 0.31402, "Y3": 0.5408, "X4": 0.26011, "Y4": 0.5408, "page": 0, "Index": 157}, {"Word": "SALEM", "Confidence": 0.991, "X1": 0.32075, "Y1": 0.5262, "X2": 0.37601, "Y2": 0.526, "X3": 0.37601, "Y3": 0.5418, "X4": 0.32075, "Y4": 0.5418, "page": 0, "Index": 158}, {"Word": "U85's", "Confidence": 0.931, "X1": 0.3814, "Y1": 0.5262, "X2": 0.43801, "Y2": 0.526, "X3": 0.43801, "Y3": 0.5418, "X4": 0.3814, "Y4": 0.5418, "page": 0, "Index": 159}, {"Word": "cigarettes", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.5262, "X2": 0.55121, "Y2": 0.526, "X3": 0.55121, "Y3": 0.5428, "X4": 0.44474, "Y4": 0.5418, "page": 0, "Index": 160}, {"Word": "-", "Confidence": 0.892, "X1": 0.5593, "Y1": 0.5262, "X2": 0.57143, "Y2": 0.526, "X3": 0.57143, "Y3": 0.5428, "X4": 0.55795, "Y4": 0.5428, "page": 0, "Index": 161}, {"Word": "insufficient", "Confidence": 0.991, "X1": 0.57951, "Y1": 0.5252, "X2": 0.7062, "Y2": 0.525, "X3": 0.70485, "Y3": 0.5428, "X4": 0.57951, "Y4": 0.5428, "page": 0, "Index": 162}, {"Word": "glue", "Confidence": 0.991, "X1": 0.71159, "Y1": 0.5252, "X2": 0.75606, "Y2": 0.525, "X3": 0.75606, "Y3": 0.5438, "X4": 0.71159, "Y4": 0.5428, "page": 0, "Index": 163}, {"Word": "(7/23", "Confidence": 0.994, "X1": 0.7655, "Y1": 0.5252, "X2": 0.81806, "Y2": 0.525, "X3": 0.81671, "Y3": 0.5438, "X4": 0.7655, "Y4": 0.5438, "page": 0, "Index": 164}, {"Word": "-", "Confidence": 0.992, "X1": 0.8248, "Y1": 0.5252, "X2": 0.83827, "Y2": 0.525, "X3": 0.83693, "Y3": 0.5438, "X4": 0.8248, "Y4": 0.5438, "page": 0, "Index": 165}, {"Word": "30/81)", "Confidence": 0.993, "X1": 0.84636, "Y1": 0.5262, "X2": 0.9097, "Y2": 0.526, "X3": 0.9097, "Y3": 0.5438, "X4": 0.84501, "Y4": 0.5438, "page": 0, "Index": 166}, {"Word": "Excessive", "Confidence": 0.993, "X1": 0.15903, "Y1": 0.5572, "X2": 0.25202, "Y2": 0.557, "X3": 0.25202, "Y3": 0.5728, "X4": 0.15903, "Y4": 0.5718, "page": 0, "Index": 167}, {"Word": "SCS-III", "Confidence": 0.49, "X1": 0.25876, "Y1": 0.5582, "X2": 0.33423, "Y2": 0.558, "X3": 0.33558, "Y3": 0.5738, "X4": 0.26011, "Y4": 0.5728, "page": 0, "Index": 168}, {"Word": "filters", "Confidence": 0.981, "X1": 0.34232, "Y1": 0.5582, "X2": 0.41644, "Y2": 0.558, "X3": 0.41644, "Y3": 0.5748, "X4": 0.34232, "Y4": 0.5738, "page": 0, "Index": 169}, {"Word": "rejects", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.5582, "X2": 0.49865, "Y2": 0.558, "X3": 0.49865, "Y3": 0.5748, "X4": 0.42453, "Y4": 0.5748, "page": 0, "Index": 170}, {"Word": "required", "Confidence": 0.912, "X1": 0.50674, "Y1": 0.5592, "X2": 0.59164, "Y2": 0.559, "X3": 0.59164, "Y3": 0.5758, "X4": 0.50674, "Y4": 0.5748, "page": 0, "Index": 171}, {"Word": "temporary", "Confidence": 0.993, "X1": 0.59838, "Y1": 0.5592, "X2": 0.69407, "Y2": 0.559, "X3": 0.69407, "Y3": 0.5758, "X4": 0.59973, "Y4": 0.5758, "page": 0, "Index": 172}, {"Word": "specification", "Confidence": 0.991, "X1": 0.70216, "Y1": 0.5592, "X2": 0.83827, "Y2": 0.559, "X3": 0.83827, "Y3": 0.5748, "X4": 0.70216, "Y4": 0.5758, "page": 0, "Index": 173}, {"Word": "adjustments", "Confidence": 0.993, "X1": 0.84636, "Y1": 0.5592, "X2": 0.96092, "Y2": 0.559, "X3": 0.96092, "Y3": 0.5738, "X4": 0.84636, "Y4": 0.5748, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.15903, "Y1": 0.5742, "X2": 0.18059, "Y2": 0.574, "X3": 0.17925, "Y3": 0.5888, "X4": 0.15768, "Y4": 0.5888, "page": 0, "Index": 175}, {"Word": "maintain", "Confidence": 0.994, "X1": 0.18733, "Y1": 0.5742, "X2": 0.27224, "Y2": 0.574, "X3": 0.27089, "Y3": 0.5898, "X4": 0.18598, "Y4": 0.5888, "page": 0, "Index": 176}, {"Word": "V100's", "Confidence": 0.788, "X1": 0.28032, "Y1": 0.5742, "X2": 0.34501, "Y2": 0.574, "X3": 0.34367, "Y3": 0.5898, "X4": 0.27898, "Y4": 0.5898, "page": 0, "Index": 177}, {"Word": "production.", "Confidence": 0.991, "X1": 0.35175, "Y1": 0.5742, "X2": 0.469, "Y2": 0.574, "X3": 0.46765, "Y3": 0.5908, "X4": 0.3504, "Y4": 0.5898, "page": 0, "Index": 178}, {"Word": "Low", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.5742, "X2": 0.51078, "Y2": 0.574, "X3": 0.51078, "Y3": 0.5908, "X4": 0.47574, "Y4": 0.5908, "page": 0, "Index": 179}, {"Word": "air", "Confidence": 0.997, "X1": 0.51887, "Y1": 0.5742, "X2": 0.55256, "Y2": 0.574, "X3": 0.55121, "Y3": 0.5908, "X4": 0.51752, "Y4": 0.5908, "page": 0, "Index": 180}, {"Word": "dilution", "Confidence": 0.991, "X1": 0.55795, "Y1": 0.5752, "X2": 0.6442, "Y2": 0.575, "X3": 0.64286, "Y3": 0.5918, "X4": 0.55795, "Y4": 0.5908, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.991, "X1": 0.65229, "Y1": 0.5752, "X2": 0.6779, "Y2": 0.575, "X3": 0.67655, "Y3": 0.5918, "X4": 0.65094, "Y4": 0.5918, "page": 0, "Index": 182}, {"Word": "NOW", "Confidence": 0.997, "X1": 0.68194, "Y1": 0.5752, "X2": 0.71563, "Y2": 0.575, "X3": 0.71429, "Y3": 0.5918, "X4": 0.68194, "Y4": 0.5918, "page": 0, "Index": 183}, {"Word": "100's", "Confidence": 0.997, "X1": 0.72507, "Y1": 0.5752, "X2": 0.77763, "Y2": 0.575, "X3": 0.77763, "Y3": 0.5918, "X4": 0.72372, "Y4": 0.5918, "page": 0, "Index": 184}, {"Word": "caused", "Confidence": 0.997, "X1": 0.78571, "Y1": 0.5752, "X2": 0.84906, "Y2": 0.575, "X3": 0.84906, "Y3": 0.5918, "X4": 0.78437, "Y4": 0.5918, "page": 0, "Index": 185}, {"Word": "high", "Confidence": 0.979, "X1": 0.8558, "Y1": 0.5752, "X2": 0.90162, "Y2": 0.575, "X3": 0.90162, "Y3": 0.5918, "X4": 0.85445, "Y4": 0.5918, "page": 0, "Index": 186}, {"Word": "tars.", "Confidence": 0.997, "X1": 0.16173, "Y1": 0.5912, "X2": 0.21294, "Y2": 0.591, "X3": 0.21294, "Y3": 0.6038, "X4": 0.16038, "Y4": 0.6038, "page": 0, "Index": 187}, {"Word": "C.", "Confidence": 0.998, "X1": 0.07817, "Y1": 0.6212, "X2": 0.09973, "Y2": 0.621, "X3": 0.10108, "Y3": 0.6378, "X4": 0.07817, "Y4": 0.6388, "page": 0, "Index": 188}, {"Word": "Wrapping", "Confidence": 0.995, "X1": 0.11456, "Y1": 0.6212, "X2": 0.2035, "Y2": 0.621, "X3": 0.2035, "Y3": 0.6378, "X4": 0.1159, "Y4": 0.6378, "page": 0, "Index": 189}, {"Word": "Materials", "Confidence": 0.991, "X1": 0.20755, "Y1": 0.6212, "X2": 0.30458, "Y2": 0.621, "X3": 0.30458, "Y3": 0.6368, "X4": 0.20755, "Y4": 0.6378, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.31402, "Y1": 0.6212, "X2": 0.34636, "Y2": 0.621, "X3": 0.34636, "Y3": 0.6368, "X4": 0.31402, "Y4": 0.6368, "page": 0, "Index": 191}, {"Word": "Moisture", "Confidence": 0.995, "X1": 0.3531, "Y1": 0.6212, "X2": 0.43935, "Y2": 0.621, "X3": 0.43935, "Y3": 0.6378, "X4": 0.3531, "Y4": 0.6368, "page": 0, "Index": 192}, {"Word": "Services", "Confidence": 0.996, "X1": 0.44609, "Y1": 0.6222, "X2": 0.53235, "Y2": 0.622, "X3": 0.53235, "Y3": 0.6378, "X4": 0.44609, "Y4": 0.6378, "page": 0, "Index": 193}, {"Word": "1.", "Confidence": 0.931, "X1": 0.11995, "Y1": 0.6522, "X2": 0.14151, "Y2": 0.652, "X3": 0.14151, "Y3": 0.6688, "X4": 0.11995, "Y4": 0.6688, "page": 0, "Index": 194}, {"Word": "Rejected", "Confidence": 0.995, "X1": 0.15768, "Y1": 0.6532, "X2": 0.24528, "Y2": 0.653, "X3": 0.24528, "Y3": 0.6698, "X4": 0.15903, "Y4": 0.6698, "page": 0, "Index": 195}, {"Word": "Product:", "Confidence": 0.995, "X1": 0.25067, "Y1": 0.6532, "X2": 0.33827, "Y2": 0.653, "X3": 0.33827, "Y3": 0.6688, "X4": 0.25067, "Y4": 0.6688, "page": 0, "Index": 196}, {"Word": "Continental", "Confidence": 0.952, "X1": 0.16038, "Y1": 0.6862, "X2": 0.27628, "Y2": 0.686, "X3": 0.27628, "Y3": 0.7008, "X4": 0.16038, "Y4": 0.7008, "page": 0, "Index": 197}, {"Word": "Group", "Confidence": 0.997, "X1": 0.28167, "Y1": 0.6862, "X2": 0.33693, "Y2": 0.686, "X3": 0.33558, "Y3": 0.7008, "X4": 0.28167, "Y4": 0.7008, "page": 0, "Index": 198}, {"Word": "-", "Confidence": 0.947, "X1": 0.34367, "Y1": 0.6862, "X2": 0.35714, "Y2": 0.686, "X3": 0.3558, "Y3": 0.7008, "X4": 0.34367, "Y4": 0.7008, "page": 0, "Index": 199}, {"Word": "SALEM", "Confidence": 0.994, "X1": 0.36388, "Y1": 0.6852, "X2": 0.41779, "Y2": 0.685, "X3": 0.41779, "Y3": 0.7008, "X4": 0.36388, "Y4": 0.7008, "page": 0, "Index": 200}, {"Word": "100's", "Confidence": 0.981, "X1": 0.42722, "Y1": 0.6852, "X2": 0.47978, "Y2": 0.685, "X3": 0.47978, "Y3": 0.7008, "X4": 0.42588, "Y4": 0.7008, "page": 0, "Index": 201}, {"Word": "cases", "Confidence": 0.995, "X1": 0.48787, "Y1": 0.6852, "X2": 0.54178, "Y2": 0.685, "X3": 0.54178, "Y3": 0.7008, "X4": 0.48652, "Y4": 0.7008, "page": 0, "Index": 202}, {"Word": "-", "Confidence": 0.991, "X1": 0.54987, "Y1": 0.6852, "X2": 0.56199, "Y2": 0.685, "X3": 0.56199, "Y3": 0.7008, "X4": 0.54987, "Y4": 0.7008, "page": 0, "Index": 203}, {"Word": "10", "Confidence": 0.943, "X1": 0.57008, "Y1": 0.6852, "X2": 0.59299, "Y2": 0.685, "X3": 0.59299, "Y3": 0.7018, "X4": 0.57008, "Y4": 0.7018, "page": 0, "Index": 204}, {"Word": "pallets", "Confidence": 0.678, "X1": 0.59973, "Y1": 0.6852, "X2": 0.6752, "Y2": 0.685, "X3": 0.6752, "Y3": 0.7018, "X4": 0.59838, "Y4": 0.7018, "page": 0, "Index": 205}, {"Word": "on", "Confidence": 0.992, "X1": 0.68194, "Y1": 0.6852, "X2": 0.7062, "Y2": 0.685, "X3": 0.7062, "Y3": 0.7018, "X4": 0.68194, "Y4": 0.7018, "page": 0, "Index": 206}, {"Word": "hold", "Confidence": 0.986, "X1": 0.71294, "Y1": 0.6852, "X2": 0.75741, "Y2": 0.685, "X3": 0.75606, "Y3": 0.7018, "X4": 0.71159, "Y4": 0.7018, "page": 0, "Index": 207}, {"Word": "(production", "Confidence": 0.991, "X1": 0.76819, "Y1": 0.6852, "X2": 0.88005, "Y2": 0.685, "X3": 0.88005, "Y3": 0.7028, "X4": 0.76685, "Y4": 0.7028, "page": 0, "Index": 208}, {"Word": "consideration)", "Confidence": 0.986, "X1": 0.19003, "Y1": 0.7022, "X2": 0.33558, "Y2": 0.702, "X3": 0.33558, "Y3": 0.7158, "X4": 0.19003, "Y4": 0.7158, "page": 0, "Index": 209}, {"Word": "-", "Confidence": 0.993, "X1": 0.34367, "Y1": 0.7022, "X2": 0.35445, "Y2": 0.702, "X3": 0.3558, "Y3": 0.7158, "X4": 0.34501, "Y4": 0.7158, "page": 0, "Index": 210}, {"Word": "poor", "Confidence": 0.988, "X1": 0.36388, "Y1": 0.7032, "X2": 0.40701, "Y2": 0.703, "X3": 0.40701, "Y3": 0.7168, "X4": 0.36388, "Y4": 0.7158, "page": 0, "Index": 211}, {"Word": "score.", "Confidence": 0.993, "X1": 0.41644, "Y1": 0.7042, "X2": 0.48113, "Y2": 0.704, "X3": 0.48113, "Y3": 0.7168, "X4": 0.41644, "Y4": 0.7168, "page": 0, "Index": 212}, {"Word": "Union", "Confidence": 0.996, "X1": 0.16173, "Y1": 0.7182, "X2": 0.21429, "Y2": 0.718, "X3": 0.21429, "Y3": 0.7328, "X4": 0.16173, "Y4": 0.7328, "page": 0, "Index": 213}, {"Word": "Camp", "Confidence": 0.989, "X1": 0.21968, "Y1": 0.7182, "X2": 0.2655, "Y2": 0.718, "X3": 0.2655, "Y3": 0.7328, "X4": 0.21968, "Y4": 0.7328, "page": 0, "Index": 214}, {"Word": "-", "Confidence": 0.994, "X1": 0.27224, "Y1": 0.7182, "X2": 0.28571, "Y2": 0.718, "X3": 0.28571, "Y3": 0.7328, "X4": 0.27224, "Y4": 0.7328, "page": 0, "Index": 215}, {"Word": "WINSTON", "Confidence": 0.991, "X1": 0.29111, "Y1": 0.7182, "X2": 0.36658, "Y2": 0.718, "X3": 0.36658, "Y3": 0.7338, "X4": 0.29111, "Y4": 0.7338, "page": 0, "Index": 216}, {"Word": "100's", "Confidence": 0.996, "X1": 0.37601, "Y1": 0.7182, "X2": 0.42857, "Y2": 0.718, "X3": 0.42857, "Y3": 0.7338, "X4": 0.37601, "Y4": 0.7338, "page": 0, "Index": 217}, {"Word": "cases", "Confidence": 0.995, "X1": 0.43666, "Y1": 0.7182, "X2": 0.49057, "Y2": 0.718, "X3": 0.49057, "Y3": 0.7338, "X4": 0.43666, "Y4": 0.7338, "page": 0, "Index": 218}, {"Word": "-", "Confidence": 0.981, "X1": 0.49865, "Y1": 0.7182, "X2": 0.51213, "Y2": 0.718, "X3": 0.51213, "Y3": 0.7338, "X4": 0.49865, "Y4": 0.7338, "page": 0, "Index": 219}, {"Word": "1/2", "Confidence": 0.815, "X1": 0.51887, "Y1": 0.7182, "X2": 0.55256, "Y2": 0.718, "X3": 0.55121, "Y3": 0.7338, "X4": 0.51887, "Y4": 0.7338, "page": 0, "Index": 220}, {"Word": "pallet", "Confidence": 0.995, "X1": 0.5593, "Y1": 0.7182, "X2": 0.62534, "Y2": 0.718, "X3": 0.62534, "Y3": 0.7338, "X4": 0.5593, "Y4": 0.7338, "page": 0, "Index": 221}, {"Word": "-", "Confidence": 0.994, "X1": 0.63208, "Y1": 0.7182, "X2": 0.64555, "Y2": 0.718, "X3": 0.6442, "Y3": 0.7338, "X4": 0.63208, "Y4": 0.7338, "page": 0, "Index": 222}, {"Word": "no", "Confidence": 0.996, "X1": 0.65094, "Y1": 0.7182, "X2": 0.6752, "Y2": 0.718, "X3": 0.6752, "Y3": 0.7338, "X4": 0.65094, "Y4": 0.7338, "page": 0, "Index": 223}, {"Word": "score", "Confidence": 0.997, "X1": 0.68329, "Y1": 0.7182, "X2": 0.7372, "Y2": 0.718, "X3": 0.73585, "Y3": 0.7348, "X4": 0.68194, "Y4": 0.7338, "page": 0, "Index": 224}, {"Word": "on", "Confidence": 0.998, "X1": 0.74394, "Y1": 0.7182, "X2": 0.76819, "Y2": 0.718, "X3": 0.76819, "Y3": 0.7348, "X4": 0.74394, "Y4": 0.7348, "page": 0, "Index": 225}, {"Word": "end", "Confidence": 0.998, "X1": 0.77493, "Y1": 0.7182, "X2": 0.80997, "Y2": 0.718, "X3": 0.80997, "Y3": 0.7348, "X4": 0.77358, "Y4": 0.7348, "page": 0, "Index": 226}, {"Word": "flap", "Confidence": 0.991, "X1": 0.81806, "Y1": 0.7182, "X2": 0.85984, "Y2": 0.718, "X3": 0.85984, "Y3": 0.7348, "X4": 0.81671, "Y4": 0.7348, "page": 0, "Index": 227}, {"Word": "Weyerhaeuser", "Confidence": 0.958, "X1": 0.16173, "Y1": 0.7342, "X2": 0.28706, "Y2": 0.734, "X3": 0.28706, "Y3": 0.7488, "X4": 0.16173, "Y4": 0.7488, "page": 0, "Index": 228}, {"Word": "-", "Confidence": 0.994, "X1": 0.29245, "Y1": 0.7342, "X2": 0.30593, "Y2": 0.734, "X3": 0.30728, "Y3": 0.7488, "X4": 0.2938, "Y4": 0.7488, "page": 0, "Index": 229}, {"Word": "WINSTON", "Confidence": 0.99, "X1": 0.31536, "Y1": 0.7332, "X2": 0.38949, "Y2": 0.733, "X3": 0.38949, "Y3": 0.7488, "X4": 0.31536, "Y4": 0.7488, "page": 0, "Index": 230}, {"Word": "KS", "Confidence": 0.991, "X1": 0.39757, "Y1": 0.7332, "X2": 0.42183, "Y2": 0.733, "X3": 0.42183, "Y3": 0.7488, "X4": 0.39757, "Y4": 0.7488, "page": 0, "Index": 231}, {"Word": "cases", "Confidence": 0.997, "X1": 0.42722, "Y1": 0.7332, "X2": 0.48248, "Y2": 0.733, "X3": 0.48248, "Y3": 0.7488, "X4": 0.42722, "Y4": 0.7488, "page": 0, "Index": 232}, {"Word": "-", "Confidence": 0.997, "X1": 0.48787, "Y1": 0.7332, "X2": 0.50135, "Y2": 0.733, "X3": 0.50135, "Y3": 0.7488, "X4": 0.48787, "Y4": 0.7488, "page": 0, "Index": 233}, {"Word": "1/4", "Confidence": 0.985, "X1": 0.51078, "Y1": 0.7332, "X2": 0.54313, "Y2": 0.733, "X3": 0.54313, "Y3": 0.7488, "X4": 0.51078, "Y4": 0.7488, "page": 0, "Index": 234}, {"Word": "pallet", "Confidence": 0.992, "X1": 0.55121, "Y1": 0.7332, "X2": 0.61456, "Y2": 0.733, "X3": 0.61456, "Y3": 0.7488, "X4": 0.55121, "Y4": 0.7488, "page": 0, "Index": 235}, {"Word": "-", "Confidence": 0.995, "X1": 0.61995, "Y1": 0.7332, "X2": 0.63342, "Y2": 0.733, "X3": 0.63342, "Y3": 0.7488, "X4": 0.61995, "Y4": 0.7488, "page": 0, "Index": 236}, {"Word": "end", "Confidence": 0.995, "X1": 0.64151, "Y1": 0.7332, "X2": 0.6779, "Y2": 0.733, "X3": 0.6779, "Y3": 0.7488, "X4": 0.64151, "Y4": 0.7488, "page": 0, "Index": 237}, {"Word": "flaps", "Confidence": 0.997, "X1": 0.68329, "Y1": 0.7332, "X2": 0.73854, "Y2": 0.733, "X3": 0.7372, "Y3": 0.7488, "X4": 0.68329, "Y4": 0.7488, "page": 0, "Index": 238}, {"Word": "too", "Confidence": 0.984, "X1": 0.74394, "Y1": 0.7342, "X2": 0.77898, "Y2": 0.734, "X3": 0.77898, "Y3": 0.7488, "X4": 0.74394, "Y4": 0.7488, "page": 0, "Index": 239}, {"Word": "short", "Confidence": 0.997, "X1": 0.78437, "Y1": 0.7342, "X2": 0.83962, "Y2": 0.734, "X3": 0.83962, "Y3": 0.7498, "X4": 0.78437, "Y4": 0.7488, "page": 0, "Index": 240}, {"Word": "Virginia", "Confidence": 0.991, "X1": 0.16038, "Y1": 0.7492, "X2": 0.24259, "Y2": 0.749, "X3": 0.24259, "Y3": 0.7648, "X4": 0.16038, "Y4": 0.7658, "page": 0, "Index": 241}, {"Word": "Folding", "Confidence": 0.995, "X1": 0.25202, "Y1": 0.7492, "X2": 0.32749, "Y2": 0.749, "X3": 0.32615, "Y3": 0.7648, "X4": 0.25067, "Y4": 0.7648, "page": 0, "Index": 242}, {"Word": "Box", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.7492, "X2": 0.36658, "Y2": 0.749, "X3": 0.36658, "Y3": 0.7648, "X4": 0.33288, "Y4": 0.7648, "page": 0, "Index": 243}, {"Word": "-", "Confidence": 0.992, "X1": 0.37601, "Y1": 0.7492, "X2": 0.38814, "Y2": 0.749, "X3": 0.38679, "Y3": 0.7648, "X4": 0.37466, "Y4": 0.7648, "page": 0, "Index": 244}, {"Word": "WINSTON", "Confidence": 0.992, "X1": 0.39218, "Y1": 0.7492, "X2": 0.469, "Y2": 0.749, "X3": 0.469, "Y3": 0.7648, "X4": 0.39218, "Y4": 0.7648, "page": 0, "Index": 245}, {"Word": "CP", "Confidence": 0.996, "X1": 0.47844, "Y1": 0.7492, "X2": 0.5, "Y2": 0.749, "X3": 0.5, "Y3": 0.7648, "X4": 0.47709, "Y4": 0.7648, "page": 0, "Index": 246}, {"Word": "Boxes", "Confidence": 0.997, "X1": 0.50809, "Y1": 0.7492, "X2": 0.56334, "Y2": 0.749, "X3": 0.56199, "Y3": 0.7648, "X4": 0.50674, "Y4": 0.7648, "page": 0, "Index": 247}, {"Word": "-", "Confidence": 0.93, "X1": 0.57008, "Y1": 0.7492, "X2": 0.58356, "Y2": 0.749, "X3": 0.58221, "Y3": 0.7648, "X4": 0.57008, "Y4": 0.7648, "page": 0, "Index": 248}, {"Word": "4", "Confidence": 0.996, "X1": 0.5903, "Y1": 0.7492, "X2": 0.60377, "Y2": 0.749, "X3": 0.60243, "Y3": 0.7648, "X4": 0.58895, "Y4": 0.7648, "page": 0, "Index": 249}, {"Word": "pallets", "Confidence": 0.991, "X1": 0.61051, "Y1": 0.7492, "X2": 0.68598, "Y2": 0.749, "X3": 0.68464, "Y3": 0.7648, "X4": 0.60916, "Y4": 0.7648, "page": 0, "Index": 250}, {"Word": "interlocking", "Confidence": 0.992, "X1": 0.69407, "Y1": 0.7492, "X2": 0.81941, "Y2": 0.749, "X3": 0.81806, "Y3": 0.7658, "X4": 0.69272, "Y4": 0.7648, "page": 0, "Index": 251}, {"Word": "Archer", "Confidence": 0.997, "X1": 0.16038, "Y1": 0.7652, "X2": 0.22237, "Y2": 0.765, "X3": 0.22237, "Y3": 0.7798, "X4": 0.16038, "Y4": 0.7798, "page": 0, "Index": 252}, {"Word": "-", "Confidence": 0.993, "X1": 0.23181, "Y1": 0.7652, "X2": 0.24394, "Y2": 0.765, "X3": 0.24259, "Y3": 0.7798, "X4": 0.23046, "Y4": 0.7798, "page": 0, "Index": 253}, {"Word": "5-3/32\"", "Confidence": 0.981, "X1": 0.25067, "Y1": 0.7652, "X2": 0.3248, "Y2": 0.765, "X3": 0.3248, "Y3": 0.7808, "X4": 0.25067, "Y4": 0.7798, "page": 0, "Index": 254}, {"Word": "Gold", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.7652, "X2": 0.37601, "Y2": 0.765, "X3": 0.37601, "Y3": 0.7808, "X4": 0.33154, "Y4": 0.7808, "page": 0, "Index": 255}, {"Word": "Stripe", "Confidence": 0.992, "X1": 0.38544, "Y1": 0.7652, "X2": 0.45013, "Y2": 0.765, "X3": 0.44879, "Y3": 0.7808, "X4": 0.3841, "Y4": 0.7808, "page": 0, "Index": 256}, {"Word": "Foil", "Confidence": 0.963, "X1": 0.45687, "Y1": 0.7652, "X2": 0.5027, "Y2": 0.765, "X3": 0.50135, "Y3": 0.7808, "X4": 0.45553, "Y4": 0.7808, "page": 0, "Index": 257}, {"Word": "-", "Confidence": 0.856, "X1": 0.51078, "Y1": 0.7652, "X2": 0.52291, "Y2": 0.765, "X3": 0.52156, "Y3": 0.7808, "X4": 0.50943, "Y4": 0.7808, "page": 0, "Index": 258}, {"Word": "7+", "Confidence": 0.956, "X1": 0.52965, "Y1": 0.7652, "X2": 0.55391, "Y2": 0.765, "X3": 0.55256, "Y3": 0.7808, "X4": 0.5283, "Y4": 0.7808, "page": 0, "Index": 259}, {"Word": "pallets", "Confidence": 0.994, "X1": 0.5593, "Y1": 0.7652, "X2": 0.63477, "Y2": 0.765, "X3": 0.63342, "Y3": 0.7808, "X4": 0.55795, "Y4": 0.7808, "page": 0, "Index": 260}, {"Word": "-", "Confidence": 0.991, "X1": 0.64286, "Y1": 0.7652, "X2": 0.65499, "Y2": 0.765, "X3": 0.65364, "Y3": 0.7808, "X4": 0.64151, "Y4": 0.7808, "page": 0, "Index": 261}, {"Word": "narrow", "Confidence": 0.941, "X1": 0.66307, "Y1": 0.7652, "X2": 0.72776, "Y2": 0.765, "X3": 0.72642, "Y3": 0.7808, "X4": 0.66173, "Y4": 0.7808, "page": 0, "Index": 262}, {"Word": "rolls", "Confidence": 0.955, "X1": 0.7345, "Y1": 0.7662, "X2": 0.78841, "Y2": 0.766, "X3": 0.78706, "Y3": 0.7808, "X4": 0.73315, "Y4": 0.7808, "page": 0, "Index": 263}, {"Word": "Archer", "Confidence": 0.997, "X1": 0.16038, "Y1": 0.7812, "X2": 0.22507, "Y2": 0.781, "X3": 0.22372, "Y3": 0.7968, "X4": 0.16038, "Y4": 0.7968, "page": 0, "Index": 264}, {"Word": "-", "Confidence": 0.991, "X1": 0.23181, "Y1": 0.7812, "X2": 0.24394, "Y2": 0.781, "X3": 0.24394, "Y3": 0.7968, "X4": 0.23046, "Y4": 0.7968, "page": 0, "Index": 265}, {"Word": "5-3/4\"", "Confidence": 0.783, "X1": 0.25202, "Y1": 0.7812, "X2": 0.31671, "Y2": 0.781, "X3": 0.31671, "Y3": 0.7968, "X4": 0.25067, "Y4": 0.7968, "page": 0, "Index": 266}, {"Word": "Gold", "Confidence": 0.989, "X1": 0.32345, "Y1": 0.7802, "X2": 0.36658, "Y2": 0.78, "X3": 0.36658, "Y3": 0.7968, "X4": 0.3221, "Y4": 0.7968, "page": 0, "Index": 267}, {"Word": "Stripe", "Confidence": 0.997, "X1": 0.37466, "Y1": 0.7802, "X2": 0.43935, "Y2": 0.78, "X3": 0.43801, "Y3": 0.7968, "X4": 0.37332, "Y4": 0.7968, "page": 0, "Index": 268}, {"Word": "Foil", "Confidence": 0.981, "X1": 0.44744, "Y1": 0.7812, "X2": 0.49191, "Y2": 0.781, "X3": 0.49191, "Y3": 0.7968, "X4": 0.44609, "Y4": 0.7968, "page": 0, "Index": 269}, {"Word": "-", "Confidence": 0.994, "X1": 0.49865, "Y1": 0.7812, "X2": 0.51078, "Y2": 0.781, "X3": 0.50943, "Y3": 0.7968, "X4": 0.4973, "Y4": 0.7968, "page": 0, "Index": 270}, {"Word": "2+", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.7812, "X2": 0.54178, "Y2": 0.781, "X3": 0.54178, "Y3": 0.7968, "X4": 0.51887, "Y4": 0.7968, "page": 0, "Index": 271}, {"Word": "pallets", "Confidence": 0.991, "X1": 0.54987, "Y1": 0.7812, "X2": 0.62534, "Y2": 0.781, "X3": 0.62399, "Y3": 0.7968, "X4": 0.54852, "Y4": 0.7968, "page": 0, "Index": 272}, {"Word": "-", "Confidence": 0.994, "X1": 0.63208, "Y1": 0.7812, "X2": 0.64555, "Y2": 0.781, "X3": 0.6442, "Y3": 0.7968, "X4": 0.63073, "Y4": 0.7968, "page": 0, "Index": 273}, {"Word": "narrow", "Confidence": 0.966, "X1": 0.65094, "Y1": 0.7822, "X2": 0.71833, "Y2": 0.782, "X3": 0.71698, "Y3": 0.7968, "X4": 0.6496, "Y4": 0.7968, "page": 0, "Index": 274}, {"Word": "rolls", "Confidence": 0.846, "X1": 0.72507, "Y1": 0.7822, "X2": 0.77898, "Y2": 0.782, "X3": 0.77763, "Y3": 0.7968, "X4": 0.72372, "Y4": 0.7968, "page": 0, "Index": 275}, {"Word": "(Archer", "Confidence": 0.995, "X1": 0.16173, "Y1": 0.7982, "X2": 0.2345, "Y2": 0.798, "X3": 0.23315, "Y3": 0.8138, "X4": 0.16038, "Y4": 0.8128, "page": 0, "Index": 276}, {"Word": "several", "Confidence": 0.996, "X1": 0.24124, "Y1": 0.7982, "X2": 0.31671, "Y2": 0.798, "X3": 0.31536, "Y3": 0.8138, "X4": 0.23989, "Y4": 0.8138, "page": 0, "Index": 277}, {"Word": "pallets", "Confidence": 0.995, "X1": 0.32345, "Y1": 0.7982, "X2": 0.39757, "Y2": 0.798, "X3": 0.39623, "Y3": 0.8148, "X4": 0.3221, "Y4": 0.8138, "page": 0, "Index": 278}, {"Word": "foil,", "Confidence": 0.993, "X1": 0.40701, "Y1": 0.7982, "X2": 0.46092, "Y2": 0.798, "X3": 0.45957, "Y3": 0.8148, "X4": 0.40566, "Y4": 0.8148, "page": 0, "Index": 279}, {"Word": "wrappers", "Confidence": 0.994, "X1": 0.46496, "Y1": 0.7982, "X2": 0.55256, "Y2": 0.798, "X3": 0.55121, "Y3": 0.8148, "X4": 0.46361, "Y4": 0.8148, "page": 0, "Index": 280}, {"Word": "and", "Confidence": 0.998, "X1": 0.5593, "Y1": 0.7982, "X2": 0.59299, "Y2": 0.798, "X3": 0.59299, "Y3": 0.8138, "X4": 0.55795, "Y4": 0.8148, "page": 0, "Index": 281}, {"Word": "tipping", "Confidence": 0.995, "X1": 0.60108, "Y1": 0.7972, "X2": 0.67655, "Y2": 0.797, "X3": 0.6752, "Y3": 0.8138, "X4": 0.59973, "Y4": 0.8138, "page": 0, "Index": 282}, {"Word": "on", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.7972, "X2": 0.7062, "Y2": 0.797, "X3": 0.70485, "Y3": 0.8138, "X4": 0.68059, "Y4": 0.8138, "page": 0, "Index": 283}, {"Word": "hold)", "Confidence": 0.996, "X1": 0.71294, "Y1": 0.7972, "X2": 0.76819, "Y2": 0.797, "X3": 0.76685, "Y3": 0.8128, "X4": 0.71159, "Y4": 0.8138, "page": 0, "Index": 284}, {"Word": "51335", "Confidence": 0.998, "X1": 0.95687, "Y1": 0.9172, "X2": 0.95553, "Y2": 0.917, "X3": 0.93531, "Y3": 0.9168, "X4": 0.93666, "Y4": 0.8728, "page": 0, "Index": 285}, {"Word": "7968", "Confidence": 0.98, "X1": 0.95418, "Y1": 0.9652, "X2": 0.95148, "Y2": 0.965, "X3": 0.93127, "Y3": 0.9658, "X4": 0.93396, "Y4": 0.9298, "page": 0, "Index": 286}]}
|
"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"
|
ffgy0214
| 0 |
{"lines_data": [{"Word": "BURLINGTON TIMES-NEWS", "Confidence": 0.812, "X1": 0.08947, "Y1": 0.0942, "X2": 0.275, "Y2": 0.094, "X3": 0.275, "Y3": 0.1078, "X4": 0.08947, "Y4": 0.1078, "page": 0}, {"Word": "our most recogilaid @scientists", "Confidence": 0.51775, "X1": 0.52763, "Y1": 0.1002, "X2": 0.73421, "Y2": 0.1, "X3": 0.73553, "Y3": 0.1158, "X4": 0.52763, "Y4": 0.1188, "page": 0}, {"Word": "Burlington, North Carolina", "Confidence": 0.743, "X1": 0.09211, "Y1": 0.1072, "X2": 0.31053, "Y2": 0.107, "X3": 0.31053, "Y3": 0.1208, "X4": 0.09211, "Y4": 0.1208, "page": 0}, {"Word": "and evaluators now In Bit 3319", "Confidence": 0.51983, "X1": 0.52632, "Y1": 0.1012, "X2": 0.78816, "Y2": 0.101, "X3": 0.78947, "Y3": 0.1218, "X4": 0.52763, "Y4": 0.1298, "page": 0}, {"Word": "January 13, 1964", "Confidence": 0.77767, "X1": 0.08947, "Y1": 0.1192, "X2": 0.23026, "Y2": 0.119, "X3": 0.23026, "Y3": 0.1328, "X4": 0.08947, "Y4": 0.1358, "page": 0}, {"Word": "Since Saturday, smokers in", "Confidence": 0.555, "X1": 0.53553, "Y1": 0.1292, "X2": 0.73816, "Y2": 0.129, "X3": 0.73816, "Y3": 0.1418, "X4": 0.53553, "Y4": 0.1428, "page": 0}, {"Word": "general have been giving con-", "Confidence": 0.8734, "X1": 0.52895, "Y1": 0.1422, "X2": 0.73947, "Y2": 0.142, "X3": 0.74079, "Y3": 0.1558, "X4": 0.53026, "Y4": 0.1558, "page": 0}, {"Word": "Smoking Habit-And Gambling", "Confidence": 0.996, "X1": 0.08684, "Y1": 0.1362, "X2": 0.48026, "Y2": 0.136, "X3": 0.48158, "Y3": 0.1618, "X4": 0.08684, "Y4": 0.1648, "page": 0}, {"Word": "siderable theght to what they", "Confidence": 0.708, "X1": 0.52763, "Y1": 0.1542, "X2": 0.73816, "Y2": 0.154, "X3": 0.73816, "Y3": 0.1678, "X4": 0.52763, "Y4": 0.1678, "page": 0}, {"Word": "A doctor who allowed bis", "Confidence": 0.803, "X1": 0.06447, "Y1": 0.1682, "X2": 0.28421, "Y2": 0.168, "X3": 0.28421, "Y3": 0.1858, "X4": 0.06447, "Y4": 0.1868, "page": 0}, {"Word": "\"But people will keep on smok.", "Confidence": 0.9015, "X1": 0.31316, "Y1": 0.1702, "X2": 0.51579, "Y2": 0.17, "X3": 0.51579, "Y3": 0.1838, "X4": 0.31316, "Y4": 0.1848, "page": 0}, {"Word": "shall do.", "Confidence": 0.921, "X1": 0.51974, "Y1": 0.1682, "X2": 0.58684, "Y2": 0.168, "X3": 0.58684, "Y3": 0.1808, "X4": 0.51974, "Y4": 0.1818, "page": 0}, {"Word": "knowledge of medicine to", "Confidence": 0.88125, "X1": 0.08553, "Y1": 0.1832, "X2": 0.28553, "Y2": 0.183, "X3": 0.28553, "Y3": 0.1968, "X4": 0.08553, "Y4": 0.1978, "page": 0}, {"Word": "ing. We might accept the fact that", "Confidence": 0.967, "X1": 0.29605, "Y1": 0.1822, "X2": 0.51447, "Y2": 0.182, "X3": 0.51447, "Y3": 0.1948, "X4": 0.29605, "Y4": 0.1978, "page": 0}, {"Word": "There will be the effects of to-", "Confidence": 0.86057, "X1": 0.52895, "Y1": 0.1812, "X2": 0.73816, "Y2": 0.181, "X3": 0.73816, "Y3": 0.1938, "X4": 0.52895, "Y4": 0.1948, "page": 0}, {"Word": "bacco stocks. Many people will", "Confidence": 0.858, "X1": 0.51842, "Y1": 0.1942, "X2": 0.73816, "Y2": 0.194, "X3": 0.73816, "Y3": 0.2068, "X4": 0.51842, "Y4": 0.2078, "page": 0}, {"Word": "move side by side with human", "Confidence": 0.86117, "X1": 0.06447, "Y1": 0.1962, "X2": 0.28816, "Y2": 0.196, "X3": 0.28816, "Y3": 0.2098, "X4": 0.06447, "Y4": 0.2118, "page": 0}, {"Word": "lung cancer and other ailments", "Confidence": 0.58, "X1": 0.29605, "Y1": 0.1952, "X2": 0.51447, "Y2": 0.195, "X3": 0.51579, "Y3": 0.2088, "X4": 0.29605, "Y4": 0.2108, "page": 0}, {"Word": "nature, made this observation:", "Confidence": 0.83125, "X1": 0.06447, "Y1": 0.2092, "X2": 0.27237, "Y2": 0.209, "X3": 0.27237, "Y3": 0.2238, "X4": 0.06447, "Y4": 0.2238, "page": 0}, {"Word": "can develop from cigarette amok-", "Confidence": 0.814, "X1": 0.29868, "Y1": 0.2092, "X2": 0.51447, "Y2": 0.209, "X3": 0.51447, "Y3": 0.2218, "X4": 0.29868, "Y4": 0.2228, "page": 0}, {"Word": ",say they are convinced and that", "Confidence": 0.723, "X1": 0.51974, "Y1": 0.2072, "X2": 0.73947, "Y2": 0.207, "X3": 0.73947, "Y3": 0.2198, "X4": 0.51974, "Y4": 0.2218, "page": 0}, {"Word": "ing. But we will say to ourselves", "Confidence": 0.84943, "X1": 0.29737, "Y1": 0.2222, "X2": 0.51316, "Y2": 0.222, "X3": 0.51447, "Y3": 0.2358, "X4": 0.29737, "Y4": 0.2358, "page": 0}, {"Word": "they will not take the chance of", "Confidence": 0.87, "X1": 0.525, "Y1": 0.2192, "X2": 0.73816, "Y2": 0.219, "X3": 0.73816, "Y3": 0.2318, "X4": 0.525, "Y4": 0.2338, "page": 0}, {"Word": "\"The American people are", "Confidence": 0.8015, "X1": 0.07237, "Y1": 0.2232, "X2": 0.28553, "Y2": 0.223, "X3": 0.28553, "Y3": 0.2388, "X4": 0.07237, "Y4": 0.2378, "page": 0}, {"Word": "that it will happen not to us, only", "Confidence": 0.8545, "X1": 0.29737, "Y1": 0.2342, "X2": 0.51711, "Y2": 0.234, "X3": 0.51711, "Y3": 0.2478, "X4": 0.29737, "Y4": 0.2488, "page": 0}, {"Word": "injuring their health. Others, bow-", "Confidence": 0.7784, "X1": 0.51974, "Y1": 0.2332, "X2": 0.73684, "Y2": 0.233, "X3": 0.73684, "Y3": 0.2448, "X4": 0.51974, "Y4": 0.2478, "page": 0}, {"Word": "gamblers at heart, and so are", "Confidence": 0.87783, "X1": 0.06316, "Y1": 0.2352, "X2": 0.28289, "Y2": 0.235, "X3": 0.28289, "Y3": 0.2498, "X4": 0.06316, "Y4": 0.2508, "page": 0}, {"Word": "most of the people of the world.", "Confidence": 0.987, "X1": 0.06053, "Y1": 0.2482, "X2": 0.28684, "Y2": 0.248, "X3": 0.28684, "Y3": 0.2618, "X4": 0.06053, "Y4": 0.2628, "page": 0}, {"Word": "to someone else", "Confidence": 0.59733, "X1": 0.30132, "Y1": 0.2472, "X2": 0.40921, "Y2": 0.247, "X3": 0.40921, "Y3": 0.2618, "X4": 0.30132, "Y4": 0.2618, "page": 0}, {"Word": "over, will show themselves to be", "Confidence": 0.67917, "X1": 0.52763, "Y1": 0.2452, "X2": 0.73816, "Y2": 0.245, "X3": 0.73816, "Y3": 0.2588, "X4": 0.52763, "Y4": 0.2608, "page": 0}, {"Word": "We gamble each time we get into", "Confidence": 0.92771, "X1": 0.06579, "Y1": 0.2622, "X2": 0.28684, "Y2": 0.262, "X3": 0.28684, "Y3": 0.2758, "X4": 0.06579, "Y4": 0.2758, "page": 0}, {"Word": "\"\"No 'scare,\" really, will ellmi-", "Confidence": 0.5672, "X1": 0.31053, "Y1": 0.2602, "X2": 0.51842, "Y2": 0.26, "X3": 0.51842, "Y3": 0.2768, "X4": 0.31053, "Y4": 0.2758, "page": 0}, {"Word": "the gamblers.", "Confidence": 0.903, "X1": 0.52368, "Y1": 0.2592, "X2": 0.61447, "Y2": 0.259, "X3": 0.61447, "Y3": 0.2728, "X4": 0.52368, "Y4": 0.2728, "page": 0}, {"Word": "& car for @ trip. We know there", "Confidence": 0.697, "X1": 0.06579, "Y1": 0.2752, "X2": 0.28421, "Y2": 0.275, "X3": 0.28553, "Y3": 0.2878, "X4": 0.06579, "Y4": 0.2898, "page": 0}, {"Word": "There stil is much research", "Confidence": 0.7786, "X1": 0.53553, "Y1": 0.2712, "X2": 0.73947, "Y2": 0.271, "X3": 0.74079, "Y3": 0.2848, "X4": 0.53553, "Y4": 0.2868, "page": 0}, {"Word": "nate smoking.\"", "Confidence": 0.8085, "X1": 0.30263, "Y1": 0.2752, "X2": 0.41053, "Y2": 0.275, "X3": 0.41053, "Y3": 0.2888, "X4": 0.30263, "Y4": 0.2888, "page": 0}, {"Word": "tre wrecks and that people are", "Confidence": 0.83967, "X1": 0.06579, "Y1": 0.2872, "X2": 0.28684, "Y2": 0.287, "X3": 0.28684, "Y3": 0.3028, "X4": 0.06579, "Y4": 0.3038, "page": 0}, {"Word": "The report Saturday by the", "Confidence": 0.9274, "X1": 0.31184, "Y1": 0.2872, "X2": 0.51184, "Y2": 0.287, "X3": 0.51184, "Y3": 0.3018, "X4": 0.31184, "Y4": 0.3018, "page": 0}, {"Word": "ahead before the tobacco indus-", "Confidence": 0.7472, "X1": 0.525, "Y1": 0.2852, "X2": 0.73816, "Y2": 0.285, "X3": 0.73816, "Y3": 0.2988, "X4": 0.525, "Y4": 0.2998, "page": 0}, {"Word": "injured or killed. Yet this is", "Confidence": 0.819, "X1": 0.06316, "Y1": 0.3002, "X2": 0.28684, "Y2": 0.3, "X3": 0.28684, "Y3": 0.3138, "X4": 0.06316, "Y4": 0.3148, "page": 0}, {"Word": "U. S. Public Health Service told", "Confidence": 0.8225, "X1": 0.30132, "Y1": 0.3012, "X2": 0.51974, "Y2": 0.301, "X3": 0.51974, "Y3": 0.3138, "X4": 0.30132, "Y4": 0.3138, "page": 0}, {"Word": "try must take the full blame for", "Confidence": 0.784, "X1": 0.525, "Y1": 0.2972, "X2": 0.74079, "Y2": 0.297, "X3": 0.74079, "Y3": 0.3108, "X4": 0.525, "Y4": 0.3138, "page": 0}, {"Word": "where our gambling instinct takes", "Confidence": 0.8148, "X1": 0.06579, "Y1": 0.3132, "X2": 0.28816, "Y2": 0.313, "X3": 0.28816, "Y3": 0.3268, "X4": 0.06579, "Y4": 0.3288, "page": 0}, {"Word": "us in some tried and tested fig-", "Confidence": 0.87814, "X1": 0.3, "Y1": 0.3132, "X2": 0.51711, "Y2": 0.313, "X3": 0.51711, "Y3": 0.3268, "X4": 0.3, "Y4": 0.3288, "page": 0}, {"Word": "the huge increase in lung cancer.", "Confidence": 0.83433, "X1": 0.52105, "Y1": 0.3102, "X2": 0.73816, "Y2": 0.31, "X3": 0.73816, "Y3": 0.3248, "X4": 0.52105, "Y4": 0.3248, "page": 0}, {"Word": "For the present, however, the", "Confidence": 0.7984, "X1": 0.51974, "Y1": 0.3232, "X2": 0.74079, "Y2": 0.323, "X3": 0.74079, "Y3": 0.3378, "X4": 0.51974, "Y4": 0.3388, "page": 0}, {"Word": "over, as we think this will not", "Confidence": 0.69443, "X1": 0.06579, "Y1": 0.3262, "X2": 0.28553, "Y2": 0.326, "X3": 0.28553, "Y3": 0.3398, "X4": 0.06579, "Y4": 0.3428, "page": 0}, {"Word": "ures that smoking is against an", "Confidence": 0.85183, "X1": 0.3, "Y1": 0.3272, "X2": 0.51579, "Y2": 0.327, "X3": 0.51579, "Y3": 0.3418, "X4": 0.3, "Y4": 0.3408, "page": 0}, {"Word": "happen to us, only someone else.", "Confidence": 0.86683, "X1": 0.06316, "Y1": 0.3402, "X2": 0.28158, "Y2": 0.34, "X3": 0.28158, "Y3": 0.3528, "X4": 0.06316, "Y4": 0.3538, "page": 0}, {"Word": "individual's health. Evidence had", "Confidence": 0.7965, "X1": 0.30132, "Y1": 0.3402, "X2": 0.51579, "Y2": 0.34, "X3": 0.51579, "Y3": 0.3538, "X4": 0.30132, "Y4": 0.3538, "page": 0}, {"Word": "first major step toward many ad-", "Confidence": 0.8855, "X1": 0.52237, "Y1": 0.3362, "X2": 0.74079, "Y2": 0.336, "X3": 0.74079, "Y3": 0.3488, "X4": 0.52237, "Y4": 0.3508, "page": 0}, {"Word": "\"The same can be applied to", "Confidence": 0.70433, "X1": 0.07105, "Y1": 0.3522, "X2": 0.28816, "Y2": 0.352, "X3": 0.28816, "Y3": 0.3658, "X4": 0.07105, "Y4": 0.3658, "page": 0}, {"Word": "been building for several years,", "Confidence": 0.7382, "X1": 0.29605, "Y1": 0.3532, "X2": 0.51842, "Y2": 0.353, "X3": 0.51842, "Y3": 0.3678, "X4": 0.29605, "Y4": 0.3668, "page": 0}, {"Word": "justments within the industry has", "Confidence": 0.7886, "X1": 0.52368, "Y1": 0.3482, "X2": 0.73947, "Y2": 0.348, "X3": 0.73947, "Y3": 0.3618, "X4": 0.52368, "Y4": 0.3648, "page": 0}, {"Word": "our smolding habits. We can be", "Confidence": 0.85483, "X1": 0.06447, "Y1": 0.3642, "X2": 0.29211, "Y2": 0.364, "X3": 0.29211, "Y3": 0.3778, "X4": 0.06447, "Y4": 0.3808, "page": 0}, {"Word": "been taken. There will be more", "Confidence": 0.79933, "X1": 0.52237, "Y1": 0.3632, "X2": 0.73816, "Y2": 0.363, "X3": 0.73816, "Y3": 0.3758, "X4": 0.52237, "Y4": 0.3758, "page": 0}, {"Word": "leading to the official government", "Confidence": 0.7806, "X1": 0.29474, "Y1": 0.3652, "X2": 0.51711, "Y2": 0.365, "X3": 0.51711, "Y3": 0.3808, "X4": 0.29474, "Y4": 0.3788, "page": 0}, {"Word": "developments and more personal", "Confidence": 0.76625, "X1": 0.52632, "Y1": 0.3752, "X2": 0.73947, "Y2": 0.375, "X3": 0.73947, "Y3": 0.3878, "X4": 0.52632, "Y4": 0.3888, "page": 0}, {"Word": "warned, and we can read all the", "Confidence": 0.949, "X1": 0.06316, "Y1": 0.3782, "X2": 0.28816, "Y2": 0.378, "X3": 0.28816, "Y3": 0.3908, "X4": 0.06316, "Y4": 0.3928, "page": 0}, {"Word": "document.", "Confidence": 0.611, "X1": 0.3, "Y1": 0.3792, "X2": 0.37105, "Y2": 0.379, "X3": 0.37105, "Y3": 0.3928, "X4": 0.3, "Y4": 0.3908, "page": 0}, {"Word": "statistics.", "Confidence": 0.657, "X1": 0.06447, "Y1": 0.3932, "X2": 0.12895, "Y2": 0.393, "X3": 0.12895, "Y3": 0.4038, "X4": 0.06447, "Y4": 0.4048, "page": 0}, {"Word": "But we still found record sales , decisions to be made.", "Confidence": 0.74018, "X1": 0.31053, "Y1": 0.3882, "X2": 0.66053, "Y2": 0.388, "X3": 0.66053, "Y3": 0.4018, "X4": 0.31053, "Y4": 0.4058, "page": 0}, {"Word": "in cigarettes in 1963, showing that", "Confidence": 0.67633, "X1": 0.30132, "Y1": 0.4042, "X2": 0.51711, "Y2": 0.404, "X3": 0.51711, "Y3": 0.4178, "X4": 0.30132, "Y4": 0.4188, "page": 0}, {"Word": "Warnings from the past, how-", "Confidence": 0.859, "X1": 0.53289, "Y1": 0.4012, "X2": 0.73816, "Y2": 0.401, "X3": 0.73816, "Y3": 0.4158, "X4": 0.53289, "Y4": 0.4148, "page": 0}, {"Word": "ever, have had little impact on", "Confidence": 0.86283, "X1": 0.52237, "Y1": 0.4142, "X2": 0.73947, "Y2": 0.414, "X3": 0.73947, "Y3": 0.4278, "X4": 0.52237, "Y4": 0.4288, "page": 0}, {"Word": "while there have been those who", "Confidence": 0.77067, "X1": 0.30132, "Y1": 0.4192, "X2": 0.52105, "Y2": 0.419, "X3": 0.52105, "Y3": 0.4328, "X4": 0.30132, "Y4": 0.4338, "page": 0}, {"Word": "have defeated or curtafled the", "Confidence": 0.7828, "X1": 0.3, "Y1": 0.4312, "X2": 0.52105, "Y2": 0.431, "X3": 0.52105, "Y3": 0.4448, "X4": 0.3, "Y4": 0.4458, "page": 0}, {"Word": "\"the smoker who enjoys his cigar-", "Confidence": 0.6785, "X1": 0.51974, "Y1": 0.4272, "X2": 0.73947, "Y2": 0.427, "X3": 0.73947, "Y3": 0.4398, "X4": 0.51974, "Y4": 0.4408, "page": 0}, {"Word": "'ette and finds it hard to stop. It", "Confidence": 0.93425, "X1": 0.52368, "Y1": 0.4392, "X2": 0.73816, "Y2": 0.439, "X3": 0.73947, "Y3": 0.4518, "X4": 0.52368, "Y4": 0.4538, "page": 0}, {"Word": "habit, others have acquired it.", "Confidence": 0.6544, "X1": 0.30263, "Y1": 0.4462, "X2": 0.49868, "Y2": 0.446, "X3": 0.49868, "Y3": 0.4588, "X4": 0.30263, "Y4": 0.4588, "page": 0}, {"Word": "will be interesting to moe, now,", "Confidence": 0.66167, "X1": 0.51974, "Y1": 0.4532, "X2": 0.73684, "Y2": 0.453, "X3": 0.73684, "Y3": 0.4678, "X4": 0.51974, "Y4": 0.4668, "page": 0}, {"Word": "The new government report is", "Confidence": 0.9306, "X1": 0.30921, "Y1": 0.4592, "X2": 0.51974, "Y2": 0.459, "X3": 0.51974, "Y3": 0.4728, "X4": 0.30921, "Y4": 0.4728, "page": 0}, {"Word": "a shocker in many respects. We", "Confidence": 0.936, "X1": 0.30263, "Y1": 0.4712, "X2": 0.51974, "Y2": 0.471, "X3": 0.51974, "Y3": 0.4858, "X4": 0.30263, "Y4": 0.4858, "page": 0}, {"Word": "whether the government report", "Confidence": 0.8865, "X1": 0.52237, "Y1": 0.4662, "X2": 0.73684, "Y2": 0.466, "X3": 0.73684, "Y3": 0.4788, "X4": 0.52237, "Y4": 0.4798, "page": 0}, {"Word": "have the collective thinking of", "Confidence": 0.9136, "X1": 0.3, "Y1": 0.4842, "X2": 0.52237, "Y2": 0.484, "X3": 0.52237, "Y3": 0.4978, "X4": 0.3, "Y4": 0.4968, "page": 0}, {"Word": "will draw any different response", "Confidence": 0.7146, "X1": 0.51974, "Y1": 0.4792, "X2": 0.73816, "Y2": 0.479, "X3": 0.73816, "Y3": 0.4928, "X4": 0.51974, "Y4": 0.4928, "page": 0}, {"Word": "of a lasting mature.", "Confidence": 0.87325, "X1": 0.525, "Y1": 0.4932, "X2": 0.65, "Y2": 0.493, "X3": 0.65, "Y3": 0.5068, "X4": 0.525, "Y4": 0.5038, "page": 0}, {"Word": "RALEIGH TINES", "Confidence": 0.3935, "X1": 0.08158, "Y1": 0.5082, "X2": 0.20263, "Y2": 0.508, "X3": 0.20263, "Y3": 0.5218, "X4": 0.08158, "Y4": 0.5218, "page": 0}, {"Word": "Raleigh, North Carolina", "Confidence": 0.86767, "X1": 0.08421, "Y1": 0.5212, "X2": 0.28553, "Y2": 0.521, "X3": 0.28553, "Y3": 0.5348, "X4": 0.08421, "Y4": 0.5348, "page": 0}, {"Word": "January 14, 1964", "Confidence": 0.78667, "X1": 0.08289, "Y1": 0.5342, "X2": 0.23289, "Y2": 0.534, "X3": 0.23289, "Y3": 0.5478, "X4": 0.08289, "Y4": 0.5488, "page": 0}, {"Word": "How About a Can-Do Approach?", "Confidence": 0.997, "X1": 0.10526, "Y1": 0.5522, "X2": 0.63289, "Y2": 0.552, "X3": 0.63289, "Y3": 0.5858, "X4": 0.10526, "Y4": 0.5828, "page": 0}, {"Word": "Just about everybody even remotely con-", "Confidence": 0.81567, "X1": 0.11053, "Y1": 0.5902, "X2": 0.36974, "Y2": 0.59, "X3": 0.36842, "Y3": 0.6048, "X4": 0.11053, "Y4": 0.6028, "page": 0}, {"Word": "The point is that tobacco seems to be", "Confidence": 0.78537, "X1": 0.39737, "Y1": 0.5902, "X2": 0.64211, "Y2": 0.59, "X3": 0.64211, "Y3": 0.6038, "X4": 0.39737, "Y4": 0.6028, "page": 0}, {"Word": "nected with the tobacco industry, and those", "Confidence": 0.78357, "X1": 0.09342, "Y1": 0.6032, "X2": 0.36974, "Y2": 0.603, "X3": 0.36974, "Y3": 0.6158, "X4": 0.09342, "Y4": 0.6138, "page": 0}, {"Word": "more and more under attack, and that so", "Confidence": 0.75213, "X1": 0.37763, "Y1": 0.6052, "X2": 0.64342, "Y2": 0.605, "X3": 0.64342, "Y3": 0.6178, "X4": 0.37763, "Y4": 0.6168, "page": 0}, {"Word": "politicians who have bouts of tobacco people", "Confidence": 0.72486, "X1": 0.09079, "Y1": 0.6142, "X2": 0.37105, "Y2": 0.614, "X3": 0.36974, "Y3": 0.6268, "X4": 0.09079, "Y4": 0.6248, "page": 0}, {"Word": "in their constituences, have said that the", "Confidence": 0.75429, "X1": 0.09474, "Y1": 0.6252, "X2": 0.36974, "Y2": 0.625, "X3": 0.36974, "Y3": 0.6368, "X4": 0.09474, "Y4": 0.6358, "page": 0}, {"Word": "much of the time tobacco's answer meems", "Confidence": 0.88443, "X1": 0.37763, "Y1": 0.6182, "X2": 0.64079, "Y2": 0.618, "X3": 0.64079, "Y3": 0.6298, "X4": 0.37763, "Y4": 0.6298, "page": 0}, {"Word": "to be that the facts of the attack aren't con-", "Confidence": 0.8702, "X1": 0.37763, "Y1": 0.6322, "X2": 0.64079, "Y2": 0.632, "X3": 0.64079, "Y3": 0.6438, "X4": 0.37763, "Y4": 0.6418, "page": 0}, {"Word": "latest anti-cigarette report isn't conclusive,", "Confidence": 0.741, "X1": 0.08947, "Y1": 0.6382, "X2": 0.37368, "Y2": 0.638, "X3": 0.37368, "Y3": 0.6488, "X4": 0.08947, "Y4": 0.6458, "page": 0}, {"Word": "clusive and that more studies are much in", "Confidence": 0.80613, "X1": 0.37895, "Y1": 0.6452, "X2": 0.64079, "Y2": 0.645, "X3": 0.64079, "Y3": 0.6568, "X4": 0.37895, "Y4": 0.6558, "page": 0}, {"Word": "that more studies are in order, etc.", "Confidence": 0.84571, "X1": 0.09342, "Y1": 0.6482, "X2": 0.30789, "Y2": 0.648, "X3": 0.30789, "Y3": 0.6588, "X4": 0.09342, "Y4": 0.6568, "page": 0}, {"Word": "All of that is true, no doubt. Any report", "Confidence": 0.82544, "X1": 0.11053, "Y1": 0.6602, "X2": 0.37237, "Y2": 0.66, "X3": 0.37237, "Y3": 0.6718, "X4": 0.11053, "Y4": 0.6688, "page": 0}, {"Word": "order. That is a defensive position, mod as", "Confidence": 0.623, "X1": 0.375, "Y1": 0.6572, "X2": 0.64342, "Y2": 0.657, "X3": 0.64342, "Y3": 0.6688, "X4": 0.375, "Y4": 0.6678, "page": 0}, {"Word": "covering such a large field can't be com.", "Confidence": 0.847, "X1": 0.09211, "Y1": 0.6702, "X2": 0.36842, "Y2": 0.67, "X3": 0.36842, "Y3": 0.6818, "X4": 0.09211, "Y4": 0.6808, "page": 0}, {"Word": "long as tobacco does nothing but eure", "Confidence": 0.52529, "X1": 0.37368, "Y1": 0.6682, "X2": 0.63947, "Y2": 0.668, "X3": 0.63947, "Y3": 0.6798, "X4": 0.37368, "Y4": 0.6788, "page": 0}, {"Word": "pletely conclusive. More studies are always such positions, it will remain on the defen-", "Confidence": 0.82107, "X1": 0.09079, "Y1": 0.6792, "X2": 0.64342, "Y2": 0.679, "X3": 0.64342, "Y3": 0.6908, "X4": 0.09079, "Y4": 0.6928, "page": 0}, {"Word": "in order on any subject of such Importance,", "Confidence": 0.81563, "X1": 0.09211, "Y1": 0.6932, "X2": 0.36842, "Y2": 0.693, "X3": 0.36842, "Y3": 0.7048, "X4": 0.09211, "Y4": 0.7028, "page": 0}, {"Word": "sive. And It is unusual foc defense to win", "Confidence": 0.772, "X1": 0.37237, "Y1": 0.6902, "X2": 0.64079, "Y2": 0.69, "X3": 0.64079, "Y3": 0.7018, "X4": 0.37105, "Y4": 0.6998, "page": 0}, {"Word": "But, wonder if It isn't about time for", "Confidence": 0.58725, "X1": 0.11053, "Y1": 0.7042, "X2": 0.37105, "Y2": 0.704, "X3": 0.37105, "Y3": 0.7158, "X4": 0.11053, "Y4": 0.7148, "page": 0}, {"Word": "any war.", "Confidence": 0.843, "X1": 0.37632, "Y1": 0.7022, "X2": 0.43289, "Y2": 0.702, "X3": 0.43289, "Y3": 0.7128, "X4": 0.375, "Y4": 0.7118, "page": 0}, {"Word": "someone connected with the tobacco basi-", "Confidence": 0.6805, "X1": 0.09342, "Y1": 0.7152, "X2": 0.36842, "Y2": 0.715, "X3": 0.36842, "Y3": 0.7278, "X4": 0.09342, "Y4": 0.7268, "page": 0}, {"Word": "Couldn't some of the people connected", "Confidence": 0.75017, "X1": 0.39342, "Y1": 0.7152, "X2": 0.64342, "Y2": 0.715, "X3": 0.64342, "Y3": 0.7268, "X4": 0.39342, "Y4": 0.7248, "page": 0}, {"Word": "Dess to begin to think along these lines:", "Confidence": 0.81537, "X1": 0.09079, "Y1": 0.7272, "X2": 0.37237, "Y2": 0.727, "X3": 0.37237, "Y3": 0.7388, "X4": 0.09079, "Y4": 0.7378, "page": 0}, {"Word": "with tobacco begin to go on the attack?", "Confidence": 0.7265, "X1": 0.37368, "Y1": 0.7272, "X2": 0.63947, "Y2": 0.727, "X3": 0.63947, "Y3": 0.7388, "X4": 0.37368, "Y4": 0.7368, "page": 0}, {"Word": "Tell us exactly what is wrong with tobacco,", "Confidence": 0.75, "X1": 0.09342, "Y1": 0.7392, "X2": 0.36974, "Y2": 0.739, "X3": 0.36974, "Y3": 0.7498, "X4": 0.09342, "Y4": 0.7468, "page": 0}, {"Word": "Couldn't they say that we'll see what we", "Confidence": 0.60163, "X1": 0.37632, "Y1": 0.7392, "X2": 0.64079, "Y2": 0.739, "X3": 0.64079, "Y3": 0.7508, "X4": 0.37632, "Y4": 0.7468, "page": 0}, {"Word": "or what you think Is wrong with It, and we'll", "Confidence": 0.7904, "X1": 0.09079, "Y1": 0.7492, "X2": 0.37105, "Y2": 0.749, "X3": 0.37105, "Y3": 0.7608, "X4": 0.09079, "Y4": 0.7588, "page": 0}, {"Word": "can do about some of the things some of the", "Confidence": 0.8738, "X1": 0.37368, "Y1": 0.7482, "X2": 0.63816, "Y2": 0.748, "X3": 0.63816, "Y3": 0.7598, "X4": 0.37368, "Y4": 0.7588, "page": 0}, {"Word": "try to do something about it.", "Confidence": 0.86033, "X1": 0.09605, "Y1": 0.7602, "X2": 0.26579, "Y2": 0.76, "X3": 0.26579, "Y3": 0.7718, "X4": 0.09605, "Y4": 0.7698, "page": 0}, {"Word": "studies say are causing the troubles.", "Confidence": 0.89117, "X1": 0.37763, "Y1": 0.7592, "X2": 0.59211, "Y2": 0.759, "X3": 0.59079, "Y3": 0.7708, "X4": 0.37763, "Y4": 0.7698, "page": 0}, {"Word": "During the press conference Saturday", "Confidence": 0.7478, "X1": 0.10789, "Y1": 0.7722, "X2": 0.36842, "Y2": 0.772, "X3": 0.36711, "Y3": 0.7838, "X4": 0.10789, "Y4": 0.7818, "page": 0}, {"Word": "Scientists at State College have proved", "Confidence": 0.71533, "X1": 0.38684, "Y1": 0.7732, "X2": 0.63684, "Y2": 0.773, "X3": 0.63684, "Y3": 0.7848, "X4": 0.38684, "Y4": 0.7828, "page": 0}, {"Word": "when the report was presented to the no. they can work miracles in breeding of to-", "Confidence": 0.8545, "X1": 0.09079, "Y1": 0.7842, "X2": 0.63816, "Y2": 0.784, "X3": 0.63816, "Y3": 0.7958, "X4": 0.09079, "Y4": 0.7938, "page": 0}, {"Word": "tion. members of the panel referred several", "Confidence": 0.89814, "X1": 0.09211, "Y1": 0.7952, "X2": 0.37632, "Y2": 0.795, "X3": 0.37632, "Y3": 0.8068, "X4": 0.09211, "Y4": 0.8048, "page": 0}, {"Word": "bacco for special purposes. For example,", "Confidence": 0.77367, "X1": 0.37632, "Y1": 0.7962, "X2": 0.64079, "Y2": 0.796, "X3": 0.64079, "Y3": 0.8068, "X4": 0.37632, "Y4": 0.8058, "page": 0}, {"Word": "times to the point that present fillers didn't not too many years ago, a disease called", "Confidence": 0.75413, "X1": 0.09079, "Y1": 0.8052, "X2": 0.64211, "Y2": 0.805, "X3": 0.64211, "Y3": 0.8178, "X4": 0.09079, "Y4": 0.8158, "page": 0}, {"Word": "do the job fliters should do. Couldn't some Black Shank, threatened the tobacco lados-", "Confidence": 0.80693, "X1": 0.09079, "Y1": 0.8182, "X2": 0.63553, "Y2": 0.818, "X3": 0.63553, "Y3": 0.8288, "X4": 0.09079, "Y4": 0.8268, "page": 0}, {"Word": "of our cekntiste, right inese in Raleigh, do", "Confidence": 0.76513, "X1": 0.09211, "Y1": 0.8282, "X2": 0.36711, "Y2": 0.828, "X3": 0.36711, "Y3": 0.8408, "X4": 0.09211, "Y4": 0.8378, "page": 0}, {"Word": "try. There was no cure for it - and stin", "Confidence": 0.8695, "X1": 0.36711, "Y1": 0.8282, "X2": 0.63816, "Y2": 0.828, "X3": 0.63816, "Y3": 0.8408, "X4": 0.36711, "Y4": 0.8398, "page": 0}, {"Word": "Something shoot filters?", "Confidence": 0.62067, "X1": 0.09079, "Y1": 0.8392, "X2": 0.24474, "Y2": 0.839, "X3": 0.24474, "Y3": 0.8498, "X4": 0.09079, "Y4": 0.8498, "page": 0}, {"Word": "isn't - after it hits the tobacco planl. Se.", "Confidence": 0.78378, "X1": 0.375, "Y1": 0.8402, "X2": 0.63684, "Y2": 0.84, "X3": 0.63684, "Y3": 0.8528, "X4": 0.375, "Y4": 0.8518, "page": 0}, {"Word": "Other panel members kept mentioning State College scientists developed a strain", "Confidence": 0.77709, "X1": 0.10658, "Y1": 0.8522, "X2": 0.63816, "Y2": 0.852, "X3": 0.63816, "Y3": 0.8638, "X4": 0.10658, "Y4": 0.8608, "page": 0}, {"Word": "nicotine and tars as the probable offending", "Confidence": 0.85157, "X1": 0.08947, "Y1": 0.8622, "X2": 0.36447, "Y2": 0.862, "X3": 0.36447, "Y3": 0.8748, "X4": 0.08947, "Y4": 0.8728, "page": 0}, {"Word": "which successfully rerists Black Shank.", "Confidence": 0.7888, "X1": 0.36711, "Y1": 0.8632, "X2": 0.60526, "Y2": 0.863, "X3": 0.60526, "Y3": 0.8738, "X4": 0.36711, "Y4": 0.8728, "page": 0}, {"Word": "things in tobseco. Couldn't some of our ecf-", "Confidence": 0.719, "X1": 0.08816, "Y1": 0.8722, "X2": 0.36842, "Y2": 0.872, "X3": 0.36842, "Y3": 0.8848, "X4": 0.08816, "Y4": 0.8828, "page": 0}, {"Word": "entists, right here in Raleigh again, do some-", "Confidence": 0.81525, "X1": 0.08947, "Y1": 0.8852, "X2": 0.36711, "Y2": 0.885, "X3": 0.36711, "Y3": 0.8958, "X4": 0.08947, "Y4": 0.8938, "page": 0}, {"Word": "If a miracle can be worked in one field", "Confidence": 0.81044, "X1": 0.38421, "Y1": 0.8762, "X2": 0.63816, "Y2": 0.876, "X3": 0.63816, "Y3": 0.8888, "X4": 0.38421, "Y4": 0.8858, "page": 0}, {"Word": "thing about producing a strais of tobacco", "Confidence": 0.77671, "X1": 0.08816, "Y1": 0.8952, "X2": 0.36447, "Y2": 0.895, "X3": 0.36447, "Y3": 0.9068, "X4": 0.08816, "Y4": 0.9058, "page": 0}, {"Word": "of tobacco - why not in another?", "Confidence": 0.83414, "X1": 0.36842, "Y1": 0.8872, "X2": 0.56842, "Y2": 0.887, "X3": 0.56842, "Y3": 0.8988, "X4": 0.36842, "Y4": 0.8978, "page": 0}, {"Word": "tara?", "Confidence": 0.588, "X1": 0.08816, "Y1": 0.9172, "X2": 0.13158, "Y2": 0.917, "X3": 0.13158, "Y3": 0.9278, "X4": 0.08816, "Y4": 0.9278, "page": 0}, {"Word": "which had less, or even no, nicoline and", "Confidence": 0.79962, "X1": 0.08947, "Y1": 0.9062, "X2": 0.36579, "Y2": 0.906, "X3": 0.36579, "Y3": 0.9188, "X4": 0.08947, "Y4": 0.9168, "page": 0}], "words_data": [{"Word": "BURLINGTON", "Confidence": 0.636, "X1": 0.09079, "Y1": 0.0942, "X2": 0.17895, "Y2": 0.094, "X3": 0.17763, "Y3": 0.1078, "X4": 0.09079, "Y4": 0.1078, "page": 0, "Index": 0}, {"Word": "TIMES-NEWS", "Confidence": 0.988, "X1": 0.18421, "Y1": 0.0952, "X2": 0.27237, "Y2": 0.095, "X3": 0.27105, "Y3": 0.1088, "X4": 0.18421, "Y4": 0.1078, "page": 0, "Index": 1}, {"Word": "our", "Confidence": 0.941, "X1": 0.52895, "Y1": 0.1042, "X2": 0.55132, "Y2": 0.104, "X3": 0.55132, "Y3": 0.1178, "X4": 0.52895, "Y4": 0.1188, "page": 0, "Index": 2}, {"Word": "most", "Confidence": 0.933, "X1": 0.55921, "Y1": 0.1032, "X2": 0.59605, "Y2": 0.103, "X3": 0.59474, "Y3": 0.1168, "X4": 0.55921, "Y4": 0.1168, "page": 0, "Index": 3}, {"Word": "recogilaid", "Confidence": 0.158, "X1": 0.60132, "Y1": 0.1012, "X2": 0.66053, "Y2": 0.101, "X3": 0.66053, "Y3": 0.1158, "X4": 0.6, "Y4": 0.1158, "page": 0, "Index": 4}, {"Word": "@scientists", "Confidence": 0.039, "X1": 0.66447, "Y1": 0.1002, "X2": 0.73553, "Y2": 0.1, "X3": 0.73553, "Y3": 0.1168, "X4": 0.66447, "Y4": 0.1158, "page": 0, "Index": 5}, {"Word": "Burlington,", "Confidence": 0.776, "X1": 0.09211, "Y1": 0.1082, "X2": 0.18684, "Y2": 0.108, "X3": 0.18684, "Y3": 0.1208, "X4": 0.09211, "Y4": 0.1208, "page": 0, "Index": 6}, {"Word": "North", "Confidence": 0.958, "X1": 0.19079, "Y1": 0.1082, "X2": 0.23553, "Y2": 0.108, "X3": 0.23421, "Y3": 0.1208, "X4": 0.19079, "Y4": 0.1208, "page": 0, "Index": 7}, {"Word": "Carolina", "Confidence": 0.495, "X1": 0.24342, "Y1": 0.1082, "X2": 0.31053, "Y2": 0.108, "X3": 0.30921, "Y3": 0.1218, "X4": 0.24342, "Y4": 0.1208, "page": 0, "Index": 8}, {"Word": "evaluators", "Confidence": 0.777, "X1": 0.55263, "Y1": 0.1162, "X2": 0.61316, "Y2": 0.116, "X3": 0.61184, "Y3": 0.1278, "X4": 0.55263, "Y4": 0.1288, "page": 0, "Index": 9}, {"Word": "now", "Confidence": 0.954, "X1": 0.61711, "Y1": 0.1152, "X2": 0.64079, "Y2": 0.115, "X3": 0.64079, "Y3": 0.1278, "X4": 0.61579, "Y4": 0.1278, "page": 0, "Index": 10}, {"Word": "In", "Confidence": 0.007, "X1": 0.64474, "Y1": 0.1142, "X2": 0.65921, "Y2": 0.114, "X3": 0.65921, "Y3": 0.1268, "X4": 0.64474, "Y4": 0.1268, "page": 0, "Index": 11}, {"Word": "Bit", "Confidence": 0.003, "X1": 0.66316, "Y1": 0.1112, "X2": 0.70132, "Y2": 0.111, "X3": 0.70132, "Y3": 0.1258, "X4": 0.66316, "Y4": 0.1268, "page": 0, "Index": 12}, {"Word": "3319", "Confidence": 0.568, "X1": 0.72632, "Y1": 0.1022, "X2": 0.78158, "Y2": 0.102, "X3": 0.78158, "Y3": 0.1228, "X4": 0.72632, "Y4": 0.1248, "page": 0, "Index": 13}, {"Word": "January", "Confidence": 0.655, "X1": 0.09079, "Y1": 0.1212, "X2": 0.15395, "Y2": 0.121, "X3": 0.15263, "Y3": 0.1348, "X4": 0.08947, "Y4": 0.1358, "page": 0, "Index": 14}, {"Word": "13,", "Confidence": 0.691, "X1": 0.15789, "Y1": 0.1212, "X2": 0.18816, "Y2": 0.121, "X3": 0.18684, "Y3": 0.1348, "X4": 0.15658, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "1964", "Confidence": 0.987, "X1": 0.19079, "Y1": 0.1202, "X2": 0.23026, "Y2": 0.12, "X3": 0.22763, "Y3": 0.1338, "X4": 0.18947, "Y4": 0.1348, "page": 0, "Index": 16}, {"Word": "and", "Confidence": 0.81, "X1": 0.52763, "Y1": 0.1172, "X2": 0.54868, "Y2": 0.117, "X3": 0.54868, "Y3": 0.1288, "X4": 0.52763, "Y4": 0.1288, "page": 0, "Index": 17}, {"Word": "Since", "Confidence": 0.773, "X1": 0.54079, "Y1": 0.1292, "X2": 0.57895, "Y2": 0.129, "X3": 0.57763, "Y3": 0.1428, "X4": 0.53947, "Y4": 0.1428, "page": 0, "Index": 18}, {"Word": "Saturday,", "Confidence": 0.456, "X1": 0.58816, "Y1": 0.1292, "X2": 0.64737, "Y2": 0.129, "X3": 0.64605, "Y3": 0.1418, "X4": 0.58816, "Y4": 0.1418, "page": 0, "Index": 19}, {"Word": "smokers", "Confidence": 0.641, "X1": 0.65526, "Y1": 0.1292, "X2": 0.71184, "Y2": 0.129, "X3": 0.70921, "Y3": 0.1418, "X4": 0.65395, "Y4": 0.1418, "page": 0, "Index": 20}, {"Word": "in", "Confidence": 0.35, "X1": 0.72105, "Y1": 0.1302, "X2": 0.73816, "Y2": 0.13, "X3": 0.73684, "Y3": 0.1418, "X4": 0.71974, "Y4": 0.1418, "page": 0, "Index": 21}, {"Word": "general", "Confidence": 0.955, "X1": 0.53026, "Y1": 0.1432, "X2": 0.575, "Y2": 0.143, "X3": 0.575, "Y3": 0.1558, "X4": 0.53026, "Y4": 0.1558, "page": 0, "Index": 22}, {"Word": "have", "Confidence": 0.491, "X1": 0.57895, "Y1": 0.1432, "X2": 0.60789, "Y2": 0.143, "X3": 0.60658, "Y3": 0.1558, "X4": 0.57895, "Y4": 0.1558, "page": 0, "Index": 23}, {"Word": "been", "Confidence": 0.983, "X1": 0.61053, "Y1": 0.1432, "X2": 0.64211, "Y2": 0.143, "X3": 0.64079, "Y3": 0.1558, "X4": 0.61053, "Y4": 0.1558, "page": 0, "Index": 24}, {"Word": "giving", "Confidence": 0.956, "X1": 0.65395, "Y1": 0.1432, "X2": 0.69474, "Y2": 0.143, "X3": 0.69342, "Y3": 0.1558, "X4": 0.65263, "Y4": 0.1558, "page": 0, "Index": 25}, {"Word": "con-", "Confidence": 0.982, "X1": 0.70789, "Y1": 0.1432, "X2": 0.73947, "Y2": 0.143, "X3": 0.73816, "Y3": 0.1568, "X4": 0.70658, "Y4": 0.1558, "page": 0, "Index": 26}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.08947, "Y1": 0.1392, "X2": 0.19474, "Y2": 0.139, "X3": 0.19342, "Y3": 0.1648, "X4": 0.08816, "Y4": 0.1658, "page": 0, "Index": 27}, {"Word": "Habit-And", "Confidence": 0.995, "X1": 0.20263, "Y1": 0.1382, "X2": 0.35132, "Y2": 0.138, "X3": 0.35, "Y3": 0.1638, "X4": 0.2, "Y4": 0.1648, "page": 0, "Index": 28}, {"Word": "Gambling", "Confidence": 0.996, "X1": 0.35789, "Y1": 0.1372, "X2": 0.48026, "Y2": 0.137, "X3": 0.47895, "Y3": 0.1628, "X4": 0.35658, "Y4": 0.1638, "page": 0, "Index": 29}, {"Word": "siderable", "Confidence": 0.818, "X1": 0.52895, "Y1": 0.1542, "X2": 0.58947, "Y2": 0.154, "X3": 0.58816, "Y3": 0.1688, "X4": 0.52895, "Y4": 0.1688, "page": 0, "Index": 30}, {"Word": "theght", "Confidence": 0.611, "X1": 0.59342, "Y1": 0.1542, "X2": 0.63947, "Y2": 0.154, "X3": 0.63947, "Y3": 0.1688, "X4": 0.59211, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "to", "Confidence": 0.138, "X1": 0.64342, "Y1": 0.1552, "X2": 0.66184, "Y2": 0.155, "X3": 0.66053, "Y3": 0.1688, "X4": 0.64211, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "what", "Confidence": 0.983, "X1": 0.66711, "Y1": 0.1552, "X2": 0.70263, "Y2": 0.155, "X3": 0.70132, "Y3": 0.1688, "X4": 0.66579, "Y4": 0.1688, "page": 0, "Index": 33}, {"Word": "they", "Confidence": 0.99, "X1": 0.70658, "Y1": 0.1552, "X2": 0.73947, "Y2": 0.155, "X3": 0.73684, "Y3": 0.1688, "X4": 0.70526, "Y4": 0.1688, "page": 0, "Index": 34}, {"Word": "A", "Confidence": 0.913, "X1": 0.06842, "Y1": 0.1702, "X2": 0.08158, "Y2": 0.17, "X3": 0.08289, "Y3": 0.1868, "X4": 0.06974, "Y4": 0.1878, "page": 0, "Index": 35}, {"Word": "doctor", "Confidence": 0.778, "X1": 0.09605, "Y1": 0.1692, "X2": 0.14342, "Y2": 0.169, "X3": 0.14342, "Y3": 0.1848, "X4": 0.09737, "Y4": 0.1868, "page": 0, "Index": 36}, {"Word": "who", "Confidence": 0.987, "X1": 0.15526, "Y1": 0.1692, "X2": 0.18553, "Y2": 0.169, "X3": 0.18553, "Y3": 0.1838, "X4": 0.15526, "Y4": 0.1848, "page": 0, "Index": 37}, {"Word": "allowed", "Confidence": 0.988, "X1": 0.19474, "Y1": 0.1692, "X2": 0.25, "Y2": 0.169, "X3": 0.25, "Y3": 0.1848, "X4": 0.19474, "Y4": 0.1838, "page": 0, "Index": 38}, {"Word": "bis", "Confidence": 0.349, "X1": 0.26184, "Y1": 0.1702, "X2": 0.28289, "Y2": 0.17, "X3": 0.28289, "Y3": 0.1858, "X4": 0.26184, "Y4": 0.1848, "page": 0, "Index": 39}, {"Word": "\"But", "Confidence": 0.991, "X1": 0.31447, "Y1": 0.1702, "X2": 0.34605, "Y2": 0.17, "X3": 0.34605, "Y3": 0.1848, "X4": 0.31316, "Y4": 0.1858, "page": 0, "Index": 40}, {"Word": "people", "Confidence": 0.798, "X1": 0.35, "Y1": 0.1702, "X2": 0.39211, "Y2": 0.17, "X3": 0.39211, "Y3": 0.1848, "X4": 0.35, "Y4": 0.1848, "page": 0, "Index": 41}, {"Word": "will", "Confidence": 0.945, "X1": 0.39605, "Y1": 0.1702, "X2": 0.41842, "Y2": 0.17, "X3": 0.41711, "Y3": 0.1838, "X4": 0.39474, "Y4": 0.1838, "page": 0, "Index": 42}, {"Word": "keep", "Confidence": 0.987, "X1": 0.42105, "Y1": 0.1702, "X2": 0.45, "Y2": 0.17, "X3": 0.45, "Y3": 0.1838, "X4": 0.42105, "Y4": 0.1838, "page": 0, "Index": 43}, {"Word": "on", "Confidence": 0.997, "X1": 0.45395, "Y1": 0.1702, "X2": 0.47105, "Y2": 0.17, "X3": 0.46974, "Y3": 0.1828, "X4": 0.45395, "Y4": 0.1838, "page": 0, "Index": 44}, {"Word": "smok.", "Confidence": 0.691, "X1": 0.475, "Y1": 0.1712, "X2": 0.51711, "Y2": 0.171, "X3": 0.51711, "Y3": 0.1828, "X4": 0.47368, "Y4": 0.1828, "page": 0, "Index": 45}, {"Word": "shall", "Confidence": 0.847, "X1": 0.52632, "Y1": 0.1682, "X2": 0.56053, "Y2": 0.168, "X3": 0.56053, "Y3": 0.1818, "X4": 0.52763, "Y4": 0.1818, "page": 0, "Index": 46}, {"Word": "do.", "Confidence": 0.995, "X1": 0.56316, "Y1": 0.1692, "X2": 0.58816, "Y2": 0.169, "X3": 0.58816, "Y3": 0.1818, "X4": 0.56316, "Y4": 0.1818, "page": 0, "Index": 47}, {"Word": "knowledge", "Confidence": 0.958, "X1": 0.08684, "Y1": 0.1842, "X2": 0.16053, "Y2": 0.184, "X3": 0.16053, "Y3": 0.1978, "X4": 0.08684, "Y4": 0.1978, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.72, "X1": 0.16842, "Y1": 0.1842, "X2": 0.18684, "Y2": 0.184, "X3": 0.18684, "Y3": 0.1978, "X4": 0.16842, "Y4": 0.1978, "page": 0, "Index": 49}, {"Word": "medicine", "Confidence": 0.849, "X1": 0.19605, "Y1": 0.1832, "X2": 0.25789, "Y2": 0.183, "X3": 0.25921, "Y3": 0.1968, "X4": 0.19605, "Y4": 0.1978, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.998, "X1": 0.26842, "Y1": 0.1832, "X2": 0.28421, "Y2": 0.183, "X3": 0.28553, "Y3": 0.1958, "X4": 0.26842, "Y4": 0.1968, "page": 0, "Index": 51}, {"Word": "ing.", "Confidence": 0.958, "X1": 0.30132, "Y1": 0.1852, "X2": 0.32632, "Y2": 0.185, "X3": 0.325, "Y3": 0.1978, "X4": 0.3, "Y4": 0.1988, "page": 0, "Index": 52}, {"Word": "We", "Confidence": 0.996, "X1": 0.32895, "Y1": 0.1852, "X2": 0.35132, "Y2": 0.185, "X3": 0.35, "Y3": 0.1978, "X4": 0.32895, "Y4": 0.1978, "page": 0, "Index": 53}, {"Word": "might", "Confidence": 0.996, "X1": 0.35526, "Y1": 0.1842, "X2": 0.39079, "Y2": 0.184, "X3": 0.39079, "Y3": 0.1968, "X4": 0.35395, "Y4": 0.1978, "page": 0, "Index": 54}, {"Word": "accept", "Confidence": 0.933, "X1": 0.39474, "Y1": 0.1842, "X2": 0.43158, "Y2": 0.184, "X3": 0.43026, "Y3": 0.1968, "X4": 0.39474, "Y4": 0.1968, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.991, "X1": 0.43421, "Y1": 0.1842, "X2": 0.45263, "Y2": 0.184, "X3": 0.45263, "Y3": 0.1968, "X4": 0.43421, "Y4": 0.1968, "page": 0, "Index": 56}, {"Word": "fact", "Confidence": 0.929, "X1": 0.45658, "Y1": 0.1832, "X2": 0.48158, "Y2": 0.183, "X3": 0.48158, "Y3": 0.1958, "X4": 0.45658, "Y4": 0.1968, "page": 0, "Index": 57}, {"Word": "that", "Confidence": 0.966, "X1": 0.48553, "Y1": 0.1832, "X2": 0.51447, "Y2": 0.183, "X3": 0.51447, "Y3": 0.1958, "X4": 0.48421, "Y4": 0.1958, "page": 0, "Index": 58}, {"Word": "There", "Confidence": 0.994, "X1": 0.54211, "Y1": 0.1822, "X2": 0.58026, "Y2": 0.182, "X3": 0.58026, "Y3": 0.1948, "X4": 0.54211, "Y4": 0.1958, "page": 0, "Index": 59}, {"Word": "will", "Confidence": 0.994, "X1": 0.58289, "Y1": 0.1812, "X2": 0.60395, "Y2": 0.181, "X3": 0.60395, "Y3": 0.1948, "X4": 0.58421, "Y4": 0.1948, "page": 0, "Index": 60}, {"Word": "be", "Confidence": 0.31, "X1": 0.60789, "Y1": 0.1812, "X2": 0.62237, "Y2": 0.181, "X3": 0.62105, "Y3": 0.1948, "X4": 0.60789, "Y4": 0.1948, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.625, "Y1": 0.1812, "X2": 0.64737, "Y2": 0.181, "X3": 0.64605, "Y3": 0.1948, "X4": 0.625, "Y4": 0.1948, "page": 0, "Index": 62}, {"Word": "effects", "Confidence": 0.853, "X1": 0.65132, "Y1": 0.1812, "X2": 0.69605, "Y2": 0.181, "X3": 0.69474, "Y3": 0.1938, "X4": 0.65, "Y4": 0.1948, "page": 0, "Index": 63}, {"Word": "of", "Confidence": 0.934, "X1": 0.7, "Y1": 0.1812, "X2": 0.71447, "Y2": 0.181, "X3": 0.71316, "Y3": 0.1938, "X4": 0.69868, "Y4": 0.1938, "page": 0, "Index": 64}, {"Word": "to-", "Confidence": 0.941, "X1": 0.71842, "Y1": 0.1812, "X2": 0.73816, "Y2": 0.181, "X3": 0.73684, "Y3": 0.1938, "X4": 0.71711, "Y4": 0.1938, "page": 0, "Index": 65}, {"Word": "stocks.", "Confidence": 0.76, "X1": 0.57105, "Y1": 0.1952, "X2": 0.61184, "Y2": 0.195, "X3": 0.61184, "Y3": 0.2078, "X4": 0.57105, "Y4": 0.2088, "page": 0, "Index": 66}, {"Word": "Many", "Confidence": 0.981, "X1": 0.61579, "Y1": 0.1952, "X2": 0.65263, "Y2": 0.195, "X3": 0.65132, "Y3": 0.2078, "X4": 0.61447, "Y4": 0.2078, "page": 0, "Index": 67}, {"Word": "people", "Confidence": 0.958, "X1": 0.65921, "Y1": 0.1952, "X2": 0.70395, "Y2": 0.195, "X3": 0.70263, "Y3": 0.2078, "X4": 0.65789, "Y4": 0.2078, "page": 0, "Index": 68}, {"Word": "will", "Confidence": 0.962, "X1": 0.71053, "Y1": 0.1952, "X2": 0.73816, "Y2": 0.195, "X3": 0.73684, "Y3": 0.2078, "X4": 0.70921, "Y4": 0.2078, "page": 0, "Index": 69}, {"Word": "move", "Confidence": 0.971, "X1": 0.06579, "Y1": 0.1992, "X2": 0.10132, "Y2": 0.199, "X3": 0.1, "Y3": 0.2118, "X4": 0.06447, "Y4": 0.2118, "page": 0, "Index": 70}, {"Word": "side", "Confidence": 0.651, "X1": 0.10658, "Y1": 0.1982, "X2": 0.13553, "Y2": 0.198, "X3": 0.13553, "Y3": 0.2118, "X4": 0.10526, "Y4": 0.2118, "page": 0, "Index": 71}, {"Word": "by", "Confidence": 0.998, "X1": 0.14342, "Y1": 0.1972, "X2": 0.16184, "Y2": 0.197, "X3": 0.16053, "Y3": 0.2118, "X4": 0.14211, "Y4": 0.2118, "page": 0, "Index": 72}, {"Word": "side", "Confidence": 0.936, "X1": 0.16711, "Y1": 0.1972, "X2": 0.19605, "Y2": 0.197, "X3": 0.19474, "Y3": 0.2108, "X4": 0.16579, "Y4": 0.2118, "page": 0, "Index": 73}, {"Word": "with", "Confidence": 0.981, "X1": 0.20132, "Y1": 0.1972, "X2": 0.23158, "Y2": 0.197, "X3": 0.23158, "Y3": 0.2108, "X4": 0.2, "Y4": 0.2108, "page": 0, "Index": 74}, {"Word": "human", "Confidence": 0.63, "X1": 0.23816, "Y1": 0.1982, "X2": 0.28421, "Y2": 0.198, "X3": 0.28289, "Y3": 0.2108, "X4": 0.23684, "Y4": 0.2108, "page": 0, "Index": 75}, {"Word": "lung", "Confidence": 0.61, "X1": 0.30132, "Y1": 0.1962, "X2": 0.33289, "Y2": 0.196, "X3": 0.33289, "Y3": 0.2108, "X4": 0.3, "Y4": 0.2108, "page": 0, "Index": 76}, {"Word": "cancer", "Confidence": 0.458, "X1": 0.33947, "Y1": 0.1972, "X2": 0.38421, "Y2": 0.197, "X3": 0.38289, "Y3": 0.2108, "X4": 0.33947, "Y4": 0.2108, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.606, "X1": 0.38816, "Y1": 0.1972, "X2": 0.41316, "Y2": 0.197, "X3": 0.41316, "Y3": 0.2108, "X4": 0.38684, "Y4": 0.2108, "page": 0, "Index": 78}, {"Word": "other", "Confidence": 0.77, "X1": 0.41711, "Y1": 0.1962, "X2": 0.45395, "Y2": 0.196, "X3": 0.45395, "Y3": 0.2098, "X4": 0.41579, "Y4": 0.2098, "page": 0, "Index": 79}, {"Word": "ailments", "Confidence": 0.456, "X1": 0.45789, "Y1": 0.1962, "X2": 0.51579, "Y2": 0.196, "X3": 0.51579, "Y3": 0.2088, "X4": 0.45789, "Y4": 0.2098, "page": 0, "Index": 80}, {"Word": "bacco", "Confidence": 0.629, "X1": 0.52763, "Y1": 0.1952, "X2": 0.56579, "Y2": 0.195, "X3": 0.56447, "Y3": 0.2088, "X4": 0.52763, "Y4": 0.2088, "page": 0, "Index": 81}, {"Word": "nature,", "Confidence": 0.804, "X1": 0.06579, "Y1": 0.2112, "X2": 0.11316, "Y2": 0.211, "X3": 0.11316, "Y3": 0.2238, "X4": 0.06579, "Y4": 0.2238, "page": 0, "Index": 82}, {"Word": "made", "Confidence": 0.986, "X1": 0.11711, "Y1": 0.2102, "X2": 0.15526, "Y2": 0.21, "X3": 0.15526, "Y3": 0.2238, "X4": 0.11579, "Y4": 0.2238, "page": 0, "Index": 83}, {"Word": "this", "Confidence": 0.991, "X1": 0.15921, "Y1": 0.2102, "X2": 0.18684, "Y2": 0.21, "X3": 0.18553, "Y3": 0.2238, "X4": 0.15789, "Y4": 0.2238, "page": 0, "Index": 84}, {"Word": "observation:", "Confidence": 0.544, "X1": 0.18947, "Y1": 0.2112, "X2": 0.27237, "Y2": 0.211, "X3": 0.27105, "Y3": 0.2238, "X4": 0.18947, "Y4": 0.2238, "page": 0, "Index": 85}, {"Word": "can", "Confidence": 0.9, "X1": 0.30132, "Y1": 0.2112, "X2": 0.325, "Y2": 0.211, "X3": 0.325, "Y3": 0.2238, "X4": 0.30132, "Y4": 0.2238, "page": 0, "Index": 86}, {"Word": "develop", "Confidence": 0.913, "X1": 0.32895, "Y1": 0.2102, "X2": 0.37763, "Y2": 0.21, "X3": 0.37763, "Y3": 0.2238, "X4": 0.32895, "Y4": 0.2238, "page": 0, "Index": 87}, {"Word": "from", "Confidence": 0.972, "X1": 0.38158, "Y1": 0.2102, "X2": 0.41053, "Y2": 0.21, "X3": 0.41053, "Y3": 0.2228, "X4": 0.38158, "Y4": 0.2228, "page": 0, "Index": 88}, {"Word": "cigarette", "Confidence": 0.653, "X1": 0.41579, "Y1": 0.2102, "X2": 0.46974, "Y2": 0.21, "X3": 0.47105, "Y3": 0.2228, "X4": 0.41579, "Y4": 0.2228, "page": 0, "Index": 89}, {"Word": "amok-", "Confidence": 0.632, "X1": 0.47368, "Y1": 0.2092, "X2": 0.51447, "Y2": 0.209, "X3": 0.51447, "Y3": 0.2218, "X4": 0.47368, "Y4": 0.2228, "page": 0, "Index": 90}, {"Word": ",say", "Confidence": 0.16, "X1": 0.52105, "Y1": 0.2092, "X2": 0.54868, "Y2": 0.209, "X3": 0.54868, "Y3": 0.2218, "X4": 0.52105, "Y4": 0.2228, "page": 0, "Index": 91}, {"Word": "they", "Confidence": 0.962, "X1": 0.55263, "Y1": 0.2082, "X2": 0.58421, "Y2": 0.208, "X3": 0.58421, "Y3": 0.2208, "X4": 0.55132, "Y4": 0.2218, "page": 0, "Index": 92}, {"Word": "are", "Confidence": 0.418, "X1": 0.58816, "Y1": 0.2082, "X2": 0.60658, "Y2": 0.208, "X3": 0.60658, "Y3": 0.2208, "X4": 0.58816, "Y4": 0.2208, "page": 0, "Index": 93}, {"Word": "convinced", "Confidence": 0.812, "X1": 0.61053, "Y1": 0.2082, "X2": 0.67237, "Y2": 0.208, "X3": 0.67237, "Y3": 0.2198, "X4": 0.60921, "Y4": 0.2208, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.998, "X1": 0.67763, "Y1": 0.2072, "X2": 0.70395, "Y2": 0.207, "X3": 0.70263, "Y3": 0.2198, "X4": 0.67632, "Y4": 0.2198, "page": 0, "Index": 95}, {"Word": "that", "Confidence": 0.988, "X1": 0.70921, "Y1": 0.2072, "X2": 0.73947, "Y2": 0.207, "X3": 0.73816, "Y3": 0.2198, "X4": 0.70789, "Y4": 0.2198, "page": 0, "Index": 96}, {"Word": "\"The", "Confidence": 0.78, "X1": 0.07763, "Y1": 0.2232, "X2": 0.11447, "Y2": 0.223, "X3": 0.11447, "Y3": 0.2368, "X4": 0.07763, "Y4": 0.2378, "page": 0, "Index": 97}, {"Word": "American", "Confidence": 0.603, "X1": 0.12632, "Y1": 0.2232, "X2": 0.19079, "Y2": 0.223, "X3": 0.19079, "Y3": 0.2378, "X4": 0.12632, "Y4": 0.2368, "page": 0, "Index": 98}, {"Word": "ing.", "Confidence": 0.934, "X1": 0.3, "Y1": 0.2222, "X2": 0.32763, "Y2": 0.222, "X3": 0.32763, "Y3": 0.2368, "X4": 0.30132, "Y4": 0.2368, "page": 0, "Index": 99}, {"Word": "But", "Confidence": 0.795, "X1": 0.33158, "Y1": 0.2232, "X2": 0.35658, "Y2": 0.223, "X3": 0.35658, "Y3": 0.2358, "X4": 0.33158, "Y4": 0.2368, "page": 0, "Index": 100}, {"Word": "we", "Confidence": 0.812, "X1": 0.35921, "Y1": 0.2232, "X2": 0.37895, "Y2": 0.223, "X3": 0.37895, "Y3": 0.2358, "X4": 0.36053, "Y4": 0.2358, "page": 0, "Index": 101}, {"Word": "will", "Confidence": 0.998, "X1": 0.38158, "Y1": 0.2232, "X2": 0.40658, "Y2": 0.223, "X3": 0.40658, "Y3": 0.2358, "X4": 0.38289, "Y4": 0.2358, "page": 0, "Index": 102}, {"Word": "say", "Confidence": 0.8, "X1": 0.41053, "Y1": 0.2232, "X2": 0.43289, "Y2": 0.223, "X3": 0.43289, "Y3": 0.2358, "X4": 0.41053, "Y4": 0.2358, "page": 0, "Index": 103}, {"Word": "to", "Confidence": 0.965, "X1": 0.43684, "Y1": 0.2232, "X2": 0.44868, "Y2": 0.223, "X3": 0.44868, "Y3": 0.2358, "X4": 0.43684, "Y4": 0.2358, "page": 0, "Index": 104}, {"Word": "ourselves", "Confidence": 0.642, "X1": 0.45132, "Y1": 0.2222, "X2": 0.51447, "Y2": 0.222, "X3": 0.51447, "Y3": 0.2358, "X4": 0.45132, "Y4": 0.2358, "page": 0, "Index": 105}, {"Word": "they", "Confidence": 0.983, "X1": 0.52763, "Y1": 0.2212, "X2": 0.55658, "Y2": 0.221, "X3": 0.55658, "Y3": 0.2348, "X4": 0.52763, "Y4": 0.2348, "page": 0, "Index": 106}, {"Word": "will", "Confidence": 0.972, "X1": 0.56053, "Y1": 0.2212, "X2": 0.58553, "Y2": 0.221, "X3": 0.58553, "Y3": 0.2348, "X4": 0.56053, "Y4": 0.2348, "page": 0, "Index": 107}, {"Word": "not", "Confidence": 0.49, "X1": 0.58947, "Y1": 0.2212, "X2": 0.60921, "Y2": 0.221, "X3": 0.60921, "Y3": 0.2338, "X4": 0.58947, "Y4": 0.2338, "page": 0, "Index": 108}, {"Word": "take", "Confidence": 0.887, "X1": 0.61184, "Y1": 0.2212, "X2": 0.64079, "Y2": 0.221, "X3": 0.63947, "Y3": 0.2338, "X4": 0.61184, "Y4": 0.2338, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.991, "X1": 0.64342, "Y1": 0.2202, "X2": 0.66711, "Y2": 0.22, "X3": 0.66579, "Y3": 0.2338, "X4": 0.64342, "Y4": 0.2338, "page": 0, "Index": 110}, {"Word": "chance", "Confidence": 0.964, "X1": 0.66974, "Y1": 0.2202, "X2": 0.71711, "Y2": 0.22, "X3": 0.71711, "Y3": 0.2328, "X4": 0.66974, "Y4": 0.2328, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.803, "X1": 0.72105, "Y1": 0.2192, "X2": 0.73816, "Y2": 0.219, "X3": 0.73816, "Y3": 0.2318, "X4": 0.71974, "Y4": 0.2328, "page": 0, "Index": 112}, {"Word": "people", "Confidence": 0.825, "X1": 0.20395, "Y1": 0.2232, "X2": 0.25132, "Y2": 0.223, "X3": 0.25, "Y3": 0.2388, "X4": 0.20263, "Y4": 0.2378, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.998, "X1": 0.26184, "Y1": 0.2242, "X2": 0.28684, "Y2": 0.224, "X3": 0.28421, "Y3": 0.2398, "X4": 0.26053, "Y4": 0.2388, "page": 0, "Index": 114}, {"Word": "not", "Confidence": 0.885, "X1": 0.41974, "Y1": 0.2352, "X2": 0.44211, "Y2": 0.235, "X3": 0.44079, "Y3": 0.2478, "X4": 0.41974, "Y4": 0.2478, "page": 0, "Index": 115}, {"Word": "to", "Confidence": 0.746, "X1": 0.44474, "Y1": 0.2352, "X2": 0.45789, "Y2": 0.235, "X3": 0.45789, "Y3": 0.2478, "X4": 0.44474, "Y4": 0.2478, "page": 0, "Index": 116}, {"Word": "us,", "Confidence": 0.958, "X1": 0.46184, "Y1": 0.2352, "X2": 0.47895, "Y2": 0.235, "X3": 0.47895, "Y3": 0.2478, "X4": 0.46184, "Y4": 0.2478, "page": 0, "Index": 117}, {"Word": "only", "Confidence": 0.724, "X1": 0.48289, "Y1": 0.2352, "X2": 0.51316, "Y2": 0.235, "X3": 0.51316, "Y3": 0.2478, "X4": 0.48289, "Y4": 0.2478, "page": 0, "Index": 118}, {"Word": "injuring", "Confidence": 0.953, "X1": 0.52632, "Y1": 0.2342, "X2": 0.57895, "Y2": 0.234, "X3": 0.57763, "Y3": 0.2478, "X4": 0.52632, "Y4": 0.2478, "page": 0, "Index": 119}, {"Word": "their", "Confidence": 0.633, "X1": 0.58158, "Y1": 0.2342, "X2": 0.60789, "Y2": 0.234, "X3": 0.60658, "Y3": 0.2478, "X4": 0.58158, "Y4": 0.2478, "page": 0, "Index": 120}, {"Word": "health.", "Confidence": 0.642, "X1": 0.61053, "Y1": 0.2342, "X2": 0.65132, "Y2": 0.234, "X3": 0.65, "Y3": 0.2468, "X4": 0.61053, "Y4": 0.2468, "page": 0, "Index": 121}, {"Word": "Others,", "Confidence": 0.901, "X1": 0.65395, "Y1": 0.2342, "X2": 0.7, "Y2": 0.234, "X3": 0.7, "Y3": 0.2458, "X4": 0.65395, "Y4": 0.2468, "page": 0, "Index": 122}, {"Word": "bow-", "Confidence": 0.763, "X1": 0.70395, "Y1": 0.2332, "X2": 0.73684, "Y2": 0.233, "X3": 0.73684, "Y3": 0.2448, "X4": 0.70263, "Y4": 0.2458, "page": 0, "Index": 123}, {"Word": "gamblers", "Confidence": 0.896, "X1": 0.06447, "Y1": 0.2362, "X2": 0.125, "Y2": 0.236, "X3": 0.125, "Y3": 0.2498, "X4": 0.06447, "Y4": 0.2498, "page": 0, "Index": 124}, {"Word": "at", "Confidence": 0.998, "X1": 0.13289, "Y1": 0.2362, "X2": 0.15132, "Y2": 0.236, "X3": 0.15132, "Y3": 0.2508, "X4": 0.13289, "Y4": 0.2508, "page": 0, "Index": 125}, {"Word": "heart,", "Confidence": 0.847, "X1": 0.15526, "Y1": 0.2362, "X2": 0.2, "Y2": 0.236, "X3": 0.2, "Y3": 0.2508, "X4": 0.15395, "Y4": 0.2508, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.20395, "Y1": 0.2352, "X2": 0.23026, "Y2": 0.235, "X3": 0.23026, "Y3": 0.2508, "X4": 0.20395, "Y4": 0.2508, "page": 0, "Index": 127}, {"Word": "so", "Confidence": 0.614, "X1": 0.23684, "Y1": 0.2352, "X2": 0.25658, "Y2": 0.235, "X3": 0.25658, "Y3": 0.2508, "X4": 0.23684, "Y4": 0.2508, "page": 0, "Index": 128}, {"Word": "are", "Confidence": 0.914, "X1": 0.26184, "Y1": 0.2352, "X2": 0.28421, "Y2": 0.235, "X3": 0.28421, "Y3": 0.2508, "X4": 0.26184, "Y4": 0.2508, "page": 0, "Index": 129}, {"Word": "that", "Confidence": 0.991, "X1": 0.30132, "Y1": 0.2352, "X2": 0.32763, "Y2": 0.235, "X3": 0.32632, "Y3": 0.2488, "X4": 0.3, "Y4": 0.2498, "page": 0, "Index": 130}, {"Word": "it", "Confidence": 0.997, "X1": 0.33026, "Y1": 0.2352, "X2": 0.34211, "Y2": 0.235, "X3": 0.34079, "Y3": 0.2488, "X4": 0.33026, "Y4": 0.2488, "page": 0, "Index": 131}, {"Word": "will", "Confidence": 0.983, "X1": 0.34474, "Y1": 0.2352, "X2": 0.36842, "Y2": 0.235, "X3": 0.36842, "Y3": 0.2488, "X4": 0.34474, "Y4": 0.2488, "page": 0, "Index": 132}, {"Word": "happen", "Confidence": 0.552, "X1": 0.37237, "Y1": 0.2352, "X2": 0.41711, "Y2": 0.235, "X3": 0.41579, "Y3": 0.2488, "X4": 0.37237, "Y4": 0.2488, "page": 0, "Index": 133}, {"Word": "most", "Confidence": 0.987, "X1": 0.06447, "Y1": 0.2502, "X2": 0.09605, "Y2": 0.25, "X3": 0.09605, "Y3": 0.2628, "X4": 0.06447, "Y4": 0.2628, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.998, "X1": 0.1, "Y1": 0.2502, "X2": 0.11579, "Y2": 0.25, "X3": 0.11579, "Y3": 0.2628, "X4": 0.09868, "Y4": 0.2628, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.11974, "Y1": 0.2502, "X2": 0.14605, "Y2": 0.25, "X3": 0.14474, "Y3": 0.2628, "X4": 0.11974, "Y4": 0.2628, "page": 0, "Index": 136}, {"Word": "people", "Confidence": 0.961, "X1": 0.15, "Y1": 0.2502, "X2": 0.19211, "Y2": 0.25, "X3": 0.19079, "Y3": 0.2628, "X4": 0.14868, "Y4": 0.2628, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.998, "X1": 0.19605, "Y1": 0.2492, "X2": 0.21184, "Y2": 0.249, "X3": 0.21053, "Y3": 0.2628, "X4": 0.19474, "Y4": 0.2628, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.21579, "Y1": 0.2492, "X2": 0.23947, "Y2": 0.249, "X3": 0.23816, "Y3": 0.2628, "X4": 0.21447, "Y4": 0.2628, "page": 0, "Index": 139}, {"Word": "world.", "Confidence": 0.969, "X1": 0.24211, "Y1": 0.2492, "X2": 0.28684, "Y2": 0.249, "X3": 0.28553, "Y3": 0.2618, "X4": 0.24211, "Y4": 0.2628, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.957, "X1": 0.30263, "Y1": 0.2482, "X2": 0.31711, "Y2": 0.248, "X3": 0.31711, "Y3": 0.2618, "X4": 0.30263, "Y4": 0.2618, "page": 0, "Index": 141}, {"Word": "someone", "Confidence": 0.231, "X1": 0.32237, "Y1": 0.2492, "X2": 0.37895, "Y2": 0.249, "X3": 0.37895, "Y3": 0.2618, "X4": 0.32237, "Y4": 0.2618, "page": 0, "Index": 142}, {"Word": "else", "Confidence": 0.604, "X1": 0.38289, "Y1": 0.2492, "X2": 0.40921, "Y2": 0.249, "X3": 0.40921, "Y3": 0.2608, "X4": 0.38289, "Y4": 0.2618, "page": 0, "Index": 143}, {"Word": "over,", "Confidence": 0.658, "X1": 0.52895, "Y1": 0.2482, "X2": 0.56053, "Y2": 0.248, "X3": 0.56053, "Y3": 0.2608, "X4": 0.52895, "Y4": 0.2618, "page": 0, "Index": 144}, {"Word": "will", "Confidence": 0.699, "X1": 0.56447, "Y1": 0.2472, "X2": 0.58947, "Y2": 0.247, "X3": 0.58947, "Y3": 0.2608, "X4": 0.56447, "Y4": 0.2608, "page": 0, "Index": 145}, {"Word": "show", "Confidence": 0.11, "X1": 0.59342, "Y1": 0.2472, "X2": 0.61974, "Y2": 0.247, "X3": 0.61974, "Y3": 0.2608, "X4": 0.59342, "Y4": 0.2608, "page": 0, "Index": 146}, {"Word": "themselves", "Confidence": 0.617, "X1": 0.62368, "Y1": 0.2462, "X2": 0.69474, "Y2": 0.246, "X3": 0.69474, "Y3": 0.2598, "X4": 0.62368, "Y4": 0.2608, "page": 0, "Index": 147}, {"Word": "to", "Confidence": 0.994, "X1": 0.69868, "Y1": 0.2462, "X2": 0.71579, "Y2": 0.246, "X3": 0.71579, "Y3": 0.2588, "X4": 0.69868, "Y4": 0.2598, "page": 0, "Index": 148}, {"Word": "be", "Confidence": 0.997, "X1": 0.71842, "Y1": 0.2462, "X2": 0.73816, "Y2": 0.246, "X3": 0.73816, "Y3": 0.2588, "X4": 0.71842, "Y4": 0.2588, "page": 0, "Index": 149}, {"Word": "We", "Confidence": 0.996, "X1": 0.06579, "Y1": 0.2632, "X2": 0.08684, "Y2": 0.263, "X3": 0.08684, "Y3": 0.2758, "X4": 0.06579, "Y4": 0.2758, "page": 0, "Index": 150}, {"Word": "gamble", "Confidence": 0.952, "X1": 0.08947, "Y1": 0.2622, "X2": 0.13947, "Y2": 0.262, "X3": 0.13947, "Y3": 0.2758, "X4": 0.08947, "Y4": 0.2758, "page": 0, "Index": 151}, {"Word": "each", "Confidence": 0.943, "X1": 0.14342, "Y1": 0.2622, "X2": 0.17105, "Y2": 0.262, "X3": 0.17105, "Y3": 0.2758, "X4": 0.14342, "Y4": 0.2758, "page": 0, "Index": 152}, {"Word": "time", "Confidence": 0.986, "X1": 0.175, "Y1": 0.2622, "X2": 0.20658, "Y2": 0.262, "X3": 0.20526, "Y3": 0.2758, "X4": 0.17368, "Y4": 0.2758, "page": 0, "Index": 153}, {"Word": "we", "Confidence": 0.998, "X1": 0.21053, "Y1": 0.2622, "X2": 0.22895, "Y2": 0.262, "X3": 0.22763, "Y3": 0.2758, "X4": 0.20921, "Y4": 0.2758, "page": 0, "Index": 154}, {"Word": "get", "Confidence": 0.661, "X1": 0.23289, "Y1": 0.2632, "X2": 0.25395, "Y2": 0.263, "X3": 0.25263, "Y3": 0.2758, "X4": 0.23026, "Y4": 0.2758, "page": 0, "Index": 155}, {"Word": "into", "Confidence": 0.958, "X1": 0.25789, "Y1": 0.2632, "X2": 0.28553, "Y2": 0.263, "X3": 0.28289, "Y3": 0.2768, "X4": 0.25658, "Y4": 0.2758, "page": 0, "Index": 156}, {"Word": "\"\"No", "Confidence": 0.276, "X1": 0.31447, "Y1": 0.2622, "X2": 0.34605, "Y2": 0.262, "X3": 0.34605, "Y3": 0.2758, "X4": 0.31447, "Y4": 0.2748, "page": 0, "Index": 157}, {"Word": "'scare,\"", "Confidence": 0.604, "X1": 0.35, "Y1": 0.2622, "X2": 0.39474, "Y2": 0.262, "X3": 0.39474, "Y3": 0.2768, "X4": 0.35, "Y4": 0.2758, "page": 0, "Index": 158}, {"Word": "really,", "Confidence": 0.538, "X1": 0.39868, "Y1": 0.2622, "X2": 0.44079, "Y2": 0.262, "X3": 0.44079, "Y3": 0.2768, "X4": 0.39868, "Y4": 0.2768, "page": 0, "Index": 159}, {"Word": "will", "Confidence": 0.65, "X1": 0.44474, "Y1": 0.2622, "X2": 0.47105, "Y2": 0.262, "X3": 0.47105, "Y3": 0.2768, "X4": 0.44474, "Y4": 0.2768, "page": 0, "Index": 160}, {"Word": "ellmi-", "Confidence": 0.768, "X1": 0.475, "Y1": 0.2612, "X2": 0.51842, "Y2": 0.261, "X3": 0.51974, "Y3": 0.2768, "X4": 0.475, "Y4": 0.2768, "page": 0, "Index": 161}, {"Word": "the", "Confidence": 0.998, "X1": 0.52632, "Y1": 0.2592, "X2": 0.55, "Y2": 0.259, "X3": 0.55, "Y3": 0.2738, "X4": 0.52632, "Y4": 0.2738, "page": 0, "Index": 162}, {"Word": "gamblers.", "Confidence": 0.808, "X1": 0.55395, "Y1": 0.2602, "X2": 0.61579, "Y2": 0.26, "X3": 0.61579, "Y3": 0.2728, "X4": 0.55395, "Y4": 0.2738, "page": 0, "Index": 163}, {"Word": "There", "Confidence": 0.997, "X1": 0.54211, "Y1": 0.2732, "X2": 0.58158, "Y2": 0.273, "X3": 0.58289, "Y3": 0.2868, "X4": 0.54211, "Y4": 0.2868, "page": 0, "Index": 164}, {"Word": "stil", "Confidence": 0.26, "X1": 0.58684, "Y1": 0.2732, "X2": 0.61184, "Y2": 0.273, "X3": 0.61184, "Y3": 0.2868, "X4": 0.58684, "Y4": 0.2868, "page": 0, "Index": 165}, {"Word": "is", "Confidence": 0.994, "X1": 0.61579, "Y1": 0.2732, "X2": 0.63158, "Y2": 0.273, "X3": 0.63158, "Y3": 0.2858, "X4": 0.61579, "Y4": 0.2858, "page": 0, "Index": 166}, {"Word": "much", "Confidence": 0.988, "X1": 0.63553, "Y1": 0.2732, "X2": 0.67368, "Y2": 0.273, "X3": 0.67368, "Y3": 0.2858, "X4": 0.63553, "Y4": 0.2858, "page": 0, "Index": 167}, {"Word": "research", "Confidence": 0.654, "X1": 0.67763, "Y1": 0.2722, "X2": 0.73684, "Y2": 0.272, "X3": 0.73553, "Y3": 0.2858, "X4": 0.67763, "Y4": 0.2858, "page": 0, "Index": 168}, {"Word": "&", "Confidence": 0.025, "X1": 0.06711, "Y1": 0.2772, "X2": 0.075, "Y2": 0.277, "X3": 0.07368, "Y3": 0.2888, "X4": 0.06711, "Y4": 0.2888, "page": 0, "Index": 169}, {"Word": "car", "Confidence": 0.621, "X1": 0.07895, "Y1": 0.2772, "X2": 0.1, "Y2": 0.277, "X3": 0.09868, "Y3": 0.2888, "X4": 0.07763, "Y4": 0.2888, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.994, "X1": 0.10395, "Y1": 0.2762, "X2": 0.12632, "Y2": 0.276, "X3": 0.12632, "Y3": 0.2888, "X4": 0.10263, "Y4": 0.2888, "page": 0, "Index": 171}, {"Word": "@", "Confidence": 0, "X1": 0.13158, "Y1": 0.2762, "X2": 0.14211, "Y2": 0.276, "X3": 0.14079, "Y3": 0.2888, "X4": 0.13026, "Y4": 0.2888, "page": 0, "Index": 172}, {"Word": "trip.", "Confidence": 0.966, "X1": 0.14737, "Y1": 0.2752, "X2": 0.17763, "Y2": 0.275, "X3": 0.17632, "Y3": 0.2888, "X4": 0.14605, "Y4": 0.2888, "page": 0, "Index": 173}, {"Word": "We", "Confidence": 0.998, "X1": 0.18026, "Y1": 0.2752, "X2": 0.20395, "Y2": 0.275, "X3": 0.20263, "Y3": 0.2888, "X4": 0.17895, "Y4": 0.2888, "page": 0, "Index": 174}, {"Word": "know", "Confidence": 0.981, "X1": 0.20789, "Y1": 0.2752, "X2": 0.24211, "Y2": 0.275, "X3": 0.24079, "Y3": 0.2888, "X4": 0.20658, "Y4": 0.2888, "page": 0, "Index": 175}, {"Word": "there", "Confidence": 0.991, "X1": 0.24868, "Y1": 0.2762, "X2": 0.28553, "Y2": 0.276, "X3": 0.28421, "Y3": 0.2888, "X4": 0.24737, "Y4": 0.2888, "page": 0, "Index": 176}, {"Word": "nate", "Confidence": 0.803, "X1": 0.30395, "Y1": 0.2762, "X2": 0.33026, "Y2": 0.276, "X3": 0.32895, "Y3": 0.2898, "X4": 0.30395, "Y4": 0.2898, "page": 0, "Index": 177}, {"Word": "smoking.\"", "Confidence": 0.814, "X1": 0.33289, "Y1": 0.2762, "X2": 0.4, "Y2": 0.276, "X3": 0.39868, "Y3": 0.2898, "X4": 0.33289, "Y4": 0.2898, "page": 0, "Index": 178}, {"Word": "tobacco", "Confidence": 0.649, "X1": 0.63947, "Y1": 0.2862, "X2": 0.68947, "Y2": 0.286, "X3": 0.68947, "Y3": 0.2978, "X4": 0.63816, "Y4": 0.2988, "page": 0, "Index": 179}, {"Word": "indus-", "Confidence": 0.693, "X1": 0.69342, "Y1": 0.2862, "X2": 0.73816, "Y2": 0.286, "X3": 0.73816, "Y3": 0.2978, "X4": 0.69342, "Y4": 0.2978, "page": 0, "Index": 180}, {"Word": "tre", "Confidence": 0.612, "X1": 0.06711, "Y1": 0.2902, "X2": 0.08816, "Y2": 0.29, "X3": 0.08816, "Y3": 0.3028, "X4": 0.06711, "Y4": 0.3028, "page": 0, "Index": 181}, {"Word": "wrecks", "Confidence": 0.966, "X1": 0.09342, "Y1": 0.2892, "X2": 0.14211, "Y2": 0.289, "X3": 0.14211, "Y3": 0.3018, "X4": 0.09342, "Y4": 0.3028, "page": 0, "Index": 182}, {"Word": "and", "Confidence": 0.681, "X1": 0.14737, "Y1": 0.2882, "X2": 0.17237, "Y2": 0.288, "X3": 0.17237, "Y3": 0.3018, "X4": 0.14737, "Y4": 0.3018, "page": 0, "Index": 183}, {"Word": "that", "Confidence": 0.955, "X1": 0.17632, "Y1": 0.2882, "X2": 0.20789, "Y2": 0.288, "X3": 0.20789, "Y3": 0.3018, "X4": 0.17632, "Y4": 0.3018, "page": 0, "Index": 184}, {"Word": "people", "Confidence": 0.939, "X1": 0.21053, "Y1": 0.2882, "X2": 0.25789, "Y2": 0.288, "X3": 0.25789, "Y3": 0.3028, "X4": 0.21053, "Y4": 0.3018, "page": 0, "Index": 185}, {"Word": "are", "Confidence": 0.885, "X1": 0.26184, "Y1": 0.2892, "X2": 0.28553, "Y2": 0.289, "X3": 0.28553, "Y3": 0.3038, "X4": 0.26184, "Y4": 0.3028, "page": 0, "Index": 186}, {"Word": "The", "Confidence": 0.994, "X1": 0.31579, "Y1": 0.2892, "X2": 0.34211, "Y2": 0.289, "X3": 0.34211, "Y3": 0.3018, "X4": 0.31579, "Y4": 0.3018, "page": 0, "Index": 187}, {"Word": "report", "Confidence": 0.994, "X1": 0.34605, "Y1": 0.2882, "X2": 0.38947, "Y2": 0.288, "X3": 0.38816, "Y3": 0.3018, "X4": 0.34605, "Y4": 0.3018, "page": 0, "Index": 188}, {"Word": "Saturday", "Confidence": 0.657, "X1": 0.39211, "Y1": 0.2882, "X2": 0.45, "Y2": 0.288, "X3": 0.45, "Y3": 0.3018, "X4": 0.39211, "Y4": 0.3018, "page": 0, "Index": 189}, {"Word": "by", "Confidence": 0.998, "X1": 0.45789, "Y1": 0.2882, "X2": 0.47763, "Y2": 0.288, "X3": 0.47763, "Y3": 0.3028, "X4": 0.45789, "Y4": 0.3018, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.994, "X1": 0.48947, "Y1": 0.2882, "X2": 0.51184, "Y2": 0.288, "X3": 0.51184, "Y3": 0.3028, "X4": 0.48947, "Y4": 0.3028, "page": 0, "Index": 191}, {"Word": "ahead", "Confidence": 0.625, "X1": 0.52763, "Y1": 0.2862, "X2": 0.56447, "Y2": 0.286, "X3": 0.56447, "Y3": 0.2998, "X4": 0.52763, "Y4": 0.3008, "page": 0, "Index": 192}, {"Word": "before", "Confidence": 0.771, "X1": 0.56974, "Y1": 0.2862, "X2": 0.60921, "Y2": 0.286, "X3": 0.60921, "Y3": 0.2988, "X4": 0.56974, "Y4": 0.2998, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.998, "X1": 0.61316, "Y1": 0.2862, "X2": 0.63553, "Y2": 0.286, "X3": 0.63553, "Y3": 0.2988, "X4": 0.61316, "Y4": 0.2988, "page": 0, "Index": 194}, {"Word": "injured", "Confidence": 0.849, "X1": 0.06447, "Y1": 0.3022, "X2": 0.11316, "Y2": 0.302, "X3": 0.11316, "Y3": 0.3148, "X4": 0.06447, "Y4": 0.3148, "page": 0, "Index": 195}, {"Word": "or", "Confidence": 0.941, "X1": 0.11974, "Y1": 0.3012, "X2": 0.13947, "Y2": 0.301, "X3": 0.13947, "Y3": 0.3148, "X4": 0.11974, "Y4": 0.3148, "page": 0, "Index": 196}, {"Word": "killed.", "Confidence": 0.798, "X1": 0.14737, "Y1": 0.3012, "X2": 0.19342, "Y2": 0.301, "X3": 0.19474, "Y3": 0.3148, "X4": 0.14868, "Y4": 0.3148, "page": 0, "Index": 197}, {"Word": "Yet", "Confidence": 0.816, "X1": 0.20526, "Y1": 0.3002, "X2": 0.23289, "Y2": 0.3, "X3": 0.23289, "Y3": 0.3148, "X4": 0.20658, "Y4": 0.3148, "page": 0, "Index": 198}, {"Word": "this", "Confidence": 0.789, "X1": 0.23816, "Y1": 0.3012, "X2": 0.26711, "Y2": 0.301, "X3": 0.26711, "Y3": 0.3148, "X4": 0.23816, "Y4": 0.3148, "page": 0, "Index": 199}, {"Word": "is", "Confidence": 0.721, "X1": 0.27105, "Y1": 0.3012, "X2": 0.28816, "Y2": 0.301, "X3": 0.28816, "Y3": 0.3148, "X4": 0.27105, "Y4": 0.3148, "page": 0, "Index": 200}, {"Word": "U.", "Confidence": 0.991, "X1": 0.30263, "Y1": 0.3012, "X2": 0.31842, "Y2": 0.301, "X3": 0.31842, "Y3": 0.3138, "X4": 0.30263, "Y4": 0.3138, "page": 0, "Index": 201}, {"Word": "S.", "Confidence": 0.8, "X1": 0.32105, "Y1": 0.3012, "X2": 0.33553, "Y2": 0.301, "X3": 0.33684, "Y3": 0.3138, "X4": 0.32237, "Y4": 0.3138, "page": 0, "Index": 202}, {"Word": "Public", "Confidence": 0.65, "X1": 0.33947, "Y1": 0.3012, "X2": 0.38289, "Y2": 0.301, "X3": 0.38421, "Y3": 0.3138, "X4": 0.34079, "Y4": 0.3138, "page": 0, "Index": 203}, {"Word": "Health", "Confidence": 0.834, "X1": 0.38684, "Y1": 0.3012, "X2": 0.43026, "Y2": 0.301, "X3": 0.43026, "Y3": 0.3138, "X4": 0.38684, "Y4": 0.3138, "page": 0, "Index": 204}, {"Word": "Service", "Confidence": 0.675, "X1": 0.43421, "Y1": 0.3012, "X2": 0.48026, "Y2": 0.301, "X3": 0.48026, "Y3": 0.3148, "X4": 0.43421, "Y4": 0.3138, "page": 0, "Index": 205}, {"Word": "told", "Confidence": 0.985, "X1": 0.48421, "Y1": 0.3012, "X2": 0.51316, "Y2": 0.301, "X3": 0.51184, "Y3": 0.3148, "X4": 0.48421, "Y4": 0.3148, "page": 0, "Index": 206}, {"Word": "try", "Confidence": 0.606, "X1": 0.52632, "Y1": 0.2982, "X2": 0.54737, "Y2": 0.298, "X3": 0.54737, "Y3": 0.3138, "X4": 0.52763, "Y4": 0.3138, "page": 0, "Index": 207}, {"Word": "must", "Confidence": 0.983, "X1": 0.55, "Y1": 0.2982, "X2": 0.58421, "Y2": 0.298, "X3": 0.58421, "Y3": 0.3128, "X4": 0.55132, "Y4": 0.3138, "page": 0, "Index": 208}, {"Word": "take", "Confidence": 0.524, "X1": 0.58816, "Y1": 0.2982, "X2": 0.61184, "Y2": 0.298, "X3": 0.61184, "Y3": 0.3118, "X4": 0.58816, "Y4": 0.3118, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.673, "X1": 0.61579, "Y1": 0.2982, "X2": 0.63684, "Y2": 0.298, "X3": 0.63684, "Y3": 0.3108, "X4": 0.61579, "Y4": 0.3118, "page": 0, "Index": 210}, {"Word": "full", "Confidence": 0.764, "X1": 0.64079, "Y1": 0.2982, "X2": 0.66579, "Y2": 0.298, "X3": 0.66579, "Y3": 0.3108, "X4": 0.64079, "Y4": 0.3108, "page": 0, "Index": 211}, {"Word": "blame", "Confidence": 0.94, "X1": 0.66974, "Y1": 0.2982, "X2": 0.71184, "Y2": 0.298, "X3": 0.71053, "Y3": 0.3108, "X4": 0.66842, "Y4": 0.3108, "page": 0, "Index": 212}, {"Word": "for", "Confidence": 0.998, "X1": 0.71579, "Y1": 0.2972, "X2": 0.73947, "Y2": 0.297, "X3": 0.73684, "Y3": 0.3108, "X4": 0.71316, "Y4": 0.3108, "page": 0, "Index": 213}, {"Word": "where", "Confidence": 0.676, "X1": 0.06711, "Y1": 0.3162, "X2": 0.10263, "Y2": 0.316, "X3": 0.10263, "Y3": 0.3278, "X4": 0.06711, "Y4": 0.3278, "page": 0, "Index": 214}, {"Word": "our", "Confidence": 0.998, "X1": 0.10658, "Y1": 0.3152, "X2": 0.13158, "Y2": 0.315, "X3": 0.13158, "Y3": 0.3278, "X4": 0.10658, "Y4": 0.3278, "page": 0, "Index": 215}, {"Word": "gambling", "Confidence": 0.73, "X1": 0.13553, "Y1": 0.3142, "X2": 0.19211, "Y2": 0.314, "X3": 0.19211, "Y3": 0.3278, "X4": 0.13553, "Y4": 0.3278, "page": 0, "Index": 216}, {"Word": "instinct", "Confidence": 0.765, "X1": 0.19474, "Y1": 0.3132, "X2": 0.24474, "Y2": 0.313, "X3": 0.24605, "Y3": 0.3268, "X4": 0.19605, "Y4": 0.3278, "page": 0, "Index": 217}, {"Word": "takes", "Confidence": 0.905, "X1": 0.24868, "Y1": 0.3132, "X2": 0.28553, "Y2": 0.313, "X3": 0.28684, "Y3": 0.3268, "X4": 0.24868, "Y4": 0.3268, "page": 0, "Index": 218}, {"Word": "in", "Confidence": 0.971, "X1": 0.31974, "Y1": 0.3152, "X2": 0.33684, "Y2": 0.315, "X3": 0.33816, "Y3": 0.3278, "X4": 0.32105, "Y4": 0.3288, "page": 0, "Index": 219}, {"Word": "some", "Confidence": 0.983, "X1": 0.34079, "Y1": 0.3152, "X2": 0.37632, "Y2": 0.315, "X3": 0.37632, "Y3": 0.3278, "X4": 0.34211, "Y4": 0.3278, "page": 0, "Index": 220}, {"Word": "tried", "Confidence": 0.991, "X1": 0.38026, "Y1": 0.3142, "X2": 0.41184, "Y2": 0.314, "X3": 0.41184, "Y3": 0.3278, "X4": 0.38026, "Y4": 0.3278, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.41447, "Y1": 0.3142, "X2": 0.44079, "Y2": 0.314, "X3": 0.44079, "Y3": 0.3278, "X4": 0.41579, "Y4": 0.3278, "page": 0, "Index": 222}, {"Word": "tested", "Confidence": 0.661, "X1": 0.44474, "Y1": 0.3142, "X2": 0.48421, "Y2": 0.314, "X3": 0.48421, "Y3": 0.3278, "X4": 0.44474, "Y4": 0.3278, "page": 0, "Index": 223}, {"Word": "fig-", "Confidence": 0.602, "X1": 0.48684, "Y1": 0.3142, "X2": 0.51711, "Y2": 0.314, "X3": 0.51711, "Y3": 0.3278, "X4": 0.48816, "Y4": 0.3278, "page": 0, "Index": 224}, {"Word": "the", "Confidence": 0.997, "X1": 0.52763, "Y1": 0.3112, "X2": 0.54737, "Y2": 0.311, "X3": 0.54737, "Y3": 0.3248, "X4": 0.52763, "Y4": 0.3238, "page": 0, "Index": 225}, {"Word": "huge", "Confidence": 0.982, "X1": 0.55132, "Y1": 0.3122, "X2": 0.58289, "Y2": 0.312, "X3": 0.58289, "Y3": 0.3248, "X4": 0.55132, "Y4": 0.3248, "page": 0, "Index": 226}, {"Word": "increase", "Confidence": 0.273, "X1": 0.58684, "Y1": 0.3122, "X2": 0.63289, "Y2": 0.312, "X3": 0.63158, "Y3": 0.3248, "X4": 0.58553, "Y4": 0.3248, "page": 0, "Index": 227}, {"Word": "in", "Confidence": 0.997, "X1": 0.63553, "Y1": 0.3122, "X2": 0.65, "Y2": 0.312, "X3": 0.65, "Y3": 0.3248, "X4": 0.63553, "Y4": 0.3248, "page": 0, "Index": 228}, {"Word": "lung", "Confidence": 0.955, "X1": 0.65395, "Y1": 0.3112, "X2": 0.68421, "Y2": 0.311, "X3": 0.68289, "Y3": 0.3248, "X4": 0.65263, "Y4": 0.3248, "page": 0, "Index": 229}, {"Word": "cancer.", "Confidence": 0.802, "X1": 0.68816, "Y1": 0.3102, "X2": 0.73947, "Y2": 0.31, "X3": 0.73816, "Y3": 0.3248, "X4": 0.68684, "Y4": 0.3248, "page": 0, "Index": 230}, {"Word": "us", "Confidence": 0.941, "X1": 0.30132, "Y1": 0.3162, "X2": 0.31711, "Y2": 0.316, "X3": 0.31711, "Y3": 0.3288, "X4": 0.30263, "Y4": 0.3288, "page": 0, "Index": 231}, {"Word": "however,", "Confidence": 0.665, "X1": 0.64737, "Y1": 0.3242, "X2": 0.70921, "Y2": 0.324, "X3": 0.70789, "Y3": 0.3378, "X4": 0.64737, "Y4": 0.3388, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.958, "X1": 0.71184, "Y1": 0.3242, "X2": 0.73816, "Y2": 0.324, "X3": 0.73816, "Y3": 0.3378, "X4": 0.71184, "Y4": 0.3378, "page": 0, "Index": 233}, {"Word": "over,", "Confidence": 0.629, "X1": 0.06579, "Y1": 0.3282, "X2": 0.09868, "Y2": 0.328, "X3": 0.1, "Y3": 0.3418, "X4": 0.06711, "Y4": 0.3428, "page": 0, "Index": 234}, {"Word": "as", "Confidence": 0.278, "X1": 0.10263, "Y1": 0.3282, "X2": 0.12237, "Y2": 0.328, "X3": 0.12368, "Y3": 0.3418, "X4": 0.10395, "Y4": 0.3418, "page": 0, "Index": 235}, {"Word": "we", "Confidence": 0.641, "X1": 0.12632, "Y1": 0.3272, "X2": 0.15, "Y2": 0.327, "X3": 0.15132, "Y3": 0.3418, "X4": 0.12763, "Y4": 0.3418, "page": 0, "Index": 236}, {"Word": "think", "Confidence": 0.437, "X1": 0.15395, "Y1": 0.3272, "X2": 0.18947, "Y2": 0.327, "X3": 0.18947, "Y3": 0.3408, "X4": 0.15395, "Y4": 0.3418, "page": 0, "Index": 237}, {"Word": "this", "Confidence": 0.991, "X1": 0.19474, "Y1": 0.3262, "X2": 0.225, "Y2": 0.326, "X3": 0.225, "Y3": 0.3408, "X4": 0.19474, "Y4": 0.3408, "page": 0, "Index": 238}, {"Word": "will", "Confidence": 0.987, "X1": 0.22895, "Y1": 0.3262, "X2": 0.25789, "Y2": 0.326, "X3": 0.25658, "Y3": 0.3408, "X4": 0.22895, "Y4": 0.3408, "page": 0, "Index": 239}, {"Word": "not", "Confidence": 0.898, "X1": 0.26184, "Y1": 0.3262, "X2": 0.28553, "Y2": 0.326, "X3": 0.28421, "Y3": 0.3408, "X4": 0.26053, "Y4": 0.3408, "page": 0, "Index": 240}, {"Word": "ures", "Confidence": 0.8, "X1": 0.30132, "Y1": 0.3282, "X2": 0.33158, "Y2": 0.328, "X3": 0.33158, "Y3": 0.3408, "X4": 0.30132, "Y4": 0.3418, "page": 0, "Index": 241}, {"Word": "that", "Confidence": 0.941, "X1": 0.33553, "Y1": 0.3282, "X2": 0.36316, "Y2": 0.328, "X3": 0.36316, "Y3": 0.3408, "X4": 0.33553, "Y4": 0.3408, "page": 0, "Index": 242}, {"Word": "smoking", "Confidence": 0.651, "X1": 0.36711, "Y1": 0.3282, "X2": 0.41974, "Y2": 0.328, "X3": 0.41974, "Y3": 0.3408, "X4": 0.36711, "Y4": 0.3408, "page": 0, "Index": 243}, {"Word": "is", "Confidence": 0.997, "X1": 0.42368, "Y1": 0.3282, "X2": 0.43816, "Y2": 0.328, "X3": 0.43816, "Y3": 0.3408, "X4": 0.42368, "Y4": 0.3408, "page": 0, "Index": 244}, {"Word": "against", "Confidence": 0.725, "X1": 0.44211, "Y1": 0.3282, "X2": 0.48947, "Y2": 0.328, "X3": 0.48816, "Y3": 0.3418, "X4": 0.44211, "Y4": 0.3408, "page": 0, "Index": 245}, {"Word": "an", "Confidence": 0.997, "X1": 0.49342, "Y1": 0.3282, "X2": 0.51184, "Y2": 0.328, "X3": 0.51053, "Y3": 0.3418, "X4": 0.49211, "Y4": 0.3418, "page": 0, "Index": 246}, {"Word": "For", "Confidence": 0.887, "X1": 0.54079, "Y1": 0.3252, "X2": 0.56579, "Y2": 0.325, "X3": 0.56579, "Y3": 0.3388, "X4": 0.54079, "Y4": 0.3388, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.853, "X1": 0.56974, "Y1": 0.3252, "X2": 0.59342, "Y2": 0.325, "X3": 0.59474, "Y3": 0.3388, "X4": 0.56974, "Y4": 0.3388, "page": 0, "Index": 248}, {"Word": "present,", "Confidence": 0.629, "X1": 0.59737, "Y1": 0.3252, "X2": 0.64342, "Y2": 0.325, "X3": 0.64342, "Y3": 0.3388, "X4": 0.59737, "Y4": 0.3388, "page": 0, "Index": 249}, {"Word": "happen", "Confidence": 0.907, "X1": 0.06447, "Y1": 0.3412, "X2": 0.11053, "Y2": 0.341, "X3": 0.11053, "Y3": 0.3538, "X4": 0.06579, "Y4": 0.3548, "page": 0, "Index": 250}, {"Word": "to", "Confidence": 0.997, "X1": 0.11447, "Y1": 0.3412, "X2": 0.13026, "Y2": 0.341, "X3": 0.13026, "Y3": 0.3538, "X4": 0.11447, "Y4": 0.3538, "page": 0, "Index": 251}, {"Word": "us,", "Confidence": 0.768, "X1": 0.13289, "Y1": 0.3412, "X2": 0.15263, "Y2": 0.341, "X3": 0.15395, "Y3": 0.3538, "X4": 0.13289, "Y4": 0.3538, "page": 0, "Index": 252}, {"Word": "only", "Confidence": 0.925, "X1": 0.15658, "Y1": 0.3412, "X2": 0.18289, "Y2": 0.341, "X3": 0.18421, "Y3": 0.3538, "X4": 0.15658, "Y4": 0.3538, "page": 0, "Index": 253}, {"Word": "someone", "Confidence": 0.804, "X1": 0.18684, "Y1": 0.3412, "X2": 0.24342, "Y2": 0.341, "X3": 0.24474, "Y3": 0.3538, "X4": 0.18684, "Y4": 0.3538, "page": 0, "Index": 254}, {"Word": "else.", "Confidence": 0.8, "X1": 0.24737, "Y1": 0.3412, "X2": 0.28158, "Y2": 0.341, "X3": 0.28158, "Y3": 0.3538, "X4": 0.24737, "Y4": 0.3538, "page": 0, "Index": 255}, {"Word": "individual's", "Confidence": 0.735, "X1": 0.30132, "Y1": 0.3402, "X2": 0.37368, "Y2": 0.34, "X3": 0.37368, "Y3": 0.3538, "X4": 0.30263, "Y4": 0.3548, "page": 0, "Index": 256}, {"Word": "health.", "Confidence": 0.613, "X1": 0.37763, "Y1": 0.3402, "X2": 0.42105, "Y2": 0.34, "X3": 0.42105, "Y3": 0.3538, "X4": 0.37763, "Y4": 0.3538, "page": 0, "Index": 257}, {"Word": "Evidence", "Confidence": 0.847, "X1": 0.425, "Y1": 0.3402, "X2": 0.48158, "Y2": 0.34, "X3": 0.48158, "Y3": 0.3538, "X4": 0.425, "Y4": 0.3538, "page": 0, "Index": 258}, {"Word": "had", "Confidence": 0.991, "X1": 0.48553, "Y1": 0.3412, "X2": 0.51316, "Y2": 0.341, "X3": 0.51184, "Y3": 0.3548, "X4": 0.48421, "Y4": 0.3538, "page": 0, "Index": 259}, {"Word": "first", "Confidence": 0.904, "X1": 0.52632, "Y1": 0.3382, "X2": 0.55395, "Y2": 0.338, "X3": 0.55395, "Y3": 0.3518, "X4": 0.52632, "Y4": 0.3518, "page": 0, "Index": 260}, {"Word": "major", "Confidence": 0.993, "X1": 0.55789, "Y1": 0.3382, "X2": 0.59605, "Y2": 0.338, "X3": 0.59605, "Y3": 0.3508, "X4": 0.55789, "Y4": 0.3518, "page": 0, "Index": 261}, {"Word": "step", "Confidence": 0.483, "X1": 0.6, "Y1": 0.3372, "X2": 0.62237, "Y2": 0.337, "X3": 0.62105, "Y3": 0.3508, "X4": 0.6, "Y4": 0.3508, "page": 0, "Index": 262}, {"Word": "toward", "Confidence": 0.991, "X1": 0.625, "Y1": 0.3372, "X2": 0.66974, "Y2": 0.337, "X3": 0.66842, "Y3": 0.3498, "X4": 0.625, "Y4": 0.3508, "page": 0, "Index": 263}, {"Word": "many", "Confidence": 0.987, "X1": 0.67237, "Y1": 0.3372, "X2": 0.71184, "Y2": 0.337, "X3": 0.71053, "Y3": 0.3498, "X4": 0.67237, "Y4": 0.3498, "page": 0, "Index": 264}, {"Word": "ad-", "Confidence": 0.955, "X1": 0.71447, "Y1": 0.3372, "X2": 0.74079, "Y2": 0.337, "X3": 0.73947, "Y3": 0.3498, "X4": 0.71447, "Y4": 0.3498, "page": 0, "Index": 265}, {"Word": "\"The", "Confidence": 0.127, "X1": 0.07895, "Y1": 0.3532, "X2": 0.11316, "Y2": 0.353, "X3": 0.11447, "Y3": 0.3668, "X4": 0.07895, "Y4": 0.3668, "page": 0, "Index": 266}, {"Word": "same", "Confidence": 0.801, "X1": 0.11711, "Y1": 0.3532, "X2": 0.15658, "Y2": 0.353, "X3": 0.15789, "Y3": 0.3658, "X4": 0.11842, "Y4": 0.3668, "page": 0, "Index": 267}, {"Word": "can", "Confidence": 0.682, "X1": 0.16053, "Y1": 0.3532, "X2": 0.18553, "Y2": 0.353, "X3": 0.18553, "Y3": 0.3658, "X4": 0.16053, "Y4": 0.3658, "page": 0, "Index": 268}, {"Word": "be", "Confidence": 0.997, "X1": 0.19079, "Y1": 0.3532, "X2": 0.20921, "Y2": 0.353, "X3": 0.20921, "Y3": 0.3658, "X4": 0.19079, "Y4": 0.3658, "page": 0, "Index": 269}, {"Word": "applied", "Confidence": 0.622, "X1": 0.21447, "Y1": 0.3532, "X2": 0.26447, "Y2": 0.353, "X3": 0.26447, "Y3": 0.3658, "X4": 0.21447, "Y4": 0.3658, "page": 0, "Index": 270}, {"Word": "to", "Confidence": 0.997, "X1": 0.26974, "Y1": 0.3532, "X2": 0.28553, "Y2": 0.353, "X3": 0.28553, "Y3": 0.3658, "X4": 0.26974, "Y4": 0.3658, "page": 0, "Index": 271}, {"Word": "been", "Confidence": 0.868, "X1": 0.3, "Y1": 0.3532, "X2": 0.33289, "Y2": 0.353, "X3": 0.33158, "Y3": 0.3668, "X4": 0.3, "Y4": 0.3678, "page": 0, "Index": 272}, {"Word": "building", "Confidence": 0.631, "X1": 0.33816, "Y1": 0.3532, "X2": 0.39342, "Y2": 0.353, "X3": 0.39211, "Y3": 0.3668, "X4": 0.33684, "Y4": 0.3668, "page": 0, "Index": 273}, {"Word": "for", "Confidence": 0.941, "X1": 0.39737, "Y1": 0.3532, "X2": 0.41711, "Y2": 0.353, "X3": 0.41711, "Y3": 0.3668, "X4": 0.39605, "Y4": 0.3668, "page": 0, "Index": 274}, {"Word": "several", "Confidence": 0.65, "X1": 0.42105, "Y1": 0.3542, "X2": 0.46974, "Y2": 0.354, "X3": 0.46974, "Y3": 0.3678, "X4": 0.42105, "Y4": 0.3668, "page": 0, "Index": 275}, {"Word": "justments", "Confidence": 0.929, "X1": 0.52632, "Y1": 0.3512, "X2": 0.58816, "Y2": 0.351, "X3": 0.58816, "Y3": 0.3638, "X4": 0.52632, "Y4": 0.3648, "page": 0, "Index": 276}, {"Word": "within", "Confidence": 0.28, "X1": 0.59211, "Y1": 0.3502, "X2": 0.62632, "Y2": 0.35, "X3": 0.62632, "Y3": 0.3628, "X4": 0.59211, "Y4": 0.3638, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 0.991, "X1": 0.62895, "Y1": 0.3502, "X2": 0.65, "Y2": 0.35, "X3": 0.65, "Y3": 0.3628, "X4": 0.62895, "Y4": 0.3628, "page": 0, "Index": 278}, {"Word": "industry", "Confidence": 0.772, "X1": 0.65395, "Y1": 0.3492, "X2": 0.70921, "Y2": 0.349, "X3": 0.70789, "Y3": 0.3628, "X4": 0.65395, "Y4": 0.3628, "page": 0, "Index": 279}, {"Word": "has", "Confidence": 0.971, "X1": 0.71184, "Y1": 0.3492, "X2": 0.73816, "Y2": 0.349, "X3": 0.73816, "Y3": 0.3628, "X4": 0.71184, "Y4": 0.3628, "page": 0, "Index": 280}, {"Word": "years,", "Confidence": 0.601, "X1": 0.47368, "Y1": 0.3542, "X2": 0.51579, "Y2": 0.354, "X3": 0.51579, "Y3": 0.3688, "X4": 0.47237, "Y4": 0.3678, "page": 0, "Index": 281}, {"Word": "been", "Confidence": 0.957, "X1": 0.52632, "Y1": 0.3632, "X2": 0.55789, "Y2": 0.363, "X3": 0.55789, "Y3": 0.3768, "X4": 0.52763, "Y4": 0.3758, "page": 0, "Index": 282}, {"Word": "taken.", "Confidence": 0.732, "X1": 0.56316, "Y1": 0.3632, "X2": 0.60263, "Y2": 0.363, "X3": 0.60263, "Y3": 0.3768, "X4": 0.56316, "Y4": 0.3768, "page": 0, "Index": 283}, {"Word": "There", "Confidence": 0.646, "X1": 0.60658, "Y1": 0.3632, "X2": 0.64211, "Y2": 0.363, "X3": 0.64211, "Y3": 0.3768, "X4": 0.60658, "Y4": 0.3768, "page": 0, "Index": 284}, {"Word": "will", "Confidence": 0.658, "X1": 0.64605, "Y1": 0.3632, "X2": 0.67368, "Y2": 0.363, "X3": 0.67237, "Y3": 0.3768, "X4": 0.64474, "Y4": 0.3768, "page": 0, "Index": 285}, {"Word": "be", "Confidence": 0.812, "X1": 0.67763, "Y1": 0.3642, "X2": 0.69605, "Y2": 0.364, "X3": 0.69605, "Y3": 0.3768, "X4": 0.67632, "Y4": 0.3768, "page": 0, "Index": 286}, {"Word": "more", "Confidence": 0.991, "X1": 0.7, "Y1": 0.3642, "X2": 0.73684, "Y2": 0.364, "X3": 0.73553, "Y3": 0.3758, "X4": 0.69868, "Y4": 0.3768, "page": 0, "Index": 287}, {"Word": "our", "Confidence": 0.993, "X1": 0.06579, "Y1": 0.3672, "X2": 0.09211, "Y2": 0.367, "X3": 0.09079, "Y3": 0.3808, "X4": 0.06447, "Y4": 0.3818, "page": 0, "Index": 288}, {"Word": "smolding", "Confidence": 0.628, "X1": 0.09605, "Y1": 0.3672, "X2": 0.15395, "Y2": 0.367, "X3": 0.15263, "Y3": 0.3788, "X4": 0.09474, "Y4": 0.3808, "page": 0, "Index": 289}, {"Word": "habits.", "Confidence": 0.792, "X1": 0.15658, "Y1": 0.3662, "X2": 0.20526, "Y2": 0.366, "X3": 0.20395, "Y3": 0.3788, "X4": 0.15526, "Y4": 0.3788, "page": 0, "Index": 290}, {"Word": "We", "Confidence": 0.992, "X1": 0.20921, "Y1": 0.3662, "X2": 0.23158, "Y2": 0.366, "X3": 0.23026, "Y3": 0.3788, "X4": 0.20789, "Y4": 0.3788, "page": 0, "Index": 291}, {"Word": "can", "Confidence": 0.727, "X1": 0.23684, "Y1": 0.3652, "X2": 0.26316, "Y2": 0.365, "X3": 0.26184, "Y3": 0.3788, "X4": 0.23553, "Y4": 0.3788, "page": 0, "Index": 292}, {"Word": "be", "Confidence": 0.997, "X1": 0.26711, "Y1": 0.3652, "X2": 0.28684, "Y2": 0.365, "X3": 0.28553, "Y3": 0.3788, "X4": 0.26711, "Y4": 0.3788, "page": 0, "Index": 293}, {"Word": "leading", "Confidence": 0.737, "X1": 0.3, "Y1": 0.3662, "X2": 0.34605, "Y2": 0.366, "X3": 0.34605, "Y3": 0.3798, "X4": 0.29868, "Y4": 0.3778, "page": 0, "Index": 294}, {"Word": "to", "Confidence": 0.998, "X1": 0.35, "Y1": 0.3662, "X2": 0.36184, "Y2": 0.366, "X3": 0.36184, "Y3": 0.3798, "X4": 0.34868, "Y4": 0.3798, "page": 0, "Index": 295}, {"Word": "the", "Confidence": 0.928, "X1": 0.36579, "Y1": 0.3662, "X2": 0.38684, "Y2": 0.366, "X3": 0.38684, "Y3": 0.3808, "X4": 0.36447, "Y4": 0.3798, "page": 0, "Index": 296}, {"Word": "official", "Confidence": 0.624, "X1": 0.39079, "Y1": 0.3672, "X2": 0.43289, "Y2": 0.367, "X3": 0.43421, "Y3": 0.3808, "X4": 0.39079, "Y4": 0.3808, "page": 0, "Index": 297}, {"Word": "government", "Confidence": 0.616, "X1": 0.43684, "Y1": 0.3662, "X2": 0.51447, "Y2": 0.366, "X3": 0.51579, "Y3": 0.3798, "X4": 0.43684, "Y4": 0.3808, "page": 0, "Index": 298}, {"Word": "warned,", "Confidence": 0.848, "X1": 0.06579, "Y1": 0.3792, "X2": 0.11711, "Y2": 0.379, "X3": 0.11711, "Y3": 0.3918, "X4": 0.06579, "Y4": 0.3928, "page": 0, "Index": 299}, {"Word": "and", "Confidence": 0.989, "X1": 0.12105, "Y1": 0.3792, "X2": 0.14868, "Y2": 0.379, "X3": 0.14868, "Y3": 0.3918, "X4": 0.12105, "Y4": 0.3918, "page": 0, "Index": 300}, {"Word": "we", "Confidence": 0.97, "X1": 0.15263, "Y1": 0.3792, "X2": 0.17237, "Y2": 0.379, "X3": 0.17237, "Y3": 0.3918, "X4": 0.15263, "Y4": 0.3918, "page": 0, "Index": 301}, {"Word": "can", "Confidence": 0.869, "X1": 0.17632, "Y1": 0.3792, "X2": 0.20132, "Y2": 0.379, "X3": 0.2, "Y3": 0.3918, "X4": 0.17632, "Y4": 0.3918, "page": 0, "Index": 302}, {"Word": "read", "Confidence": 0.984, "X1": 0.20395, "Y1": 0.3792, "X2": 0.23421, "Y2": 0.379, "X3": 0.23421, "Y3": 0.3918, "X4": 0.20395, "Y4": 0.3918, "page": 0, "Index": 303}, {"Word": "all", "Confidence": 0.991, "X1": 0.23947, "Y1": 0.3792, "X2": 0.25921, "Y2": 0.379, "X3": 0.25789, "Y3": 0.3918, "X4": 0.23816, "Y4": 0.3918, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.992, "X1": 0.26184, "Y1": 0.3782, "X2": 0.28684, "Y2": 0.378, "X3": 0.28553, "Y3": 0.3918, "X4": 0.26184, "Y4": 0.3918, "page": 0, "Index": 305}, {"Word": "document.", "Confidence": 0.611, "X1": 0.30132, "Y1": 0.3802, "X2": 0.37105, "Y2": 0.38, "X3": 0.37105, "Y3": 0.3928, "X4": 0.3, "Y4": 0.3918, "page": 0, "Index": 306}, {"Word": "developments", "Confidence": 0.779, "X1": 0.52763, "Y1": 0.3762, "X2": 0.60921, "Y2": 0.376, "X3": 0.60921, "Y3": 0.3888, "X4": 0.52763, "Y4": 0.3888, "page": 0, "Index": 307}, {"Word": "and", "Confidence": 0.817, "X1": 0.61316, "Y1": 0.3762, "X2": 0.63684, "Y2": 0.376, "X3": 0.63684, "Y3": 0.3888, "X4": 0.61184, "Y4": 0.3888, "page": 0, "Index": 308}, {"Word": "more", "Confidence": 0.81, "X1": 0.64079, "Y1": 0.3762, "X2": 0.67632, "Y2": 0.376, "X3": 0.675, "Y3": 0.3888, "X4": 0.63947, "Y4": 0.3888, "page": 0, "Index": 309}, {"Word": "personal", "Confidence": 0.659, "X1": 0.67895, "Y1": 0.3772, "X2": 0.73947, "Y2": 0.377, "X3": 0.73816, "Y3": 0.3888, "X4": 0.67895, "Y4": 0.3888, "page": 0, "Index": 310}, {"Word": "statistics.", "Confidence": 0.657, "X1": 0.06579, "Y1": 0.3932, "X2": 0.12895, "Y2": 0.393, "X3": 0.12895, "Y3": 0.4048, "X4": 0.06579, "Y4": 0.4058, "page": 0, "Index": 311}, {"Word": "But", "Confidence": 0.933, "X1": 0.31316, "Y1": 0.3922, "X2": 0.33947, "Y2": 0.392, "X3": 0.33947, "Y3": 0.4058, "X4": 0.31316, "Y4": 0.4058, "page": 0, "Index": 312}, {"Word": "we", "Confidence": 0.998, "X1": 0.34211, "Y1": 0.3922, "X2": 0.36184, "Y2": 0.392, "X3": 0.36184, "Y3": 0.4058, "X4": 0.34211, "Y4": 0.4058, "page": 0, "Index": 313}, {"Word": "still", "Confidence": 0.615, "X1": 0.36579, "Y1": 0.3912, "X2": 0.39079, "Y2": 0.391, "X3": 0.39079, "Y3": 0.4058, "X4": 0.36447, "Y4": 0.4058, "page": 0, "Index": 314}, {"Word": "found", "Confidence": 0.941, "X1": 0.39474, "Y1": 0.3912, "X2": 0.43026, "Y2": 0.391, "X3": 0.43026, "Y3": 0.4058, "X4": 0.39342, "Y4": 0.4058, "page": 0, "Index": 315}, {"Word": "record", "Confidence": 0.937, "X1": 0.43421, "Y1": 0.3902, "X2": 0.475, "Y2": 0.39, "X3": 0.47368, "Y3": 0.4048, "X4": 0.43289, "Y4": 0.4058, "page": 0, "Index": 316}, {"Word": "sales", "Confidence": 0.766, "X1": 0.47763, "Y1": 0.3902, "X2": 0.51316, "Y2": 0.39, "X3": 0.51316, "Y3": 0.4048, "X4": 0.47763, "Y4": 0.4048, "page": 0, "Index": 317}, {"Word": ",", "Confidence": 0.239, "X1": 0.52105, "Y1": 0.3902, "X2": 0.52368, "Y2": 0.39, "X3": 0.52237, "Y3": 0.4038, "X4": 0.52105, "Y4": 0.4048, "page": 0, "Index": 318}, {"Word": "decisions", "Confidence": 0.687, "X1": 0.52763, "Y1": 0.3892, "X2": 0.58421, "Y2": 0.389, "X3": 0.58289, "Y3": 0.4028, "X4": 0.52632, "Y4": 0.4038, "page": 0, "Index": 319}, {"Word": "to", "Confidence": 0.955, "X1": 0.58684, "Y1": 0.3892, "X2": 0.6, "Y2": 0.389, "X3": 0.59868, "Y3": 0.4028, "X4": 0.58553, "Y4": 0.4028, "page": 0, "Index": 320}, {"Word": "be", "Confidence": 0.099, "X1": 0.60395, "Y1": 0.3892, "X2": 0.61579, "Y2": 0.389, "X3": 0.61447, "Y3": 0.4028, "X4": 0.60263, "Y4": 0.4028, "page": 0, "Index": 321}, {"Word": "made.", "Confidence": 0.972, "X1": 0.61974, "Y1": 0.3892, "X2": 0.66053, "Y2": 0.389, "X3": 0.65921, "Y3": 0.4008, "X4": 0.61842, "Y4": 0.4018, "page": 0, "Index": 322}, {"Word": "Warnings", "Confidence": 0.886, "X1": 0.53947, "Y1": 0.4022, "X2": 0.60132, "Y2": 0.402, "X3": 0.60132, "Y3": 0.4158, "X4": 0.54079, "Y4": 0.4148, "page": 0, "Index": 323}, {"Word": "from", "Confidence": 0.667, "X1": 0.60526, "Y1": 0.4022, "X2": 0.63026, "Y2": 0.402, "X3": 0.63026, "Y3": 0.4158, "X4": 0.60526, "Y4": 0.4158, "page": 0, "Index": 324}, {"Word": "the", "Confidence": 0.995, "X1": 0.63816, "Y1": 0.4022, "X2": 0.66184, "Y2": 0.402, "X3": 0.66184, "Y3": 0.4158, "X4": 0.63816, "Y4": 0.4158, "page": 0, "Index": 325}, {"Word": "past,", "Confidence": 0.937, "X1": 0.66579, "Y1": 0.4022, "X2": 0.7, "Y2": 0.402, "X3": 0.69868, "Y3": 0.4158, "X4": 0.66447, "Y4": 0.4158, "page": 0, "Index": 326}, {"Word": "how-", "Confidence": 0.81, "X1": 0.70395, "Y1": 0.4022, "X2": 0.73947, "Y2": 0.402, "X3": 0.73816, "Y3": 0.4148, "X4": 0.70263, "Y4": 0.4158, "page": 0, "Index": 327}, {"Word": "in", "Confidence": 0.943, "X1": 0.30395, "Y1": 0.4052, "X2": 0.31316, "Y2": 0.405, "X3": 0.31184, "Y3": 0.4188, "X4": 0.30263, "Y4": 0.4188, "page": 0, "Index": 328}, {"Word": "cigarettes", "Confidence": 0.632, "X1": 0.31711, "Y1": 0.4052, "X2": 0.375, "Y2": 0.405, "X3": 0.375, "Y3": 0.4188, "X4": 0.31579, "Y4": 0.4188, "page": 0, "Index": 329}, {"Word": "in", "Confidence": 0.514, "X1": 0.37895, "Y1": 0.4052, "X2": 0.39342, "Y2": 0.405, "X3": 0.39211, "Y3": 0.4188, "X4": 0.37895, "Y4": 0.4188, "page": 0, "Index": 330}, {"Word": "1963,", "Confidence": 0.516, "X1": 0.39605, "Y1": 0.4052, "X2": 0.42763, "Y2": 0.405, "X3": 0.42632, "Y3": 0.4188, "X4": 0.39605, "Y4": 0.4188, "page": 0, "Index": 331}, {"Word": "showing", "Confidence": 0.773, "X1": 0.43026, "Y1": 0.4052, "X2": 0.48026, "Y2": 0.405, "X3": 0.48026, "Y3": 0.4188, "X4": 0.43026, "Y4": 0.4188, "page": 0, "Index": 332}, {"Word": "that", "Confidence": 0.68, "X1": 0.48421, "Y1": 0.4042, "X2": 0.51447, "Y2": 0.404, "X3": 0.51447, "Y3": 0.4188, "X4": 0.48421, "Y4": 0.4188, "page": 0, "Index": 333}, {"Word": "have", "Confidence": 0.962, "X1": 0.56316, "Y1": 0.4142, "X2": 0.59737, "Y2": 0.414, "X3": 0.59737, "Y3": 0.4278, "X4": 0.56316, "Y4": 0.4288, "page": 0, "Index": 334}, {"Word": "had", "Confidence": 0.636, "X1": 0.60132, "Y1": 0.4142, "X2": 0.62105, "Y2": 0.414, "X3": 0.62105, "Y3": 0.4278, "X4": 0.60132, "Y4": 0.4278, "page": 0, "Index": 335}, {"Word": "little", "Confidence": 0.788, "X1": 0.625, "Y1": 0.4142, "X2": 0.66053, "Y2": 0.414, "X3": 0.66053, "Y3": 0.4278, "X4": 0.625, "Y4": 0.4278, "page": 0, "Index": 336}, {"Word": "impact", "Confidence": 0.932, "X1": 0.66447, "Y1": 0.4152, "X2": 0.71316, "Y2": 0.415, "X3": 0.71184, "Y3": 0.4278, "X4": 0.66447, "Y4": 0.4278, "page": 0, "Index": 337}, {"Word": "on", "Confidence": 0.906, "X1": 0.71711, "Y1": 0.4152, "X2": 0.73553, "Y2": 0.415, "X3": 0.73553, "Y3": 0.4278, "X4": 0.71579, "Y4": 0.4278, "page": 0, "Index": 338}, {"Word": "while", "Confidence": 0.68, "X1": 0.30395, "Y1": 0.4212, "X2": 0.33684, "Y2": 0.421, "X3": 0.33684, "Y3": 0.4338, "X4": 0.30263, "Y4": 0.4338, "page": 0, "Index": 339}, {"Word": "there", "Confidence": 0.994, "X1": 0.34079, "Y1": 0.4202, "X2": 0.375, "Y2": 0.42, "X3": 0.375, "Y3": 0.4338, "X4": 0.33947, "Y4": 0.4338, "page": 0, "Index": 340}, {"Word": "have", "Confidence": 0.924, "X1": 0.37895, "Y1": 0.4202, "X2": 0.40921, "Y2": 0.42, "X3": 0.40921, "Y3": 0.4338, "X4": 0.37895, "Y4": 0.4338, "page": 0, "Index": 341}, {"Word": "been", "Confidence": 0.495, "X1": 0.41316, "Y1": 0.4202, "X2": 0.44342, "Y2": 0.42, "X3": 0.44342, "Y3": 0.4338, "X4": 0.41316, "Y4": 0.4338, "page": 0, "Index": 342}, {"Word": "those", "Confidence": 0.901, "X1": 0.44605, "Y1": 0.4202, "X2": 0.48158, "Y2": 0.42, "X3": 0.48158, "Y3": 0.4338, "X4": 0.44605, "Y4": 0.4338, "page": 0, "Index": 343}, {"Word": "who", "Confidence": 0.63, "X1": 0.48553, "Y1": 0.4192, "X2": 0.51447, "Y2": 0.419, "X3": 0.51447, "Y3": 0.4338, "X4": 0.48553, "Y4": 0.4338, "page": 0, "Index": 344}, {"Word": "ever,", "Confidence": 0.953, "X1": 0.52632, "Y1": 0.4152, "X2": 0.55921, "Y2": 0.415, "X3": 0.55921, "Y3": 0.4288, "X4": 0.52632, "Y4": 0.4298, "page": 0, "Index": 345}, {"Word": "have", "Confidence": 0.62, "X1": 0.30263, "Y1": 0.4332, "X2": 0.33553, "Y2": 0.433, "X3": 0.33553, "Y3": 0.4468, "X4": 0.30263, "Y4": 0.4468, "page": 0, "Index": 346}, {"Word": "defeated", "Confidence": 0.849, "X1": 0.34211, "Y1": 0.4342, "X2": 0.39737, "Y2": 0.434, "X3": 0.39737, "Y3": 0.4468, "X4": 0.34079, "Y4": 0.4468, "page": 0, "Index": 347}, {"Word": "or", "Confidence": 0.955, "X1": 0.40263, "Y1": 0.4332, "X2": 0.42105, "Y2": 0.433, "X3": 0.42105, "Y3": 0.4468, "X4": 0.40263, "Y4": 0.4468, "page": 0, "Index": 348}, {"Word": "curtafled", "Confidence": 0.492, "X1": 0.42632, "Y1": 0.4332, "X2": 0.48289, "Y2": 0.433, "X3": 0.48289, "Y3": 0.4458, "X4": 0.42632, "Y4": 0.4468, "page": 0, "Index": 349}, {"Word": "the", "Confidence": 0.998, "X1": 0.49079, "Y1": 0.4322, "X2": 0.51447, "Y2": 0.432, "X3": 0.51447, "Y3": 0.4458, "X4": 0.49079, "Y4": 0.4458, "page": 0, "Index": 350}, {"Word": "\"the", "Confidence": 0.742, "X1": 0.52105, "Y1": 0.4282, "X2": 0.54737, "Y2": 0.428, "X3": 0.54737, "Y3": 0.4408, "X4": 0.52105, "Y4": 0.4408, "page": 0, "Index": 351}, {"Word": "smoker", "Confidence": 0.706, "X1": 0.55132, "Y1": 0.4272, "X2": 0.59868, "Y2": 0.427, "X3": 0.59737, "Y3": 0.4408, "X4": 0.55132, "Y4": 0.4408, "page": 0, "Index": 352}, {"Word": "who", "Confidence": 0.158, "X1": 0.60132, "Y1": 0.4272, "X2": 0.62237, "Y2": 0.427, "X3": 0.62237, "Y3": 0.4408, "X4": 0.60132, "Y4": 0.4408, "page": 0, "Index": 353}, {"Word": "enjoys", "Confidence": 0.947, "X1": 0.62632, "Y1": 0.4272, "X2": 0.66711, "Y2": 0.427, "X3": 0.66711, "Y3": 0.4408, "X4": 0.62632, "Y4": 0.4408, "page": 0, "Index": 354}, {"Word": "his", "Confidence": 0.887, "X1": 0.67105, "Y1": 0.4272, "X2": 0.69342, "Y2": 0.427, "X3": 0.69211, "Y3": 0.4408, "X4": 0.66974, "Y4": 0.4408, "page": 0, "Index": 355}, {"Word": "cigar-", "Confidence": 0.631, "X1": 0.69737, "Y1": 0.4272, "X2": 0.73947, "Y2": 0.427, "X3": 0.73816, "Y3": 0.4408, "X4": 0.69605, "Y4": 0.4408, "page": 0, "Index": 356}, {"Word": "'ette", "Confidence": 0.684, "X1": 0.525, "Y1": 0.4402, "X2": 0.55132, "Y2": 0.44, "X3": 0.55132, "Y3": 0.4538, "X4": 0.525, "Y4": 0.4538, "page": 0, "Index": 357}, {"Word": "and", "Confidence": 0.998, "X1": 0.55395, "Y1": 0.4402, "X2": 0.58026, "Y2": 0.44, "X3": 0.58026, "Y3": 0.4538, "X4": 0.55526, "Y4": 0.4538, "page": 0, "Index": 358}, {"Word": "finds", "Confidence": 0.955, "X1": 0.58421, "Y1": 0.4402, "X2": 0.61184, "Y2": 0.44, "X3": 0.61184, "Y3": 0.4538, "X4": 0.58421, "Y4": 0.4538, "page": 0, "Index": 359}, {"Word": "it", "Confidence": 0.97, "X1": 0.61579, "Y1": 0.4402, "X2": 0.62763, "Y2": 0.44, "X3": 0.62632, "Y3": 0.4538, "X4": 0.61579, "Y4": 0.4538, "page": 0, "Index": 360}, {"Word": "hard", "Confidence": 0.986, "X1": 0.63026, "Y1": 0.4402, "X2": 0.66053, "Y2": 0.44, "X3": 0.66053, "Y3": 0.4528, "X4": 0.63026, "Y4": 0.4538, "page": 0, "Index": 361}, {"Word": "to", "Confidence": 0.998, "X1": 0.66447, "Y1": 0.4402, "X2": 0.68158, "Y2": 0.44, "X3": 0.68026, "Y3": 0.4528, "X4": 0.66316, "Y4": 0.4528, "page": 0, "Index": 362}, {"Word": "stop.", "Confidence": 0.887, "X1": 0.68421, "Y1": 0.4392, "X2": 0.71711, "Y2": 0.439, "X3": 0.71579, "Y3": 0.4528, "X4": 0.68289, "Y4": 0.4528, "page": 0, "Index": 363}, {"Word": "It", "Confidence": 0.996, "X1": 0.72105, "Y1": 0.4392, "X2": 0.73816, "Y2": 0.439, "X3": 0.73684, "Y3": 0.4528, "X4": 0.71974, "Y4": 0.4528, "page": 0, "Index": 364}, {"Word": "habit,", "Confidence": 0.853, "X1": 0.30395, "Y1": 0.4462, "X2": 0.33947, "Y2": 0.446, "X3": 0.33947, "Y3": 0.4588, "X4": 0.30395, "Y4": 0.4588, "page": 0, "Index": 365}, {"Word": "others", "Confidence": 0.995, "X1": 0.34342, "Y1": 0.4462, "X2": 0.38289, "Y2": 0.446, "X3": 0.38158, "Y3": 0.4588, "X4": 0.34342, "Y4": 0.4588, "page": 0, "Index": 366}, {"Word": "have", "Confidence": 0.211, "X1": 0.38553, "Y1": 0.4462, "X2": 0.41579, "Y2": 0.446, "X3": 0.41579, "Y3": 0.4598, "X4": 0.38553, "Y4": 0.4588, "page": 0, "Index": 367}, {"Word": "acquired", "Confidence": 0.612, "X1": 0.41974, "Y1": 0.4462, "X2": 0.47368, "Y2": 0.446, "X3": 0.47237, "Y3": 0.4598, "X4": 0.41974, "Y4": 0.4598, "page": 0, "Index": 368}, {"Word": "it.", "Confidence": 0.601, "X1": 0.47632, "Y1": 0.4462, "X2": 0.49868, "Y2": 0.446, "X3": 0.49737, "Y3": 0.4598, "X4": 0.47632, "Y4": 0.4598, "page": 0, "Index": 369}, {"Word": "will", "Confidence": 0.961, "X1": 0.525, "Y1": 0.4532, "X2": 0.55263, "Y2": 0.453, "X3": 0.55395, "Y3": 0.4668, "X4": 0.52632, "Y4": 0.4678, "page": 0, "Index": 370}, {"Word": "be", "Confidence": 0.664, "X1": 0.55658, "Y1": 0.4532, "X2": 0.575, "Y2": 0.453, "X3": 0.57632, "Y3": 0.4668, "X4": 0.55658, "Y4": 0.4668, "page": 0, "Index": 371}, {"Word": "interesting", "Confidence": 0.485, "X1": 0.57895, "Y1": 0.4532, "X2": 0.64342, "Y2": 0.453, "X3": 0.64342, "Y3": 0.4668, "X4": 0.57895, "Y4": 0.4668, "page": 0, "Index": 372}, {"Word": "to", "Confidence": 0.997, "X1": 0.64737, "Y1": 0.4542, "X2": 0.66447, "Y2": 0.454, "X3": 0.66447, "Y3": 0.4668, "X4": 0.64737, "Y4": 0.4668, "page": 0, "Index": 373}, {"Word": "moe,", "Confidence": 0.189, "X1": 0.66842, "Y1": 0.4542, "X2": 0.69868, "Y2": 0.454, "X3": 0.69737, "Y3": 0.4668, "X4": 0.66842, "Y4": 0.4668, "page": 0, "Index": 374}, {"Word": "now,", "Confidence": 0.674, "X1": 0.70263, "Y1": 0.4552, "X2": 0.73684, "Y2": 0.455, "X3": 0.73553, "Y3": 0.4678, "X4": 0.70132, "Y4": 0.4668, "page": 0, "Index": 375}, {"Word": "The", "Confidence": 0.998, "X1": 0.31711, "Y1": 0.4592, "X2": 0.34342, "Y2": 0.459, "X3": 0.34342, "Y3": 0.4728, "X4": 0.31579, "Y4": 0.4738, "page": 0, "Index": 376}, {"Word": "new", "Confidence": 0.995, "X1": 0.34737, "Y1": 0.4602, "X2": 0.37368, "Y2": 0.46, "X3": 0.37237, "Y3": 0.4728, "X4": 0.34605, "Y4": 0.4728, "page": 0, "Index": 377}, {"Word": "government", "Confidence": 0.86, "X1": 0.37895, "Y1": 0.4602, "X2": 0.45, "Y2": 0.46, "X3": 0.45, "Y3": 0.4728, "X4": 0.37763, "Y4": 0.4728, "page": 0, "Index": 378}, {"Word": "report", "Confidence": 0.938, "X1": 0.45395, "Y1": 0.4592, "X2": 0.49605, "Y2": 0.459, "X3": 0.49605, "Y3": 0.4728, "X4": 0.45395, "Y4": 0.4728, "page": 0, "Index": 379}, {"Word": "is", "Confidence": 0.862, "X1": 0.49868, "Y1": 0.4592, "X2": 0.51711, "Y2": 0.459, "X3": 0.51711, "Y3": 0.4728, "X4": 0.49868, "Y4": 0.4728, "page": 0, "Index": 380}, {"Word": "a", "Confidence": 0.994, "X1": 0.30395, "Y1": 0.4732, "X2": 0.31053, "Y2": 0.473, "X3": 0.31184, "Y3": 0.4858, "X4": 0.30395, "Y4": 0.4858, "page": 0, "Index": 381}, {"Word": "shocker", "Confidence": 0.955, "X1": 0.31447, "Y1": 0.4732, "X2": 0.36316, "Y2": 0.473, "X3": 0.36447, "Y3": 0.4858, "X4": 0.31447, "Y4": 0.4858, "page": 0, "Index": 382}, {"Word": "in", "Confidence": 0.993, "X1": 0.36711, "Y1": 0.4732, "X2": 0.38289, "Y2": 0.473, "X3": 0.38289, "Y3": 0.4848, "X4": 0.36711, "Y4": 0.4858, "page": 0, "Index": 383}, {"Word": "many", "Confidence": 0.731, "X1": 0.38684, "Y1": 0.4732, "X2": 0.41974, "Y2": 0.473, "X3": 0.41974, "Y3": 0.4848, "X4": 0.38684, "Y4": 0.4848, "page": 0, "Index": 384}, {"Word": "respects.", "Confidence": 0.945, "X1": 0.42368, "Y1": 0.4722, "X2": 0.48421, "Y2": 0.472, "X3": 0.48421, "Y3": 0.4858, "X4": 0.42368, "Y4": 0.4848, "page": 0, "Index": 385}, {"Word": "We", "Confidence": 0.998, "X1": 0.49079, "Y1": 0.4722, "X2": 0.51447, "Y2": 0.472, "X3": 0.51447, "Y3": 0.4858, "X4": 0.49079, "Y4": 0.4858, "page": 0, "Index": 386}, {"Word": "whether", "Confidence": 0.953, "X1": 0.52763, "Y1": 0.4672, "X2": 0.58026, "Y2": 0.467, "X3": 0.57895, "Y3": 0.4798, "X4": 0.52763, "Y4": 0.4798, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.998, "X1": 0.58553, "Y1": 0.4672, "X2": 0.60789, "Y2": 0.467, "X3": 0.60789, "Y3": 0.4788, "X4": 0.58553, "Y4": 0.4798, "page": 0, "Index": 388}, {"Word": "government", "Confidence": 0.603, "X1": 0.61184, "Y1": 0.4672, "X2": 0.68684, "Y2": 0.467, "X3": 0.68684, "Y3": 0.4798, "X4": 0.61184, "Y4": 0.4788, "page": 0, "Index": 389}, {"Word": "report", "Confidence": 0.992, "X1": 0.69211, "Y1": 0.4662, "X2": 0.73816, "Y2": 0.466, "X3": 0.73684, "Y3": 0.4798, "X4": 0.69079, "Y4": 0.4798, "page": 0, "Index": 390}, {"Word": "have", "Confidence": 0.955, "X1": 0.30263, "Y1": 0.4852, "X2": 0.33421, "Y2": 0.485, "X3": 0.33421, "Y3": 0.4978, "X4": 0.30263, "Y4": 0.4978, "page": 0, "Index": 391}, {"Word": "the", "Confidence": 0.995, "X1": 0.34079, "Y1": 0.4852, "X2": 0.36447, "Y2": 0.485, "X3": 0.36447, "Y3": 0.4978, "X4": 0.34079, "Y4": 0.4978, "page": 0, "Index": 392}, {"Word": "collective", "Confidence": 0.629, "X1": 0.36974, "Y1": 0.4852, "X2": 0.43026, "Y2": 0.485, "X3": 0.43026, "Y3": 0.4978, "X4": 0.36974, "Y4": 0.4978, "page": 0, "Index": 393}, {"Word": "thinking", "Confidence": 0.995, "X1": 0.43684, "Y1": 0.4852, "X2": 0.49211, "Y2": 0.485, "X3": 0.49211, "Y3": 0.4978, "X4": 0.43684, "Y4": 0.4978, "page": 0, "Index": 394}, {"Word": "will", "Confidence": 0.674, "X1": 0.52763, "Y1": 0.4792, "X2": 0.55263, "Y2": 0.479, "X3": 0.55132, "Y3": 0.4928, "X4": 0.52632, "Y4": 0.4928, "page": 0, "Index": 395}, {"Word": "draw", "Confidence": 0.979, "X1": 0.55526, "Y1": 0.4792, "X2": 0.58816, "Y2": 0.479, "X3": 0.58684, "Y3": 0.4918, "X4": 0.55526, "Y4": 0.4928, "page": 0, "Index": 396}, {"Word": "any", "Confidence": 0.263, "X1": 0.59342, "Y1": 0.4792, "X2": 0.61447, "Y2": 0.479, "X3": 0.61316, "Y3": 0.4918, "X4": 0.59211, "Y4": 0.4918, "page": 0, "Index": 397}, {"Word": "different", "Confidence": 0.81, "X1": 0.61842, "Y1": 0.4792, "X2": 0.67368, "Y2": 0.479, "X3": 0.67237, "Y3": 0.4918, "X4": 0.61711, "Y4": 0.4918, "page": 0, "Index": 398}, {"Word": "response", "Confidence": 0.847, "X1": 0.67632, "Y1": 0.4802, "X2": 0.73816, "Y2": 0.48, "X3": 0.73684, "Y3": 0.4928, "X4": 0.67632, "Y4": 0.4918, "page": 0, "Index": 399}, {"Word": "of", "Confidence": 0.994, "X1": 0.49605, "Y1": 0.4842, "X2": 0.51579, "Y2": 0.484, "X3": 0.51579, "Y3": 0.4988, "X4": 0.49605, "Y4": 0.4978, "page": 0, "Index": 400}, {"Word": "of", "Confidence": 0.995, "X1": 0.52632, "Y1": 0.4912, "X2": 0.54211, "Y2": 0.491, "X3": 0.54211, "Y3": 0.5048, "X4": 0.52632, "Y4": 0.5048, "page": 0, "Index": 401}, {"Word": "a", "Confidence": 0.904, "X1": 0.54605, "Y1": 0.4912, "X2": 0.55526, "Y2": 0.491, "X3": 0.55395, "Y3": 0.5048, "X4": 0.54474, "Y4": 0.5048, "page": 0, "Index": 402}, {"Word": "lasting", "Confidence": 0.981, "X1": 0.55789, "Y1": 0.4922, "X2": 0.60263, "Y2": 0.492, "X3": 0.60132, "Y3": 0.5058, "X4": 0.55789, "Y4": 0.5048, "page": 0, "Index": 403}, {"Word": "mature.", "Confidence": 0.613, "X1": 0.60526, "Y1": 0.4942, "X2": 0.65132, "Y2": 0.494, "X3": 0.65, "Y3": 0.5068, "X4": 0.60526, "Y4": 0.5058, "page": 0, "Index": 404}, {"Word": "RALEIGH", "Confidence": 0.618, "X1": 0.08289, "Y1": 0.5082, "X2": 0.15, "Y2": 0.508, "X3": 0.15, "Y3": 0.5218, "X4": 0.08289, "Y4": 0.5228, "page": 0, "Index": 405}, {"Word": "TINES", "Confidence": 0.169, "X1": 0.15658, "Y1": 0.5092, "X2": 0.19868, "Y2": 0.509, "X3": 0.19868, "Y3": 0.5218, "X4": 0.15526, "Y4": 0.5218, "page": 0, "Index": 406}, {"Word": "Raleigh,", "Confidence": 0.941, "X1": 0.08684, "Y1": 0.5222, "X2": 0.15921, "Y2": 0.522, "X3": 0.15921, "Y3": 0.5348, "X4": 0.08553, "Y4": 0.5358, "page": 0, "Index": 407}, {"Word": "North", "Confidence": 0.991, "X1": 0.16316, "Y1": 0.5222, "X2": 0.20658, "Y2": 0.522, "X3": 0.20658, "Y3": 0.5348, "X4": 0.16184, "Y4": 0.5348, "page": 0, "Index": 408}, {"Word": "Carolina", "Confidence": 0.671, "X1": 0.21447, "Y1": 0.5222, "X2": 0.28421, "Y2": 0.522, "X3": 0.28421, "Y3": 0.5348, "X4": 0.21447, "Y4": 0.5348, "page": 0, "Index": 409}, {"Word": "1964", "Confidence": 0.985, "X1": 0.18947, "Y1": 0.5352, "X2": 0.22763, "Y2": 0.535, "X3": 0.225, "Y3": 0.5468, "X4": 0.18684, "Y4": 0.5488, "page": 0, "Index": 410}, {"Word": "January", "Confidence": 0.417, "X1": 0.08684, "Y1": 0.5352, "X2": 0.15132, "Y2": 0.535, "X3": 0.14868, "Y3": 0.5488, "X4": 0.08421, "Y4": 0.5488, "page": 0, "Index": 411}, {"Word": "14,", "Confidence": 0.958, "X1": 0.15658, "Y1": 0.5352, "X2": 0.18553, "Y2": 0.535, "X3": 0.18421, "Y3": 0.5488, "X4": 0.15526, "Y4": 0.5488, "page": 0, "Index": 412}, {"Word": "How", "Confidence": 0.998, "X1": 0.10526, "Y1": 0.5512, "X2": 0.175, "Y2": 0.551, "X3": 0.175, "Y3": 0.5818, "X4": 0.10526, "Y4": 0.5818, "page": 0, "Index": 413}, {"Word": "About", "Confidence": 0.998, "X1": 0.18684, "Y1": 0.5522, "X2": 0.28816, "Y2": 0.552, "X3": 0.28816, "Y3": 0.5838, "X4": 0.18684, "Y4": 0.5828, "page": 0, "Index": 414}, {"Word": "a", "Confidence": 0.997, "X1": 0.29605, "Y1": 0.5522, "X2": 0.31579, "Y2": 0.552, "X3": 0.31579, "Y3": 0.5838, "X4": 0.29605, "Y4": 0.5838, "page": 0, "Index": 415}, {"Word": "Can-Do", "Confidence": 0.997, "X1": 0.325, "Y1": 0.5522, "X2": 0.44737, "Y2": 0.552, "X3": 0.44737, "Y3": 0.5848, "X4": 0.32368, "Y4": 0.5838, "page": 0, "Index": 416}, {"Word": "Approach?", "Confidence": 0.995, "X1": 0.45658, "Y1": 0.5532, "X2": 0.63158, "Y2": 0.553, "X3": 0.63158, "Y3": 0.5868, "X4": 0.45658, "Y4": 0.5848, "page": 0, "Index": 417}, {"Word": "Just", "Confidence": 0.981, "X1": 0.11184, "Y1": 0.5892, "X2": 0.14342, "Y2": 0.589, "X3": 0.14211, "Y3": 0.6028, "X4": 0.11184, "Y4": 0.6018, "page": 0, "Index": 418}, {"Word": "about", "Confidence": 0.625, "X1": 0.14605, "Y1": 0.5892, "X2": 0.18026, "Y2": 0.589, "X3": 0.17895, "Y3": 0.6038, "X4": 0.14605, "Y4": 0.6028, "page": 0, "Index": 419}, {"Word": "everybody", "Confidence": 0.882, "X1": 0.18421, "Y1": 0.5902, "X2": 0.25, "Y2": 0.59, "X3": 0.25, "Y3": 0.6048, "X4": 0.18289, "Y4": 0.6038, "page": 0, "Index": 420}, {"Word": "even", "Confidence": 0.962, "X1": 0.25395, "Y1": 0.5902, "X2": 0.28158, "Y2": 0.59, "X3": 0.28026, "Y3": 0.6048, "X4": 0.25263, "Y4": 0.6048, "page": 0, "Index": 421}, {"Word": "remotely", "Confidence": 0.896, "X1": 0.28553, "Y1": 0.5912, "X2": 0.33816, "Y2": 0.591, "X3": 0.33816, "Y3": 0.6038, "X4": 0.28421, "Y4": 0.6048, "page": 0, "Index": 422}, {"Word": "con-", "Confidence": 0.548, "X1": 0.34211, "Y1": 0.5922, "X2": 0.36974, "Y2": 0.592, "X3": 0.36974, "Y3": 0.6038, "X4": 0.34079, "Y4": 0.6038, "page": 0, "Index": 423}, {"Word": "The", "Confidence": 0.971, "X1": 0.4, "Y1": 0.5902, "X2": 0.42237, "Y2": 0.59, "X3": 0.42105, "Y3": 0.6038, "X4": 0.39868, "Y4": 0.6028, "page": 0, "Index": 424}, {"Word": "point", "Confidence": 0.954, "X1": 0.42632, "Y1": 0.5912, "X2": 0.45921, "Y2": 0.591, "X3": 0.45789, "Y3": 0.6038, "X4": 0.425, "Y4": 0.6038, "page": 0, "Index": 425}, {"Word": "is", "Confidence": 0.902, "X1": 0.46316, "Y1": 0.5912, "X2": 0.47763, "Y2": 0.591, "X3": 0.47632, "Y3": 0.6038, "X4": 0.46184, "Y4": 0.6038, "page": 0, "Index": 426}, {"Word": "that", "Confidence": 0.636, "X1": 0.48158, "Y1": 0.5912, "X2": 0.50921, "Y2": 0.591, "X3": 0.50921, "Y3": 0.6048, "X4": 0.48026, "Y4": 0.6038, "page": 0, "Index": 427}, {"Word": "tobacco", "Confidence": 0.901, "X1": 0.51316, "Y1": 0.5912, "X2": 0.56053, "Y2": 0.591, "X3": 0.56053, "Y3": 0.6038, "X4": 0.51184, "Y4": 0.6048, "page": 0, "Index": 428}, {"Word": "seems", "Confidence": 0.923, "X1": 0.56579, "Y1": 0.5912, "X2": 0.60526, "Y2": 0.591, "X3": 0.60395, "Y3": 0.6038, "X4": 0.56579, "Y4": 0.6038, "page": 0, "Index": 429}, {"Word": "to", "Confidence": 0.21, "X1": 0.60789, "Y1": 0.5912, "X2": 0.62105, "Y2": 0.591, "X3": 0.61974, "Y3": 0.6038, "X4": 0.60789, "Y4": 0.6038, "page": 0, "Index": 430}, {"Word": "be", "Confidence": 0.786, "X1": 0.625, "Y1": 0.5912, "X2": 0.64211, "Y2": 0.591, "X3": 0.64079, "Y3": 0.6038, "X4": 0.62368, "Y4": 0.6038, "page": 0, "Index": 431}, {"Word": "nected", "Confidence": 0.796, "X1": 0.09474, "Y1": 0.6022, "X2": 0.13684, "Y2": 0.602, "X3": 0.13684, "Y3": 0.6148, "X4": 0.09474, "Y4": 0.6138, "page": 0, "Index": 432}, {"Word": "with", "Confidence": 0.673, "X1": 0.14342, "Y1": 0.6022, "X2": 0.17105, "Y2": 0.602, "X3": 0.17105, "Y3": 0.6148, "X4": 0.14342, "Y4": 0.6148, "page": 0, "Index": 433}, {"Word": "the", "Confidence": 0.877, "X1": 0.175, "Y1": 0.6032, "X2": 0.19605, "Y2": 0.603, "X3": 0.19474, "Y3": 0.6148, "X4": 0.175, "Y4": 0.6148, "page": 0, "Index": 434}, {"Word": "tobacco", "Confidence": 0.639, "X1": 0.19868, "Y1": 0.6032, "X2": 0.24868, "Y2": 0.603, "X3": 0.24868, "Y3": 0.6148, "X4": 0.19868, "Y4": 0.6148, "page": 0, "Index": 435}, {"Word": "industry,", "Confidence": 0.883, "X1": 0.25263, "Y1": 0.6032, "X2": 0.30526, "Y2": 0.603, "X3": 0.30395, "Y3": 0.6158, "X4": 0.25263, "Y4": 0.6148, "page": 0, "Index": 436}, {"Word": "and", "Confidence": 0.66, "X1": 0.30789, "Y1": 0.6042, "X2": 0.33158, "Y2": 0.604, "X3": 0.33158, "Y3": 0.6158, "X4": 0.30789, "Y4": 0.6158, "page": 0, "Index": 437}, {"Word": "those", "Confidence": 0.957, "X1": 0.33553, "Y1": 0.6042, "X2": 0.36974, "Y2": 0.604, "X3": 0.36974, "Y3": 0.6168, "X4": 0.33421, "Y4": 0.6158, "page": 0, "Index": 438}, {"Word": "more", "Confidence": 0.706, "X1": 0.38026, "Y1": 0.6052, "X2": 0.41316, "Y2": 0.605, "X3": 0.41184, "Y3": 0.6168, "X4": 0.38026, "Y4": 0.6168, "page": 0, "Index": 439}, {"Word": "and", "Confidence": 0.876, "X1": 0.41579, "Y1": 0.6052, "X2": 0.44079, "Y2": 0.605, "X3": 0.44079, "Y3": 0.6168, "X4": 0.41579, "Y4": 0.6168, "page": 0, "Index": 440}, {"Word": "more", "Confidence": 0.671, "X1": 0.44605, "Y1": 0.6052, "X2": 0.47763, "Y2": 0.605, "X3": 0.47763, "Y3": 0.6168, "X4": 0.44474, "Y4": 0.6168, "page": 0, "Index": 441}, {"Word": "under", "Confidence": 0.86, "X1": 0.48289, "Y1": 0.6052, "X2": 0.52105, "Y2": 0.605, "X3": 0.51974, "Y3": 0.6168, "X4": 0.48158, "Y4": 0.6168, "page": 0, "Index": 442}, {"Word": "attack,", "Confidence": 0.624, "X1": 0.525, "Y1": 0.6052, "X2": 0.56842, "Y2": 0.605, "X3": 0.56842, "Y3": 0.6178, "X4": 0.52368, "Y4": 0.6168, "page": 0, "Index": 443}, {"Word": "and", "Confidence": 0.901, "X1": 0.57237, "Y1": 0.6052, "X2": 0.59605, "Y2": 0.605, "X3": 0.59605, "Y3": 0.6178, "X4": 0.57105, "Y4": 0.6178, "page": 0, "Index": 444}, {"Word": "that", "Confidence": 0.644, "X1": 0.6, "Y1": 0.6052, "X2": 0.62105, "Y2": 0.605, "X3": 0.62105, "Y3": 0.6178, "X4": 0.6, "Y4": 0.6178, "page": 0, "Index": 445}, {"Word": "politicians", "Confidence": 0.655, "X1": 0.09342, "Y1": 0.6132, "X2": 0.16053, "Y2": 0.613, "X3": 0.16053, "Y3": 0.6258, "X4": 0.09474, "Y4": 0.6238, "page": 0, "Index": 446}, {"Word": "who", "Confidence": 0.966, "X1": 0.16316, "Y1": 0.6132, "X2": 0.18816, "Y2": 0.613, "X3": 0.18816, "Y3": 0.6258, "X4": 0.16447, "Y4": 0.6258, "page": 0, "Index": 447}, {"Word": "have", "Confidence": 0.899, "X1": 0.19211, "Y1": 0.6142, "X2": 0.22237, "Y2": 0.614, "X3": 0.22237, "Y3": 0.6258, "X4": 0.19211, "Y4": 0.6258, "page": 0, "Index": 448}, {"Word": "bouts", "Confidence": 0.688, "X1": 0.22632, "Y1": 0.6142, "X2": 0.26184, "Y2": 0.614, "X3": 0.26184, "Y3": 0.6268, "X4": 0.22632, "Y4": 0.6268, "page": 0, "Index": 449}, {"Word": "of", "Confidence": 0.617, "X1": 0.26447, "Y1": 0.6142, "X2": 0.27632, "Y2": 0.614, "X3": 0.27632, "Y3": 0.6268, "X4": 0.26447, "Y4": 0.6268, "page": 0, "Index": 450}, {"Word": "tobacco", "Confidence": 0.624, "X1": 0.27895, "Y1": 0.6142, "X2": 0.32368, "Y2": 0.614, "X3": 0.32368, "Y3": 0.6268, "X4": 0.27895, "Y4": 0.6268, "page": 0, "Index": 451}, {"Word": "people", "Confidence": 0.625, "X1": 0.32632, "Y1": 0.6142, "X2": 0.37105, "Y2": 0.614, "X3": 0.36974, "Y3": 0.6258, "X4": 0.32632, "Y4": 0.6268, "page": 0, "Index": 452}, {"Word": "so", "Confidence": 0.735, "X1": 0.625, "Y1": 0.6052, "X2": 0.64211, "Y2": 0.605, "X3": 0.64211, "Y3": 0.6188, "X4": 0.625, "Y4": 0.6178, "page": 0, "Index": 453}, {"Word": "in", "Confidence": 0.991, "X1": 0.09474, "Y1": 0.6242, "X2": 0.10921, "Y2": 0.624, "X3": 0.10921, "Y3": 0.6348, "X4": 0.09605, "Y4": 0.6348, "page": 0, "Index": 454}, {"Word": "their", "Confidence": 0.907, "X1": 0.11447, "Y1": 0.6252, "X2": 0.15, "Y2": 0.625, "X3": 0.15, "Y3": 0.6358, "X4": 0.11447, "Y4": 0.6358, "page": 0, "Index": 455}, {"Word": "constituences,", "Confidence": 0.407, "X1": 0.15658, "Y1": 0.6262, "X2": 0.24342, "Y2": 0.626, "X3": 0.24342, "Y3": 0.6368, "X4": 0.15658, "Y4": 0.6358, "page": 0, "Index": 456}, {"Word": "have", "Confidence": 0.611, "X1": 0.24737, "Y1": 0.6262, "X2": 0.27895, "Y2": 0.626, "X3": 0.27895, "Y3": 0.6368, "X4": 0.24737, "Y4": 0.6368, "page": 0, "Index": 457}, {"Word": "said", "Confidence": 0.764, "X1": 0.28289, "Y1": 0.6262, "X2": 0.30921, "Y2": 0.626, "X3": 0.30921, "Y3": 0.6368, "X4": 0.28289, "Y4": 0.6368, "page": 0, "Index": 458}, {"Word": "that", "Confidence": 0.713, "X1": 0.31447, "Y1": 0.6252, "X2": 0.34342, "Y2": 0.625, "X3": 0.34211, "Y3": 0.6368, "X4": 0.31316, "Y4": 0.6368, "page": 0, "Index": 459}, {"Word": "the", "Confidence": 0.887, "X1": 0.34605, "Y1": 0.6252, "X2": 0.36974, "Y2": 0.625, "X3": 0.36842, "Y3": 0.6368, "X4": 0.34605, "Y4": 0.6368, "page": 0, "Index": 460}, {"Word": "much", "Confidence": 0.973, "X1": 0.37895, "Y1": 0.6182, "X2": 0.41447, "Y2": 0.618, "X3": 0.41447, "Y3": 0.6298, "X4": 0.37895, "Y4": 0.6298, "page": 0, "Index": 461}, {"Word": "of", "Confidence": 0.902, "X1": 0.41842, "Y1": 0.6182, "X2": 0.43289, "Y2": 0.618, "X3": 0.43289, "Y3": 0.6298, "X4": 0.41711, "Y4": 0.6298, "page": 0, "Index": 462}, {"Word": "the", "Confidence": 0.997, "X1": 0.43684, "Y1": 0.6182, "X2": 0.45789, "Y2": 0.618, "X3": 0.45658, "Y3": 0.6298, "X4": 0.43553, "Y4": 0.6298, "page": 0, "Index": 463}, {"Word": "time", "Confidence": 0.958, "X1": 0.46184, "Y1": 0.6182, "X2": 0.49211, "Y2": 0.618, "X3": 0.49079, "Y3": 0.6308, "X4": 0.46053, "Y4": 0.6298, "page": 0, "Index": 464}, {"Word": "tobacco's", "Confidence": 0.855, "X1": 0.49605, "Y1": 0.6182, "X2": 0.55395, "Y2": 0.618, "X3": 0.55263, "Y3": 0.6308, "X4": 0.49474, "Y4": 0.6308, "page": 0, "Index": 465}, {"Word": "answer", "Confidence": 0.896, "X1": 0.55789, "Y1": 0.6182, "X2": 0.60395, "Y2": 0.618, "X3": 0.60132, "Y3": 0.6308, "X4": 0.55526, "Y4": 0.6308, "page": 0, "Index": 466}, {"Word": "meems", "Confidence": 0.61, "X1": 0.60658, "Y1": 0.6192, "X2": 0.64079, "Y2": 0.619, "X3": 0.63816, "Y3": 0.6308, "X4": 0.60526, "Y4": 0.6308, "page": 0, "Index": 467}, {"Word": "latest", "Confidence": 0.668, "X1": 0.09342, "Y1": 0.6362, "X2": 0.13158, "Y2": 0.636, "X3": 0.13026, "Y3": 0.6468, "X4": 0.09342, "Y4": 0.6468, "page": 0, "Index": 468}, {"Word": "anti-cigarette", "Confidence": 0.737, "X1": 0.13816, "Y1": 0.6372, "X2": 0.22105, "Y2": 0.637, "X3": 0.21974, "Y3": 0.6478, "X4": 0.13816, "Y4": 0.6468, "page": 0, "Index": 469}, {"Word": "to", "Confidence": 0.97, "X1": 0.38026, "Y1": 0.6312, "X2": 0.39342, "Y2": 0.631, "X3": 0.39211, "Y3": 0.6428, "X4": 0.37895, "Y4": 0.6428, "page": 0, "Index": 470}, {"Word": "be", "Confidence": 0.996, "X1": 0.39605, "Y1": 0.6312, "X2": 0.41053, "Y2": 0.631, "X3": 0.41053, "Y3": 0.6428, "X4": 0.39605, "Y4": 0.6428, "page": 0, "Index": 471}, {"Word": "that", "Confidence": 0.95, "X1": 0.41447, "Y1": 0.6312, "X2": 0.43816, "Y2": 0.631, "X3": 0.43816, "Y3": 0.6428, "X4": 0.41316, "Y4": 0.6428, "page": 0, "Index": 472}, {"Word": "the", "Confidence": 0.998, "X1": 0.44211, "Y1": 0.6312, "X2": 0.46053, "Y2": 0.631, "X3": 0.45921, "Y3": 0.6428, "X4": 0.44079, "Y4": 0.6428, "page": 0, "Index": 473}, {"Word": "facts", "Confidence": 0.751, "X1": 0.46316, "Y1": 0.6312, "X2": 0.49474, "Y2": 0.631, "X3": 0.49342, "Y3": 0.6438, "X4": 0.46316, "Y4": 0.6428, "page": 0, "Index": 474}, {"Word": "of", "Confidence": 0.998, "X1": 0.49737, "Y1": 0.6312, "X2": 0.51184, "Y2": 0.631, "X3": 0.51053, "Y3": 0.6438, "X4": 0.49605, "Y4": 0.6438, "page": 0, "Index": 475}, {"Word": "the", "Confidence": 0.994, "X1": 0.51447, "Y1": 0.6322, "X2": 0.53553, "Y2": 0.632, "X3": 0.53421, "Y3": 0.6438, "X4": 0.51316, "Y4": 0.6438, "page": 0, "Index": 476}, {"Word": "attack", "Confidence": 0.63, "X1": 0.53816, "Y1": 0.6322, "X2": 0.57632, "Y2": 0.632, "X3": 0.575, "Y3": 0.6438, "X4": 0.53684, "Y4": 0.6438, "page": 0, "Index": 477}, {"Word": "aren't", "Confidence": 0.456, "X1": 0.58026, "Y1": 0.6322, "X2": 0.61316, "Y2": 0.632, "X3": 0.61184, "Y3": 0.6448, "X4": 0.57895, "Y4": 0.6438, "page": 0, "Index": 478}, {"Word": "con-", "Confidence": 0.959, "X1": 0.61579, "Y1": 0.6322, "X2": 0.64211, "Y2": 0.632, "X3": 0.64079, "Y3": 0.6448, "X4": 0.61447, "Y4": 0.6448, "page": 0, "Index": 479}, {"Word": "that", "Confidence": 0.971, "X1": 0.09474, "Y1": 0.6472, "X2": 0.11974, "Y2": 0.647, "X3": 0.11842, "Y3": 0.6578, "X4": 0.09474, "Y4": 0.6578, "page": 0, "Index": 480}, {"Word": "more", "Confidence": 0.96, "X1": 0.12237, "Y1": 0.6472, "X2": 0.15658, "Y2": 0.647, "X3": 0.15658, "Y3": 0.6578, "X4": 0.12237, "Y4": 0.6578, "page": 0, "Index": 481}, {"Word": "report", "Confidence": 0.843, "X1": 0.225, "Y1": 0.6372, "X2": 0.26711, "Y2": 0.637, "X3": 0.26579, "Y3": 0.6488, "X4": 0.22368, "Y4": 0.6478, "page": 0, "Index": 482}, {"Word": "isn't", "Confidence": 0.572, "X1": 0.27105, "Y1": 0.6372, "X2": 0.29868, "Y2": 0.637, "X3": 0.29737, "Y3": 0.6488, "X4": 0.26974, "Y4": 0.6488, "page": 0, "Index": 483}, {"Word": "conclusive,", "Confidence": 0.885, "X1": 0.30132, "Y1": 0.6392, "X2": 0.37105, "Y2": 0.639, "X3": 0.36974, "Y3": 0.6488, "X4": 0.3, "Y4": 0.6488, "page": 0, "Index": 484}, {"Word": "clusive", "Confidence": 0.642, "X1": 0.38026, "Y1": 0.6452, "X2": 0.42237, "Y2": 0.645, "X3": 0.42237, "Y3": 0.6568, "X4": 0.38026, "Y4": 0.6558, "page": 0, "Index": 485}, {"Word": "and", "Confidence": 0.612, "X1": 0.42632, "Y1": 0.6452, "X2": 0.44868, "Y2": 0.645, "X3": 0.44737, "Y3": 0.6568, "X4": 0.425, "Y4": 0.6568, "page": 0, "Index": 486}, {"Word": "that", "Confidence": 0.979, "X1": 0.45132, "Y1": 0.6452, "X2": 0.48026, "Y2": 0.645, "X3": 0.47895, "Y3": 0.6568, "X4": 0.45132, "Y4": 0.6568, "page": 0, "Index": 487}, {"Word": "more", "Confidence": 0.983, "X1": 0.48289, "Y1": 0.6452, "X2": 0.51711, "Y2": 0.645, "X3": 0.51579, "Y3": 0.6568, "X4": 0.48158, "Y4": 0.6568, "page": 0, "Index": 488}, {"Word": "studies", "Confidence": 0.662, "X1": 0.52105, "Y1": 0.6452, "X2": 0.56447, "Y2": 0.645, "X3": 0.56184, "Y3": 0.6568, "X4": 0.51974, "Y4": 0.6568, "page": 0, "Index": 489}, {"Word": "are", "Confidence": 0.998, "X1": 0.56842, "Y1": 0.6452, "X2": 0.58947, "Y2": 0.645, "X3": 0.58816, "Y3": 0.6578, "X4": 0.56711, "Y4": 0.6568, "page": 0, "Index": 490}, {"Word": "much", "Confidence": 0.575, "X1": 0.59474, "Y1": 0.6452, "X2": 0.62368, "Y2": 0.645, "X3": 0.62105, "Y3": 0.6578, "X4": 0.59211, "Y4": 0.6578, "page": 0, "Index": 491}, {"Word": "in", "Confidence": 0.998, "X1": 0.62632, "Y1": 0.6452, "X2": 0.64211, "Y2": 0.645, "X3": 0.63947, "Y3": 0.6578, "X4": 0.625, "Y4": 0.6578, "page": 0, "Index": 492}, {"Word": "studies", "Confidence": 0.9, "X1": 0.15921, "Y1": 0.6482, "X2": 0.20132, "Y2": 0.648, "X3": 0.20132, "Y3": 0.6588, "X4": 0.15921, "Y4": 0.6578, "page": 0, "Index": 493}, {"Word": "are", "Confidence": 0.647, "X1": 0.20395, "Y1": 0.6482, "X2": 0.22368, "Y2": 0.648, "X3": 0.22237, "Y3": 0.6588, "X4": 0.20395, "Y4": 0.6588, "page": 0, "Index": 494}, {"Word": "in", "Confidence": 0.992, "X1": 0.22632, "Y1": 0.6482, "X2": 0.23947, "Y2": 0.648, "X3": 0.23816, "Y3": 0.6588, "X4": 0.22632, "Y4": 0.6588, "page": 0, "Index": 495}, {"Word": "order,", "Confidence": 0.788, "X1": 0.24211, "Y1": 0.6492, "X2": 0.27895, "Y2": 0.649, "X3": 0.27895, "Y3": 0.6588, "X4": 0.24211, "Y4": 0.6588, "page": 0, "Index": 496}, {"Word": "etc.", "Confidence": 0.662, "X1": 0.28158, "Y1": 0.6492, "X2": 0.30789, "Y2": 0.649, "X3": 0.30658, "Y3": 0.6598, "X4": 0.28158, "Y4": 0.6588, "page": 0, "Index": 497}, {"Word": "order.", "Confidence": 0.917, "X1": 0.37895, "Y1": 0.6572, "X2": 0.41711, "Y2": 0.657, "X3": 0.41711, "Y3": 0.6678, "X4": 0.37895, "Y4": 0.6688, "page": 0, "Index": 498}, {"Word": "That", "Confidence": 0.873, "X1": 0.42105, "Y1": 0.6572, "X2": 0.44868, "Y2": 0.657, "X3": 0.44868, "Y3": 0.6678, "X4": 0.41974, "Y4": 0.6678, "page": 0, "Index": 499}, {"Word": "is", "Confidence": 0.447, "X1": 0.45263, "Y1": 0.6572, "X2": 0.46711, "Y2": 0.657, "X3": 0.46579, "Y3": 0.6678, "X4": 0.45132, "Y4": 0.6678, "page": 0, "Index": 500}, {"Word": "a", "Confidence": 0.97, "X1": 0.47105, "Y1": 0.6572, "X2": 0.48026, "Y2": 0.657, "X3": 0.47895, "Y3": 0.6678, "X4": 0.47105, "Y4": 0.6678, "page": 0, "Index": 501}, {"Word": "defensive", "Confidence": 0.761, "X1": 0.48421, "Y1": 0.6572, "X2": 0.54342, "Y2": 0.657, "X3": 0.54211, "Y3": 0.6678, "X4": 0.48289, "Y4": 0.6678, "page": 0, "Index": 502}, {"Word": "All", "Confidence": 0.605, "X1": 0.11184, "Y1": 0.6582, "X2": 0.13421, "Y2": 0.658, "X3": 0.13421, "Y3": 0.6688, "X4": 0.11184, "Y4": 0.6688, "page": 0, "Index": 503}, {"Word": "of", "Confidence": 0.994, "X1": 0.13684, "Y1": 0.6582, "X2": 0.15263, "Y2": 0.658, "X3": 0.15263, "Y3": 0.6698, "X4": 0.13684, "Y4": 0.6688, "page": 0, "Index": 504}, {"Word": "that", "Confidence": 0.989, "X1": 0.15526, "Y1": 0.6582, "X2": 0.18158, "Y2": 0.658, "X3": 0.18158, "Y3": 0.6698, "X4": 0.15526, "Y4": 0.6698, "page": 0, "Index": 505}, {"Word": "is", "Confidence": 0.886, "X1": 0.18421, "Y1": 0.6582, "X2": 0.19868, "Y2": 0.658, "X3": 0.19868, "Y3": 0.6698, "X4": 0.18421, "Y4": 0.6698, "page": 0, "Index": 506}, {"Word": "true,", "Confidence": 0.622, "X1": 0.20132, "Y1": 0.6592, "X2": 0.23421, "Y2": 0.659, "X3": 0.23421, "Y3": 0.6708, "X4": 0.20132, "Y4": 0.6698, "page": 0, "Index": 507}, {"Word": "no", "Confidence": 0.894, "X1": 0.23684, "Y1": 0.6592, "X2": 0.25526, "Y2": 0.659, "X3": 0.25395, "Y3": 0.6708, "X4": 0.23684, "Y4": 0.6708, "page": 0, "Index": 508}, {"Word": "doubt.", "Confidence": 0.51, "X1": 0.25789, "Y1": 0.6602, "X2": 0.29605, "Y2": 0.66, "X3": 0.29605, "Y3": 0.6718, "X4": 0.25789, "Y4": 0.6708, "page": 0, "Index": 509}, {"Word": "Any", "Confidence": 0.996, "X1": 0.29868, "Y1": 0.6602, "X2": 0.325, "Y2": 0.66, "X3": 0.32368, "Y3": 0.6718, "X4": 0.29868, "Y4": 0.6718, "page": 0, "Index": 510}, {"Word": "report", "Confidence": 0.933, "X1": 0.32763, "Y1": 0.6602, "X2": 0.36974, "Y2": 0.66, "X3": 0.36974, "Y3": 0.6718, "X4": 0.32763, "Y4": 0.6718, "page": 0, "Index": 511}, {"Word": "position,", "Confidence": 0.946, "X1": 0.54605, "Y1": 0.6572, "X2": 0.6, "Y2": 0.657, "X3": 0.59868, "Y3": 0.6688, "X4": 0.54474, "Y4": 0.6678, "page": 0, "Index": 512}, {"Word": "mod", "Confidence": 0.03, "X1": 0.60263, "Y1": 0.6572, "X2": 0.62237, "Y2": 0.657, "X3": 0.62105, "Y3": 0.6688, "X4": 0.60132, "Y4": 0.6688, "page": 0, "Index": 513}, {"Word": "as", "Confidence": 0.04, "X1": 0.625, "Y1": 0.6572, "X2": 0.64079, "Y2": 0.657, "X3": 0.63947, "Y3": 0.6688, "X4": 0.62368, "Y4": 0.6688, "page": 0, "Index": 514}, {"Word": "covering", "Confidence": 0.991, "X1": 0.09474, "Y1": 0.6702, "X2": 0.15132, "Y2": 0.67, "X3": 0.15, "Y3": 0.6818, "X4": 0.09342, "Y4": 0.6808, "page": 0, "Index": 515}, {"Word": "such", "Confidence": 0.935, "X1": 0.15658, "Y1": 0.6702, "X2": 0.18421, "Y2": 0.67, "X3": 0.18421, "Y3": 0.6818, "X4": 0.15658, "Y4": 0.6818, "page": 0, "Index": 516}, {"Word": "a", "Confidence": 0.837, "X1": 0.19079, "Y1": 0.6702, "X2": 0.19868, "Y2": 0.67, "X3": 0.19868, "Y3": 0.6818, "X4": 0.19079, "Y4": 0.6818, "page": 0, "Index": 517}, {"Word": "large", "Confidence": 0.949, "X1": 0.20658, "Y1": 0.6702, "X2": 0.24079, "Y2": 0.67, "X3": 0.24079, "Y3": 0.6818, "X4": 0.20526, "Y4": 0.6818, "page": 0, "Index": 518}, {"Word": "field", "Confidence": 0.734, "X1": 0.24737, "Y1": 0.6712, "X2": 0.27632, "Y2": 0.671, "X3": 0.27632, "Y3": 0.6818, "X4": 0.24605, "Y4": 0.6818, "page": 0, "Index": 519}, {"Word": "can't", "Confidence": 0.664, "X1": 0.28026, "Y1": 0.6712, "X2": 0.31053, "Y2": 0.671, "X3": 0.30921, "Y3": 0.6818, "X4": 0.28026, "Y4": 0.6818, "page": 0, "Index": 520}, {"Word": "be", "Confidence": 0.997, "X1": 0.31447, "Y1": 0.6712, "X2": 0.33026, "Y2": 0.671, "X3": 0.33026, "Y3": 0.6818, "X4": 0.31447, "Y4": 0.6818, "page": 0, "Index": 521}, {"Word": "com.", "Confidence": 0.669, "X1": 0.33684, "Y1": 0.6722, "X2": 0.36974, "Y2": 0.672, "X3": 0.36974, "Y3": 0.6818, "X4": 0.33553, "Y4": 0.6818, "page": 0, "Index": 522}, {"Word": "long", "Confidence": 0.914, "X1": 0.37763, "Y1": 0.6682, "X2": 0.40526, "Y2": 0.668, "X3": 0.40526, "Y3": 0.6798, "X4": 0.37632, "Y4": 0.6798, "page": 0, "Index": 523}, {"Word": "as", "Confidence": 0.04, "X1": 0.41053, "Y1": 0.6682, "X2": 0.42763, "Y2": 0.668, "X3": 0.42632, "Y3": 0.6798, "X4": 0.41053, "Y4": 0.6798, "page": 0, "Index": 524}, {"Word": "tobacco", "Confidence": 0.608, "X1": 0.43158, "Y1": 0.6682, "X2": 0.47895, "Y2": 0.668, "X3": 0.47895, "Y3": 0.6788, "X4": 0.43026, "Y4": 0.6798, "page": 0, "Index": 525}, {"Word": "does", "Confidence": 0.644, "X1": 0.48421, "Y1": 0.6682, "X2": 0.51447, "Y2": 0.668, "X3": 0.51316, "Y3": 0.6798, "X4": 0.48421, "Y4": 0.6788, "page": 0, "Index": 526}, {"Word": "nothing", "Confidence": 0.596, "X1": 0.51974, "Y1": 0.6682, "X2": 0.56447, "Y2": 0.668, "X3": 0.56316, "Y3": 0.6798, "X4": 0.51842, "Y4": 0.6798, "page": 0, "Index": 527}, {"Word": "but", "Confidence": 0.778, "X1": 0.57105, "Y1": 0.6682, "X2": 0.59474, "Y2": 0.668, "X3": 0.59342, "Y3": 0.6798, "X4": 0.56974, "Y4": 0.6798, "page": 0, "Index": 528}, {"Word": "eure", "Confidence": 0.097, "X1": 0.6, "Y1": 0.6692, "X2": 0.63947, "Y2": 0.669, "X3": 0.63816, "Y3": 0.6808, "X4": 0.59868, "Y4": 0.6798, "page": 0, "Index": 529}, {"Word": "pletely", "Confidence": 0.853, "X1": 0.09342, "Y1": 0.6822, "X2": 0.13684, "Y2": 0.682, "X3": 0.13684, "Y3": 0.6928, "X4": 0.09342, "Y4": 0.6928, "page": 0, "Index": 530}, {"Word": "conclusive.", "Confidence": 0.657, "X1": 0.14342, "Y1": 0.6812, "X2": 0.21184, "Y2": 0.681, "X3": 0.21053, "Y3": 0.6928, "X4": 0.14342, "Y4": 0.6928, "page": 0, "Index": 531}, {"Word": "More", "Confidence": 0.666, "X1": 0.21447, "Y1": 0.6812, "X2": 0.24868, "Y2": 0.681, "X3": 0.24868, "Y3": 0.6918, "X4": 0.21447, "Y4": 0.6928, "page": 0, "Index": 532}, {"Word": "studies", "Confidence": 0.862, "X1": 0.25263, "Y1": 0.6812, "X2": 0.29474, "Y2": 0.681, "X3": 0.29474, "Y3": 0.6918, "X4": 0.25263, "Y4": 0.6918, "page": 0, "Index": 533}, {"Word": "are", "Confidence": 0.809, "X1": 0.29868, "Y1": 0.6802, "X2": 0.31974, "Y2": 0.68, "X3": 0.31974, "Y3": 0.6918, "X4": 0.29737, "Y4": 0.6918, "page": 0, "Index": 534}, {"Word": "always", "Confidence": 0.885, "X1": 0.32368, "Y1": 0.6802, "X2": 0.36711, "Y2": 0.68, "X3": 0.36711, "Y3": 0.6918, "X4": 0.32237, "Y4": 0.6918, "page": 0, "Index": 535}, {"Word": "such", "Confidence": 0.941, "X1": 0.37895, "Y1": 0.6802, "X2": 0.40789, "Y2": 0.68, "X3": 0.40789, "Y3": 0.6918, "X4": 0.37763, "Y4": 0.6918, "page": 0, "Index": 536}, {"Word": "positions,", "Confidence": 0.541, "X1": 0.41184, "Y1": 0.6802, "X2": 0.46842, "Y2": 0.68, "X3": 0.46711, "Y3": 0.6918, "X4": 0.41053, "Y4": 0.6918, "page": 0, "Index": 537}, {"Word": "it", "Confidence": 0.998, "X1": 0.47105, "Y1": 0.6802, "X2": 0.48421, "Y2": 0.68, "X3": 0.48289, "Y3": 0.6918, "X4": 0.46974, "Y4": 0.6918, "page": 0, "Index": 538}, {"Word": "will", "Confidence": 0.967, "X1": 0.48684, "Y1": 0.6802, "X2": 0.51184, "Y2": 0.68, "X3": 0.51053, "Y3": 0.6918, "X4": 0.48553, "Y4": 0.6918, "page": 0, "Index": 539}, {"Word": "remain", "Confidence": 0.851, "X1": 0.51447, "Y1": 0.6802, "X2": 0.55789, "Y2": 0.68, "X3": 0.55658, "Y3": 0.6918, "X4": 0.51316, "Y4": 0.6918, "page": 0, "Index": 540}, {"Word": "on", "Confidence": 0.849, "X1": 0.56184, "Y1": 0.6802, "X2": 0.58026, "Y2": 0.68, "X3": 0.57763, "Y3": 0.6918, "X4": 0.56053, "Y4": 0.6918, "page": 0, "Index": 541}, {"Word": "the", "Confidence": 0.991, "X1": 0.58289, "Y1": 0.6802, "X2": 0.60395, "Y2": 0.68, "X3": 0.60263, "Y3": 0.6918, "X4": 0.58158, "Y4": 0.6918, "page": 0, "Index": 542}, {"Word": "defen-", "Confidence": 0.625, "X1": 0.60789, "Y1": 0.6802, "X2": 0.64342, "Y2": 0.68, "X3": 0.64211, "Y3": 0.6918, "X4": 0.60658, "Y4": 0.6918, "page": 0, "Index": 543}, {"Word": "in", "Confidence": 0.981, "X1": 0.09342, "Y1": 0.6922, "X2": 0.10789, "Y2": 0.692, "X3": 0.10789, "Y3": 0.7028, "X4": 0.09342, "Y4": 0.7028, "page": 0, "Index": 544}, {"Word": "order", "Confidence": 0.993, "X1": 0.11053, "Y1": 0.6922, "X2": 0.14868, "Y2": 0.692, "X3": 0.14868, "Y3": 0.7038, "X4": 0.11053, "Y4": 0.7038, "page": 0, "Index": 545}, {"Word": "on", "Confidence": 0.665, "X1": 0.15132, "Y1": 0.6922, "X2": 0.16842, "Y2": 0.692, "X3": 0.16842, "Y3": 0.7038, "X4": 0.15132, "Y4": 0.7038, "page": 0, "Index": 546}, {"Word": "any", "Confidence": 0.884, "X1": 0.17105, "Y1": 0.6922, "X2": 0.19474, "Y2": 0.692, "X3": 0.19474, "Y3": 0.7038, "X4": 0.17105, "Y4": 0.7038, "page": 0, "Index": 547}, {"Word": "subject", "Confidence": 0.629, "X1": 0.19868, "Y1": 0.6922, "X2": 0.24474, "Y2": 0.692, "X3": 0.24474, "Y3": 0.7038, "X4": 0.19868, "Y4": 0.7038, "page": 0, "Index": 548}, {"Word": "of", "Confidence": 0.955, "X1": 0.24737, "Y1": 0.6932, "X2": 0.26184, "Y2": 0.693, "X3": 0.26184, "Y3": 0.7048, "X4": 0.24737, "Y4": 0.7048, "page": 0, "Index": 549}, {"Word": "such", "Confidence": 0.889, "X1": 0.26579, "Y1": 0.6932, "X2": 0.29211, "Y2": 0.693, "X3": 0.29211, "Y3": 0.7048, "X4": 0.26579, "Y4": 0.7048, "page": 0, "Index": 550}, {"Word": "Importance,", "Confidence": 0.529, "X1": 0.29605, "Y1": 0.6942, "X2": 0.36842, "Y2": 0.694, "X3": 0.36842, "Y3": 0.7048, "X4": 0.29605, "Y4": 0.7048, "page": 0, "Index": 551}, {"Word": "sive.", "Confidence": 0.781, "X1": 0.37895, "Y1": 0.6892, "X2": 0.41053, "Y2": 0.689, "X3": 0.40921, "Y3": 0.7008, "X4": 0.37763, "Y4": 0.7008, "page": 0, "Index": 552}, {"Word": "And", "Confidence": 0.998, "X1": 0.41447, "Y1": 0.6892, "X2": 0.43816, "Y2": 0.689, "X3": 0.43684, "Y3": 0.7008, "X4": 0.41184, "Y4": 0.7008, "page": 0, "Index": 553}, {"Word": "It", "Confidence": 0.89, "X1": 0.44342, "Y1": 0.6892, "X2": 0.45395, "Y2": 0.689, "X3": 0.45263, "Y3": 0.7008, "X4": 0.44079, "Y4": 0.7008, "page": 0, "Index": 554}, {"Word": "is", "Confidence": 0.027, "X1": 0.45789, "Y1": 0.6892, "X2": 0.47237, "Y2": 0.689, "X3": 0.47105, "Y3": 0.7008, "X4": 0.45526, "Y4": 0.7008, "page": 0, "Index": 555}, {"Word": "unusual", "Confidence": 0.729, "X1": 0.47632, "Y1": 0.6902, "X2": 0.525, "Y2": 0.69, "X3": 0.52368, "Y3": 0.7018, "X4": 0.47368, "Y4": 0.7008, "page": 0, "Index": 556}, {"Word": "foc", "Confidence": 0.64, "X1": 0.52763, "Y1": 0.6902, "X2": 0.54868, "Y2": 0.69, "X3": 0.54737, "Y3": 0.7018, "X4": 0.52632, "Y4": 0.7018, "page": 0, "Index": 557}, {"Word": "defense", "Confidence": 0.937, "X1": 0.55132, "Y1": 0.6912, "X2": 0.6, "Y2": 0.691, "X3": 0.59868, "Y3": 0.7018, "X4": 0.55, "Y4": 0.7018, "page": 0, "Index": 558}, {"Word": "to", "Confidence": 0.993, "X1": 0.60395, "Y1": 0.6912, "X2": 0.61447, "Y2": 0.691, "X3": 0.61316, "Y3": 0.7018, "X4": 0.60263, "Y4": 0.7018, "page": 0, "Index": 559}, {"Word": "win", "Confidence": 0.953, "X1": 0.61842, "Y1": 0.6922, "X2": 0.64079, "Y2": 0.692, "X3": 0.63947, "Y3": 0.7028, "X4": 0.61579, "Y4": 0.7018, "page": 0, "Index": 560}, {"Word": "But,", "Confidence": 0.611, "X1": 0.11184, "Y1": 0.7042, "X2": 0.14211, "Y2": 0.704, "X3": 0.14211, "Y3": 0.7148, "X4": 0.11184, "Y4": 0.7138, "page": 0, "Index": 561}, {"Word": "wonder", "Confidence": 0.634, "X1": 0.14868, "Y1": 0.7042, "X2": 0.19342, "Y2": 0.704, "X3": 0.19342, "Y3": 0.7148, "X4": 0.14868, "Y4": 0.7148, "page": 0, "Index": 562}, {"Word": "if", "Confidence": 0.717, "X1": 0.2, "Y1": 0.7042, "X2": 0.21447, "Y2": 0.704, "X3": 0.21447, "Y3": 0.7148, "X4": 0.2, "Y4": 0.7148, "page": 0, "Index": 563}, {"Word": "It", "Confidence": 0.172, "X1": 0.21842, "Y1": 0.7042, "X2": 0.23289, "Y2": 0.704, "X3": 0.23289, "Y3": 0.7158, "X4": 0.21842, "Y4": 0.7148, "page": 0, "Index": 564}, {"Word": "isn't", "Confidence": 0.433, "X1": 0.23684, "Y1": 0.7042, "X2": 0.26711, "Y2": 0.704, "X3": 0.26711, "Y3": 0.7158, "X4": 0.23684, "Y4": 0.7158, "page": 0, "Index": 565}, {"Word": "about", "Confidence": 0.672, "X1": 0.27237, "Y1": 0.7042, "X2": 0.30789, "Y2": 0.704, "X3": 0.30789, "Y3": 0.7158, "X4": 0.27237, "Y4": 0.7158, "page": 0, "Index": 566}, {"Word": "time", "Confidence": 0.461, "X1": 0.31053, "Y1": 0.7042, "X2": 0.34079, "Y2": 0.704, "X3": 0.33947, "Y3": 0.7158, "X4": 0.31053, "Y4": 0.7158, "page": 0, "Index": 567}, {"Word": "for", "Confidence": 0.998, "X1": 0.34605, "Y1": 0.7042, "X2": 0.36711, "Y2": 0.704, "X3": 0.36711, "Y3": 0.7168, "X4": 0.34474, "Y4": 0.7158, "page": 0, "Index": 568}, {"Word": "any", "Confidence": 0.884, "X1": 0.37895, "Y1": 0.7022, "X2": 0.40132, "Y2": 0.702, "X3": 0.40132, "Y3": 0.7128, "X4": 0.37763, "Y4": 0.7118, "page": 0, "Index": 569}, {"Word": "war.", "Confidence": 0.802, "X1": 0.40526, "Y1": 0.7032, "X2": 0.43289, "Y2": 0.703, "X3": 0.43158, "Y3": 0.7138, "X4": 0.40526, "Y4": 0.7128, "page": 0, "Index": 570}, {"Word": "someone", "Confidence": 0.809, "X1": 0.09474, "Y1": 0.7162, "X2": 0.15, "Y2": 0.716, "X3": 0.15, "Y3": 0.7258, "X4": 0.09474, "Y4": 0.7258, "page": 0, "Index": 571}, {"Word": "connected", "Confidence": 0.6, "X1": 0.15658, "Y1": 0.7152, "X2": 0.21711, "Y2": 0.715, "X3": 0.21711, "Y3": 0.7268, "X4": 0.15658, "Y4": 0.7258, "page": 0, "Index": 572}, {"Word": "with", "Confidence": 0.854, "X1": 0.225, "Y1": 0.7152, "X2": 0.25395, "Y2": 0.715, "X3": 0.25395, "Y3": 0.7268, "X4": 0.225, "Y4": 0.7268, "page": 0, "Index": 573}, {"Word": "the", "Confidence": 0.994, "X1": 0.26053, "Y1": 0.7152, "X2": 0.28158, "Y2": 0.715, "X3": 0.28026, "Y3": 0.7268, "X4": 0.25921, "Y4": 0.7268, "page": 0, "Index": 574}, {"Word": "tobacco", "Confidence": 0.398, "X1": 0.28553, "Y1": 0.7162, "X2": 0.33026, "Y2": 0.716, "X3": 0.32895, "Y3": 0.7278, "X4": 0.28553, "Y4": 0.7268, "page": 0, "Index": 575}, {"Word": "basi-", "Confidence": 0.428, "X1": 0.33684, "Y1": 0.7172, "X2": 0.36842, "Y2": 0.717, "X3": 0.36842, "Y3": 0.7278, "X4": 0.33684, "Y4": 0.7278, "page": 0, "Index": 576}, {"Word": "Couldn't", "Confidence": 0.823, "X1": 0.39605, "Y1": 0.7142, "X2": 0.44737, "Y2": 0.714, "X3": 0.44605, "Y3": 0.7258, "X4": 0.39474, "Y4": 0.7248, "page": 0, "Index": 577}, {"Word": "some", "Confidence": 0.981, "X1": 0.45132, "Y1": 0.7142, "X2": 0.48553, "Y2": 0.714, "X3": 0.48421, "Y3": 0.7258, "X4": 0.45, "Y4": 0.7258, "page": 0, "Index": 578}, {"Word": "of", "Confidence": 0.608, "X1": 0.49079, "Y1": 0.7142, "X2": 0.50658, "Y2": 0.714, "X3": 0.50526, "Y3": 0.7258, "X4": 0.48947, "Y4": 0.7258, "page": 0, "Index": 579}, {"Word": "the", "Confidence": 0.992, "X1": 0.51053, "Y1": 0.7142, "X2": 0.53421, "Y2": 0.714, "X3": 0.53289, "Y3": 0.7268, "X4": 0.50921, "Y4": 0.7258, "page": 0, "Index": 580}, {"Word": "people", "Confidence": 0.941, "X1": 0.53816, "Y1": 0.7152, "X2": 0.58026, "Y2": 0.715, "X3": 0.57895, "Y3": 0.7268, "X4": 0.53684, "Y4": 0.7268, "page": 0, "Index": 581}, {"Word": "connected", "Confidence": 0.156, "X1": 0.58553, "Y1": 0.7162, "X2": 0.64079, "Y2": 0.716, "X3": 0.63816, "Y3": 0.7268, "X4": 0.58421, "Y4": 0.7268, "page": 0, "Index": 582}, {"Word": "Dess", "Confidence": 0.062, "X1": 0.09211, "Y1": 0.7262, "X2": 0.12237, "Y2": 0.726, "X3": 0.12105, "Y3": 0.7378, "X4": 0.09211, "Y4": 0.7378, "page": 0, "Index": 583}, {"Word": "to", "Confidence": 0.993, "X1": 0.12895, "Y1": 0.7262, "X2": 0.14342, "Y2": 0.726, "X3": 0.14342, "Y3": 0.7378, "X4": 0.12763, "Y4": 0.7378, "page": 0, "Index": 584}, {"Word": "begin", "Confidence": 0.846, "X1": 0.15263, "Y1": 0.7262, "X2": 0.18684, "Y2": 0.726, "X3": 0.18553, "Y3": 0.7378, "X4": 0.15132, "Y4": 0.7378, "page": 0, "Index": 585}, {"Word": "to", "Confidence": 0.998, "X1": 0.19211, "Y1": 0.7262, "X2": 0.20658, "Y2": 0.726, "X3": 0.20658, "Y3": 0.7378, "X4": 0.19211, "Y4": 0.7378, "page": 0, "Index": 586}, {"Word": "think", "Confidence": 0.992, "X1": 0.21447, "Y1": 0.7272, "X2": 0.24605, "Y2": 0.727, "X3": 0.24605, "Y3": 0.7378, "X4": 0.21316, "Y4": 0.7378, "page": 0, "Index": 587}, {"Word": "along", "Confidence": 0.848, "X1": 0.25526, "Y1": 0.7272, "X2": 0.28947, "Y2": 0.727, "X3": 0.28816, "Y3": 0.7378, "X4": 0.25395, "Y4": 0.7378, "page": 0, "Index": 588}, {"Word": "these", "Confidence": 0.991, "X1": 0.29474, "Y1": 0.7272, "X2": 0.325, "Y2": 0.727, "X3": 0.325, "Y3": 0.7378, "X4": 0.29342, "Y4": 0.7378, "page": 0, "Index": 589}, {"Word": "with", "Confidence": 0.991, "X1": 0.37895, "Y1": 0.7262, "X2": 0.40789, "Y2": 0.726, "X3": 0.40789, "Y3": 0.7368, "X4": 0.37763, "Y4": 0.7368, "page": 0, "Index": 590}, {"Word": "tobacco", "Confidence": 0.64, "X1": 0.41316, "Y1": 0.7262, "X2": 0.45921, "Y2": 0.726, "X3": 0.45789, "Y3": 0.7378, "X4": 0.41184, "Y4": 0.7368, "page": 0, "Index": 591}, {"Word": "begin", "Confidence": 0.856, "X1": 0.46316, "Y1": 0.7262, "X2": 0.49868, "Y2": 0.726, "X3": 0.49868, "Y3": 0.7378, "X4": 0.46316, "Y4": 0.7378, "page": 0, "Index": 592}, {"Word": "to", "Confidence": 0.993, "X1": 0.50526, "Y1": 0.7262, "X2": 0.52105, "Y2": 0.726, "X3": 0.51974, "Y3": 0.7378, "X4": 0.50526, "Y4": 0.7378, "page": 0, "Index": 593}, {"Word": "go", "Confidence": 0.978, "X1": 0.52763, "Y1": 0.7272, "X2": 0.54474, "Y2": 0.727, "X3": 0.54342, "Y3": 0.7378, "X4": 0.52632, "Y4": 0.7378, "page": 0, "Index": 594}, {"Word": "Tell", "Confidence": 0.986, "X1": 0.09474, "Y1": 0.7372, "X2": 0.11842, "Y2": 0.737, "X3": 0.11842, "Y3": 0.7478, "X4": 0.09474, "Y4": 0.7478, "page": 0, "Index": 595}, {"Word": "us", "Confidence": 0.997, "X1": 0.12237, "Y1": 0.7372, "X2": 0.14079, "Y2": 0.737, "X3": 0.14079, "Y3": 0.7478, "X4": 0.12237, "Y4": 0.7478, "page": 0, "Index": 596}, {"Word": "lines:", "Confidence": 0.793, "X1": 0.33158, "Y1": 0.7272, "X2": 0.36974, "Y2": 0.727, "X3": 0.36842, "Y3": 0.7388, "X4": 0.33158, "Y4": 0.7378, "page": 0, "Index": 597}, {"Word": "Couldn't", "Confidence": 0.617, "X1": 0.37763, "Y1": 0.7372, "X2": 0.42895, "Y2": 0.737, "X3": 0.42763, "Y3": 0.7478, "X4": 0.37632, "Y4": 0.7478, "page": 0, "Index": 598}, {"Word": "they", "Confidence": 0.822, "X1": 0.43289, "Y1": 0.7372, "X2": 0.46053, "Y2": 0.737, "X3": 0.45921, "Y3": 0.7478, "X4": 0.43158, "Y4": 0.7478, "page": 0, "Index": 599}, {"Word": "on", "Confidence": 0.049, "X1": 0.54868, "Y1": 0.7272, "X2": 0.56447, "Y2": 0.727, "X3": 0.56316, "Y3": 0.7388, "X4": 0.54737, "Y4": 0.7378, "page": 0, "Index": 600}, {"Word": "the", "Confidence": 0.901, "X1": 0.57237, "Y1": 0.7272, "X2": 0.59342, "Y2": 0.727, "X3": 0.59211, "Y3": 0.7388, "X4": 0.57105, "Y4": 0.7388, "page": 0, "Index": 601}, {"Word": "attack?", "Confidence": 0.404, "X1": 0.6, "Y1": 0.7272, "X2": 0.63947, "Y2": 0.727, "X3": 0.63816, "Y3": 0.7398, "X4": 0.59868, "Y4": 0.7388, "page": 0, "Index": 602}, {"Word": "exactly", "Confidence": 0.603, "X1": 0.14474, "Y1": 0.7382, "X2": 0.18947, "Y2": 0.738, "X3": 0.18947, "Y3": 0.7488, "X4": 0.14474, "Y4": 0.7478, "page": 0, "Index": 603}, {"Word": "what", "Confidence": 0.759, "X1": 0.19211, "Y1": 0.7382, "X2": 0.22368, "Y2": 0.738, "X3": 0.22368, "Y3": 0.7488, "X4": 0.19211, "Y4": 0.7488, "page": 0, "Index": 604}, {"Word": "is", "Confidence": 0.613, "X1": 0.22632, "Y1": 0.7382, "X2": 0.24211, "Y2": 0.738, "X3": 0.24211, "Y3": 0.7488, "X4": 0.22632, "Y4": 0.7488, "page": 0, "Index": 605}, {"Word": "wrong", "Confidence": 0.907, "X1": 0.24474, "Y1": 0.7392, "X2": 0.28289, "Y2": 0.739, "X3": 0.28289, "Y3": 0.7498, "X4": 0.24605, "Y4": 0.7488, "page": 0, "Index": 606}, {"Word": "with", "Confidence": 0.987, "X1": 0.28684, "Y1": 0.7392, "X2": 0.31053, "Y2": 0.739, "X3": 0.31053, "Y3": 0.7498, "X4": 0.28684, "Y4": 0.7498, "page": 0, "Index": 607}, {"Word": "tobacco,", "Confidence": 0.148, "X1": 0.31316, "Y1": 0.7392, "X2": 0.36842, "Y2": 0.739, "X3": 0.36974, "Y3": 0.7508, "X4": 0.31447, "Y4": 0.7498, "page": 0, "Index": 608}, {"Word": "say", "Confidence": 0.802, "X1": 0.46447, "Y1": 0.7372, "X2": 0.48684, "Y2": 0.737, "X3": 0.48684, "Y3": 0.7488, "X4": 0.46316, "Y4": 0.7478, "page": 0, "Index": 609}, {"Word": "that", "Confidence": 0.611, "X1": 0.49342, "Y1": 0.7382, "X2": 0.52237, "Y2": 0.738, "X3": 0.52105, "Y3": 0.7488, "X4": 0.49211, "Y4": 0.7488, "page": 0, "Index": 610}, {"Word": "we'll", "Confidence": 0.61, "X1": 0.52632, "Y1": 0.7382, "X2": 0.55789, "Y2": 0.738, "X3": 0.55658, "Y3": 0.7498, "X4": 0.525, "Y4": 0.7488, "page": 0, "Index": 611}, {"Word": "see", "Confidence": 0.424, "X1": 0.56053, "Y1": 0.7392, "X2": 0.58421, "Y2": 0.739, "X3": 0.58289, "Y3": 0.7498, "X4": 0.55921, "Y4": 0.7498, "page": 0, "Index": 612}, {"Word": "what", "Confidence": 0.091, "X1": 0.58947, "Y1": 0.7392, "X2": 0.61842, "Y2": 0.739, "X3": 0.61711, "Y3": 0.7508, "X4": 0.58816, "Y4": 0.7498, "page": 0, "Index": 613}, {"Word": "we", "Confidence": 0.836, "X1": 0.62105, "Y1": 0.7402, "X2": 0.63816, "Y2": 0.74, "X3": 0.63684, "Y3": 0.7508, "X4": 0.61974, "Y4": 0.7508, "page": 0, "Index": 614}, {"Word": "or", "Confidence": 0.952, "X1": 0.09211, "Y1": 0.7492, "X2": 0.10658, "Y2": 0.749, "X3": 0.10658, "Y3": 0.7588, "X4": 0.09211, "Y4": 0.7578, "page": 0, "Index": 615}, {"Word": "what", "Confidence": 0.99, "X1": 0.11053, "Y1": 0.7492, "X2": 0.14342, "Y2": 0.749, "X3": 0.14342, "Y3": 0.7588, "X4": 0.11053, "Y4": 0.7588, "page": 0, "Index": 616}, {"Word": "you", "Confidence": 0.65, "X1": 0.14737, "Y1": 0.7492, "X2": 0.16974, "Y2": 0.749, "X3": 0.16974, "Y3": 0.7598, "X4": 0.14737, "Y4": 0.7588, "page": 0, "Index": 617}, {"Word": "think", "Confidence": 0.929, "X1": 0.17237, "Y1": 0.7492, "X2": 0.20395, "Y2": 0.749, "X3": 0.20395, "Y3": 0.7598, "X4": 0.17237, "Y4": 0.7598, "page": 0, "Index": 618}, {"Word": "Is", "Confidence": 0.612, "X1": 0.20789, "Y1": 0.7492, "X2": 0.21974, "Y2": 0.749, "X3": 0.21974, "Y3": 0.7598, "X4": 0.20789, "Y4": 0.7598, "page": 0, "Index": 619}, {"Word": "wrong", "Confidence": 0.964, "X1": 0.22237, "Y1": 0.7492, "X2": 0.26184, "Y2": 0.749, "X3": 0.26184, "Y3": 0.7608, "X4": 0.22368, "Y4": 0.7598, "page": 0, "Index": 620}, {"Word": "with", "Confidence": 0.854, "X1": 0.26579, "Y1": 0.7492, "X2": 0.29079, "Y2": 0.749, "X3": 0.29079, "Y3": 0.7608, "X4": 0.26579, "Y4": 0.7608, "page": 0, "Index": 621}, {"Word": "It,", "Confidence": 0.187, "X1": 0.29342, "Y1": 0.7492, "X2": 0.30526, "Y2": 0.749, "X3": 0.30658, "Y3": 0.7608, "X4": 0.29342, "Y4": 0.7608, "page": 0, "Index": 622}, {"Word": "and", "Confidence": 0.811, "X1": 0.30921, "Y1": 0.7492, "X2": 0.33158, "Y2": 0.749, "X3": 0.33158, "Y3": 0.7608, "X4": 0.30921, "Y4": 0.7608, "page": 0, "Index": 623}, {"Word": "we'll", "Confidence": 0.955, "X1": 0.33553, "Y1": 0.7492, "X2": 0.36842, "Y2": 0.749, "X3": 0.36842, "Y3": 0.7618, "X4": 0.33553, "Y4": 0.7608, "page": 0, "Index": 624}, {"Word": "can", "Confidence": 0.996, "X1": 0.37763, "Y1": 0.7482, "X2": 0.4, "Y2": 0.748, "X3": 0.4, "Y3": 0.7588, "X4": 0.37763, "Y4": 0.7588, "page": 0, "Index": 625}, {"Word": "do", "Confidence": 0.996, "X1": 0.40395, "Y1": 0.7492, "X2": 0.41842, "Y2": 0.749, "X3": 0.41842, "Y3": 0.7588, "X4": 0.40395, "Y4": 0.7588, "page": 0, "Index": 626}, {"Word": "about", "Confidence": 0.989, "X1": 0.42237, "Y1": 0.7492, "X2": 0.45395, "Y2": 0.749, "X3": 0.45395, "Y3": 0.7598, "X4": 0.42105, "Y4": 0.7588, "page": 0, "Index": 627}, {"Word": "some", "Confidence": 0.911, "X1": 0.45658, "Y1": 0.7492, "X2": 0.48947, "Y2": 0.749, "X3": 0.48947, "Y3": 0.7598, "X4": 0.45658, "Y4": 0.7598, "page": 0, "Index": 628}, {"Word": "of", "Confidence": 0.955, "X1": 0.49211, "Y1": 0.7492, "X2": 0.50658, "Y2": 0.749, "X3": 0.50526, "Y3": 0.7598, "X4": 0.49211, "Y4": 0.7598, "page": 0, "Index": 629}, {"Word": "the", "Confidence": 0.996, "X1": 0.50921, "Y1": 0.7492, "X2": 0.53026, "Y2": 0.749, "X3": 0.52895, "Y3": 0.7598, "X4": 0.50789, "Y4": 0.7598, "page": 0, "Index": 630}, {"Word": "things", "Confidence": 0.768, "X1": 0.53289, "Y1": 0.7492, "X2": 0.56974, "Y2": 0.749, "X3": 0.56842, "Y3": 0.7598, "X4": 0.53158, "Y4": 0.7598, "page": 0, "Index": 631}, {"Word": "some", "Confidence": 0.857, "X1": 0.57237, "Y1": 0.7492, "X2": 0.60395, "Y2": 0.749, "X3": 0.60395, "Y3": 0.7598, "X4": 0.57105, "Y4": 0.7598, "page": 0, "Index": 632}, {"Word": "of", "Confidence": 0.663, "X1": 0.60789, "Y1": 0.7492, "X2": 0.61711, "Y2": 0.749, "X3": 0.61579, "Y3": 0.7598, "X4": 0.60658, "Y4": 0.7598, "page": 0, "Index": 633}, {"Word": "the", "Confidence": 0.607, "X1": 0.61974, "Y1": 0.7492, "X2": 0.63947, "Y2": 0.749, "X3": 0.63816, "Y3": 0.7598, "X4": 0.61842, "Y4": 0.7598, "page": 0, "Index": 634}, {"Word": "try", "Confidence": 0.409, "X1": 0.09737, "Y1": 0.7602, "X2": 0.11184, "Y2": 0.76, "X3": 0.11184, "Y3": 0.7698, "X4": 0.09737, "Y4": 0.7698, "page": 0, "Index": 635}, {"Word": "to", "Confidence": 0.967, "X1": 0.11447, "Y1": 0.7602, "X2": 0.12763, "Y2": 0.76, "X3": 0.12763, "Y3": 0.7698, "X4": 0.11447, "Y4": 0.7698, "page": 0, "Index": 636}, {"Word": "do", "Confidence": 0.998, "X1": 0.13026, "Y1": 0.7602, "X2": 0.14737, "Y2": 0.76, "X3": 0.14737, "Y3": 0.7698, "X4": 0.13026, "Y4": 0.7698, "page": 0, "Index": 637}, {"Word": "something", "Confidence": 0.946, "X1": 0.15, "Y1": 0.7602, "X2": 0.21184, "Y2": 0.76, "X3": 0.21053, "Y3": 0.7708, "X4": 0.15, "Y4": 0.7698, "page": 0, "Index": 638}, {"Word": "about", "Confidence": 0.884, "X1": 0.21447, "Y1": 0.7602, "X2": 0.24737, "Y2": 0.76, "X3": 0.24737, "Y3": 0.7718, "X4": 0.21447, "Y4": 0.7708, "page": 0, "Index": 639}, {"Word": "it.", "Confidence": 0.958, "X1": 0.25, "Y1": 0.7602, "X2": 0.26711, "Y2": 0.76, "X3": 0.26579, "Y3": 0.7718, "X4": 0.25, "Y4": 0.7718, "page": 0, "Index": 640}, {"Word": "studies", "Confidence": 0.676, "X1": 0.37895, "Y1": 0.7592, "X2": 0.41711, "Y2": 0.759, "X3": 0.41711, "Y3": 0.7708, "X4": 0.37895, "Y4": 0.7698, "page": 0, "Index": 641}, {"Word": "say", "Confidence": 0.891, "X1": 0.41974, "Y1": 0.7602, "X2": 0.44079, "Y2": 0.76, "X3": 0.44079, "Y3": 0.7708, "X4": 0.41974, "Y4": 0.7708, "page": 0, "Index": 642}, {"Word": "are", "Confidence": 0.93, "X1": 0.44342, "Y1": 0.7602, "X2": 0.46184, "Y2": 0.76, "X3": 0.46053, "Y3": 0.7708, "X4": 0.44342, "Y4": 0.7708, "page": 0, "Index": 643}, {"Word": "causing", "Confidence": 0.938, "X1": 0.46447, "Y1": 0.7602, "X2": 0.50921, "Y2": 0.76, "X3": 0.50921, "Y3": 0.7718, "X4": 0.46316, "Y4": 0.7708, "page": 0, "Index": 644}, {"Word": "the", "Confidence": 0.998, "X1": 0.51316, "Y1": 0.7602, "X2": 0.53158, "Y2": 0.76, "X3": 0.53026, "Y3": 0.7718, "X4": 0.51184, "Y4": 0.7718, "page": 0, "Index": 645}, {"Word": "troubles.", "Confidence": 0.914, "X1": 0.53421, "Y1": 0.7602, "X2": 0.59079, "Y2": 0.76, "X3": 0.58947, "Y3": 0.7718, "X4": 0.53421, "Y4": 0.7718, "page": 0, "Index": 646}, {"Word": "During", "Confidence": 0.991, "X1": 0.11053, "Y1": 0.7712, "X2": 0.15789, "Y2": 0.771, "X3": 0.15658, "Y3": 0.7828, "X4": 0.10921, "Y4": 0.7818, "page": 0, "Index": 647}, {"Word": "the", "Confidence": 0.62, "X1": 0.16316, "Y1": 0.7712, "X2": 0.18553, "Y2": 0.771, "X3": 0.18553, "Y3": 0.7828, "X4": 0.16184, "Y4": 0.7828, "page": 0, "Index": 648}, {"Word": "press", "Confidence": 0.675, "X1": 0.18947, "Y1": 0.7722, "X2": 0.22763, "Y2": 0.772, "X3": 0.22632, "Y3": 0.7838, "X4": 0.18947, "Y4": 0.7828, "page": 0, "Index": 649}, {"Word": "conference", "Confidence": 0.811, "X1": 0.23553, "Y1": 0.7722, "X2": 0.30263, "Y2": 0.772, "X3": 0.30132, "Y3": 0.7838, "X4": 0.23553, "Y4": 0.7838, "page": 0, "Index": 650}, {"Word": "Saturday", "Confidence": 0.642, "X1": 0.30921, "Y1": 0.7722, "X2": 0.36447, "Y2": 0.772, "X3": 0.36316, "Y3": 0.7838, "X4": 0.30789, "Y4": 0.7838, "page": 0, "Index": 651}, {"Word": "Scientists", "Confidence": 0.615, "X1": 0.39474, "Y1": 0.7722, "X2": 0.45263, "Y2": 0.772, "X3": 0.45132, "Y3": 0.7838, "X4": 0.39342, "Y4": 0.7828, "page": 0, "Index": 652}, {"Word": "at", "Confidence": 0.791, "X1": 0.45526, "Y1": 0.7732, "X2": 0.47237, "Y2": 0.773, "X3": 0.47105, "Y3": 0.7838, "X4": 0.45526, "Y4": 0.7838, "page": 0, "Index": 653}, {"Word": "State", "Confidence": 0.955, "X1": 0.47632, "Y1": 0.7732, "X2": 0.50921, "Y2": 0.773, "X3": 0.50789, "Y3": 0.7848, "X4": 0.47632, "Y4": 0.7838, "page": 0, "Index": 654}, {"Word": "College", "Confidence": 0.882, "X1": 0.51316, "Y1": 0.7732, "X2": 0.55921, "Y2": 0.773, "X3": 0.55789, "Y3": 0.7848, "X4": 0.51316, "Y4": 0.7848, "page": 0, "Index": 655}, {"Word": "have", "Confidence": 0.893, "X1": 0.56447, "Y1": 0.7732, "X2": 0.59605, "Y2": 0.773, "X3": 0.59474, "Y3": 0.7848, "X4": 0.56316, "Y4": 0.7848, "page": 0, "Index": 656}, {"Word": "proved", "Confidence": 0.156, "X1": 0.60132, "Y1": 0.7742, "X2": 0.63816, "Y2": 0.774, "X3": 0.63684, "Y3": 0.7848, "X4": 0.6, "Y4": 0.7848, "page": 0, "Index": 657}, {"Word": "when", "Confidence": 0.982, "X1": 0.09342, "Y1": 0.7832, "X2": 0.125, "Y2": 0.783, "X3": 0.12368, "Y3": 0.7938, "X4": 0.09211, "Y4": 0.7928, "page": 0, "Index": 658}, {"Word": "the", "Confidence": 0.992, "X1": 0.13158, "Y1": 0.7832, "X2": 0.15658, "Y2": 0.783, "X3": 0.15526, "Y3": 0.7938, "X4": 0.13158, "Y4": 0.7938, "page": 0, "Index": 659}, {"Word": "report", "Confidence": 0.847, "X1": 0.16053, "Y1": 0.7832, "X2": 0.20132, "Y2": 0.783, "X3": 0.20132, "Y3": 0.7948, "X4": 0.16053, "Y4": 0.7938, "page": 0, "Index": 660}, {"Word": "was", "Confidence": 0.901, "X1": 0.20658, "Y1": 0.7832, "X2": 0.23158, "Y2": 0.783, "X3": 0.23026, "Y3": 0.7948, "X4": 0.20526, "Y4": 0.7948, "page": 0, "Index": 661}, {"Word": "presented", "Confidence": 0.606, "X1": 0.23684, "Y1": 0.7842, "X2": 0.29605, "Y2": 0.784, "X3": 0.29605, "Y3": 0.7948, "X4": 0.23553, "Y4": 0.7948, "page": 0, "Index": 662}, {"Word": "to", "Confidence": 0.997, "X1": 0.3, "Y1": 0.7842, "X2": 0.31447, "Y2": 0.784, "X3": 0.31316, "Y3": 0.7948, "X4": 0.29868, "Y4": 0.7948, "page": 0, "Index": 663}, {"Word": "the", "Confidence": 0.994, "X1": 0.31711, "Y1": 0.7842, "X2": 0.34079, "Y2": 0.784, "X3": 0.33947, "Y3": 0.7948, "X4": 0.31711, "Y4": 0.7948, "page": 0, "Index": 664}, {"Word": "no.", "Confidence": 0.056, "X1": 0.34474, "Y1": 0.7842, "X2": 0.36842, "Y2": 0.784, "X3": 0.36711, "Y3": 0.7958, "X4": 0.34342, "Y4": 0.7948, "page": 0, "Index": 665}, {"Word": "they", "Confidence": 0.979, "X1": 0.37763, "Y1": 0.7842, "X2": 0.40526, "Y2": 0.784, "X3": 0.40395, "Y3": 0.7958, "X4": 0.37632, "Y4": 0.7958, "page": 0, "Index": 666}, {"Word": "can", "Confidence": 0.946, "X1": 0.40921, "Y1": 0.7842, "X2": 0.43158, "Y2": 0.784, "X3": 0.43026, "Y3": 0.7958, "X4": 0.40921, "Y4": 0.7958, "page": 0, "Index": 667}, {"Word": "work", "Confidence": 0.956, "X1": 0.43684, "Y1": 0.7842, "X2": 0.46711, "Y2": 0.784, "X3": 0.46579, "Y3": 0.7958, "X4": 0.43553, "Y4": 0.7958, "page": 0, "Index": 668}, {"Word": "miracles", "Confidence": 0.627, "X1": 0.47237, "Y1": 0.7842, "X2": 0.52763, "Y2": 0.784, "X3": 0.52632, "Y3": 0.7958, "X4": 0.47237, "Y4": 0.7958, "page": 0, "Index": 669}, {"Word": "in", "Confidence": 0.997, "X1": 0.53026, "Y1": 0.7842, "X2": 0.54474, "Y2": 0.784, "X3": 0.54342, "Y3": 0.7958, "X4": 0.52895, "Y4": 0.7958, "page": 0, "Index": 670}, {"Word": "breeding", "Confidence": 0.955, "X1": 0.54868, "Y1": 0.7852, "X2": 0.60263, "Y2": 0.785, "X3": 0.60132, "Y3": 0.7958, "X4": 0.54737, "Y4": 0.7958, "page": 0, "Index": 671}, {"Word": "of", "Confidence": 0.94, "X1": 0.60789, "Y1": 0.7852, "X2": 0.61842, "Y2": 0.785, "X3": 0.61711, "Y3": 0.7958, "X4": 0.60658, "Y4": 0.7958, "page": 0, "Index": 672}, {"Word": "to-", "Confidence": 0.897, "X1": 0.62105, "Y1": 0.7852, "X2": 0.63816, "Y2": 0.785, "X3": 0.63684, "Y3": 0.7958, "X4": 0.61974, "Y4": 0.7958, "page": 0, "Index": 673}, {"Word": "tion.", "Confidence": 0.697, "X1": 0.09342, "Y1": 0.7942, "X2": 0.12105, "Y2": 0.794, "X3": 0.12237, "Y3": 0.8048, "X4": 0.09342, "Y4": 0.8048, "page": 0, "Index": 674}, {"Word": "members", "Confidence": 0.956, "X1": 0.125, "Y1": 0.7942, "X2": 0.18421, "Y2": 0.794, "X3": 0.18421, "Y3": 0.8048, "X4": 0.125, "Y4": 0.8048, "page": 0, "Index": 675}, {"Word": "of", "Confidence": 0.97, "X1": 0.18684, "Y1": 0.7942, "X2": 0.20263, "Y2": 0.794, "X3": 0.20263, "Y3": 0.8048, "X4": 0.18816, "Y4": 0.8048, "page": 0, "Index": 676}, {"Word": "the", "Confidence": 0.993, "X1": 0.20526, "Y1": 0.7942, "X2": 0.22632, "Y2": 0.794, "X3": 0.22763, "Y3": 0.8048, "X4": 0.20526, "Y4": 0.8048, "page": 0, "Index": 677}, {"Word": "panel", "Confidence": 0.995, "X1": 0.23026, "Y1": 0.7942, "X2": 0.26579, "Y2": 0.794, "X3": 0.26579, "Y3": 0.8058, "X4": 0.23026, "Y4": 0.8048, "page": 0, "Index": 678}, {"Word": "referred", "Confidence": 0.88, "X1": 0.26974, "Y1": 0.7952, "X2": 0.31579, "Y2": 0.795, "X3": 0.31579, "Y3": 0.8068, "X4": 0.26974, "Y4": 0.8058, "page": 0, "Index": 679}, {"Word": "several", "Confidence": 0.796, "X1": 0.31974, "Y1": 0.7962, "X2": 0.36711, "Y2": 0.796, "X3": 0.36711, "Y3": 0.8078, "X4": 0.31974, "Y4": 0.8068, "page": 0, "Index": 680}, {"Word": "bacco", "Confidence": 0.664, "X1": 0.37763, "Y1": 0.7962, "X2": 0.41316, "Y2": 0.796, "X3": 0.41316, "Y3": 0.8058, "X4": 0.37763, "Y4": 0.8058, "page": 0, "Index": 681}, {"Word": "for", "Confidence": 0.997, "X1": 0.41842, "Y1": 0.7962, "X2": 0.43816, "Y2": 0.796, "X3": 0.43816, "Y3": 0.8068, "X4": 0.41842, "Y4": 0.8058, "page": 0, "Index": 682}, {"Word": "special", "Confidence": 0.499, "X1": 0.44474, "Y1": 0.7962, "X2": 0.48947, "Y2": 0.796, "X3": 0.48947, "Y3": 0.8068, "X4": 0.44474, "Y4": 0.8068, "page": 0, "Index": 683}, {"Word": "purposes.", "Confidence": 0.806, "X1": 0.49211, "Y1": 0.7962, "X2": 0.55263, "Y2": 0.796, "X3": 0.55263, "Y3": 0.8078, "X4": 0.49211, "Y4": 0.8068, "page": 0, "Index": 684}, {"Word": "For", "Confidence": 0.997, "X1": 0.55658, "Y1": 0.7962, "X2": 0.58158, "Y2": 0.796, "X3": 0.58158, "Y3": 0.8078, "X4": 0.55658, "Y4": 0.8078, "page": 0, "Index": 685}, {"Word": "example,", "Confidence": 0.679, "X1": 0.58816, "Y1": 0.7972, "X2": 0.64079, "Y2": 0.797, "X3": 0.64079, "Y3": 0.8078, "X4": 0.58684, "Y4": 0.8078, "page": 0, "Index": 686}, {"Word": "times", "Confidence": 0.963, "X1": 0.09211, "Y1": 0.8052, "X2": 0.12763, "Y2": 0.805, "X3": 0.12763, "Y3": 0.8158, "X4": 0.09211, "Y4": 0.8158, "page": 0, "Index": 687}, {"Word": "to", "Confidence": 0.993, "X1": 0.13158, "Y1": 0.8052, "X2": 0.14737, "Y2": 0.805, "X3": 0.14737, "Y3": 0.8158, "X4": 0.13158, "Y4": 0.8158, "page": 0, "Index": 688}, {"Word": "the", "Confidence": 0.998, "X1": 0.15132, "Y1": 0.8062, "X2": 0.17237, "Y2": 0.806, "X3": 0.17237, "Y3": 0.8158, "X4": 0.15132, "Y4": 0.8158, "page": 0, "Index": 689}, {"Word": "point", "Confidence": 0.619, "X1": 0.17632, "Y1": 0.8062, "X2": 0.20789, "Y2": 0.806, "X3": 0.20921, "Y3": 0.8168, "X4": 0.17632, "Y4": 0.8158, "page": 0, "Index": 690}, {"Word": "that", "Confidence": 0.622, "X1": 0.21184, "Y1": 0.8062, "X2": 0.23816, "Y2": 0.806, "X3": 0.23816, "Y3": 0.8168, "X4": 0.21184, "Y4": 0.8168, "page": 0, "Index": 691}, {"Word": "present", "Confidence": 0.932, "X1": 0.24079, "Y1": 0.8062, "X2": 0.28684, "Y2": 0.806, "X3": 0.28684, "Y3": 0.8168, "X4": 0.24079, "Y4": 0.8168, "page": 0, "Index": 692}, {"Word": "fillers", "Confidence": 0.74, "X1": 0.28947, "Y1": 0.8062, "X2": 0.325, "Y2": 0.806, "X3": 0.325, "Y3": 0.8168, "X4": 0.28947, "Y4": 0.8168, "page": 0, "Index": 693}, {"Word": "didn't", "Confidence": 0.901, "X1": 0.32895, "Y1": 0.8072, "X2": 0.36711, "Y2": 0.807, "X3": 0.36711, "Y3": 0.8178, "X4": 0.32895, "Y4": 0.8168, "page": 0, "Index": 694}, {"Word": "not", "Confidence": 0.567, "X1": 0.37632, "Y1": 0.8072, "X2": 0.39868, "Y2": 0.807, "X3": 0.4, "Y3": 0.8178, "X4": 0.37632, "Y4": 0.8178, "page": 0, "Index": 695}, {"Word": "too", "Confidence": 0.897, "X1": 0.40395, "Y1": 0.8072, "X2": 0.42237, "Y2": 0.807, "X3": 0.42368, "Y3": 0.8178, "X4": 0.40395, "Y4": 0.8178, "page": 0, "Index": 696}, {"Word": "many", "Confidence": 0.603, "X1": 0.42763, "Y1": 0.8072, "X2": 0.46184, "Y2": 0.807, "X3": 0.46184, "Y3": 0.8178, "X4": 0.42763, "Y4": 0.8178, "page": 0, "Index": 697}, {"Word": "years", "Confidence": 0.621, "X1": 0.46579, "Y1": 0.8072, "X2": 0.50263, "Y2": 0.807, "X3": 0.50263, "Y3": 0.8178, "X4": 0.46711, "Y4": 0.8178, "page": 0, "Index": 698}, {"Word": "ago,", "Confidence": 0.688, "X1": 0.50789, "Y1": 0.8062, "X2": 0.53684, "Y2": 0.806, "X3": 0.53816, "Y3": 0.8178, "X4": 0.50789, "Y4": 0.8178, "page": 0, "Index": 699}, {"Word": "a", "Confidence": 0.67, "X1": 0.54079, "Y1": 0.8062, "X2": 0.54868, "Y2": 0.806, "X3": 0.54868, "Y3": 0.8178, "X4": 0.54079, "Y4": 0.8178, "page": 0, "Index": 700}, {"Word": "do", "Confidence": 0.968, "X1": 0.09211, "Y1": 0.8162, "X2": 0.10921, "Y2": 0.816, "X3": 0.10921, "Y3": 0.8278, "X4": 0.09211, "Y4": 0.8278, "page": 0, "Index": 701}, {"Word": "the", "Confidence": 0.958, "X1": 0.11316, "Y1": 0.8162, "X2": 0.13421, "Y2": 0.816, "X3": 0.13421, "Y3": 0.8278, "X4": 0.11316, "Y4": 0.8278, "page": 0, "Index": 702}, {"Word": "job", "Confidence": 0.958, "X1": 0.14079, "Y1": 0.8162, "X2": 0.16184, "Y2": 0.816, "X3": 0.16184, "Y3": 0.8278, "X4": 0.14079, "Y4": 0.8278, "page": 0, "Index": 703}, {"Word": "fliters", "Confidence": 0.625, "X1": 0.16579, "Y1": 0.8172, "X2": 0.20395, "Y2": 0.817, "X3": 0.20395, "Y3": 0.8278, "X4": 0.16579, "Y4": 0.8278, "page": 0, "Index": 704}, {"Word": "should", "Confidence": 0.642, "X1": 0.20921, "Y1": 0.8172, "X2": 0.25, "Y2": 0.817, "X3": 0.25132, "Y3": 0.8278, "X4": 0.20921, "Y4": 0.8278, "page": 0, "Index": 705}, {"Word": "do.", "Confidence": 0.933, "X1": 0.25526, "Y1": 0.8172, "X2": 0.275, "Y2": 0.817, "X3": 0.27632, "Y3": 0.8278, "X4": 0.25526, "Y4": 0.8278, "page": 0, "Index": 706}, {"Word": "disease", "Confidence": 0.627, "X1": 0.55526, "Y1": 0.8062, "X2": 0.60132, "Y2": 0.806, "X3": 0.60132, "Y3": 0.8188, "X4": 0.55526, "Y4": 0.8178, "page": 0, "Index": 707}, {"Word": "called", "Confidence": 0.625, "X1": 0.60526, "Y1": 0.8062, "X2": 0.63684, "Y2": 0.806, "X3": 0.63684, "Y3": 0.8188, "X4": 0.60526, "Y4": 0.8188, "page": 0, "Index": 708}, {"Word": "of", "Confidence": 0.995, "X1": 0.09342, "Y1": 0.8272, "X2": 0.10789, "Y2": 0.827, "X3": 0.10658, "Y3": 0.8378, "X4": 0.09211, "Y4": 0.8378, "page": 0, "Index": 709}, {"Word": "our", "Confidence": 0.908, "X1": 0.11053, "Y1": 0.8282, "X2": 0.13421, "Y2": 0.828, "X3": 0.13421, "Y3": 0.8378, "X4": 0.10921, "Y4": 0.8378, "page": 0, "Index": 710}, {"Word": "Couldn't", "Confidence": 0.85, "X1": 0.27895, "Y1": 0.8172, "X2": 0.32763, "Y2": 0.817, "X3": 0.32895, "Y3": 0.8288, "X4": 0.27895, "Y4": 0.8278, "page": 0, "Index": 711}, {"Word": "some", "Confidence": 0.957, "X1": 0.33158, "Y1": 0.8172, "X2": 0.36447, "Y2": 0.817, "X3": 0.36447, "Y3": 0.8288, "X4": 0.33158, "Y4": 0.8288, "page": 0, "Index": 712}, {"Word": "Black", "Confidence": 0.959, "X1": 0.37632, "Y1": 0.8172, "X2": 0.41184, "Y2": 0.817, "X3": 0.41316, "Y3": 0.8288, "X4": 0.37632, "Y4": 0.8288, "page": 0, "Index": 713}, {"Word": "Shank,", "Confidence": 0.665, "X1": 0.41579, "Y1": 0.8182, "X2": 0.45658, "Y2": 0.818, "X3": 0.45789, "Y3": 0.8288, "X4": 0.41579, "Y4": 0.8288, "page": 0, "Index": 714}, {"Word": "threatened", "Confidence": 0.927, "X1": 0.46053, "Y1": 0.8182, "X2": 0.525, "Y2": 0.818, "X3": 0.52632, "Y3": 0.8288, "X4": 0.46053, "Y4": 0.8288, "page": 0, "Index": 715}, {"Word": "the", "Confidence": 0.958, "X1": 0.52895, "Y1": 0.8182, "X2": 0.55, "Y2": 0.818, "X3": 0.55132, "Y3": 0.8288, "X4": 0.52895, "Y4": 0.8288, "page": 0, "Index": 716}, {"Word": "tobacco", "Confidence": 0.799, "X1": 0.55395, "Y1": 0.8182, "X2": 0.60132, "Y2": 0.818, "X3": 0.60132, "Y3": 0.8298, "X4": 0.55395, "Y4": 0.8288, "page": 0, "Index": 717}, {"Word": "lados-", "Confidence": 0.098, "X1": 0.60395, "Y1": 0.8182, "X2": 0.63553, "Y2": 0.818, "X3": 0.63553, "Y3": 0.8298, "X4": 0.60395, "Y4": 0.8298, "page": 0, "Index": 718}, {"Word": "cekntiste,", "Confidence": 0.618, "X1": 0.13947, "Y1": 0.8282, "X2": 0.20395, "Y2": 0.828, "X3": 0.20263, "Y3": 0.8388, "X4": 0.13947, "Y4": 0.8378, "page": 0, "Index": 719}, {"Word": "right", "Confidence": 0.656, "X1": 0.20658, "Y1": 0.8282, "X2": 0.23947, "Y2": 0.828, "X3": 0.23816, "Y3": 0.8398, "X4": 0.20658, "Y4": 0.8388, "page": 0, "Index": 720}, {"Word": "inese", "Confidence": 0.137, "X1": 0.24211, "Y1": 0.8282, "X2": 0.27237, "Y2": 0.828, "X3": 0.27105, "Y3": 0.8398, "X4": 0.24211, "Y4": 0.8398, "page": 0, "Index": 721}, {"Word": "in", "Confidence": 0.964, "X1": 0.27632, "Y1": 0.8282, "X2": 0.29079, "Y2": 0.828, "X3": 0.29079, "Y3": 0.8408, "X4": 0.27632, "Y4": 0.8398, "page": 0, "Index": 722}, {"Word": "Raleigh,", "Confidence": 0.846, "X1": 0.29342, "Y1": 0.8292, "X2": 0.34342, "Y2": 0.829, "X3": 0.34342, "Y3": 0.8408, "X4": 0.29342, "Y4": 0.8408, "page": 0, "Index": 723}, {"Word": "do", "Confidence": 0.997, "X1": 0.34737, "Y1": 0.8292, "X2": 0.36447, "Y2": 0.829, "X3": 0.36447, "Y3": 0.8408, "X4": 0.34737, "Y4": 0.8408, "page": 0, "Index": 724}, {"Word": "try.", "Confidence": 0.976, "X1": 0.375, "Y1": 0.8292, "X2": 0.40263, "Y2": 0.829, "X3": 0.40263, "Y3": 0.8398, "X4": 0.375, "Y4": 0.8398, "page": 0, "Index": 725}, {"Word": "There", "Confidence": 0.997, "X1": 0.40526, "Y1": 0.8292, "X2": 0.44079, "Y2": 0.829, "X3": 0.44079, "Y3": 0.8398, "X4": 0.40658, "Y4": 0.8398, "page": 0, "Index": 726}, {"Word": "was", "Confidence": 0.982, "X1": 0.44474, "Y1": 0.8302, "X2": 0.47105, "Y2": 0.83, "X3": 0.47105, "Y3": 0.8398, "X4": 0.44474, "Y4": 0.8398, "page": 0, "Index": 727}, {"Word": "no", "Confidence": 0.994, "X1": 0.47368, "Y1": 0.8302, "X2": 0.49211, "Y2": 0.83, "X3": 0.49079, "Y3": 0.8408, "X4": 0.47368, "Y4": 0.8408, "page": 0, "Index": 728}, {"Word": "cure", "Confidence": 0.981, "X1": 0.49474, "Y1": 0.8302, "X2": 0.525, "Y2": 0.83, "X3": 0.525, "Y3": 0.8408, "X4": 0.49474, "Y4": 0.8408, "page": 0, "Index": 729}, {"Word": "for", "Confidence": 0.89, "X1": 0.52895, "Y1": 0.8302, "X2": 0.55, "Y2": 0.83, "X3": 0.54868, "Y3": 0.8408, "X4": 0.52895, "Y4": 0.8408, "page": 0, "Index": 730}, {"Word": "it", "Confidence": 0.794, "X1": 0.55263, "Y1": 0.8302, "X2": 0.56711, "Y2": 0.83, "X3": 0.56711, "Y3": 0.8408, "X4": 0.55263, "Y4": 0.8408, "page": 0, "Index": 731}, {"Word": "-", "Confidence": 0.9, "X1": 0.57105, "Y1": 0.8302, "X2": 0.57895, "Y2": 0.83, "X3": 0.57895, "Y3": 0.8408, "X4": 0.56974, "Y4": 0.8408, "page": 0, "Index": 732}, {"Word": "and", "Confidence": 0.937, "X1": 0.58947, "Y1": 0.8292, "X2": 0.61184, "Y2": 0.829, "X3": 0.61053, "Y3": 0.8408, "X4": 0.58947, "Y4": 0.8408, "page": 0, "Index": 733}, {"Word": "stin", "Confidence": 0.244, "X1": 0.61447, "Y1": 0.8292, "X2": 0.63684, "Y2": 0.829, "X3": 0.63684, "Y3": 0.8408, "X4": 0.61447, "Y4": 0.8408, "page": 0, "Index": 734}, {"Word": "Something", "Confidence": 0.619, "X1": 0.09211, "Y1": 0.8392, "X2": 0.15658, "Y2": 0.839, "X3": 0.15526, "Y3": 0.8498, "X4": 0.09211, "Y4": 0.8498, "page": 0, "Index": 735}, {"Word": "shoot", "Confidence": 0.603, "X1": 0.15921, "Y1": 0.8392, "X2": 0.19211, "Y2": 0.839, "X3": 0.19079, "Y3": 0.8498, "X4": 0.15921, "Y4": 0.8498, "page": 0, "Index": 736}, {"Word": "filters?", "Confidence": 0.64, "X1": 0.19474, "Y1": 0.8402, "X2": 0.24079, "Y2": 0.84, "X3": 0.23947, "Y3": 0.8508, "X4": 0.19342, "Y4": 0.8498, "page": 0, "Index": 737}, {"Word": "isn't", "Confidence": 0.919, "X1": 0.37632, "Y1": 0.8402, "X2": 0.40658, "Y2": 0.84, "X3": 0.40658, "Y3": 0.8508, "X4": 0.37632, "Y4": 0.8508, "page": 0, "Index": 738}, {"Word": "-", "Confidence": 0.619, "X1": 0.41053, "Y1": 0.8402, "X2": 0.41842, "Y2": 0.84, "X3": 0.41974, "Y3": 0.8508, "X4": 0.41053, "Y4": 0.8508, "page": 0, "Index": 739}, {"Word": "after", "Confidence": 0.281, "X1": 0.425, "Y1": 0.8402, "X2": 0.45658, "Y2": 0.84, "X3": 0.45789, "Y3": 0.8508, "X4": 0.42632, "Y4": 0.8508, "page": 0, "Index": 740}, {"Word": "it", "Confidence": 0.97, "X1": 0.46053, "Y1": 0.8402, "X2": 0.47368, "Y2": 0.84, "X3": 0.47368, "Y3": 0.8508, "X4": 0.46053, "Y4": 0.8508, "page": 0, "Index": 741}, {"Word": "hits", "Confidence": 0.982, "X1": 0.47632, "Y1": 0.8402, "X2": 0.50132, "Y2": 0.84, "X3": 0.50263, "Y3": 0.8518, "X4": 0.47632, "Y4": 0.8508, "page": 0, "Index": 742}, {"Word": "the", "Confidence": 0.998, "X1": 0.50526, "Y1": 0.8402, "X2": 0.52632, "Y2": 0.84, "X3": 0.52763, "Y3": 0.8518, "X4": 0.50526, "Y4": 0.8518, "page": 0, "Index": 743}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.53026, "Y1": 0.8402, "X2": 0.57763, "Y2": 0.84, "X3": 0.57763, "Y3": 0.8518, "X4": 0.53158, "Y4": 0.8518, "page": 0, "Index": 744}, {"Word": "planl.", "Confidence": 0.675, "X1": 0.58158, "Y1": 0.8402, "X2": 0.61447, "Y2": 0.84, "X3": 0.61447, "Y3": 0.8528, "X4": 0.58158, "Y4": 0.8518, "page": 0, "Index": 745}, {"Word": "Se.", "Confidence": 0.619, "X1": 0.61711, "Y1": 0.8402, "X2": 0.63816, "Y2": 0.84, "X3": 0.63816, "Y3": 0.8528, "X4": 0.61711, "Y4": 0.8528, "page": 0, "Index": 746}, {"Word": "Other", "Confidence": 0.994, "X1": 0.10921, "Y1": 0.8502, "X2": 0.14737, "Y2": 0.85, "X3": 0.14737, "Y3": 0.8608, "X4": 0.10921, "Y4": 0.8608, "page": 0, "Index": 747}, {"Word": "panel", "Confidence": 0.639, "X1": 0.15658, "Y1": 0.8502, "X2": 0.19211, "Y2": 0.85, "X3": 0.19211, "Y3": 0.8618, "X4": 0.15658, "Y4": 0.8608, "page": 0, "Index": 748}, {"Word": "members", "Confidence": 0.626, "X1": 0.19605, "Y1": 0.8502, "X2": 0.25789, "Y2": 0.85, "X3": 0.25789, "Y3": 0.8618, "X4": 0.19605, "Y4": 0.8618, "page": 0, "Index": 749}, {"Word": "kept", "Confidence": 0.801, "X1": 0.26447, "Y1": 0.8502, "X2": 0.29342, "Y2": 0.85, "X3": 0.29342, "Y3": 0.8628, "X4": 0.26447, "Y4": 0.8618, "page": 0, "Index": 750}, {"Word": "mentioning", "Confidence": 0.853, "X1": 0.29868, "Y1": 0.8512, "X2": 0.36447, "Y2": 0.851, "X3": 0.36447, "Y3": 0.8628, "X4": 0.29868, "Y4": 0.8628, "page": 0, "Index": 751}, {"Word": "State", "Confidence": 0.942, "X1": 0.375, "Y1": 0.8512, "X2": 0.40921, "Y2": 0.851, "X3": 0.40921, "Y3": 0.8628, "X4": 0.375, "Y4": 0.8628, "page": 0, "Index": 752}, {"Word": "College", "Confidence": 0.854, "X1": 0.41316, "Y1": 0.8512, "X2": 0.45921, "Y2": 0.851, "X3": 0.45789, "Y3": 0.8638, "X4": 0.41184, "Y4": 0.8628, "page": 0, "Index": 753}, {"Word": "scientists", "Confidence": 0.631, "X1": 0.46184, "Y1": 0.8522, "X2": 0.52105, "Y2": 0.852, "X3": 0.52105, "Y3": 0.8638, "X4": 0.46184, "Y4": 0.8638, "page": 0, "Index": 754}, {"Word": "developed", "Confidence": 0.957, "X1": 0.525, "Y1": 0.8522, "X2": 0.58553, "Y2": 0.852, "X3": 0.58553, "Y3": 0.8638, "X4": 0.525, "Y4": 0.8638, "page": 0, "Index": 755}, {"Word": "a", "Confidence": 0.651, "X1": 0.59079, "Y1": 0.8522, "X2": 0.6, "Y2": 0.852, "X3": 0.59868, "Y3": 0.8638, "X4": 0.59079, "Y4": 0.8638, "page": 0, "Index": 756}, {"Word": "strain", "Confidence": 0.6, "X1": 0.60658, "Y1": 0.8532, "X2": 0.63816, "Y2": 0.853, "X3": 0.63684, "Y3": 0.8638, "X4": 0.60526, "Y4": 0.8638, "page": 0, "Index": 757}, {"Word": "nicotine", "Confidence": 0.604, "X1": 0.09079, "Y1": 0.8612, "X2": 0.14211, "Y2": 0.861, "X3": 0.14211, "Y3": 0.8728, "X4": 0.09079, "Y4": 0.8728, "page": 0, "Index": 758}, {"Word": "and", "Confidence": 0.955, "X1": 0.14868, "Y1": 0.8612, "X2": 0.17237, "Y2": 0.861, "X3": 0.17237, "Y3": 0.8728, "X4": 0.14868, "Y4": 0.8728, "page": 0, "Index": 759}, {"Word": "tars", "Confidence": 0.747, "X1": 0.17632, "Y1": 0.8612, "X2": 0.20263, "Y2": 0.861, "X3": 0.20263, "Y3": 0.8728, "X4": 0.17632, "Y4": 0.8728, "page": 0, "Index": 760}, {"Word": "as", "Confidence": 0.902, "X1": 0.20526, "Y1": 0.8612, "X2": 0.22237, "Y2": 0.861, "X3": 0.22237, "Y3": 0.8728, "X4": 0.20526, "Y4": 0.8728, "page": 0, "Index": 761}, {"Word": "the", "Confidence": 0.998, "X1": 0.225, "Y1": 0.8622, "X2": 0.24868, "Y2": 0.862, "X3": 0.24868, "Y3": 0.8738, "X4": 0.225, "Y4": 0.8728, "page": 0, "Index": 762}, {"Word": "probable", "Confidence": 0.971, "X1": 0.25263, "Y1": 0.8632, "X2": 0.30395, "Y2": 0.863, "X3": 0.30395, "Y3": 0.8738, "X4": 0.25263, "Y4": 0.8738, "page": 0, "Index": 763}, {"Word": "offending", "Confidence": 0.784, "X1": 0.30658, "Y1": 0.8642, "X2": 0.36447, "Y2": 0.864, "X3": 0.36447, "Y3": 0.8748, "X4": 0.30658, "Y4": 0.8738, "page": 0, "Index": 764}, {"Word": "which", "Confidence": 0.994, "X1": 0.375, "Y1": 0.8632, "X2": 0.40921, "Y2": 0.863, "X3": 0.41053, "Y3": 0.8738, "X4": 0.37632, "Y4": 0.8738, "page": 0, "Index": 765}, {"Word": "successfully", "Confidence": 0.467, "X1": 0.41184, "Y1": 0.8632, "X2": 0.48158, "Y2": 0.863, "X3": 0.48158, "Y3": 0.8738, "X4": 0.41316, "Y4": 0.8738, "page": 0, "Index": 766}, {"Word": "rerists", "Confidence": 0.851, "X1": 0.48421, "Y1": 0.8632, "X2": 0.52368, "Y2": 0.863, "X3": 0.52237, "Y3": 0.8738, "X4": 0.48421, "Y4": 0.8738, "page": 0, "Index": 767}, {"Word": "Black", "Confidence": 0.838, "X1": 0.52632, "Y1": 0.8632, "X2": 0.55789, "Y2": 0.863, "X3": 0.55789, "Y3": 0.8748, "X4": 0.52632, "Y4": 0.8748, "page": 0, "Index": 768}, {"Word": "Shank.", "Confidence": 0.794, "X1": 0.56053, "Y1": 0.8642, "X2": 0.60658, "Y2": 0.864, "X3": 0.60526, "Y3": 0.8748, "X4": 0.56053, "Y4": 0.8748, "page": 0, "Index": 769}, {"Word": "things", "Confidence": 0.661, "X1": 0.09079, "Y1": 0.8722, "X2": 0.13026, "Y2": 0.872, "X3": 0.13158, "Y3": 0.8838, "X4": 0.09079, "Y4": 0.8828, "page": 0, "Index": 770}, {"Word": "in", "Confidence": 0.997, "X1": 0.13421, "Y1": 0.8722, "X2": 0.15, "Y2": 0.872, "X3": 0.15132, "Y3": 0.8838, "X4": 0.13421, "Y4": 0.8838, "page": 0, "Index": 771}, {"Word": "tobseco.", "Confidence": 0.788, "X1": 0.15395, "Y1": 0.8732, "X2": 0.20526, "Y2": 0.873, "X3": 0.20526, "Y3": 0.8838, "X4": 0.15395, "Y4": 0.8838, "page": 0, "Index": 772}, {"Word": "Couldn't", "Confidence": 0.564, "X1": 0.20789, "Y1": 0.8732, "X2": 0.26184, "Y2": 0.873, "X3": 0.26184, "Y3": 0.8848, "X4": 0.20921, "Y4": 0.8848, "page": 0, "Index": 773}, {"Word": "some", "Confidence": 0.622, "X1": 0.26579, "Y1": 0.8732, "X2": 0.29605, "Y2": 0.873, "X3": 0.29605, "Y3": 0.8848, "X4": 0.26579, "Y4": 0.8848, "page": 0, "Index": 774}, {"Word": "of", "Confidence": 0.994, "X1": 0.29868, "Y1": 0.8732, "X2": 0.31184, "Y2": 0.873, "X3": 0.31184, "Y3": 0.8848, "X4": 0.29868, "Y4": 0.8848, "page": 0, "Index": 775}, {"Word": "our", "Confidence": 0.976, "X1": 0.31447, "Y1": 0.8732, "X2": 0.33816, "Y2": 0.873, "X3": 0.33816, "Y3": 0.8858, "X4": 0.31447, "Y4": 0.8848, "page": 0, "Index": 776}, {"Word": "ecf-", "Confidence": 0.15, "X1": 0.34079, "Y1": 0.8732, "X2": 0.36842, "Y2": 0.873, "X3": 0.36711, "Y3": 0.8858, "X4": 0.34079, "Y4": 0.8858, "page": 0, "Index": 777}, {"Word": "If", "Confidence": 0.826, "X1": 0.39211, "Y1": 0.8752, "X2": 0.40526, "Y2": 0.875, "X3": 0.40526, "Y3": 0.8868, "X4": 0.39211, "Y4": 0.8868, "page": 0, "Index": 778}, {"Word": "a", "Confidence": 0.959, "X1": 0.40789, "Y1": 0.8752, "X2": 0.41711, "Y2": 0.875, "X3": 0.41711, "Y3": 0.8868, "X4": 0.40789, "Y4": 0.8868, "page": 0, "Index": 779}, {"Word": "miracle", "Confidence": 0.601, "X1": 0.42105, "Y1": 0.8752, "X2": 0.46711, "Y2": 0.875, "X3": 0.46711, "Y3": 0.8868, "X4": 0.42105, "Y4": 0.8868, "page": 0, "Index": 780}, {"Word": "can", "Confidence": 0.997, "X1": 0.47105, "Y1": 0.8752, "X2": 0.49474, "Y2": 0.875, "X3": 0.49474, "Y3": 0.8868, "X4": 0.46974, "Y4": 0.8868, "page": 0, "Index": 781}, {"Word": "be", "Confidence": 0.968, "X1": 0.49868, "Y1": 0.8762, "X2": 0.51711, "Y2": 0.876, "X3": 0.51711, "Y3": 0.8878, "X4": 0.49868, "Y4": 0.8868, "page": 0, "Index": 782}, {"Word": "worked", "Confidence": 0.677, "X1": 0.52105, "Y1": 0.8762, "X2": 0.56447, "Y2": 0.876, "X3": 0.56447, "Y3": 0.8878, "X4": 0.51974, "Y4": 0.8878, "page": 0, "Index": 783}, {"Word": "in", "Confidence": 0.998, "X1": 0.56842, "Y1": 0.8772, "X2": 0.58158, "Y2": 0.877, "X3": 0.58158, "Y3": 0.8878, "X4": 0.56711, "Y4": 0.8878, "page": 0, "Index": 784}, {"Word": "entists,", "Confidence": 0.669, "X1": 0.09079, "Y1": 0.8842, "X2": 0.13816, "Y2": 0.884, "X3": 0.13816, "Y3": 0.8948, "X4": 0.09079, "Y4": 0.8948, "page": 0, "Index": 785}, {"Word": "right", "Confidence": 0.942, "X1": 0.14079, "Y1": 0.8842, "X2": 0.17105, "Y2": 0.884, "X3": 0.17105, "Y3": 0.8948, "X4": 0.14079, "Y4": 0.8948, "page": 0, "Index": 786}, {"Word": "here", "Confidence": 0.865, "X1": 0.17368, "Y1": 0.8842, "X2": 0.2, "Y2": 0.884, "X3": 0.2, "Y3": 0.8958, "X4": 0.17368, "Y4": 0.8948, "page": 0, "Index": 787}, {"Word": "in", "Confidence": 0.967, "X1": 0.20263, "Y1": 0.8842, "X2": 0.21711, "Y2": 0.884, "X3": 0.21711, "Y3": 0.8958, "X4": 0.20263, "Y4": 0.8958, "page": 0, "Index": 788}, {"Word": "Raleigh", "Confidence": 0.815, "X1": 0.22105, "Y1": 0.8852, "X2": 0.26842, "Y2": 0.885, "X3": 0.26711, "Y3": 0.8958, "X4": 0.21974, "Y4": 0.8958, "page": 0, "Index": 789}, {"Word": "again,", "Confidence": 0.51, "X1": 0.27237, "Y1": 0.8852, "X2": 0.30526, "Y2": 0.885, "X3": 0.30526, "Y3": 0.8958, "X4": 0.27237, "Y4": 0.8958, "page": 0, "Index": 790}, {"Word": "do", "Confidence": 0.942, "X1": 0.30789, "Y1": 0.8852, "X2": 0.32368, "Y2": 0.885, "X3": 0.32368, "Y3": 0.8958, "X4": 0.30789, "Y4": 0.8958, "page": 0, "Index": 791}, {"Word": "some-", "Confidence": 0.812, "X1": 0.32632, "Y1": 0.8862, "X2": 0.36711, "Y2": 0.886, "X3": 0.36579, "Y3": 0.8968, "X4": 0.32632, "Y4": 0.8958, "page": 0, "Index": 792}, {"Word": "of", "Confidence": 0.997, "X1": 0.37632, "Y1": 0.8872, "X2": 0.38816, "Y2": 0.887, "X3": 0.38816, "Y3": 0.8978, "X4": 0.37632, "Y4": 0.8978, "page": 0, "Index": 793}, {"Word": "one", "Confidence": 0.736, "X1": 0.58684, "Y1": 0.8772, "X2": 0.60789, "Y2": 0.877, "X3": 0.60789, "Y3": 0.8888, "X4": 0.58553, "Y4": 0.8878, "page": 0, "Index": 794}, {"Word": "field", "Confidence": 0.532, "X1": 0.61184, "Y1": 0.8772, "X2": 0.63684, "Y2": 0.877, "X3": 0.63553, "Y3": 0.8888, "X4": 0.61053, "Y4": 0.8888, "page": 0, "Index": 795}, {"Word": "thing", "Confidence": 0.995, "X1": 0.09079, "Y1": 0.8952, "X2": 0.12368, "Y2": 0.895, "X3": 0.12368, "Y3": 0.9068, "X4": 0.09079, "Y4": 0.9058, "page": 0, "Index": 796}, {"Word": "about", "Confidence": 0.618, "X1": 0.13026, "Y1": 0.8952, "X2": 0.16974, "Y2": 0.895, "X3": 0.17105, "Y3": 0.9068, "X4": 0.13158, "Y4": 0.9068, "page": 0, "Index": 797}, {"Word": "producing", "Confidence": 0.945, "X1": 0.17368, "Y1": 0.8952, "X2": 0.23553, "Y2": 0.895, "X3": 0.23553, "Y3": 0.9068, "X4": 0.17368, "Y4": 0.9068, "page": 0, "Index": 798}, {"Word": "a", "Confidence": 0.939, "X1": 0.24211, "Y1": 0.8952, "X2": 0.25132, "Y2": 0.895, "X3": 0.25132, "Y3": 0.9068, "X4": 0.24211, "Y4": 0.9068, "page": 0, "Index": 799}, {"Word": "strais", "Confidence": 0.673, "X1": 0.25789, "Y1": 0.8962, "X2": 0.29605, "Y2": 0.896, "X3": 0.29605, "Y3": 0.9068, "X4": 0.25789, "Y4": 0.9068, "page": 0, "Index": 800}, {"Word": "of", "Confidence": 0.639, "X1": 0.3, "Y1": 0.8962, "X2": 0.31316, "Y2": 0.896, "X3": 0.31316, "Y3": 0.9068, "X4": 0.3, "Y4": 0.9068, "page": 0, "Index": 801}, {"Word": "tobacco", "Confidence": 0.628, "X1": 0.31579, "Y1": 0.8962, "X2": 0.36447, "Y2": 0.896, "X3": 0.36447, "Y3": 0.9068, "X4": 0.31579, "Y4": 0.9068, "page": 0, "Index": 802}, {"Word": "tobacco", "Confidence": 0.622, "X1": 0.39079, "Y1": 0.8872, "X2": 0.43421, "Y2": 0.887, "X3": 0.43421, "Y3": 0.8988, "X4": 0.39079, "Y4": 0.8978, "page": 0, "Index": 803}, {"Word": "-", "Confidence": 0.89, "X1": 0.43684, "Y1": 0.8872, "X2": 0.44474, "Y2": 0.887, "X3": 0.44474, "Y3": 0.8988, "X4": 0.43684, "Y4": 0.8988, "page": 0, "Index": 804}, {"Word": "why", "Confidence": 0.851, "X1": 0.45132, "Y1": 0.8872, "X2": 0.475, "Y2": 0.887, "X3": 0.475, "Y3": 0.8988, "X4": 0.45132, "Y4": 0.8988, "page": 0, "Index": 805}, {"Word": "not", "Confidence": 0.863, "X1": 0.47895, "Y1": 0.8872, "X2": 0.49605, "Y2": 0.887, "X3": 0.49605, "Y3": 0.8988, "X4": 0.47763, "Y4": 0.8988, "page": 0, "Index": 806}, {"Word": "in", "Confidence": 0.995, "X1": 0.5, "Y1": 0.8872, "X2": 0.51184, "Y2": 0.887, "X3": 0.51053, "Y3": 0.8988, "X4": 0.49868, "Y4": 0.8988, "page": 0, "Index": 807}, {"Word": "another?", "Confidence": 0.621, "X1": 0.51447, "Y1": 0.8872, "X2": 0.56842, "Y2": 0.887, "X3": 0.56711, "Y3": 0.8988, "X4": 0.51447, "Y4": 0.8988, "page": 0, "Index": 808}, {"Word": "which", "Confidence": 0.991, "X1": 0.09079, "Y1": 0.9062, "X2": 0.12632, "Y2": 0.906, "X3": 0.12632, "Y3": 0.9178, "X4": 0.09079, "Y4": 0.9168, "page": 0, "Index": 809}, {"Word": "had", "Confidence": 0.613, "X1": 0.13421, "Y1": 0.9062, "X2": 0.16053, "Y2": 0.906, "X3": 0.16053, "Y3": 0.9178, "X4": 0.13421, "Y4": 0.9178, "page": 0, "Index": 810}, {"Word": "less,", "Confidence": 0.618, "X1": 0.16579, "Y1": 0.9072, "X2": 0.19868, "Y2": 0.907, "X3": 0.19737, "Y3": 0.9178, "X4": 0.16579, "Y4": 0.9178, "page": 0, "Index": 811}, {"Word": "tara?", "Confidence": 0.588, "X1": 0.09211, "Y1": 0.9182, "X2": 0.125, "Y2": 0.918, "X3": 0.12368, "Y3": 0.9278, "X4": 0.09079, "Y4": 0.9278, "page": 0, "Index": 812}, {"Word": "or", "Confidence": 0.942, "X1": 0.20132, "Y1": 0.9072, "X2": 0.21842, "Y2": 0.907, "X3": 0.21842, "Y3": 0.9188, "X4": 0.20132, "Y4": 0.9178, "page": 0, "Index": 813}, {"Word": "even", "Confidence": 0.936, "X1": 0.22368, "Y1": 0.9072, "X2": 0.25395, "Y2": 0.907, "X3": 0.25395, "Y3": 0.9188, "X4": 0.22368, "Y4": 0.9188, "page": 0, "Index": 814}, {"Word": "no,", "Confidence": 0.664, "X1": 0.26184, "Y1": 0.9072, "X2": 0.28421, "Y2": 0.907, "X3": 0.28289, "Y3": 0.9188, "X4": 0.26053, "Y4": 0.9188, "page": 0, "Index": 815}, {"Word": "nicoline", "Confidence": 0.639, "X1": 0.28684, "Y1": 0.9072, "X2": 0.33289, "Y2": 0.907, "X3": 0.33158, "Y3": 0.9188, "X4": 0.28553, "Y4": 0.9188, "page": 0, "Index": 816}, {"Word": "and", "Confidence": 0.994, "X1": 0.33947, "Y1": 0.9072, "X2": 0.36316, "Y2": 0.907, "X3": 0.36184, "Y3": 0.9188, "X4": 0.33816, "Y4": 0.9188, "page": 0, "Index": 817}]}
|
"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"
|
ffmy0076
| 0 |
{"lines_data": [{"Word": "DRAFT DOCUMENT", "Confidence": 0.996, "X1": 0.36388, "Y1": 0.0732, "X2": 0.58356, "Y2": 0.073, "X3": 0.58356, "Y3": 0.0918, "X4": 0.36388, "Y4": 0.0918, "page": 0}, {"Word": "UNITED STATES DISTRICT COURT FOR THE EASTERN DISTRICT", "Confidence": 0.99125, "X1": 0.15768, "Y1": 0.1132, "X2": 0.78571, "Y2": 0.113, "X3": 0.78571, "Y3": 0.1318, "X4": 0.15768, "Y4": 0.1318, "page": 0}, {"Word": "OF PENNSYLVANIA", "Confidence": 0.9945, "X1": 0.37466, "Y1": 0.1312, "X2": 0.56873, "Y2": 0.131, "X3": 0.56873, "Y3": 0.1478, "X4": 0.37466, "Y4": 0.1478, "page": 0}, {"Word": "REV. JESSE BROWN, ON BEHALF OF", "Confidence": 0.9945, "X1": 0.07547, "Y1": 0.1732, "X2": 0.43261, "Y2": 0.173, "X3": 0.43261, "Y3": 0.1898, "X4": 0.07547, "Y4": 0.1908, "page": 0}, {"Word": "HIMSELF AND ALL MEMBERS OF THE", "Confidence": 0.99683, "X1": 0.07547, "Y1": 0.1902, "X2": 0.43666, "Y2": 0.19, "X3": 0.43666, "Y3": 0.2048, "X4": 0.07547, "Y4": 0.2058, "page": 0}, {"Word": "UPTOWN COALITION FOR TOBACCO", "Confidence": 0.996, "X1": 0.07682, "Y1": 0.2062, "X2": 0.42992, "Y2": 0.206, "X3": 0.42992, "Y3": 0.2218, "X4": 0.07682, "Y4": 0.2218, "page": 0}, {"Word": "CONTROL AND HEALTH", "Confidence": 0.99733, "X1": 0.07547, "Y1": 0.2212, "X2": 0.30728, "Y2": 0.221, "X3": 0.30728, "Y3": 0.2378, "X4": 0.07547, "Y4": 0.2378, "page": 0}, {"Word": "CIVIL ACTION No. 98-5518", "Confidence": 0.96425, "X1": 0.53908, "Y1": 0.2372, "X2": 0.78976, "Y2": 0.237, "X3": 0.78976, "Y3": 0.2548, "X4": 0.53908, "Y4": 0.2548, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.2572, "X2": 0.30054, "Y2": 0.257, "X3": 0.30054, "Y3": 0.2688, "X4": 0.2628, "Y4": 0.2688, "page": 0}, {"Word": "AARON ELEAZER", "Confidence": 0.994, "X1": 0.07547, "Y1": 0.2862, "X2": 0.24663, "Y2": 0.286, "X3": 0.24798, "Y3": 0.3018, "X4": 0.07547, "Y4": 0.3028, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.3192, "X2": 0.30054, "Y2": 0.319, "X3": 0.30054, "Y3": 0.3328, "X4": 0.2628, "Y4": 0.3328, "page": 0}, {"Word": "PANSEY SMITH", "Confidence": 0.9975, "X1": 0.07412, "Y1": 0.3492, "X2": 0.22642, "Y2": 0.349, "X3": 0.22642, "Y3": 0.3648, "X4": 0.07412, "Y4": 0.3658, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.3832, "X2": 0.30054, "Y2": 0.383, "X3": 0.30054, "Y3": 0.3958, "X4": 0.26146, "Y4": 0.3968, "page": 0}, {"Word": "AMENDED", "Confidence": 0.997, "X1": 0.61995, "Y1": 0.3982, "X2": 0.72372, "Y2": 0.398, "X3": 0.72372, "Y3": 0.4118, "X4": 0.61995, "Y4": 0.4118, "page": 0}, {"Word": "ELLEN IRVING", "Confidence": 0.9965, "X1": 0.07547, "Y1": 0.4132, "X2": 0.21698, "Y2": 0.413, "X3": 0.21698, "Y3": 0.4298, "X4": 0.07547, "Y4": 0.4298, "page": 0}, {"Word": "CLASS ACTION COMPLAINT", "Confidence": 0.996, "X1": 0.54043, "Y1": 0.4132, "X2": 0.81132, "Y2": 0.413, "X3": 0.81132, "Y3": 0.4298, "X4": 0.54043, "Y4": 0.4308, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.4482, "X2": 0.29919, "Y2": 0.448, "X3": 0.29919, "Y3": 0.4598, "X4": 0.2628, "Y4": 0.4598, "page": 0}, {"Word": "AND", "Confidence": 0.998, "X1": 0.6469, "Y1": 0.4632, "X2": 0.69272, "Y2": 0.463, "X3": 0.69272, "Y3": 0.4768, "X4": 0.6469, "Y4": 0.4768, "page": 0}, {"Word": "NATIONAL ASSOCIATION OF AFRICAN", "Confidence": 0.99425, "X1": 0.07547, "Y1": 0.4772, "X2": 0.44744, "Y2": 0.477, "X3": 0.44744, "Y3": 0.4928, "X4": 0.07547, "Y4": 0.4948, "page": 0}, {"Word": "AMERICANS FOR POSITIVE IMAGERY,", "Confidence": 0.98175, "X1": 0.07547, "Y1": 0.4942, "X2": 0.44879, "Y2": 0.494, "X3": 0.44879, "Y3": 0.5098, "X4": 0.07547, "Y4": 0.5098, "page": 0}, {"Word": "DEMAND FOR JURY TRIAL", "Confidence": 0.99475, "X1": 0.54313, "Y1": 0.4932, "X2": 0.79515, "Y2": 0.493, "X3": 0.79515, "Y3": 0.5108, "X4": 0.54313, "Y4": 0.5098, "page": 0}, {"Word": "INC .,", "Confidence": 0.844, "X1": 0.07682, "Y1": 0.5122, "X2": 0.12399, "Y2": 0.512, "X3": 0.12399, "Y3": 0.5268, "X4": 0.07682, "Y4": 0.5248, "page": 0}, {"Word": "Plaintiffs,", "Confidence": 0.956, "X1": 0.2655, "Y1": 0.5412, "X2": 0.34771, "Y2": 0.541, "X3": 0.34771, "Y3": 0.5578, "X4": 0.26415, "Y4": 0.5568, "page": 0}, {"Word": "vS.", "Confidence": 0.958, "X1": 0.17116, "Y1": 0.5762, "X2": 0.19811, "Y2": 0.576, "X3": 0.19811, "Y3": 0.5878, "X4": 0.17116, "Y4": 0.5888, "page": 0}, {"Word": "PHILIP MORRIS INC .; RJR NABISCO", "Confidence": 0.98883, "X1": 0.07682, "Y1": 0.6042, "X2": 0.41644, "Y2": 0.604, "X3": 0.41644, "Y3": 0.6208, "X4": 0.07682, "Y4": 0.6208, "page": 0}, {"Word": "HOLDINGS CORP .; R:J. REYNOLDS", "Confidence": 0.9682, "X1": 0.07547, "Y1": 0.6212, "X2": 0.4124, "Y2": 0.621, "X3": 0.4124, "Y3": 0.6358, "X4": 0.07547, "Y4": 0.6368, "page": 0}, {"Word": "TOBACCO COMPANY; BROWN AND", "Confidence": 0.9955, "X1": 0.07682, "Y1": 0.6372, "X2": 0.41644, "Y2": 0.637, "X3": 0.41644, "Y3": 0.6528, "X4": 0.07682, "Y4": 0.6538, "page": 0}, {"Word": "WILLIAMSON TOBACCO CORPORATION;", "Confidence": 0.97633, "X1": 0.07682, "Y1": 0.6542, "X2": 0.46631, "Y2": 0.654, "X3": 0.46631, "Y3": 0.6688, "X4": 0.07682, "Y4": 0.6688, "page": 0}, {"Word": "BAT INDUSTRIES INC .; LORILLARD TOBACCO", "Confidence": 0.98417, "X1": 0.07682, "Y1": 0.6692, "X2": 0.51887, "Y2": 0.669, "X3": 0.51887, "Y3": 0.6848, "X4": 0.07682, "Y4": 0.6848, "page": 0}, {"Word": "COMPANY, INC .; LIGGETT & MYERS", "Confidence": 0.98567, "X1": 0.07951, "Y1": 0.6852, "X2": 0.42049, "Y2": 0.685, "X3": 0.42049, "Y3": 0.7008, "X4": 0.07951, "Y4": 0.7008, "page": 0}, {"Word": "TOBACCO COMPANY; LIGGETT GROUP INC .;", "Confidence": 0.97, "X1": 0.07951, "Y1": 0.7012, "X2": 0.51348, "Y2": 0.701, "X3": 0.51348, "Y3": 0.7168, "X4": 0.07951, "Y4": 0.7168, "page": 0}, {"Word": "THE AMERICAN TOBACCO COMPANY; UNITED", "Confidence": 0.9934, "X1": 0.07817, "Y1": 0.7172, "X2": 0.52426, "Y2": 0.717, "X3": 0.52426, "Y3": 0.7328, "X4": 0.07817, "Y4": 0.7338, "page": 0}, {"Word": "STATES TOBACCO COMPANY; THE COUNCIL", "Confidence": 0.9758, "X1": 0.07817, "Y1": 0.7322, "X2": 0.51482, "Y2": 0.732, "X3": 0.51482, "Y3": 0.7478, "X4": 0.07817, "Y4": 0.7488, "page": 0}, {"Word": "FOR TOBACCO RESEARCH-U.S.A ., INC .:", "Confidence": 0.97533, "X1": 0.07682, "Y1": 0.7492, "X2": 0.46226, "Y2": 0.749, "X3": 0.46226, "Y3": 0.7658, "X4": 0.07682, "Y4": 0.7658, "page": 0}, {"Word": "THE TOBACCO INSTITUTE, INC;", "Confidence": 0.95325, "X1": 0.07817, "Y1": 0.7652, "X2": 0.3814, "Y2": 0.765, "X3": 0.38275, "Y3": 0.7798, "X4": 0.07817, "Y4": 0.7818, "page": 0}, {"Word": "SMOKELESS TOBACCO COUNCIL, INC .;", "Confidence": 0.9818, "X1": 0.07951, "Y1": 0.7802, "X2": 0.45957, "Y2": 0.78, "X3": 0.45957, "Y3": 0.7968, "X4": 0.07951, "Y4": 0.7978, "page": 0}, {"Word": "HILL & KNOWLTON, INC .,", "Confidence": 0.9818, "X1": 0.07682, "Y1": 0.7982, "X2": 0.31671, "Y2": 0.798, "X3": 0.31671, "Y3": 0.8138, "X4": 0.07682, "Y4": 0.8138, "page": 0}, {"Word": "Defendants", "Confidence": 0.991, "X1": 0.2655, "Y1": 0.8302, "X2": 0.37062, "Y2": 0.83, "X3": 0.37062, "Y3": 0.8438, "X4": 0.2655, "Y4": 0.8438, "page": 0}, {"Word": ".. ..::", "Confidence": 0.648, "X1": 0.96092, "Y1": 0.8932, "X2": 0.95822, "Y2": 0.893, "X3": 0.9407, "Y3": 0.8918, "X4": 0.94474, "Y4": 0.8388, "page": 0}, {"Word": ". .", "Confidence": 0.9185, "X1": 0.95822, "Y1": 0.9362, "X2": 0.95418, "Y2": 0.936, "X3": 0.93801, "Y3": 0.9348, "X4": 0.9407, "Y4": 0.9038, "page": 0}, {"Word": "2073437860", "Confidence": 0.986, "X1": 0.93801, "Y1": 0.9462, "X2": 0.92318, "Y2": 0.946, "X3": 0.89892, "Y3": 0.9438, "X4": 0.91375, "Y4": 0.8498, "page": 0}, {"Word": ".", "Confidence": 0.657, "X1": 0.95418, "Y1": 0.9512, "X2": 0.95283, "Y2": 0.951, "X3": 0.93935, "Y3": 0.9498, "X4": 0.93935, "Y4": 0.9358, "page": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.40431, "Y1": 0.9502, "X2": 0.54987, "Y2": 0.95, "X3": 0.54987, "Y3": 0.9668, "X4": 0.40431, "Y4": 0.9668, "page": 0}, {"Word": "Page 1 of 29", "Confidence": 0.9935, "X1": 0.74394, "Y1": 0.9502, "X2": 0.86253, "Y2": 0.95, "X3": 0.86253, "Y3": 0.9668, "X4": 0.74394, "Y4": 0.9678, "page": 0}, {"Word": "Philip Morris Europe", "Confidence": 0.99567, "X1": 0.08086, "Y1": 0.9512, "X2": 0.26415, "Y2": 0.951, "X3": 0.26415, "Y3": 0.9698, "X4": 0.08086, "Y4": 0.9688, "page": 0}], "words_data": [{"Word": "DRAFT", "Confidence": 0.996, "X1": 0.36388, "Y1": 0.0742, "X2": 0.44205, "Y2": 0.074, "X3": 0.44205, "Y3": 0.0918, "X4": 0.36388, "Y4": 0.0918, "page": 0, "Index": 0}, {"Word": "DOCUMENT", "Confidence": 0.996, "X1": 0.44744, "Y1": 0.0732, "X2": 0.58221, "Y2": 0.073, "X3": 0.58086, "Y3": 0.0928, "X4": 0.44744, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "UNITED", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.1142, "X2": 0.23046, "Y2": 0.114, "X3": 0.23046, "Y3": 0.1328, "X4": 0.15903, "Y4": 0.1328, "page": 0, "Index": 2}, {"Word": "STATES", "Confidence": 0.997, "X1": 0.2372, "Y1": 0.1142, "X2": 0.31536, "Y2": 0.114, "X3": 0.31536, "Y3": 0.1318, "X4": 0.2372, "Y4": 0.1328, "page": 0, "Index": 3}, {"Word": "DISTRICT", "Confidence": 0.957, "X1": 0.32075, "Y1": 0.1142, "X2": 0.41914, "Y2": 0.114, "X3": 0.41779, "Y3": 0.1318, "X4": 0.32075, "Y4": 0.1318, "page": 0, "Index": 4}, {"Word": "COURT", "Confidence": 0.996, "X1": 0.42318, "Y1": 0.1142, "X2": 0.49461, "Y2": 0.114, "X3": 0.49326, "Y3": 0.1318, "X4": 0.42318, "Y4": 0.1318, "page": 0, "Index": 5}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.49865, "Y1": 0.1142, "X2": 0.54043, "Y2": 0.114, "X3": 0.53908, "Y3": 0.1318, "X4": 0.49865, "Y4": 0.1318, "page": 0, "Index": 6}, {"Word": "THE", "Confidence": 0.998, "X1": 0.54717, "Y1": 0.1142, "X2": 0.58491, "Y2": 0.114, "X3": 0.58491, "Y3": 0.1318, "X4": 0.54582, "Y4": 0.1318, "page": 0, "Index": 7}, {"Word": "EASTERN", "Confidence": 0.995, "X1": 0.5903, "Y1": 0.1142, "X2": 0.68464, "Y2": 0.114, "X3": 0.68329, "Y3": 0.1318, "X4": 0.58895, "Y4": 0.1318, "page": 0, "Index": 8}, {"Word": "DISTRICT", "Confidence": 0.995, "X1": 0.69003, "Y1": 0.1142, "X2": 0.78302, "Y2": 0.114, "X3": 0.78167, "Y3": 0.1318, "X4": 0.68868, "Y4": 0.1318, "page": 0, "Index": 9}, {"Word": "OF", "Confidence": 0.998, "X1": 0.37736, "Y1": 0.1322, "X2": 0.40566, "Y2": 0.132, "X3": 0.40431, "Y3": 0.1478, "X4": 0.37736, "Y4": 0.1478, "page": 0, "Index": 10}, {"Word": "PENNSYLVANIA", "Confidence": 0.991, "X1": 0.4097, "Y1": 0.1332, "X2": 0.56334, "Y2": 0.133, "X3": 0.56199, "Y3": 0.1488, "X4": 0.4097, "Y4": 0.1478, "page": 0, "Index": 11}, {"Word": "REV.", "Confidence": 0.984, "X1": 0.07682, "Y1": 0.1742, "X2": 0.12264, "Y2": 0.174, "X3": 0.12129, "Y3": 0.1908, "X4": 0.07547, "Y4": 0.1908, "page": 0, "Index": 12}, {"Word": "JESSE", "Confidence": 0.997, "X1": 0.12668, "Y1": 0.1742, "X2": 0.19003, "Y2": 0.174, "X3": 0.18868, "Y3": 0.1908, "X4": 0.12668, "Y4": 0.1908, "page": 0, "Index": 13}, {"Word": "BROWN,", "Confidence": 0.994, "X1": 0.19407, "Y1": 0.1742, "X2": 0.27898, "Y2": 0.174, "X3": 0.27898, "Y3": 0.1908, "X4": 0.19407, "Y4": 0.1908, "page": 0, "Index": 14}, {"Word": "ON", "Confidence": 0.998, "X1": 0.28302, "Y1": 0.1742, "X2": 0.31132, "Y2": 0.174, "X3": 0.31132, "Y3": 0.1908, "X4": 0.28302, "Y4": 0.1908, "page": 0, "Index": 15}, {"Word": "BEHALF", "Confidence": 0.996, "X1": 0.31671, "Y1": 0.1742, "X2": 0.39623, "Y2": 0.174, "X3": 0.39488, "Y3": 0.1898, "X4": 0.31671, "Y4": 0.1908, "page": 0, "Index": 16}, {"Word": "OF", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.1742, "X2": 0.42857, "Y2": 0.174, "X3": 0.42857, "Y3": 0.1898, "X4": 0.40027, "Y4": 0.1898, "page": 0, "Index": 17}, {"Word": "HIMSELF", "Confidence": 0.993, "X1": 0.07682, "Y1": 0.1912, "X2": 0.16173, "Y2": 0.191, "X3": 0.16038, "Y3": 0.2058, "X4": 0.07547, "Y4": 0.2058, "page": 0, "Index": 18}, {"Word": "AND", "Confidence": 0.998, "X1": 0.16577, "Y1": 0.1912, "X2": 0.2062, "Y2": 0.191, "X3": 0.2062, "Y3": 0.2058, "X4": 0.16577, "Y4": 0.2058, "page": 0, "Index": 19}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.1902, "X2": 0.24933, "Y2": 0.19, "X3": 0.24798, "Y3": 0.2058, "X4": 0.21294, "Y4": 0.2058, "page": 0, "Index": 20}, {"Word": "MEMBERS", "Confidence": 0.996, "X1": 0.25337, "Y1": 0.1912, "X2": 0.35445, "Y2": 0.191, "X3": 0.35445, "Y3": 0.2058, "X4": 0.25202, "Y4": 0.2058, "page": 0, "Index": 21}, {"Word": "OF", "Confidence": 0.998, "X1": 0.35984, "Y1": 0.1912, "X2": 0.38679, "Y2": 0.191, "X3": 0.38679, "Y3": 0.2058, "X4": 0.35984, "Y4": 0.2058, "page": 0, "Index": 22}, {"Word": "THE", "Confidence": 0.998, "X1": 0.39488, "Y1": 0.1912, "X2": 0.43261, "Y2": 0.191, "X3": 0.43127, "Y3": 0.2048, "X4": 0.39353, "Y4": 0.2058, "page": 0, "Index": 23}, {"Word": "UPTOWN", "Confidence": 0.995, "X1": 0.07682, "Y1": 0.2072, "X2": 0.16307, "Y2": 0.207, "X3": 0.16173, "Y3": 0.2228, "X4": 0.07682, "Y4": 0.2228, "page": 0, "Index": 24}, {"Word": "COALITION", "Confidence": 0.994, "X1": 0.16846, "Y1": 0.2072, "X2": 0.27493, "Y2": 0.207, "X3": 0.27358, "Y3": 0.2218, "X4": 0.16712, "Y4": 0.2228, "page": 0, "Index": 25}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.2072, "X2": 0.3221, "Y2": 0.207, "X3": 0.32075, "Y3": 0.2218, "X4": 0.28032, "Y4": 0.2218, "page": 0, "Index": 26}, {"Word": "TOBACCO", "Confidence": 0.997, "X1": 0.32884, "Y1": 0.2072, "X2": 0.42453, "Y2": 0.207, "X3": 0.42318, "Y3": 0.2218, "X4": 0.32884, "Y4": 0.2218, "page": 0, "Index": 27}, {"Word": "AND", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.2232, "X2": 0.21833, "Y2": 0.223, "X3": 0.21833, "Y3": 0.2378, "X4": 0.1779, "Y4": 0.2388, "page": 0, "Index": 28}, {"Word": "HEALTH", "Confidence": 0.997, "X1": 0.22507, "Y1": 0.2232, "X2": 0.30189, "Y2": 0.223, "X3": 0.30189, "Y3": 0.2368, "X4": 0.22372, "Y4": 0.2378, "page": 0, "Index": 29}, {"Word": "CONTROL", "Confidence": 0.997, "X1": 0.07682, "Y1": 0.2232, "X2": 0.17385, "Y2": 0.223, "X3": 0.17251, "Y3": 0.2388, "X4": 0.07682, "Y4": 0.2388, "page": 0, "Index": 30}, {"Word": "CIVIL", "Confidence": 0.866, "X1": 0.54043, "Y1": 0.2382, "X2": 0.5903, "Y2": 0.238, "X3": 0.5903, "Y3": 0.2548, "X4": 0.54043, "Y4": 0.2558, "page": 0, "Index": 31}, {"Word": "ACTION", "Confidence": 0.996, "X1": 0.59569, "Y1": 0.2382, "X2": 0.66846, "Y2": 0.238, "X3": 0.66846, "Y3": 0.2548, "X4": 0.59569, "Y4": 0.2548, "page": 0, "Index": 32}, {"Word": "No.", "Confidence": 0.998, "X1": 0.6752, "Y1": 0.2382, "X2": 0.7062, "Y2": 0.238, "X3": 0.7062, "Y3": 0.2548, "X4": 0.6752, "Y4": 0.2548, "page": 0, "Index": 33}, {"Word": "98-5518", "Confidence": 0.997, "X1": 0.71159, "Y1": 0.2372, "X2": 0.78706, "Y2": 0.237, "X3": 0.78706, "Y3": 0.2548, "X4": 0.71159, "Y4": 0.2548, "page": 0, "Index": 34}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.2572, "X2": 0.29515, "Y2": 0.257, "X3": 0.29515, "Y3": 0.2688, "X4": 0.26415, "Y4": 0.2688, "page": 0, "Index": 35}, {"Word": "AARON", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.2862, "X2": 0.14555, "Y2": 0.286, "X3": 0.1442, "Y3": 0.3028, "X4": 0.07547, "Y4": 0.3028, "page": 0, "Index": 36}, {"Word": "ELEAZER", "Confidence": 0.994, "X1": 0.15094, "Y1": 0.2872, "X2": 0.24124, "Y2": 0.287, "X3": 0.24124, "Y3": 0.3018, "X4": 0.15094, "Y4": 0.3028, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.3192, "X2": 0.29784, "Y2": 0.319, "X3": 0.29919, "Y3": 0.3328, "X4": 0.26415, "Y4": 0.3338, "page": 0, "Index": 38}, {"Word": "PANSEY", "Confidence": 0.997, "X1": 0.07547, "Y1": 0.3502, "X2": 0.15633, "Y2": 0.35, "X3": 0.15499, "Y3": 0.3658, "X4": 0.07547, "Y4": 0.3658, "page": 0, "Index": 39}, {"Word": "SMITH", "Confidence": 0.998, "X1": 0.16173, "Y1": 0.3492, "X2": 0.22237, "Y2": 0.349, "X3": 0.22237, "Y3": 0.3658, "X4": 0.16173, "Y4": 0.3658, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.998, "X1": 0.26415, "Y1": 0.3832, "X2": 0.2965, "Y2": 0.383, "X3": 0.2965, "Y3": 0.3958, "X4": 0.26415, "Y4": 0.3968, "page": 0, "Index": 41}, {"Word": "AMENDED", "Confidence": 0.997, "X1": 0.62399, "Y1": 0.3992, "X2": 0.71833, "Y2": 0.399, "X3": 0.71698, "Y3": 0.4128, "X4": 0.62264, "Y4": 0.4128, "page": 0, "Index": 42}, {"Word": "ELLEN", "Confidence": 0.996, "X1": 0.07682, "Y1": 0.4142, "X2": 0.13747, "Y2": 0.414, "X3": 0.13747, "Y3": 0.4298, "X4": 0.07547, "Y4": 0.4308, "page": 0, "Index": 43}, {"Word": "IRVING", "Confidence": 0.997, "X1": 0.1442, "Y1": 0.4142, "X2": 0.21159, "Y2": 0.414, "X3": 0.21024, "Y3": 0.4298, "X4": 0.14286, "Y4": 0.4298, "page": 0, "Index": 44}, {"Word": "CLASS", "Confidence": 0.997, "X1": 0.54178, "Y1": 0.4132, "X2": 0.60647, "Y2": 0.413, "X3": 0.60647, "Y3": 0.4308, "X4": 0.54043, "Y4": 0.4318, "page": 0, "Index": 45}, {"Word": "ACTION", "Confidence": 0.996, "X1": 0.61186, "Y1": 0.4132, "X2": 0.68464, "Y2": 0.413, "X3": 0.68464, "Y3": 0.4298, "X4": 0.61051, "Y4": 0.4308, "page": 0, "Index": 46}, {"Word": "COMPLAINT", "Confidence": 0.995, "X1": 0.69137, "Y1": 0.4142, "X2": 0.80863, "Y2": 0.414, "X3": 0.80728, "Y3": 0.4308, "X4": 0.69137, "Y4": 0.4298, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.26415, "Y1": 0.4482, "X2": 0.2965, "Y2": 0.448, "X3": 0.2965, "Y3": 0.4598, "X4": 0.26415, "Y4": 0.4598, "page": 0, "Index": 48}, {"Word": "AND", "Confidence": 0.998, "X1": 0.64825, "Y1": 0.4632, "X2": 0.68598, "Y2": 0.463, "X3": 0.68598, "Y3": 0.4768, "X4": 0.64825, "Y4": 0.4768, "page": 0, "Index": 49}, {"Word": "NATIONAL", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.4782, "X2": 0.1752, "Y2": 0.478, "X3": 0.1752, "Y3": 0.4938, "X4": 0.07547, "Y4": 0.4948, "page": 0, "Index": 50}, {"Word": "ASSOCIATION", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.4782, "X2": 0.31402, "Y2": 0.478, "X3": 0.31402, "Y3": 0.4938, "X4": 0.17925, "Y4": 0.4938, "page": 0, "Index": 51}, {"Word": "OF", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.4772, "X2": 0.34906, "Y2": 0.477, "X3": 0.34906, "Y3": 0.4938, "X4": 0.3221, "Y4": 0.4938, "page": 0, "Index": 52}, {"Word": "AFRICAN", "Confidence": 0.994, "X1": 0.3558, "Y1": 0.4772, "X2": 0.4407, "Y2": 0.477, "X3": 0.43935, "Y3": 0.4938, "X4": 0.3558, "Y4": 0.4938, "page": 0, "Index": 53}, {"Word": "AMERICANS", "Confidence": 0.991, "X1": 0.07682, "Y1": 0.4952, "X2": 0.19272, "Y2": 0.495, "X3": 0.19272, "Y3": 0.5108, "X4": 0.07682, "Y4": 0.5098, "page": 0, "Index": 54}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.19811, "Y1": 0.4942, "X2": 0.23854, "Y2": 0.494, "X3": 0.23854, "Y3": 0.5108, "X4": 0.19677, "Y4": 0.5108, "page": 0, "Index": 55}, {"Word": "POSITIVE", "Confidence": 0.995, "X1": 0.24528, "Y1": 0.4942, "X2": 0.33827, "Y2": 0.494, "X3": 0.33827, "Y3": 0.5108, "X4": 0.24528, "Y4": 0.5108, "page": 0, "Index": 56}, {"Word": "IMAGERY,", "Confidence": 0.943, "X1": 0.34367, "Y1": 0.4942, "X2": 0.44879, "Y2": 0.494, "X3": 0.44744, "Y3": 0.5108, "X4": 0.34367, "Y4": 0.5108, "page": 0, "Index": 57}, {"Word": "DEMAND", "Confidence": 0.993, "X1": 0.54313, "Y1": 0.4942, "X2": 0.62668, "Y2": 0.494, "X3": 0.62534, "Y3": 0.5098, "X4": 0.54313, "Y4": 0.5098, "page": 0, "Index": 58}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.63208, "Y1": 0.4942, "X2": 0.67251, "Y2": 0.494, "X3": 0.67251, "Y3": 0.5098, "X4": 0.63208, "Y4": 0.5098, "page": 0, "Index": 59}, {"Word": "JURY", "Confidence": 0.99, "X1": 0.68059, "Y1": 0.4942, "X2": 0.73315, "Y2": 0.494, "X3": 0.73315, "Y3": 0.5108, "X4": 0.68059, "Y4": 0.5098, "page": 0, "Index": 60}, {"Word": "TRIAL", "Confidence": 0.998, "X1": 0.7372, "Y1": 0.4942, "X2": 0.7938, "Y2": 0.494, "X3": 0.7938, "Y3": 0.5108, "X4": 0.7372, "Y4": 0.5108, "page": 0, "Index": 61}, {"Word": "INC", "Confidence": 0.998, "X1": 0.07817, "Y1": 0.5112, "X2": 0.10916, "Y2": 0.511, "X3": 0.10782, "Y3": 0.5258, "X4": 0.07682, "Y4": 0.5248, "page": 0, "Index": 62}, {"Word": ".,", "Confidence": 0.69, "X1": 0.11321, "Y1": 0.5122, "X2": 0.12399, "Y2": 0.512, "X3": 0.12264, "Y3": 0.5268, "X4": 0.11186, "Y4": 0.5258, "page": 0, "Index": 63}, {"Word": "Plaintiffs,", "Confidence": 0.956, "X1": 0.2655, "Y1": 0.5422, "X2": 0.34636, "Y2": 0.542, "X3": 0.34771, "Y3": 0.5588, "X4": 0.2655, "Y4": 0.5568, "page": 0, "Index": 64}, {"Word": "vS.", "Confidence": 0.958, "X1": 0.17116, "Y1": 0.5762, "X2": 0.19811, "Y2": 0.576, "X3": 0.19811, "Y3": 0.5878, "X4": 0.17116, "Y4": 0.5888, "page": 0, "Index": 65}, {"Word": "PHILIP", "Confidence": 0.994, "X1": 0.07817, "Y1": 0.6052, "X2": 0.13881, "Y2": 0.605, "X3": 0.13881, "Y3": 0.6208, "X4": 0.07682, "Y4": 0.6218, "page": 0, "Index": 66}, {"Word": "MORRIS", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.6052, "X2": 0.22372, "Y2": 0.605, "X3": 0.22372, "Y3": 0.6218, "X4": 0.14286, "Y4": 0.6208, "page": 0, "Index": 67}, {"Word": "INC", "Confidence": 0.998, "X1": 0.22776, "Y1": 0.6052, "X2": 0.25876, "Y2": 0.605, "X3": 0.25876, "Y3": 0.6218, "X4": 0.22776, "Y4": 0.6218, "page": 0, "Index": 68}, {"Word": ".;", "Confidence": 0.955, "X1": 0.2628, "Y1": 0.6052, "X2": 0.27493, "Y2": 0.605, "X3": 0.27493, "Y3": 0.6218, "X4": 0.2628, "Y4": 0.6218, "page": 0, "Index": 69}, {"Word": "RJR", "Confidence": 0.997, "X1": 0.27898, "Y1": 0.6052, "X2": 0.31806, "Y2": 0.605, "X3": 0.31806, "Y3": 0.6218, "X4": 0.27898, "Y4": 0.6218, "page": 0, "Index": 70}, {"Word": "NABISCO", "Confidence": 0.995, "X1": 0.32345, "Y1": 0.6052, "X2": 0.4097, "Y2": 0.605, "X3": 0.4097, "Y3": 0.6218, "X4": 0.32345, "Y4": 0.6218, "page": 0, "Index": 71}, {"Word": "HOLDINGS", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.6222, "X2": 0.17925, "Y2": 0.622, "X3": 0.17925, "Y3": 0.6368, "X4": 0.07682, "Y4": 0.6368, "page": 0, "Index": 72}, {"Word": "CORP", "Confidence": 0.988, "X1": 0.18464, "Y1": 0.6222, "X2": 0.23989, "Y2": 0.622, "X3": 0.23989, "Y3": 0.6368, "X4": 0.18464, "Y4": 0.6368, "page": 0, "Index": 73}, {"Word": ".;", "Confidence": 0.881, "X1": 0.24394, "Y1": 0.6222, "X2": 0.25606, "Y2": 0.622, "X3": 0.25606, "Y3": 0.6368, "X4": 0.24394, "Y4": 0.6368, "page": 0, "Index": 74}, {"Word": "R:J.", "Confidence": 0.983, "X1": 0.26011, "Y1": 0.6222, "X2": 0.2965, "Y2": 0.622, "X3": 0.2965, "Y3": 0.6368, "X4": 0.26011, "Y4": 0.6368, "page": 0, "Index": 75}, {"Word": "REYNOLDS", "Confidence": 0.995, "X1": 0.30054, "Y1": 0.6212, "X2": 0.40701, "Y2": 0.621, "X3": 0.40701, "Y3": 0.6368, "X4": 0.30054, "Y4": 0.6368, "page": 0, "Index": 76}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.07817, "Y1": 0.6392, "X2": 0.17116, "Y2": 0.639, "X3": 0.17116, "Y3": 0.6538, "X4": 0.07817, "Y4": 0.6548, "page": 0, "Index": 77}, {"Word": "COMPANY;", "Confidence": 0.991, "X1": 0.17925, "Y1": 0.6382, "X2": 0.28706, "Y2": 0.638, "X3": 0.28706, "Y3": 0.6538, "X4": 0.17925, "Y4": 0.6538, "page": 0, "Index": 78}, {"Word": "BROWN", "Confidence": 0.997, "X1": 0.29111, "Y1": 0.6382, "X2": 0.36523, "Y2": 0.638, "X3": 0.36523, "Y3": 0.6538, "X4": 0.29111, "Y4": 0.6538, "page": 0, "Index": 79}, {"Word": "AND", "Confidence": 0.998, "X1": 0.37332, "Y1": 0.6382, "X2": 0.41375, "Y2": 0.638, "X3": 0.41375, "Y3": 0.6538, "X4": 0.37332, "Y4": 0.6538, "page": 0, "Index": 80}, {"Word": "WILLIAMSON", "Confidence": 0.992, "X1": 0.07817, "Y1": 0.6552, "X2": 0.19811, "Y2": 0.655, "X3": 0.19811, "Y3": 0.6688, "X4": 0.07817, "Y4": 0.6698, "page": 0, "Index": 81}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.20889, "Y1": 0.6542, "X2": 0.30054, "Y2": 0.654, "X3": 0.30054, "Y3": 0.6688, "X4": 0.20755, "Y4": 0.6688, "page": 0, "Index": 82}, {"Word": "CORPORATION;", "Confidence": 0.941, "X1": 0.31132, "Y1": 0.6542, "X2": 0.46765, "Y2": 0.654, "X3": 0.46631, "Y3": 0.6698, "X4": 0.30997, "Y4": 0.6688, "page": 0, "Index": 83}, {"Word": "BAT", "Confidence": 0.994, "X1": 0.07817, "Y1": 0.6702, "X2": 0.11725, "Y2": 0.67, "X3": 0.11725, "Y3": 0.6848, "X4": 0.07817, "Y4": 0.6848, "page": 0, "Index": 84}, {"Word": "INDUSTRIES", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.6702, "X2": 0.24528, "Y2": 0.67, "X3": 0.24528, "Y3": 0.6848, "X4": 0.12534, "Y4": 0.6848, "page": 0, "Index": 85}, {"Word": "INC", "Confidence": 0.997, "X1": 0.25067, "Y1": 0.6702, "X2": 0.28302, "Y2": 0.67, "X3": 0.28302, "Y3": 0.6848, "X4": 0.25202, "Y4": 0.6848, "page": 0, "Index": 86}, {"Word": ".;", "Confidence": 0.933, "X1": 0.28706, "Y1": 0.6702, "X2": 0.29784, "Y2": 0.67, "X3": 0.29784, "Y3": 0.6848, "X4": 0.28706, "Y4": 0.6848, "page": 0, "Index": 87}, {"Word": "LORILLARD", "Confidence": 0.994, "X1": 0.30189, "Y1": 0.6702, "X2": 0.41105, "Y2": 0.67, "X3": 0.41105, "Y3": 0.6858, "X4": 0.30189, "Y4": 0.6848, "page": 0, "Index": 88}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.41779, "Y1": 0.6692, "X2": 0.51213, "Y2": 0.669, "X3": 0.51213, "Y3": 0.6858, "X4": 0.41779, "Y4": 0.6858, "page": 0, "Index": 89}, {"Word": "COMPANY,", "Confidence": 0.994, "X1": 0.08086, "Y1": 0.6862, "X2": 0.18464, "Y2": 0.686, "X3": 0.18329, "Y3": 0.7018, "X4": 0.07951, "Y4": 0.7018, "page": 0, "Index": 90}, {"Word": "INC", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.6862, "X2": 0.21833, "Y2": 0.686, "X3": 0.21833, "Y3": 0.7018, "X4": 0.18733, "Y4": 0.7018, "page": 0, "Index": 91}, {"Word": ".;", "Confidence": 0.938, "X1": 0.22372, "Y1": 0.6862, "X2": 0.2345, "Y2": 0.686, "X3": 0.23315, "Y3": 0.7018, "X4": 0.22237, "Y4": 0.7018, "page": 0, "Index": 92}, {"Word": "LIGGETT", "Confidence": 0.996, "X1": 0.23854, "Y1": 0.6862, "X2": 0.32615, "Y2": 0.686, "X3": 0.3248, "Y3": 0.7018, "X4": 0.2372, "Y4": 0.7018, "page": 0, "Index": 93}, {"Word": "&", "Confidence": 0.991, "X1": 0.33019, "Y1": 0.6862, "X2": 0.34367, "Y2": 0.686, "X3": 0.34232, "Y3": 0.7018, "X4": 0.32884, "Y4": 0.7018, "page": 0, "Index": 94}, {"Word": "MYERS", "Confidence": 0.997, "X1": 0.34771, "Y1": 0.6862, "X2": 0.41779, "Y2": 0.686, "X3": 0.41779, "Y3": 0.7008, "X4": 0.34771, "Y4": 0.7018, "page": 0, "Index": 95}, {"Word": "TOBACCO", "Confidence": 0.993, "X1": 0.08086, "Y1": 0.7022, "X2": 0.17116, "Y2": 0.702, "X3": 0.17116, "Y3": 0.7178, "X4": 0.08086, "Y4": 0.7168, "page": 0, "Index": 96}, {"Word": "COMPANY;", "Confidence": 0.917, "X1": 0.18059, "Y1": 0.7022, "X2": 0.28706, "Y2": 0.702, "X3": 0.28706, "Y3": 0.7178, "X4": 0.18059, "Y4": 0.7178, "page": 0, "Index": 97}, {"Word": "LIGGETT", "Confidence": 0.996, "X1": 0.29111, "Y1": 0.7022, "X2": 0.37871, "Y2": 0.702, "X3": 0.37871, "Y3": 0.7178, "X4": 0.29111, "Y4": 0.7178, "page": 0, "Index": 98}, {"Word": "GROUP", "Confidence": 0.997, "X1": 0.38275, "Y1": 0.7022, "X2": 0.45283, "Y2": 0.702, "X3": 0.45283, "Y3": 0.7178, "X4": 0.38275, "Y4": 0.7178, "page": 0, "Index": 99}, {"Word": "INC", "Confidence": 0.962, "X1": 0.46092, "Y1": 0.7022, "X2": 0.49057, "Y2": 0.702, "X3": 0.49057, "Y3": 0.7178, "X4": 0.45957, "Y4": 0.7178, "page": 0, "Index": 100}, {"Word": ".;", "Confidence": 0.955, "X1": 0.49461, "Y1": 0.7022, "X2": 0.51078, "Y2": 0.702, "X3": 0.51078, "Y3": 0.7178, "X4": 0.49461, "Y4": 0.7178, "page": 0, "Index": 101}, {"Word": "THE", "Confidence": 0.991, "X1": 0.07951, "Y1": 0.7192, "X2": 0.1159, "Y2": 0.719, "X3": 0.1159, "Y3": 0.7338, "X4": 0.07951, "Y4": 0.7338, "page": 0, "Index": 102}, {"Word": "AMERICAN", "Confidence": 0.994, "X1": 0.12264, "Y1": 0.7182, "X2": 0.22372, "Y2": 0.718, "X3": 0.22372, "Y3": 0.7338, "X4": 0.12129, "Y4": 0.7338, "page": 0, "Index": 103}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.23315, "Y1": 0.7182, "X2": 0.32615, "Y2": 0.718, "X3": 0.32615, "Y3": 0.7338, "X4": 0.23315, "Y4": 0.7338, "page": 0, "Index": 104}, {"Word": "COMPANY;", "Confidence": 0.991, "X1": 0.33558, "Y1": 0.7182, "X2": 0.44205, "Y2": 0.718, "X3": 0.44205, "Y3": 0.7328, "X4": 0.33558, "Y4": 0.7338, "page": 0, "Index": 105}, {"Word": "UNITED", "Confidence": 0.995, "X1": 0.44609, "Y1": 0.7182, "X2": 0.51617, "Y2": 0.718, "X3": 0.51617, "Y3": 0.7328, "X4": 0.44609, "Y4": 0.7328, "page": 0, "Index": 106}, {"Word": "STATES", "Confidence": 0.994, "X1": 0.07951, "Y1": 0.7342, "X2": 0.15364, "Y2": 0.734, "X3": 0.15229, "Y3": 0.7488, "X4": 0.07817, "Y4": 0.7488, "page": 0, "Index": 107}, {"Word": "TOBACCO", "Confidence": 0.995, "X1": 0.16038, "Y1": 0.7342, "X2": 0.25472, "Y2": 0.734, "X3": 0.25337, "Y3": 0.7488, "X4": 0.15903, "Y4": 0.7488, "page": 0, "Index": 108}, {"Word": "COMPANY;", "Confidence": 0.901, "X1": 0.2628, "Y1": 0.7342, "X2": 0.37062, "Y2": 0.734, "X3": 0.37062, "Y3": 0.7488, "X4": 0.26146, "Y4": 0.7488, "page": 0, "Index": 109}, {"Word": "THE", "Confidence": 0.993, "X1": 0.37466, "Y1": 0.7332, "X2": 0.4124, "Y2": 0.733, "X3": 0.4124, "Y3": 0.7488, "X4": 0.37466, "Y4": 0.7488, "page": 0, "Index": 110}, {"Word": "COUNCIL", "Confidence": 0.996, "X1": 0.41914, "Y1": 0.7332, "X2": 0.50943, "Y2": 0.733, "X3": 0.50943, "Y3": 0.7488, "X4": 0.41779, "Y4": 0.7488, "page": 0, "Index": 111}, {"Word": "FOR", "Confidence": 0.991, "X1": 0.07682, "Y1": 0.7502, "X2": 0.11725, "Y2": 0.75, "X3": 0.11725, "Y3": 0.7658, "X4": 0.07682, "Y4": 0.7658, "page": 0, "Index": 112}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.12534, "Y1": 0.7502, "X2": 0.21968, "Y2": 0.75, "X3": 0.21968, "Y3": 0.7648, "X4": 0.12534, "Y4": 0.7658, "page": 0, "Index": 113}, {"Word": "RESEARCH-U.S.A", "Confidence": 0.993, "X1": 0.22776, "Y1": 0.7502, "X2": 0.39353, "Y2": 0.75, "X3": 0.39353, "Y3": 0.7658, "X4": 0.22642, "Y4": 0.7648, "page": 0, "Index": 114}, {"Word": ".,", "Confidence": 0.991, "X1": 0.39757, "Y1": 0.7502, "X2": 0.4097, "Y2": 0.75, "X3": 0.40836, "Y3": 0.7658, "X4": 0.39757, "Y4": 0.7658, "page": 0, "Index": 115}, {"Word": "INC", "Confidence": 0.979, "X1": 0.41375, "Y1": 0.7502, "X2": 0.44205, "Y2": 0.75, "X3": 0.44205, "Y3": 0.7658, "X4": 0.4124, "Y4": 0.7658, "page": 0, "Index": 116}, {"Word": ".:", "Confidence": 0.902, "X1": 0.44609, "Y1": 0.7502, "X2": 0.46226, "Y2": 0.75, "X3": 0.46226, "Y3": 0.7658, "X4": 0.44609, "Y4": 0.7658, "page": 0, "Index": 117}, {"Word": "THE", "Confidence": 0.992, "X1": 0.07951, "Y1": 0.7672, "X2": 0.1159, "Y2": 0.767, "X3": 0.1159, "Y3": 0.7818, "X4": 0.07951, "Y4": 0.7818, "page": 0, "Index": 118}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.12399, "Y1": 0.7662, "X2": 0.21698, "Y2": 0.766, "X3": 0.21563, "Y3": 0.7818, "X4": 0.12399, "Y4": 0.7818, "page": 0, "Index": 119}, {"Word": "INSTITUTE,", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.7662, "X2": 0.33693, "Y2": 0.766, "X3": 0.33558, "Y3": 0.7808, "X4": 0.22507, "Y4": 0.7818, "page": 0, "Index": 120}, {"Word": "INC;", "Confidence": 0.834, "X1": 0.34097, "Y1": 0.7662, "X2": 0.38275, "Y2": 0.766, "X3": 0.3814, "Y3": 0.7798, "X4": 0.33962, "Y4": 0.7808, "page": 0, "Index": 121}, {"Word": "SMOKELESS", "Confidence": 0.993, "X1": 0.08086, "Y1": 0.7822, "X2": 0.19811, "Y2": 0.782, "X3": 0.19811, "Y3": 0.7968, "X4": 0.07951, "Y4": 0.7968, "page": 0, "Index": 122}, {"Word": "TOBACCO", "Confidence": 0.995, "X1": 0.2062, "Y1": 0.7812, "X2": 0.30054, "Y2": 0.781, "X3": 0.30054, "Y3": 0.7968, "X4": 0.2062, "Y4": 0.7968, "page": 0, "Index": 123}, {"Word": "COUNCIL,", "Confidence": 0.994, "X1": 0.30997, "Y1": 0.7812, "X2": 0.40566, "Y2": 0.781, "X3": 0.40431, "Y3": 0.7978, "X4": 0.30863, "Y4": 0.7968, "page": 0, "Index": 124}, {"Word": "INC", "Confidence": 0.998, "X1": 0.4097, "Y1": 0.7812, "X2": 0.43935, "Y2": 0.781, "X3": 0.43935, "Y3": 0.7978, "X4": 0.40836, "Y4": 0.7978, "page": 0, "Index": 125}, {"Word": ".;", "Confidence": 0.929, "X1": 0.44474, "Y1": 0.7812, "X2": 0.45957, "Y2": 0.781, "X3": 0.45957, "Y3": 0.7978, "X4": 0.4434, "Y4": 0.7978, "page": 0, "Index": 126}, {"Word": "HILL", "Confidence": 0.994, "X1": 0.07817, "Y1": 0.7982, "X2": 0.12129, "Y2": 0.798, "X3": 0.11995, "Y3": 0.8138, "X4": 0.07682, "Y4": 0.8138, "page": 0, "Index": 127}, {"Word": "&", "Confidence": 0.982, "X1": 0.12534, "Y1": 0.7982, "X2": 0.13881, "Y2": 0.798, "X3": 0.13881, "Y3": 0.8138, "X4": 0.12534, "Y4": 0.8138, "page": 0, "Index": 128}, {"Word": "KNOWLTON,", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.7992, "X2": 0.26415, "Y2": 0.799, "X3": 0.26415, "Y3": 0.8138, "X4": 0.14286, "Y4": 0.8138, "page": 0, "Index": 129}, {"Word": "INC", "Confidence": 0.998, "X1": 0.26954, "Y1": 0.7992, "X2": 0.30054, "Y2": 0.799, "X3": 0.30054, "Y3": 0.8138, "X4": 0.26954, "Y4": 0.8138, "page": 0, "Index": 130}, {"Word": ".,", "Confidence": 0.941, "X1": 0.30458, "Y1": 0.7992, "X2": 0.31671, "Y2": 0.799, "X3": 0.31671, "Y3": 0.8138, "X4": 0.30458, "Y4": 0.8138, "page": 0, "Index": 131}, {"Word": "Defendants", "Confidence": 0.991, "X1": 0.2655, "Y1": 0.8302, "X2": 0.37062, "Y2": 0.83, "X3": 0.36927, "Y3": 0.8448, "X4": 0.26685, "Y4": 0.8448, "page": 0, "Index": 132}, {"Word": "..", "Confidence": 0.683, "X1": 0.96092, "Y1": 0.8522, "X2": 0.96092, "Y2": 0.852, "X3": 0.94609, "Y3": 0.8508, "X4": 0.94609, "Y4": 0.8398, "page": 0, "Index": 133}, {"Word": "..::", "Confidence": 0.613, "X1": 0.96092, "Y1": 0.8912, "X2": 0.95822, "Y2": 0.891, "X3": 0.94205, "Y3": 0.8898, "X4": 0.94474, "Y4": 0.8598, "page": 0, "Index": 134}, {"Word": ".", "Confidence": 0.938, "X1": 0.95822, "Y1": 0.9182, "X2": 0.95822, "Y2": 0.918, "X3": 0.9407, "Y3": 0.9168, "X4": 0.9407, "Y4": 0.9098, "page": 0, "Index": 135}, {"Word": ".", "Confidence": 0.899, "X1": 0.95687, "Y1": 0.9292, "X2": 0.95687, "Y2": 0.929, "X3": 0.93935, "Y3": 0.9278, "X4": 0.93935, "Y4": 0.9198, "page": 0, "Index": 136}, {"Word": "2073437860", "Confidence": 0.986, "X1": 0.93935, "Y1": 0.9432, "X2": 0.92453, "Y2": 0.943, "X3": 0.90027, "Y3": 0.9418, "X4": 0.91375, "Y4": 0.8508, "page": 0, "Index": 137}, {"Word": ".", "Confidence": 0.657, "X1": 0.95418, "Y1": 0.9492, "X2": 0.95418, "Y2": 0.949, "X3": 0.93935, "Y3": 0.9478, "X4": 0.93935, "Y4": 0.9418, "page": 0, "Index": 138}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.40431, "Y1": 0.9502, "X2": 0.54987, "Y2": 0.95, "X3": 0.54987, "Y3": 0.9668, "X4": 0.40566, "Y4": 0.9678, "page": 0, "Index": 139}, {"Word": "Page", "Confidence": 0.98, "X1": 0.74663, "Y1": 0.9502, "X2": 0.7938, "Y2": 0.95, "X3": 0.7938, "Y3": 0.9678, "X4": 0.74528, "Y4": 0.9678, "page": 0, "Index": 140}, {"Word": "1", "Confidence": 0.998, "X1": 0.79919, "Y1": 0.9502, "X2": 0.80863, "Y2": 0.95, "X3": 0.80728, "Y3": 0.9678, "X4": 0.79784, "Y4": 0.9678, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.998, "X1": 0.81267, "Y1": 0.9502, "X2": 0.83154, "Y2": 0.95, "X3": 0.83154, "Y3": 0.9678, "X4": 0.81267, "Y4": 0.9678, "page": 0, "Index": 142}, {"Word": "29", "Confidence": 0.998, "X1": 0.83693, "Y1": 0.9502, "X2": 0.86119, "Y2": 0.95, "X3": 0.86119, "Y3": 0.9678, "X4": 0.83558, "Y4": 0.9678, "page": 0, "Index": 143}, {"Word": "Philip", "Confidence": 0.995, "X1": 0.08221, "Y1": 0.9522, "X2": 0.12803, "Y2": 0.952, "X3": 0.12803, "Y3": 0.9698, "X4": 0.08086, "Y4": 0.9698, "page": 0, "Index": 144}, {"Word": "Morris", "Confidence": 0.995, "X1": 0.13342, "Y1": 0.9522, "X2": 0.18868, "Y2": 0.952, "X3": 0.18868, "Y3": 0.9698, "X4": 0.13342, "Y4": 0.9698, "page": 0, "Index": 145}, {"Word": "Europe", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.9522, "X2": 0.26011, "Y2": 0.952, "X3": 0.26146, "Y3": 0.9708, "X4": 0.19407, "Y4": 0.9698, "page": 0, "Index": 146}]}
|
"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"
|
ffnf0086
| 3 |
{"lines_data": [{"Word": "enclosed", "Confidence": 0.793, "X1": 0.879, "Y1": 0.63093, "X2": 0.772, "Y2": 0.63073, "X3": 0.763, "Y3": 0.59953, "X4": 0.868, "Y4": 0.52541, "page": 0}, {"Word": "Coupons", "Confidence": 0.907, "X1": 0.894, "Y1": 0.67405, "X2": 0.791, "Y2": 0.67385, "X3": 0.776, "Y3": 0.62783, "X4": 0.878, "Y4": 0.56584, "page": 0}, {"Word": "Richardson, TX 75083-4039", "Confidence": 0.90133, "X1": 0.6, "Y1": 0.70909, "X2": 0.08, "Y2": 0.70889, "X3": 0.079, "Y3": 0.6494, "X4": 0.599, "Y4": 0.60762, "page": 0}, {"Word": "P.o. Box 834039", "Confidence": 0.98667, "X1": 0.596, "Y1": 0.75896, "X2": 0.273, "Y2": 0.75876, "X3": 0.27, "Y3": 0.70196, "X4": 0.594, "Y4": 0.675, "page": 0}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.61, "Y1": 0.794, "X2": 0.47, "Y2": 0.7938, "X3": 0.469, "Y3": 0.73295, "X4": 0.608, "Y4": 0.72756, "page": 0}, {"Word": "Ondpes. On 46204-1325", "Confidence": 0.70533, "X1": 0.893, "Y1": 0.91664, "X2": 0.569, "Y2": 0.91644, "X3": 0.567, "Y3": 0.87177, "X4": 0.891, "Y4": 0.84077, "page": 0}, {"Word": "-", "Confidence": 0.64, "X1": 0.339, "Y1": 0.88564, "X2": 0.338, "Y2": 0.88544, "X3": 0.329, "Y3": 0.88524, "X4": 0.329, "Y4": 0.86503, "page": 0}, {"Word": "m", "Confidence": 0.887, "X1": 0.151, "Y1": 0.88834, "X2": 0.15, "Y2": 0.88814, "X3": 0.143, "Y3": 0.88929, "X4": 0.143, "Y4": 0.86638, "page": 0}, {"Word": "COMPLE", "Confidence": 0.62, "X1": 0.194, "Y1": 0.90856, "X2": 0.137, "Y2": 0.90836, "X3": 0.137, "Y3": 0.89064, "X4": 0.194, "Y4": 0.89064, "page": 0}, {"Word": "PM", "Confidence": 0.955, "X1": 0.299, "Y1": 0.92608, "X2": 0.277, "Y2": 0.92588, "X3": 0.277, "Y3": 0.90546, "X4": 0.299, "Y4": 0.90546, "page": 0}, {"Word": "D'INT", "Confidence": 0.294, "X1": 0.075, "Y1": 0.93012, "X2": 0.041, "Y2": 0.92992, "X3": 0.042, "Y3": 0.9122, "X4": 0.075, "Y4": 0.91355, "page": 0}, {"Word": "STANO JE", "Confidence": 0.194, "X1": 0.2, "Y1": 0.93147, "X2": 0.139, "Y2": 0.93127, "X3": 0.14, "Y3": 0.9122, "X4": 0.2, "Y4": 0.9122, "page": 0}, {"Word": "700 n. alabama St. apt. 22/", "Confidence": 0.73433, "X1": 0.891, "Y1": 0.96246, "X2": 0.554, "Y2": 0.96226, "X3": 0.553, "Y3": 0.91894, "X4": 0.889, "Y4": 0.89064, "page": 0}, {"Word": "52275 4859", "Confidence": 0.9405, "X1": 0.477, "Y1": 0.95033, "X2": 0.381, "Y2": 0.95013, "X3": 0.382, "Y3": 0.92837, "X4": 0.478, "Y4": 0.93915, "page": 0}, {"Word": "Melissa anderson", "Confidence": 0.5755, "X1": 0.901, "Y1": 0.97998, "X2": 0.671, "Y2": 0.97978, "X3": 0.671, "Y3": 0.93915, "X4": 0.901, "Y4": 0.93646, "page": 0}], "words_data": [{"Word": "enclosed", "Confidence": 0.793, "X1": 0.872, "Y1": 0.62958, "X2": 0.775, "Y2": 0.62938, "X3": 0.766, "Y3": 0.59549, "X4": 0.863, "Y4": 0.5308, "page": 0, "Index": 0}, {"Word": "TX", "Confidence": 0.997, "X1": 0.389, "Y1": 0.68618, "X2": 0.34, "Y2": 0.68598, "X3": 0.34, "Y3": 0.62783, "X4": 0.389, "Y4": 0.62379, "page": 0, "Index": 1}, {"Word": "Richardson,", "Confidence": 0.718, "X1": 0.599, "Y1": 0.68214, "X2": 0.398, "Y2": 0.68194, "X3": 0.398, "Y3": 0.62379, "X4": 0.599, "Y4": 0.60896, "page": 0, "Index": 2}, {"Word": "Coupons", "Confidence": 0.907, "X1": 0.893, "Y1": 0.67271, "X2": 0.793, "Y2": 0.67251, "X3": 0.778, "Y3": 0.63053, "X4": 0.878, "Y4": 0.56584, "page": 0, "Index": 3}, {"Word": "75083-4039", "Confidence": 0.989, "X1": 0.312, "Y1": 0.70909, "X2": 0.081, "Y2": 0.70889, "X3": 0.081, "Y3": 0.65479, "X4": 0.311, "Y4": 0.63053, "page": 0, "Index": 4}, {"Word": "Box", "Confidence": 0.994, "X1": 0.514, "Y1": 0.74279, "X2": 0.451, "Y2": 0.74259, "X3": 0.449, "Y3": 0.68578, "X4": 0.512, "Y4": 0.68039, "page": 0, "Index": 5}, {"Word": "P.o.", "Confidence": 0.969, "X1": 0.595, "Y1": 0.73605, "X2": 0.526, "Y2": 0.73585, "X3": 0.524, "Y3": 0.67905, "X4": 0.593, "Y4": 0.675, "page": 0, "Index": 6}, {"Word": "834039", "Confidence": 0.997, "X1": 0.434, "Y1": 0.76031, "X2": 0.274, "Y2": 0.76011, "X3": 0.271, "Y3": 0.706, "X4": 0.431, "Y4": 0.68713, "page": 0, "Index": 7}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.585, "Y1": 0.794, "X2": 0.475, "Y2": 0.7938, "X3": 0.473, "Y3": 0.73565, "X4": 0.582, "Y4": 0.72891, "page": 0, "Index": 8}, {"Word": "On", "Confidence": 0.478, "X1": 0.79, "Y1": 0.89777, "X2": 0.756, "Y2": 0.89757, "X3": 0.754, "Y3": 0.85425, "X4": 0.789, "Y4": 0.8502, "page": 0, "Index": 9}, {"Word": "Ondpes.", "Confidence": 0.652, "X1": 0.892, "Y1": 0.89508, "X2": 0.797, "Y2": 0.89488, "X3": 0.795, "Y3": 0.8502, "X4": 0.891, "Y4": 0.84212, "page": 0, "Index": 10}, {"Word": "m", "Confidence": 0.887, "X1": 0.151, "Y1": 0.87621, "X2": 0.151, "Y2": 0.87601, "X3": 0.143, "Y3": 0.87581, "X4": 0.144, "Y4": 0.86907, "page": 0, "Index": 11}, {"Word": "-", "Confidence": 0.64, "X1": 0.34, "Y1": 0.87352, "X2": 0.339, "Y2": 0.87332, "X3": 0.329, "Y3": 0.87312, "X4": 0.33, "Y4": 0.86503, "page": 0, "Index": 12}, {"Word": "46204-1325", "Confidence": 0.986, "X1": 0.749, "Y1": 0.91664, "X2": 0.572, "Y2": 0.91644, "X3": 0.569, "Y3": 0.8812, "X4": 0.748, "Y4": 0.85425, "page": 0, "Index": 13}, {"Word": "COMPLE", "Confidence": 0.62, "X1": 0.194, "Y1": 0.90856, "X2": 0.145, "Y2": 0.90836, "X3": 0.144, "Y3": 0.89198, "X4": 0.194, "Y4": 0.89198, "page": 0, "Index": 14}, {"Word": "n.", "Confidence": 0.755, "X1": 0.844, "Y1": 0.93686, "X2": 0.816, "Y2": 0.93666, "X3": 0.814, "Y3": 0.89603, "X4": 0.842, "Y4": 0.89333, "page": 0, "Index": 15}, {"Word": "700", "Confidence": 0.222, "X1": 0.891, "Y1": 0.93416, "X2": 0.85, "Y2": 0.93396, "X3": 0.849, "Y3": 0.89333, "X4": 0.889, "Y4": 0.89064, "page": 0, "Index": 16}, {"Word": "PM", "Confidence": 0.955, "X1": 0.299, "Y1": 0.92608, "X2": 0.286, "Y2": 0.92588, "X3": 0.286, "Y3": 0.90546, "X4": 0.299, "Y4": 0.90546, "page": 0, "Index": 17}, {"Word": "alabama", "Confidence": 0.657, "X1": 0.809, "Y1": 0.94629, "X2": 0.698, "Y2": 0.94609, "X3": 0.696, "Y3": 0.90546, "X4": 0.808, "Y4": 0.89603, "page": 0, "Index": 18}, {"Word": "D'INT", "Confidence": 0.294, "X1": 0.074, "Y1": 0.93012, "X2": 0.041, "Y2": 0.92992, "X3": 0.042, "Y3": 0.9122, "X4": 0.075, "Y4": 0.91355, "page": 0, "Index": 19}, {"Word": "JE", "Confidence": 0.009, "X1": 0.155, "Y1": 0.93281, "X2": 0.14, "Y2": 0.93261, "X3": 0.141, "Y3": 0.9122, "X4": 0.155, "Y4": 0.9122, "page": 0, "Index": 20}, {"Word": "STANO", "Confidence": 0.379, "X1": 0.2, "Y1": 0.93147, "X2": 0.158, "Y2": 0.93127, "X3": 0.158, "Y3": 0.9122, "X4": 0.199, "Y4": 0.91355, "page": 0, "Index": 21}, {"Word": "apt.", "Confidence": 0.94, "X1": 0.65, "Y1": 0.95573, "X2": 0.607, "Y2": 0.95553, "X3": 0.605, "Y3": 0.91624, "X4": 0.649, "Y4": 0.91085, "page": 0, "Index": 22}, {"Word": "St.", "Confidence": 0.989, "X1": 0.685, "Y1": 0.95033, "X2": 0.657, "Y2": 0.95013, "X3": 0.655, "Y3": 0.91085, "X4": 0.684, "Y4": 0.90681, "page": 0, "Index": 23}, {"Word": "22/", "Confidence": 0.843, "X1": 0.6, "Y1": 0.96246, "X2": 0.555, "Y2": 0.96226, "X3": 0.554, "Y3": 0.92433, "X4": 0.599, "Y4": 0.91759, "page": 0, "Index": 24}, {"Word": "4859", "Confidence": 0.993, "X1": 0.42, "Y1": 0.95033, "X2": 0.383, "Y2": 0.95013, "X3": 0.385, "Y3": 0.92972, "X4": 0.422, "Y4": 0.93376, "page": 0, "Index": 25}, {"Word": "52275", "Confidence": 0.888, "X1": 0.476, "Y1": 0.95707, "X2": 0.43, "Y2": 0.95687, "X3": 0.432, "Y3": 0.93511, "X4": 0.477, "Y4": 0.9405, "page": 0, "Index": 26}, {"Word": "Melissa", "Confidence": 0.696, "X1": 0.897, "Y1": 0.97729, "X2": 0.808, "Y2": 0.97709, "X3": 0.808, "Y3": 0.93646, "X4": 0.897, "Y4": 0.93646, "page": 0, "Index": 27}, {"Word": "anderson", "Confidence": 0.455, "X1": 0.8, "Y1": 0.97998, "X2": 0.673, "Y2": 0.97978, "X3": 0.672, "Y3": 0.94454, "X4": 0.799, "Y4": 0.93781, "page": 0, "Index": 28}]}
|
"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"
|
ffnf0086
| 1 |
{"lines_data": [{"Word": "Enjoy the attached", "Confidence": 0.996, "X1": 0.15364, "Y1": 0.0022, "X2": 0.34771, "Y2": 0.002, "X3": 0.34906, "Y3": 0.0298, "X4": 0.15364, "Y4": 0.0318, "page": 0}, {"Word": "DORAL", "Confidence": 0.629, "X1": 0.40431, "Y1": 0.0112, "X2": 0.531, "Y2": 0.011, "X3": 0.531, "Y3": 0.0338, "X4": 0.40431, "Y4": 0.0358, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.58625, "Y1": 0.0192, "X2": 0.63342, "Y2": 0.019, "X3": 0.63612, "Y3": 0.0408, "X4": 0.58625, "Y4": 0.0408, "page": 0}, {"Word": "coupons from", "Confidence": 0.9915, "X1": 0.15364, "Y1": 0.0322, "X2": 0.29919, "Y2": 0.032, "X3": 0.29919, "Y3": 0.0548, "X4": 0.15499, "Y4": 0.0578, "page": 0}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.7062, "Y1": 0.0182, "X2": 0.8248, "Y2": 0.018, "X3": 0.82615, "Y3": 0.0498, "X4": 0.7062, "Y4": 0.0488, "page": 0}, {"Word": "Imagine Getting More", "Confidence": 0.70167, "X1": 0.37601, "Y1": 0.0432, "X2": 0.56469, "Y2": 0.043, "X3": 0.56873, "Y3": 0.0668, "X4": 0.37871, "Y4": 0.0848, "page": 0}, {"Word": "Now my", "Confidence": 0.998, "X1": 0.63747, "Y1": 0.1642, "X2": 0.83423, "Y2": 0.164, "X3": 0.83288, "Y3": 0.2118, "X4": 0.63612, "Y4": 0.2098, "page": 0}, {"Word": "favorite cigarette", "Confidence": 0.995, "X1": 0.54313, "Y1": 0.2152, "X2": 0.91375, "Y2": 0.215, "X3": 0.91375, "Y3": 0.2778, "X4": 0.54313, "Y4": 0.2768, "page": 0}, {"Word": "-", "Confidence": 0.97, "X1": 0.12803, "Y1": 0.3022, "X2": 0.15499, "Y2": 0.302, "X3": 0.15499, "Y3": 0.3088, "X4": 0.12803, "Y4": 0.3118, "page": 0}, {"Word": "lasts even longer.\"", "Confidence": 0.95633, "X1": 0.531, "Y1": 0.2782, "X2": 0.92183, "Y2": 0.278, "X3": 0.92183, "Y3": 0.3438, "X4": 0.531, "Y4": 0.3428, "page": 0}, {"Word": "Now Packed Tighter To Burn Slower", "Confidence": 0.98983, "X1": 0.52561, "Y1": 0.4732, "X2": 0.94205, "Y2": 0.473, "X3": 0.9434, "Y3": 0.5048, "X4": 0.52561, "Y4": 0.5068, "page": 0}, {"Word": "DORAL", "Confidence": 0.993, "X1": 0.21563, "Y1": 0.5192, "X2": 0.35175, "Y2": 0.519, "X3": 0.35175, "Y3": 0.5418, "X4": 0.21563, "Y4": 0.5438, "page": 0}, {"Word": "Imagine Getting More", "Confidence": 0.815, "X1": 0.18464, "Y1": 0.5532, "X2": 0.3814, "Y2": 0.553, "X3": 0.38544, "Y3": 0.5768, "X4": 0.18733, "Y4": 0.5948, "page": 0}, {"Word": "SURGEON GENERAL'S WARNING: Quitting Smoking", "Confidence": 0.9882, "X1": 0.56739, "Y1": 0.5762, "X2": 0.93531, "Y2": 0.576, "X3": 0.93531, "Y3": 0.5938, "X4": 0.56739, "Y4": 0.5918, "page": 0}, {"Word": "Now Greatly Reduces Serious Risks to Your Health.", "Confidence": 0.973, "X1": 0.56604, "Y1": 0.5952, "X2": 0.93396, "Y2": 0.595, "X3": 0.93396, "Y3": 0.6128, "X4": 0.56604, "Y4": 0.6118, "page": 0}, {"Word": "$2275 4857", "Confidence": 0.7885, "X1": 0.95822, "Y1": 0.6212, "X2": 0.96092, "Y2": 0.621, "X3": 0.94744, "Y3": 0.6218, "X4": 0.94474, "Y4": 0.5408, "page": 0}, {"Word": "88218", "Confidence": 0.905, "X1": 0.92049, "Y1": 0.6612, "X2": 0.95687, "Y2": 0.661, "X3": 0.95687, "Y3": 0.6738, "X4": 0.92049, "Y4": 0.6738, "page": 0}, {"Word": "CLARK", "Confidence": 0.996, "X1": 0.19677, "Y1": 0.6872, "X2": 0.26954, "Y2": 0.687, "X3": 0.26819, "Y3": 0.7058, "X4": 0.19677, "Y4": 0.7068, "page": 0}, {"Word": "CLARK", "Confidence": 0.915, "X1": 0.63342, "Y1": 0.6882, "X2": 0.7035, "Y2": 0.688, "X3": 0.7035, "Y3": 0.7048, "X4": 0.63342, "Y4": 0.7058, "page": 0}, {"Word": "DORAL", "Confidence": 0.771, "X1": 0.4434, "Y1": 0.7452, "X2": 0.52022, "Y2": 0.745, "X3": 0.52156, "Y3": 0.7598, "X4": 0.44474, "Y4": 0.7638, "page": 0}, {"Word": "DORAI", "Confidence": 0.832, "X1": 0.87871, "Y1": 0.7442, "X2": 0.95553, "Y2": 0.744, "X3": 0.95822, "Y3": 0.7608, "X4": 0.87871, "Y4": 0.7658, "page": 0}, {"Word": "40\u00a2 OFF", "Confidence": 0.807, "X1": 0.13612, "Y1": 0.7312, "X2": 0.33423, "Y2": 0.731, "X3": 0.33423, "Y3": 0.7698, "X4": 0.13612, "Y4": 0.7698, "page": 0}, {"Word": "-", "Confidence": 0.939, "X1": 0.42049, "Y1": 0.7762, "X2": 0.42049, "Y2": 0.776, "X3": 0.4124, "Y3": 0.7758, "X4": 0.4124, "Y4": 0.7618, "page": 0}, {"Word": "40\u00a2 OFF", "Confidence": 0.8265, "X1": 0.57278, "Y1": 0.7332, "X2": 0.77089, "Y2": 0.733, "X3": 0.77089, "Y3": 0.7698, "X4": 0.57278, "Y4": 0.7708, "page": 0}, {"Word": "-", "Confidence": 0.749, "X1": 0.85849, "Y1": 0.7822, "X2": 0.85714, "Y2": 0.782, "X3": 0.84232, "Y3": 0.7818, "X4": 0.84367, "Y4": 0.7628, "page": 0}, {"Word": "One Pack of Doral", "Confidence": 0.9945, "X1": 0.14825, "Y1": 0.7742, "X2": 0.32075, "Y2": 0.774, "X3": 0.32075, "Y3": 0.7918, "X4": 0.14825, "Y4": 0.7908, "page": 0}, {"Word": "One Pack of Doral", "Confidence": 0.994, "X1": 0.58356, "Y1": 0.7742, "X2": 0.75741, "Y2": 0.774, "X3": 0.75741, "Y3": 0.7918, "X4": 0.58356, "Y4": 0.7908, "page": 0}, {"Word": "-", "Confidence": 0.891, "X1": 0.39218, "Y1": 0.7992, "X2": 0.39218, "Y2": 0.799, "X3": 0.3841, "Y3": 0.7998, "X4": 0.3841, "Y4": 0.7868, "page": 0}, {"Word": "-", "Confidence": 0.894, "X1": 0.82749, "Y1": 0.7982, "X2": 0.82884, "Y2": 0.798, "X3": 0.82075, "Y3": 0.7998, "X4": 0.81941, "Y4": 0.7858, "page": 0}, {"Word": "8821", "Confidence": 0.555, "X1": 0.48383, "Y1": 0.8222, "X2": 0.51887, "Y2": 0.822, "X3": 0.52022, "Y3": 0.8378, "X4": 0.48518, "Y4": 0.8388, "page": 0}, {"Word": "88217", "Confidence": 0.849, "X1": 0.92049, "Y1": 0.8252, "X2": 0.95957, "Y2": 0.825, "X3": 0.95822, "Y3": 0.8368, "X4": 0.92049, "Y4": 0.8368, "page": 0}, {"Word": "CLARK", "Confidence": 0.995, "X1": 0.63612, "Y1": 0.8512, "X2": 0.70755, "Y2": 0.851, "X3": 0.70755, "Y3": 0.8678, "X4": 0.63612, "Y4": 0.8678, "page": 0}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.19811, "Y1": 0.8512, "X2": 0.27224, "Y2": 0.851, "X3": 0.27224, "Y3": 0.8688, "X4": 0.19811, "Y4": 0.8688, "page": 0}, {"Word": "DORAL", "Confidence": 0.7, "X1": 0.44474, "Y1": 0.9072, "X2": 0.52561, "Y2": 0.907, "X3": 0.52695, "Y3": 0.9238, "X4": 0.44474, "Y4": 0.9268, "page": 0}, {"Word": "DORAL", "Confidence": 0.619, "X1": 0.87871, "Y1": 0.9072, "X2": 0.96092, "Y2": 0.907, "X3": 0.96226, "Y3": 0.9228, "X4": 0.87871, "Y4": 0.9268, "page": 0}, {"Word": "$200 OFF", "Confidence": 0.9415, "X1": 0.13208, "Y1": 0.8962, "X2": 0.34097, "Y2": 0.896, "X3": 0.34097, "Y3": 0.9348, "X4": 0.13073, "Y4": 0.9328, "page": 0}, {"Word": "$200 OFF", "Confidence": 0.9855, "X1": 0.56604, "Y1": 0.8962, "X2": 0.77763, "Y2": 0.896, "X3": 0.77628, "Y3": 0.9358, "X4": 0.56469, "Y4": 0.9308, "page": 0}, {"Word": "-", "Confidence": 0.981, "X1": 0.42049, "Y1": 0.9392, "X2": 0.42183, "Y2": 0.939, "X3": 0.4124, "Y3": 0.9398, "X4": 0.41105, "Y4": 0.9238, "page": 0}, {"Word": "One Carton of Doral", "Confidence": 0.99625, "X1": 0.1442, "Y1": 0.9382, "X2": 0.33423, "Y2": 0.938, "X3": 0.33423, "Y3": 0.9528, "X4": 0.1442, "Y4": 0.9528, "page": 0}, {"Word": "One Carton of Doral", "Confidence": 0.99675, "X1": 0.57817, "Y1": 0.9382, "X2": 0.77089, "Y2": 0.938, "X3": 0.77089, "Y3": 0.9528, "X4": 0.57817, "Y4": 0.9528, "page": 0}], "words_data": [{"Word": "Enjoy", "Confidence": 0.994, "X1": 0.15499, "Y1": 0.0032, "X2": 0.20755, "Y2": 0.003, "X3": 0.2062, "Y3": 0.0318, "X4": 0.15364, "Y4": 0.0328, "page": 0, "Index": 0}, {"Word": "the", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.0032, "X2": 0.24798, "Y2": 0.003, "X3": 0.24663, "Y3": 0.0308, "X4": 0.21429, "Y4": 0.0318, "page": 0, "Index": 1}, {"Word": "attached", "Confidence": 0.996, "X1": 0.25472, "Y1": 0.0032, "X2": 0.34771, "Y2": 0.003, "X3": 0.34906, "Y3": 0.0308, "X4": 0.25472, "Y4": 0.0308, "page": 0, "Index": 2}, {"Word": "DORAL", "Confidence": 0.629, "X1": 0.40701, "Y1": 0.0112, "X2": 0.5283, "Y2": 0.011, "X3": 0.531, "Y3": 0.0348, "X4": 0.40701, "Y4": 0.0358, "page": 0, "Index": 3}, {"Word": "and", "Confidence": 0.998, "X1": 0.5876, "Y1": 0.0192, "X2": 0.63208, "Y2": 0.019, "X3": 0.63208, "Y3": 0.0408, "X4": 0.5876, "Y4": 0.0408, "page": 0, "Index": 4}, {"Word": "coupons", "Confidence": 0.993, "X1": 0.15499, "Y1": 0.0332, "X2": 0.2372, "Y2": 0.033, "X3": 0.2372, "Y3": 0.0568, "X4": 0.15499, "Y4": 0.0578, "page": 0, "Index": 5}, {"Word": "from", "Confidence": 0.99, "X1": 0.24259, "Y1": 0.0322, "X2": 0.29111, "Y2": 0.032, "X3": 0.29111, "Y3": 0.0558, "X4": 0.24394, "Y4": 0.0568, "page": 0, "Index": 6}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.70889, "Y1": 0.0182, "X2": 0.81941, "Y2": 0.018, "X3": 0.81941, "Y3": 0.0498, "X4": 0.70755, "Y4": 0.0488, "page": 0, "Index": 7}, {"Word": "More", "Confidence": 0.795, "X1": 0.51213, "Y1": 0.0432, "X2": 0.56469, "Y2": 0.043, "X3": 0.56739, "Y3": 0.0678, "X4": 0.51348, "Y4": 0.0708, "page": 0, "Index": 8}, {"Word": "Imagine", "Confidence": 0.702, "X1": 0.37601, "Y1": 0.0552, "X2": 0.4407, "Y2": 0.055, "X3": 0.44205, "Y3": 0.0768, "X4": 0.37871, "Y4": 0.0848, "page": 0, "Index": 9}, {"Word": "Getting", "Confidence": 0.608, "X1": 0.44609, "Y1": 0.0482, "X2": 0.50674, "Y2": 0.048, "X3": 0.50809, "Y3": 0.0718, "X4": 0.44879, "Y4": 0.0768, "page": 0, "Index": 10}, {"Word": "Now", "Confidence": 0.998, "X1": 0.64286, "Y1": 0.1662, "X2": 0.73989, "Y2": 0.166, "X3": 0.7345, "Y3": 0.2098, "X4": 0.64016, "Y4": 0.2088, "page": 0, "Index": 11}, {"Word": "my", "Confidence": 0.998, "X1": 0.75337, "Y1": 0.1662, "X2": 0.83558, "Y2": 0.166, "X3": 0.82749, "Y3": 0.2128, "X4": 0.74798, "Y4": 0.2108, "page": 0, "Index": 12}, {"Word": "favorite", "Confidence": 0.995, "X1": 0.54447, "Y1": 0.2172, "X2": 0.69677, "Y2": 0.217, "X3": 0.69677, "Y3": 0.2768, "X4": 0.54313, "Y4": 0.2788, "page": 0, "Index": 13}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.71429, "Y1": 0.2162, "X2": 0.91375, "Y2": 0.216, "X3": 0.9124, "Y3": 0.2788, "X4": 0.71294, "Y4": 0.2768, "page": 0, "Index": 14}, {"Word": "-", "Confidence": 0.97, "X1": 0.13342, "Y1": 0.3032, "X2": 0.14016, "Y2": 0.303, "X3": 0.14151, "Y3": 0.3098, "X4": 0.13342, "Y4": 0.3098, "page": 0, "Index": 15}, {"Word": "lasts", "Confidence": 0.993, "X1": 0.53639, "Y1": 0.2782, "X2": 0.62264, "Y2": 0.278, "X3": 0.6186, "Y3": 0.3428, "X4": 0.531, "Y4": 0.3418, "page": 0, "Index": 16}, {"Word": "even", "Confidence": 0.986, "X1": 0.64016, "Y1": 0.2792, "X2": 0.72776, "Y2": 0.279, "X3": 0.72372, "Y3": 0.3448, "X4": 0.63612, "Y4": 0.3438, "page": 0, "Index": 17}, {"Word": "longer.\"", "Confidence": 0.89, "X1": 0.74528, "Y1": 0.2782, "X2": 0.92183, "Y2": 0.278, "X3": 0.91914, "Y3": 0.3448, "X4": 0.74124, "Y4": 0.3448, "page": 0, "Index": 18}, {"Word": "Now", "Confidence": 0.995, "X1": 0.52695, "Y1": 0.4742, "X2": 0.57682, "Y2": 0.474, "X3": 0.57547, "Y3": 0.5068, "X4": 0.52561, "Y4": 0.5068, "page": 0, "Index": 19}, {"Word": "Packed", "Confidence": 0.997, "X1": 0.58491, "Y1": 0.4752, "X2": 0.66173, "Y2": 0.475, "X3": 0.66038, "Y3": 0.5068, "X4": 0.58356, "Y4": 0.5068, "page": 0, "Index": 20}, {"Word": "Tighter", "Confidence": 0.996, "X1": 0.66981, "Y1": 0.4752, "X2": 0.74798, "Y2": 0.475, "X3": 0.74663, "Y3": 0.5068, "X4": 0.66846, "Y4": 0.5068, "page": 0, "Index": 21}, {"Word": "To", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.4752, "X2": 0.77898, "Y2": 0.475, "X3": 0.77763, "Y3": 0.5068, "X4": 0.75472, "Y4": 0.5068, "page": 0, "Index": 22}, {"Word": "Burn", "Confidence": 0.983, "X1": 0.78706, "Y1": 0.4752, "X2": 0.84097, "Y2": 0.475, "X3": 0.83962, "Y3": 0.5058, "X4": 0.78571, "Y4": 0.5058, "page": 0, "Index": 23}, {"Word": "Slower", "Confidence": 0.97, "X1": 0.84906, "Y1": 0.4742, "X2": 0.94205, "Y2": 0.474, "X3": 0.9407, "Y3": 0.5028, "X4": 0.84771, "Y4": 0.5048, "page": 0, "Index": 24}, {"Word": "DORAL", "Confidence": 0.993, "X1": 0.21833, "Y1": 0.5192, "X2": 0.34636, "Y2": 0.519, "X3": 0.34771, "Y3": 0.5428, "X4": 0.21833, "Y4": 0.5438, "page": 0, "Index": 25}, {"Word": "More", "Confidence": 0.953, "X1": 0.33154, "Y1": 0.5542, "X2": 0.37871, "Y2": 0.554, "X3": 0.3814, "Y3": 0.5778, "X4": 0.33423, "Y4": 0.5808, "page": 0, "Index": 26}, {"Word": "$2275", "Confidence": 0.633, "X1": 0.95822, "Y1": 0.5762, "X2": 0.95957, "Y2": 0.576, "X3": 0.94609, "Y3": 0.5768, "X4": 0.94474, "Y4": 0.5418, "page": 0, "Index": 27}, {"Word": "Imagine", "Confidence": 0.635, "X1": 0.18464, "Y1": 0.5632, "X2": 0.25202, "Y2": 0.563, "X3": 0.25472, "Y3": 0.5868, "X4": 0.18733, "Y4": 0.5958, "page": 0, "Index": 28}, {"Word": "Getting", "Confidence": 0.857, "X1": 0.25876, "Y1": 0.5572, "X2": 0.32615, "Y2": 0.557, "X3": 0.32749, "Y3": 0.5808, "X4": 0.26146, "Y4": 0.5868, "page": 0, "Index": 29}, {"Word": "SURGEON", "Confidence": 0.994, "X1": 0.56739, "Y1": 0.5752, "X2": 0.63881, "Y2": 0.575, "X3": 0.64016, "Y3": 0.5928, "X4": 0.56739, "Y4": 0.5918, "page": 0, "Index": 30}, {"Word": "GENERAL'S", "Confidence": 0.991, "X1": 0.6442, "Y1": 0.5752, "X2": 0.72507, "Y2": 0.575, "X3": 0.72642, "Y3": 0.5938, "X4": 0.6442, "Y4": 0.5928, "page": 0, "Index": 31}, {"Word": "WARNING:", "Confidence": 0.991, "X1": 0.73046, "Y1": 0.5762, "X2": 0.80728, "Y2": 0.576, "X3": 0.80728, "Y3": 0.5938, "X4": 0.73046, "Y4": 0.5938, "page": 0, "Index": 32}, {"Word": "Quitting", "Confidence": 0.971, "X1": 0.81132, "Y1": 0.5762, "X2": 0.86792, "Y2": 0.576, "X3": 0.86792, "Y3": 0.5938, "X4": 0.81267, "Y4": 0.5938, "page": 0, "Index": 33}, {"Word": "Smoking", "Confidence": 0.994, "X1": 0.87197, "Y1": 0.5772, "X2": 0.93531, "Y2": 0.577, "X3": 0.93531, "Y3": 0.5948, "X4": 0.87332, "Y4": 0.5938, "page": 0, "Index": 34}, {"Word": "Now", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.5952, "X2": 0.59973, "Y2": 0.595, "X3": 0.59973, "Y3": 0.6118, "X4": 0.56739, "Y4": 0.6108, "page": 0, "Index": 35}, {"Word": "Greatly", "Confidence": 0.949, "X1": 0.60647, "Y1": 0.5952, "X2": 0.65499, "Y2": 0.595, "X3": 0.65499, "Y3": 0.6118, "X4": 0.60647, "Y4": 0.6118, "page": 0, "Index": 36}, {"Word": "Reduces", "Confidence": 0.995, "X1": 0.66038, "Y1": 0.5952, "X2": 0.72102, "Y2": 0.595, "X3": 0.72102, "Y3": 0.6128, "X4": 0.65903, "Y4": 0.6128, "page": 0, "Index": 37}, {"Word": "Serious", "Confidence": 0.995, "X1": 0.72642, "Y1": 0.5952, "X2": 0.77898, "Y2": 0.595, "X3": 0.77898, "Y3": 0.6128, "X4": 0.72507, "Y4": 0.6128, "page": 0, "Index": 38}, {"Word": "Risks", "Confidence": 0.955, "X1": 0.78437, "Y1": 0.5952, "X2": 0.8221, "Y2": 0.595, "X3": 0.8221, "Y3": 0.6128, "X4": 0.78302, "Y4": 0.6128, "page": 0, "Index": 39}, {"Word": "to", "Confidence": 0.997, "X1": 0.82615, "Y1": 0.5952, "X2": 0.84367, "Y2": 0.595, "X3": 0.84367, "Y3": 0.6128, "X4": 0.82615, "Y4": 0.6128, "page": 0, "Index": 40}, {"Word": "Your", "Confidence": 0.994, "X1": 0.84771, "Y1": 0.5962, "X2": 0.88005, "Y2": 0.596, "X3": 0.88005, "Y3": 0.6118, "X4": 0.84771, "Y4": 0.6128, "page": 0, "Index": 41}, {"Word": "Health.", "Confidence": 0.901, "X1": 0.88544, "Y1": 0.5962, "X2": 0.93396, "Y2": 0.596, "X3": 0.93396, "Y3": 0.6118, "X4": 0.8841, "Y4": 0.6118, "page": 0, "Index": 42}, {"Word": "4857", "Confidence": 0.944, "X1": 0.96092, "Y1": 0.6152, "X2": 0.96226, "Y2": 0.615, "X3": 0.94744, "Y3": 0.6158, "X4": 0.94609, "Y4": 0.5868, "page": 0, "Index": 43}, {"Word": "88218", "Confidence": 0.905, "X1": 0.92049, "Y1": 0.6612, "X2": 0.95687, "Y2": 0.661, "X3": 0.95687, "Y3": 0.6728, "X4": 0.92183, "Y4": 0.6738, "page": 0, "Index": 44}, {"Word": "CLARK", "Confidence": 0.996, "X1": 0.19811, "Y1": 0.6872, "X2": 0.26415, "Y2": 0.687, "X3": 0.26415, "Y3": 0.7058, "X4": 0.19811, "Y4": 0.7068, "page": 0, "Index": 45}, {"Word": "CLARK", "Confidence": 0.915, "X1": 0.63342, "Y1": 0.6882, "X2": 0.70081, "Y2": 0.688, "X3": 0.70081, "Y3": 0.7058, "X4": 0.63342, "Y4": 0.7058, "page": 0, "Index": 46}, {"Word": "-", "Confidence": 0.939, "X1": 0.42049, "Y1": 0.7662, "X2": 0.42049, "Y2": 0.766, "X3": 0.4124, "Y3": 0.7658, "X4": 0.4124, "Y4": 0.7628, "page": 0, "Index": 47}, {"Word": "DORAL", "Confidence": 0.771, "X1": 0.44474, "Y1": 0.7452, "X2": 0.52156, "Y2": 0.745, "X3": 0.52291, "Y3": 0.7608, "X4": 0.44474, "Y4": 0.7648, "page": 0, "Index": 48}, {"Word": "DORAI", "Confidence": 0.832, "X1": 0.88005, "Y1": 0.7452, "X2": 0.95553, "Y2": 0.745, "X3": 0.95687, "Y3": 0.7618, "X4": 0.88005, "Y4": 0.7658, "page": 0, "Index": 49}, {"Word": "40\u00a2", "Confidence": 0.616, "X1": 0.13881, "Y1": 0.7332, "X2": 0.21698, "Y2": 0.733, "X3": 0.21563, "Y3": 0.7708, "X4": 0.13612, "Y4": 0.7708, "page": 0, "Index": 50}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.22642, "Y1": 0.7342, "X2": 0.32749, "Y2": 0.734, "X3": 0.32884, "Y3": 0.7688, "X4": 0.22507, "Y4": 0.7708, "page": 0, "Index": 51}, {"Word": "40\u00a2", "Confidence": 0.655, "X1": 0.57412, "Y1": 0.7342, "X2": 0.65094, "Y2": 0.734, "X3": 0.65094, "Y3": 0.7708, "X4": 0.57278, "Y4": 0.7708, "page": 0, "Index": 52}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.66038, "Y1": 0.7352, "X2": 0.76146, "Y2": 0.735, "X3": 0.76146, "Y3": 0.7698, "X4": 0.66038, "Y4": 0.7708, "page": 0, "Index": 53}, {"Word": "-", "Confidence": 0.749, "X1": 0.85849, "Y1": 0.7772, "X2": 0.85714, "Y2": 0.777, "X3": 0.84232, "Y3": 0.7758, "X4": 0.84367, "Y4": 0.7688, "page": 0, "Index": 54}, {"Word": "One", "Confidence": 0.998, "X1": 0.1496, "Y1": 0.7742, "X2": 0.19003, "Y2": 0.774, "X3": 0.19003, "Y3": 0.7908, "X4": 0.14825, "Y4": 0.7908, "page": 0, "Index": 55}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.19407, "Y1": 0.7742, "X2": 0.24528, "Y2": 0.774, "X3": 0.24528, "Y3": 0.7908, "X4": 0.19407, "Y4": 0.7908, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.7752, "X2": 0.26819, "Y2": 0.775, "X3": 0.26819, "Y3": 0.7908, "X4": 0.25202, "Y4": 0.7908, "page": 0, "Index": 57}, {"Word": "Doral", "Confidence": 0.991, "X1": 0.27358, "Y1": 0.7772, "X2": 0.31941, "Y2": 0.777, "X3": 0.32075, "Y3": 0.7908, "X4": 0.27358, "Y4": 0.7908, "page": 0, "Index": 58}, {"Word": "-", "Confidence": 0.891, "X1": 0.39218, "Y1": 0.7942, "X2": 0.39218, "Y2": 0.794, "X3": 0.3841, "Y3": 0.7938, "X4": 0.3841, "Y4": 0.7898, "page": 0, "Index": 59}, {"Word": "One", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.7742, "X2": 0.62668, "Y2": 0.774, "X3": 0.62534, "Y3": 0.7918, "X4": 0.58491, "Y4": 0.7918, "page": 0, "Index": 60}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.63073, "Y1": 0.7752, "X2": 0.68194, "Y2": 0.775, "X3": 0.68194, "Y3": 0.7908, "X4": 0.63073, "Y4": 0.7918, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.991, "X1": 0.68733, "Y1": 0.7752, "X2": 0.7035, "Y2": 0.775, "X3": 0.70485, "Y3": 0.7908, "X4": 0.68733, "Y4": 0.7908, "page": 0, "Index": 62}, {"Word": "Doral", "Confidence": 0.996, "X1": 0.70889, "Y1": 0.7762, "X2": 0.75741, "Y2": 0.776, "X3": 0.75741, "Y3": 0.7918, "X4": 0.70889, "Y4": 0.7908, "page": 0, "Index": 63}, {"Word": "-", "Confidence": 0.894, "X1": 0.83019, "Y1": 0.7972, "X2": 0.83019, "Y2": 0.797, "X3": 0.82075, "Y3": 0.7978, "X4": 0.82075, "Y4": 0.7928, "page": 0, "Index": 64}, {"Word": "8821", "Confidence": 0.555, "X1": 0.48383, "Y1": 0.8222, "X2": 0.51887, "Y2": 0.822, "X3": 0.52022, "Y3": 0.8368, "X4": 0.48518, "Y4": 0.8388, "page": 0, "Index": 65}, {"Word": "88217", "Confidence": 0.849, "X1": 0.92183, "Y1": 0.8252, "X2": 0.95957, "Y2": 0.825, "X3": 0.95957, "Y3": 0.8368, "X4": 0.92183, "Y4": 0.8368, "page": 0, "Index": 66}, {"Word": "CLARK", "Confidence": 0.995, "X1": 0.63612, "Y1": 0.8522, "X2": 0.69946, "Y2": 0.852, "X3": 0.69946, "Y3": 0.8678, "X4": 0.63612, "Y4": 0.8688, "page": 0, "Index": 67}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.19946, "Y1": 0.8522, "X2": 0.2655, "Y2": 0.852, "X3": 0.2655, "Y3": 0.8688, "X4": 0.19946, "Y4": 0.8688, "page": 0, "Index": 68}, {"Word": "-", "Confidence": 0.981, "X1": 0.42049, "Y1": 0.9282, "X2": 0.42049, "Y2": 0.928, "X3": 0.41105, "Y3": 0.9278, "X4": 0.41105, "Y4": 0.9238, "page": 0, "Index": 69}, {"Word": "DORAL", "Confidence": 0.7, "X1": 0.44474, "Y1": 0.9082, "X2": 0.52426, "Y2": 0.908, "X3": 0.52561, "Y3": 0.9248, "X4": 0.44609, "Y4": 0.9268, "page": 0, "Index": 70}, {"Word": "DORAL", "Confidence": 0.619, "X1": 0.8814, "Y1": 0.9082, "X2": 0.96092, "Y2": 0.908, "X3": 0.96092, "Y3": 0.9238, "X4": 0.88005, "Y4": 0.9268, "page": 0, "Index": 71}, {"Word": "$200", "Confidence": 0.885, "X1": 0.13342, "Y1": 0.8952, "X2": 0.22507, "Y2": 0.895, "X3": 0.22372, "Y3": 0.9348, "X4": 0.13208, "Y4": 0.9318, "page": 0, "Index": 72}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.23585, "Y1": 0.8972, "X2": 0.33693, "Y2": 0.897, "X3": 0.33693, "Y3": 0.9338, "X4": 0.2345, "Y4": 0.9348, "page": 0, "Index": 73}, {"Word": "$200", "Confidence": 0.973, "X1": 0.56739, "Y1": 0.8962, "X2": 0.66038, "Y2": 0.896, "X3": 0.65903, "Y3": 0.9338, "X4": 0.56469, "Y4": 0.9308, "page": 0, "Index": 74}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.8972, "X2": 0.77224, "Y2": 0.897, "X3": 0.76954, "Y3": 0.9358, "X4": 0.66981, "Y4": 0.9338, "page": 0, "Index": 75}, {"Word": "One", "Confidence": 0.993, "X1": 0.1442, "Y1": 0.9382, "X2": 0.18598, "Y2": 0.938, "X3": 0.18464, "Y3": 0.9528, "X4": 0.1442, "Y4": 0.9538, "page": 0, "Index": 76}, {"Word": "Carton", "Confidence": 0.997, "X1": 0.18868, "Y1": 0.9382, "X2": 0.26146, "Y2": 0.938, "X3": 0.26011, "Y3": 0.9528, "X4": 0.18868, "Y4": 0.9528, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.26819, "Y1": 0.9382, "X2": 0.28437, "Y2": 0.938, "X3": 0.28302, "Y3": 0.9528, "X4": 0.26819, "Y4": 0.9528, "page": 0, "Index": 78}, {"Word": "Doral", "Confidence": 0.997, "X1": 0.28841, "Y1": 0.9392, "X2": 0.33423, "Y2": 0.939, "X3": 0.33423, "Y3": 0.9538, "X4": 0.28706, "Y4": 0.9528, "page": 0, "Index": 79}, {"Word": "One", "Confidence": 0.994, "X1": 0.57951, "Y1": 0.9382, "X2": 0.62264, "Y2": 0.938, "X3": 0.62129, "Y3": 0.9538, "X4": 0.57951, "Y4": 0.9528, "page": 0, "Index": 80}, {"Word": "Carton", "Confidence": 0.997, "X1": 0.62668, "Y1": 0.9392, "X2": 0.69811, "Y2": 0.939, "X3": 0.69677, "Y3": 0.9538, "X4": 0.62534, "Y4": 0.9538, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.998, "X1": 0.7035, "Y1": 0.9392, "X2": 0.71968, "Y2": 0.939, "X3": 0.71833, "Y3": 0.9538, "X4": 0.70216, "Y4": 0.9538, "page": 0, "Index": 82}, {"Word": "Doral", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.9392, "X2": 0.77224, "Y2": 0.939, "X3": 0.77089, "Y3": 0.9528, "X4": 0.72237, "Y4": 0.9538, "page": 0, "Index": 83}]}
|
"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"
|
ffnf0086
| 0 |
{"lines_data": [{"Word": "52275 4856", "Confidence": 0.988, "X1": 0.787, "Y1": 0.04737, "X2": 0.881, "Y2": 0.04717, "X3": 0.881, "Y3": 0.06584, "X4": 0.787, "Y4": 0.06988, "page": 0}, {"Word": "Cart use", "Confidence": 0.2475, "X1": 0.648, "Y1": 0.26166, "X2": 0.638, "Y2": 0.26146, "X3": 0.68, "Y3": 0.25856, "X4": 0.691, "Y4": 0.59414, "page": 0}, {"Word": "7", "Confidence": 0.697, "X1": 0.689, "Y1": 0.67405, "X2": 0.693, "Y2": 0.67385, "X3": 0.645, "Y3": 0.68039, "X4": 0.641, "Y4": 0.60357, "page": 0}], "words_data": [{"Word": "4856", "Confidence": 0.982, "X1": 0.842, "Y1": 0.04737, "X2": 0.879, "Y2": 0.04717, "X3": 0.879, "Y3": 0.06584, "X4": 0.842, "Y4": 0.06719, "page": 0, "Index": 0}, {"Word": "52275", "Confidence": 0.994, "X1": 0.788, "Y1": 0.04872, "X2": 0.833, "Y2": 0.04852, "X3": 0.832, "Y3": 0.06853, "X4": 0.787, "Y4": 0.07123, "page": 0, "Index": 1}, {"Word": "use", "Confidence": 0.246, "X1": 0.64, "Y1": 0.26435, "X2": 0.638, "Y2": 0.26415, "X3": 0.68, "Y3": 0.25991, "X4": 0.684, "Y4": 0.37177, "page": 0, "Index": 2}, {"Word": "Cart", "Confidence": 0.249, "X1": 0.648, "Y1": 0.41395, "X2": 0.641, "Y2": 0.41375, "X3": 0.685, "Y3": 0.4122, "X4": 0.69, "Y4": 0.57123, "page": 0, "Index": 3}, {"Word": "7", "Confidence": 0.697, "X1": 0.691, "Y1": 0.67405, "X2": 0.693, "Y2": 0.67385, "X3": 0.645, "Y3": 0.6777, "X4": 0.643, "Y4": 0.63592, "page": 0, "Index": 4}]}
|
"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"
|
ffnf0086
| 2 |
{"lines_data": [{"Word": "7-5+428", "Confidence": 0.745, "X1": 0.37062, "Y1": 0.0622, "X2": 0.2345, "Y2": 0.062, "X3": 0.2345, "Y3": 0.0398, "X4": 0.37197, "Y4": 0.0408, "page": 0}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.6159, "Y1": 0.0832, "X2": 0.45957, "Y2": 0.083, "X3": 0.45957, "Y3": 0.0508, "X4": 0.6159, "Y4": 0.0508, "page": 0}, {"Word": "handled", "Confidence": 0.471, "X1": 0.37332, "Y1": 0.0842, "X2": 0.24798, "Y2": 0.084, "X3": 0.24798, "Y3": 0.0638, "X4": 0.37332, "Y4": 0.0618, "page": 0}, {"Word": "same issue", "Confidence": 0.9685, "X1": 0.37062, "Y1": 0.1022, "X2": 0.2062, "Y2": 0.102, "X3": 0.20755, "Y3": 0.0828, "X4": 0.37197, "Y4": 0.0858, "page": 0}, {"Word": "no response", "Confidence": 0.851, "X1": 0.36927, "Y1": 0.1272, "X2": 0.20889, "Y2": 0.127, "X3": 0.21024, "Y3": 0.1058, "X4": 0.37062, "Y4": 0.1098, "page": 0}, {"Word": "'They're jampacked.\"", "Confidence": 0.888, "X1": 0.88814, "Y1": 0.2522, "X2": 0.19003, "Y2": 0.252, "X3": 0.18868, "Y3": 0.1498, "X4": 0.88679, "Y4": 0.1458, "page": 0}, {"Word": "Special Savings Inside", "Confidence": 0.62867, "X1": 0.45822, "Y1": 0.3272, "X2": 0.84367, "Y2": 0.327, "X3": 0.84501, "Y3": 0.3668, "X4": 0.45822, "Y4": 0.3708, "page": 0}, {"Word": "P.O. Box 834039", "Confidence": 0.87967, "X1": 0.45283, "Y1": 0.3942, "X2": 0.55121, "Y2": 0.394, "X3": 0.55121, "Y3": 0.4048, "X4": 0.45283, "Y4": 0.4048, "page": 0}, {"Word": "Richardson, TX 75083-4039", "Confidence": 0.72967, "X1": 0.45283, "Y1": 0.4052, "X2": 0.6186, "Y2": 0.405, "X3": 0.61995, "Y3": 0.4178, "X4": 0.45283, "Y4": 0.4188, "page": 0}, {"Word": "PAID", "Confidence": 0.986, "X1": 0.81402, "Y1": 0.4092, "X2": 0.85175, "Y2": 0.409, "X3": 0.85445, "Y3": 0.4228, "X4": 0.81402, "Y4": 0.4218, "page": 0}, {"Word": "CHANGE SERVICE REQUESTED", "Confidence": 0.838, "X1": 0.45148, "Y1": 0.4322, "X2": 0.62264, "Y2": 0.432, "X3": 0.62264, "Y3": 0.4438, "X4": 0.45148, "Y4": 0.4448, "page": 0}, {"Word": "hay Packed T.", "Confidence": 0.47533, "X1": 0.20755, "Y1": 0.4332, "X2": 0.30728, "Y2": 0.433, "X3": 0.30728, "Y3": 0.4548, "X4": 0.20755, "Y4": 0.4538, "page": 0}, {"Word": "To Burn Ster", "Confidence": 0.46867, "X1": 0.22102, "Y1": 0.4512, "X2": 0.30458, "Y2": 0.451, "X3": 0.30458, "Y3": 0.4748, "X4": 0.22507, "Y4": 0.4738, "page": 0}, {"Word": "SBYNCXXT #AUTO ************* 3-DIGIT 462", "Confidence": 0.6626, "X1": 0.49191, "Y1": 0.4732, "X2": 0.83558, "Y2": 0.473, "X3": 0.83558, "Y3": 0.4858, "X4": 0.49191, "Y4": 0.4868, "page": 0}, {"Word": "80841238168038064#", "Confidence": 0.294, "X1": 0.49191, "Y1": 0.4872, "X2": 0.64825, "Y2": 0.487, "X3": 0.64825, "Y3": 0.4978, "X4": 0.49191, "Y4": 0.4978, "page": 0}, {"Word": "R55-00", "Confidence": 0.794, "X1": 0.76415, "Y1": 0.4972, "X2": 0.81806, "Y2": 0.497, "X3": 0.81806, "Y3": 0.5078, "X4": 0.76415, "Y4": 0.5088, "page": 0}, {"Word": "DORAL", "Confidence": 0.993, "X1": 0.21698, "Y1": 0.4912, "X2": 0.3248, "Y2": 0.491, "X3": 0.3248, "Y3": 0.5128, "X4": 0.21698, "Y4": 0.5108, "page": 0}, {"Word": "ID=084123816", "Confidence": 0.77, "X1": 0.49057, "Y1": 0.4982, "X2": 0.59704, "Y2": 0.498, "X3": 0.59704, "Y3": 0.5088, "X4": 0.49057, "Y4": 0.5098, "page": 0}, {"Word": "803806", "Confidence": 0.478, "X1": 0.63342, "Y1": 0.4982, "X2": 0.68868, "Y2": 0.498, "X3": 0.68868, "Y3": 0.5088, "X4": 0.63342, "Y4": 0.5088, "page": 0}, {"Word": "MELISSA ANDERSON", "Confidence": 0.7445, "X1": 0.48922, "Y1": 0.5112, "X2": 0.63477, "Y2": 0.511, "X3": 0.63477, "Y3": 0.5218, "X4": 0.48922, "Y4": 0.5228, "page": 0}, {"Word": "COOB", "Confidence": 0.363, "X1": 0.7965, "Y1": 0.5142, "X2": 0.83288, "Y2": 0.514, "X3": 0.83288, "Y3": 0.5228, "X4": 0.79784, "Y4": 0.5238, "page": 0}, {"Word": "700 K ALABAMA ST APT 221", "Confidence": 0.85767, "X1": 0.49057, "Y1": 0.5222, "X2": 0.69677, "Y2": 0.522, "X3": 0.69677, "Y3": 0.5328, "X4": 0.49057, "Y4": 0.5328, "page": 0}, {"Word": "INDIANAPOLIS IN 46204-1353", "Confidence": 0.743, "X1": 0.49057, "Y1": 0.5342, "X2": 0.71294, "Y2": 0.534, "X3": 0.71294, "Y3": 0.5458, "X4": 0.49057, "Y4": 0.5468, "page": 0}, {"Word": "MAILING RESTRICTED TO SMOKERS 21 YEARS OF AGE OR OLDER", "Confidence": 0.9722, "X1": 0.46765, "Y1": 0.5832, "X2": 0.85849, "Y2": 0.583, "X3": 0.85849, "Y3": 0.5948, "X4": 0.46765, "Y4": 0.5968, "page": 0}, {"Word": "52275 4858", "Confidence": 0.969, "X1": 0.95822, "Y1": 0.5922, "X2": 0.95418, "Y2": 0.592, "X3": 0.93935, "Y3": 0.5918, "X4": 0.9434, "Y4": 0.5158, "page": 0}, {"Word": ": One Pack of DORAL", "Confidence": 0.936, "X1": 0.52965, "Y1": 0.6862, "X2": 0.32749, "Y2": 0.686, "X3": 0.32749, "Y3": 0.6668, "X4": 0.52965, "Y4": 0.6668, "page": 0}, {"Word": "One Pack of DORAL", "Confidence": 0.97275, "X1": 0.95957, "Y1": 0.6842, "X2": 0.76011, "Y2": 0.684, "X3": 0.76011, "Y3": 0.6648, "X4": 0.95822, "Y4": 0.6628, "page": 0}, {"Word": "40\u00a2 OFF", "Confidence": 0.8075, "X1": 0.96631, "Y1": 0.7282, "X2": 0.75606, "Y2": 0.728, "X3": 0.75606, "Y3": 0.6878, "X4": 0.96631, "Y4": 0.6868, "page": 0}, {"Word": "40\u00a2 OFF", "Confidence": 0.814, "X1": 0.52965, "Y1": 0.7302, "X2": 0.3248, "Y2": 0.73, "X3": 0.3248, "Y3": 0.6908, "X4": 0.52965, "Y4": 0.6888, "page": 0}, {"Word": "CLARK", "Confidence": 0.905, "X1": 0.26011, "Y1": 0.7562, "X2": 0.17925, "Y2": 0.756, "X3": 0.17925, "Y3": 0.7378, "X4": 0.25876, "Y4": 0.7368, "page": 0}, {"Word": "CLARK", "Confidence": 0.993, "X1": 0.69407, "Y1": 0.7542, "X2": 0.6186, "Y2": 0.754, "X3": 0.6186, "Y3": 0.7358, "X4": 0.69407, "Y4": 0.7348, "page": 0}, {"Word": "084123816", "Confidence": 0.651, "X1": 0.2628, "Y1": 0.7972, "X2": 0.19003, "Y2": 0.797, "X3": 0.19003, "Y3": 0.7848, "X4": 0.2628, "Y4": 0.7848, "page": 0}, {"Word": "084123816", "Confidence": 0.663, "X1": 0.69272, "Y1": 0.7972, "X2": 0.62129, "Y2": 0.797, "X3": 0.62129, "Y3": 0.7858, "X4": 0.69272, "Y4": 0.7858, "page": 0}, {"Word": "084123816", "Confidence": 0.939, "X1": 0.26146, "Y1": 0.8372, "X2": 0.18868, "Y2": 0.837, "X3": 0.18868, "Y3": 0.8228, "X4": 0.2628, "Y4": 0.8238, "page": 0}, {"Word": ".. 2", "Confidence": 0.4945, "X1": 0.469, "Y1": 0.8942, "X2": 0.43935, "Y2": 0.894, "X3": 0.43935, "Y3": 0.8818, "X4": 0.46765, "Y4": 0.8818, "page": 0}, {"Word": "One Carton of DORAL", "Confidence": 0.99425, "X1": 0.53235, "Y1": 0.9132, "X2": 0.3221, "Y2": 0.913, "X3": 0.3221, "Y3": 0.8928, "X4": 0.53235, "Y4": 0.8908, "page": 0}, {"Word": "One Carton of DORAL", "Confidence": 0.817, "X1": 0.97035, "Y1": 0.9102, "X2": 0.75606, "Y2": 0.91, "X3": 0.75606, "Y3": 0.8908, "X4": 0.969, "Y4": 0.8898, "page": 0}, {"Word": "$200 OFF", "Confidence": 0.987, "X1": 0.54043, "Y1": 0.9572, "X2": 0.31671, "Y2": 0.957, "X3": 0.31671, "Y3": 0.9158, "X4": 0.54043, "Y4": 0.9168, "page": 0}, {"Word": "CLARK", "Confidence": 0.991, "X1": 0.69677, "Y1": 0.9352, "X2": 0.62129, "Y2": 0.935, "X3": 0.62129, "Y3": 0.9168, "X4": 0.69677, "Y4": 0.9168, "page": 0}, {"Word": "$200 OFF", "Confidence": 0.978, "X1": 0.97709, "Y1": 0.9542, "X2": 0.75202, "Y2": 0.954, "X3": 0.75202, "Y3": 0.9128, "X4": 0.97709, "Y4": 0.9128, "page": 0}, {"Word": "CLARI", "Confidence": 0.766, "X1": 0.26011, "Y1": 0.9392, "X2": 0.18059, "Y2": 0.939, "X3": 0.18059, "Y3": 0.9198, "X4": 0.26011, "Y4": 0.9188, "page": 0}], "words_data": [{"Word": "7-5+428", "Confidence": 0.745, "X1": 0.37062, "Y1": 0.0632, "X2": 0.23854, "Y2": 0.063, "X3": 0.23854, "Y3": 0.0398, "X4": 0.36927, "Y4": 0.0418, "page": 0, "Index": 0}, {"Word": "CLARK", "Confidence": 0.997, "X1": 0.61725, "Y1": 0.0842, "X2": 0.47978, "Y2": 0.084, "X3": 0.48113, "Y3": 0.0518, "X4": 0.6159, "Y4": 0.0518, "page": 0, "Index": 1}, {"Word": "handled", "Confidence": 0.471, "X1": 0.36927, "Y1": 0.0842, "X2": 0.25472, "Y2": 0.084, "X3": 0.25606, "Y3": 0.0648, "X4": 0.36927, "Y4": 0.0628, "page": 0, "Index": 2}, {"Word": "issue", "Confidence": 0.979, "X1": 0.28976, "Y1": 0.1022, "X2": 0.21294, "Y2": 0.102, "X3": 0.21429, "Y3": 0.0838, "X4": 0.28976, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "same", "Confidence": 0.958, "X1": 0.36658, "Y1": 0.1052, "X2": 0.29515, "Y2": 0.105, "X3": 0.29515, "Y3": 0.0858, "X4": 0.36792, "Y4": 0.0868, "page": 0, "Index": 4}, {"Word": "response", "Confidence": 0.721, "X1": 0.31806, "Y1": 0.1272, "X2": 0.20889, "Y2": 0.127, "X3": 0.21024, "Y3": 0.1068, "X4": 0.31941, "Y4": 0.1088, "page": 0, "Index": 5}, {"Word": "no", "Confidence": 0.981, "X1": 0.36253, "Y1": 0.1302, "X2": 0.32615, "Y2": 0.13, "X3": 0.32749, "Y3": 0.1088, "X4": 0.36253, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "'They're", "Confidence": 0.806, "X1": 0.87871, "Y1": 0.2422, "X2": 0.6442, "Y2": 0.242, "X3": 0.6469, "Y3": 0.1468, "X4": 0.88679, "Y4": 0.1508, "page": 0, "Index": 7}, {"Word": "jampacked.\"", "Confidence": 0.97, "X1": 0.61725, "Y1": 0.2522, "X2": 0.19542, "Y2": 0.252, "X3": 0.19137, "Y3": 0.1578, "X4": 0.61995, "Y4": 0.1468, "page": 0, "Index": 8}, {"Word": "Inside", "Confidence": 0.896, "X1": 0.73046, "Y1": 0.3272, "X2": 0.84367, "Y2": 0.327, "X3": 0.84367, "Y3": 0.3678, "X4": 0.73046, "Y4": 0.3698, "page": 0, "Index": 9}, {"Word": "Special", "Confidence": 0.141, "X1": 0.45957, "Y1": 0.3312, "X2": 0.57817, "Y2": 0.331, "X3": 0.57817, "Y3": 0.3708, "X4": 0.45957, "Y4": 0.3708, "page": 0, "Index": 10}, {"Word": "Savings", "Confidence": 0.849, "X1": 0.58895, "Y1": 0.3302, "X2": 0.71968, "Y2": 0.33, "X3": 0.71968, "Y3": 0.3698, "X4": 0.58895, "Y4": 0.3708, "page": 0, "Index": 11}, {"Word": "P.O.", "Confidence": 0.991, "X1": 0.45418, "Y1": 0.3942, "X2": 0.47574, "Y2": 0.394, "X3": 0.47439, "Y3": 0.4048, "X4": 0.45418, "Y4": 0.4048, "page": 0, "Index": 12}, {"Word": "Box", "Confidence": 0.991, "X1": 0.47844, "Y1": 0.3942, "X2": 0.5027, "Y2": 0.394, "X3": 0.5027, "Y3": 0.4058, "X4": 0.47844, "Y4": 0.4048, "page": 0, "Index": 13}, {"Word": "834039", "Confidence": 0.657, "X1": 0.50674, "Y1": 0.3942, "X2": 0.54987, "Y2": 0.394, "X3": 0.54987, "Y3": 0.4048, "X4": 0.50539, "Y4": 0.4058, "page": 0, "Index": 14}, {"Word": "75083-4039", "Confidence": 0.864, "X1": 0.54717, "Y1": 0.4052, "X2": 0.6186, "Y2": 0.405, "X3": 0.6186, "Y3": 0.4178, "X4": 0.54717, "Y4": 0.4188, "page": 0, "Index": 15}, {"Word": "Richardson,", "Confidence": 0.328, "X1": 0.45418, "Y1": 0.4062, "X2": 0.52426, "Y2": 0.406, "X3": 0.52426, "Y3": 0.4188, "X4": 0.45418, "Y4": 0.4188, "page": 0, "Index": 16}, {"Word": "TX", "Confidence": 0.997, "X1": 0.5283, "Y1": 0.4062, "X2": 0.54447, "Y2": 0.406, "X3": 0.54447, "Y3": 0.4188, "X4": 0.5283, "Y4": 0.4188, "page": 0, "Index": 17}, {"Word": "PAID", "Confidence": 0.986, "X1": 0.81671, "Y1": 0.4092, "X2": 0.85175, "Y2": 0.409, "X3": 0.85175, "Y3": 0.4228, "X4": 0.81671, "Y4": 0.4228, "page": 0, "Index": 18}, {"Word": "CHANGE", "Confidence": 0.605, "X1": 0.45283, "Y1": 0.4332, "X2": 0.49865, "Y2": 0.433, "X3": 0.49865, "Y3": 0.4438, "X4": 0.45283, "Y4": 0.4448, "page": 0, "Index": 19}, {"Word": "SERVICE", "Confidence": 0.941, "X1": 0.50135, "Y1": 0.4332, "X2": 0.54852, "Y2": 0.433, "X3": 0.54852, "Y3": 0.4438, "X4": 0.50135, "Y4": 0.4438, "page": 0, "Index": 20}, {"Word": "REQUESTED", "Confidence": 0.968, "X1": 0.55256, "Y1": 0.4332, "X2": 0.61995, "Y2": 0.433, "X3": 0.6186, "Y3": 0.4448, "X4": 0.55121, "Y4": 0.4438, "page": 0, "Index": 21}, {"Word": "hay", "Confidence": 0.061, "X1": 0.20889, "Y1": 0.4332, "X2": 0.22237, "Y2": 0.433, "X3": 0.22237, "Y3": 0.4548, "X4": 0.20889, "Y4": 0.4548, "page": 0, "Index": 22}, {"Word": "Packed", "Confidence": 0.726, "X1": 0.22776, "Y1": 0.4342, "X2": 0.27493, "Y2": 0.434, "X3": 0.27763, "Y3": 0.4548, "X4": 0.22776, "Y4": 0.4548, "page": 0, "Index": 23}, {"Word": "T.", "Confidence": 0.639, "X1": 0.28167, "Y1": 0.4342, "X2": 0.30323, "Y2": 0.434, "X3": 0.30593, "Y3": 0.4548, "X4": 0.28302, "Y4": 0.4548, "page": 0, "Index": 24}, {"Word": "To", "Confidence": 0.609, "X1": 0.22237, "Y1": 0.4512, "X2": 0.22911, "Y2": 0.451, "X3": 0.22911, "Y3": 0.4748, "X4": 0.22237, "Y4": 0.4748, "page": 0, "Index": 25}, {"Word": "Burn", "Confidence": 0.785, "X1": 0.23585, "Y1": 0.4512, "X2": 0.26819, "Y2": 0.451, "X3": 0.26819, "Y3": 0.4748, "X4": 0.23585, "Y4": 0.4748, "page": 0, "Index": 26}, {"Word": "Ster", "Confidence": 0.012, "X1": 0.27358, "Y1": 0.4512, "X2": 0.30323, "Y2": 0.451, "X3": 0.30323, "Y3": 0.4748, "X4": 0.27493, "Y4": 0.4748, "page": 0, "Index": 27}, {"Word": "SBYNCXXT", "Confidence": 0.661, "X1": 0.49326, "Y1": 0.4762, "X2": 0.56199, "Y2": 0.476, "X3": 0.56199, "Y3": 0.4868, "X4": 0.49326, "Y4": 0.4858, "page": 0, "Index": 28}, {"Word": "#AUTO", "Confidence": 0.652, "X1": 0.57008, "Y1": 0.4752, "X2": 0.61186, "Y2": 0.475, "X3": 0.61186, "Y3": 0.4868, "X4": 0.57008, "Y4": 0.4868, "page": 0, "Index": 29}, {"Word": "*************", "Confidence": 0.194, "X1": 0.61995, "Y1": 0.4742, "X2": 0.73181, "Y2": 0.474, "X3": 0.73181, "Y3": 0.4868, "X4": 0.61995, "Y4": 0.4868, "page": 0, "Index": 30}, {"Word": "3-DIGIT", "Confidence": 0.951, "X1": 0.73989, "Y1": 0.4742, "X2": 0.79784, "Y2": 0.474, "X3": 0.79784, "Y3": 0.4868, "X4": 0.73989, "Y4": 0.4868, "page": 0, "Index": 31}, {"Word": "462", "Confidence": 0.855, "X1": 0.80728, "Y1": 0.4742, "X2": 0.83288, "Y2": 0.474, "X3": 0.83288, "Y3": 0.4858, "X4": 0.80728, "Y4": 0.4868, "page": 0, "Index": 32}, {"Word": "80841238168038064#", "Confidence": 0.294, "X1": 0.49326, "Y1": 0.4872, "X2": 0.6469, "Y2": 0.487, "X3": 0.64555, "Y3": 0.4978, "X4": 0.49326, "Y4": 0.4978, "page": 0, "Index": 33}, {"Word": "DORAL", "Confidence": 0.993, "X1": 0.22237, "Y1": 0.4912, "X2": 0.32075, "Y2": 0.491, "X3": 0.3221, "Y3": 0.5138, "X4": 0.22102, "Y4": 0.5118, "page": 0, "Index": 34}, {"Word": "ID=084123816", "Confidence": 0.77, "X1": 0.49191, "Y1": 0.4992, "X2": 0.59569, "Y2": 0.499, "X3": 0.59434, "Y3": 0.5098, "X4": 0.49191, "Y4": 0.5108, "page": 0, "Index": 35}, {"Word": "803806", "Confidence": 0.478, "X1": 0.63477, "Y1": 0.4982, "X2": 0.68598, "Y2": 0.498, "X3": 0.68598, "Y3": 0.5088, "X4": 0.63477, "Y4": 0.5098, "page": 0, "Index": 36}, {"Word": "R55-00", "Confidence": 0.794, "X1": 0.76415, "Y1": 0.4972, "X2": 0.81536, "Y2": 0.497, "X3": 0.81536, "Y3": 0.5088, "X4": 0.76415, "Y4": 0.5088, "page": 0, "Index": 37}, {"Word": "MELISSA", "Confidence": 0.903, "X1": 0.48922, "Y1": 0.5112, "X2": 0.55121, "Y2": 0.511, "X3": 0.55121, "Y3": 0.5218, "X4": 0.49057, "Y4": 0.5228, "page": 0, "Index": 38}, {"Word": "ANDERSON", "Confidence": 0.586, "X1": 0.5593, "Y1": 0.5122, "X2": 0.62938, "Y2": 0.512, "X3": 0.62803, "Y3": 0.5228, "X4": 0.5593, "Y4": 0.5218, "page": 0, "Index": 39}, {"Word": "COOB", "Confidence": 0.363, "X1": 0.7965, "Y1": 0.5142, "X2": 0.83019, "Y2": 0.514, "X3": 0.83154, "Y3": 0.5228, "X4": 0.7965, "Y4": 0.5238, "page": 0, "Index": 40}, {"Word": "700", "Confidence": 0.976, "X1": 0.49191, "Y1": 0.5232, "X2": 0.51617, "Y2": 0.523, "X3": 0.51617, "Y3": 0.5338, "X4": 0.49191, "Y4": 0.5338, "page": 0, "Index": 41}, {"Word": "K", "Confidence": 0.188, "X1": 0.52291, "Y1": 0.5232, "X2": 0.53235, "Y2": 0.523, "X3": 0.53235, "Y3": 0.5338, "X4": 0.52426, "Y4": 0.5338, "page": 0, "Index": 42}, {"Word": "ALABAMA", "Confidence": 0.991, "X1": 0.54178, "Y1": 0.5232, "X2": 0.60243, "Y2": 0.523, "X3": 0.60243, "Y3": 0.5338, "X4": 0.54178, "Y4": 0.5338, "page": 0, "Index": 43}, {"Word": "ST", "Confidence": 0.997, "X1": 0.60916, "Y1": 0.5232, "X2": 0.62803, "Y2": 0.523, "X3": 0.62803, "Y3": 0.5338, "X4": 0.60916, "Y4": 0.5338, "page": 0, "Index": 44}, {"Word": "APT", "Confidence": 0.996, "X1": 0.63612, "Y1": 0.5232, "X2": 0.66173, "Y2": 0.523, "X3": 0.66173, "Y3": 0.5338, "X4": 0.63477, "Y4": 0.5338, "page": 0, "Index": 45}, {"Word": "221", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.5232, "X2": 0.69677, "Y2": 0.523, "X3": 0.69542, "Y3": 0.5338, "X4": 0.66846, "Y4": 0.5338, "page": 0, "Index": 46}, {"Word": "INDIANAPOLIS", "Confidence": 0.359, "X1": 0.49191, "Y1": 0.5342, "X2": 0.59434, "Y2": 0.534, "X3": 0.59299, "Y3": 0.5458, "X4": 0.49191, "Y4": 0.5468, "page": 0, "Index": 47}, {"Word": "IN", "Confidence": 0.972, "X1": 0.60108, "Y1": 0.5342, "X2": 0.6186, "Y2": 0.534, "X3": 0.61725, "Y3": 0.5458, "X4": 0.60108, "Y4": 0.5458, "page": 0, "Index": 48}, {"Word": "46204-1353", "Confidence": 0.898, "X1": 0.62803, "Y1": 0.5342, "X2": 0.71294, "Y2": 0.534, "X3": 0.71159, "Y3": 0.5458, "X4": 0.62668, "Y4": 0.5458, "page": 0, "Index": 49}, {"Word": "52275", "Confidence": 0.997, "X1": 0.95957, "Y1": 0.5502, "X2": 0.95687, "Y2": 0.55, "X3": 0.94205, "Y3": 0.5508, "X4": 0.9434, "Y4": 0.5168, "page": 0, "Index": 50}, {"Word": "MAILING", "Confidence": 0.85, "X1": 0.469, "Y1": 0.5852, "X2": 0.51752, "Y2": 0.585, "X3": 0.51752, "Y3": 0.5968, "X4": 0.46765, "Y4": 0.5968, "page": 0, "Index": 51}, {"Word": "RESTRICTED", "Confidence": 0.991, "X1": 0.52022, "Y1": 0.5842, "X2": 0.59569, "Y2": 0.584, "X3": 0.59569, "Y3": 0.5968, "X4": 0.52022, "Y4": 0.5968, "page": 0, "Index": 52}, {"Word": "TO", "Confidence": 0.997, "X1": 0.59973, "Y1": 0.5842, "X2": 0.61456, "Y2": 0.584, "X3": 0.61456, "Y3": 0.5968, "X4": 0.59973, "Y4": 0.5968, "page": 0, "Index": 53}, {"Word": "SMOKERS", "Confidence": 0.95, "X1": 0.6186, "Y1": 0.5842, "X2": 0.67925, "Y2": 0.584, "X3": 0.67925, "Y3": 0.5958, "X4": 0.6186, "Y4": 0.5968, "page": 0, "Index": 54}, {"Word": "21", "Confidence": 0.997, "X1": 0.68329, "Y1": 0.5842, "X2": 0.69542, "Y2": 0.584, "X3": 0.69542, "Y3": 0.5958, "X4": 0.68329, "Y4": 0.5958, "page": 0, "Index": 55}, {"Word": "YEARS", "Confidence": 0.994, "X1": 0.69811, "Y1": 0.5832, "X2": 0.73989, "Y2": 0.583, "X3": 0.73989, "Y3": 0.5958, "X4": 0.69811, "Y4": 0.5958, "page": 0, "Index": 56}, {"Word": "OF", "Confidence": 0.996, "X1": 0.74259, "Y1": 0.5832, "X2": 0.76146, "Y2": 0.583, "X3": 0.76146, "Y3": 0.5958, "X4": 0.74259, "Y4": 0.5958, "page": 0, "Index": 57}, {"Word": "AGE", "Confidence": 0.998, "X1": 0.76415, "Y1": 0.5832, "X2": 0.78841, "Y2": 0.583, "X3": 0.78841, "Y3": 0.5958, "X4": 0.76415, "Y4": 0.5958, "page": 0, "Index": 58}, {"Word": "OR", "Confidence": 0.994, "X1": 0.79245, "Y1": 0.5832, "X2": 0.81132, "Y2": 0.583, "X3": 0.81132, "Y3": 0.5958, "X4": 0.79245, "Y4": 0.5958, "page": 0, "Index": 59}, {"Word": "OLDER", "Confidence": 0.955, "X1": 0.81402, "Y1": 0.5832, "X2": 0.85714, "Y2": 0.583, "X3": 0.85849, "Y3": 0.5958, "X4": 0.81402, "Y4": 0.5958, "page": 0, "Index": 60}, {"Word": "4858", "Confidence": 0.941, "X1": 0.95687, "Y1": 0.5892, "X2": 0.95553, "Y2": 0.589, "X3": 0.93935, "Y3": 0.5888, "X4": 0.94205, "Y4": 0.5598, "page": 0, "Index": 61}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.41779, "Y1": 0.6862, "X2": 0.33019, "Y2": 0.686, "X3": 0.33019, "Y3": 0.6678, "X4": 0.41779, "Y4": 0.6678, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.941, "X1": 0.43935, "Y1": 0.6852, "X2": 0.42318, "Y2": 0.685, "X3": 0.42318, "Y3": 0.6678, "X4": 0.43935, "Y4": 0.6678, "page": 0, "Index": 63}, {"Word": "Pack", "Confidence": 0.987, "X1": 0.48518, "Y1": 0.6852, "X2": 0.44474, "Y2": 0.685, "X3": 0.44474, "Y3": 0.6668, "X4": 0.48383, "Y4": 0.6668, "page": 0, "Index": 64}, {"Word": "One", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.6842, "X2": 0.48922, "Y2": 0.684, "X3": 0.48922, "Y3": 0.6668, "X4": 0.52291, "Y4": 0.6668, "page": 0, "Index": 65}, {"Word": ":", "Confidence": 0.757, "X1": 0.52965, "Y1": 0.6842, "X2": 0.5283, "Y2": 0.684, "X3": 0.5283, "Y3": 0.6668, "X4": 0.52965, "Y4": 0.6668, "page": 0, "Index": 66}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.85175, "Y1": 0.6852, "X2": 0.76415, "Y2": 0.685, "X3": 0.7655, "Y3": 0.6658, "X4": 0.8531, "Y4": 0.6648, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.907, "X1": 0.87332, "Y1": 0.6842, "X2": 0.85714, "Y2": 0.684, "X3": 0.85849, "Y3": 0.6638, "X4": 0.87466, "Y4": 0.6638, "page": 0, "Index": 68}, {"Word": "Pack", "Confidence": 0.989, "X1": 0.92049, "Y1": 0.6832, "X2": 0.87871, "Y2": 0.683, "X3": 0.88005, "Y3": 0.6638, "X4": 0.92049, "Y4": 0.6638, "page": 0, "Index": 69}, {"Word": "One", "Confidence": 0.998, "X1": 0.95957, "Y1": 0.6832, "X2": 0.92588, "Y2": 0.683, "X3": 0.92588, "Y3": 0.6638, "X4": 0.95957, "Y4": 0.6638, "page": 0, "Index": 70}, {"Word": "40\u00a2", "Confidence": 0.62, "X1": 0.96496, "Y1": 0.7282, "X2": 0.8814, "Y2": 0.728, "X3": 0.8841, "Y3": 0.6878, "X4": 0.96631, "Y4": 0.6878, "page": 0, "Index": 71}, {"Word": "OFF", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.7302, "X2": 0.33288, "Y2": 0.73, "X3": 0.33288, "Y3": 0.6918, "X4": 0.43801, "Y4": 0.6898, "page": 0, "Index": 72}, {"Word": "40\u00a2", "Confidence": 0.637, "X1": 0.52965, "Y1": 0.7302, "X2": 0.44879, "Y2": 0.73, "X3": 0.44879, "Y3": 0.6898, "X4": 0.52965, "Y4": 0.6898, "page": 0, "Index": 73}, {"Word": "OFF", "Confidence": 0.995, "X1": 0.87062, "Y1": 0.7282, "X2": 0.76685, "Y2": 0.728, "X3": 0.76819, "Y3": 0.6888, "X4": 0.87197, "Y4": 0.6878, "page": 0, "Index": 74}, {"Word": "CLARK", "Confidence": 0.993, "X1": 0.69407, "Y1": 0.7542, "X2": 0.62668, "Y2": 0.754, "X3": 0.62668, "Y3": 0.7358, "X4": 0.69407, "Y4": 0.7358, "page": 0, "Index": 75}, {"Word": "CLARK", "Confidence": 0.905, "X1": 0.26011, "Y1": 0.7562, "X2": 0.19003, "Y2": 0.756, "X3": 0.19137, "Y3": 0.7388, "X4": 0.26011, "Y4": 0.7378, "page": 0, "Index": 76}, {"Word": "084123816", "Confidence": 0.651, "X1": 0.2628, "Y1": 0.7982, "X2": 0.19137, "Y2": 0.798, "X3": 0.19137, "Y3": 0.7858, "X4": 0.2628, "Y4": 0.7848, "page": 0, "Index": 77}, {"Word": "084123816", "Confidence": 0.663, "X1": 0.69272, "Y1": 0.7982, "X2": 0.62264, "Y2": 0.798, "X3": 0.62264, "Y3": 0.7868, "X4": 0.69272, "Y4": 0.7868, "page": 0, "Index": 78}, {"Word": "084123816", "Confidence": 0.939, "X1": 0.2628, "Y1": 0.8372, "X2": 0.19003, "Y2": 0.837, "X3": 0.19003, "Y3": 0.8238, "X4": 0.2628, "Y4": 0.8238, "page": 0, "Index": 79}, {"Word": "2", "Confidence": 0.63, "X1": 0.45553, "Y1": 0.8942, "X2": 0.44474, "Y2": 0.894, "X3": 0.44474, "Y3": 0.8818, "X4": 0.45553, "Y4": 0.8818, "page": 0, "Index": 80}, {"Word": "..", "Confidence": 0.359, "X1": 0.469, "Y1": 0.8942, "X2": 0.45957, "Y2": 0.894, "X3": 0.45957, "Y3": 0.8818, "X4": 0.469, "Y4": 0.8818, "page": 0, "Index": 81}, {"Word": "DORAL", "Confidence": 0.996, "X1": 0.41105, "Y1": 0.9142, "X2": 0.3248, "Y2": 0.914, "X3": 0.3248, "Y3": 0.8938, "X4": 0.41105, "Y4": 0.8928, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.9122, "X2": 0.41644, "Y2": 0.912, "X3": 0.41644, "Y3": 0.8928, "X4": 0.43127, "Y4": 0.8918, "page": 0, "Index": 83}, {"Word": "Carton", "Confidence": 0.993, "X1": 0.49596, "Y1": 0.9122, "X2": 0.43666, "Y2": 0.912, "X3": 0.43666, "Y3": 0.8918, "X4": 0.49596, "Y4": 0.8918, "page": 0, "Index": 84}, {"Word": "One", "Confidence": 0.994, "X1": 0.53369, "Y1": 0.9102, "X2": 0.50135, "Y2": 0.91, "X3": 0.50135, "Y3": 0.8918, "X4": 0.53235, "Y4": 0.8908, "page": 0, "Index": 85}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.84771, "Y1": 0.9102, "X2": 0.76011, "Y2": 0.91, "X3": 0.76011, "Y3": 0.8918, "X4": 0.84771, "Y4": 0.8908, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.805, "X1": 0.86792, "Y1": 0.9072, "X2": 0.85175, "Y2": 0.907, "X3": 0.85175, "Y3": 0.8908, "X4": 0.86792, "Y4": 0.8908, "page": 0, "Index": 87}, {"Word": "Carton", "Confidence": 0.97, "X1": 0.93261, "Y1": 0.9072, "X2": 0.87197, "Y2": 0.907, "X3": 0.87197, "Y3": 0.8908, "X4": 0.93261, "Y4": 0.8908, "page": 0, "Index": 88}, {"Word": "One", "Confidence": 0.496, "X1": 0.969, "Y1": 0.9062, "X2": 0.93666, "Y2": 0.906, "X3": 0.93801, "Y3": 0.8908, "X4": 0.97035, "Y4": 0.8908, "page": 0, "Index": 89}, {"Word": "OFF", "Confidence": 0.991, "X1": 0.42857, "Y1": 0.9572, "X2": 0.32345, "Y2": 0.957, "X3": 0.32345, "Y3": 0.9168, "X4": 0.42992, "Y4": 0.9168, "page": 0, "Index": 90}, {"Word": "$200", "Confidence": 0.983, "X1": 0.53908, "Y1": 0.9582, "X2": 0.4407, "Y2": 0.958, "X3": 0.44205, "Y3": 0.9168, "X4": 0.54043, "Y4": 0.9168, "page": 0, "Index": 91}, {"Word": "CLARK", "Confidence": 0.991, "X1": 0.69677, "Y1": 0.9352, "X2": 0.62938, "Y2": 0.935, "X3": 0.63073, "Y3": 0.9178, "X4": 0.69811, "Y4": 0.9168, "page": 0, "Index": 92}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.86523, "Y1": 0.9552, "X2": 0.76146, "Y2": 0.955, "X3": 0.76011, "Y3": 0.9138, "X4": 0.86523, "Y4": 0.9138, "page": 0, "Index": 93}, {"Word": "$200", "Confidence": 0.958, "X1": 0.97709, "Y1": 0.9552, "X2": 0.87736, "Y2": 0.955, "X3": 0.87736, "Y3": 0.9138, "X4": 0.97709, "Y4": 0.9128, "page": 0, "Index": 94}, {"Word": "CLARI", "Confidence": 0.766, "X1": 0.26011, "Y1": 0.9392, "X2": 0.19272, "Y2": 0.939, "X3": 0.19407, "Y3": 0.9208, "X4": 0.26011, "Y4": 0.9198, "page": 0, "Index": 95}]}
|
"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"
|
ffmd0225
| 0 |
{"lines_data": [{"Word": "Wenn Evening fort", "Confidence": 0.38667, "X1": 0.56475, "Y1": 0.5972, "X2": 0.74232, "Y2": 0.597, "X3": 0.74099, "Y3": 0.6138, "X4": 0.56475, "Y4": 0.6098, "page": 0}, {"Word": "\u00b7 Clinnull", "Confidence": 0.0945, "X1": 0.58211, "Y1": 0.6142, "X2": 0.70227, "Y2": 0.614, "X3": 0.70093, "Y3": 0.6278, "X4": 0.58077, "Y4": 0.6218, "page": 0}, {"Word": "15/192", "Confidence": 0.115, "X1": 0.60347, "Y1": 0.6262, "X2": 0.66889, "Y2": 0.626, "X3": 0.66756, "Y3": 0.6418, "X4": 0.60214, "Y4": 0.6398, "page": 0}, {"Word": "302679862", "Confidence": 0.991, "X1": 0.72897, "Y1": 0.9042, "X2": 0.73031, "Y2": 0.904, "X3": 0.70227, "Y3": 0.9038, "X4": 0.70093, "Y4": 0.7858, "page": 0}], "words_data": [{"Word": "Wenn", "Confidence": 0.358, "X1": 0.57677, "Y1": 0.5982, "X2": 0.62216, "Y2": 0.598, "X3": 0.61949, "Y3": 0.6108, "X4": 0.57276, "Y4": 0.6098, "page": 0, "Index": 0}, {"Word": "Evening", "Confidence": 0.258, "X1": 0.63284, "Y1": 0.5992, "X2": 0.70093, "Y2": 0.599, "X3": 0.69826, "Y3": 0.6138, "X4": 0.63017, "Y4": 0.6118, "page": 0, "Index": 1}, {"Word": "fort", "Confidence": 0.544, "X1": 0.7036, "Y1": 0.5982, "X2": 0.74232, "Y2": 0.598, "X3": 0.73965, "Y3": 0.6138, "X4": 0.70227, "Y4": 0.6138, "page": 0, "Index": 2}, {"Word": "\u00b7", "Confidence": 0.065, "X1": 0.58211, "Y1": 0.6102, "X2": 0.59146, "Y2": 0.61, "X3": 0.59012, "Y3": 0.6218, "X4": 0.58077, "Y4": 0.6208, "page": 0, "Index": 3}, {"Word": "Clinnull", "Confidence": 0.124, "X1": 0.61282, "Y1": 0.6152, "X2": 0.70093, "Y2": 0.615, "X3": 0.70093, "Y3": 0.6288, "X4": 0.61148, "Y4": 0.6228, "page": 0, "Index": 4}, {"Word": "15/192", "Confidence": 0.115, "X1": 0.60481, "Y1": 0.6272, "X2": 0.66489, "Y2": 0.627, "X3": 0.66222, "Y3": 0.6428, "X4": 0.60347, "Y4": 0.6408, "page": 0, "Index": 5}, {"Word": "302679862", "Confidence": 0.991, "X1": 0.72897, "Y1": 0.9022, "X2": 0.73031, "Y2": 0.902, "X3": 0.70227, "Y3": 0.9008, "X4": 0.70093, "Y4": 0.7868, "page": 0, "Index": 6}]}
|
"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"
|
ffdn0217
| 1 |
{"lines_data": [{"Word": "Ministerie van Volksgezondheid, Welzijn en Sport", "Confidence": 0.89983, "X1": 0.09682, "Y1": 0.0482, "X2": 0.46676, "Y2": 0.048, "X3": 0.46676, "Y3": 0.0608, "X4": 0.09682, "Y4": 0.0608, "page": 0}, {"Word": "Blad", "Confidence": 0.887, "X1": 0.10116, "Y1": 0.0742, "X2": 0.13295, "Y2": 0.074, "X3": 0.1315, "Y3": 0.0828, "X4": 0.10116, "Y4": 0.0828, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.10116, "Y1": 0.0862, "X2": 0.1185, "Y2": 0.086, "X3": 0.11705, "Y3": 0.0988, "X4": 0.09971, "Y4": 0.0988, "page": 0}, {"Word": "Kenmerk", "Confidence": 0.995, "X1": 0.09971, "Y1": 0.1002, "X2": 0.15751, "Y2": 0.1, "X3": 0.15751, "Y3": 0.1108, "X4": 0.09971, "Y4": 0.1118, "page": 0}, {"Word": "VGP/GB 2573018", "Confidence": 0.9965, "X1": 0.10116, "Y1": 0.1132, "X2": 0.26012, "Y2": 0.113, "X3": 0.26012, "Y3": 0.1268, "X4": 0.10116, "Y4": 0.1268, "page": 0}, {"Word": "alle door haar gevraagde inlichtingen te geven, wanneer zulks althans niet", "Confidence": 0.99127, "X1": 0.12861, "Y1": 0.1562, "X2": 0.76734, "Y2": 0.156, "X3": 0.76734, "Y3": 0.1718, "X4": 0.12861, "Y4": 0.1718, "page": 0}, {"Word": "in strijd is met de belangen van de Staat.", "Confidence": 0.99633, "X1": 0.12861, "Y1": 0.1732, "X2": 0.48266, "Y2": 0.173, "X3": 0.48266, "Y3": 0.1878, "X4": 0.12861, "Y4": 0.1888, "page": 0}, {"Word": "3. Beslispunten en advies", "Confidence": 0.995, "X1": 0.09971, "Y1": 0.2222, "X2": 0.33671, "Y2": 0.222, "X3": 0.33671, "Y3": 0.2378, "X4": 0.09971, "Y4": 0.2378, "page": 0}, {"Word": "Ik adviseer u de bijgevoegde brief aan de Kamer, waarbij u de gevraagde", "Confidence": 0.97615, "X1": 0.12861, "Y1": 0.2392, "X2": 0.75434, "Y2": 0.239, "X3": 0.75434, "Y3": 0.2548, "X4": 0.12861, "Y4": 0.2538, "page": 0}, {"Word": "informatie overlegt, te ondertekenen.", "Confidence": 0.99425, "X1": 0.13006, "Y1": 0.2562, "X2": 0.44942, "Y2": 0.256, "X3": 0.44942, "Y3": 0.2708, "X4": 0.13006, "Y4": 0.2708, "page": 0}, {"Word": "4. Toelichting", "Confidence": 0.995, "X1": 0.09971, "Y1": 0.2892, "X2": 0.2341, "Y2": 0.289, "X3": 0.2341, "Y3": 0.3038, "X4": 0.09971, "Y4": 0.3028, "page": 0}, {"Word": "Algemeen", "Confidence": 0.994, "X1": 0.13295, "Y1": 0.3052, "X2": 0.22543, "Y2": 0.305, "X3": 0.22543, "Y3": 0.3188, "X4": 0.1315, "Y4": 0.3188, "page": 0}, {"Word": "Artikel 11 van EU-richtlijn 2001/37/EG inzake de productie, de presentatie", "Confidence": 0.9944, "X1": 0.1315, "Y1": 0.3212, "X2": 0.76734, "Y2": 0.321, "X3": 0.76734, "Y3": 0.3358, "X4": 0.1315, "Y4": 0.3358, "page": 0}, {"Word": "en de verkoop van tabaksproducten verplicht de Europese Commissie (EC)", "Confidence": 0.9946, "X1": 0.13006, "Y1": 0.3382, "X2": 0.76879, "Y2": 0.338, "X3": 0.76879, "Y3": 0.3528, "X4": 0.13006, "Y4": 0.3528, "page": 0}, {"Word": "om periodiek bij het Europees Parlement, de Raad en het Economisch en", "Confidence": 0.99442, "X1": 0.1315, "Y1": 0.3542, "X2": 0.75145, "Y2": 0.354, "X3": 0.75145, "Y3": 0.3688, "X4": 0.1315, "Y4": 0.3688, "page": 0}, {"Word": "Sociaal Comit\u00e9 een verslag in te dienen over de toepassing van de", "Confidence": 0.97608, "X1": 0.13295, "Y1": 0.3712, "X2": 0.69798, "Y2": 0.371, "X3": 0.69798, "Y3": 0.3848, "X4": 0.13295, "Y4": 0.3848, "page": 0}, {"Word": "richtlijn. In dat verslag kan de EC ook voorstellen voor aanpassing van de", "Confidence": 0.96608, "X1": 0.13006, "Y1": 0.3872, "X2": 0.76012, "Y2": 0.387, "X3": 0.76012, "Y3": 0.4018, "X4": 0.13006, "Y4": 0.4008, "page": 0}, {"Word": "richtlijn doen. Artikel 11 bepaalt voorts dat de EC het eerste verslag", "Confidence": 0.99275, "X1": 0.1315, "Y1": 0.4032, "X2": 0.71532, "Y2": 0.403, "X3": 0.71532, "Y3": 0.4178, "X4": 0.1315, "Y4": 0.4168, "page": 0}, {"Word": "uiterlijk op 31 december 2004 moet inleveren. Deze datum is niet gehaald.", "Confidence": 0.99283, "X1": 0.13295, "Y1": 0.4192, "X2": 0.77312, "Y2": 0.419, "X3": 0.77312, "Y3": 0.4348, "X4": 0.13295, "Y4": 0.4338, "page": 0}, {"Word": "Naar verluidt zal het verslag in juni a.s. beschikbaar komen.", "Confidence": 0.9822, "X1": 0.1315, "Y1": 0.4352, "X2": 0.63873, "Y2": 0.435, "X3": 0.63873, "Y3": 0.4498, "X4": 0.1315, "Y4": 0.4498, "page": 0}, {"Word": "De vragen van de EC hebben onder meer betrekking op de verplichting van", "Confidence": 0.99577, "X1": 0.13006, "Y1": 0.4522, "X2": 0.77312, "Y2": 0.452, "X3": 0.77312, "Y3": 0.4668, "X4": 0.13006, "Y4": 0.4668, "page": 0}, {"Word": "de industrie om de lidstaten te informeren over de ingredi\u00ebnten die zij in", "Confidence": 0.98, "X1": 0.1315, "Y1": 0.4682, "X2": 0.74711, "Y2": 0.468, "X3": 0.74711, "Y3": 0.4828, "X4": 0.1315, "Y4": 0.4818, "page": 0}, {"Word": "hun producten verwerken. Zoals u weet hebben zeven grote", "Confidence": 0.98944, "X1": 0.13006, "Y1": 0.4842, "X2": 0.6474, "Y2": 0.484, "X3": 0.6474, "Y3": 0.4998, "X4": 0.13006, "Y4": 0.4988, "page": 0}, {"Word": "tabaksfabrikanten de Staat gedagvaard, omdat zij van mening zijn dat", "Confidence": 0.9927, "X1": 0.1315, "Y1": 0.5012, "X2": 0.72688, "Y2": 0.501, "X3": 0.72688, "Y3": 0.5158, "X4": 0.1315, "Y4": 0.5148, "page": 0}, {"Word": "Nederland de richtlijn op dit punt te extensief uitvoert. Op 14 juni a.s.", "Confidence": 0.98577, "X1": 0.13006, "Y1": 0.5162, "X2": 0.72832, "Y2": 0.516, "X3": 0.72832, "Y3": 0.5318, "X4": 0.13006, "Y4": 0.5318, "page": 0}, {"Word": "dient de zaak voor de rechtbank Den Haag.", "Confidence": 0.99463, "X1": 0.13006, "Y1": 0.5322, "X2": 0.50289, "Y2": 0.532, "X3": 0.50289, "Y3": 0.5478, "X4": 0.13006, "Y4": 0.5488, "page": 0}, {"Word": "Juridische aspecten", "Confidence": 0.994, "X1": 0.13006, "Y1": 0.5652, "X2": 0.30347, "Y2": 0.565, "X3": 0.30347, "Y3": 0.5818, "X4": 0.13006, "Y4": 0.5808, "page": 0}, {"Word": "..", "Confidence": 0.333, "X1": 0.31358, "Y1": 0.7472, "X2": 0.31792, "Y2": 0.747, "X3": 0.29913, "Y3": 0.7478, "X4": 0.29624, "Y4": 0.7138, "page": 0}, {"Word": "..", "Confidence": 0.739, "X1": 0.31358, "Y1": 0.7812, "X2": 0.31647, "Y2": 0.781, "X3": 0.30058, "Y3": 0.7818, "X4": 0.29769, "Y4": 0.7588, "page": 0}, {"Word": "--.", "Confidence": 0.763, "X1": 0.31503, "Y1": 0.8382, "X2": 0.31503, "Y2": 0.838, "X3": 0.29913, "Y3": 0.8378, "X4": 0.29769, "Y4": 0.7898, "page": 0}, {"Word": "-", "Confidence": 0.669, "X1": 0.49855, "Y1": 0.8442, "X2": 0.5, "Y2": 0.844, "X3": 0.48699, "Y3": 0.8438, "X4": 0.48555, "Y4": 0.8308, "page": 0}, {"Word": "1", "Confidence": 0.87, "X1": 0.48555, "Y1": 0.8632, "X2": 0.49711, "Y2": 0.863, "X3": 0.5, "Y3": 0.8748, "X4": 0.48699, "Y4": 0.8768, "page": 0}, {"Word": "-.", "Confidence": 0.634, "X1": 0.15751, "Y1": 0.9522, "X2": 0.17919, "Y2": 0.952, "X3": 0.17775, "Y3": 0.9578, "X4": 0.15751, "Y4": 0.9578, "page": 0}], "words_data": [{"Word": "Ministerie", "Confidence": 0.949, "X1": 0.09971, "Y1": 0.0492, "X2": 0.17197, "Y2": 0.049, "X3": 0.17197, "Y3": 0.0608, "X4": 0.09827, "Y4": 0.0608, "page": 0, "Index": 0}, {"Word": "van", "Confidence": 0.998, "X1": 0.1763, "Y1": 0.0492, "X2": 0.20376, "Y2": 0.049, "X3": 0.20231, "Y3": 0.0608, "X4": 0.17486, "Y4": 0.0608, "page": 0, "Index": 1}, {"Word": "Volksgezondheid,", "Confidence": 0.9, "X1": 0.20665, "Y1": 0.0482, "X2": 0.33815, "Y2": 0.048, "X3": 0.33671, "Y3": 0.0608, "X4": 0.20665, "Y4": 0.0608, "page": 0, "Index": 2}, {"Word": "Welzijn", "Confidence": 0.632, "X1": 0.34104, "Y1": 0.0482, "X2": 0.39595, "Y2": 0.048, "X3": 0.39451, "Y3": 0.0608, "X4": 0.34104, "Y4": 0.0608, "page": 0, "Index": 3}, {"Word": "en", "Confidence": 0.923, "X1": 0.39884, "Y1": 0.0482, "X2": 0.41763, "Y2": 0.048, "X3": 0.41618, "Y3": 0.0608, "X4": 0.3974, "Y4": 0.0608, "page": 0, "Index": 4}, {"Word": "Sport", "Confidence": 0.997, "X1": 0.42197, "Y1": 0.0482, "X2": 0.46676, "Y2": 0.048, "X3": 0.46532, "Y3": 0.0608, "X4": 0.42052, "Y4": 0.0608, "page": 0, "Index": 5}, {"Word": "Blad", "Confidence": 0.887, "X1": 0.10116, "Y1": 0.0732, "X2": 0.12861, "Y2": 0.073, "X3": 0.12861, "Y3": 0.0828, "X4": 0.10116, "Y4": 0.0818, "page": 0, "Index": 6}, {"Word": "2", "Confidence": 0.996, "X1": 0.1026, "Y1": 0.0862, "X2": 0.11272, "Y2": 0.086, "X3": 0.11272, "Y3": 0.0988, "X4": 0.1026, "Y4": 0.0988, "page": 0, "Index": 7}, {"Word": "Kenmerk", "Confidence": 0.995, "X1": 0.10116, "Y1": 0.1012, "X2": 0.15751, "Y2": 0.101, "X3": 0.15751, "Y3": 0.1118, "X4": 0.09971, "Y4": 0.1118, "page": 0, "Index": 8}, {"Word": "VGP/GB", "Confidence": 0.996, "X1": 0.1026, "Y1": 0.1142, "X2": 0.16763, "Y2": 0.114, "X3": 0.16618, "Y3": 0.1278, "X4": 0.10116, "Y4": 0.1278, "page": 0, "Index": 9}, {"Word": "2573018", "Confidence": 0.997, "X1": 0.1763, "Y1": 0.1142, "X2": 0.25578, "Y2": 0.114, "X3": 0.25434, "Y3": 0.1278, "X4": 0.17486, "Y4": 0.1278, "page": 0, "Index": 10}, {"Word": "alle", "Confidence": 0.988, "X1": 0.13295, "Y1": 0.1582, "X2": 0.16185, "Y2": 0.158, "X3": 0.1604, "Y3": 0.1718, "X4": 0.1315, "Y4": 0.1718, "page": 0, "Index": 11}, {"Word": "door", "Confidence": 0.988, "X1": 0.16618, "Y1": 0.1582, "X2": 0.2052, "Y2": 0.158, "X3": 0.2052, "Y3": 0.1718, "X4": 0.16474, "Y4": 0.1718, "page": 0, "Index": 12}, {"Word": "haar", "Confidence": 0.988, "X1": 0.20954, "Y1": 0.1582, "X2": 0.25, "Y2": 0.158, "X3": 0.24855, "Y3": 0.1718, "X4": 0.20809, "Y4": 0.1718, "page": 0, "Index": 13}, {"Word": "gevraagde", "Confidence": 0.991, "X1": 0.25434, "Y1": 0.1582, "X2": 0.34249, "Y2": 0.158, "X3": 0.34104, "Y3": 0.1718, "X4": 0.25289, "Y4": 0.1718, "page": 0, "Index": 14}, {"Word": "inlichtingen", "Confidence": 0.993, "X1": 0.34538, "Y1": 0.1582, "X2": 0.44364, "Y2": 0.158, "X3": 0.44364, "Y3": 0.1718, "X4": 0.34538, "Y4": 0.1718, "page": 0, "Index": 15}, {"Word": "te", "Confidence": 0.991, "X1": 0.45087, "Y1": 0.1582, "X2": 0.46821, "Y2": 0.158, "X3": 0.46676, "Y3": 0.1718, "X4": 0.44942, "Y4": 0.1718, "page": 0, "Index": 16}, {"Word": "geven,", "Confidence": 0.993, "X1": 0.47254, "Y1": 0.1582, "X2": 0.53179, "Y2": 0.158, "X3": 0.53035, "Y3": 0.1718, "X4": 0.4711, "Y4": 0.1718, "page": 0, "Index": 17}, {"Word": "wanneer", "Confidence": 0.993, "X1": 0.53613, "Y1": 0.1582, "X2": 0.60983, "Y2": 0.158, "X3": 0.60838, "Y3": 0.1718, "X4": 0.53468, "Y4": 0.1718, "page": 0, "Index": 18}, {"Word": "zulks", "Confidence": 0.996, "X1": 0.61416, "Y1": 0.1572, "X2": 0.65896, "Y2": 0.157, "X3": 0.65751, "Y3": 0.1718, "X4": 0.61272, "Y4": 0.1718, "page": 0, "Index": 19}, {"Word": "althans", "Confidence": 0.996, "X1": 0.66185, "Y1": 0.1572, "X2": 0.72543, "Y2": 0.157, "X3": 0.72399, "Y3": 0.1718, "X4": 0.66185, "Y4": 0.1718, "page": 0, "Index": 20}, {"Word": "niet", "Confidence": 0.987, "X1": 0.72977, "Y1": 0.1572, "X2": 0.76734, "Y2": 0.157, "X3": 0.76734, "Y3": 0.1718, "X4": 0.72832, "Y4": 0.1718, "page": 0, "Index": 21}, {"Word": "in", "Confidence": 0.998, "X1": 0.13006, "Y1": 0.1742, "X2": 0.1474, "Y2": 0.174, "X3": 0.1474, "Y3": 0.1888, "X4": 0.13006, "Y4": 0.1888, "page": 0, "Index": 22}, {"Word": "strijd", "Confidence": 0.994, "X1": 0.15173, "Y1": 0.1742, "X2": 0.19364, "Y2": 0.174, "X3": 0.19509, "Y3": 0.1888, "X4": 0.15173, "Y4": 0.1888, "page": 0, "Index": 23}, {"Word": "is", "Confidence": 0.998, "X1": 0.19798, "Y1": 0.1742, "X2": 0.21387, "Y2": 0.174, "X3": 0.21532, "Y3": 0.1888, "X4": 0.19942, "Y4": 0.1888, "page": 0, "Index": 24}, {"Word": "met", "Confidence": 0.998, "X1": 0.21821, "Y1": 0.1742, "X2": 0.25434, "Y2": 0.174, "X3": 0.25434, "Y3": 0.1888, "X4": 0.21965, "Y4": 0.1888, "page": 0, "Index": 25}, {"Word": "de", "Confidence": 0.997, "X1": 0.25867, "Y1": 0.1742, "X2": 0.28035, "Y2": 0.174, "X3": 0.28035, "Y3": 0.1888, "X4": 0.25867, "Y4": 0.1888, "page": 0, "Index": 26}, {"Word": "belangen", "Confidence": 0.994, "X1": 0.28468, "Y1": 0.1742, "X2": 0.36272, "Y2": 0.174, "X3": 0.36272, "Y3": 0.1888, "X4": 0.28468, "Y4": 0.1888, "page": 0, "Index": 27}, {"Word": "van", "Confidence": 0.998, "X1": 0.36705, "Y1": 0.1742, "X2": 0.3974, "Y2": 0.174, "X3": 0.39884, "Y3": 0.1888, "X4": 0.36705, "Y4": 0.1888, "page": 0, "Index": 28}, {"Word": "de", "Confidence": 0.997, "X1": 0.40173, "Y1": 0.1742, "X2": 0.42486, "Y2": 0.174, "X3": 0.4263, "Y3": 0.1888, "X4": 0.40318, "Y4": 0.1888, "page": 0, "Index": 29}, {"Word": "Staat.", "Confidence": 0.993, "X1": 0.42919, "Y1": 0.1742, "X2": 0.48266, "Y2": 0.174, "X3": 0.48266, "Y3": 0.1888, "X4": 0.43064, "Y4": 0.1888, "page": 0, "Index": 30}, {"Word": "advies", "Confidence": 0.996, "X1": 0.27601, "Y1": 0.2242, "X2": 0.33526, "Y2": 0.224, "X3": 0.33526, "Y3": 0.2378, "X4": 0.27601, "Y4": 0.2388, "page": 0, "Index": 31}, {"Word": "3.", "Confidence": 0.995, "X1": 0.09971, "Y1": 0.2232, "X2": 0.11994, "Y2": 0.223, "X3": 0.12139, "Y3": 0.2388, "X4": 0.10116, "Y4": 0.2388, "page": 0, "Index": 32}, {"Word": "Beslispunten", "Confidence": 0.991, "X1": 0.12861, "Y1": 0.2232, "X2": 0.24422, "Y2": 0.223, "X3": 0.24422, "Y3": 0.2388, "X4": 0.13006, "Y4": 0.2388, "page": 0, "Index": 33}, {"Word": "en", "Confidence": 0.998, "X1": 0.24855, "Y1": 0.2232, "X2": 0.27168, "Y2": 0.223, "X3": 0.27168, "Y3": 0.2388, "X4": 0.24855, "Y4": 0.2388, "page": 0, "Index": 34}, {"Word": "Ik", "Confidence": 0.8, "X1": 0.13006, "Y1": 0.2402, "X2": 0.1474, "Y2": 0.24, "X3": 0.1474, "Y3": 0.2538, "X4": 0.13006, "Y4": 0.2538, "page": 0, "Index": 35}, {"Word": "adviseer", "Confidence": 0.994, "X1": 0.15173, "Y1": 0.2402, "X2": 0.22399, "Y2": 0.24, "X3": 0.22399, "Y3": 0.2538, "X4": 0.15173, "Y4": 0.2538, "page": 0, "Index": 36}, {"Word": "u", "Confidence": 0.995, "X1": 0.22832, "Y1": 0.2402, "X2": 0.23988, "Y2": 0.24, "X3": 0.23988, "Y3": 0.2548, "X4": 0.22832, "Y4": 0.2538, "page": 0, "Index": 37}, {"Word": "de", "Confidence": 0.994, "X1": 0.24422, "Y1": 0.2392, "X2": 0.26734, "Y2": 0.239, "X3": 0.2659, "Y3": 0.2548, "X4": 0.24422, "Y4": 0.2548, "page": 0, "Index": 38}, {"Word": "bijgevoegde", "Confidence": 0.955, "X1": 0.27168, "Y1": 0.2392, "X2": 0.37283, "Y2": 0.239, "X3": 0.37283, "Y3": 0.2548, "X4": 0.27023, "Y4": 0.2548, "page": 0, "Index": 39}, {"Word": "brief", "Confidence": 0.992, "X1": 0.37717, "Y1": 0.2392, "X2": 0.41763, "Y2": 0.239, "X3": 0.41763, "Y3": 0.2548, "X4": 0.37717, "Y4": 0.2548, "page": 0, "Index": 40}, {"Word": "aan", "Confidence": 0.993, "X1": 0.42197, "Y1": 0.2392, "X2": 0.4552, "Y2": 0.239, "X3": 0.45376, "Y3": 0.2548, "X4": 0.42197, "Y4": 0.2548, "page": 0, "Index": 41}, {"Word": "de", "Confidence": 0.998, "X1": 0.45954, "Y1": 0.2392, "X2": 0.48121, "Y2": 0.239, "X3": 0.47977, "Y3": 0.2548, "X4": 0.45809, "Y4": 0.2548, "page": 0, "Index": 42}, {"Word": "Kamer,", "Confidence": 0.992, "X1": 0.48555, "Y1": 0.2392, "X2": 0.54769, "Y2": 0.239, "X3": 0.54769, "Y3": 0.2548, "X4": 0.4841, "Y4": 0.2548, "page": 0, "Index": 43}, {"Word": "waarbij", "Confidence": 0.993, "X1": 0.55202, "Y1": 0.2402, "X2": 0.61416, "Y2": 0.24, "X3": 0.61272, "Y3": 0.2548, "X4": 0.55202, "Y4": 0.2548, "page": 0, "Index": 44}, {"Word": "u", "Confidence": 0.994, "X1": 0.6185, "Y1": 0.2402, "X2": 0.6315, "Y2": 0.24, "X3": 0.63006, "Y3": 0.2548, "X4": 0.61705, "Y4": 0.2548, "page": 0, "Index": 45}, {"Word": "de", "Confidence": 0.997, "X1": 0.63584, "Y1": 0.2402, "X2": 0.65751, "Y2": 0.24, "X3": 0.65607, "Y3": 0.2548, "X4": 0.63439, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "gevraagde", "Confidence": 0.993, "X1": 0.66185, "Y1": 0.2412, "X2": 0.75289, "Y2": 0.241, "X3": 0.75145, "Y3": 0.2548, "X4": 0.6604, "Y4": 0.2548, "page": 0, "Index": 47}, {"Word": "informatie", "Confidence": 0.995, "X1": 0.1315, "Y1": 0.2562, "X2": 0.21821, "Y2": 0.256, "X3": 0.21821, "Y3": 0.2708, "X4": 0.13006, "Y4": 0.2718, "page": 0, "Index": 48}, {"Word": "overlegt,", "Confidence": 0.991, "X1": 0.22254, "Y1": 0.2572, "X2": 0.29913, "Y2": 0.257, "X3": 0.29913, "Y3": 0.2708, "X4": 0.22254, "Y4": 0.2708, "page": 0, "Index": 49}, {"Word": "te", "Confidence": 0.998, "X1": 0.30347, "Y1": 0.2572, "X2": 0.32225, "Y2": 0.257, "X3": 0.32225, "Y3": 0.2708, "X4": 0.30347, "Y4": 0.2708, "page": 0, "Index": 50}, {"Word": "ondertekenen.", "Confidence": 0.993, "X1": 0.32659, "Y1": 0.2572, "X2": 0.45087, "Y2": 0.257, "X3": 0.45087, "Y3": 0.2708, "X4": 0.32659, "Y4": 0.2708, "page": 0, "Index": 51}, {"Word": "4.", "Confidence": 0.996, "X1": 0.10116, "Y1": 0.2892, "X2": 0.12139, "Y2": 0.289, "X3": 0.12139, "Y3": 0.3028, "X4": 0.10116, "Y4": 0.3028, "page": 0, "Index": 52}, {"Word": "Toelichting", "Confidence": 0.994, "X1": 0.13295, "Y1": 0.2902, "X2": 0.23121, "Y2": 0.29, "X3": 0.23121, "Y3": 0.3038, "X4": 0.1315, "Y4": 0.3028, "page": 0, "Index": 53}, {"Word": "Algemeen", "Confidence": 0.994, "X1": 0.13295, "Y1": 0.3072, "X2": 0.2211, "Y2": 0.307, "X3": 0.21965, "Y3": 0.3188, "X4": 0.13295, "Y4": 0.3188, "page": 0, "Index": 54}, {"Word": "Artikel", "Confidence": 0.994, "X1": 0.13295, "Y1": 0.3212, "X2": 0.19075, "Y2": 0.321, "X3": 0.19075, "Y3": 0.3358, "X4": 0.13295, "Y4": 0.3358, "page": 0, "Index": 55}, {"Word": "11", "Confidence": 0.996, "X1": 0.19509, "Y1": 0.3212, "X2": 0.21532, "Y2": 0.321, "X3": 0.21532, "Y3": 0.3358, "X4": 0.19509, "Y4": 0.3358, "page": 0, "Index": 56}, {"Word": "van", "Confidence": 0.998, "X1": 0.21965, "Y1": 0.3212, "X2": 0.25289, "Y2": 0.321, "X3": 0.25289, "Y3": 0.3358, "X4": 0.21965, "Y4": 0.3358, "page": 0, "Index": 57}, {"Word": "EU-richtlijn", "Confidence": 0.991, "X1": 0.25723, "Y1": 0.3212, "X2": 0.35116, "Y2": 0.321, "X3": 0.35116, "Y3": 0.3368, "X4": 0.25723, "Y4": 0.3358, "page": 0, "Index": 58}, {"Word": "2001/37/EG", "Confidence": 0.994, "X1": 0.35549, "Y1": 0.3212, "X2": 0.45954, "Y2": 0.321, "X3": 0.45954, "Y3": 0.3368, "X4": 0.35549, "Y4": 0.3368, "page": 0, "Index": 59}, {"Word": "inzake", "Confidence": 0.996, "X1": 0.46676, "Y1": 0.3212, "X2": 0.52312, "Y2": 0.321, "X3": 0.52168, "Y3": 0.3368, "X4": 0.46532, "Y4": 0.3368, "page": 0, "Index": 60}, {"Word": "de", "Confidence": 0.996, "X1": 0.52746, "Y1": 0.3212, "X2": 0.54769, "Y2": 0.321, "X3": 0.54769, "Y3": 0.3368, "X4": 0.52601, "Y4": 0.3368, "page": 0, "Index": 61}, {"Word": "productie,", "Confidence": 0.991, "X1": 0.55202, "Y1": 0.3222, "X2": 0.64017, "Y2": 0.322, "X3": 0.63873, "Y3": 0.3368, "X4": 0.55202, "Y4": 0.3368, "page": 0, "Index": 62}, {"Word": "de", "Confidence": 0.997, "X1": 0.64451, "Y1": 0.3222, "X2": 0.66618, "Y2": 0.322, "X3": 0.66474, "Y3": 0.3368, "X4": 0.64306, "Y4": 0.3368, "page": 0, "Index": 63}, {"Word": "presentatie", "Confidence": 0.991, "X1": 0.67052, "Y1": 0.3232, "X2": 0.76734, "Y2": 0.323, "X3": 0.76734, "Y3": 0.3368, "X4": 0.66908, "Y4": 0.3368, "page": 0, "Index": 64}, {"Word": "en", "Confidence": 0.998, "X1": 0.1315, "Y1": 0.3392, "X2": 0.15173, "Y2": 0.339, "X3": 0.15173, "Y3": 0.3518, "X4": 0.1315, "Y4": 0.3518, "page": 0, "Index": 65}, {"Word": "de", "Confidence": 0.997, "X1": 0.15607, "Y1": 0.3392, "X2": 0.17919, "Y2": 0.339, "X3": 0.17919, "Y3": 0.3528, "X4": 0.15607, "Y4": 0.3518, "page": 0, "Index": 66}, {"Word": "verkoop", "Confidence": 0.994, "X1": 0.18353, "Y1": 0.3392, "X2": 0.25434, "Y2": 0.339, "X3": 0.25434, "Y3": 0.3528, "X4": 0.18353, "Y4": 0.3528, "page": 0, "Index": 67}, {"Word": "van", "Confidence": 0.998, "X1": 0.25867, "Y1": 0.3392, "X2": 0.29046, "Y2": 0.339, "X3": 0.29046, "Y3": 0.3528, "X4": 0.25867, "Y4": 0.3528, "page": 0, "Index": 68}, {"Word": "tabaksproducten", "Confidence": 0.991, "X1": 0.2948, "Y1": 0.3382, "X2": 0.43786, "Y2": 0.338, "X3": 0.43786, "Y3": 0.3538, "X4": 0.2948, "Y4": 0.3528, "page": 0, "Index": 69}, {"Word": "verplicht", "Confidence": 0.993, "X1": 0.4422, "Y1": 0.3382, "X2": 0.51734, "Y2": 0.338, "X3": 0.51734, "Y3": 0.3538, "X4": 0.4422, "Y4": 0.3538, "page": 0, "Index": 70}, {"Word": "de", "Confidence": 0.995, "X1": 0.52168, "Y1": 0.3382, "X2": 0.54335, "Y2": 0.338, "X3": 0.54335, "Y3": 0.3538, "X4": 0.52023, "Y4": 0.3538, "page": 0, "Index": 71}, {"Word": "Europese", "Confidence": 0.995, "X1": 0.54769, "Y1": 0.3382, "X2": 0.62717, "Y2": 0.338, "X3": 0.62717, "Y3": 0.3538, "X4": 0.54769, "Y4": 0.3538, "page": 0, "Index": 72}, {"Word": "Commissie", "Confidence": 0.994, "X1": 0.6315, "Y1": 0.3382, "X2": 0.72399, "Y2": 0.338, "X3": 0.72399, "Y3": 0.3528, "X4": 0.6315, "Y4": 0.3538, "page": 0, "Index": 73}, {"Word": "(EC)", "Confidence": 0.991, "X1": 0.72832, "Y1": 0.3382, "X2": 0.76879, "Y2": 0.338, "X3": 0.76879, "Y3": 0.3528, "X4": 0.72832, "Y4": 0.3528, "page": 0, "Index": 74}, {"Word": "om", "Confidence": 0.992, "X1": 0.1315, "Y1": 0.3552, "X2": 0.15318, "Y2": 0.355, "X3": 0.15462, "Y3": 0.3688, "X4": 0.1315, "Y4": 0.3688, "page": 0, "Index": 75}, {"Word": "periodiek", "Confidence": 0.991, "X1": 0.16329, "Y1": 0.3552, "X2": 0.24133, "Y2": 0.355, "X3": 0.24133, "Y3": 0.3688, "X4": 0.16329, "Y4": 0.3688, "page": 0, "Index": 76}, {"Word": "bij", "Confidence": 0.997, "X1": 0.24566, "Y1": 0.3542, "X2": 0.26734, "Y2": 0.354, "X3": 0.26734, "Y3": 0.3698, "X4": 0.24566, "Y4": 0.3698, "page": 0, "Index": 77}, {"Word": "het", "Confidence": 0.998, "X1": 0.27168, "Y1": 0.3542, "X2": 0.29913, "Y2": 0.354, "X3": 0.29913, "Y3": 0.3698, "X4": 0.27168, "Y4": 0.3698, "page": 0, "Index": 78}, {"Word": "Europees", "Confidence": 0.993, "X1": 0.30347, "Y1": 0.3542, "X2": 0.38295, "Y2": 0.354, "X3": 0.38295, "Y3": 0.3698, "X4": 0.30347, "Y4": 0.3698, "page": 0, "Index": 79}, {"Word": "Parlement,", "Confidence": 0.992, "X1": 0.38584, "Y1": 0.3542, "X2": 0.47977, "Y2": 0.354, "X3": 0.47977, "Y3": 0.3698, "X4": 0.38728, "Y4": 0.3698, "page": 0, "Index": 80}, {"Word": "de", "Confidence": 0.996, "X1": 0.4841, "Y1": 0.3542, "X2": 0.50578, "Y2": 0.354, "X3": 0.50578, "Y3": 0.3698, "X4": 0.4841, "Y4": 0.3698, "page": 0, "Index": 81}, {"Word": "Raad", "Confidence": 0.987, "X1": 0.51012, "Y1": 0.3542, "X2": 0.55491, "Y2": 0.354, "X3": 0.55491, "Y3": 0.3698, "X4": 0.51012, "Y4": 0.3698, "page": 0, "Index": 82}, {"Word": "en", "Confidence": 0.997, "X1": 0.55925, "Y1": 0.3542, "X2": 0.58092, "Y2": 0.354, "X3": 0.58092, "Y3": 0.3698, "X4": 0.55925, "Y4": 0.3698, "page": 0, "Index": 83}, {"Word": "het", "Confidence": 0.998, "X1": 0.58526, "Y1": 0.3542, "X2": 0.61272, "Y2": 0.354, "X3": 0.61272, "Y3": 0.3698, "X4": 0.58526, "Y4": 0.3698, "page": 0, "Index": 84}, {"Word": "Economisch", "Confidence": 0.994, "X1": 0.61705, "Y1": 0.3552, "X2": 0.7211, "Y2": 0.355, "X3": 0.7211, "Y3": 0.3688, "X4": 0.61705, "Y4": 0.3698, "page": 0, "Index": 85}, {"Word": "en", "Confidence": 0.998, "X1": 0.72543, "Y1": 0.3552, "X2": 0.74855, "Y2": 0.355, "X3": 0.74855, "Y3": 0.3688, "X4": 0.72543, "Y4": 0.3688, "page": 0, "Index": 86}, {"Word": "Sociaal", "Confidence": 0.993, "X1": 0.13439, "Y1": 0.3712, "X2": 0.19364, "Y2": 0.371, "X3": 0.19364, "Y3": 0.3848, "X4": 0.13439, "Y4": 0.3848, "page": 0, "Index": 87}, {"Word": "Comit\u00e9", "Confidence": 0.996, "X1": 0.19798, "Y1": 0.3712, "X2": 0.26012, "Y2": 0.371, "X3": 0.26012, "Y3": 0.3848, "X4": 0.19798, "Y4": 0.3848, "page": 0, "Index": 88}, {"Word": "een", "Confidence": 0.996, "X1": 0.26445, "Y1": 0.3712, "X2": 0.29624, "Y2": 0.371, "X3": 0.29624, "Y3": 0.3858, "X4": 0.26445, "Y4": 0.3848, "page": 0, "Index": 89}, {"Word": "verslag", "Confidence": 0.949, "X1": 0.30058, "Y1": 0.3712, "X2": 0.36127, "Y2": 0.371, "X3": 0.36127, "Y3": 0.3858, "X4": 0.30058, "Y4": 0.3858, "page": 0, "Index": 90}, {"Word": "in", "Confidence": 0.998, "X1": 0.36416, "Y1": 0.3712, "X2": 0.3815, "Y2": 0.371, "X3": 0.3815, "Y3": 0.3858, "X4": 0.36561, "Y4": 0.3858, "page": 0, "Index": 91}, {"Word": "te", "Confidence": 0.996, "X1": 0.38584, "Y1": 0.3712, "X2": 0.40462, "Y2": 0.371, "X3": 0.40462, "Y3": 0.3858, "X4": 0.38584, "Y4": 0.3858, "page": 0, "Index": 92}, {"Word": "dienen", "Confidence": 0.847, "X1": 0.40896, "Y1": 0.3712, "X2": 0.46676, "Y2": 0.371, "X3": 0.46676, "Y3": 0.3858, "X4": 0.40896, "Y4": 0.3858, "page": 0, "Index": 93}, {"Word": "over", "Confidence": 0.988, "X1": 0.4711, "Y1": 0.3712, "X2": 0.51012, "Y2": 0.371, "X3": 0.51156, "Y3": 0.3858, "X4": 0.4711, "Y4": 0.3858, "page": 0, "Index": 94}, {"Word": "de", "Confidence": 0.997, "X1": 0.51445, "Y1": 0.3712, "X2": 0.53757, "Y2": 0.371, "X3": 0.53757, "Y3": 0.3858, "X4": 0.51445, "Y4": 0.3858, "page": 0, "Index": 95}, {"Word": "toepassing", "Confidence": 0.993, "X1": 0.54191, "Y1": 0.3712, "X2": 0.63439, "Y2": 0.371, "X3": 0.63439, "Y3": 0.3858, "X4": 0.54191, "Y4": 0.3858, "page": 0, "Index": 96}, {"Word": "van", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.3712, "X2": 0.66908, "Y2": 0.371, "X3": 0.66908, "Y3": 0.3858, "X4": 0.63873, "Y4": 0.3858, "page": 0, "Index": 97}, {"Word": "de", "Confidence": 0.962, "X1": 0.67341, "Y1": 0.3712, "X2": 0.69798, "Y2": 0.371, "X3": 0.69798, "Y3": 0.3858, "X4": 0.67341, "Y4": 0.3858, "page": 0, "Index": 98}, {"Word": "richtlijn.", "Confidence": 0.991, "X1": 0.13295, "Y1": 0.3872, "X2": 0.20087, "Y2": 0.387, "X3": 0.19942, "Y3": 0.4008, "X4": 0.1315, "Y4": 0.4008, "page": 0, "Index": 99}, {"Word": "In", "Confidence": 0.996, "X1": 0.2052, "Y1": 0.3872, "X2": 0.22254, "Y2": 0.387, "X3": 0.2211, "Y3": 0.4018, "X4": 0.20376, "Y4": 0.4008, "page": 0, "Index": 100}, {"Word": "dat", "Confidence": 0.998, "X1": 0.22688, "Y1": 0.3872, "X2": 0.25578, "Y2": 0.387, "X3": 0.25434, "Y3": 0.4018, "X4": 0.22543, "Y4": 0.4018, "page": 0, "Index": 101}, {"Word": "verslag", "Confidence": 0.993, "X1": 0.26012, "Y1": 0.3872, "X2": 0.32225, "Y2": 0.387, "X3": 0.32081, "Y3": 0.4018, "X4": 0.25867, "Y4": 0.4018, "page": 0, "Index": 102}, {"Word": "kan", "Confidence": 0.998, "X1": 0.32659, "Y1": 0.3872, "X2": 0.35694, "Y2": 0.387, "X3": 0.35549, "Y3": 0.4018, "X4": 0.32514, "Y4": 0.4018, "page": 0, "Index": 103}, {"Word": "de", "Confidence": 0.997, "X1": 0.36127, "Y1": 0.3872, "X2": 0.38439, "Y2": 0.387, "X3": 0.38295, "Y3": 0.4018, "X4": 0.35983, "Y4": 0.4018, "page": 0, "Index": 104}, {"Word": "EC", "Confidence": 0.998, "X1": 0.38873, "Y1": 0.3872, "X2": 0.41185, "Y2": 0.387, "X3": 0.4104, "Y3": 0.4018, "X4": 0.38728, "Y4": 0.4018, "page": 0, "Index": 105}, {"Word": "ook", "Confidence": 0.994, "X1": 0.41618, "Y1": 0.3872, "X2": 0.45087, "Y2": 0.387, "X3": 0.44942, "Y3": 0.4018, "X4": 0.41474, "Y4": 0.4018, "page": 0, "Index": 106}, {"Word": "voorstellen", "Confidence": 0.616, "X1": 0.4552, "Y1": 0.3872, "X2": 0.54913, "Y2": 0.387, "X3": 0.54913, "Y3": 0.4028, "X4": 0.45376, "Y4": 0.4018, "page": 0, "Index": 107}, {"Word": "voor", "Confidence": 0.988, "X1": 0.55491, "Y1": 0.3872, "X2": 0.59393, "Y2": 0.387, "X3": 0.59249, "Y3": 0.4028, "X4": 0.55347, "Y4": 0.4028, "page": 0, "Index": 108}, {"Word": "aanpassing", "Confidence": 0.994, "X1": 0.59827, "Y1": 0.3882, "X2": 0.69364, "Y2": 0.388, "X3": 0.6922, "Y3": 0.4028, "X4": 0.59682, "Y4": 0.4028, "page": 0, "Index": 109}, {"Word": "van", "Confidence": 0.998, "X1": 0.69798, "Y1": 0.3882, "X2": 0.72832, "Y2": 0.388, "X3": 0.72832, "Y3": 0.4028, "X4": 0.69653, "Y4": 0.4028, "page": 0, "Index": 110}, {"Word": "de", "Confidence": 0.998, "X1": 0.73266, "Y1": 0.3882, "X2": 0.75867, "Y2": 0.388, "X3": 0.75723, "Y3": 0.4028, "X4": 0.73266, "Y4": 0.4028, "page": 0, "Index": 111}, {"Word": "richtlijn", "Confidence": 0.991, "X1": 0.1315, "Y1": 0.4032, "X2": 0.19364, "Y2": 0.403, "X3": 0.19364, "Y3": 0.4168, "X4": 0.1315, "Y4": 0.4168, "page": 0, "Index": 112}, {"Word": "doen.", "Confidence": 0.967, "X1": 0.19798, "Y1": 0.4032, "X2": 0.24855, "Y2": 0.403, "X3": 0.24855, "Y3": 0.4178, "X4": 0.19798, "Y4": 0.4168, "page": 0, "Index": 113}, {"Word": "Artikel", "Confidence": 0.991, "X1": 0.25289, "Y1": 0.4032, "X2": 0.31069, "Y2": 0.403, "X3": 0.31069, "Y3": 0.4178, "X4": 0.25289, "Y4": 0.4178, "page": 0, "Index": 114}, {"Word": "11", "Confidence": 0.994, "X1": 0.31503, "Y1": 0.4032, "X2": 0.33671, "Y2": 0.403, "X3": 0.33671, "Y3": 0.4178, "X4": 0.31503, "Y4": 0.4178, "page": 0, "Index": 115}, {"Word": "bepaalt", "Confidence": 0.994, "X1": 0.34104, "Y1": 0.4032, "X2": 0.40607, "Y2": 0.403, "X3": 0.40462, "Y3": 0.4178, "X4": 0.34104, "Y4": 0.4178, "page": 0, "Index": 116}, {"Word": "voorts", "Confidence": 0.995, "X1": 0.40896, "Y1": 0.4032, "X2": 0.46387, "Y2": 0.403, "X3": 0.46387, "Y3": 0.4178, "X4": 0.40896, "Y4": 0.4178, "page": 0, "Index": 117}, {"Word": "dat", "Confidence": 0.998, "X1": 0.46821, "Y1": 0.4042, "X2": 0.49855, "Y2": 0.404, "X3": 0.49855, "Y3": 0.4178, "X4": 0.46821, "Y4": 0.4178, "page": 0, "Index": 118}, {"Word": "de", "Confidence": 0.997, "X1": 0.50289, "Y1": 0.4042, "X2": 0.52457, "Y2": 0.404, "X3": 0.52457, "Y3": 0.4178, "X4": 0.50289, "Y4": 0.4178, "page": 0, "Index": 119}, {"Word": "EC", "Confidence": 0.997, "X1": 0.5289, "Y1": 0.4042, "X2": 0.55347, "Y2": 0.404, "X3": 0.55347, "Y3": 0.4178, "X4": 0.5289, "Y4": 0.4178, "page": 0, "Index": 120}, {"Word": "het", "Confidence": 0.998, "X1": 0.5578, "Y1": 0.4042, "X2": 0.58815, "Y2": 0.404, "X3": 0.58815, "Y3": 0.4178, "X4": 0.5578, "Y4": 0.4178, "page": 0, "Index": 121}, {"Word": "eerste", "Confidence": 0.997, "X1": 0.59249, "Y1": 0.4042, "X2": 0.64595, "Y2": 0.404, "X3": 0.64451, "Y3": 0.4178, "X4": 0.59104, "Y4": 0.4178, "page": 0, "Index": 122}, {"Word": "verslag", "Confidence": 0.994, "X1": 0.64884, "Y1": 0.4042, "X2": 0.71243, "Y2": 0.404, "X3": 0.71243, "Y3": 0.4178, "X4": 0.64884, "Y4": 0.4178, "page": 0, "Index": 123}, {"Word": "uiterlijk", "Confidence": 0.991, "X1": 0.13439, "Y1": 0.4202, "X2": 0.19364, "Y2": 0.42, "X3": 0.19364, "Y3": 0.4338, "X4": 0.13439, "Y4": 0.4338, "page": 0, "Index": 124}, {"Word": "op", "Confidence": 0.997, "X1": 0.19798, "Y1": 0.4202, "X2": 0.2211, "Y2": 0.42, "X3": 0.2211, "Y3": 0.4348, "X4": 0.19798, "Y4": 0.4338, "page": 0, "Index": 125}, {"Word": "31", "Confidence": 0.998, "X1": 0.22543, "Y1": 0.4202, "X2": 0.24855, "Y2": 0.42, "X3": 0.24855, "Y3": 0.4348, "X4": 0.22543, "Y4": 0.4348, "page": 0, "Index": 126}, {"Word": "december", "Confidence": 0.994, "X1": 0.25289, "Y1": 0.4202, "X2": 0.3396, "Y2": 0.42, "X3": 0.3396, "Y3": 0.4348, "X4": 0.25289, "Y4": 0.4348, "page": 0, "Index": 127}, {"Word": "2004", "Confidence": 0.988, "X1": 0.34393, "Y1": 0.4202, "X2": 0.38873, "Y2": 0.42, "X3": 0.38873, "Y3": 0.4348, "X4": 0.34393, "Y4": 0.4348, "page": 0, "Index": 128}, {"Word": "moet", "Confidence": 0.988, "X1": 0.39451, "Y1": 0.4202, "X2": 0.43931, "Y2": 0.42, "X3": 0.43931, "Y3": 0.4348, "X4": 0.39451, "Y4": 0.4348, "page": 0, "Index": 129}, {"Word": "inleveren.", "Confidence": 0.994, "X1": 0.44364, "Y1": 0.4202, "X2": 0.52746, "Y2": 0.42, "X3": 0.52746, "Y3": 0.4348, "X4": 0.44364, "Y4": 0.4348, "page": 0, "Index": 130}, {"Word": "Deze", "Confidence": 0.991, "X1": 0.53179, "Y1": 0.4202, "X2": 0.57514, "Y2": 0.42, "X3": 0.57514, "Y3": 0.4348, "X4": 0.53179, "Y4": 0.4348, "page": 0, "Index": 131}, {"Word": "datum", "Confidence": 0.997, "X1": 0.57948, "Y1": 0.4202, "X2": 0.6315, "Y2": 0.42, "X3": 0.6315, "Y3": 0.4348, "X4": 0.57948, "Y4": 0.4348, "page": 0, "Index": 132}, {"Word": "is", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.4202, "X2": 0.65462, "Y2": 0.42, "X3": 0.65462, "Y3": 0.4348, "X4": 0.63873, "Y4": 0.4348, "page": 0, "Index": 133}, {"Word": "niet", "Confidence": 0.987, "X1": 0.65896, "Y1": 0.4202, "X2": 0.6922, "Y2": 0.42, "X3": 0.6922, "Y3": 0.4348, "X4": 0.65896, "Y4": 0.4348, "page": 0, "Index": 134}, {"Word": "gehaald.", "Confidence": 0.991, "X1": 0.69653, "Y1": 0.4202, "X2": 0.77312, "Y2": 0.42, "X3": 0.77312, "Y3": 0.4348, "X4": 0.69653, "Y4": 0.4348, "page": 0, "Index": 135}, {"Word": "Naar", "Confidence": 0.994, "X1": 0.1315, "Y1": 0.4362, "X2": 0.17052, "Y2": 0.436, "X3": 0.17052, "Y3": 0.4498, "X4": 0.1315, "Y4": 0.4498, "page": 0, "Index": 136}, {"Word": "verluidt", "Confidence": 0.901, "X1": 0.17486, "Y1": 0.4362, "X2": 0.24133, "Y2": 0.436, "X3": 0.23988, "Y3": 0.4498, "X4": 0.17486, "Y4": 0.4498, "page": 0, "Index": 137}, {"Word": "zal", "Confidence": 0.998, "X1": 0.24422, "Y1": 0.4362, "X2": 0.26879, "Y2": 0.436, "X3": 0.26879, "Y3": 0.4498, "X4": 0.24422, "Y4": 0.4498, "page": 0, "Index": 138}, {"Word": "het", "Confidence": 0.998, "X1": 0.27312, "Y1": 0.4362, "X2": 0.30347, "Y2": 0.436, "X3": 0.30347, "Y3": 0.4498, "X4": 0.27312, "Y4": 0.4498, "page": 0, "Index": 139}, {"Word": "verslag", "Confidence": 0.995, "X1": 0.3078, "Y1": 0.4362, "X2": 0.36705, "Y2": 0.436, "X3": 0.36705, "Y3": 0.4508, "X4": 0.3078, "Y4": 0.4498, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.4362, "X2": 0.39017, "Y2": 0.436, "X3": 0.38873, "Y3": 0.4508, "X4": 0.37139, "Y4": 0.4508, "page": 0, "Index": 141}, {"Word": "juni", "Confidence": 0.989, "X1": 0.39306, "Y1": 0.4362, "X2": 0.42486, "Y2": 0.436, "X3": 0.42486, "Y3": 0.4508, "X4": 0.39306, "Y4": 0.4508, "page": 0, "Index": 142}, {"Word": "a.s.", "Confidence": 0.959, "X1": 0.42919, "Y1": 0.4362, "X2": 0.46243, "Y2": 0.436, "X3": 0.46098, "Y3": 0.4508, "X4": 0.42919, "Y4": 0.4508, "page": 0, "Index": 143}, {"Word": "beschikbaar", "Confidence": 0.994, "X1": 0.46532, "Y1": 0.4362, "X2": 0.56936, "Y2": 0.436, "X3": 0.56936, "Y3": 0.4508, "X4": 0.46532, "Y4": 0.4508, "page": 0, "Index": 144}, {"Word": "komen.", "Confidence": 0.996, "X1": 0.5737, "Y1": 0.4362, "X2": 0.63873, "Y2": 0.436, "X3": 0.63728, "Y3": 0.4498, "X4": 0.5737, "Y4": 0.4508, "page": 0, "Index": 145}, {"Word": "De", "Confidence": 0.995, "X1": 0.1315, "Y1": 0.4532, "X2": 0.15607, "Y2": 0.453, "X3": 0.15462, "Y3": 0.4668, "X4": 0.1315, "Y4": 0.4668, "page": 0, "Index": 146}, {"Word": "vragen", "Confidence": 0.996, "X1": 0.15896, "Y1": 0.4522, "X2": 0.21965, "Y2": 0.452, "X3": 0.21821, "Y3": 0.4668, "X4": 0.15896, "Y4": 0.4668, "page": 0, "Index": 147}, {"Word": "van", "Confidence": 0.998, "X1": 0.22399, "Y1": 0.4522, "X2": 0.25578, "Y2": 0.452, "X3": 0.25434, "Y3": 0.4668, "X4": 0.22254, "Y4": 0.4668, "page": 0, "Index": 148}, {"Word": "de", "Confidence": 0.997, "X1": 0.26012, "Y1": 0.4522, "X2": 0.28324, "Y2": 0.452, "X3": 0.28179, "Y3": 0.4668, "X4": 0.25867, "Y4": 0.4668, "page": 0, "Index": 149}, {"Word": "EC", "Confidence": 0.997, "X1": 0.28757, "Y1": 0.4522, "X2": 0.31069, "Y2": 0.452, "X3": 0.30925, "Y3": 0.4668, "X4": 0.28613, "Y4": 0.4668, "page": 0, "Index": 150}, {"Word": "hebben", "Confidence": 0.996, "X1": 0.31503, "Y1": 0.4522, "X2": 0.37861, "Y2": 0.452, "X3": 0.37717, "Y3": 0.4668, "X4": 0.31358, "Y4": 0.4668, "page": 0, "Index": 151}, {"Word": "onder", "Confidence": 0.997, "X1": 0.38295, "Y1": 0.4522, "X2": 0.43064, "Y2": 0.452, "X3": 0.42919, "Y3": 0.4668, "X4": 0.3815, "Y4": 0.4668, "page": 0, "Index": 152}, {"Word": "meer", "Confidence": 0.991, "X1": 0.43497, "Y1": 0.4522, "X2": 0.48121, "Y2": 0.452, "X3": 0.47977, "Y3": 0.4668, "X4": 0.43353, "Y4": 0.4668, "page": 0, "Index": 153}, {"Word": "betrekking", "Confidence": 0.994, "X1": 0.48555, "Y1": 0.4522, "X2": 0.57659, "Y2": 0.452, "X3": 0.57514, "Y3": 0.4678, "X4": 0.4841, "Y4": 0.4668, "page": 0, "Index": 154}, {"Word": "op", "Confidence": 0.998, "X1": 0.58092, "Y1": 0.4522, "X2": 0.6026, "Y2": 0.452, "X3": 0.60116, "Y3": 0.4678, "X4": 0.57948, "Y4": 0.4678, "page": 0, "Index": 155}, {"Word": "de", "Confidence": 0.997, "X1": 0.60694, "Y1": 0.4532, "X2": 0.62861, "Y2": 0.453, "X3": 0.62717, "Y3": 0.4678, "X4": 0.60549, "Y4": 0.4678, "page": 0, "Index": 156}, {"Word": "verplichting", "Confidence": 0.991, "X1": 0.63295, "Y1": 0.4532, "X2": 0.7341, "Y2": 0.453, "X3": 0.73266, "Y3": 0.4678, "X4": 0.6315, "Y4": 0.4678, "page": 0, "Index": 157}, {"Word": "van", "Confidence": 0.998, "X1": 0.73844, "Y1": 0.4532, "X2": 0.77168, "Y2": 0.453, "X3": 0.77023, "Y3": 0.4678, "X4": 0.73555, "Y4": 0.4678, "page": 0, "Index": 158}, {"Word": "de", "Confidence": 0.998, "X1": 0.13295, "Y1": 0.4682, "X2": 0.15173, "Y2": 0.468, "X3": 0.15173, "Y3": 0.4828, "X4": 0.13295, "Y4": 0.4828, "page": 0, "Index": 159}, {"Word": "industrie", "Confidence": 0.994, "X1": 0.15607, "Y1": 0.4682, "X2": 0.23121, "Y2": 0.468, "X3": 0.23121, "Y3": 0.4828, "X4": 0.15607, "Y4": 0.4828, "page": 0, "Index": 160}, {"Word": "om", "Confidence": 0.997, "X1": 0.2341, "Y1": 0.4682, "X2": 0.25867, "Y2": 0.468, "X3": 0.25723, "Y3": 0.4828, "X4": 0.2341, "Y4": 0.4828, "page": 0, "Index": 161}, {"Word": "de", "Confidence": 0.998, "X1": 0.26734, "Y1": 0.4682, "X2": 0.29046, "Y2": 0.468, "X3": 0.29046, "Y3": 0.4828, "X4": 0.26734, "Y4": 0.4828, "page": 0, "Index": 162}, {"Word": "lidstaten", "Confidence": 0.993, "X1": 0.2948, "Y1": 0.4682, "X2": 0.36705, "Y2": 0.468, "X3": 0.36705, "Y3": 0.4828, "X4": 0.2948, "Y4": 0.4828, "page": 0, "Index": 163}, {"Word": "te", "Confidence": 0.997, "X1": 0.37139, "Y1": 0.4682, "X2": 0.39017, "Y2": 0.468, "X3": 0.39017, "Y3": 0.4828, "X4": 0.37139, "Y4": 0.4828, "page": 0, "Index": 164}, {"Word": "informeren", "Confidence": 0.994, "X1": 0.39451, "Y1": 0.4682, "X2": 0.48844, "Y2": 0.468, "X3": 0.48844, "Y3": 0.4828, "X4": 0.39451, "Y4": 0.4828, "page": 0, "Index": 165}, {"Word": "over", "Confidence": 0.991, "X1": 0.49277, "Y1": 0.4682, "X2": 0.53179, "Y2": 0.468, "X3": 0.53179, "Y3": 0.4828, "X4": 0.49277, "Y4": 0.4828, "page": 0, "Index": 166}, {"Word": "de", "Confidence": 0.998, "X1": 0.53613, "Y1": 0.4682, "X2": 0.5578, "Y2": 0.468, "X3": 0.5578, "Y3": 0.4828, "X4": 0.53613, "Y4": 0.4828, "page": 0, "Index": 167}, {"Word": "ingredi\u00ebnten", "Confidence": 0.794, "X1": 0.56214, "Y1": 0.4692, "X2": 0.66763, "Y2": 0.469, "X3": 0.66763, "Y3": 0.4828, "X4": 0.56214, "Y4": 0.4828, "page": 0, "Index": 168}, {"Word": "die", "Confidence": 0.994, "X1": 0.67197, "Y1": 0.4692, "X2": 0.69942, "Y2": 0.469, "X3": 0.69942, "Y3": 0.4828, "X4": 0.67197, "Y4": 0.4828, "page": 0, "Index": 169}, {"Word": "zij", "Confidence": 0.998, "X1": 0.70376, "Y1": 0.4692, "X2": 0.7211, "Y2": 0.469, "X3": 0.7211, "Y3": 0.4828, "X4": 0.70376, "Y4": 0.4828, "page": 0, "Index": 170}, {"Word": "in", "Confidence": 0.994, "X1": 0.72543, "Y1": 0.4692, "X2": 0.74422, "Y2": 0.469, "X3": 0.74422, "Y3": 0.4828, "X4": 0.72543, "Y4": 0.4828, "page": 0, "Index": 171}, {"Word": "hun", "Confidence": 0.993, "X1": 0.1315, "Y1": 0.4852, "X2": 0.16329, "Y2": 0.485, "X3": 0.16329, "Y3": 0.4988, "X4": 0.13006, "Y4": 0.4988, "page": 0, "Index": 172}, {"Word": "producten", "Confidence": 0.991, "X1": 0.16763, "Y1": 0.4852, "X2": 0.25578, "Y2": 0.485, "X3": 0.25434, "Y3": 0.4998, "X4": 0.16618, "Y4": 0.4988, "page": 0, "Index": 173}, {"Word": "verwerken.", "Confidence": 0.994, "X1": 0.26012, "Y1": 0.4842, "X2": 0.35549, "Y2": 0.484, "X3": 0.35549, "Y3": 0.4998, "X4": 0.26012, "Y4": 0.4998, "page": 0, "Index": 174}, {"Word": "Zoals", "Confidence": 0.955, "X1": 0.35983, "Y1": 0.4852, "X2": 0.40607, "Y2": 0.485, "X3": 0.40607, "Y3": 0.4998, "X4": 0.35983, "Y4": 0.4998, "page": 0, "Index": 175}, {"Word": "u", "Confidence": 0.995, "X1": 0.4104, "Y1": 0.4852, "X2": 0.42341, "Y2": 0.485, "X3": 0.42197, "Y3": 0.4998, "X4": 0.4104, "Y4": 0.4998, "page": 0, "Index": 176}, {"Word": "weet", "Confidence": 0.987, "X1": 0.42775, "Y1": 0.4852, "X2": 0.47254, "Y2": 0.485, "X3": 0.4711, "Y3": 0.4998, "X4": 0.4263, "Y4": 0.4998, "page": 0, "Index": 177}, {"Word": "hebben", "Confidence": 0.996, "X1": 0.47688, "Y1": 0.4852, "X2": 0.54046, "Y2": 0.485, "X3": 0.53902, "Y3": 0.4998, "X4": 0.47543, "Y4": 0.4998, "page": 0, "Index": 178}, {"Word": "zeven", "Confidence": 0.997, "X1": 0.5448, "Y1": 0.4862, "X2": 0.59538, "Y2": 0.486, "X3": 0.59538, "Y3": 0.4998, "X4": 0.54335, "Y4": 0.4998, "page": 0, "Index": 179}, {"Word": "grote", "Confidence": 0.997, "X1": 0.60116, "Y1": 0.4862, "X2": 0.6474, "Y2": 0.486, "X3": 0.64595, "Y3": 0.4998, "X4": 0.59971, "Y4": 0.4998, "page": 0, "Index": 180}, {"Word": "tabaksfabrikanten", "Confidence": 0.991, "X1": 0.13295, "Y1": 0.5002, "X2": 0.28324, "Y2": 0.5, "X3": 0.28179, "Y3": 0.5158, "X4": 0.13295, "Y4": 0.5148, "page": 0, "Index": 181}, {"Word": "de", "Confidence": 0.998, "X1": 0.28757, "Y1": 0.5002, "X2": 0.31069, "Y2": 0.5, "X3": 0.30925, "Y3": 0.5158, "X4": 0.28613, "Y4": 0.5158, "page": 0, "Index": 182}, {"Word": "Staat", "Confidence": 0.996, "X1": 0.31503, "Y1": 0.5012, "X2": 0.35983, "Y2": 0.501, "X3": 0.35838, "Y3": 0.5158, "X4": 0.31358, "Y4": 0.5158, "page": 0, "Index": 183}, {"Word": "gedagvaard,", "Confidence": 0.991, "X1": 0.36416, "Y1": 0.5012, "X2": 0.4711, "Y2": 0.501, "X3": 0.46965, "Y3": 0.5158, "X4": 0.36272, "Y4": 0.5158, "page": 0, "Index": 184}, {"Word": "omdat", "Confidence": 0.997, "X1": 0.47543, "Y1": 0.5012, "X2": 0.53179, "Y2": 0.501, "X3": 0.53035, "Y3": 0.5158, "X4": 0.47399, "Y4": 0.5158, "page": 0, "Index": 185}, {"Word": "zij", "Confidence": 0.998, "X1": 0.53613, "Y1": 0.5012, "X2": 0.55636, "Y2": 0.501, "X3": 0.55491, "Y3": 0.5158, "X4": 0.53468, "Y4": 0.5158, "page": 0, "Index": 186}, {"Word": "van", "Confidence": 0.998, "X1": 0.56069, "Y1": 0.5012, "X2": 0.59104, "Y2": 0.501, "X3": 0.5896, "Y3": 0.5158, "X4": 0.55925, "Y4": 0.5158, "page": 0, "Index": 187}, {"Word": "mening", "Confidence": 0.997, "X1": 0.59538, "Y1": 0.5012, "X2": 0.65896, "Y2": 0.501, "X3": 0.65751, "Y3": 0.5158, "X4": 0.59393, "Y4": 0.5158, "page": 0, "Index": 188}, {"Word": "zijn", "Confidence": 0.991, "X1": 0.66329, "Y1": 0.5012, "X2": 0.69364, "Y2": 0.501, "X3": 0.6922, "Y3": 0.5158, "X4": 0.66185, "Y4": 0.5158, "page": 0, "Index": 189}, {"Word": "dat", "Confidence": 0.97, "X1": 0.69798, "Y1": 0.5012, "X2": 0.72832, "Y2": 0.501, "X3": 0.72688, "Y3": 0.5158, "X4": 0.69653, "Y4": 0.5158, "page": 0, "Index": 190}, {"Word": "Nederland", "Confidence": 0.994, "X1": 0.1315, "Y1": 0.5162, "X2": 0.21532, "Y2": 0.516, "X3": 0.21532, "Y3": 0.5318, "X4": 0.1315, "Y4": 0.5318, "page": 0, "Index": 191}, {"Word": "de", "Confidence": 0.997, "X1": 0.21965, "Y1": 0.5162, "X2": 0.24277, "Y2": 0.516, "X3": 0.24277, "Y3": 0.5318, "X4": 0.21965, "Y4": 0.5318, "page": 0, "Index": 192}, {"Word": "richtlijn", "Confidence": 0.991, "X1": 0.24711, "Y1": 0.5162, "X2": 0.31069, "Y2": 0.516, "X3": 0.31069, "Y3": 0.5328, "X4": 0.24711, "Y4": 0.5318, "page": 0, "Index": 193}, {"Word": "op", "Confidence": 0.996, "X1": 0.31503, "Y1": 0.5162, "X2": 0.33671, "Y2": 0.516, "X3": 0.33671, "Y3": 0.5328, "X4": 0.31503, "Y4": 0.5328, "page": 0, "Index": 194}, {"Word": "dit", "Confidence": 0.998, "X1": 0.34104, "Y1": 0.5162, "X2": 0.36561, "Y2": 0.516, "X3": 0.36561, "Y3": 0.5328, "X4": 0.34104, "Y4": 0.5328, "page": 0, "Index": 195}, {"Word": "punt", "Confidence": 0.985, "X1": 0.36994, "Y1": 0.5172, "X2": 0.40896, "Y2": 0.517, "X3": 0.40896, "Y3": 0.5328, "X4": 0.36994, "Y4": 0.5328, "page": 0, "Index": 196}, {"Word": "te", "Confidence": 0.901, "X1": 0.41329, "Y1": 0.5172, "X2": 0.43208, "Y2": 0.517, "X3": 0.43208, "Y3": 0.5328, "X4": 0.41329, "Y4": 0.5328, "page": 0, "Index": 197}, {"Word": "extensief", "Confidence": 0.993, "X1": 0.43642, "Y1": 0.5172, "X2": 0.5159, "Y2": 0.517, "X3": 0.5159, "Y3": 0.5328, "X4": 0.43642, "Y4": 0.5328, "page": 0, "Index": 198}, {"Word": "uitvoert.", "Confidence": 0.991, "X1": 0.52168, "Y1": 0.5172, "X2": 0.59393, "Y2": 0.517, "X3": 0.59393, "Y3": 0.5328, "X4": 0.52168, "Y4": 0.5328, "page": 0, "Index": 199}, {"Word": "Op", "Confidence": 0.998, "X1": 0.59827, "Y1": 0.5172, "X2": 0.62428, "Y2": 0.517, "X3": 0.62428, "Y3": 0.5328, "X4": 0.59827, "Y4": 0.5328, "page": 0, "Index": 200}, {"Word": "14", "Confidence": 0.998, "X1": 0.63006, "Y1": 0.5172, "X2": 0.65173, "Y2": 0.517, "X3": 0.65173, "Y3": 0.5328, "X4": 0.63006, "Y4": 0.5328, "page": 0, "Index": 201}, {"Word": "juni", "Confidence": 0.989, "X1": 0.65607, "Y1": 0.5172, "X2": 0.68786, "Y2": 0.517, "X3": 0.68786, "Y3": 0.5328, "X4": 0.65607, "Y4": 0.5328, "page": 0, "Index": 202}, {"Word": "a.s.", "Confidence": 0.984, "X1": 0.6922, "Y1": 0.5172, "X2": 0.72832, "Y2": 0.517, "X3": 0.72832, "Y3": 0.5328, "X4": 0.6922, "Y4": 0.5328, "page": 0, "Index": 203}, {"Word": "zaak", "Confidence": 0.986, "X1": 0.2052, "Y1": 0.5322, "X2": 0.24422, "Y2": 0.532, "X3": 0.24277, "Y3": 0.5478, "X4": 0.20376, "Y4": 0.5488, "page": 0, "Index": 204}, {"Word": "voor", "Confidence": 0.991, "X1": 0.24855, "Y1": 0.5322, "X2": 0.28757, "Y2": 0.532, "X3": 0.28757, "Y3": 0.5478, "X4": 0.24855, "Y4": 0.5478, "page": 0, "Index": 205}, {"Word": "de", "Confidence": 0.997, "X1": 0.29191, "Y1": 0.5322, "X2": 0.31358, "Y2": 0.532, "X3": 0.31214, "Y3": 0.5478, "X4": 0.29191, "Y4": 0.5478, "page": 0, "Index": 206}, {"Word": "rechtbank", "Confidence": 0.993, "X1": 0.31792, "Y1": 0.5322, "X2": 0.40318, "Y2": 0.532, "X3": 0.40318, "Y3": 0.5478, "X4": 0.31647, "Y4": 0.5478, "page": 0, "Index": 207}, {"Word": "dient", "Confidence": 0.997, "X1": 0.1315, "Y1": 0.5332, "X2": 0.17341, "Y2": 0.533, "X3": 0.17341, "Y3": 0.5488, "X4": 0.1315, "Y4": 0.5488, "page": 0, "Index": 208}, {"Word": "de", "Confidence": 0.998, "X1": 0.17775, "Y1": 0.5332, "X2": 0.19942, "Y2": 0.533, "X3": 0.19942, "Y3": 0.5488, "X4": 0.17775, "Y4": 0.5488, "page": 0, "Index": 209}, {"Word": "Den", "Confidence": 0.998, "X1": 0.40751, "Y1": 0.5332, "X2": 0.44364, "Y2": 0.533, "X3": 0.44364, "Y3": 0.5488, "X4": 0.40751, "Y4": 0.5478, "page": 0, "Index": 210}, {"Word": "Haag.", "Confidence": 0.997, "X1": 0.44942, "Y1": 0.5332, "X2": 0.50289, "Y2": 0.533, "X3": 0.50289, "Y3": 0.5488, "X4": 0.44798, "Y4": 0.5488, "page": 0, "Index": 211}, {"Word": "Juridische", "Confidence": 0.992, "X1": 0.1315, "Y1": 0.5662, "X2": 0.21821, "Y2": 0.566, "X3": 0.21676, "Y3": 0.5808, "X4": 0.1315, "Y4": 0.5808, "page": 0, "Index": 212}, {"Word": "aspecten", "Confidence": 0.996, "X1": 0.22254, "Y1": 0.5672, "X2": 0.30202, "Y2": 0.567, "X3": 0.30058, "Y3": 0.5818, "X4": 0.2211, "Y4": 0.5808, "page": 0, "Index": 213}, {"Word": "..", "Confidence": 0.333, "X1": 0.31503, "Y1": 0.7422, "X2": 0.31792, "Y2": 0.742, "X3": 0.29913, "Y3": 0.7428, "X4": 0.29769, "Y4": 0.7188, "page": 0, "Index": 214}, {"Word": "..", "Confidence": 0.739, "X1": 0.31503, "Y1": 0.7762, "X2": 0.31647, "Y2": 0.776, "X3": 0.30058, "Y3": 0.7768, "X4": 0.29913, "Y4": 0.7648, "page": 0, "Index": 215}, {"Word": "--.", "Confidence": 0.763, "X1": 0.31503, "Y1": 0.8382, "X2": 0.31503, "Y2": 0.838, "X3": 0.30058, "Y3": 0.8378, "X4": 0.29913, "Y4": 0.7978, "page": 0, "Index": 216}, {"Word": "-", "Confidence": 0.669, "X1": 0.49855, "Y1": 0.8372, "X2": 0.5, "Y2": 0.837, "X3": 0.48699, "Y3": 0.8378, "X4": 0.48555, "Y4": 0.8328, "page": 0, "Index": 217}, {"Word": "1", "Confidence": 0.87, "X1": 0.48555, "Y1": 0.8632, "X2": 0.49566, "Y2": 0.863, "X3": 0.49855, "Y3": 0.8758, "X4": 0.48988, "Y4": 0.8768, "page": 0, "Index": 218}, {"Word": "-.", "Confidence": 0.634, "X1": 0.15896, "Y1": 0.9522, "X2": 0.17341, "Y2": 0.952, "X3": 0.17341, "Y3": 0.9578, "X4": 0.15896, "Y4": 0.9578, "page": 0, "Index": 219}]}
|
"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"
|
ffdn0217
| 0 |
{"lines_data": [{"Word": "dep. I'dC", "Confidence": 0.48, "X1": 0.33382, "Y1": 0.0002, "X2": 0.46532, "Y2": 0.0, "X3": 0.46676, "Y3": 0.0158, "X4": 0.33382, "Y4": 0.0198, "page": 0}, {"Word": "EU'S 23/3", "Confidence": 0.5115, "X1": 0.04191, "Y1": 0.0032, "X2": 0.1922, "Y2": 0.003, "X3": 0.1922, "Y3": 0.0318, "X4": 0.04191, "Y4": 0.0328, "page": 0}, {"Word": "4 april 2005", "Confidence": 0.97933, "X1": 0.37428, "Y1": 0.0212, "X2": 0.53179, "Y2": 0.021, "X3": 0.53179, "Y3": 0.0408, "X4": 0.37428, "Y4": 0.0418, "page": 0}, {"Word": "2gts uit wit", "Confidence": 0.47667, "X1": 0.60838, "Y1": 0.0082, "X2": 0.85549, "Y2": 0.008, "X3": 0.85694, "Y3": 0.0398, "X4": 0.60983, "Y4": 0.0498, "page": 0}, {"Word": "Ministerie van Volksgezondheid, Welzijn en Sport", "Confidence": 0.96817, "X1": 0.09393, "Y1": 0.0502, "X2": 0.46243, "Y2": 0.05, "X3": 0.46243, "Y3": 0.0638, "X4": 0.09393, "Y4": 0.0638, "page": 0}, {"Word": "Directie Voeding, Gezondheidsbescherming en Preventie", "Confidence": 0.866, "X1": 0.09393, "Y1": 0.0742, "X2": 0.47399, "Y2": 0.074, "X3": 0.47543, "Y3": 0.0878, "X4": 0.09393, "Y4": 0.0878, "page": 0}, {"Word": "30/3 woensdagochtend", "Confidence": 0.7775, "X1": 0.53468, "Y1": 0.0602, "X2": 0.82948, "Y2": 0.06, "X3": 0.83092, "Y3": 0.0858, "X4": 0.53468, "Y4": 0.0888, "page": 0}, {"Word": "EPR", "Confidence": 0.886, "X1": 0.46243, "Y1": 0.0932, "X2": 0.53035, "Y2": 0.093, "X3": 0.53179, "Y3": 0.1208, "X4": 0.46098, "Y4": 0.1248, "page": 0}, {"Word": "PZ", "Confidence": 0.735, "X1": 0.00578, "Y1": 0.1102, "X2": 0.04046, "Y2": 0.11, "X3": 0.04046, "Y3": 0.1338, "X4": 0.00578, "Y4": 0.1338, "page": 0}, {"Word": "AHMC", "Confidence": 0.699, "X1": 0.46387, "Y1": 0.1232, "X2": 0.56647, "Y2": 0.123, "X3": 0.56792, "Y3": 0.1508, "X4": 0.46387, "Y4": 0.1538, "page": 0}, {"Word": "24/3", "Confidence": 0.702, "X1": 0.0, "Y1": 0.1412, "X2": 0.05058, "Y2": 0.141, "X3": 0.05347, "Y3": 0.1728, "X4": 0.0, "Y4": 0.1768, "page": 0}, {"Word": "Nota ter beslissing", "Confidence": 0.95833, "X1": 0.09538, "Y1": 0.1612, "X2": 0.36272, "Y2": 0.161, "X3": 0.36272, "Y3": 0.1838, "X4": 0.09538, "Y4": 0.1828, "page": 0}, {"Word": "Aan", "Confidence": 0.993, "X1": 0.09971, "Y1": 0.1852, "X2": 0.12861, "Y2": 0.185, "X3": 0.12861, "Y3": 0.1958, "X4": 0.09827, "Y4": 0.1958, "page": 0}, {"Word": "Ontworpen door", "Confidence": 0.987, "X1": 0.46243, "Y1": 0.1842, "X2": 0.5737, "Y2": 0.184, "X3": 0.5737, "Y3": 0.1958, "X4": 0.46243, "Y4": 0.1958, "page": 0}, {"Word": "Pul 23/3", "Confidence": 0.5795, "X1": 0.60983, "Y1": 0.1762, "X2": 0.71243, "Y2": 0.176, "X3": 0.71387, "Y3": 0.2038, "X4": 0.61127, "Y4": 0.2078, "page": 0}, {"Word": "de Minister", "Confidence": 0.986, "X1": 0.09538, "Y1": 0.2022, "X2": 0.19942, "Y2": 0.202, "X3": 0.19942, "Y3": 0.2158, "X4": 0.09538, "Y4": 0.2168, "page": 0}, {"Word": "--", "Confidence": 0.924, "X1": 0.23699, "Y1": 0.2232, "X2": 0.23844, "Y2": 0.223, "X3": 0.21098, "Y3": 0.2228, "X4": 0.20954, "Y4": 0.1968, "page": 0}, {"Word": "Toestelnummer", "Confidence": 0.837, "X1": 0.46243, "Y1": 0.2172, "X2": 0.56647, "Y2": 0.217, "X3": 0.56647, "Y3": 0.2288, "X4": 0.46243, "Y4": 0.2278, "page": 0}, {"Word": "Voor akkoord", "Confidence": 0.9285, "X1": 0.09538, "Y1": 0.2672, "X2": 0.18786, "Y2": 0.267, "X3": 0.18786, "Y3": 0.2778, "X4": 0.09538, "Y4": 0.2778, "page": 0}, {"Word": "Datum", "Confidence": 0.991, "X1": 0.68497, "Y1": 0.2672, "X2": 0.73266, "Y2": 0.267, "X3": 0.73266, "Y3": 0.2768, "X4": 0.68497, "Y4": 0.2768, "page": 0}, {"Word": "Voor akkoord", "Confidence": 0.704, "X1": 0.46387, "Y1": 0.2662, "X2": 0.55491, "Y2": 0.266, "X3": 0.55347, "Y3": 0.2788, "X4": 0.46387, "Y4": 0.2778, "page": 0}, {"Word": "directeur VGP telefonisch abdword 22/3", "Confidence": 0.7128, "X1": 0.46243, "Y1": 0.2762, "X2": 0.88006, "Y2": 0.276, "X3": 0.88006, "Y3": 0.3018, "X4": 0.46243, "Y4": 0.3028, "page": 0}, {"Word": "D-W12", "Confidence": 0.738, "X1": 0.46532, "Y1": 0.2972, "X2": 0.56358, "Y2": 0.297, "X3": 0.56358, "Y3": 0.3178, "X4": 0.46532, "Y4": 0.3168, "page": 0}, {"Word": "Van", "Confidence": 0.902, "X1": 0.09827, "Y1": 0.3172, "X2": 0.12717, "Y2": 0.317, "X3": 0.12428, "Y3": 0.3258, "X4": 0.09682, "Y4": 0.3258, "page": 0}, {"Word": "Kenmerk", "Confidence": 0.963, "X1": 0.46243, "Y1": 0.3172, "X2": 0.5289, "Y2": 0.317, "X3": 0.5289, "Y3": 0.3268, "X4": 0.46243, "Y4": 0.3268, "page": 0}, {"Word": "Ah 24/3", "Confidence": 0.398, "X1": 0.56647, "Y1": 0.3022, "X2": 0.65029, "Y2": 0.302, "X3": 0.65029, "Y3": 0.3218, "X4": 0.56503, "Y4": 0.3218, "page": 0}, {"Word": "Datum", "Confidence": 0.995, "X1": 0.68497, "Y1": 0.3172, "X2": 0.7341, "Y2": 0.317, "X3": 0.7341, "Y3": 0.3258, "X4": 0.68497, "Y4": 0.3268, "page": 0}, {"Word": "de Directeur-Generaal van de", "Confidence": 0.918, "X1": 0.09827, "Y1": 0.3332, "X2": 0.34682, "Y2": 0.333, "X3": 0.34682, "Y3": 0.3478, "X4": 0.09827, "Y4": 0.3478, "page": 0}, {"Word": "VGP/GB 2573018", "Confidence": 0.964, "X1": 0.46243, "Y1": 0.3322, "X2": 0.62428, "Y2": 0.332, "X3": 0.62428, "Y3": 0.3478, "X4": 0.46243, "Y4": 0.3468, "page": 0}, {"Word": "23 maart 2005", "Confidence": 0.995, "X1": 0.68497, "Y1": 0.3332, "X2": 0.82225, "Y2": 0.333, "X3": 0.82225, "Y3": 0.3468, "X4": 0.68497, "Y4": 0.3468, "page": 0}, {"Word": "Onderwerp", "Confidence": 0.815, "X1": 0.46387, "Y1": 0.3822, "X2": 0.53757, "Y2": 0.382, "X3": 0.53757, "Y3": 0.3928, "X4": 0.46387, "Y4": 0.3928, "page": 0}, {"Word": "23/3", "Confidence": 0.886, "X1": 0.28324, "Y1": 0.3802, "X2": 0.35405, "Y2": 0.38, "X3": 0.35983, "Y3": 0.4128, "X4": 0.28902, "Y4": 0.4228, "page": 0}, {"Word": "Antwoorden Nederland op vragenlijst EC, tabak", "Confidence": 0.99517, "X1": 0.46532, "Y1": 0.3982, "X2": 0.87428, "Y2": 0.398, "X3": 0.87428, "Y3": 0.4138, "X4": 0.46532, "Y4": 0.4138, "page": 0}, {"Word": "ir. J.J.M. de Goelj", "Confidence": 0.81625, "X1": 0.09682, "Y1": 0.4112, "X2": 0.24855, "Y2": 0.411, "X3": 0.25, "Y3": 0.4268, "X4": 0.09827, "Y4": 0.4298, "page": 0}, {"Word": "1. Aanleiding voor deze nota", "Confidence": 0.9918, "X1": 0.09538, "Y1": 0.4482, "X2": 0.35694, "Y2": 0.448, "X3": 0.35838, "Y3": 0.4628, "X4": 0.09682, "Y4": 0.4638, "page": 0}, {"Word": "Met het oog op het verslag dat de Europese Commissie (EC) moet", "Confidence": 0.99333, "X1": 0.12572, "Y1": 0.4652, "X2": 0.69364, "Y2": 0.465, "X3": 0.69364, "Y3": 0.4798, "X4": 0.12572, "Y4": 0.4798, "page": 0}, {"Word": "opstellen over de toepassing van EU-richtlijn 2001/37/EG (zie onder 4)", "Confidence": 0.9554, "X1": 0.12717, "Y1": 0.4812, "X2": 0.72977, "Y2": 0.481, "X3": 0.72977, "Y3": 0.4958, "X4": 0.12717, "Y4": 0.4958, "page": 0}, {"Word": "heeft de EC in de zomer van 2004 aan alle lidstaten een lijst van dertig", "Confidence": 0.98207, "X1": 0.12717, "Y1": 0.4982, "X2": 0.7341, "Y2": 0.498, "X3": 0.7341, "Y3": 0.5128, "X4": 0.12717, "Y4": 0.5118, "page": 0}, {"Word": "vragen voorgelegd. Nederland heeft hierop in november gereageerd.", "Confidence": 0.99488, "X1": 0.12861, "Y1": 0.5132, "X2": 0.7052, "Y2": 0.513, "X3": 0.7052, "Y3": 0.5288, "X4": 0.12861, "Y4": 0.5298, "page": 0}, {"Word": "and.", "Confidence": 0.981, "X1": 0.56936, "Y1": 0.5802, "X2": 0.60549, "Y2": 0.58, "X3": 0.60549, "Y3": 0.5908, "X4": 0.56936, "Y4": 0.5908, "page": 0}, {"Word": "In januari jl. heeft de Stichting Sigarettenindustrie (SSI) met een beroep op", "Confidence": 0.93642, "X1": 0.12717, "Y1": 0.5952, "X2": 0.76301, "Y2": 0.595, "X3": 0.76301, "Y3": 0.6098, "X4": 0.12717, "Y4": 0.6098, "page": 0}, {"Word": "de Wet openbaarheid van bestuur (Wob) een verzoek om de Nederlandse", "Confidence": 0.98427, "X1": 0.12717, "Y1": 0.6112, "X2": 0.75145, "Y2": 0.611, "X3": 0.75145, "Y3": 0.6258, "X4": 0.12861, "Y4": 0.6268, "page": 0}, {"Word": "antwoorden ingediend.", "Confidence": 0.9925, "X1": 0.12717, "Y1": 0.6272, "X2": 0.33382, "Y2": 0.627, "X3": 0.33382, "Y3": 0.6418, "X4": 0.12717, "Y4": 0.6428, "page": 0}, {"Word": "-", "Confidence": 0.938, "X1": 0.25434, "Y1": 0.6442, "X2": 0.2789, "Y2": 0.644, "X3": 0.27746, "Y3": 0.6518, "X4": 0.25434, "Y4": 0.6508, "page": 0}, {"Word": "t.", "Confidence": 0.95, "X1": 0.2052, "Y1": 0.7622, "X2": 0.2211, "Y2": 0.762, "X3": 0.21965, "Y3": 0.7728, "X4": 0.2052, "Y4": 0.7728, "page": 0}, {"Word": "2. Samenvatting", "Confidence": 0.9955, "X1": 0.09249, "Y1": 0.7922, "X2": 0.25289, "Y2": 0.792, "X3": 0.25289, "Y3": 0.8068, "X4": 0.09249, "Y4": 0.8068, "page": 0}, {"Word": "Nu de vaste commissie voor VWS", "Confidence": 0.99467, "X1": 0.12717, "Y1": 0.8082, "X2": 0.41908, "Y2": 0.808, "X3": 0.41908, "Y3": 0.8238, "X4": 0.12717, "Y4": 0.8238, "page": 0}, {"Word": "om de", "Confidence": 0.9975, "X1": 0.69509, "Y1": 0.8092, "X2": 0.75578, "Y2": 0.809, "X3": 0.75578, "Y3": 0.8228, "X4": 0.69509, "Y4": 0.8228, "page": 0}, {"Word": "antwoorden van Nederland op de vragenlijst van de EC heeft gevraagd,", "Confidence": 0.98145, "X1": 0.12572, "Y1": 0.8252, "X2": 0.73266, "Y2": 0.825, "X3": 0.73266, "Y3": 0.8408, "X4": 0.12572, "Y4": 0.8398, "page": 0}, {"Word": "dient u de gevraagde informatie te overleggen. Artikel 68 van de", "Confidence": 0.99182, "X1": 0.12572, "Y1": 0.8422, "X2": 0.67919, "Y2": 0.842, "X3": 0.67919, "Y3": 0.8568, "X4": 0.12572, "Y4": 0.8568, "page": 0}, {"Word": "Grondwet verplicht ministers en staatssecretarissen immers om de Kamer", "Confidence": 0.99567, "X1": 0.12861, "Y1": 0.8592, "X2": 0.75434, "Y2": 0.859, "X3": 0.75434, "Y3": 0.8738, "X4": 0.12717, "Y4": 0.8738, "page": 0}, {"Word": "Bijlagein)", "Confidence": 0.598, "X1": 0.09249, "Y1": 0.9162, "X2": 0.15896, "Y2": 0.916, "X3": 0.15896, "Y3": 0.9278, "X4": 0.09249, "Y4": 0.9278, "page": 0}, {"Word": "Brief aan TK met bijlage", "Confidence": 0.9912, "X1": 0.09249, "Y1": 0.9322, "X2": 0.30058, "Y2": 0.932, "X3": 0.30058, "Y3": 0.9478, "X4": 0.09249, "Y4": 0.9468, "page": 0}, {"Word": "Afschrift aan", "Confidence": 0.975, "X1": 0.09538, "Y1": 0.9502, "X2": 0.18208, "Y2": 0.95, "X3": 0.18208, "Y3": 0.9608, "X4": 0.09538, "Y4": 0.9608, "page": 0}, {"Word": "Archief", "Confidence": 0.991, "X1": 0.09538, "Y1": 0.9662, "X2": 0.14595, "Y2": 0.966, "X3": 0.14451, "Y3": 0.9768, "X4": 0.09538, "Y4": 0.9758, "page": 0}], "words_data": [{"Word": "I'dC", "Confidence": 0.134, "X1": 0.40607, "Y1": 0.0012, "X2": 0.46243, "Y2": 0.001, "X3": 0.46098, "Y3": 0.0168, "X4": 0.40318, "Y4": 0.0188, "page": 0, "Index": 0}, {"Word": "dep.", "Confidence": 0.826, "X1": 0.3396, "Y1": 0.0022, "X2": 0.39017, "Y2": 0.002, "X3": 0.38584, "Y3": 0.0188, "X4": 0.33526, "Y4": 0.0198, "page": 0, "Index": 1}, {"Word": "EU'S", "Confidence": 0.094, "X1": 0.04335, "Y1": 0.0042, "X2": 0.11416, "Y2": 0.004, "X3": 0.11416, "Y3": 0.0318, "X4": 0.04335, "Y4": 0.0328, "page": 0, "Index": 2}, {"Word": "23/3", "Confidence": 0.929, "X1": 0.12572, "Y1": 0.0042, "X2": 0.18931, "Y2": 0.004, "X3": 0.18931, "Y3": 0.0328, "X4": 0.12572, "Y4": 0.0318, "page": 0, "Index": 3}, {"Word": "4", "Confidence": 0.962, "X1": 0.37572, "Y1": 0.0222, "X2": 0.39306, "Y2": 0.022, "X3": 0.39306, "Y3": 0.0418, "X4": 0.37428, "Y4": 0.0418, "page": 0, "Index": 4}, {"Word": "april", "Confidence": 0.997, "X1": 0.40173, "Y1": 0.0212, "X2": 0.46387, "Y2": 0.021, "X3": 0.46387, "Y3": 0.0418, "X4": 0.40173, "Y4": 0.0418, "page": 0, "Index": 5}, {"Word": "2005", "Confidence": 0.979, "X1": 0.46965, "Y1": 0.0212, "X2": 0.53035, "Y2": 0.021, "X3": 0.53035, "Y3": 0.0408, "X4": 0.46965, "Y4": 0.0418, "page": 0, "Index": 6}, {"Word": "2gts", "Confidence": 0.255, "X1": 0.61272, "Y1": 0.0142, "X2": 0.69942, "Y2": 0.014, "X3": 0.70231, "Y3": 0.0468, "X4": 0.61561, "Y4": 0.0508, "page": 0, "Index": 7}, {"Word": "uit", "Confidence": 0.471, "X1": 0.69942, "Y1": 0.0112, "X2": 0.77601, "Y2": 0.011, "X3": 0.77746, "Y3": 0.0438, "X4": 0.70231, "Y4": 0.0468, "page": 0, "Index": 8}, {"Word": "wit", "Confidence": 0.704, "X1": 0.78035, "Y1": 0.0092, "X2": 0.85116, "Y2": 0.009, "X3": 0.85405, "Y3": 0.0408, "X4": 0.78324, "Y4": 0.0438, "page": 0, "Index": 9}, {"Word": "Ministerie", "Confidence": 0.991, "X1": 0.09538, "Y1": 0.0512, "X2": 0.16763, "Y2": 0.051, "X3": 0.16763, "Y3": 0.0648, "X4": 0.09538, "Y4": 0.0648, "page": 0, "Index": 10}, {"Word": "van", "Confidence": 0.998, "X1": 0.17197, "Y1": 0.0502, "X2": 0.19942, "Y2": 0.05, "X3": 0.19798, "Y3": 0.0648, "X4": 0.17052, "Y4": 0.0648, "page": 0, "Index": 11}, {"Word": "Volksgezondheid,", "Confidence": 0.847, "X1": 0.20376, "Y1": 0.0502, "X2": 0.33092, "Y2": 0.05, "X3": 0.33092, "Y3": 0.0638, "X4": 0.20231, "Y4": 0.0648, "page": 0, "Index": 12}, {"Word": "Welzijn", "Confidence": 0.978, "X1": 0.33526, "Y1": 0.0512, "X2": 0.39017, "Y2": 0.051, "X3": 0.39017, "Y3": 0.0638, "X4": 0.33382, "Y4": 0.0638, "page": 0, "Index": 13}, {"Word": "en", "Confidence": 0.997, "X1": 0.39451, "Y1": 0.0512, "X2": 0.41329, "Y2": 0.051, "X3": 0.41185, "Y3": 0.0648, "X4": 0.39306, "Y4": 0.0638, "page": 0, "Index": 14}, {"Word": "Sport", "Confidence": 0.998, "X1": 0.41618, "Y1": 0.0512, "X2": 0.46243, "Y2": 0.051, "X3": 0.46243, "Y3": 0.0648, "X4": 0.41618, "Y4": 0.0648, "page": 0, "Index": 15}, {"Word": "Directie", "Confidence": 0.901, "X1": 0.09682, "Y1": 0.0762, "X2": 0.14595, "Y2": 0.076, "X3": 0.14451, "Y3": 0.0878, "X4": 0.09538, "Y4": 0.0878, "page": 0, "Index": 16}, {"Word": "Voeding,", "Confidence": 0.966, "X1": 0.15029, "Y1": 0.0752, "X2": 0.20954, "Y2": 0.075, "X3": 0.20954, "Y3": 0.0878, "X4": 0.14884, "Y4": 0.0878, "page": 0, "Index": 17}, {"Word": "Gezondheidsbescherming", "Confidence": 0.66, "X1": 0.21387, "Y1": 0.0752, "X2": 0.38439, "Y2": 0.075, "X3": 0.38295, "Y3": 0.0878, "X4": 0.21243, "Y4": 0.0878, "page": 0, "Index": 18}, {"Word": "en", "Confidence": 0.955, "X1": 0.38728, "Y1": 0.0752, "X2": 0.40318, "Y2": 0.075, "X3": 0.40318, "Y3": 0.0878, "X4": 0.38728, "Y4": 0.0878, "page": 0, "Index": 19}, {"Word": "Preventie", "Confidence": 0.848, "X1": 0.40751, "Y1": 0.0752, "X2": 0.47543, "Y2": 0.075, "X3": 0.47399, "Y3": 0.0878, "X4": 0.40607, "Y4": 0.0878, "page": 0, "Index": 20}, {"Word": "woensdagochtend", "Confidence": 0.634, "X1": 0.64884, "Y1": 0.0622, "X2": 0.82659, "Y2": 0.062, "X3": 0.82803, "Y3": 0.0818, "X4": 0.6474, "Y4": 0.0888, "page": 0, "Index": 21}, {"Word": "30/3", "Confidence": 0.921, "X1": 0.54335, "Y1": 0.0632, "X2": 0.62428, "Y2": 0.063, "X3": 0.62428, "Y3": 0.0888, "X4": 0.54046, "Y4": 0.0888, "page": 0, "Index": 22}, {"Word": "EPR", "Confidence": 0.886, "X1": 0.46821, "Y1": 0.0932, "X2": 0.52746, "Y2": 0.093, "X3": 0.53035, "Y3": 0.1208, "X4": 0.47254, "Y4": 0.1238, "page": 0, "Index": 23}, {"Word": "PZ", "Confidence": 0.735, "X1": 0.00578, "Y1": 0.1102, "X2": 0.03757, "Y2": 0.11, "X3": 0.03757, "Y3": 0.1338, "X4": 0.00578, "Y4": 0.1338, "page": 0, "Index": 24}, {"Word": "AHMC", "Confidence": 0.699, "X1": 0.46387, "Y1": 0.1232, "X2": 0.56358, "Y2": 0.123, "X3": 0.56647, "Y3": 0.1508, "X4": 0.46387, "Y4": 0.1538, "page": 0, "Index": 25}, {"Word": "24/3", "Confidence": 0.702, "X1": 0.0, "Y1": 0.1412, "X2": 0.0448, "Y2": 0.141, "X3": 0.04913, "Y3": 0.1728, "X4": 0.0, "Y4": 0.1758, "page": 0, "Index": 26}, {"Word": "Nota", "Confidence": 0.989, "X1": 0.09682, "Y1": 0.1612, "X2": 0.16329, "Y2": 0.161, "X3": 0.16185, "Y3": 0.1828, "X4": 0.09538, "Y4": 0.1818, "page": 0, "Index": 27}, {"Word": "ter", "Confidence": 0.893, "X1": 0.16908, "Y1": 0.1612, "X2": 0.21243, "Y2": 0.161, "X3": 0.21098, "Y3": 0.1838, "X4": 0.16908, "Y4": 0.1828, "page": 0, "Index": 28}, {"Word": "beslissing", "Confidence": 0.993, "X1": 0.21821, "Y1": 0.1622, "X2": 0.35838, "Y2": 0.162, "X3": 0.35838, "Y3": 0.1848, "X4": 0.21821, "Y4": 0.1838, "page": 0, "Index": 29}, {"Word": "Aan", "Confidence": 0.993, "X1": 0.09827, "Y1": 0.1852, "X2": 0.12428, "Y2": 0.185, "X3": 0.12428, "Y3": 0.1958, "X4": 0.09827, "Y4": 0.1958, "page": 0, "Index": 30}, {"Word": "Ontworpen", "Confidence": 0.991, "X1": 0.46387, "Y1": 0.1852, "X2": 0.53757, "Y2": 0.185, "X3": 0.53757, "Y3": 0.1958, "X4": 0.46387, "Y4": 0.1958, "page": 0, "Index": 31}, {"Word": "door", "Confidence": 0.983, "X1": 0.54046, "Y1": 0.1852, "X2": 0.57514, "Y2": 0.185, "X3": 0.5737, "Y3": 0.1958, "X4": 0.54046, "Y4": 0.1958, "page": 0, "Index": 32}, {"Word": "Pul", "Confidence": 0.192, "X1": 0.60983, "Y1": 0.1772, "X2": 0.64162, "Y2": 0.177, "X3": 0.64306, "Y3": 0.2068, "X4": 0.61127, "Y4": 0.2078, "page": 0, "Index": 33}, {"Word": "23/3", "Confidence": 0.967, "X1": 0.65029, "Y1": 0.1762, "X2": 0.70809, "Y2": 0.176, "X3": 0.70954, "Y3": 0.2048, "X4": 0.65173, "Y4": 0.2068, "page": 0, "Index": 34}, {"Word": "de", "Confidence": 0.977, "X1": 0.09827, "Y1": 0.2032, "X2": 0.1185, "Y2": 0.203, "X3": 0.11561, "Y3": 0.2168, "X4": 0.09682, "Y4": 0.2168, "page": 0, "Index": 35}, {"Word": "Minister", "Confidence": 0.995, "X1": 0.12139, "Y1": 0.2022, "X2": 0.19798, "Y2": 0.202, "X3": 0.19509, "Y3": 0.2158, "X4": 0.11994, "Y4": 0.2168, "page": 0, "Index": 36}, {"Word": "--", "Confidence": 0.924, "X1": 0.23699, "Y1": 0.2212, "X2": 0.23844, "Y2": 0.221, "X3": 0.21098, "Y3": 0.2208, "X4": 0.20954, "Y4": 0.1958, "page": 0, "Index": 37}, {"Word": "Toestelnummer", "Confidence": 0.837, "X1": 0.46532, "Y1": 0.2192, "X2": 0.56792, "Y2": 0.219, "X3": 0.56647, "Y3": 0.2298, "X4": 0.46387, "Y4": 0.2288, "page": 0, "Index": 38}, {"Word": "Voor", "Confidence": 0.62, "X1": 0.46532, "Y1": 0.2662, "X2": 0.49566, "Y2": 0.266, "X3": 0.49566, "Y3": 0.2778, "X4": 0.46532, "Y4": 0.2778, "page": 0, "Index": 39}, {"Word": "Datum", "Confidence": 0.991, "X1": 0.68642, "Y1": 0.2682, "X2": 0.72543, "Y2": 0.268, "X3": 0.72543, "Y3": 0.2778, "X4": 0.68497, "Y4": 0.2768, "page": 0, "Index": 40}, {"Word": "Voor", "Confidence": 0.982, "X1": 0.09682, "Y1": 0.2682, "X2": 0.12861, "Y2": 0.268, "X3": 0.12861, "Y3": 0.2788, "X4": 0.09682, "Y4": 0.2788, "page": 0, "Index": 41}, {"Word": "akkoord", "Confidence": 0.875, "X1": 0.13295, "Y1": 0.2682, "X2": 0.18642, "Y2": 0.268, "X3": 0.18497, "Y3": 0.2788, "X4": 0.1315, "Y4": 0.2788, "page": 0, "Index": 42}, {"Word": "akkoord", "Confidence": 0.788, "X1": 0.5, "Y1": 0.2682, "X2": 0.55491, "Y2": 0.268, "X3": 0.55347, "Y3": 0.2788, "X4": 0.49855, "Y4": 0.2778, "page": 0, "Index": 43}, {"Word": "directeur", "Confidence": 0.989, "X1": 0.46532, "Y1": 0.2842, "X2": 0.53902, "Y2": 0.284, "X3": 0.53757, "Y3": 0.2998, "X4": 0.46243, "Y4": 0.2968, "page": 0, "Index": 44}, {"Word": "VGP", "Confidence": 0.989, "X1": 0.54335, "Y1": 0.2842, "X2": 0.58526, "Y2": 0.284, "X3": 0.58382, "Y3": 0.3018, "X4": 0.54335, "Y4": 0.2998, "page": 0, "Index": 45}, {"Word": "telefonisch", "Confidence": 0.345, "X1": 0.59249, "Y1": 0.2822, "X2": 0.70954, "Y2": 0.282, "X3": 0.70809, "Y3": 0.3038, "X4": 0.59249, "Y4": 0.3018, "page": 0, "Index": 46}, {"Word": "abdword", "Confidence": 0.616, "X1": 0.72399, "Y1": 0.2792, "X2": 0.81358, "Y2": 0.279, "X3": 0.81503, "Y3": 0.3018, "X4": 0.72399, "Y4": 0.3038, "page": 0, "Index": 47}, {"Word": "22/3", "Confidence": 0.625, "X1": 0.83382, "Y1": 0.2772, "X2": 0.87861, "Y2": 0.277, "X3": 0.87861, "Y3": 0.3008, "X4": 0.83382, "Y4": 0.3018, "page": 0, "Index": 48}, {"Word": "D-W12", "Confidence": 0.738, "X1": 0.46676, "Y1": 0.2982, "X2": 0.55491, "Y2": 0.298, "X3": 0.55202, "Y3": 0.3178, "X4": 0.46676, "Y4": 0.3148, "page": 0, "Index": 49}, {"Word": "Van", "Confidence": 0.902, "X1": 0.09827, "Y1": 0.3162, "X2": 0.12283, "Y2": 0.316, "X3": 0.12283, "Y3": 0.3258, "X4": 0.09682, "Y4": 0.3248, "page": 0, "Index": 50}, {"Word": "Kenmerk", "Confidence": 0.963, "X1": 0.46387, "Y1": 0.3182, "X2": 0.52168, "Y2": 0.318, "X3": 0.52168, "Y3": 0.3268, "X4": 0.46387, "Y4": 0.3278, "page": 0, "Index": 51}, {"Word": "Ah", "Confidence": 0.144, "X1": 0.56936, "Y1": 0.3002, "X2": 0.59249, "Y2": 0.3, "X3": 0.59249, "Y3": 0.3218, "X4": 0.56936, "Y4": 0.3218, "page": 0, "Index": 52}, {"Word": "24/3", "Confidence": 0.652, "X1": 0.59971, "Y1": 0.3012, "X2": 0.65029, "Y2": 0.301, "X3": 0.64884, "Y3": 0.3228, "X4": 0.59827, "Y4": 0.3218, "page": 0, "Index": 53}, {"Word": "Datum", "Confidence": 0.995, "X1": 0.68642, "Y1": 0.3172, "X2": 0.72543, "Y2": 0.317, "X3": 0.72399, "Y3": 0.3268, "X4": 0.68642, "Y4": 0.3268, "page": 0, "Index": 54}, {"Word": "de", "Confidence": 0.995, "X1": 0.09971, "Y1": 0.3342, "X2": 0.1185, "Y2": 0.334, "X3": 0.11705, "Y3": 0.3478, "X4": 0.09827, "Y4": 0.3488, "page": 0, "Index": 55}, {"Word": "Directeur-Generaal", "Confidence": 0.682, "X1": 0.12283, "Y1": 0.3342, "X2": 0.28179, "Y2": 0.334, "X3": 0.28035, "Y3": 0.3478, "X4": 0.12139, "Y4": 0.3478, "page": 0, "Index": 56}, {"Word": "van", "Confidence": 0.998, "X1": 0.28613, "Y1": 0.3342, "X2": 0.31647, "Y2": 0.334, "X3": 0.31503, "Y3": 0.3478, "X4": 0.28468, "Y4": 0.3478, "page": 0, "Index": 57}, {"Word": "VGP/GB", "Confidence": 0.996, "X1": 0.46243, "Y1": 0.3322, "X2": 0.53468, "Y2": 0.332, "X3": 0.53324, "Y3": 0.3478, "X4": 0.46387, "Y4": 0.3478, "page": 0, "Index": 58}, {"Word": "23", "Confidence": 0.998, "X1": 0.68642, "Y1": 0.3342, "X2": 0.70954, "Y2": 0.334, "X3": 0.70954, "Y3": 0.3468, "X4": 0.68642, "Y4": 0.3468, "page": 0, "Index": 59}, {"Word": "maart", "Confidence": 0.994, "X1": 0.71387, "Y1": 0.3332, "X2": 0.76734, "Y2": 0.333, "X3": 0.76734, "Y3": 0.3468, "X4": 0.71387, "Y4": 0.3468, "page": 0, "Index": 60}, {"Word": "2005", "Confidence": 0.993, "X1": 0.77168, "Y1": 0.3332, "X2": 0.81936, "Y2": 0.333, "X3": 0.81792, "Y3": 0.3468, "X4": 0.77168, "Y4": 0.3468, "page": 0, "Index": 61}, {"Word": "de", "Confidence": 0.997, "X1": 0.32081, "Y1": 0.3342, "X2": 0.34538, "Y2": 0.334, "X3": 0.34393, "Y3": 0.3488, "X4": 0.31936, "Y4": 0.3478, "page": 0, "Index": 62}, {"Word": "2573018", "Confidence": 0.932, "X1": 0.53902, "Y1": 0.3332, "X2": 0.61994, "Y2": 0.333, "X3": 0.6185, "Y3": 0.3488, "X4": 0.53902, "Y4": 0.3478, "page": 0, "Index": 63}, {"Word": "Onderwerp", "Confidence": 0.815, "X1": 0.46387, "Y1": 0.3832, "X2": 0.53757, "Y2": 0.383, "X3": 0.53613, "Y3": 0.3938, "X4": 0.46387, "Y4": 0.3928, "page": 0, "Index": 64}, {"Word": "23/3", "Confidence": 0.886, "X1": 0.28324, "Y1": 0.3802, "X2": 0.34971, "Y2": 0.38, "X3": 0.35983, "Y3": 0.4128, "X4": 0.28902, "Y4": 0.4228, "page": 0, "Index": 65}, {"Word": "Antwoorden", "Confidence": 0.993, "X1": 0.46676, "Y1": 0.4002, "X2": 0.57081, "Y2": 0.4, "X3": 0.56936, "Y3": 0.4128, "X4": 0.46532, "Y4": 0.4128, "page": 0, "Index": 66}, {"Word": "Nederland", "Confidence": 0.994, "X1": 0.57514, "Y1": 0.3992, "X2": 0.6604, "Y2": 0.399, "X3": 0.65896, "Y3": 0.4138, "X4": 0.5737, "Y4": 0.4128, "page": 0, "Index": 67}, {"Word": "op", "Confidence": 0.997, "X1": 0.66329, "Y1": 0.3992, "X2": 0.68642, "Y2": 0.399, "X3": 0.68642, "Y3": 0.4138, "X4": 0.66329, "Y4": 0.4138, "page": 0, "Index": 68}, {"Word": "vragenlijst", "Confidence": 0.992, "X1": 0.69075, "Y1": 0.3992, "X2": 0.78035, "Y2": 0.399, "X3": 0.78035, "Y3": 0.4138, "X4": 0.69075, "Y4": 0.4138, "page": 0, "Index": 69}, {"Word": "EC,", "Confidence": 0.998, "X1": 0.78468, "Y1": 0.3992, "X2": 0.81792, "Y2": 0.399, "X3": 0.81792, "Y3": 0.4148, "X4": 0.78468, "Y4": 0.4138, "page": 0, "Index": 70}, {"Word": "tabak", "Confidence": 0.997, "X1": 0.82225, "Y1": 0.3992, "X2": 0.87139, "Y2": 0.399, "X3": 0.86994, "Y3": 0.4148, "X4": 0.82081, "Y4": 0.4148, "page": 0, "Index": 71}, {"Word": "Goelj", "Confidence": 0.672, "X1": 0.20087, "Y1": 0.4122, "X2": 0.24855, "Y2": 0.412, "X3": 0.24855, "Y3": 0.4278, "X4": 0.20087, "Y4": 0.4288, "page": 0, "Index": 72}, {"Word": "ir.", "Confidence": 0.994, "X1": 0.09827, "Y1": 0.4142, "X2": 0.11561, "Y2": 0.414, "X3": 0.11561, "Y3": 0.4298, "X4": 0.09827, "Y4": 0.4298, "page": 0, "Index": 73}, {"Word": "J.J.M.", "Confidence": 0.601, "X1": 0.11994, "Y1": 0.4142, "X2": 0.17052, "Y2": 0.414, "X3": 0.17052, "Y3": 0.4288, "X4": 0.11994, "Y4": 0.4298, "page": 0, "Index": 74}, {"Word": "de", "Confidence": 0.998, "X1": 0.17486, "Y1": 0.4132, "X2": 0.19653, "Y2": 0.413, "X3": 0.19653, "Y3": 0.4288, "X4": 0.17486, "Y4": 0.4288, "page": 0, "Index": 75}, {"Word": "1.", "Confidence": 0.998, "X1": 0.09682, "Y1": 0.4502, "X2": 0.11705, "Y2": 0.45, "X3": 0.11705, "Y3": 0.4638, "X4": 0.09827, "Y4": 0.4638, "page": 0, "Index": 76}, {"Word": "Aanleiding", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.4492, "X2": 0.21965, "Y2": 0.449, "X3": 0.21965, "Y3": 0.4638, "X4": 0.12717, "Y4": 0.4638, "page": 0, "Index": 77}, {"Word": "voor", "Confidence": 0.991, "X1": 0.22399, "Y1": 0.4492, "X2": 0.2659, "Y2": 0.449, "X3": 0.26445, "Y3": 0.4628, "X4": 0.22399, "Y4": 0.4638, "page": 0, "Index": 78}, {"Word": "deze", "Confidence": 0.991, "X1": 0.26879, "Y1": 0.4492, "X2": 0.31069, "Y2": 0.449, "X3": 0.30925, "Y3": 0.4628, "X4": 0.26879, "Y4": 0.4628, "page": 0, "Index": 79}, {"Word": "nota", "Confidence": 0.988, "X1": 0.31503, "Y1": 0.4502, "X2": 0.35694, "Y2": 0.45, "X3": 0.35549, "Y3": 0.4628, "X4": 0.31358, "Y4": 0.4628, "page": 0, "Index": 80}, {"Word": "Met", "Confidence": 0.998, "X1": 0.12717, "Y1": 0.4662, "X2": 0.1604, "Y2": 0.466, "X3": 0.16185, "Y3": 0.4798, "X4": 0.12861, "Y4": 0.4798, "page": 0, "Index": 81}, {"Word": "het", "Confidence": 0.995, "X1": 0.16474, "Y1": 0.4662, "X2": 0.19509, "Y2": 0.466, "X3": 0.19653, "Y3": 0.4798, "X4": 0.16618, "Y4": 0.4798, "page": 0, "Index": 82}, {"Word": "oog", "Confidence": 0.991, "X1": 0.19942, "Y1": 0.4662, "X2": 0.23121, "Y2": 0.466, "X3": 0.23121, "Y3": 0.4798, "X4": 0.19942, "Y4": 0.4798, "page": 0, "Index": 83}, {"Word": "op", "Confidence": 0.998, "X1": 0.23555, "Y1": 0.4662, "X2": 0.25867, "Y2": 0.466, "X3": 0.25867, "Y3": 0.4798, "X4": 0.23555, "Y4": 0.4798, "page": 0, "Index": 84}, {"Word": "het", "Confidence": 0.998, "X1": 0.26301, "Y1": 0.4662, "X2": 0.29191, "Y2": 0.466, "X3": 0.29191, "Y3": 0.4808, "X4": 0.26301, "Y4": 0.4798, "page": 0, "Index": 85}, {"Word": "verslag", "Confidence": 0.981, "X1": 0.29624, "Y1": 0.4652, "X2": 0.35694, "Y2": 0.465, "X3": 0.35694, "Y3": 0.4808, "X4": 0.29624, "Y4": 0.4808, "page": 0, "Index": 86}, {"Word": "dat", "Confidence": 0.997, "X1": 0.36127, "Y1": 0.4652, "X2": 0.39017, "Y2": 0.465, "X3": 0.39017, "Y3": 0.4808, "X4": 0.36127, "Y4": 0.4808, "page": 0, "Index": 87}, {"Word": "de", "Confidence": 0.995, "X1": 0.39451, "Y1": 0.4652, "X2": 0.41763, "Y2": 0.465, "X3": 0.41763, "Y3": 0.4808, "X4": 0.39451, "Y4": 0.4808, "page": 0, "Index": 88}, {"Word": "Europese", "Confidence": 0.995, "X1": 0.42197, "Y1": 0.4652, "X2": 0.50289, "Y2": 0.465, "X3": 0.50289, "Y3": 0.4798, "X4": 0.42197, "Y4": 0.4808, "page": 0, "Index": 89}, {"Word": "Commissie", "Confidence": 0.993, "X1": 0.50867, "Y1": 0.4662, "X2": 0.60116, "Y2": 0.466, "X3": 0.59971, "Y3": 0.4798, "X4": 0.50723, "Y4": 0.4798, "page": 0, "Index": 90}, {"Word": "(EC)", "Confidence": 0.991, "X1": 0.60549, "Y1": 0.4662, "X2": 0.64017, "Y2": 0.466, "X3": 0.64017, "Y3": 0.4798, "X4": 0.60405, "Y4": 0.4798, "page": 0, "Index": 91}, {"Word": "moet", "Confidence": 0.988, "X1": 0.64451, "Y1": 0.4662, "X2": 0.69364, "Y2": 0.466, "X3": 0.6922, "Y3": 0.4798, "X4": 0.64451, "Y4": 0.4798, "page": 0, "Index": 92}, {"Word": "opstellen", "Confidence": 0.631, "X1": 0.12861, "Y1": 0.4822, "X2": 0.2052, "Y2": 0.482, "X3": 0.20376, "Y3": 0.4968, "X4": 0.12717, "Y4": 0.4968, "page": 0, "Index": 93}, {"Word": "over", "Confidence": 0.989, "X1": 0.20954, "Y1": 0.4822, "X2": 0.24711, "Y2": 0.482, "X3": 0.24711, "Y3": 0.4968, "X4": 0.20809, "Y4": 0.4968, "page": 0, "Index": 94}, {"Word": "de", "Confidence": 0.998, "X1": 0.25145, "Y1": 0.4822, "X2": 0.27312, "Y2": 0.482, "X3": 0.27312, "Y3": 0.4968, "X4": 0.25, "Y4": 0.4968, "page": 0, "Index": 95}, {"Word": "toepassing", "Confidence": 0.993, "X1": 0.27746, "Y1": 0.4812, "X2": 0.36994, "Y2": 0.481, "X3": 0.36994, "Y3": 0.4968, "X4": 0.27746, "Y4": 0.4968, "page": 0, "Index": 96}, {"Word": "van", "Confidence": 0.998, "X1": 0.37428, "Y1": 0.4812, "X2": 0.40607, "Y2": 0.481, "X3": 0.40607, "Y3": 0.4968, "X4": 0.37428, "Y4": 0.4968, "page": 0, "Index": 97}, {"Word": "EU-richtlijn", "Confidence": 0.965, "X1": 0.4104, "Y1": 0.4812, "X2": 0.50723, "Y2": 0.481, "X3": 0.50723, "Y3": 0.4958, "X4": 0.4104, "Y4": 0.4968, "page": 0, "Index": 98}, {"Word": "2001/37/EG", "Confidence": 0.994, "X1": 0.51156, "Y1": 0.4822, "X2": 0.61416, "Y2": 0.482, "X3": 0.61272, "Y3": 0.4958, "X4": 0.51156, "Y4": 0.4958, "page": 0, "Index": 99}, {"Word": "(zie", "Confidence": 0.991, "X1": 0.61994, "Y1": 0.4822, "X2": 0.65029, "Y2": 0.482, "X3": 0.65029, "Y3": 0.4958, "X4": 0.6185, "Y4": 0.4958, "page": 0, "Index": 100}, {"Word": "onder", "Confidence": 0.997, "X1": 0.65462, "Y1": 0.4822, "X2": 0.7052, "Y2": 0.482, "X3": 0.7052, "Y3": 0.4958, "X4": 0.65462, "Y4": 0.4958, "page": 0, "Index": 101}, {"Word": "4)", "Confidence": 0.998, "X1": 0.70954, "Y1": 0.4822, "X2": 0.72977, "Y2": 0.482, "X3": 0.72832, "Y3": 0.4958, "X4": 0.70809, "Y4": 0.4958, "page": 0, "Index": 102}, {"Word": "heeft", "Confidence": 0.994, "X1": 0.12861, "Y1": 0.4982, "X2": 0.17341, "Y2": 0.498, "X3": 0.17197, "Y3": 0.5128, "X4": 0.12717, "Y4": 0.5128, "page": 0, "Index": 103}, {"Word": "de", "Confidence": 0.997, "X1": 0.17775, "Y1": 0.4982, "X2": 0.19942, "Y2": 0.498, "X3": 0.19798, "Y3": 0.5128, "X4": 0.1763, "Y4": 0.5128, "page": 0, "Index": 104}, {"Word": "EC", "Confidence": 0.998, "X1": 0.20376, "Y1": 0.4982, "X2": 0.22688, "Y2": 0.498, "X3": 0.22543, "Y3": 0.5128, "X4": 0.20231, "Y4": 0.5128, "page": 0, "Index": 105}, {"Word": "in", "Confidence": 0.998, "X1": 0.23121, "Y1": 0.4982, "X2": 0.24855, "Y2": 0.498, "X3": 0.24711, "Y3": 0.5128, "X4": 0.22977, "Y4": 0.5128, "page": 0, "Index": 106}, {"Word": "de", "Confidence": 0.997, "X1": 0.25289, "Y1": 0.4982, "X2": 0.27457, "Y2": 0.498, "X3": 0.27312, "Y3": 0.5128, "X4": 0.25145, "Y4": 0.5128, "page": 0, "Index": 107}, {"Word": "zomer", "Confidence": 0.997, "X1": 0.2789, "Y1": 0.4982, "X2": 0.33237, "Y2": 0.498, "X3": 0.33092, "Y3": 0.5128, "X4": 0.27746, "Y4": 0.5128, "page": 0, "Index": 108}, {"Word": "van", "Confidence": 0.998, "X1": 0.33671, "Y1": 0.4982, "X2": 0.3685, "Y2": 0.498, "X3": 0.36705, "Y3": 0.5128, "X4": 0.33526, "Y4": 0.5128, "page": 0, "Index": 109}, {"Word": "2004", "Confidence": 0.988, "X1": 0.37428, "Y1": 0.4982, "X2": 0.42052, "Y2": 0.498, "X3": 0.41908, "Y3": 0.5128, "X4": 0.37428, "Y4": 0.5128, "page": 0, "Index": 110}, {"Word": "aan", "Confidence": 0.996, "X1": 0.42486, "Y1": 0.4982, "X2": 0.45809, "Y2": 0.498, "X3": 0.45665, "Y3": 0.5128, "X4": 0.42341, "Y4": 0.5128, "page": 0, "Index": 111}, {"Word": "alle", "Confidence": 0.991, "X1": 0.46243, "Y1": 0.4982, "X2": 0.49133, "Y2": 0.498, "X3": 0.49133, "Y3": 0.5128, "X4": 0.46098, "Y4": 0.5128, "page": 0, "Index": 112}, {"Word": "lidstaten", "Confidence": 0.994, "X1": 0.49566, "Y1": 0.4982, "X2": 0.57081, "Y2": 0.498, "X3": 0.56936, "Y3": 0.5128, "X4": 0.49566, "Y4": 0.5128, "page": 0, "Index": 113}, {"Word": "een", "Confidence": 0.998, "X1": 0.57514, "Y1": 0.4982, "X2": 0.60694, "Y2": 0.498, "X3": 0.60549, "Y3": 0.5128, "X4": 0.5737, "Y4": 0.5128, "page": 0, "Index": 114}, {"Word": "lijst", "Confidence": 0.791, "X1": 0.61127, "Y1": 0.4982, "X2": 0.64162, "Y2": 0.498, "X3": 0.64162, "Y3": 0.5128, "X4": 0.60983, "Y4": 0.5128, "page": 0, "Index": 115}, {"Word": "van", "Confidence": 0.998, "X1": 0.64595, "Y1": 0.4982, "X2": 0.67775, "Y2": 0.498, "X3": 0.67775, "Y3": 0.5128, "X4": 0.64595, "Y4": 0.5128, "page": 0, "Index": 116}, {"Word": "dertig", "Confidence": 0.996, "X1": 0.68208, "Y1": 0.4992, "X2": 0.7341, "Y2": 0.499, "X3": 0.7341, "Y3": 0.5128, "X4": 0.68208, "Y4": 0.5128, "page": 0, "Index": 117}, {"Word": "vragen", "Confidence": 0.996, "X1": 0.13006, "Y1": 0.5152, "X2": 0.18642, "Y2": 0.515, "X3": 0.18642, "Y3": 0.5298, "X4": 0.12861, "Y4": 0.5298, "page": 0, "Index": 118}, {"Word": "voorgelegd.", "Confidence": 0.991, "X1": 0.19075, "Y1": 0.5142, "X2": 0.28902, "Y2": 0.514, "X3": 0.28902, "Y3": 0.5298, "X4": 0.19075, "Y4": 0.5298, "page": 0, "Index": 119}, {"Word": "Nederland", "Confidence": 0.994, "X1": 0.29335, "Y1": 0.5142, "X2": 0.3815, "Y2": 0.514, "X3": 0.38006, "Y3": 0.5288, "X4": 0.29335, "Y4": 0.5298, "page": 0, "Index": 120}, {"Word": "heeft", "Confidence": 0.997, "X1": 0.38584, "Y1": 0.5142, "X2": 0.43064, "Y2": 0.514, "X3": 0.43064, "Y3": 0.5288, "X4": 0.38439, "Y4": 0.5288, "page": 0, "Index": 121}, {"Word": "hierop", "Confidence": 0.996, "X1": 0.43497, "Y1": 0.5142, "X2": 0.49133, "Y2": 0.514, "X3": 0.48988, "Y3": 0.5288, "X4": 0.43497, "Y4": 0.5288, "page": 0, "Index": 122}, {"Word": "in", "Confidence": 0.998, "X1": 0.49566, "Y1": 0.5142, "X2": 0.51301, "Y2": 0.514, "X3": 0.51156, "Y3": 0.5288, "X4": 0.49422, "Y4": 0.5288, "page": 0, "Index": 123}, {"Word": "november", "Confidence": 0.995, "X1": 0.51734, "Y1": 0.5142, "X2": 0.60116, "Y2": 0.514, "X3": 0.60116, "Y3": 0.5288, "X4": 0.5159, "Y4": 0.5288, "page": 0, "Index": 124}, {"Word": "gereageerd.", "Confidence": 0.992, "X1": 0.60549, "Y1": 0.5152, "X2": 0.70665, "Y2": 0.515, "X3": 0.7052, "Y3": 0.5288, "X4": 0.60405, "Y4": 0.5288, "page": 0, "Index": 125}, {"Word": "and.", "Confidence": 0.981, "X1": 0.57081, "Y1": 0.5802, "X2": 0.60549, "Y2": 0.58, "X3": 0.60549, "Y3": 0.5908, "X4": 0.57081, "Y4": 0.5908, "page": 0, "Index": 126}, {"Word": "In", "Confidence": 0.942, "X1": 0.12717, "Y1": 0.5962, "X2": 0.14306, "Y2": 0.596, "X3": 0.14451, "Y3": 0.6108, "X4": 0.12861, "Y4": 0.6108, "page": 0, "Index": 127}, {"Word": "januari", "Confidence": 0.994, "X1": 0.1474, "Y1": 0.5962, "X2": 0.2052, "Y2": 0.596, "X3": 0.2052, "Y3": 0.6108, "X4": 0.14884, "Y4": 0.6108, "page": 0, "Index": 128}, {"Word": "jl.", "Confidence": 0.767, "X1": 0.20954, "Y1": 0.5962, "X2": 0.22543, "Y2": 0.596, "X3": 0.22543, "Y3": 0.6108, "X4": 0.20954, "Y4": 0.6108, "page": 0, "Index": 129}, {"Word": "heeft", "Confidence": 0.627, "X1": 0.22977, "Y1": 0.5962, "X2": 0.27601, "Y2": 0.596, "X3": 0.27601, "Y3": 0.6108, "X4": 0.22977, "Y4": 0.6108, "page": 0, "Index": 130}, {"Word": "de", "Confidence": 0.997, "X1": 0.2789, "Y1": 0.5962, "X2": 0.30202, "Y2": 0.596, "X3": 0.30202, "Y3": 0.6108, "X4": 0.28035, "Y4": 0.6108, "page": 0, "Index": 131}, {"Word": "Stichting", "Confidence": 0.994, "X1": 0.30636, "Y1": 0.5962, "X2": 0.3815, "Y2": 0.596, "X3": 0.38295, "Y3": 0.6108, "X4": 0.30636, "Y4": 0.6108, "page": 0, "Index": 132}, {"Word": "Sigarettenindustrie", "Confidence": 0.991, "X1": 0.38584, "Y1": 0.5962, "X2": 0.54913, "Y2": 0.596, "X3": 0.55058, "Y3": 0.6108, "X4": 0.38584, "Y4": 0.6108, "page": 0, "Index": 133}, {"Word": "(SSI)", "Confidence": 0.938, "X1": 0.55347, "Y1": 0.5962, "X2": 0.59538, "Y2": 0.596, "X3": 0.59538, "Y3": 0.6108, "X4": 0.55347, "Y4": 0.6108, "page": 0, "Index": 134}, {"Word": "met", "Confidence": 0.998, "X1": 0.59971, "Y1": 0.5962, "X2": 0.63439, "Y2": 0.596, "X3": 0.63439, "Y3": 0.6108, "X4": 0.59971, "Y4": 0.6108, "page": 0, "Index": 135}, {"Word": "een", "Confidence": 0.997, "X1": 0.63873, "Y1": 0.5962, "X2": 0.66908, "Y2": 0.596, "X3": 0.66908, "Y3": 0.6108, "X4": 0.63873, "Y4": 0.6108, "page": 0, "Index": 136}, {"Word": "beroep", "Confidence": 0.995, "X1": 0.67341, "Y1": 0.5962, "X2": 0.7341, "Y2": 0.596, "X3": 0.7341, "Y3": 0.6108, "X4": 0.67341, "Y4": 0.6108, "page": 0, "Index": 137}, {"Word": "op", "Confidence": 0.997, "X1": 0.73844, "Y1": 0.5972, "X2": 0.76156, "Y2": 0.597, "X3": 0.76156, "Y3": 0.6108, "X4": 0.73844, "Y4": 0.6108, "page": 0, "Index": 138}, {"Word": "de", "Confidence": 0.996, "X1": 0.12861, "Y1": 0.6122, "X2": 0.14884, "Y2": 0.612, "X3": 0.14884, "Y3": 0.6268, "X4": 0.12861, "Y4": 0.6268, "page": 0, "Index": 139}, {"Word": "Wet", "Confidence": 0.994, "X1": 0.15318, "Y1": 0.6122, "X2": 0.18931, "Y2": 0.612, "X3": 0.18931, "Y3": 0.6268, "X4": 0.15318, "Y4": 0.6268, "page": 0, "Index": 140}, {"Word": "openbaarheid", "Confidence": 0.991, "X1": 0.19364, "Y1": 0.6122, "X2": 0.30636, "Y2": 0.612, "X3": 0.30636, "Y3": 0.6268, "X4": 0.19364, "Y4": 0.6268, "page": 0, "Index": 141}, {"Word": "van", "Confidence": 0.998, "X1": 0.31069, "Y1": 0.6122, "X2": 0.34249, "Y2": 0.612, "X3": 0.34249, "Y3": 0.6268, "X4": 0.31069, "Y4": 0.6268, "page": 0, "Index": 142}, {"Word": "bestuur", "Confidence": 0.994, "X1": 0.34682, "Y1": 0.6122, "X2": 0.41329, "Y2": 0.612, "X3": 0.41329, "Y3": 0.6268, "X4": 0.34682, "Y4": 0.6268, "page": 0, "Index": 143}, {"Word": "(Wob)", "Confidence": 0.936, "X1": 0.41763, "Y1": 0.6122, "X2": 0.4711, "Y2": 0.612, "X3": 0.47254, "Y3": 0.6268, "X4": 0.41908, "Y4": 0.6268, "page": 0, "Index": 144}, {"Word": "een", "Confidence": 0.955, "X1": 0.47543, "Y1": 0.6122, "X2": 0.50867, "Y2": 0.612, "X3": 0.50867, "Y3": 0.6268, "X4": 0.47688, "Y4": 0.6268, "page": 0, "Index": 145}, {"Word": "verzoek", "Confidence": 0.993, "X1": 0.51301, "Y1": 0.6122, "X2": 0.57948, "Y2": 0.612, "X3": 0.57948, "Y3": 0.6268, "X4": 0.51301, "Y4": 0.6268, "page": 0, "Index": 146}, {"Word": "om", "Confidence": 0.983, "X1": 0.58382, "Y1": 0.6122, "X2": 0.60549, "Y2": 0.612, "X3": 0.60694, "Y3": 0.6268, "X4": 0.58382, "Y4": 0.6268, "page": 0, "Index": 147}, {"Word": "de", "Confidence": 0.996, "X1": 0.61561, "Y1": 0.6122, "X2": 0.63728, "Y2": 0.612, "X3": 0.63728, "Y3": 0.6268, "X4": 0.61561, "Y4": 0.6268, "page": 0, "Index": 148}, {"Word": "Nederlandse", "Confidence": 0.991, "X1": 0.64162, "Y1": 0.6122, "X2": 0.75, "Y2": 0.612, "X3": 0.75, "Y3": 0.6268, "X4": 0.64162, "Y4": 0.6268, "page": 0, "Index": 149}, {"Word": "antwoorden", "Confidence": 0.992, "X1": 0.12861, "Y1": 0.6292, "X2": 0.22832, "Y2": 0.629, "X3": 0.22832, "Y3": 0.6418, "X4": 0.12717, "Y4": 0.6428, "page": 0, "Index": 150}, {"Word": "ingediend.", "Confidence": 0.993, "X1": 0.23266, "Y1": 0.6282, "X2": 0.32803, "Y2": 0.628, "X3": 0.32659, "Y3": 0.6418, "X4": 0.23266, "Y4": 0.6418, "page": 0, "Index": 151}, {"Word": "-", "Confidence": 0.938, "X1": 0.25723, "Y1": 0.6442, "X2": 0.26445, "Y2": 0.644, "X3": 0.26445, "Y3": 0.6518, "X4": 0.25723, "Y4": 0.6508, "page": 0, "Index": 152}, {"Word": "t.", "Confidence": 0.95, "X1": 0.20665, "Y1": 0.7622, "X2": 0.21965, "Y2": 0.762, "X3": 0.21965, "Y3": 0.7728, "X4": 0.20665, "Y4": 0.7728, "page": 0, "Index": 153}, {"Word": "2.", "Confidence": 0.998, "X1": 0.09538, "Y1": 0.7932, "X2": 0.11561, "Y2": 0.793, "X3": 0.11561, "Y3": 0.8068, "X4": 0.09538, "Y4": 0.8078, "page": 0, "Index": 154}, {"Word": "Samenvatting", "Confidence": 0.993, "X1": 0.12572, "Y1": 0.7932, "X2": 0.25145, "Y2": 0.793, "X3": 0.25, "Y3": 0.8068, "X4": 0.12572, "Y4": 0.8068, "page": 0, "Index": 155}, {"Word": "Nu", "Confidence": 0.996, "X1": 0.12717, "Y1": 0.8092, "X2": 0.15029, "Y2": 0.809, "X3": 0.15029, "Y3": 0.8238, "X4": 0.12861, "Y4": 0.8238, "page": 0, "Index": 156}, {"Word": "de", "Confidence": 0.997, "X1": 0.15462, "Y1": 0.8092, "X2": 0.17775, "Y2": 0.809, "X3": 0.17919, "Y3": 0.8238, "X4": 0.15462, "Y4": 0.8238, "page": 0, "Index": 157}, {"Word": "vaste", "Confidence": 0.996, "X1": 0.18208, "Y1": 0.8092, "X2": 0.22832, "Y2": 0.809, "X3": 0.22832, "Y3": 0.8238, "X4": 0.18353, "Y4": 0.8238, "page": 0, "Index": 158}, {"Word": "commissie", "Confidence": 0.994, "X1": 0.23266, "Y1": 0.8092, "X2": 0.3237, "Y2": 0.809, "X3": 0.3237, "Y3": 0.8238, "X4": 0.23266, "Y4": 0.8238, "page": 0, "Index": 159}, {"Word": "voor", "Confidence": 0.987, "X1": 0.32803, "Y1": 0.8092, "X2": 0.36705, "Y2": 0.809, "X3": 0.36705, "Y3": 0.8248, "X4": 0.32803, "Y4": 0.8238, "page": 0, "Index": 160}, {"Word": "VWS", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.8092, "X2": 0.41618, "Y2": 0.809, "X3": 0.41474, "Y3": 0.8248, "X4": 0.37139, "Y4": 0.8248, "page": 0, "Index": 161}, {"Word": "om", "Confidence": 0.997, "X1": 0.69509, "Y1": 0.8112, "X2": 0.71676, "Y2": 0.811, "X3": 0.71821, "Y3": 0.8228, "X4": 0.69653, "Y4": 0.8238, "page": 0, "Index": 162}, {"Word": "de", "Confidence": 0.998, "X1": 0.72688, "Y1": 0.8102, "X2": 0.75145, "Y2": 0.81, "X3": 0.75145, "Y3": 0.8228, "X4": 0.72832, "Y4": 0.8228, "page": 0, "Index": 163}, {"Word": "antwoorden", "Confidence": 0.992, "X1": 0.12717, "Y1": 0.8262, "X2": 0.22832, "Y2": 0.826, "X3": 0.22688, "Y3": 0.8408, "X4": 0.12717, "Y4": 0.8398, "page": 0, "Index": 164}, {"Word": "van", "Confidence": 0.998, "X1": 0.23266, "Y1": 0.8262, "X2": 0.26445, "Y2": 0.826, "X3": 0.26301, "Y3": 0.8408, "X4": 0.23121, "Y4": 0.8408, "page": 0, "Index": 165}, {"Word": "Nederland", "Confidence": 0.899, "X1": 0.26879, "Y1": 0.8252, "X2": 0.35405, "Y2": 0.825, "X3": 0.3526, "Y3": 0.8408, "X4": 0.26734, "Y4": 0.8408, "page": 0, "Index": 166}, {"Word": "op", "Confidence": 0.998, "X1": 0.35838, "Y1": 0.8252, "X2": 0.3815, "Y2": 0.825, "X3": 0.38006, "Y3": 0.8408, "X4": 0.35694, "Y4": 0.8408, "page": 0, "Index": 167}, {"Word": "de", "Confidence": 0.997, "X1": 0.38584, "Y1": 0.8252, "X2": 0.40896, "Y2": 0.825, "X3": 0.40751, "Y3": 0.8408, "X4": 0.38439, "Y4": 0.8408, "page": 0, "Index": 168}, {"Word": "vragenlijst", "Confidence": 0.991, "X1": 0.41329, "Y1": 0.8252, "X2": 0.50145, "Y2": 0.825, "X3": 0.50145, "Y3": 0.8408, "X4": 0.41185, "Y4": 0.8408, "page": 0, "Index": 169}, {"Word": "van", "Confidence": 0.998, "X1": 0.50578, "Y1": 0.8252, "X2": 0.53757, "Y2": 0.825, "X3": 0.53757, "Y3": 0.8408, "X4": 0.50578, "Y4": 0.8408, "page": 0, "Index": 170}, {"Word": "de", "Confidence": 0.997, "X1": 0.54191, "Y1": 0.8252, "X2": 0.56358, "Y2": 0.825, "X3": 0.56358, "Y3": 0.8408, "X4": 0.54191, "Y4": 0.8408, "page": 0, "Index": 171}, {"Word": "EC", "Confidence": 0.997, "X1": 0.56792, "Y1": 0.8262, "X2": 0.59249, "Y2": 0.826, "X3": 0.59249, "Y3": 0.8408, "X4": 0.56792, "Y4": 0.8408, "page": 0, "Index": 172}, {"Word": "heeft", "Confidence": 0.996, "X1": 0.59682, "Y1": 0.8262, "X2": 0.64306, "Y2": 0.826, "X3": 0.64306, "Y3": 0.8408, "X4": 0.59682, "Y4": 0.8408, "page": 0, "Index": 173}, {"Word": "gevraagd,", "Confidence": 0.933, "X1": 0.6474, "Y1": 0.8262, "X2": 0.73266, "Y2": 0.826, "X3": 0.73266, "Y3": 0.8408, "X4": 0.6474, "Y4": 0.8408, "page": 0, "Index": 174}, {"Word": "dient", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.8432, "X2": 0.16908, "Y2": 0.843, "X3": 0.16908, "Y3": 0.8568, "X4": 0.12717, "Y4": 0.8558, "page": 0, "Index": 175}, {"Word": "u", "Confidence": 0.994, "X1": 0.17341, "Y1": 0.8432, "X2": 0.18497, "Y2": 0.843, "X3": 0.18497, "Y3": 0.8568, "X4": 0.17341, "Y4": 0.8568, "page": 0, "Index": 176}, {"Word": "de", "Confidence": 0.998, "X1": 0.19075, "Y1": 0.8432, "X2": 0.21243, "Y2": 0.843, "X3": 0.21243, "Y3": 0.8568, "X4": 0.18931, "Y4": 0.8568, "page": 0, "Index": 177}, {"Word": "gevraagde", "Confidence": 0.994, "X1": 0.21676, "Y1": 0.8432, "X2": 0.30347, "Y2": 0.843, "X3": 0.30202, "Y3": 0.8568, "X4": 0.21532, "Y4": 0.8568, "page": 0, "Index": 178}, {"Word": "informatie", "Confidence": 0.994, "X1": 0.30636, "Y1": 0.8432, "X2": 0.39451, "Y2": 0.843, "X3": 0.39451, "Y3": 0.8578, "X4": 0.30636, "Y4": 0.8568, "page": 0, "Index": 179}, {"Word": "te", "Confidence": 0.994, "X1": 0.39884, "Y1": 0.8432, "X2": 0.41763, "Y2": 0.843, "X3": 0.41763, "Y3": 0.8578, "X4": 0.39884, "Y4": 0.8578, "page": 0, "Index": 180}, {"Word": "overleggen.", "Confidence": 0.977, "X1": 0.42197, "Y1": 0.8432, "X2": 0.52601, "Y2": 0.843, "X3": 0.52601, "Y3": 0.8578, "X4": 0.42197, "Y4": 0.8578, "page": 0, "Index": 181}, {"Word": "Artikel", "Confidence": 0.978, "X1": 0.53035, "Y1": 0.8432, "X2": 0.58671, "Y2": 0.843, "X3": 0.58671, "Y3": 0.8568, "X4": 0.53035, "Y4": 0.8578, "page": 0, "Index": 182}, {"Word": "68", "Confidence": 0.995, "X1": 0.5896, "Y1": 0.8432, "X2": 0.61272, "Y2": 0.843, "X3": 0.61416, "Y3": 0.8568, "X4": 0.59104, "Y4": 0.8568, "page": 0, "Index": 183}, {"Word": "van", "Confidence": 0.998, "X1": 0.6185, "Y1": 0.8432, "X2": 0.65029, "Y2": 0.843, "X3": 0.65029, "Y3": 0.8568, "X4": 0.61994, "Y4": 0.8568, "page": 0, "Index": 184}, {"Word": "de", "Confidence": 0.997, "X1": 0.65462, "Y1": 0.8432, "X2": 0.67775, "Y2": 0.843, "X3": 0.67775, "Y3": 0.8568, "X4": 0.65462, "Y4": 0.8568, "page": 0, "Index": 185}, {"Word": "Grondwet", "Confidence": 0.994, "X1": 0.13006, "Y1": 0.8592, "X2": 0.21098, "Y2": 0.859, "X3": 0.20954, "Y3": 0.8738, "X4": 0.12861, "Y4": 0.8748, "page": 0, "Index": 186}, {"Word": "verplicht", "Confidence": 0.994, "X1": 0.21532, "Y1": 0.8592, "X2": 0.28902, "Y2": 0.859, "X3": 0.28757, "Y3": 0.8738, "X4": 0.21387, "Y4": 0.8738, "page": 0, "Index": 187}, {"Word": "ministers", "Confidence": 0.994, "X1": 0.29335, "Y1": 0.8592, "X2": 0.36994, "Y2": 0.859, "X3": 0.36994, "Y3": 0.8738, "X4": 0.29191, "Y4": 0.8738, "page": 0, "Index": 188}, {"Word": "en", "Confidence": 0.998, "X1": 0.37428, "Y1": 0.8592, "X2": 0.3974, "Y2": 0.859, "X3": 0.39595, "Y3": 0.8738, "X4": 0.37428, "Y4": 0.8738, "page": 0, "Index": 189}, {"Word": "staatssecretarissen", "Confidence": 0.991, "X1": 0.40173, "Y1": 0.8592, "X2": 0.56792, "Y2": 0.859, "X3": 0.56647, "Y3": 0.8738, "X4": 0.40029, "Y4": 0.8738, "page": 0, "Index": 190}, {"Word": "immers", "Confidence": 0.997, "X1": 0.57225, "Y1": 0.8602, "X2": 0.63439, "Y2": 0.86, "X3": 0.63295, "Y3": 0.8738, "X4": 0.57081, "Y4": 0.8738, "page": 0, "Index": 191}, {"Word": "om", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.8602, "X2": 0.66185, "Y2": 0.86, "X3": 0.6604, "Y3": 0.8738, "X4": 0.63728, "Y4": 0.8738, "page": 0, "Index": 192}, {"Word": "de", "Confidence": 0.997, "X1": 0.67052, "Y1": 0.8602, "X2": 0.69364, "Y2": 0.86, "X3": 0.6922, "Y3": 0.8738, "X4": 0.66908, "Y4": 0.8738, "page": 0, "Index": 193}, {"Word": "Kamer", "Confidence": 0.998, "X1": 0.69653, "Y1": 0.8602, "X2": 0.75434, "Y2": 0.86, "X3": 0.75289, "Y3": 0.8738, "X4": 0.69653, "Y4": 0.8738, "page": 0, "Index": 194}, {"Word": "Bijlagein)", "Confidence": 0.598, "X1": 0.09538, "Y1": 0.9182, "X2": 0.15896, "Y2": 0.918, "X3": 0.15751, "Y3": 0.9278, "X4": 0.09393, "Y4": 0.9288, "page": 0, "Index": 195}, {"Word": "Brief", "Confidence": 0.994, "X1": 0.09393, "Y1": 0.9322, "X2": 0.13439, "Y2": 0.932, "X3": 0.13295, "Y3": 0.9458, "X4": 0.09249, "Y4": 0.9458, "page": 0, "Index": 196}, {"Word": "aan", "Confidence": 0.97, "X1": 0.13873, "Y1": 0.9322, "X2": 0.17052, "Y2": 0.932, "X3": 0.16908, "Y3": 0.9458, "X4": 0.13728, "Y4": 0.9458, "page": 0, "Index": 197}, {"Word": "TK", "Confidence": 0.997, "X1": 0.1763, "Y1": 0.9322, "X2": 0.19942, "Y2": 0.932, "X3": 0.19798, "Y3": 0.9468, "X4": 0.17486, "Y4": 0.9458, "page": 0, "Index": 198}, {"Word": "met", "Confidence": 0.998, "X1": 0.20376, "Y1": 0.9322, "X2": 0.23844, "Y2": 0.932, "X3": 0.23699, "Y3": 0.9468, "X4": 0.20231, "Y4": 0.9468, "page": 0, "Index": 199}, {"Word": "bijlage", "Confidence": 0.997, "X1": 0.24133, "Y1": 0.9322, "X2": 0.29913, "Y2": 0.932, "X3": 0.29769, "Y3": 0.9478, "X4": 0.24133, "Y4": 0.9468, "page": 0, "Index": 200}, {"Word": "Afschrift", "Confidence": 0.992, "X1": 0.09538, "Y1": 0.9502, "X2": 0.15318, "Y2": 0.95, "X3": 0.15318, "Y3": 0.9608, "X4": 0.09538, "Y4": 0.9608, "page": 0, "Index": 201}, {"Word": "aan", "Confidence": 0.958, "X1": 0.15607, "Y1": 0.9512, "X2": 0.18064, "Y2": 0.951, "X3": 0.17919, "Y3": 0.9618, "X4": 0.15607, "Y4": 0.9608, "page": 0, "Index": 202}, {"Word": "Archief", "Confidence": 0.991, "X1": 0.09682, "Y1": 0.9672, "X2": 0.14451, "Y2": 0.967, "X3": 0.14306, "Y3": 0.9768, "X4": 0.09538, "Y4": 0.9758, "page": 0, "Index": 203}]}
|
"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"
|
ffkx0096
| 1 |
{"lines_data": [{"Word": "Mr. L. K. Hall, Jt.", "Confidence": 0.688, "X1": 0.05837, "Y1": 0.0632, "X2": 0.25292, "Y2": 0.063, "X3": 0.25422, "Y3": 0.0778, "X4": 0.05837, "Y4": 0.0798, "page": 0}, {"Word": "October 6, 1982", "Confidence": 0.882, "X1": 0.05966, "Y1": 0.0782, "X2": 0.2192, "Y2": 0.078, "X3": 0.2192, "Y3": 0.0918, "X4": 0.05966, "Y4": 0.0938, "page": 0}, {"Word": "Page Two", "Confidence": 0.973, "X1": 0.06096, "Y1": 0.0962, "X2": 0.14267, "Y2": 0.096, "X3": 0.14267, "Y3": 0.1098, "X4": 0.06096, "Y4": 0.1098, "page": 0}, {"Word": "FINDINGS", "Confidence": 0.994, "X1": 0.05966, "Y1": 0.1542, "X2": 0.15175, "Y2": 0.154, "X3": 0.15175, "Y3": 0.1718, "X4": 0.05966, "Y4": 0.1728, "page": 0}, {"Word": "Brand/company elasticities and indices of their price sensitivity are shown on", "Confidence": 0.97536, "X1": 0.06226, "Y1": 0.1832, "X2": 0.84825, "Y2": 0.183, "X3": 0.84825, "Y3": 0.1978, "X4": 0.06226, "Y4": 0.2018, "page": 0}, {"Word": "the attached chart. Brands showed the same rank order of price sensitivity", "Confidence": 0.95625, "X1": 0.06485, "Y1": 0.1982, "X2": 0.81712, "Y2": 0.198, "X3": 0.81712, "Y3": 0.2128, "X4": 0.06485, "Y4": 0.2178, "page": 0}, {"Word": "under both scenarios. However, brand elasticities were more nearly equal if", "Confidence": 0.953, "X1": 0.06485, "Y1": 0.2142, "X2": 0.8275, "Y2": 0.214, "X3": 0.8275, "Y3": 0.2298, "X4": 0.06485, "Y4": 0.2338, "page": 0}, {"Word": "both females and males were assumes to react to price.", "Confidence": 0.9297, "X1": 0.06226, "Y1": 0.2312, "X2": 0.607, "Y2": 0.231, "X3": 0.607, "Y3": 0.2458, "X4": 0.06226, "Y4": 0.2488, "page": 0}, {"Word": "CONCLUSIONS", "Confidence": 0.938, "X1": 0.06226, "Y1": 0.2612, "X2": 0.17899, "Y2": 0.261, "X3": 0.18029, "Y3": 0.2758, "X4": 0.06226, "Y4": 0.2778, "page": 0}, {"Word": "The rise in cigarette prices associated with the 1983 F.E.T. increase may", "Confidence": 0.97033, "X1": 0.06226, "Y1": 0.2892, "X2": 0.79767, "Y2": 0.289, "X3": 0.79767, "Y3": 0.3038, "X4": 0.06226, "Y4": 0.3078, "page": 0}, {"Word": "affect brand market shares. The degree of these effects will depend greatly", "Confidence": 0.97475, "X1": 0.06355, "Y1": 0.3032, "X2": 0.8262, "Y2": 0.303, "X3": 0.8262, "Y3": 0.3178, "X4": 0.06355, "Y4": 0.3228, "page": 0}, {"Word": "on the extent to which women react to price (an issue not resolved by the NBER", "Confidence": 0.98319, "X1": 0.06485, "Y1": 0.3182, "X2": 0.84695, "Y2": 0.318, "X3": 0.84695, "Y3": 0.3318, "X4": 0.06485, "Y4": 0.3368, "page": 0}, {"Word": "models) and on other factors in the marketplace.", "Confidence": 0.919, "X1": 0.06096, "Y1": 0.3352, "X2": 0.55123, "Y2": 0.335, "X3": 0.55123, "Y3": 0.3508, "X4": 0.06096, "Y4": 0.3538, "page": 0}, {"Word": "All other factors being equal, the relative effects are estimated as follows:", "Confidence": 0.933, "X1": 0.06485, "Y1": 0.3632, "X2": 0.83658, "Y2": 0.363, "X3": 0.83658, "Y3": 0.3788, "X4": 0.06485, "Y4": 0.3838, "page": 0}, {"Word": "Neither RJR nor PM would gain share advantage from the price hike.", "Confidence": 0.90883, "X1": 0.16991, "Y1": 0.3932, "X2": 0.83787, "Y2": 0.393, "X3": 0.83787, "Y3": 0.4088, "X4": 0.16991, "Y4": 0.4128, "page": 0}, {"Word": "Share trends for WINSTON and Marlboro may show negative price", "Confidence": 0.9398, "X1": 0.1751, "Y1": 0.4272, "X2": 0.78859, "Y2": 0.427, "X3": 0.78988, "Y3": 0.4408, "X4": 0.1751, "Y4": 0.4438, "page": 0}, {"Word": "effects. The degree of effect is likely to be similar for these", "Confidence": 0.98775, "X1": 0.17769, "Y1": 0.4402, "X2": 0.81712, "Y2": 0.44, "X3": 0.81712, "Y3": 0.4548, "X4": 0.17769, "Y4": 0.4588, "page": 0}, {"Word": "brands.", "Confidence": 0.937, "X1": 0.17769, "Y1": 0.4592, "X2": 0.25162, "Y2": 0.459, "X3": 0.25162, "Y3": 0.4728, "X4": 0.17769, "Y4": 0.4728, "page": 0}, {"Word": "Strongly female brands, such as Virginia Slims, are relatively", "Confidence": 0.85733, "X1": 0.17769, "Y1": 0.4852, "X2": 0.80026, "Y2": 0.485, "X3": 0.80026, "Y3": 0.5008, "X4": 0.17769, "Y4": 0.5048, "page": 0}, {"Word": "invulnerable to price and may improve their market share due to", "Confidence": 0.95364, "X1": 0.18158, "Y1": 0.5012, "X2": 0.80804, "Y2": 0.501, "X3": 0.80804, "Y3": 0.5168, "X4": 0.18158, "Y4": 0.5198, "page": 0}, {"Word": "higher prices.", "Confidence": 0.9965, "X1": 0.17899, "Y1": 0.5212, "X2": 0.32296, "Y2": 0.521, "X3": 0.32296, "Y3": 0.5348, "X4": 0.17899, "Y4": 0.5358, "page": 0}, {"Word": "SALEM's share may benefit slightly from higher prices. Newport is", "Confidence": 0.8745, "X1": 0.17769, "Y1": 0.5452, "X2": 0.83917, "Y2": 0.545, "X3": 0.84047, "Y3": 0.5618, "X4": 0.17769, "Y4": 0.5658, "page": 0}, {"Word": "more likely to be adversely affected.", "Confidence": 0.88683, "X1": 0.18158, "Y1": 0.5632, "X2": 0.54994, "Y2": 0.563, "X3": 0.55123, "Y3": 0.5778, "X4": 0.18158, "Y4": 0.5808, "page": 0}, {"Word": "VANTAGE and Merit elasticities are about equal. Their share trends", "Confidence": 0.9429, "X1": 0.17121, "Y1": 0.5932, "X2": 0.84825, "Y2": 0.593, "X3": 0.84955, "Y3": 0.6068, "X4": 0.17121, "Y4": 0.6108, "page": 0}, {"Word": "may modestly improve due to higher prices.", "Confidence": 0.98971, "X1": 0.17769, "Y1": 0.6102, "X2": 0.60182, "Y2": 0.61, "X3": 0.60182, "Y3": 0.6248, "X4": 0.17769, "Y4": 0.6288, "page": 0}, {"Word": "The B&H profile suggests a positive share effect from increased", "Confidence": 0.9562, "X1": 0.17121, "Y1": 0.6392, "X2": 0.81193, "Y2": 0.639, "X3": 0.81193, "Y3": 0.6538, "X4": 0.17121, "Y4": 0.6588, "page": 0}, {"Word": "price.", "Confidence": 0.993, "X1": 0.18158, "Y1": 0.6582, "X2": 0.24903, "Y2": 0.658, "X3": 0.24903, "Y3": 0.6708, "X4": 0.18158, "Y4": 0.6728, "page": 0}, {"Word": "CAMEL is the most price sensitive among the brands examined. This", "Confidence": 0.97909, "X1": 0.18288, "Y1": 0.6842, "X2": 0.84306, "Y2": 0.684, "X3": 0.84306, "Y3": 0.6998, "X4": 0.18288, "Y4": 0.7038, "page": 0}, {"Word": "may explain some of the brand's 1982 slowdown. Further slowing may", "Confidence": 0.93491, "X1": 0.18158, "Y1": 0.7012, "X2": 0.84955, "Y2": 0.701, "X3": 0.84955, "Y3": 0.7158, "X4": 0.18158, "Y4": 0.7198, "page": 0}, {"Word": "occur as prices zise.", "Confidence": 0.802, "X1": 0.18288, "Y1": 0.7192, "X2": 0.39559, "Y2": 0.719, "X3": 0.39559, "Y3": 0.7328, "X4": 0.18288, "Y4": 0.7338, "page": 0}, {"Word": "Dine", "Confidence": 0.681, "X1": 0.07263, "Y1": 0.7532, "X2": 0.2153, "Y2": 0.753, "X3": 0.2166, "Y3": 0.7918, "X4": 0.07263, "Y4": 0.7928, "page": 0}, {"Word": "D. S. Burrows", "Confidence": 0.99433, "X1": 0.07263, "Y1": 0.7922, "X2": 0.20882, "Y2": 0.792, "X3": 0.20882, "Y3": 0.8078, "X4": 0.07263, "Y4": 0.8108, "page": 0}, {"Word": "MARKETING DEVELOPMENT DEPARTMENT", "Confidence": 0.66367, "X1": 0.07263, "Y1": 0.8082, "X2": 0.39689, "Y2": 0.808, "X3": 0.39689, "Y3": 0.8238, "X4": 0.07263, "Y4": 0.8268, "page": 0}, {"Word": "DSB/ch", "Confidence": 0.994, "X1": 0.07263, "Y1": 0.8412, "X2": 0.14008, "Y2": 0.841, "X3": 0.14008, "Y3": 0.8548, "X4": 0.07263, "Y4": 0.8548, "page": 0}, {"Word": "cc:", "Confidence": 0.639, "X1": 0.07523, "Y1": 0.8752, "X2": 0.10636, "Y2": 0.875, "X3": 0.10636, "Y3": 0.8848, "X4": 0.07523, "Y4": 0.8858, "page": 0}, {"Word": "Mr. J. R. Moore", "Confidence": 0.88825, "X1": 0.14527, "Y1": 0.8702, "X2": 0.29831, "Y2": 0.87, "X3": 0.29831, "Y3": 0.8838, "X4": 0.14527, "Y4": 0.8858, "page": 0}, {"Word": "Mr. P. E. Galyan", "Confidence": 0.875, "X1": 0.45914, "Y1": 0.8692, "X2": 0.62646, "Y2": 0.869, "X3": 0.62646, "Y3": 0.8818, "X4": 0.45914, "Y4": 0.8828, "page": 0}, {"Word": "Mr. R. A. Davis", "Confidence": 0.95175, "X1": 0.45914, "Y1": 0.8842, "X2": 0.61479, "Y2": 0.884, "X3": 0.61479, "Y3": 0.8968, "X4": 0.45914, "Y4": 0.8978, "page": 0}, {"Word": "Mr. K. E. Osmon", "Confidence": 0.83925, "X1": 0.14527, "Y1": 0.8862, "X2": 0.29702, "Y2": 0.886, "X3": 0.29702, "Y3": 0.8988, "X4": 0.14527, "Y4": 0.8998, "page": 0}, {"Word": "Ns. E. N. Monahan", "Confidence": 0.91425, "X1": 0.14527, "Y1": 0.9012, "X2": 0.31777, "Y2": 0.901, "X3": 0.31777, "Y3": 0.9128, "X4": 0.14527, "Y4": 0.9148, "page": 0}, {"Word": "Mr. W. W. Duirn", "Confidence": 0.7615, "X1": 0.46174, "Y1": 0.8982, "X2": 0.61608, "Y2": 0.898, "X3": 0.61738, "Y3": 0.9108, "X4": 0.46174, "Y4": 0.9108, "page": 0}, {"Word": "Mr. E. J. Fackelman", "Confidence": 0.94025, "X1": 0.14656, "Y1": 0.9152, "X2": 0.33852, "Y2": 0.915, "X3": 0.33852, "Y3": 0.9278, "X4": 0.14656, "Y4": 0.9288, "page": 0}, {"Word": "Mr. W. R. Eddins", "Confidence": 0.90625, "X1": 0.46174, "Y1": 0.9122, "X2": 0.62516, "Y2": 0.912, "X3": 0.62646, "Y3": 0.9248, "X4": 0.46174, "Y4": 0.9258, "page": 0}, {"Word": "Mr. J. R. Rribar", "Confidence": 0.90275, "X1": 0.14656, "Y1": 0.9292, "X2": 0.31128, "Y2": 0.929, "X3": 0.31128, "Y3": 0.9428, "X4": 0.14656, "Y4": 0.9438, "page": 0}, {"Word": "Ms. S. W. Teague", "Confidence": 0.90225, "X1": 0.46174, "Y1": 0.9282, "X2": 0.62646, "Y2": 0.928, "X3": 0.62646, "Y3": 0.9408, "X4": 0.46174, "Y4": 0.9418, "page": 0}, {"Word": "MUIC", "Confidence": 0.604, "X1": 0.14527, "Y1": 0.9452, "X2": 0.19585, "Y2": 0.945, "X3": 0.19585, "Y3": 0.9578, "X4": 0.14527, "Y4": 0.9578, "page": 0}, {"Word": "5036) 0296", "Confidence": 0.875, "X1": 0.92866, "Y1": 0.9612, "X2": 0.92607, "Y2": 0.961, "X3": 0.90402, "Y3": 0.9598, "X4": 0.90661, "Y4": 0.8668, "page": 0}, {"Word": ". ...", "Confidence": 0.931, "X1": 0.71855, "Y1": 0.9782, "X2": 0.75746, "Y2": 0.978, "X3": 0.75746, "Y3": 0.9838, "X4": 0.71855, "Y4": 0.9838, "page": 0}], "words_data": [{"Word": "Hall,", "Confidence": 0.885, "X1": 0.15953, "Y1": 0.0642, "X2": 0.2153, "Y2": 0.064, "X3": 0.2153, "Y3": 0.0778, "X4": 0.15953, "Y4": 0.0788, "page": 0, "Index": 0}, {"Word": "Jt.", "Confidence": 0.865, "X1": 0.22179, "Y1": 0.0652, "X2": 0.25422, "Y2": 0.065, "X3": 0.25422, "Y3": 0.0778, "X4": 0.22179, "Y4": 0.0778, "page": 0, "Index": 1}, {"Word": "Mr.", "Confidence": 0.683, "X1": 0.05966, "Y1": 0.0652, "X2": 0.09209, "Y2": 0.065, "X3": 0.09209, "Y3": 0.0798, "X4": 0.05966, "Y4": 0.0798, "page": 0, "Index": 2}, {"Word": "L.", "Confidence": 0.648, "X1": 0.09857, "Y1": 0.0642, "X2": 0.12192, "Y2": 0.064, "X3": 0.12192, "Y3": 0.0788, "X4": 0.09857, "Y4": 0.0798, "page": 0, "Index": 3}, {"Word": "K.", "Confidence": 0.359, "X1": 0.1284, "Y1": 0.0642, "X2": 0.15305, "Y2": 0.064, "X3": 0.15305, "Y3": 0.0788, "X4": 0.1284, "Y4": 0.0788, "page": 0, "Index": 4}, {"Word": "October", "Confidence": 0.802, "X1": 0.05966, "Y1": 0.0802, "X2": 0.131, "Y2": 0.08, "X3": 0.131, "Y3": 0.0938, "X4": 0.06096, "Y4": 0.0938, "page": 0, "Index": 5}, {"Word": "6,", "Confidence": 0.855, "X1": 0.13878, "Y1": 0.0802, "X2": 0.16342, "Y2": 0.08, "X3": 0.16342, "Y3": 0.0928, "X4": 0.13878, "Y4": 0.0938, "page": 0, "Index": 6}, {"Word": "1982", "Confidence": 0.989, "X1": 0.1725, "Y1": 0.0792, "X2": 0.21401, "Y2": 0.079, "X3": 0.21271, "Y3": 0.0928, "X4": 0.1725, "Y4": 0.0928, "page": 0, "Index": 7}, {"Word": "Page", "Confidence": 0.988, "X1": 0.06096, "Y1": 0.0972, "X2": 0.09987, "Y2": 0.097, "X3": 0.09987, "Y3": 0.1108, "X4": 0.06096, "Y4": 0.1108, "page": 0, "Index": 8}, {"Word": "Two", "Confidence": 0.958, "X1": 0.11154, "Y1": 0.0972, "X2": 0.14267, "Y2": 0.097, "X3": 0.14267, "Y3": 0.1098, "X4": 0.11154, "Y4": 0.1108, "page": 0, "Index": 9}, {"Word": "FINDINGS", "Confidence": 0.994, "X1": 0.06096, "Y1": 0.1552, "X2": 0.14527, "Y2": 0.155, "X3": 0.14527, "Y3": 0.1718, "X4": 0.06096, "Y4": 0.1718, "page": 0, "Index": 10}, {"Word": "shown", "Confidence": 0.909, "X1": 0.76265, "Y1": 0.1842, "X2": 0.81582, "Y2": 0.184, "X3": 0.81712, "Y3": 0.1978, "X4": 0.76394, "Y4": 0.1988, "page": 0, "Index": 11}, {"Word": "on", "Confidence": 0.998, "X1": 0.82231, "Y1": 0.1842, "X2": 0.84565, "Y2": 0.184, "X3": 0.84565, "Y3": 0.1978, "X4": 0.82231, "Y4": 0.1978, "page": 0, "Index": 12}, {"Word": "Brand/company", "Confidence": 0.956, "X1": 0.06355, "Y1": 0.1852, "X2": 0.19715, "Y2": 0.185, "X3": 0.19585, "Y3": 0.2018, "X4": 0.06226, "Y4": 0.2028, "page": 0, "Index": 13}, {"Word": "elasticities", "Confidence": 0.991, "X1": 0.20363, "Y1": 0.1842, "X2": 0.32685, "Y2": 0.184, "X3": 0.32685, "Y3": 0.2008, "X4": 0.20363, "Y4": 0.2018, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.998, "X1": 0.33593, "Y1": 0.1842, "X2": 0.36835, "Y2": 0.184, "X3": 0.36835, "Y3": 0.2008, "X4": 0.33593, "Y4": 0.2008, "page": 0, "Index": 15}, {"Word": "indices", "Confidence": 0.996, "X1": 0.37484, "Y1": 0.1842, "X2": 0.44617, "Y2": 0.184, "X3": 0.44617, "Y3": 0.2008, "X4": 0.37484, "Y4": 0.2008, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.998, "X1": 0.45396, "Y1": 0.1842, "X2": 0.47601, "Y2": 0.184, "X3": 0.47601, "Y3": 0.2008, "X4": 0.45396, "Y4": 0.2008, "page": 0, "Index": 17}, {"Word": "their", "Confidence": 0.996, "X1": 0.48379, "Y1": 0.1842, "X2": 0.53696, "Y2": 0.184, "X3": 0.53696, "Y3": 0.1998, "X4": 0.48379, "Y4": 0.2008, "page": 0, "Index": 18}, {"Word": "price", "Confidence": 0.996, "X1": 0.54475, "Y1": 0.1832, "X2": 0.59533, "Y2": 0.183, "X3": 0.59533, "Y3": 0.1998, "X4": 0.54475, "Y4": 0.1998, "page": 0, "Index": 19}, {"Word": "sensitivity", "Confidence": 0.893, "X1": 0.60441, "Y1": 0.1842, "X2": 0.71466, "Y2": 0.184, "X3": 0.71466, "Y3": 0.1988, "X4": 0.60441, "Y4": 0.1998, "page": 0, "Index": 20}, {"Word": "are", "Confidence": 0.998, "X1": 0.72244, "Y1": 0.1842, "X2": 0.75486, "Y2": 0.184, "X3": 0.75486, "Y3": 0.1988, "X4": 0.72244, "Y4": 0.1988, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.06615, "Y1": 0.2042, "X2": 0.09339, "Y2": 0.204, "X3": 0.09339, "Y3": 0.2178, "X4": 0.06615, "Y4": 0.2178, "page": 0, "Index": 22}, {"Word": "attached", "Confidence": 0.951, "X1": 0.10117, "Y1": 0.2032, "X2": 0.18547, "Y2": 0.203, "X3": 0.18547, "Y3": 0.2178, "X4": 0.10117, "Y4": 0.2178, "page": 0, "Index": 23}, {"Word": "chart.", "Confidence": 0.994, "X1": 0.19326, "Y1": 0.2022, "X2": 0.25811, "Y2": 0.202, "X3": 0.25811, "Y3": 0.2168, "X4": 0.19326, "Y4": 0.2178, "page": 0, "Index": 24}, {"Word": "Brands", "Confidence": 0.604, "X1": 0.27367, "Y1": 0.2022, "X2": 0.33722, "Y2": 0.202, "X3": 0.33722, "Y3": 0.2168, "X4": 0.27367, "Y4": 0.2168, "page": 0, "Index": 25}, {"Word": "showed", "Confidence": 0.994, "X1": 0.34501, "Y1": 0.2012, "X2": 0.40597, "Y2": 0.201, "X3": 0.40597, "Y3": 0.2168, "X4": 0.34501, "Y4": 0.2168, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.998, "X1": 0.41375, "Y1": 0.2012, "X2": 0.44488, "Y2": 0.201, "X3": 0.44488, "Y3": 0.2168, "X4": 0.41505, "Y4": 0.2168, "page": 0, "Index": 27}, {"Word": "same", "Confidence": 0.994, "X1": 0.45266, "Y1": 0.2002, "X2": 0.49416, "Y2": 0.2, "X3": 0.49546, "Y3": 0.2158, "X4": 0.45266, "Y4": 0.2168, "page": 0, "Index": 28}, {"Word": "rank", "Confidence": 0.987, "X1": 0.50324, "Y1": 0.2002, "X2": 0.54604, "Y2": 0.2, "X3": 0.54734, "Y3": 0.2158, "X4": 0.50324, "Y4": 0.2158, "page": 0, "Index": 29}, {"Word": "order", "Confidence": 0.997, "X1": 0.55253, "Y1": 0.2002, "X2": 0.60571, "Y2": 0.2, "X3": 0.60571, "Y3": 0.2148, "X4": 0.55383, "Y4": 0.2158, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.61219, "Y1": 0.2002, "X2": 0.63294, "Y2": 0.2, "X3": 0.63424, "Y3": 0.2148, "X4": 0.61219, "Y4": 0.2148, "page": 0, "Index": 31}, {"Word": "price", "Confidence": 0.992, "X1": 0.64202, "Y1": 0.1992, "X2": 0.69261, "Y2": 0.199, "X3": 0.6939, "Y3": 0.2148, "X4": 0.64202, "Y4": 0.2148, "page": 0, "Index": 32}, {"Word": "sensitivity", "Confidence": 0.968, "X1": 0.70039, "Y1": 0.1992, "X2": 0.81323, "Y2": 0.199, "X3": 0.81453, "Y3": 0.2128, "X4": 0.70169, "Y4": 0.2148, "page": 0, "Index": 33}, {"Word": "under", "Confidence": 0.994, "X1": 0.06485, "Y1": 0.2192, "X2": 0.11414, "Y2": 0.219, "X3": 0.11543, "Y3": 0.2338, "X4": 0.06615, "Y4": 0.2348, "page": 0, "Index": 34}, {"Word": "both", "Confidence": 0.989, "X1": 0.12322, "Y1": 0.2182, "X2": 0.16472, "Y2": 0.218, "X3": 0.16472, "Y3": 0.2338, "X4": 0.12322, "Y4": 0.2338, "page": 0, "Index": 35}, {"Word": "scenarios.", "Confidence": 0.982, "X1": 0.1738, "Y1": 0.2172, "X2": 0.27756, "Y2": 0.217, "X3": 0.27886, "Y3": 0.2318, "X4": 0.1751, "Y4": 0.2328, "page": 0, "Index": 36}, {"Word": "However,", "Confidence": 0.903, "X1": 0.29313, "Y1": 0.2162, "X2": 0.37873, "Y2": 0.216, "X3": 0.37873, "Y3": 0.2318, "X4": 0.29313, "Y4": 0.2318, "page": 0, "Index": 37}, {"Word": "brand", "Confidence": 0.997, "X1": 0.38392, "Y1": 0.2162, "X2": 0.4358, "Y2": 0.216, "X3": 0.43709, "Y3": 0.2308, "X4": 0.38392, "Y4": 0.2318, "page": 0, "Index": 38}, {"Word": "elasticities", "Confidence": 0.771, "X1": 0.44488, "Y1": 0.2152, "X2": 0.5668, "Y2": 0.215, "X3": 0.5668, "Y3": 0.2308, "X4": 0.44488, "Y4": 0.2308, "page": 0, "Index": 39}, {"Word": "were", "Confidence": 0.986, "X1": 0.57328, "Y1": 0.2152, "X2": 0.61608, "Y2": 0.215, "X3": 0.61608, "Y3": 0.2308, "X4": 0.57458, "Y4": 0.2308, "page": 0, "Index": 40}, {"Word": "more", "Confidence": 0.962, "X1": 0.62257, "Y1": 0.2152, "X2": 0.66407, "Y2": 0.215, "X3": 0.66537, "Y3": 0.2298, "X4": 0.62257, "Y4": 0.2308, "page": 0, "Index": 41}, {"Word": "nearly", "Confidence": 0.992, "X1": 0.67315, "Y1": 0.2142, "X2": 0.73411, "Y2": 0.214, "X3": 0.73411, "Y3": 0.2298, "X4": 0.67315, "Y4": 0.2298, "page": 0, "Index": 42}, {"Word": "equal", "Confidence": 0.966, "X1": 0.74189, "Y1": 0.2142, "X2": 0.79377, "Y2": 0.214, "X3": 0.79377, "Y3": 0.2298, "X4": 0.74319, "Y4": 0.2298, "page": 0, "Index": 43}, {"Word": "if", "Confidence": 0.941, "X1": 0.80285, "Y1": 0.2142, "X2": 0.8249, "Y2": 0.214, "X3": 0.8262, "Y3": 0.2298, "X4": 0.80415, "Y4": 0.2298, "page": 0, "Index": 44}, {"Word": "males", "Confidence": 0.995, "X1": 0.23217, "Y1": 0.2322, "X2": 0.28664, "Y2": 0.232, "X3": 0.28664, "Y3": 0.2478, "X4": 0.23217, "Y4": 0.2478, "page": 0, "Index": 45}, {"Word": "were", "Confidence": 0.991, "X1": 0.29313, "Y1": 0.2322, "X2": 0.33593, "Y2": 0.232, "X3": 0.33593, "Y3": 0.2478, "X4": 0.29313, "Y4": 0.2478, "page": 0, "Index": 46}, {"Word": "assumes", "Confidence": 0.643, "X1": 0.34501, "Y1": 0.2322, "X2": 0.41505, "Y2": 0.232, "X3": 0.41505, "Y3": 0.2468, "X4": 0.34501, "Y4": 0.2478, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.998, "X1": 0.42412, "Y1": 0.2322, "X2": 0.44488, "Y2": 0.232, "X3": 0.44488, "Y3": 0.2468, "X4": 0.42412, "Y4": 0.2468, "page": 0, "Index": 48}, {"Word": "react", "Confidence": 0.79, "X1": 0.45396, "Y1": 0.2322, "X2": 0.50454, "Y2": 0.232, "X3": 0.50454, "Y3": 0.2468, "X4": 0.45396, "Y4": 0.2468, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.51492, "Y1": 0.2312, "X2": 0.53567, "Y2": 0.231, "X3": 0.53567, "Y3": 0.2468, "X4": 0.51492, "Y4": 0.2468, "page": 0, "Index": 50}, {"Word": "price.", "Confidence": 0.995, "X1": 0.54345, "Y1": 0.2312, "X2": 0.60571, "Y2": 0.231, "X3": 0.607, "Y3": 0.2458, "X4": 0.54345, "Y4": 0.2468, "page": 0, "Index": 51}, {"Word": "both", "Confidence": 0.964, "X1": 0.06355, "Y1": 0.2342, "X2": 0.10376, "Y2": 0.234, "X3": 0.10376, "Y3": 0.2498, "X4": 0.06355, "Y4": 0.2498, "page": 0, "Index": 52}, {"Word": "females", "Confidence": 0.925, "X1": 0.11284, "Y1": 0.2332, "X2": 0.18547, "Y2": 0.233, "X3": 0.18547, "Y3": 0.2488, "X4": 0.11284, "Y4": 0.2488, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.998, "X1": 0.19455, "Y1": 0.2332, "X2": 0.22698, "Y2": 0.233, "X3": 0.22698, "Y3": 0.2488, "X4": 0.19455, "Y4": 0.2488, "page": 0, "Index": 54}, {"Word": "CONCLUSIONS", "Confidence": 0.938, "X1": 0.06355, "Y1": 0.2612, "X2": 0.17639, "Y2": 0.261, "X3": 0.17639, "Y3": 0.2768, "X4": 0.06355, "Y4": 0.2778, "page": 0, "Index": 55}, {"Word": "The", "Confidence": 0.998, "X1": 0.06355, "Y1": 0.2942, "X2": 0.09468, "Y2": 0.294, "X3": 0.09468, "Y3": 0.3078, "X4": 0.06355, "Y4": 0.3088, "page": 0, "Index": 56}, {"Word": "rise", "Confidence": 0.987, "X1": 0.10376, "Y1": 0.2942, "X2": 0.14656, "Y2": 0.294, "X3": 0.14656, "Y3": 0.3078, "X4": 0.10376, "Y4": 0.3078, "page": 0, "Index": 57}, {"Word": "in", "Confidence": 0.998, "X1": 0.15564, "Y1": 0.2932, "X2": 0.17639, "Y2": 0.293, "X3": 0.17639, "Y3": 0.3078, "X4": 0.15564, "Y4": 0.3078, "page": 0, "Index": 58}, {"Word": "cigarette", "Confidence": 0.863, "X1": 0.18547, "Y1": 0.2922, "X2": 0.27756, "Y2": 0.292, "X3": 0.27756, "Y3": 0.3068, "X4": 0.18547, "Y4": 0.3078, "page": 0, "Index": 59}, {"Word": "prices", "Confidence": 0.997, "X1": 0.28664, "Y1": 0.2922, "X2": 0.3489, "Y2": 0.292, "X3": 0.3476, "Y3": 0.3068, "X4": 0.28664, "Y4": 0.3068, "page": 0, "Index": 60}, {"Word": "associated", "Confidence": 0.883, "X1": 0.35668, "Y1": 0.2912, "X2": 0.45655, "Y2": 0.291, "X3": 0.45655, "Y3": 0.3058, "X4": 0.35668, "Y4": 0.3068, "page": 0, "Index": 61}, {"Word": "with", "Confidence": 0.988, "X1": 0.46433, "Y1": 0.2912, "X2": 0.50584, "Y2": 0.291, "X3": 0.50584, "Y3": 0.3058, "X4": 0.46433, "Y4": 0.3058, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.51621, "Y1": 0.2902, "X2": 0.54864, "Y2": 0.29, "X3": 0.54734, "Y3": 0.3058, "X4": 0.51621, "Y4": 0.3058, "page": 0, "Index": 63}, {"Word": "1983", "Confidence": 0.985, "X1": 0.55642, "Y1": 0.2902, "X2": 0.59663, "Y2": 0.29, "X3": 0.59663, "Y3": 0.3058, "X4": 0.55512, "Y4": 0.3058, "page": 0, "Index": 64}, {"Word": "F.E.T.", "Confidence": 0.993, "X1": 0.60311, "Y1": 0.2902, "X2": 0.66796, "Y2": 0.29, "X3": 0.66667, "Y3": 0.3048, "X4": 0.60311, "Y4": 0.3058, "page": 0, "Index": 65}, {"Word": "increase", "Confidence": 0.991, "X1": 0.67575, "Y1": 0.2902, "X2": 0.75486, "Y2": 0.29, "X3": 0.75486, "Y3": 0.3048, "X4": 0.67575, "Y4": 0.3048, "page": 0, "Index": 66}, {"Word": "may", "Confidence": 0.963, "X1": 0.76394, "Y1": 0.2902, "X2": 0.79507, "Y2": 0.29, "X3": 0.79377, "Y3": 0.3048, "X4": 0.76265, "Y4": 0.3048, "page": 0, "Index": 67}, {"Word": "affect", "Confidence": 0.981, "X1": 0.06485, "Y1": 0.3092, "X2": 0.12581, "Y2": 0.309, "X3": 0.12581, "Y3": 0.3218, "X4": 0.06485, "Y4": 0.3228, "page": 0, "Index": 68}, {"Word": "brand", "Confidence": 0.998, "X1": 0.13359, "Y1": 0.3092, "X2": 0.18547, "Y2": 0.309, "X3": 0.18547, "Y3": 0.3218, "X4": 0.13359, "Y4": 0.3218, "page": 0, "Index": 69}, {"Word": "market", "Confidence": 0.991, "X1": 0.19455, "Y1": 0.3082, "X2": 0.25681, "Y2": 0.308, "X3": 0.25681, "Y3": 0.3218, "X4": 0.19455, "Y4": 0.3218, "page": 0, "Index": 70}, {"Word": "shares.", "Confidence": 0.967, "X1": 0.26589, "Y1": 0.3082, "X2": 0.33722, "Y2": 0.308, "X3": 0.33722, "Y3": 0.3208, "X4": 0.26589, "Y4": 0.3208, "page": 0, "Index": 71}, {"Word": "The", "Confidence": 0.998, "X1": 0.35668, "Y1": 0.3072, "X2": 0.38651, "Y2": 0.307, "X3": 0.38651, "Y3": 0.3208, "X4": 0.35668, "Y4": 0.3208, "page": 0, "Index": 72}, {"Word": "degree", "Confidence": 0.994, "X1": 0.393, "Y1": 0.3072, "X2": 0.45525, "Y2": 0.307, "X3": 0.45525, "Y3": 0.3198, "X4": 0.393, "Y4": 0.3208, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.998, "X1": 0.46304, "Y1": 0.3072, "X2": 0.48638, "Y2": 0.307, "X3": 0.48508, "Y3": 0.3198, "X4": 0.46304, "Y4": 0.3198, "page": 0, "Index": 74}, {"Word": "these", "Confidence": 0.993, "X1": 0.49416, "Y1": 0.3062, "X2": 0.54604, "Y2": 0.306, "X3": 0.54604, "Y3": 0.3198, "X4": 0.49416, "Y4": 0.3198, "page": 0, "Index": 75}, {"Word": "effects", "Confidence": 0.849, "X1": 0.55512, "Y1": 0.3052, "X2": 0.62387, "Y2": 0.305, "X3": 0.62387, "Y3": 0.3198, "X4": 0.55512, "Y4": 0.3198, "page": 0, "Index": 76}, {"Word": "will", "Confidence": 0.987, "X1": 0.63294, "Y1": 0.3052, "X2": 0.67445, "Y2": 0.305, "X3": 0.67445, "Y3": 0.3198, "X4": 0.63294, "Y4": 0.3198, "page": 0, "Index": 77}, {"Word": "depend", "Confidence": 0.995, "X1": 0.68353, "Y1": 0.3042, "X2": 0.74449, "Y2": 0.304, "X3": 0.74449, "Y3": 0.3188, "X4": 0.68223, "Y4": 0.3188, "page": 0, "Index": 78}, {"Word": "greatly", "Confidence": 0.946, "X1": 0.75227, "Y1": 0.3042, "X2": 0.82361, "Y2": 0.304, "X3": 0.82361, "Y3": 0.3188, "X4": 0.75227, "Y4": 0.3188, "page": 0, "Index": 79}, {"Word": "on", "Confidence": 0.998, "X1": 0.06615, "Y1": 0.3242, "X2": 0.08431, "Y2": 0.324, "X3": 0.08431, "Y3": 0.3368, "X4": 0.06615, "Y4": 0.3368, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.991, "X1": 0.09468, "Y1": 0.3242, "X2": 0.12581, "Y2": 0.324, "X3": 0.12711, "Y3": 0.3368, "X4": 0.09598, "Y4": 0.3368, "page": 0, "Index": 81}, {"Word": "extent", "Confidence": 0.953, "X1": 0.13489, "Y1": 0.3232, "X2": 0.19715, "Y2": 0.323, "X3": 0.19715, "Y3": 0.3358, "X4": 0.13489, "Y4": 0.3368, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.996, "X1": 0.20623, "Y1": 0.3232, "X2": 0.22568, "Y2": 0.323, "X3": 0.22698, "Y3": 0.3358, "X4": 0.20752, "Y4": 0.3358, "page": 0, "Index": 83}, {"Word": "which", "Confidence": 0.994, "X1": 0.23606, "Y1": 0.3222, "X2": 0.28794, "Y2": 0.322, "X3": 0.28794, "Y3": 0.3358, "X4": 0.23606, "Y4": 0.3358, "page": 0, "Index": 84}, {"Word": "women", "Confidence": 0.991, "X1": 0.29572, "Y1": 0.3212, "X2": 0.3476, "Y2": 0.321, "X3": 0.3476, "Y3": 0.3348, "X4": 0.29572, "Y4": 0.3358, "page": 0, "Index": 85}, {"Word": "react", "Confidence": 0.955, "X1": 0.35668, "Y1": 0.3212, "X2": 0.40597, "Y2": 0.321, "X3": 0.40597, "Y3": 0.3348, "X4": 0.35668, "Y4": 0.3348, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.41634, "Y1": 0.3212, "X2": 0.4358, "Y2": 0.321, "X3": 0.4358, "Y3": 0.3348, "X4": 0.41634, "Y4": 0.3348, "page": 0, "Index": 87}, {"Word": "price", "Confidence": 0.997, "X1": 0.44488, "Y1": 0.3202, "X2": 0.49546, "Y2": 0.32, "X3": 0.49546, "Y3": 0.3338, "X4": 0.44488, "Y4": 0.3348, "page": 0, "Index": 88}, {"Word": "(an", "Confidence": 0.998, "X1": 0.50584, "Y1": 0.3202, "X2": 0.53696, "Y2": 0.32, "X3": 0.53696, "Y3": 0.3338, "X4": 0.50454, "Y4": 0.3338, "page": 0, "Index": 89}, {"Word": "issue", "Confidence": 0.948, "X1": 0.54604, "Y1": 0.3202, "X2": 0.59533, "Y2": 0.32, "X3": 0.59533, "Y3": 0.3338, "X4": 0.54604, "Y4": 0.3338, "page": 0, "Index": 90}, {"Word": "not", "Confidence": 0.994, "X1": 0.60441, "Y1": 0.3192, "X2": 0.63554, "Y2": 0.319, "X3": 0.63554, "Y3": 0.3338, "X4": 0.60311, "Y4": 0.3338, "page": 0, "Index": 91}, {"Word": "resolved", "Confidence": 0.941, "X1": 0.64462, "Y1": 0.3192, "X2": 0.72374, "Y2": 0.319, "X3": 0.72244, "Y3": 0.3328, "X4": 0.64462, "Y4": 0.3338, "page": 0, "Index": 92}, {"Word": "by", "Confidence": 0.998, "X1": 0.73281, "Y1": 0.3192, "X2": 0.75486, "Y2": 0.319, "X3": 0.75486, "Y3": 0.3328, "X4": 0.73281, "Y4": 0.3328, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.993, "X1": 0.76394, "Y1": 0.3192, "X2": 0.79248, "Y2": 0.319, "X3": 0.79248, "Y3": 0.3328, "X4": 0.76265, "Y4": 0.3328, "page": 0, "Index": 94}, {"Word": "NBER", "Confidence": 0.986, "X1": 0.80285, "Y1": 0.3182, "X2": 0.84436, "Y2": 0.318, "X3": 0.84436, "Y3": 0.3328, "X4": 0.80156, "Y4": 0.3328, "page": 0, "Index": 95}, {"Word": "models)", "Confidence": 0.886, "X1": 0.06355, "Y1": 0.3382, "X2": 0.13748, "Y2": 0.338, "X3": 0.13748, "Y3": 0.3528, "X4": 0.06226, "Y4": 0.3548, "page": 0, "Index": 96}, {"Word": "and", "Confidence": 0.998, "X1": 0.14527, "Y1": 0.3382, "X2": 0.17769, "Y2": 0.338, "X3": 0.17639, "Y3": 0.3528, "X4": 0.14527, "Y4": 0.3528, "page": 0, "Index": 97}, {"Word": "on", "Confidence": 0.998, "X1": 0.18547, "Y1": 0.3382, "X2": 0.20752, "Y2": 0.338, "X3": 0.20623, "Y3": 0.3518, "X4": 0.18418, "Y4": 0.3518, "page": 0, "Index": 98}, {"Word": "other", "Confidence": 0.996, "X1": 0.2166, "Y1": 0.3372, "X2": 0.26848, "Y2": 0.337, "X3": 0.26848, "Y3": 0.3508, "X4": 0.2153, "Y4": 0.3518, "page": 0, "Index": 99}, {"Word": "factors", "Confidence": 0.666, "X1": 0.27626, "Y1": 0.3372, "X2": 0.3476, "Y2": 0.337, "X3": 0.3476, "Y3": 0.3508, "X4": 0.27626, "Y4": 0.3508, "page": 0, "Index": 100}, {"Word": "in", "Confidence": 0.998, "X1": 0.35668, "Y1": 0.3362, "X2": 0.37743, "Y2": 0.336, "X3": 0.37743, "Y3": 0.3508, "X4": 0.35538, "Y4": 0.3508, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.998, "X1": 0.38521, "Y1": 0.3362, "X2": 0.41764, "Y2": 0.336, "X3": 0.41634, "Y3": 0.3508, "X4": 0.38521, "Y4": 0.3508, "page": 0, "Index": 102}, {"Word": "marketplace.", "Confidence": 0.812, "X1": 0.42283, "Y1": 0.3352, "X2": 0.54864, "Y2": 0.335, "X3": 0.54864, "Y3": 0.3508, "X4": 0.42283, "Y4": 0.3508, "page": 0, "Index": 103}, {"Word": "All", "Confidence": 0.851, "X1": 0.06615, "Y1": 0.3682, "X2": 0.09728, "Y2": 0.368, "X3": 0.09728, "Y3": 0.3838, "X4": 0.06615, "Y4": 0.3838, "page": 0, "Index": 104}, {"Word": "other", "Confidence": 0.997, "X1": 0.10506, "Y1": 0.3682, "X2": 0.15824, "Y2": 0.368, "X3": 0.15953, "Y3": 0.3838, "X4": 0.10636, "Y4": 0.3838, "page": 0, "Index": 105}, {"Word": "factors", "Confidence": 0.994, "X1": 0.16732, "Y1": 0.3672, "X2": 0.23995, "Y2": 0.367, "X3": 0.23995, "Y3": 0.3828, "X4": 0.16732, "Y4": 0.3838, "page": 0, "Index": 106}, {"Word": "being", "Confidence": 0.995, "X1": 0.24643, "Y1": 0.3662, "X2": 0.29831, "Y2": 0.366, "X3": 0.29831, "Y3": 0.3828, "X4": 0.24643, "Y4": 0.3828, "page": 0, "Index": 107}, {"Word": "equal,", "Confidence": 0.958, "X1": 0.30739, "Y1": 0.3662, "X2": 0.37095, "Y2": 0.366, "X3": 0.37095, "Y3": 0.3828, "X4": 0.30739, "Y4": 0.3828, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.37613, "Y1": 0.3662, "X2": 0.40986, "Y2": 0.366, "X3": 0.40986, "Y3": 0.3818, "X4": 0.37613, "Y4": 0.3828, "page": 0, "Index": 109}, {"Word": "relative", "Confidence": 0.687, "X1": 0.41505, "Y1": 0.3652, "X2": 0.49676, "Y2": 0.365, "X3": 0.49805, "Y3": 0.3818, "X4": 0.41505, "Y4": 0.3818, "page": 0, "Index": 110}, {"Word": "effects", "Confidence": 0.955, "X1": 0.50584, "Y1": 0.3652, "X2": 0.57847, "Y2": 0.365, "X3": 0.57847, "Y3": 0.3808, "X4": 0.50584, "Y4": 0.3818, "page": 0, "Index": 111}, {"Word": "are", "Confidence": 0.991, "X1": 0.58495, "Y1": 0.3642, "X2": 0.61608, "Y2": 0.364, "X3": 0.61738, "Y3": 0.3808, "X4": 0.58625, "Y4": 0.3808, "page": 0, "Index": 112}, {"Word": "estimated", "Confidence": 0.791, "X1": 0.62387, "Y1": 0.3642, "X2": 0.71595, "Y2": 0.364, "X3": 0.71595, "Y3": 0.3798, "X4": 0.62387, "Y4": 0.3808, "page": 0, "Index": 113}, {"Word": "as", "Confidence": 0.998, "X1": 0.72374, "Y1": 0.3642, "X2": 0.74708, "Y2": 0.364, "X3": 0.74708, "Y3": 0.3798, "X4": 0.72374, "Y4": 0.3798, "page": 0, "Index": 114}, {"Word": "follows:", "Confidence": 0.981, "X1": 0.75357, "Y1": 0.3642, "X2": 0.83658, "Y2": 0.364, "X3": 0.83658, "Y3": 0.3788, "X4": 0.75486, "Y4": 0.3798, "page": 0, "Index": 115}, {"Word": "Neither", "Confidence": 0.971, "X1": 0.1751, "Y1": 0.3972, "X2": 0.24903, "Y2": 0.397, "X3": 0.24903, "Y3": 0.4128, "X4": 0.17639, "Y4": 0.4128, "page": 0, "Index": 116}, {"Word": "RJR", "Confidence": 0.911, "X1": 0.25551, "Y1": 0.3972, "X2": 0.28794, "Y2": 0.397, "X3": 0.28794, "Y3": 0.4128, "X4": 0.25551, "Y4": 0.4128, "page": 0, "Index": 117}, {"Word": "nor", "Confidence": 0.842, "X1": 0.29572, "Y1": 0.3972, "X2": 0.32815, "Y2": 0.397, "X3": 0.32815, "Y3": 0.4118, "X4": 0.29572, "Y4": 0.4118, "page": 0, "Index": 118}, {"Word": "PM", "Confidence": 0.556, "X1": 0.33593, "Y1": 0.3962, "X2": 0.35798, "Y2": 0.396, "X3": 0.35798, "Y3": 0.4118, "X4": 0.33593, "Y4": 0.4118, "page": 0, "Index": 119}, {"Word": "would", "Confidence": 0.766, "X1": 0.36446, "Y1": 0.3962, "X2": 0.41634, "Y2": 0.396, "X3": 0.41634, "Y3": 0.4118, "X4": 0.36446, "Y4": 0.4118, "page": 0, "Index": 120}, {"Word": "gain", "Confidence": 0.933, "X1": 0.42412, "Y1": 0.3962, "X2": 0.46693, "Y2": 0.396, "X3": 0.46693, "Y3": 0.4118, "X4": 0.42283, "Y4": 0.4118, "page": 0, "Index": 121}, {"Word": "share", "Confidence": 0.955, "X1": 0.47471, "Y1": 0.3952, "X2": 0.52789, "Y2": 0.395, "X3": 0.52659, "Y3": 0.4108, "X4": 0.47341, "Y4": 0.4118, "page": 0, "Index": 122}, {"Word": "advantage", "Confidence": 0.994, "X1": 0.53567, "Y1": 0.3952, "X2": 0.62776, "Y2": 0.395, "X3": 0.62646, "Y3": 0.4108, "X4": 0.53437, "Y4": 0.4108, "page": 0, "Index": 123}, {"Word": "from", "Confidence": 0.986, "X1": 0.63424, "Y1": 0.3952, "X2": 0.67704, "Y2": 0.395, "X3": 0.67445, "Y3": 0.4098, "X4": 0.63294, "Y4": 0.4108, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.68353, "Y1": 0.3942, "X2": 0.71595, "Y2": 0.394, "X3": 0.71466, "Y3": 0.4098, "X4": 0.68223, "Y4": 0.4098, "page": 0, "Index": 125}, {"Word": "price", "Confidence": 0.997, "X1": 0.72374, "Y1": 0.3942, "X2": 0.77562, "Y2": 0.394, "X3": 0.77302, "Y3": 0.4098, "X4": 0.72244, "Y4": 0.4098, "page": 0, "Index": 126}, {"Word": "hike.", "Confidence": 0.997, "X1": 0.7808, "Y1": 0.3942, "X2": 0.83787, "Y2": 0.394, "X3": 0.83528, "Y3": 0.4098, "X4": 0.77951, "Y4": 0.4098, "page": 0, "Index": 127}, {"Word": "Share", "Confidence": 0.994, "X1": 0.17769, "Y1": 0.4292, "X2": 0.22827, "Y2": 0.429, "X3": 0.22827, "Y3": 0.4438, "X4": 0.17769, "Y4": 0.4448, "page": 0, "Index": 128}, {"Word": "trends", "Confidence": 0.993, "X1": 0.23865, "Y1": 0.4282, "X2": 0.29961, "Y2": 0.428, "X3": 0.29961, "Y3": 0.4438, "X4": 0.23865, "Y4": 0.4438, "page": 0, "Index": 129}, {"Word": "for", "Confidence": 0.998, "X1": 0.30869, "Y1": 0.4282, "X2": 0.33852, "Y2": 0.428, "X3": 0.33852, "Y3": 0.4428, "X4": 0.30869, "Y4": 0.4438, "page": 0, "Index": 130}, {"Word": "WINSTON", "Confidence": 0.995, "X1": 0.3463, "Y1": 0.4282, "X2": 0.41894, "Y2": 0.428, "X3": 0.41764, "Y3": 0.4428, "X4": 0.3463, "Y4": 0.4428, "page": 0, "Index": 131}, {"Word": "and", "Confidence": 0.998, "X1": 0.42672, "Y1": 0.4282, "X2": 0.45785, "Y2": 0.428, "X3": 0.45785, "Y3": 0.4428, "X4": 0.42542, "Y4": 0.4428, "page": 0, "Index": 132}, {"Word": "Marlboro", "Confidence": 0.62, "X1": 0.46433, "Y1": 0.4272, "X2": 0.54734, "Y2": 0.427, "X3": 0.54734, "Y3": 0.4418, "X4": 0.46433, "Y4": 0.4428, "page": 0, "Index": 133}, {"Word": "may", "Confidence": 0.864, "X1": 0.55642, "Y1": 0.4272, "X2": 0.58755, "Y2": 0.427, "X3": 0.58625, "Y3": 0.4418, "X4": 0.55642, "Y4": 0.4418, "page": 0, "Index": 134}, {"Word": "show", "Confidence": 0.989, "X1": 0.59663, "Y1": 0.4272, "X2": 0.63684, "Y2": 0.427, "X3": 0.63684, "Y3": 0.4408, "X4": 0.59533, "Y4": 0.4418, "page": 0, "Index": 135}, {"Word": "negative", "Confidence": 0.95, "X1": 0.64462, "Y1": 0.4282, "X2": 0.72633, "Y2": 0.428, "X3": 0.72503, "Y3": 0.4408, "X4": 0.64462, "Y4": 0.4408, "page": 0, "Index": 136}, {"Word": "price", "Confidence": 0.997, "X1": 0.73541, "Y1": 0.4282, "X2": 0.7847, "Y2": 0.428, "X3": 0.7834, "Y3": 0.4408, "X4": 0.73411, "Y4": 0.4408, "page": 0, "Index": 137}, {"Word": "effect", "Confidence": 0.991, "X1": 0.41505, "Y1": 0.4422, "X2": 0.4773, "Y2": 0.442, "X3": 0.4773, "Y3": 0.4578, "X4": 0.41505, "Y4": 0.4588, "page": 0, "Index": 138}, {"Word": "is", "Confidence": 0.998, "X1": 0.48508, "Y1": 0.4422, "X2": 0.50713, "Y2": 0.442, "X3": 0.50713, "Y3": 0.4578, "X4": 0.48508, "Y4": 0.4578, "page": 0, "Index": 139}, {"Word": "likely", "Confidence": 0.994, "X1": 0.51492, "Y1": 0.4422, "X2": 0.57847, "Y2": 0.442, "X3": 0.57847, "Y3": 0.4568, "X4": 0.51492, "Y4": 0.4578, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.997, "X1": 0.58495, "Y1": 0.4422, "X2": 0.607, "Y2": 0.442, "X3": 0.607, "Y3": 0.4568, "X4": 0.58495, "Y4": 0.4568, "page": 0, "Index": 141}, {"Word": "be", "Confidence": 0.998, "X1": 0.61479, "Y1": 0.4412, "X2": 0.63684, "Y2": 0.441, "X3": 0.63684, "Y3": 0.4568, "X4": 0.61479, "Y4": 0.4568, "page": 0, "Index": 142}, {"Word": "similar", "Confidence": 0.926, "X1": 0.64462, "Y1": 0.4412, "X2": 0.71595, "Y2": 0.441, "X3": 0.71595, "Y3": 0.4558, "X4": 0.64462, "Y4": 0.4568, "page": 0, "Index": 143}, {"Word": "for", "Confidence": 0.998, "X1": 0.72374, "Y1": 0.4412, "X2": 0.75616, "Y2": 0.441, "X3": 0.75616, "Y3": 0.4558, "X4": 0.72374, "Y4": 0.4558, "page": 0, "Index": 144}, {"Word": "these", "Confidence": 0.997, "X1": 0.76265, "Y1": 0.4412, "X2": 0.81582, "Y2": 0.441, "X3": 0.81582, "Y3": 0.4548, "X4": 0.76265, "Y4": 0.4558, "page": 0, "Index": 145}, {"Word": "effects.", "Confidence": 0.964, "X1": 0.17769, "Y1": 0.4442, "X2": 0.2607, "Y2": 0.444, "X3": 0.2607, "Y3": 0.4588, "X4": 0.17899, "Y4": 0.4598, "page": 0, "Index": 146}, {"Word": "The", "Confidence": 0.998, "X1": 0.27756, "Y1": 0.4442, "X2": 0.30999, "Y2": 0.444, "X3": 0.30999, "Y3": 0.4588, "X4": 0.27756, "Y4": 0.4588, "page": 0, "Index": 147}, {"Word": "degree", "Confidence": 0.994, "X1": 0.31647, "Y1": 0.4432, "X2": 0.37873, "Y2": 0.443, "X3": 0.37873, "Y3": 0.4588, "X4": 0.31647, "Y4": 0.4588, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.998, "X1": 0.38521, "Y1": 0.4432, "X2": 0.40856, "Y2": 0.443, "X3": 0.40856, "Y3": 0.4588, "X4": 0.38521, "Y4": 0.4588, "page": 0, "Index": 149}, {"Word": "brands.", "Confidence": 0.937, "X1": 0.17899, "Y1": 0.4602, "X2": 0.25162, "Y2": 0.46, "X3": 0.25162, "Y3": 0.4738, "X4": 0.17899, "Y4": 0.4738, "page": 0, "Index": 150}, {"Word": "Strongly", "Confidence": 0.981, "X1": 0.17899, "Y1": 0.4892, "X2": 0.262, "Y2": 0.489, "X3": 0.262, "Y3": 0.5038, "X4": 0.17899, "Y4": 0.5048, "page": 0, "Index": 151}, {"Word": "female", "Confidence": 0.777, "X1": 0.26978, "Y1": 0.4892, "X2": 0.33204, "Y2": 0.489, "X3": 0.33074, "Y3": 0.5038, "X4": 0.26848, "Y4": 0.5038, "page": 0, "Index": 152}, {"Word": "brands,", "Confidence": 0.981, "X1": 0.33852, "Y1": 0.4882, "X2": 0.41245, "Y2": 0.488, "X3": 0.41115, "Y3": 0.5038, "X4": 0.33852, "Y4": 0.5038, "page": 0, "Index": 153}, {"Word": "such", "Confidence": 0.991, "X1": 0.41764, "Y1": 0.4882, "X2": 0.45914, "Y2": 0.488, "X3": 0.45785, "Y3": 0.5038, "X4": 0.41764, "Y4": 0.5038, "page": 0, "Index": 154}, {"Word": "as", "Confidence": 0.998, "X1": 0.46822, "Y1": 0.4882, "X2": 0.49027, "Y2": 0.488, "X3": 0.48898, "Y3": 0.5038, "X4": 0.46693, "Y4": 0.5038, "page": 0, "Index": 155}, {"Word": "Virginia", "Confidence": 0.85, "X1": 0.49676, "Y1": 0.4872, "X2": 0.57977, "Y2": 0.487, "X3": 0.57847, "Y3": 0.5028, "X4": 0.49676, "Y4": 0.5038, "page": 0, "Index": 156}, {"Word": "Slims,", "Confidence": 0.641, "X1": 0.58755, "Y1": 0.4872, "X2": 0.6511, "Y2": 0.487, "X3": 0.64981, "Y3": 0.5028, "X4": 0.58625, "Y4": 0.5028, "page": 0, "Index": 157}, {"Word": "are", "Confidence": 0.62, "X1": 0.65629, "Y1": 0.4862, "X2": 0.68872, "Y2": 0.486, "X3": 0.68742, "Y3": 0.5028, "X4": 0.65499, "Y4": 0.5028, "page": 0, "Index": 158}, {"Word": "relatively", "Confidence": 0.877, "X1": 0.6952, "Y1": 0.4852, "X2": 0.79767, "Y2": 0.485, "X3": 0.79507, "Y3": 0.5018, "X4": 0.6939, "Y4": 0.5028, "page": 0, "Index": 159}, {"Word": "market", "Confidence": 0.992, "X1": 0.61479, "Y1": 0.5032, "X2": 0.67704, "Y2": 0.503, "X3": 0.67704, "Y3": 0.5178, "X4": 0.61479, "Y4": 0.5188, "page": 0, "Index": 160}, {"Word": "share", "Confidence": 0.996, "X1": 0.68482, "Y1": 0.5022, "X2": 0.73671, "Y2": 0.502, "X3": 0.73541, "Y3": 0.5178, "X4": 0.68482, "Y4": 0.5178, "page": 0, "Index": 161}, {"Word": "due", "Confidence": 0.998, "X1": 0.74578, "Y1": 0.5022, "X2": 0.77691, "Y2": 0.502, "X3": 0.77691, "Y3": 0.5168, "X4": 0.74449, "Y4": 0.5178, "page": 0, "Index": 162}, {"Word": "to", "Confidence": 0.998, "X1": 0.7834, "Y1": 0.5022, "X2": 0.80545, "Y2": 0.502, "X3": 0.80415, "Y3": 0.5168, "X4": 0.7834, "Y4": 0.5168, "page": 0, "Index": 163}, {"Word": "invulnerable", "Confidence": 0.849, "X1": 0.18158, "Y1": 0.5062, "X2": 0.29961, "Y2": 0.506, "X3": 0.29961, "Y3": 0.5198, "X4": 0.18158, "Y4": 0.5198, "page": 0, "Index": 164}, {"Word": "to", "Confidence": 0.998, "X1": 0.30869, "Y1": 0.5052, "X2": 0.33074, "Y2": 0.505, "X3": 0.33074, "Y3": 0.5198, "X4": 0.30869, "Y4": 0.5198, "page": 0, "Index": 165}, {"Word": "price", "Confidence": 0.997, "X1": 0.33852, "Y1": 0.5052, "X2": 0.38911, "Y2": 0.505, "X3": 0.38911, "Y3": 0.5198, "X4": 0.33852, "Y4": 0.5198, "page": 0, "Index": 166}, {"Word": "and", "Confidence": 0.998, "X1": 0.39818, "Y1": 0.5052, "X2": 0.43061, "Y2": 0.505, "X3": 0.42931, "Y3": 0.5198, "X4": 0.39818, "Y4": 0.5198, "page": 0, "Index": 167}, {"Word": "may", "Confidence": 0.998, "X1": 0.4358, "Y1": 0.5052, "X2": 0.46822, "Y2": 0.505, "X3": 0.46822, "Y3": 0.5198, "X4": 0.4345, "Y4": 0.5198, "page": 0, "Index": 168}, {"Word": "improve", "Confidence": 0.671, "X1": 0.47601, "Y1": 0.5042, "X2": 0.54994, "Y2": 0.504, "X3": 0.54994, "Y3": 0.5188, "X4": 0.47601, "Y4": 0.5198, "page": 0, "Index": 169}, {"Word": "their", "Confidence": 0.995, "X1": 0.55772, "Y1": 0.5032, "X2": 0.6083, "Y2": 0.503, "X3": 0.6083, "Y3": 0.5188, "X4": 0.55772, "Y4": 0.5188, "page": 0, "Index": 170}, {"Word": "higher", "Confidence": 0.997, "X1": 0.18029, "Y1": 0.5212, "X2": 0.24125, "Y2": 0.521, "X3": 0.24125, "Y3": 0.5358, "X4": 0.18029, "Y4": 0.5358, "page": 0, "Index": 171}, {"Word": "prices.", "Confidence": 0.996, "X1": 0.25032, "Y1": 0.5222, "X2": 0.32296, "Y2": 0.522, "X3": 0.32296, "Y3": 0.5358, "X4": 0.25032, "Y4": 0.5358, "page": 0, "Index": 172}, {"Word": "SALEM's", "Confidence": 0.646, "X1": 0.18029, "Y1": 0.5502, "X2": 0.25292, "Y2": 0.55, "X3": 0.25292, "Y3": 0.5648, "X4": 0.18029, "Y4": 0.5658, "page": 0, "Index": 173}, {"Word": "share", "Confidence": 0.991, "X1": 0.2594, "Y1": 0.5492, "X2": 0.31128, "Y2": 0.549, "X3": 0.31128, "Y3": 0.5648, "X4": 0.2594, "Y4": 0.5648, "page": 0, "Index": 174}, {"Word": "may", "Confidence": 0.829, "X1": 0.31907, "Y1": 0.5492, "X2": 0.35149, "Y2": 0.549, "X3": 0.35149, "Y3": 0.5648, "X4": 0.31907, "Y4": 0.5648, "page": 0, "Index": 175}, {"Word": "benefit", "Confidence": 0.856, "X1": 0.35927, "Y1": 0.5482, "X2": 0.43061, "Y2": 0.548, "X3": 0.43061, "Y3": 0.5638, "X4": 0.35927, "Y4": 0.5648, "page": 0, "Index": 176}, {"Word": "slightly", "Confidence": 0.799, "X1": 0.43709, "Y1": 0.5472, "X2": 0.5201, "Y2": 0.547, "X3": 0.5201, "Y3": 0.5638, "X4": 0.43709, "Y4": 0.5638, "page": 0, "Index": 177}, {"Word": "from", "Confidence": 0.828, "X1": 0.52918, "Y1": 0.5472, "X2": 0.57069, "Y2": 0.547, "X3": 0.57069, "Y3": 0.5638, "X4": 0.52789, "Y4": 0.5638, "page": 0, "Index": 178}, {"Word": "higher", "Confidence": 0.996, "X1": 0.57717, "Y1": 0.5472, "X2": 0.63943, "Y2": 0.547, "X3": 0.63813, "Y3": 0.5628, "X4": 0.57717, "Y4": 0.5638, "page": 0, "Index": 179}, {"Word": "prices.", "Confidence": 0.996, "X1": 0.64591, "Y1": 0.5462, "X2": 0.71984, "Y2": 0.546, "X3": 0.71984, "Y3": 0.5628, "X4": 0.64591, "Y4": 0.5628, "page": 0, "Index": 180}, {"Word": "Newport", "Confidence": 0.993, "X1": 0.73411, "Y1": 0.5462, "X2": 0.80674, "Y2": 0.546, "X3": 0.80674, "Y3": 0.5628, "X4": 0.73411, "Y4": 0.5628, "page": 0, "Index": 181}, {"Word": "is", "Confidence": 0.811, "X1": 0.81453, "Y1": 0.5452, "X2": 0.83787, "Y2": 0.545, "X3": 0.83787, "Y3": 0.5628, "X4": 0.81453, "Y4": 0.5628, "page": 0, "Index": 182}, {"Word": "affected.", "Confidence": 0.953, "X1": 0.45785, "Y1": 0.5642, "X2": 0.55123, "Y2": 0.564, "X3": 0.55123, "Y3": 0.5778, "X4": 0.45785, "Y4": 0.5788, "page": 0, "Index": 183}, {"Word": "more", "Confidence": 0.644, "X1": 0.18158, "Y1": 0.5662, "X2": 0.22179, "Y2": 0.566, "X3": 0.22179, "Y3": 0.5808, "X4": 0.18158, "Y4": 0.5808, "page": 0, "Index": 184}, {"Word": "likely", "Confidence": 0.993, "X1": 0.22957, "Y1": 0.5652, "X2": 0.29183, "Y2": 0.565, "X3": 0.29183, "Y3": 0.5808, "X4": 0.22957, "Y4": 0.5808, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.998, "X1": 0.29961, "Y1": 0.5652, "X2": 0.32166, "Y2": 0.565, "X3": 0.32166, "Y3": 0.5808, "X4": 0.29961, "Y4": 0.5808, "page": 0, "Index": 186}, {"Word": "be", "Confidence": 0.998, "X1": 0.32815, "Y1": 0.5652, "X2": 0.35149, "Y2": 0.565, "X3": 0.35149, "Y3": 0.5798, "X4": 0.32815, "Y4": 0.5808, "page": 0, "Index": 187}, {"Word": "adversely", "Confidence": 0.735, "X1": 0.35927, "Y1": 0.5642, "X2": 0.45006, "Y2": 0.564, "X3": 0.45006, "Y3": 0.5798, "X4": 0.35927, "Y4": 0.5798, "page": 0, "Index": 188}, {"Word": "Their", "Confidence": 0.955, "X1": 0.66796, "Y1": 0.5932, "X2": 0.71725, "Y2": 0.593, "X3": 0.71595, "Y3": 0.6078, "X4": 0.66667, "Y4": 0.6088, "page": 0, "Index": 189}, {"Word": "share", "Confidence": 0.997, "X1": 0.72633, "Y1": 0.5932, "X2": 0.77691, "Y2": 0.593, "X3": 0.77562, "Y3": 0.6078, "X4": 0.72503, "Y4": 0.6078, "page": 0, "Index": 190}, {"Word": "trends", "Confidence": 0.996, "X1": 0.7847, "Y1": 0.5932, "X2": 0.84825, "Y2": 0.593, "X3": 0.84695, "Y3": 0.6068, "X4": 0.7834, "Y4": 0.6078, "page": 0, "Index": 191}, {"Word": "VANTAGE", "Confidence": 0.993, "X1": 0.17899, "Y1": 0.5952, "X2": 0.25422, "Y2": 0.595, "X3": 0.25292, "Y3": 0.6108, "X4": 0.17899, "Y4": 0.6118, "page": 0, "Index": 192}, {"Word": "and", "Confidence": 0.998, "X1": 0.2607, "Y1": 0.5952, "X2": 0.29183, "Y2": 0.595, "X3": 0.29183, "Y3": 0.6108, "X4": 0.2607, "Y4": 0.6108, "page": 0, "Index": 193}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.29961, "Y1": 0.5952, "X2": 0.35149, "Y2": 0.595, "X3": 0.35149, "Y3": 0.6108, "X4": 0.29831, "Y4": 0.6108, "page": 0, "Index": 194}, {"Word": "elasticities", "Confidence": 0.974, "X1": 0.36057, "Y1": 0.5942, "X2": 0.48119, "Y2": 0.594, "X3": 0.4799, "Y3": 0.6098, "X4": 0.35927, "Y4": 0.6108, "page": 0, "Index": 195}, {"Word": "are", "Confidence": 0.994, "X1": 0.48768, "Y1": 0.5942, "X2": 0.5214, "Y2": 0.594, "X3": 0.5201, "Y3": 0.6098, "X4": 0.48768, "Y4": 0.6098, "page": 0, "Index": 196}, {"Word": "about", "Confidence": 0.604, "X1": 0.52918, "Y1": 0.5932, "X2": 0.58106, "Y2": 0.593, "X3": 0.57977, "Y3": 0.6088, "X4": 0.52789, "Y4": 0.6088, "page": 0, "Index": 197}, {"Word": "equal.", "Confidence": 0.963, "X1": 0.58755, "Y1": 0.5932, "X2": 0.6511, "Y2": 0.593, "X3": 0.64981, "Y3": 0.6088, "X4": 0.58625, "Y4": 0.6088, "page": 0, "Index": 198}, {"Word": "improve", "Confidence": 0.981, "X1": 0.31128, "Y1": 0.6112, "X2": 0.38132, "Y2": 0.611, "X3": 0.38132, "Y3": 0.6278, "X4": 0.30999, "Y4": 0.6288, "page": 0, "Index": 199}, {"Word": "due", "Confidence": 0.974, "X1": 0.38911, "Y1": 0.6112, "X2": 0.42283, "Y2": 0.611, "X3": 0.42153, "Y3": 0.6278, "X4": 0.38911, "Y4": 0.6278, "page": 0, "Index": 200}, {"Word": "to", "Confidence": 0.998, "X1": 0.42802, "Y1": 0.6112, "X2": 0.45006, "Y2": 0.611, "X3": 0.45006, "Y3": 0.6268, "X4": 0.42802, "Y4": 0.6268, "page": 0, "Index": 201}, {"Word": "higher", "Confidence": 0.997, "X1": 0.45785, "Y1": 0.6112, "X2": 0.5201, "Y2": 0.611, "X3": 0.5201, "Y3": 0.6258, "X4": 0.45785, "Y4": 0.6268, "page": 0, "Index": 202}, {"Word": "prices.", "Confidence": 0.994, "X1": 0.52918, "Y1": 0.6112, "X2": 0.60182, "Y2": 0.611, "X3": 0.60182, "Y3": 0.6248, "X4": 0.52918, "Y4": 0.6258, "page": 0, "Index": 203}, {"Word": "may", "Confidence": 0.993, "X1": 0.18029, "Y1": 0.6132, "X2": 0.21271, "Y2": 0.613, "X3": 0.21271, "Y3": 0.6288, "X4": 0.18029, "Y4": 0.6298, "page": 0, "Index": 204}, {"Word": "modestly", "Confidence": 0.991, "X1": 0.2192, "Y1": 0.6122, "X2": 0.3022, "Y2": 0.612, "X3": 0.3022, "Y3": 0.6288, "X4": 0.2192, "Y4": 0.6288, "page": 0, "Index": 205}, {"Word": "profile", "Confidence": 0.996, "X1": 0.2607, "Y1": 0.6422, "X2": 0.33204, "Y2": 0.642, "X3": 0.33204, "Y3": 0.6578, "X4": 0.2607, "Y4": 0.6588, "page": 0, "Index": 206}, {"Word": "suggests", "Confidence": 0.993, "X1": 0.34112, "Y1": 0.6412, "X2": 0.42153, "Y2": 0.641, "X3": 0.42153, "Y3": 0.6578, "X4": 0.34112, "Y4": 0.6578, "page": 0, "Index": 207}, {"Word": "a", "Confidence": 0.994, "X1": 0.43061, "Y1": 0.6412, "X2": 0.44228, "Y2": 0.641, "X3": 0.44228, "Y3": 0.6578, "X4": 0.42931, "Y4": 0.6578, "page": 0, "Index": 208}, {"Word": "positive", "Confidence": 0.994, "X1": 0.44877, "Y1": 0.6402, "X2": 0.53178, "Y2": 0.64, "X3": 0.53178, "Y3": 0.6568, "X4": 0.44877, "Y4": 0.6578, "page": 0, "Index": 209}, {"Word": "share", "Confidence": 0.941, "X1": 0.54086, "Y1": 0.6402, "X2": 0.59144, "Y2": 0.64, "X3": 0.59144, "Y3": 0.6568, "X4": 0.54086, "Y4": 0.6568, "page": 0, "Index": 210}, {"Word": "effect", "Confidence": 0.994, "X1": 0.59792, "Y1": 0.6402, "X2": 0.66148, "Y2": 0.64, "X3": 0.66018, "Y3": 0.6558, "X4": 0.59792, "Y4": 0.6558, "page": 0, "Index": 211}, {"Word": "from", "Confidence": 0.966, "X1": 0.66926, "Y1": 0.6392, "X2": 0.71077, "Y2": 0.639, "X3": 0.70947, "Y3": 0.6548, "X4": 0.66926, "Y4": 0.6558, "page": 0, "Index": 212}, {"Word": "increased", "Confidence": 0.994, "X1": 0.71725, "Y1": 0.6392, "X2": 0.80804, "Y2": 0.639, "X3": 0.80804, "Y3": 0.6538, "X4": 0.71725, "Y4": 0.6548, "page": 0, "Index": 213}, {"Word": "The", "Confidence": 0.998, "X1": 0.18158, "Y1": 0.6432, "X2": 0.2153, "Y2": 0.643, "X3": 0.2153, "Y3": 0.6588, "X4": 0.18158, "Y4": 0.6588, "page": 0, "Index": 214}, {"Word": "B&H", "Confidence": 0.692, "X1": 0.22049, "Y1": 0.6432, "X2": 0.25292, "Y2": 0.643, "X3": 0.25292, "Y3": 0.6588, "X4": 0.22049, "Y4": 0.6588, "page": 0, "Index": 215}, {"Word": "price.", "Confidence": 0.993, "X1": 0.18288, "Y1": 0.6582, "X2": 0.24514, "Y2": 0.658, "X3": 0.24384, "Y3": 0.6718, "X4": 0.18288, "Y4": 0.6728, "page": 0, "Index": 216}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.18288, "Y1": 0.6882, "X2": 0.23476, "Y2": 0.688, "X3": 0.23476, "Y3": 0.7028, "X4": 0.18288, "Y4": 0.7028, "page": 0, "Index": 217}, {"Word": "is", "Confidence": 0.991, "X1": 0.24125, "Y1": 0.6882, "X2": 0.26329, "Y2": 0.688, "X3": 0.26329, "Y3": 0.7028, "X4": 0.24125, "Y4": 0.7028, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.998, "X1": 0.27108, "Y1": 0.6872, "X2": 0.3048, "Y2": 0.687, "X3": 0.3048, "Y3": 0.7028, "X4": 0.27108, "Y4": 0.7028, "page": 0, "Index": 219}, {"Word": "most", "Confidence": 0.941, "X1": 0.30999, "Y1": 0.6872, "X2": 0.35279, "Y2": 0.687, "X3": 0.35409, "Y3": 0.7028, "X4": 0.30999, "Y4": 0.7028, "page": 0, "Index": 220}, {"Word": "price", "Confidence": 0.997, "X1": 0.36187, "Y1": 0.6872, "X2": 0.41375, "Y2": 0.687, "X3": 0.41375, "Y3": 0.7028, "X4": 0.36187, "Y4": 0.7028, "page": 0, "Index": 221}, {"Word": "sensitive", "Confidence": 0.962, "X1": 0.42023, "Y1": 0.6862, "X2": 0.51232, "Y2": 0.686, "X3": 0.51232, "Y3": 0.7018, "X4": 0.42023, "Y4": 0.7028, "page": 0, "Index": 222}, {"Word": "among", "Confidence": 0.955, "X1": 0.5201, "Y1": 0.6862, "X2": 0.57198, "Y2": 0.686, "X3": 0.57198, "Y3": 0.7018, "X4": 0.5214, "Y4": 0.7018, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.998, "X1": 0.57977, "Y1": 0.6862, "X2": 0.61089, "Y2": 0.686, "X3": 0.61219, "Y3": 0.7018, "X4": 0.57977, "Y4": 0.7018, "page": 0, "Index": 224}, {"Word": "brands", "Confidence": 0.991, "X1": 0.61868, "Y1": 0.6852, "X2": 0.68093, "Y2": 0.685, "X3": 0.68093, "Y3": 0.7008, "X4": 0.61868, "Y4": 0.7018, "page": 0, "Index": 225}, {"Word": "examined.", "Confidence": 0.958, "X1": 0.68742, "Y1": 0.6842, "X2": 0.77951, "Y2": 0.684, "X3": 0.7808, "Y3": 0.6998, "X4": 0.68872, "Y4": 0.7008, "page": 0, "Index": 226}, {"Word": "This", "Confidence": 0.982, "X1": 0.79637, "Y1": 0.6842, "X2": 0.83917, "Y2": 0.684, "X3": 0.84047, "Y3": 0.6998, "X4": 0.79767, "Y4": 0.6998, "page": 0, "Index": 227}, {"Word": "brand's", "Confidence": 0.994, "X1": 0.41764, "Y1": 0.7032, "X2": 0.49157, "Y2": 0.703, "X3": 0.49157, "Y3": 0.7178, "X4": 0.41894, "Y4": 0.7188, "page": 0, "Index": 228}, {"Word": "1982", "Confidence": 0.989, "X1": 0.49935, "Y1": 0.7032, "X2": 0.54215, "Y2": 0.703, "X3": 0.54215, "Y3": 0.7178, "X4": 0.49935, "Y4": 0.7178, "page": 0, "Index": 229}, {"Word": "slowdown.", "Confidence": 0.955, "X1": 0.54994, "Y1": 0.7022, "X2": 0.64073, "Y2": 0.702, "X3": 0.64202, "Y3": 0.7178, "X4": 0.54994, "Y4": 0.7178, "page": 0, "Index": 230}, {"Word": "Further", "Confidence": 0.996, "X1": 0.65759, "Y1": 0.7022, "X2": 0.72892, "Y2": 0.702, "X3": 0.72892, "Y3": 0.7178, "X4": 0.65759, "Y4": 0.7178, "page": 0, "Index": 231}, {"Word": "slowing", "Confidence": 0.771, "X1": 0.73671, "Y1": 0.7022, "X2": 0.80674, "Y2": 0.702, "X3": 0.80674, "Y3": 0.7168, "X4": 0.738, "Y4": 0.7168, "page": 0, "Index": 232}, {"Word": "may", "Confidence": 0.636, "X1": 0.81453, "Y1": 0.7022, "X2": 0.84825, "Y2": 0.702, "X3": 0.84825, "Y3": 0.7168, "X4": 0.81453, "Y4": 0.7168, "page": 0, "Index": 233}, {"Word": "may", "Confidence": 0.991, "X1": 0.18288, "Y1": 0.7062, "X2": 0.21401, "Y2": 0.706, "X3": 0.2153, "Y3": 0.7198, "X4": 0.18418, "Y4": 0.7198, "page": 0, "Index": 234}, {"Word": "explain", "Confidence": 0.994, "X1": 0.22049, "Y1": 0.7052, "X2": 0.29183, "Y2": 0.705, "X3": 0.29313, "Y3": 0.7188, "X4": 0.22179, "Y4": 0.7198, "page": 0, "Index": 235}, {"Word": "some", "Confidence": 0.962, "X1": 0.30091, "Y1": 0.7042, "X2": 0.34241, "Y2": 0.704, "X3": 0.34371, "Y3": 0.7188, "X4": 0.3022, "Y4": 0.7188, "page": 0, "Index": 236}, {"Word": "of", "Confidence": 0.998, "X1": 0.35019, "Y1": 0.7042, "X2": 0.37224, "Y2": 0.704, "X3": 0.37354, "Y3": 0.7188, "X4": 0.35149, "Y4": 0.7188, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.998, "X1": 0.38003, "Y1": 0.7032, "X2": 0.41245, "Y2": 0.703, "X3": 0.41245, "Y3": 0.7188, "X4": 0.38132, "Y4": 0.7188, "page": 0, "Index": 238}, {"Word": "occur", "Confidence": 0.919, "X1": 0.18418, "Y1": 0.7202, "X2": 0.23476, "Y2": 0.72, "X3": 0.23346, "Y3": 0.7338, "X4": 0.18288, "Y4": 0.7348, "page": 0, "Index": 239}, {"Word": "as", "Confidence": 0.998, "X1": 0.24384, "Y1": 0.7202, "X2": 0.26459, "Y2": 0.72, "X3": 0.26329, "Y3": 0.7338, "X4": 0.24254, "Y4": 0.7338, "page": 0, "Index": 240}, {"Word": "prices", "Confidence": 0.615, "X1": 0.27237, "Y1": 0.7192, "X2": 0.33333, "Y2": 0.719, "X3": 0.33204, "Y3": 0.7338, "X4": 0.27108, "Y4": 0.7338, "page": 0, "Index": 241}, {"Word": "zise.", "Confidence": 0.676, "X1": 0.34241, "Y1": 0.7202, "X2": 0.39429, "Y2": 0.72, "X3": 0.39429, "Y3": 0.7338, "X4": 0.34112, "Y4": 0.7338, "page": 0, "Index": 242}, {"Word": "Dine", "Confidence": 0.681, "X1": 0.10636, "Y1": 0.7532, "X2": 0.20623, "Y2": 0.753, "X3": 0.20752, "Y3": 0.7918, "X4": 0.10765, "Y4": 0.7928, "page": 0, "Index": 243}, {"Word": "D.", "Confidence": 0.997, "X1": 0.07263, "Y1": 0.7962, "X2": 0.09728, "Y2": 0.796, "X3": 0.09728, "Y3": 0.8108, "X4": 0.07393, "Y4": 0.8118, "page": 0, "Index": 244}, {"Word": "S.", "Confidence": 0.995, "X1": 0.10246, "Y1": 0.7942, "X2": 0.12711, "Y2": 0.794, "X3": 0.12711, "Y3": 0.8108, "X4": 0.10376, "Y4": 0.8108, "page": 0, "Index": 245}, {"Word": "Burrows", "Confidence": 0.991, "X1": 0.131, "Y1": 0.7932, "X2": 0.20623, "Y2": 0.793, "X3": 0.20752, "Y3": 0.8088, "X4": 0.1323, "Y4": 0.8108, "page": 0, "Index": 246}, {"Word": "MARKETING", "Confidence": 0.769, "X1": 0.07393, "Y1": 0.8102, "X2": 0.16602, "Y2": 0.81, "X3": 0.16602, "Y3": 0.8248, "X4": 0.07393, "Y4": 0.8278, "page": 0, "Index": 247}, {"Word": "DEVELOPMENT", "Confidence": 0.621, "X1": 0.1738, "Y1": 0.8092, "X2": 0.28664, "Y2": 0.809, "X3": 0.28664, "Y3": 0.8238, "X4": 0.1738, "Y4": 0.8248, "page": 0, "Index": 248}, {"Word": "DEPARTMENT", "Confidence": 0.601, "X1": 0.29183, "Y1": 0.8082, "X2": 0.39559, "Y2": 0.808, "X3": 0.39559, "Y3": 0.8248, "X4": 0.29183, "Y4": 0.8238, "page": 0, "Index": 249}, {"Word": "DSB/ch", "Confidence": 0.994, "X1": 0.07263, "Y1": 0.8422, "X2": 0.13619, "Y2": 0.842, "X3": 0.13489, "Y3": 0.8558, "X4": 0.07393, "Y4": 0.8558, "page": 0, "Index": 250}, {"Word": "cc:", "Confidence": 0.639, "X1": 0.07523, "Y1": 0.8752, "X2": 0.10506, "Y2": 0.875, "X3": 0.10506, "Y3": 0.8858, "X4": 0.07652, "Y4": 0.8858, "page": 0, "Index": 251}, {"Word": "Mr.", "Confidence": 0.755, "X1": 0.14527, "Y1": 0.8722, "X2": 0.17639, "Y2": 0.872, "X3": 0.17639, "Y3": 0.8848, "X4": 0.14527, "Y4": 0.8858, "page": 0, "Index": 252}, {"Word": "J.", "Confidence": 0.995, "X1": 0.18547, "Y1": 0.8722, "X2": 0.20752, "Y2": 0.872, "X3": 0.20752, "Y3": 0.8848, "X4": 0.18677, "Y4": 0.8848, "page": 0, "Index": 253}, {"Word": "R.", "Confidence": 0.998, "X1": 0.21401, "Y1": 0.8712, "X2": 0.23606, "Y2": 0.871, "X3": 0.23735, "Y3": 0.8848, "X4": 0.21401, "Y4": 0.8848, "page": 0, "Index": 254}, {"Word": "Moore", "Confidence": 0.805, "X1": 0.24384, "Y1": 0.8712, "X2": 0.29442, "Y2": 0.871, "X3": 0.29442, "Y3": 0.8848, "X4": 0.24384, "Y4": 0.8848, "page": 0, "Index": 255}, {"Word": "Mr.", "Confidence": 0.655, "X1": 0.46174, "Y1": 0.8702, "X2": 0.49546, "Y2": 0.87, "X3": 0.49416, "Y3": 0.8828, "X4": 0.46044, "Y4": 0.8838, "page": 0, "Index": 256}, {"Word": "P.", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.8692, "X2": 0.52529, "Y2": 0.869, "X3": 0.52399, "Y3": 0.8828, "X4": 0.50065, "Y4": 0.8828, "page": 0, "Index": 257}, {"Word": "E.", "Confidence": 0.998, "X1": 0.53307, "Y1": 0.8692, "X2": 0.55512, "Y2": 0.869, "X3": 0.55383, "Y3": 0.8818, "X4": 0.53178, "Y4": 0.8828, "page": 0, "Index": 258}, {"Word": "Galyan", "Confidence": 0.849, "X1": 0.56161, "Y1": 0.8692, "X2": 0.62127, "Y2": 0.869, "X3": 0.62127, "Y3": 0.8818, "X4": 0.56161, "Y4": 0.8818, "page": 0, "Index": 259}, {"Word": "Mr.", "Confidence": 0.815, "X1": 0.46174, "Y1": 0.8852, "X2": 0.49287, "Y2": 0.885, "X3": 0.49287, "Y3": 0.8978, "X4": 0.46174, "Y4": 0.8978, "page": 0, "Index": 260}, {"Word": "R.", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.8852, "X2": 0.52399, "Y2": 0.885, "X3": 0.52399, "Y3": 0.8978, "X4": 0.50065, "Y4": 0.8978, "page": 0, "Index": 261}, {"Word": "A.", "Confidence": 0.997, "X1": 0.53178, "Y1": 0.8852, "X2": 0.55383, "Y2": 0.885, "X3": 0.55383, "Y3": 0.8978, "X4": 0.53178, "Y4": 0.8978, "page": 0, "Index": 262}, {"Word": "Davis", "Confidence": 0.997, "X1": 0.56291, "Y1": 0.8842, "X2": 0.61219, "Y2": 0.884, "X3": 0.61219, "Y3": 0.8968, "X4": 0.56161, "Y4": 0.8978, "page": 0, "Index": 263}, {"Word": "Mr.", "Confidence": 0.822, "X1": 0.14527, "Y1": 0.8882, "X2": 0.17639, "Y2": 0.888, "X3": 0.17639, "Y3": 0.8998, "X4": 0.14656, "Y4": 0.9008, "page": 0, "Index": 264}, {"Word": "K.", "Confidence": 0.612, "X1": 0.18418, "Y1": 0.8872, "X2": 0.20623, "Y2": 0.887, "X3": 0.20623, "Y3": 0.8998, "X4": 0.18547, "Y4": 0.8998, "page": 0, "Index": 265}, {"Word": "E.", "Confidence": 0.998, "X1": 0.21401, "Y1": 0.8872, "X2": 0.23606, "Y2": 0.887, "X3": 0.23606, "Y3": 0.8998, "X4": 0.21401, "Y4": 0.8998, "page": 0, "Index": 266}, {"Word": "Osmon", "Confidence": 0.925, "X1": 0.24384, "Y1": 0.8872, "X2": 0.29442, "Y2": 0.887, "X3": 0.29313, "Y3": 0.8988, "X4": 0.24384, "Y4": 0.8998, "page": 0, "Index": 267}, {"Word": "Ns.", "Confidence": 0.721, "X1": 0.14656, "Y1": 0.9022, "X2": 0.17769, "Y2": 0.902, "X3": 0.17769, "Y3": 0.9148, "X4": 0.14656, "Y4": 0.9158, "page": 0, "Index": 268}, {"Word": "E.", "Confidence": 0.998, "X1": 0.18547, "Y1": 0.9022, "X2": 0.20752, "Y2": 0.902, "X3": 0.20752, "Y3": 0.9138, "X4": 0.18677, "Y4": 0.9148, "page": 0, "Index": 269}, {"Word": "N.", "Confidence": 0.991, "X1": 0.2153, "Y1": 0.9022, "X2": 0.23735, "Y2": 0.902, "X3": 0.23735, "Y3": 0.9138, "X4": 0.2153, "Y4": 0.9138, "page": 0, "Index": 270}, {"Word": "Monahan", "Confidence": 0.947, "X1": 0.24514, "Y1": 0.9022, "X2": 0.31388, "Y2": 0.902, "X3": 0.31388, "Y3": 0.9128, "X4": 0.24514, "Y4": 0.9138, "page": 0, "Index": 271}, {"Word": "Mr.", "Confidence": 0.924, "X1": 0.46304, "Y1": 0.8982, "X2": 0.49416, "Y2": 0.898, "X3": 0.49416, "Y3": 0.9118, "X4": 0.46304, "Y4": 0.9118, "page": 0, "Index": 272}, {"Word": "W.", "Confidence": 0.998, "X1": 0.50195, "Y1": 0.8982, "X2": 0.52529, "Y2": 0.898, "X3": 0.52399, "Y3": 0.9108, "X4": 0.50195, "Y4": 0.9118, "page": 0, "Index": 273}, {"Word": "W.", "Confidence": 0.993, "X1": 0.53307, "Y1": 0.8992, "X2": 0.55642, "Y2": 0.899, "X3": 0.55512, "Y3": 0.9108, "X4": 0.53178, "Y4": 0.9108, "page": 0, "Index": 274}, {"Word": "Duirn", "Confidence": 0.131, "X1": 0.5642, "Y1": 0.9002, "X2": 0.61219, "Y2": 0.9, "X3": 0.61089, "Y3": 0.9108, "X4": 0.56291, "Y4": 0.9108, "page": 0, "Index": 275}, {"Word": "5036)", "Confidence": 0.775, "X1": 0.92996, "Y1": 0.9142, "X2": 0.92737, "Y2": 0.914, "X3": 0.90532, "Y3": 0.9138, "X4": 0.90661, "Y4": 0.8688, "page": 0, "Index": 276}, {"Word": "J.", "Confidence": 0.998, "X1": 0.2153, "Y1": 0.9152, "X2": 0.23735, "Y2": 0.915, "X3": 0.23735, "Y3": 0.9278, "X4": 0.2153, "Y4": 0.9288, "page": 0, "Index": 277}, {"Word": "Fackelman", "Confidence": 0.855, "X1": 0.24514, "Y1": 0.9162, "X2": 0.33463, "Y2": 0.916, "X3": 0.33463, "Y3": 0.9278, "X4": 0.24514, "Y4": 0.9278, "page": 0, "Index": 278}, {"Word": "Mr.", "Confidence": 0.636, "X1": 0.46304, "Y1": 0.9132, "X2": 0.49416, "Y2": 0.913, "X3": 0.49287, "Y3": 0.9258, "X4": 0.46304, "Y4": 0.9268, "page": 0, "Index": 279}, {"Word": "W.", "Confidence": 0.998, "X1": 0.50195, "Y1": 0.9132, "X2": 0.52399, "Y2": 0.913, "X3": 0.52399, "Y3": 0.9258, "X4": 0.50065, "Y4": 0.9258, "page": 0, "Index": 280}, {"Word": "R.", "Confidence": 0.998, "X1": 0.53178, "Y1": 0.9132, "X2": 0.55512, "Y2": 0.913, "X3": 0.55383, "Y3": 0.9248, "X4": 0.53178, "Y4": 0.9248, "page": 0, "Index": 281}, {"Word": "Eddins", "Confidence": 0.993, "X1": 0.56291, "Y1": 0.9142, "X2": 0.62257, "Y2": 0.914, "X3": 0.62127, "Y3": 0.9248, "X4": 0.56161, "Y4": 0.9248, "page": 0, "Index": 282}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.14656, "Y1": 0.9162, "X2": 0.17769, "Y2": 0.916, "X3": 0.17769, "Y3": 0.9288, "X4": 0.14786, "Y4": 0.9298, "page": 0, "Index": 283}, {"Word": "E.", "Confidence": 0.91, "X1": 0.18677, "Y1": 0.9162, "X2": 0.20752, "Y2": 0.916, "X3": 0.20752, "Y3": 0.9288, "X4": 0.18677, "Y4": 0.9288, "page": 0, "Index": 284}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.14656, "Y1": 0.9302, "X2": 0.17899, "Y2": 0.93, "X3": 0.17899, "Y3": 0.9438, "X4": 0.14656, "Y4": 0.9438, "page": 0, "Index": 285}, {"Word": "J.", "Confidence": 0.997, "X1": 0.18677, "Y1": 0.9302, "X2": 0.20882, "Y2": 0.93, "X3": 0.20882, "Y3": 0.9438, "X4": 0.18677, "Y4": 0.9438, "page": 0, "Index": 286}, {"Word": "R.", "Confidence": 0.998, "X1": 0.2166, "Y1": 0.9302, "X2": 0.23995, "Y2": 0.93, "X3": 0.23995, "Y3": 0.9438, "X4": 0.2166, "Y4": 0.9438, "page": 0, "Index": 287}, {"Word": "Rribar", "Confidence": 0.618, "X1": 0.24514, "Y1": 0.9302, "X2": 0.30739, "Y2": 0.93, "X3": 0.3061, "Y3": 0.9428, "X4": 0.24514, "Y4": 0.9438, "page": 0, "Index": 288}, {"Word": "Ms.", "Confidence": 0.623, "X1": 0.46304, "Y1": 0.9292, "X2": 0.49546, "Y2": 0.929, "X3": 0.49416, "Y3": 0.9418, "X4": 0.46174, "Y4": 0.9428, "page": 0, "Index": 289}, {"Word": "S.", "Confidence": 0.997, "X1": 0.50324, "Y1": 0.9282, "X2": 0.52659, "Y2": 0.928, "X3": 0.52529, "Y3": 0.9418, "X4": 0.50324, "Y4": 0.9418, "page": 0, "Index": 290}, {"Word": "W.", "Confidence": 0.998, "X1": 0.53307, "Y1": 0.9282, "X2": 0.55642, "Y2": 0.928, "X3": 0.55512, "Y3": 0.9418, "X4": 0.53307, "Y4": 0.9418, "page": 0, "Index": 291}, {"Word": "Teague", "Confidence": 0.991, "X1": 0.5642, "Y1": 0.9292, "X2": 0.62387, "Y2": 0.929, "X3": 0.62257, "Y3": 0.9418, "X4": 0.56291, "Y4": 0.9418, "page": 0, "Index": 292}, {"Word": "0296", "Confidence": 0.975, "X1": 0.92737, "Y1": 0.9582, "X2": 0.92607, "Y2": 0.958, "X3": 0.90402, "Y3": 0.9578, "X4": 0.90532, "Y4": 0.9208, "page": 0, "Index": 293}, {"Word": "MUIC", "Confidence": 0.604, "X1": 0.14656, "Y1": 0.9462, "X2": 0.18677, "Y2": 0.946, "X3": 0.18807, "Y3": 0.9588, "X4": 0.14656, "Y4": 0.9588, "page": 0, "Index": 294}, {"Word": ".", "Confidence": 0.964, "X1": 0.72114, "Y1": 0.9782, "X2": 0.72503, "Y2": 0.978, "X3": 0.72633, "Y3": 0.9838, "X4": 0.72244, "Y4": 0.9838, "page": 0, "Index": 295}, {"Word": "...", "Confidence": 0.898, "X1": 0.73411, "Y1": 0.9782, "X2": 0.75227, "Y2": 0.978, "X3": 0.75357, "Y3": 0.9838, "X4": 0.73541, "Y4": 0.9838, "page": 0, "Index": 296}]}
|
"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"
|
ffkx0096
| 2 |
{"lines_data": [{"Word": "ESTIMATED BRAND/COMPANY PRICE ELASTICITIES", "Confidence": 0.875, "X1": 0.36, "Y1": 0.06756, "X2": 0.699, "Y2": 0.06736, "X3": 0.699, "Y3": 0.08918, "X4": 0.36, "Y4": 0.09306, "page": 0}, {"Word": "Sources: NBER Elasticities; Tracker brend profiles and age/sex rates per day", "Confidence": 0.91636, "X1": 0.229, "Y1": 0.08828, "X2": 0.841, "Y2": 0.08808, "X3": 0.841, "Y3": 0.1099, "X4": 0.229, "Y4": 0.11379, "page": 0}, {"Word": "Z CONSUMPTION ATTRIBUTABLE TO:", "Confidence": 0.855, "X1": 0.258, "Y1": 0.15305, "X2": 0.497, "Y2": 0.15285, "X3": 0.497, "Y3": 0.17338, "X4": 0.258, "Y4": 0.17338, "page": 0}, {"Word": "EST. ELASTICITY (2 SCENARIOS)", "Confidence": 0.89925, "X1": 0.668, "Y1": 0.15046, "X2": 0.906, "Y2": 0.15026, "X3": 0.906, "Y3": 0.16949, "X4": 0.668, "Y4": 0.17208, "page": 0}, {"Word": "MALES", "Confidence": 0.631, "X1": 0.233, "Y1": 0.17507, "X2": 0.282, "Y2": 0.17487, "X3": 0.283, "Y3": 0.19281, "X4": 0.233, "Y4": 0.1954, "page": 0}, {"Word": "FEMALES", "Confidence": 0.995, "X1": 0.463, "Y1": 0.17507, "X2": 0.523, "Y2": 0.17487, "X3": 0.524, "Y3": 0.19151, "X4": 0.463, "Y4": 0.1954, "page": 0}, {"Word": "\"ONLY MALES\"", "Confidence": 0.7385, "X1": 0.644, "Y1": 0.17118, "X2": 0.746, "Y2": 0.17098, "X3": 0.746, "Y3": 0.19151, "X4": 0.644, "Y4": 0.19151, "page": 0}, {"Word": "\"MALES/FEMALES\"", "Confidence": 0.617, "X1": 0.799, "Y1": 0.17118, "X2": 0.929, "Y2": 0.17098, "X3": 0.93, "Y3": 0.19021, "X4": 0.799, "Y4": 0.19281, "page": 0}, {"Word": "18-24", "Confidence": 0.992, "X1": 0.165, "Y1": 0.1958, "X2": 0.209, "Y2": 0.1956, "X3": 0.209, "Y3": 0.21742, "X4": 0.165, "Y4": 0.21612, "page": 0}, {"Word": "25-34", "Confidence": 0.997, "X1": 0.243, "Y1": 0.1958, "X2": 0.288, "Y2": 0.1956, "X3": 0.288, "Y3": 0.21742, "X4": 0.242, "Y4": 0.21742, "page": 0}, {"Word": "35+", "Confidence": 0.887, "X1": 0.325, "Y1": 0.19321, "X2": 0.349, "Y2": 0.19301, "X3": 0.35, "Y3": 0.21483, "X4": 0.326, "Y4": 0.21612, "page": 0}, {"Word": "18-24", "Confidence": 0.974, "X1": 0.402, "Y1": 0.1958, "X2": 0.448, "Y2": 0.1956, "X3": 0.448, "Y3": 0.21483, "X4": 0.402, "Y4": 0.21612, "page": 0}, {"Word": "25-34", "Confidence": 0.885, "X1": 0.471, "Y1": 0.1958, "X2": 0.523, "Y2": 0.1956, "X3": 0.523, "Y3": 0.21612, "X4": 0.471, "Y4": 0.21612, "page": 0}, {"Word": "35+", "Confidence": 0.918, "X1": 0.557, "Y1": 0.1958, "X2": 0.586, "Y2": 0.1956, "X3": 0.585, "Y3": 0.21483, "X4": 0.557, "Y4": 0.21612, "page": 0}, {"Word": "EST.", "Confidence": 0.983, "X1": 0.639, "Y1": 0.19709, "X2": 0.676, "Y2": 0.19689, "X3": 0.676, "Y3": 0.21742, "X4": 0.638, "Y4": 0.21353, "page": 0}, {"Word": "INDEX", "Confidence": 0.997, "X1": 0.709, "Y1": 0.1958, "X2": 0.754, "Y2": 0.1956, "X3": 0.754, "Y3": 0.21483, "X4": 0.709, "Y4": 0.21353, "page": 0}, {"Word": "INDEX", "Confidence": 0.638, "X1": 0.892, "Y1": 0.19321, "X2": 0.936, "Y2": 0.19301, "X3": 0.936, "Y3": 0.21353, "X4": 0.892, "Y4": 0.21483, "page": 0}, {"Word": "EST.", "Confidence": 0.907, "X1": 0.805, "Y1": 0.19968, "X2": 0.84, "Y2": 0.19948, "X3": 0.84, "Y3": 0.21871, "X4": 0.805, "Y4": 0.21483, "page": 0}, {"Word": "WINSTON", "Confidence": 0.747, "X1": 0.053, "Y1": 0.23595, "X2": 0.114, "Y2": 0.23575, "X3": 0.115, "Y3": 0.25628, "X4": 0.054, "Y4": 0.25757, "page": 0}, {"Word": "4.8%", "Confidence": 0.955, "X1": 0.173, "Y1": 0.23725, "X2": 0.21, "Y2": 0.23705, "X3": 0.209, "Y3": 0.25757, "X4": 0.173, "Y4": 0.25757, "page": 0}, {"Word": "13.1%", "Confidence": 0.762, "X1": 0.244, "Y1": 0.23725, "X2": 0.288, "Y2": 0.23705, "X3": 0.288, "Y3": 0.25757, "X4": 0.244, "Y4": 0.25757, "page": 0}, {"Word": "56.0%", "Confidence": 0.883, "X1": 0.314, "Y1": 0.23725, "X2": 0.357, "Y2": 0.23705, "X3": 0.357, "Y3": 0.25628, "X4": 0.314, "Y4": 0.25628, "page": 0}, {"Word": "2.0%", "Confidence": 0.809, "X1": 0.409, "Y1": 0.23854, "X2": 0.444, "Y2": 0.23834, "X3": 0.444, "Y3": 0.25628, "X4": 0.409, "Y4": 0.25757, "page": 0}, {"Word": "6.92", "Confidence": 0.608, "X1": 0.488, "Y1": 0.23725, "X2": 0.523, "Y2": 0.23705, "X3": 0.522, "Y3": 0.25757, "X4": 0.487, "Y4": 0.25757, "page": 0}, {"Word": "17.2%", "Confidence": 0.883, "X1": 0.552, "Y1": 0.23725, "X2": 0.593, "Y2": 0.23705, "X3": 0.593, "Y3": 0.25628, "X4": 0.552, "Y4": 0.25757, "page": 0}, {"Word": "-. 436", "Confidence": 0.9495, "X1": 0.621, "Y1": 0.23725, "X2": 0.672, "Y2": 0.23705, "X3": 0.673, "Y3": 0.25757, "X4": 0.621, "Y4": 0.25757, "page": 0}, {"Word": "13", "Confidence": 0.995, "X1": 0.725, "Y1": 0.23725, "X2": 0.746, "Y2": 0.23705, "X3": 0.746, "Y3": 0.25628, "X4": 0.726, "Y4": 0.25628, "page": 0}, {"Word": "-. 486", "Confidence": 0.9695, "X1": 0.789, "Y1": 0.23725, "X2": 0.84, "Y2": 0.23705, "X3": 0.84, "Y3": 0.25498, "X4": 0.789, "Y4": 0.25628, "page": 0}, {"Word": "12", "Confidence": 0.991, "X1": 0.909, "Y1": 0.23854, "X2": 0.929, "Y2": 0.23834, "X3": 0.929, "Y3": 0.25498, "X4": 0.909, "Y4": 0.25628, "page": 0}, {"Word": "CAMEL", "Confidence": 0.955, "X1": 0.054, "Y1": 0.2774, "X2": 0.095, "Y2": 0.2772, "X3": 0.095, "Y3": 0.29773, "X4": 0.054, "Y4": 0.29773, "page": 0}, {"Word": "15", "Confidence": 0.993, "X1": 0.725, "Y1": 0.27999, "X2": 0.746, "Y2": 0.27979, "X3": 0.746, "Y3": 0.29773, "X4": 0.726, "Y4": 0.29773, "page": 0}, {"Word": "137", "Confidence": 0.824, "X1": 0.909, "Y1": 0.28129, "X2": 0.93, "Y2": 0.28109, "X3": 0.93, "Y3": 0.29773, "X4": 0.909, "Y4": 0.29773, "page": 0}, {"Word": "9.9", "Confidence": 0.993, "X1": 0.174, "Y1": 0.27611, "X2": 0.203, "Y2": 0.27591, "X3": 0.203, "Y3": 0.30032, "X4": 0.174, "Y4": 0.30032, "page": 0}, {"Word": "17 .:.", "Confidence": 0.83, "X1": 0.244, "Y1": 0.27999, "X2": 0.278, "Y2": 0.27979, "X3": 0.278, "Y3": 0.29902, "X4": 0.244, "Y4": 0.29902, "page": 0}, {"Word": "58.5", "Confidence": 0.991, "X1": 0.314, "Y1": 0.27999, "X2": 0.35, "Y2": 0.27979, "X3": 0.35, "Y3": 0.29902, "X4": 0.314, "Y4": 0.29902, "page": 0}, {"Word": "2.6", "Confidence": 0.946, "X1": 0.41, "Y1": 0.2787, "X2": 0.437, "Y2": 0.2785, "X3": 0.437, "Y3": 0.29902, "X4": 0.409, "Y4": 0.29902, "page": 0}, {"Word": "2.3", "Confidence": 0.994, "X1": 0.488, "Y1": 0.27999, "X2": 0.515, "Y2": 0.27979, "X3": 0.514, "Y3": 0.30032, "X4": 0.487, "Y4": 0.29902, "page": 0}, {"Word": "9.5", "Confidence": 0.998, "X1": 0.557, "Y1": 0.27999, "X2": 0.586, "Y2": 0.27979, "X3": 0.586, "Y3": 0.29902, "X4": 0.556, "Y4": 0.30032, "page": 0}, {"Word": "- . 524", "Confidence": 0.917, "X1": 0.621, "Y1": 0.2787, "X2": 0.672, "Y2": 0.2785, "X3": 0.672, "Y3": 0.29902, "X4": 0.621, "Y4": 0.30032, "page": 0}, {"Word": "- . 548", "Confidence": 0.90467, "X1": 0.788, "Y1": 0.27999, "X2": 0.84, "Y2": 0.27979, "X3": 0.84, "Y3": 0.29902, "X4": 0.788, "Y4": 0.29902, "page": 0}, {"Word": "90", "Confidence": 0.994, "X1": 0.915, "Y1": 0.32144, "X2": 0.934, "Y2": 0.32124, "X3": 0.934, "Y3": 0.33788, "X4": 0.915, "Y4": 0.33918, "page": 0}, {"Word": "SALEY", "Confidence": 0.639, "X1": 0.054, "Y1": 0.32144, "X2": 0.096, "Y2": 0.32124, "X3": 0.096, "Y3": 0.33918, "X4": 0.053, "Y4": 0.34047, "page": 0}, {"Word": "5.0", "Confidence": 0.994, "X1": 0.173, "Y1": 0.32015, "X2": 0.201, "Y2": 0.31995, "X3": 0.201, "Y3": 0.34047, "X4": 0.173, "Y4": 0.34047, "page": 0}, {"Word": "11.4", "Confidence": 0.854, "X1": 0.243, "Y1": 0.32015, "X2": 0.277, "Y2": 0.31995, "X3": 0.277, "Y3": 0.34177, "X4": 0.244, "Y4": 0.34177, "page": 0}, {"Word": "32.5", "Confidence": 0.988, "X1": 0.313, "Y1": 0.32015, "X2": 0.349, "Y2": 0.31995, "X3": 0.349, "Y3": 0.34177, "X4": 0.314, "Y4": 0.34177, "page": 0}, {"Word": "7.4", "Confidence": 0.994, "X1": 0.409, "Y1": 0.32015, "X2": 0.437, "Y2": 0.31995, "X3": 0.436, "Y3": 0.34047, "X4": 0.409, "Y4": 0.34047, "page": 0}, {"Word": "13.2", "Confidence": 0.989, "X1": 0.48, "Y1": 0.32144, "X2": 0.515, "Y2": 0.32124, "X3": 0.515, "Y3": 0.34177, "X4": 0.48, "Y4": 0.34047, "page": 0}, {"Word": "30.5", "Confidence": 0.984, "X1": 0.549, "Y1": 0.32144, "X2": 0.585, "Y2": 0.32124, "X3": 0.585, "Y3": 0.34177, "X4": 0.549, "Y4": 0.34177, "page": 0}, {"Word": "- . 284", "Confidence": 0.87767, "X1": 0.621, "Y1": 0.32144, "X2": 0.671, "Y2": 0.32124, "X3": 0.671, "Y3": 0.34047, "X4": 0.621, "Y4": 0.34177, "page": 0}, {"Word": "85", "Confidence": 0.998, "X1": 0.732, "Y1": 0.32144, "X2": 0.75, "Y2": 0.32124, "X3": 0.75, "Y3": 0.33918, "X4": 0.732, "Y4": 0.34047, "page": 0}, {"Word": "- . 360", "Confidence": 0.83867, "X1": 0.786, "Y1": 0.32144, "X2": 0.838, "Y2": 0.32124, "X3": 0.838, "Y3": 0.34177, "X4": 0.786, "Y4": 0.34047, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.803, "X1": 0.052, "Y1": 0.3603, "X2": 0.114, "Y2": 0.3601, "X3": 0.114, "Y3": 0.37804, "X4": 0.052, "Y4": 0.37804, "page": 0}, {"Word": "5.9", "Confidence": 0.771, "X1": 0.173, "Y1": 0.3603, "X2": 0.2, "Y2": 0.3601, "X3": 0.2, "Y3": 0.38063, "X4": 0.173, "Y4": 0.38063, "page": 0}, {"Word": "13.4", "Confidence": 0.934, "X1": 0.244, "Y1": 0.3603, "X2": 0.278, "Y2": 0.3601, "X3": 0.278, "Y3": 0.37933, "X4": 0.245, "Y4": 0.38063, "page": 0}, {"Word": "33.2", "Confidence": 0.983, "X1": 0.314, "Y1": 0.3616, "X2": 0.348, "Y2": 0.3614, "X3": 0.348, "Y3": 0.37933, "X4": 0.314, "Y4": 0.38063, "page": 0}, {"Word": "4.9", "Confidence": 0.941, "X1": 0.407, "Y1": 0.36289, "X2": 0.435, "Y2": 0.36269, "X3": 0.435, "Y3": 0.38063, "X4": 0.407, "Y4": 0.38063, "page": 0}, {"Word": "13.0", "Confidence": 0.985, "X1": 0.481, "Y1": 0.3616, "X2": 0.513, "Y2": 0.3614, "X3": 0.514, "Y3": 0.38063, "X4": 0.481, "Y4": 0.38063, "page": 0}, {"Word": "29.6", "Confidence": 0.979, "X1": 0.549, "Y1": 0.3603, "X2": 0.584, "Y2": 0.3601, "X3": 0.584, "Y3": 0.37933, "X4": 0.549, "Y4": 0.38063, "page": 0}, {"Word": "- . 301", "Confidence": 0.80267, "X1": 0.62, "Y1": 0.3616, "X2": 0.67, "Y2": 0.3614, "X3": 0.67, "Y3": 0.38192, "X4": 0.62, "Y4": 0.38322, "page": 0}, {"Word": "90 .", "Confidence": 0.9705, "X1": 0.732, "Y1": 0.36289, "X2": 0.763, "Y2": 0.36269, "X3": 0.764, "Y3": 0.38192, "X4": 0.732, "Y4": 0.38063, "page": 0}, {"Word": ". -. 368", "Confidence": 0.63067, "X1": 0.772, "Y1": 0.36289, "X2": 0.84, "Y2": 0.36269, "X3": 0.839, "Y3": 0.38192, "X4": 0.772, "Y4": 0.37804, "page": 0}, {"Word": "92", "Confidence": 0.909, "X1": 0.914, "Y1": 0.36289, "X2": 0.933, "Y2": 0.36269, "X3": 0.933, "Y3": 0.37933, "X4": 0.914, "Y4": 0.37933, "page": 0}, {"Word": "RJR (TOTAL) 5.8", "Confidence": 0.96, "X1": 0.068, "Y1": 0.40046, "X2": 0.2, "Y2": 0.40026, "X3": 0.199, "Y3": 0.42208, "X4": 0.068, "Y4": 0.42078, "page": 0}, {"Word": "13.9", "Confidence": 0.991, "X1": 0.244, "Y1": 0.40175, "X2": 0.276, "Y2": 0.40155, "X3": 0.276, "Y3": 0.42078, "X4": 0.243, "Y4": 0.42078, "page": 0}, {"Word": "40.5", "Confidence": 0.929, "X1": 0.314, "Y1": 0.40175, "X2": 0.348, "Y2": 0.40155, "X3": 0.348, "Y3": 0.42078, "X4": 0.314, "Y4": 0.41949, "page": 0}, {"Word": "4.4", "Confidence": 0.814, "X1": 0.408, "Y1": 0.39916, "X2": 0.437, "Y2": 0.39896, "X3": 0.437, "Y3": 0.42208, "X4": 0.408, "Y4": 0.42078, "page": 0}, {"Word": "9.8", "Confidence": 0.991, "X1": 0.487, "Y1": 0.40175, "X2": 0.514, "Y2": 0.40155, "X3": 0.514, "Y3": 0.42078, "X4": 0.486, "Y4": 0.42078, "page": 0}, {"Word": "25.5", "Confidence": 0.983, "X1": 0.549, "Y1": 0.40175, "X2": 0.584, "Y2": 0.40155, "X3": 0.583, "Y3": 0.42208, "X4": 0.549, "Y4": 0.42208, "page": 0}, {"Word": "-. 348", "Confidence": 0.942, "X1": 0.618, "Y1": 0.40175, "X2": 0.67, "Y2": 0.40155, "X3": 0.671, "Y3": 0.42208, "X4": 0.618, "Y4": 0.42338, "page": 0}, {"Word": "104", "Confidence": 0.656, "X1": 0.725, "Y1": 0.40175, "X2": 0.746, "Y2": 0.40155, "X3": 0.746, "Y3": 0.41949, "X4": 0.725, "Y4": 0.41949, "page": 0}, {"Word": "- . 406", "Confidence": 0.81733, "X1": 0.786, "Y1": 0.40305, "X2": 0.838, "Y2": 0.40285, "X3": 0.838, "Y3": 0.42208, "X4": 0.786, "Y4": 0.42208, "page": 0}, {"Word": "101", "Confidence": 0.934, "X1": 0.908, "Y1": 0.40305, "X2": 0.929, "Y2": 0.40285, "X3": 0.929, "Y3": 0.41949, "X4": 0.908, "Y4": 0.41949, "page": 0}, {"Word": "Marlboro", "Confidence": 0.601, "X1": 0.051, "Y1": 0.44321, "X2": 0.122, "Y2": 0.44301, "X3": 0.122, "Y3": 0.46224, "X4": 0.051, "Y4": 0.46094, "page": 0}, {"Word": "20.3", "Confidence": 0.988, "X1": 0.165, "Y1": 0.44191, "X2": 0.198, "Y2": 0.44171, "X3": 0.198, "Y3": 0.46224, "X4": 0.164, "Y4": 0.46094, "page": 0}, {"Word": "25.3", "Confidence": 0.991, "X1": 0.242, "Y1": 0.44321, "X2": 0.277, "Y2": 0.44301, "X3": 0.277, "Y3": 0.46224, "X4": 0.242, "Y4": 0.46224, "page": 0}, {"Word": "23.0", "Confidence": 0.988, "X1": 0.313, "Y1": 0.44191, "X2": 0.349, "Y2": 0.44171, "X3": 0.348, "Y3": 0.46224, "X4": 0.313, "Y4": 0.46224, "page": 0}, {"Word": "12.4", "Confidence": 0.991, "X1": 0.401, "Y1": 0.44191, "X2": 0.433, "Y2": 0.44171, "X3": 0.434, "Y3": 0.46224, "X4": 0.401, "Y4": 0.46224, "page": 0}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.487, "Y1": 0.44321, "X2": 0.514, "Y2": 0.44301, "X3": 0.514, "Y3": 0.46353, "X4": 0.487, "Y4": 0.46353, "page": 0}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.555, "Y1": 0.44321, "X2": 0.583, "Y2": 0.44301, "X3": 0.583, "Y3": 0.46353, "X4": 0.555, "Y4": 0.46483, "page": 0}, {"Word": "-. 436", "Confidence": 0.785, "X1": 0.618, "Y1": 0.44191, "X2": 0.671, "Y2": 0.44171, "X3": 0.671, "Y3": 0.46224, "X4": 0.618, "Y4": 0.46483, "page": 0}, {"Word": "131", "Confidence": 0.695, "X1": 0.722, "Y1": 0.44321, "X2": 0.746, "Y2": 0.44301, "X3": 0.746, "Y3": 0.46224, "X4": 0.722, "Y4": 0.46353, "page": 0}, {"Word": "-. 491", "Confidence": 0.9515, "X1": 0.786, "Y1": 0.4445, "X2": 0.835, "Y2": 0.4443, "X3": 0.835, "Y3": 0.46353, "X4": 0.786, "Y4": 0.46483, "page": 0}, {"Word": "122", "Confidence": 0.806, "X1": 0.909, "Y1": 0.4458, "X2": 0.93, "Y2": 0.4456, "X3": 0.929, "Y3": 0.46353, "X4": 0.908, "Y4": 0.46483, "page": 0}, {"Word": "Ya. Slims", "Confidence": 0.632, "X1": 0.054, "Y1": 0.48725, "X2": 0.127, "Y2": 0.48705, "X3": 0.127, "Y3": 0.50498, "X4": 0.054, "Y4": 0.50369, "page": 0}, {"Word": ".2", "Confidence": 0.998, "X1": 0.181, "Y1": 0.48725, "X2": 0.2, "Y2": 0.48705, "X3": 0.199, "Y3": 0.50628, "X4": 0.181, "Y4": 0.50628, "page": 0}, {"Word": ".8", "Confidence": 0.997, "X1": 0.258, "Y1": 0.48595, "X2": 0.276, "Y2": 0.48575, "X3": 0.276, "Y3": 0.50498, "X4": 0.258, "Y4": 0.50498, "page": 0}, {"Word": "3.3", "Confidence": 0.991, "X1": 0.319, "Y1": 0.48466, "X2": 0.347, "Y2": 0.48446, "X3": 0.346, "Y3": 0.50369, "X4": 0.319, "Y4": 0.50369, "page": 0}, {"Word": "30.3", "Confidence": 0.994, "X1": 0.401, "Y1": 0.48595, "X2": 0.436, "Y2": 0.48575, "X3": 0.435, "Y3": 0.50498, "X4": 0.401, "Y4": 0.50628, "page": 0}, {"Word": "26.7", "Confidence": 0.985, "X1": 0.474, "Y1": 0.48466, "X2": 0.512, "Y2": 0.48446, "X3": 0.511, "Y3": 0.50498, "X4": 0.474, "Y4": 0.50498, "page": 0}, {"Word": "38.7", "Confidence": 0.982, "X1": 0.549, "Y1": 0.48595, "X2": 0.582, "Y2": 0.48575, "X3": 0.582, "Y3": 0.50628, "X4": 0.549, "Y4": 0.50628, "page": 0}, {"Word": "-. 025", "Confidence": 0.949, "X1": 0.618, "Y1": 0.48595, "X2": 0.67, "Y2": 0.48575, "X3": 0.67, "Y3": 0.50757, "X4": 0.618, "Y4": 0.50757, "page": 0}, {"Word": "7", "Confidence": 0.933, "X1": 0.737, "Y1": 0.48595, "X2": 0.751, "Y2": 0.48575, "X3": 0.75, "Y3": 0.50628, "X4": 0.737, "Y4": 0.50498, "page": 0}, {"Word": "-. 186", "Confidence": 0.943, "X1": 0.787, "Y1": 0.48725, "X2": 0.836, "Y2": 0.48705, "X3": 0.836, "Y3": 0.50628, "X4": 0.787, "Y4": 0.50628, "page": 0}, {"Word": "46", "Confidence": 0.992, "X1": 0.913, "Y1": 0.48725, "X2": 0.931, "Y2": 0.48705, "X3": 0.93, "Y3": 0.50628, "X4": 0.913, "Y4": 0.50628, "page": 0}, {"Word": "Merit", "Confidence": 0.614, "X1": 0.052, "Y1": 0.5274, "X2": 0.095, "Y2": 0.5272, "X3": 0.095, "Y3": 0.54643, "X4": 0.052, "Y4": 0.54643, "page": 0}, {"Word": "8.3", "Confidence": 0.793, "X1": 0.172, "Y1": 0.52611, "X2": 0.199, "Y2": 0.52591, "X3": 0.2, "Y3": 0.54643, "X4": 0.171, "Y4": 0.54643, "page": 0}, {"Word": "16.0", "Confidence": 0.987, "X1": 0.242, "Y1": 0.5274, "X2": 0.279, "Y2": 0.5272, "X3": 0.278, "Y3": 0.54643, "X4": 0.242, "Y4": 0.54643, "page": 0}, {"Word": "29.2", "Confidence": 0.991, "X1": 0.313, "Y1": 0.5274, "X2": 0.348, "Y2": 0.5272, "X3": 0.348, "Y3": 0.54643, "X4": 0.313, "Y4": 0.54514, "page": 0}, {"Word": "8.3", "Confidence": 0.994, "X1": 0.408, "Y1": 0.5287, "X2": 0.436, "Y2": 0.5285, "X3": 0.435, "Y3": 0.54773, "X4": 0.408, "Y4": 0.54773, "page": 0}, {"Word": "14.7", "Confidence": 0.981, "X1": 0.479, "Y1": 0.5274, "X2": 0.512, "Y2": 0.5272, "X3": 0.512, "Y3": 0.54643, "X4": 0.479, "Y4": 0.54643, "page": 0}, {"Word": "23.5", "Confidence": 0.982, "X1": 0.549, "Y1": 0.5274, "X2": 0.584, "Y2": 0.5272, "X3": 0.584, "Y3": 0.54773, "X4": 0.548, "Y4": 0.54902, "page": 0}, {"Word": "92", "Confidence": 0.998, "X1": 0.731, "Y1": 0.52999, "X2": 0.749, "Y2": 0.52979, "X3": 0.749, "Y3": 0.54773, "X4": 0.731, "Y4": 0.54902, "page": 0}, {"Word": "-. 308", "Confidence": 0.949, "X1": 0.617, "Y1": 0.5287, "X2": 0.67, "Y2": 0.5285, "X3": 0.67, "Y3": 0.54902, "X4": 0.617, "Y4": 0.55032, "page": 0}, {"Word": "- . 375", "Confidence": 0.89433, "X1": 0.786, "Y1": 0.52999, "X2": 0.836, "Y2": 0.52979, "X3": 0.836, "Y3": 0.55032, "X4": 0.786, "Y4": 0.55032, "page": 0}, {"Word": "94", "Confidence": 0.98, "X1": 0.913, "Y1": 0.52999, "X2": 0.93, "Y2": 0.52979, "X3": 0.93, "Y3": 0.54902, "X4": 0.913, "Y4": 0.54902, "page": 0}, {"Word": "BS !!", "Confidence": 0.7445, "X1": 0.054, "Y1": 0.57015, "X2": 0.081, "Y2": 0.56995, "X3": 0.079, "Y3": 0.58659, "X4": 0.053, "Y4": 0.58529, "page": 0}, {"Word": "4.9", "Confidence": 0.998, "X1": 0.174, "Y1": 0.56626, "X2": 0.198, "Y2": 0.56606, "X3": 0.197, "Y3": 0.58788, "X4": 0.174, "Y4": 0.58788, "page": 0}, {"Word": "9.1", "Confidence": 0.994, "X1": 0.25, "Y1": 0.56885, "X2": 0.276, "Y2": 0.56865, "X3": 0.276, "Y3": 0.58788, "X4": 0.251, "Y4": 0.58918, "page": 0}, {"Word": "25.9", "Confidence": 0.979, "X1": 0.313, "Y1": 0.56885, "X2": 0.348, "Y2": 0.56865, "X3": 0.348, "Y3": 0.58788, "X4": 0.313, "Y4": 0.58788, "page": 0}, {"Word": "8.8", "Confidence": 0.998, "X1": 0.407, "Y1": 0.56885, "X2": 0.435, "Y2": 0.56865, "X3": 0.435, "Y3": 0.58788, "X4": 0.408, "Y4": 0.58788, "page": 0}, {"Word": "15.8", "Confidence": 0.994, "X1": 0.478, "Y1": 0.57015, "X2": 0.513, "Y2": 0.56995, "X3": 0.513, "Y3": 0.58918, "X4": 0.478, "Y4": 0.59047, "page": 0}, {"Word": "35.5", "Confidence": 0.979, "X1": 0.549, "Y1": 0.57015, "X2": 0.584, "Y2": 0.56995, "X3": 0.584, "Y3": 0.59047, "X4": 0.548, "Y4": 0.59047, "page": 0}, {"Word": "- . 239", "Confidence": 0.75133, "X1": 0.618, "Y1": 0.57015, "X2": 0.669, "Y2": 0.56995, "X3": 0.669, "Y3": 0.59177, "X4": 0.618, "Y4": 0.59177, "page": 0}, {"Word": "72", "Confidence": 0.998, "X1": 0.73, "Y1": 0.57015, "X2": 0.749, "Y2": 0.56995, "X3": 0.749, "Y3": 0.58918, "X4": 0.73, "Y4": 0.58788, "page": 0}, {"Word": "- . 328", "Confidence": 0.77067, "X1": 0.786, "Y1": 0.57144, "X2": 0.836, "Y2": 0.57124, "X3": 0.836, "Y3": 0.59177, "X4": 0.786, "Y4": 0.59047, "page": 0}, {"Word": "82", "Confidence": 0.998, "X1": 0.913, "Y1": 0.57274, "X2": 0.929, "Y2": 0.57254, "X3": 0.929, "Y3": 0.59047, "X4": 0.912, "Y4": 0.59047, "page": 0}, {"Word": "PM (TOTAL) 13.2", "Confidence": 0.92567, "X1": 0.07, "Y1": 0.6116, "X2": 0.199, "Y2": 0.6114, "X3": 0.199, "Y3": 0.63322, "X4": 0.07, "Y4": 0.63063, "page": 0}, {"Word": "17.9", "Confidence": 0.981, "X1": 0.243, "Y1": 0.6116, "X2": 0.277, "Y2": 0.6114, "X3": 0.277, "Y3": 0.63192, "X4": 0.243, "Y4": 0.63192, "page": 0}, {"Word": "23.5", "Confidence": 0.991, "X1": 0.313, "Y1": 0.6116, "X2": 0.348, "Y2": 0.6114, "X3": 0.348, "Y3": 0.63192, "X4": 0.313, "Y4": 0.63192, "page": 0}, {"Word": "12.1", "Confidence": 0.979, "X1": 0.4, "Y1": 0.61289, "X2": 0.433, "Y2": 0.61269, "X3": 0.433, "Y3": 0.63192, "X4": 0.4, "Y4": 0.63322, "page": 0}, {"Word": "12.8", "Confidence": 0.988, "X1": 0.478, "Y1": 0.61289, "X2": 0.513, "Y2": 0.61269, "X3": 0.513, "Y3": 0.63322, "X4": 0.478, "Y4": 0.63322, "page": 0}, {"Word": "20.5", "Confidence": 0.994, "X1": 0.549, "Y1": 0.6116, "X2": 0.583, "Y2": 0.6114, "X3": 0.583, "Y3": 0.63322, "X4": 0.549, "Y4": 0.63322, "page": 0}, {"Word": "- . 340", "Confidence": 0.83733, "X1": 0.618, "Y1": 0.61419, "X2": 0.67, "Y2": 0.61399, "X3": 0.67, "Y3": 0.63452, "X4": 0.618, "Y4": 0.63322, "page": 0}, {"Word": "102", "Confidence": 0.998, "X1": 0.724, "Y1": 0.61419, "X2": 0.746, "Y2": 0.61399, "X3": 0.746, "Y3": 0.63322, "X4": 0.724, "Y4": 0.63322, "page": 0}, {"Word": "-. 413", "Confidence": 0.9505, "X1": 0.786, "Y1": 0.61289, "X2": 0.835, "Y2": 0.61269, "X3": 0.835, "Y3": 0.63452, "X4": 0.786, "Y4": 0.63581, "page": 0}, {"Word": "10", "Confidence": 0.824, "X1": 0.906, "Y1": 0.61548, "X2": 0.925, "Y2": 0.61528, "X3": 0.925, "Y3": 0.63452, "X4": 0.906, "Y4": 0.63452, "page": 0}, {"Word": "Newport", "Confidence": 0.848, "X1": 0.054, "Y1": 0.65564, "X2": 0.112, "Y2": 0.65544, "X3": 0.112, "Y3": 0.67338, "X4": 0.054, "Y4": 0.67338, "page": 0}, {"Word": "22.0", "Confidence": 0.981, "X1": 0.165, "Y1": 0.65435, "X2": 0.199, "Y2": 0.65415, "X3": 0.199, "Y3": 0.67467, "X4": 0.165, "Y4": 0.67338, "page": 0}, {"Word": "19.3", "Confidence": 0.996, "X1": 0.242, "Y1": 0.65435, "X2": 0.275, "Y2": 0.65415, "X3": 0.275, "Y3": 0.67467, "X4": 0.242, "Y4": 0.67467, "page": 0}, {"Word": "7.1", "Confidence": 0.777, "X1": 0.318, "Y1": 0.65305, "X2": 0.345, "Y2": 0.65285, "X3": 0.345, "Y3": 0.67338, "X4": 0.318, "Y4": 0.67338, "page": 0}, {"Word": "27.9", "Confidence": 0.991, "X1": 0.4, "Y1": 0.65435, "X2": 0.434, "Y2": 0.65415, "X3": 0.434, "Y3": 0.67467, "X4": 0.4, "Y4": 0.67467, "page": 0}, {"Word": "13.3", "Confidence": 0.988, "X1": 0.478, "Y1": 0.65435, "X2": 0.511, "Y2": 0.65415, "X3": 0.511, "Y3": 0.67467, "X4": 0.478, "Y4": 0.67467, "page": 0}, {"Word": "10.4", "Confidence": 0.982, "X1": 0.549, "Y1": 0.65435, "X2": 0.582, "Y2": 0.65415, "X3": 0.582, "Y3": 0.67467, "X4": 0.549, "Y4": 0.67467, "page": 0}, {"Word": "- . 355", "Confidence": 0.77933, "X1": 0.617, "Y1": 0.65435, "X2": 0.668, "Y2": 0.65415, "X3": 0.669, "Y3": 0.67597, "X4": 0.617, "Y4": 0.67597, "page": 0}, {"Word": "106", "Confidence": 0.992, "X1": 0.724, "Y1": 0.65694, "X2": 0.748, "Y2": 0.65674, "X3": 0.748, "Y3": 0.67338, "X4": 0.724, "Y4": 0.67338, "page": 0}, {"Word": "- . 460", "Confidence": 0.86633, "X1": 0.784, "Y1": 0.65564, "X2": 0.835, "Y2": 0.65544, "X3": 0.835, "Y3": 0.67597, "X4": 0.784, "Y4": 0.67597, "page": 0}, {"Word": "TCTAL", "Confidence": 0.96, "X1": 0.068, "Y1": 0.69321, "X2": 0.113, "Y2": 0.69301, "X3": 0.113, "Y3": 0.71224, "X4": 0.068, "Y4": 0.71224, "page": 0}, {"Word": "1MEUSTRY", "Confidence": 0.328, "X1": 0.07, "Y1": 0.71393, "X2": 0.135, "Y2": 0.71373, "X3": 0.135, "Y3": 0.73296, "X4": 0.07, "Y4": 0.73296, "page": 0}, {"Word": "7.7", "Confidence": 0.868, "X1": 0.172, "Y1": 0.71393, "X2": 0.196, "Y2": 0.71373, "X3": 0.195, "Y3": 0.73296, "X4": 0.171, "Y4": 0.73167, "page": 0}, {"Word": "14.5", "Confidence": 0.97, "X1": 0.242, "Y1": 0.71393, "X2": 0.277, "Y2": 0.71373, "X3": 0.277, "Y3": 0.73555, "X4": 0.242, "Y4": 0.73426, "page": 0}, {"Word": "34.4", "Confidence": 0.955, "X1": 0.311, "Y1": 0.71523, "X2": 0.347, "Y2": 0.71503, "X3": 0.348, "Y3": 0.73426, "X4": 0.31, "Y4": 0.73426, "page": 0}, {"Word": "6.8", "Confidence": 0.965, "X1": 0.407, "Y1": 0.71523, "X2": 0.43, "Y2": 0.71503, "X3": 0.43, "Y3": 0.73426, "X4": 0.407, "Y4": 0.73426, "page": 0}, {"Word": "10.7", "Confidence": 0.937, "X1": 0.476, "Y1": 0.71523, "X2": 0.511, "Y2": 0.71503, "X3": 0.511, "Y3": 0.73555, "X4": 0.476, "Y4": 0.73555, "page": 0}, {"Word": "25.9", "Confidence": 0.983, "X1": 0.547, "Y1": 0.71652, "X2": 0.581, "Y2": 0.71632, "X3": 0.582, "Y3": 0.73685, "X4": 0.547, "Y4": 0.73685, "page": 0}, {"Word": "-. 334", "Confidence": 0.9475, "X1": 0.615, "Y1": 0.71782, "X2": 0.668, "Y2": 0.71762, "X3": 0.668, "Y3": 0.73685, "X4": 0.615, "Y4": 0.73685, "page": 0}, {"Word": "100", "Confidence": 0.995, "X1": 0.723, "Y1": 0.71911, "X2": 0.746, "Y2": 0.71891, "X3": 0.746, "Y3": 0.73685, "X4": 0.723, "Y4": 0.73685, "page": 0}, {"Word": "100", "Confidence": 0.767, "X1": 0.905, "Y1": 0.72041, "X2": 0.926, "Y2": 0.72021, "X3": 0.926, "Y3": 0.73685, "X4": 0.905, "Y4": 0.73555, "page": 0}, {"Word": "- . 401", "Confidence": 0.86467, "X1": 0.78, "Y1": 0.71911, "X2": 0.834, "Y2": 0.71891, "X3": 0.834, "Y3": 0.73814, "X4": 0.78, "Y4": 0.73685, "page": 0}, {"Word": "Ela. ticity -1.401", "Confidence": 0.72033, "X1": 0.05, "Y1": 0.77481, "X2": 0.199, "Y2": 0.77461, "X3": 0.199, "Y3": 0.79643, "X4": 0.05, "Y4": 0.79773, "page": 0}, {"Word": "Hone - . 658", "Confidence": 0.82275, "X1": 0.241, "Y1": 0.7774, "X2": 0.349, "Y2": 0.7772, "X3": 0.349, "Y3": 0.79773, "X4": 0.241, "Y4": 0.79773, "page": 0}, {"Word": "- . 311 E None - . 174 E", "Confidence": 0.83756, "X1": 0.38, "Y1": 0.7774, "X2": 0.598, "Y2": 0.7772, "X3": 0.598, "Y3": 0.79773, "X4": 0.38, "Y4": 0.79773, "page": 0}, {"Word": "LE20 10EOS", "Confidence": 0.4095, "X1": 0.039, "Y1": 0.86419, "X2": 0.135, "Y2": 0.86399, "X3": 0.135, "Y3": 0.88711, "X4": 0.039, "Y4": 0.8884, "page": 0}, {"Word": "DSB ch - 9/27/82", "Confidence": 0.7685, "X1": 0.05, "Y1": 0.92118, "X2": 0.182, "Y2": 0.92098, "X3": 0.183, "Y3": 0.9441, "X4": 0.05, "Y4": 0.94799, "page": 0}], "words_data": [{"Word": "ESTIMATED", "Confidence": 0.666, "X1": 0.362, "Y1": 0.07144, "X2": 0.434, "Y2": 0.07124, "X3": 0.434, "Y3": 0.09177, "X4": 0.361, "Y4": 0.09306, "page": 0, "Index": 0}, {"Word": "BRAND/COMPANY", "Confidence": 0.871, "X1": 0.44, "Y1": 0.06885, "X2": 0.546, "Y2": 0.06865, "X3": 0.545, "Y3": 0.08918, "X4": 0.44, "Y4": 0.09177, "page": 0, "Index": 1}, {"Word": "PRICE", "Confidence": 0.996, "X1": 0.55, "Y1": 0.06885, "X2": 0.592, "Y2": 0.06865, "X3": 0.591, "Y3": 0.08918, "X4": 0.55, "Y4": 0.08918, "page": 0, "Index": 2}, {"Word": "ELASTICITIES", "Confidence": 0.967, "X1": 0.598, "Y1": 0.06756, "X2": 0.696, "Y2": 0.06736, "X3": 0.695, "Y3": 0.09047, "X4": 0.597, "Y4": 0.08918, "page": 0, "Index": 3}, {"Word": "Sources:", "Confidence": 0.804, "X1": 0.23, "Y1": 0.09346, "X2": 0.292, "Y2": 0.09326, "X3": 0.292, "Y3": 0.11249, "X4": 0.23, "Y4": 0.11379, "page": 0, "Index": 4}, {"Word": "NBER", "Confidence": 0.966, "X1": 0.306, "Y1": 0.09346, "X2": 0.338, "Y2": 0.09326, "X3": 0.338, "Y3": 0.11249, "X4": 0.305, "Y4": 0.11249, "page": 0, "Index": 5}, {"Word": "Elasticities;", "Confidence": 0.769, "X1": 0.345, "Y1": 0.09217, "X2": 0.451, "Y2": 0.09197, "X3": 0.451, "Y3": 0.11249, "X4": 0.345, "Y4": 0.11249, "page": 0, "Index": 6}, {"Word": "Tracker", "Confidence": 0.953, "X1": 0.457, "Y1": 0.09217, "X2": 0.513, "Y2": 0.09197, "X3": 0.513, "Y3": 0.11249, "X4": 0.456, "Y4": 0.11249, "page": 0, "Index": 7}, {"Word": "brend", "Confidence": 0.649, "X1": 0.519, "Y1": 0.09087, "X2": 0.56, "Y2": 0.09067, "X3": 0.56, "Y3": 0.1112, "X4": 0.518, "Y4": 0.1112, "page": 0, "Index": 8}, {"Word": "profiles", "Confidence": 0.955, "X1": 0.566, "Y1": 0.09087, "X2": 0.631, "Y2": 0.09067, "X3": 0.63, "Y3": 0.1112, "X4": 0.565, "Y4": 0.1112, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.997, "X1": 0.638, "Y1": 0.09087, "X2": 0.663, "Y2": 0.09067, "X3": 0.663, "Y3": 0.1112, "X4": 0.637, "Y4": 0.1112, "page": 0, "Index": 10}, {"Word": "age/sex", "Confidence": 0.994, "X1": 0.67, "Y1": 0.08958, "X2": 0.727, "Y2": 0.08938, "X3": 0.727, "Y3": 0.1112, "X4": 0.669, "Y4": 0.1112, "page": 0, "Index": 11}, {"Word": "rates", "Confidence": 0.997, "X1": 0.733, "Y1": 0.08958, "X2": 0.774, "Y2": 0.08938, "X3": 0.774, "Y3": 0.1112, "X4": 0.732, "Y4": 0.1112, "page": 0, "Index": 12}, {"Word": "per", "Confidence": 0.998, "X1": 0.781, "Y1": 0.08958, "X2": 0.808, "Y2": 0.08938, "X3": 0.807, "Y3": 0.1112, "X4": 0.781, "Y4": 0.1112, "page": 0, "Index": 13}, {"Word": "day", "Confidence": 0.998, "X1": 0.812, "Y1": 0.08828, "X2": 0.839, "Y2": 0.08808, "X3": 0.838, "Y3": 0.1112, "X4": 0.812, "Y4": 0.1112, "page": 0, "Index": 14}, {"Word": "Z", "Confidence": 0.623, "X1": 0.26, "Y1": 0.15435, "X2": 0.269, "Y2": 0.15415, "X3": 0.269, "Y3": 0.17338, "X4": 0.26, "Y4": 0.17338, "page": 0, "Index": 15}, {"Word": "CONSUMPTION", "Confidence": 0.9, "X1": 0.273, "Y1": 0.15305, "X2": 0.363, "Y2": 0.15285, "X3": 0.363, "Y3": 0.17467, "X4": 0.273, "Y4": 0.17338, "page": 0, "Index": 16}, {"Word": "ATTRIBUTABLE", "Confidence": 0.9, "X1": 0.369, "Y1": 0.15435, "X2": 0.466, "Y2": 0.15415, "X3": 0.465, "Y3": 0.17338, "X4": 0.368, "Y4": 0.17467, "page": 0, "Index": 17}, {"Word": "TO:", "Confidence": 0.997, "X1": 0.472, "Y1": 0.15435, "X2": 0.497, "Y2": 0.15415, "X3": 0.496, "Y3": 0.17338, "X4": 0.472, "Y4": 0.17338, "page": 0, "Index": 18}, {"Word": "EST.", "Confidence": 0.992, "X1": 0.669, "Y1": 0.15305, "X2": 0.703, "Y2": 0.15285, "X3": 0.702, "Y3": 0.17208, "X4": 0.668, "Y4": 0.17208, "page": 0, "Index": 19}, {"Word": "ELASTICITY", "Confidence": 0.993, "X1": 0.709, "Y1": 0.15175, "X2": 0.79, "Y2": 0.15155, "X3": 0.789, "Y3": 0.17208, "X4": 0.708, "Y4": 0.17208, "page": 0, "Index": 20}, {"Word": "(2", "Confidence": 0.996, "X1": 0.798, "Y1": 0.15175, "X2": 0.814, "Y2": 0.15155, "X3": 0.814, "Y3": 0.17078, "X4": 0.797, "Y4": 0.17208, "page": 0, "Index": 21}, {"Word": "SCENARIOS)", "Confidence": 0.616, "X1": 0.821, "Y1": 0.15175, "X2": 0.903, "Y2": 0.15155, "X3": 0.903, "Y3": 0.17078, "X4": 0.82, "Y4": 0.17078, "page": 0, "Index": 22}, {"Word": "MALES", "Confidence": 0.631, "X1": 0.235, "Y1": 0.17637, "X2": 0.276, "Y2": 0.17617, "X3": 0.275, "Y3": 0.1941, "X4": 0.235, "Y4": 0.1954, "page": 0, "Index": 23}, {"Word": "FEMALES", "Confidence": 0.995, "X1": 0.464, "Y1": 0.17507, "X2": 0.52, "Y2": 0.17487, "X3": 0.519, "Y3": 0.19281, "X4": 0.463, "Y4": 0.1954, "page": 0, "Index": 24}, {"Word": "\"ONLY", "Confidence": 0.63, "X1": 0.645, "Y1": 0.17378, "X2": 0.686, "Y2": 0.17358, "X3": 0.685, "Y3": 0.19281, "X4": 0.644, "Y4": 0.19021, "page": 0, "Index": 25}, {"Word": "MALES\"", "Confidence": 0.847, "X1": 0.692, "Y1": 0.17248, "X2": 0.742, "Y2": 0.17228, "X3": 0.742, "Y3": 0.19021, "X4": 0.691, "Y4": 0.19281, "page": 0, "Index": 26}, {"Word": "\"MALES/FEMALES\"", "Confidence": 0.617, "X1": 0.805, "Y1": 0.17118, "X2": 0.926, "Y2": 0.17098, "X3": 0.926, "Y3": 0.18892, "X4": 0.805, "Y4": 0.19151, "page": 0, "Index": 27}, {"Word": "18-24", "Confidence": 0.992, "X1": 0.166, "Y1": 0.1958, "X2": 0.207, "Y2": 0.1956, "X3": 0.207, "Y3": 0.21742, "X4": 0.166, "Y4": 0.21612, "page": 0, "Index": 28}, {"Word": "25-34", "Confidence": 0.997, "X1": 0.244, "Y1": 0.1958, "X2": 0.285, "Y2": 0.1956, "X3": 0.286, "Y3": 0.21742, "X4": 0.244, "Y4": 0.21742, "page": 0, "Index": 29}, {"Word": "35+", "Confidence": 0.887, "X1": 0.325, "Y1": 0.19321, "X2": 0.347, "Y2": 0.19301, "X3": 0.348, "Y3": 0.21483, "X4": 0.326, "Y4": 0.21612, "page": 0, "Index": 30}, {"Word": "18-24", "Confidence": 0.974, "X1": 0.403, "Y1": 0.19709, "X2": 0.443, "Y2": 0.19689, "X3": 0.442, "Y3": 0.21612, "X4": 0.402, "Y4": 0.21612, "page": 0, "Index": 31}, {"Word": "25-34", "Confidence": 0.885, "X1": 0.48, "Y1": 0.1958, "X2": 0.523, "Y2": 0.1956, "X3": 0.523, "Y3": 0.21612, "X4": 0.48, "Y4": 0.21612, "page": 0, "Index": 32}, {"Word": "35+", "Confidence": 0.918, "X1": 0.559, "Y1": 0.1958, "X2": 0.584, "Y2": 0.1956, "X3": 0.585, "Y3": 0.21483, "X4": 0.559, "Y4": 0.21612, "page": 0, "Index": 33}, {"Word": "EST.", "Confidence": 0.983, "X1": 0.639, "Y1": 0.19709, "X2": 0.674, "Y2": 0.19689, "X3": 0.673, "Y3": 0.21742, "X4": 0.638, "Y4": 0.21353, "page": 0, "Index": 34}, {"Word": "INDEX", "Confidence": 0.997, "X1": 0.71, "Y1": 0.19709, "X2": 0.75, "Y2": 0.19689, "X3": 0.75, "Y3": 0.21483, "X4": 0.71, "Y4": 0.21483, "page": 0, "Index": 35}, {"Word": "INDEX", "Confidence": 0.638, "X1": 0.893, "Y1": 0.19321, "X2": 0.934, "Y2": 0.19301, "X3": 0.935, "Y3": 0.21353, "X4": 0.894, "Y4": 0.21612, "page": 0, "Index": 36}, {"Word": "EST.", "Confidence": 0.907, "X1": 0.805, "Y1": 0.19968, "X2": 0.841, "Y2": 0.19948, "X3": 0.84, "Y3": 0.21871, "X4": 0.805, "Y4": 0.21483, "page": 0, "Index": 37}, {"Word": "WINSTON", "Confidence": 0.747, "X1": 0.054, "Y1": 0.23725, "X2": 0.112, "Y2": 0.23705, "X3": 0.111, "Y3": 0.25757, "X4": 0.054, "Y4": 0.25757, "page": 0, "Index": 38}, {"Word": "4.8%", "Confidence": 0.955, "X1": 0.174, "Y1": 0.23725, "X2": 0.207, "Y2": 0.23705, "X3": 0.207, "Y3": 0.25757, "X4": 0.174, "Y4": 0.25757, "page": 0, "Index": 39}, {"Word": "13.1%", "Confidence": 0.762, "X1": 0.244, "Y1": 0.23725, "X2": 0.284, "Y2": 0.23705, "X3": 0.284, "Y3": 0.25757, "X4": 0.244, "Y4": 0.25757, "page": 0, "Index": 40}, {"Word": "56.0%", "Confidence": 0.883, "X1": 0.315, "Y1": 0.23725, "X2": 0.355, "Y2": 0.23705, "X3": 0.355, "Y3": 0.25628, "X4": 0.315, "Y4": 0.25628, "page": 0, "Index": 41}, {"Word": "2.0%", "Confidence": 0.809, "X1": 0.41, "Y1": 0.23854, "X2": 0.442, "Y2": 0.23834, "X3": 0.442, "Y3": 0.25757, "X4": 0.41, "Y4": 0.25757, "page": 0, "Index": 42}, {"Word": "6.92", "Confidence": 0.608, "X1": 0.488, "Y1": 0.23725, "X2": 0.52, "Y2": 0.23705, "X3": 0.521, "Y3": 0.25757, "X4": 0.488, "Y4": 0.25757, "page": 0, "Index": 43}, {"Word": "17.2%", "Confidence": 0.883, "X1": 0.552, "Y1": 0.23725, "X2": 0.591, "Y2": 0.23705, "X3": 0.591, "Y3": 0.25628, "X4": 0.552, "Y4": 0.25757, "page": 0, "Index": 44}, {"Word": "436", "Confidence": 0.998, "X1": 0.646, "Y1": 0.23854, "X2": 0.67, "Y2": 0.23834, "X3": 0.67, "Y3": 0.25757, "X4": 0.645, "Y4": 0.25887, "page": 0, "Index": 45}, {"Word": "13", "Confidence": 0.995, "X1": 0.725, "Y1": 0.23725, "X2": 0.742, "Y2": 0.23705, "X3": 0.742, "Y3": 0.25628, "X4": 0.725, "Y4": 0.25628, "page": 0, "Index": 46}, {"Word": "-.", "Confidence": 0.941, "X1": 0.789, "Y1": 0.23854, "X2": 0.81, "Y2": 0.23834, "X3": 0.81, "Y3": 0.25628, "X4": 0.789, "Y4": 0.25757, "page": 0, "Index": 47}, {"Word": "486", "Confidence": 0.998, "X1": 0.813, "Y1": 0.23854, "X2": 0.837, "Y2": 0.23834, "X3": 0.837, "Y3": 0.25628, "X4": 0.813, "Y4": 0.25628, "page": 0, "Index": 48}, {"Word": "12", "Confidence": 0.991, "X1": 0.909, "Y1": 0.23854, "X2": 0.926, "Y2": 0.23834, "X3": 0.926, "Y3": 0.25628, "X4": 0.91, "Y4": 0.25628, "page": 0, "Index": 49}, {"Word": "-.", "Confidence": 0.901, "X1": 0.622, "Y1": 0.23854, "X2": 0.643, "Y2": 0.23834, "X3": 0.642, "Y3": 0.25887, "X4": 0.622, "Y4": 0.25757, "page": 0, "Index": 50}, {"Word": "CAMEL", "Confidence": 0.955, "X1": 0.054, "Y1": 0.2774, "X2": 0.094, "Y2": 0.2772, "X3": 0.095, "Y3": 0.29773, "X4": 0.054, "Y4": 0.29773, "page": 0, "Index": 51}, {"Word": "15", "Confidence": 0.993, "X1": 0.727, "Y1": 0.27999, "X2": 0.744, "Y2": 0.27979, "X3": 0.744, "Y3": 0.29773, "X4": 0.727, "Y4": 0.29773, "page": 0, "Index": 52}, {"Word": "137", "Confidence": 0.824, "X1": 0.911, "Y1": 0.28129, "X2": 0.93, "Y2": 0.28109, "X3": 0.93, "Y3": 0.29773, "X4": 0.911, "Y4": 0.29773, "page": 0, "Index": 53}, {"Word": "9.9", "Confidence": 0.993, "X1": 0.174, "Y1": 0.27611, "X2": 0.199, "Y2": 0.27591, "X3": 0.2, "Y3": 0.30032, "X4": 0.174, "Y4": 0.30161, "page": 0, "Index": 54}, {"Word": "17", "Confidence": 0.995, "X1": 0.245, "Y1": 0.27999, "X2": 0.257, "Y2": 0.27979, "X3": 0.257, "Y3": 0.29902, "X4": 0.245, "Y4": 0.29902, "page": 0, "Index": 55}, {"Word": ".:.", "Confidence": 0.665, "X1": 0.26, "Y1": 0.27999, "X2": 0.278, "Y2": 0.27979, "X3": 0.278, "Y3": 0.29902, "X4": 0.26, "Y4": 0.29902, "page": 0, "Index": 56}, {"Word": "58.5", "Confidence": 0.991, "X1": 0.315, "Y1": 0.27999, "X2": 0.348, "Y2": 0.27979, "X3": 0.348, "Y3": 0.29902, "X4": 0.315, "Y4": 0.29902, "page": 0, "Index": 57}, {"Word": "2.6", "Confidence": 0.946, "X1": 0.409, "Y1": 0.2787, "X2": 0.434, "Y2": 0.2785, "X3": 0.434, "Y3": 0.29902, "X4": 0.41, "Y4": 0.29902, "page": 0, "Index": 58}, {"Word": "2.3", "Confidence": 0.994, "X1": 0.488, "Y1": 0.27999, "X2": 0.514, "Y2": 0.27979, "X3": 0.514, "Y3": 0.30032, "X4": 0.488, "Y4": 0.29902, "page": 0, "Index": 59}, {"Word": "9.5", "Confidence": 0.998, "X1": 0.559, "Y1": 0.27999, "X2": 0.584, "Y2": 0.27979, "X3": 0.584, "Y3": 0.30032, "X4": 0.559, "Y4": 0.30032, "page": 0, "Index": 60}, {"Word": "-", "Confidence": 1, "X1": 0.622, "Y1": 0.27999, "X2": 0.631, "Y2": 0.27979, "X3": 0.631, "Y3": 0.30032, "X4": 0.622, "Y4": 0.30032, "page": 0, "Index": 61}, {"Word": ".", "Confidence": 1, "X1": 0.637, "Y1": 0.28129, "X2": 0.642, "Y2": 0.28109, "X3": 0.642, "Y3": 0.30032, "X4": 0.637, "Y4": 0.30032, "page": 0, "Index": 62}, {"Word": "524", "Confidence": 0.751, "X1": 0.646, "Y1": 0.27999, "X2": 0.671, "Y2": 0.27979, "X3": 0.671, "Y3": 0.30032, "X4": 0.646, "Y4": 0.30032, "page": 0, "Index": 63}, {"Word": "-", "Confidence": 1, "X1": 0.789, "Y1": 0.27999, "X2": 0.797, "Y2": 0.27979, "X3": 0.797, "Y3": 0.29902, "X4": 0.789, "Y4": 0.29902, "page": 0, "Index": 64}, {"Word": ".", "Confidence": 1, "X1": 0.804, "Y1": 0.27999, "X2": 0.809, "Y2": 0.27979, "X3": 0.809, "Y3": 0.30032, "X4": 0.804, "Y4": 0.29902, "page": 0, "Index": 65}, {"Word": "548", "Confidence": 0.714, "X1": 0.812, "Y1": 0.28129, "X2": 0.837, "Y2": 0.28109, "X3": 0.837, "Y3": 0.30032, "X4": 0.812, "Y4": 0.30032, "page": 0, "Index": 66}, {"Word": "90", "Confidence": 0.994, "X1": 0.915, "Y1": 0.32144, "X2": 0.93, "Y2": 0.32124, "X3": 0.931, "Y3": 0.33788, "X4": 0.916, "Y4": 0.33918, "page": 0, "Index": 67}, {"Word": "SALEY", "Confidence": 0.639, "X1": 0.054, "Y1": 0.32144, "X2": 0.095, "Y2": 0.32124, "X3": 0.095, "Y3": 0.34047, "X4": 0.054, "Y4": 0.34047, "page": 0, "Index": 68}, {"Word": "5.0", "Confidence": 0.994, "X1": 0.173, "Y1": 0.32015, "X2": 0.197, "Y2": 0.31995, "X3": 0.197, "Y3": 0.34047, "X4": 0.173, "Y4": 0.34047, "page": 0, "Index": 69}, {"Word": "11.4", "Confidence": 0.854, "X1": 0.244, "Y1": 0.32015, "X2": 0.276, "Y2": 0.31995, "X3": 0.276, "Y3": 0.34177, "X4": 0.244, "Y4": 0.34177, "page": 0, "Index": 70}, {"Word": "32.5", "Confidence": 0.988, "X1": 0.314, "Y1": 0.32015, "X2": 0.346, "Y2": 0.31995, "X3": 0.346, "Y3": 0.34177, "X4": 0.314, "Y4": 0.34177, "page": 0, "Index": 71}, {"Word": "7.4", "Confidence": 0.994, "X1": 0.409, "Y1": 0.32015, "X2": 0.434, "Y2": 0.31995, "X3": 0.434, "Y3": 0.34047, "X4": 0.409, "Y4": 0.34047, "page": 0, "Index": 72}, {"Word": "13.2", "Confidence": 0.989, "X1": 0.48, "Y1": 0.32144, "X2": 0.513, "Y2": 0.32124, "X3": 0.512, "Y3": 0.34177, "X4": 0.48, "Y4": 0.34047, "page": 0, "Index": 73}, {"Word": "30.5", "Confidence": 0.984, "X1": 0.55, "Y1": 0.32144, "X2": 0.583, "Y2": 0.32124, "X3": 0.583, "Y3": 0.34177, "X4": 0.55, "Y4": 0.34177, "page": 0, "Index": 74}, {"Word": "-", "Confidence": 1, "X1": 0.621, "Y1": 0.32274, "X2": 0.629, "Y2": 0.32254, "X3": 0.629, "Y3": 0.34177, "X4": 0.621, "Y4": 0.34177, "page": 0, "Index": 75}, {"Word": ".", "Confidence": 1, "X1": 0.637, "Y1": 0.32274, "X2": 0.641, "Y2": 0.32254, "X3": 0.641, "Y3": 0.34177, "X4": 0.637, "Y4": 0.34177, "page": 0, "Index": 76}, {"Word": "284", "Confidence": 0.633, "X1": 0.644, "Y1": 0.32144, "X2": 0.67, "Y2": 0.32124, "X3": 0.67, "Y3": 0.34047, "X4": 0.644, "Y4": 0.34177, "page": 0, "Index": 77}, {"Word": "85", "Confidence": 0.998, "X1": 0.732, "Y1": 0.32144, "X2": 0.748, "Y2": 0.32124, "X3": 0.749, "Y3": 0.33918, "X4": 0.733, "Y4": 0.34047, "page": 0, "Index": 78}, {"Word": "-", "Confidence": 1, "X1": 0.788, "Y1": 0.32144, "X2": 0.797, "Y2": 0.32124, "X3": 0.797, "Y3": 0.34177, "X4": 0.788, "Y4": 0.34177, "page": 0, "Index": 79}, {"Word": ".", "Confidence": 1, "X1": 0.803, "Y1": 0.32274, "X2": 0.807, "Y2": 0.32254, "X3": 0.807, "Y3": 0.34177, "X4": 0.803, "Y4": 0.34177, "page": 0, "Index": 80}, {"Word": "360", "Confidence": 0.516, "X1": 0.81, "Y1": 0.32274, "X2": 0.836, "Y2": 0.32254, "X3": 0.836, "Y3": 0.34306, "X4": 0.81, "Y4": 0.34306, "page": 0, "Index": 81}, {"Word": "VANTAGE", "Confidence": 0.803, "X1": 0.053, "Y1": 0.3616, "X2": 0.111, "Y2": 0.3614, "X3": 0.11, "Y3": 0.37933, "X4": 0.053, "Y4": 0.37933, "page": 0, "Index": 82}, {"Word": "5.9", "Confidence": 0.771, "X1": 0.173, "Y1": 0.3603, "X2": 0.198, "Y2": 0.3601, "X3": 0.198, "Y3": 0.38063, "X4": 0.173, "Y4": 0.38063, "page": 0, "Index": 83}, {"Word": "13.4", "Confidence": 0.934, "X1": 0.244, "Y1": 0.3603, "X2": 0.276, "Y2": 0.3601, "X3": 0.276, "Y3": 0.37933, "X4": 0.244, "Y4": 0.38063, "page": 0, "Index": 84}, {"Word": "33.2", "Confidence": 0.983, "X1": 0.315, "Y1": 0.3616, "X2": 0.346, "Y2": 0.3614, "X3": 0.346, "Y3": 0.38063, "X4": 0.315, "Y4": 0.38063, "page": 0, "Index": 85}, {"Word": "4.9", "Confidence": 0.941, "X1": 0.408, "Y1": 0.3616, "X2": 0.434, "Y2": 0.3614, "X3": 0.434, "Y3": 0.38063, "X4": 0.407, "Y4": 0.37933, "page": 0, "Index": 86}, {"Word": "13.0", "Confidence": 0.985, "X1": 0.481, "Y1": 0.3616, "X2": 0.511, "Y2": 0.3614, "X3": 0.511, "Y3": 0.38063, "X4": 0.481, "Y4": 0.38063, "page": 0, "Index": 87}, {"Word": "29.6", "Confidence": 0.979, "X1": 0.55, "Y1": 0.3603, "X2": 0.582, "Y2": 0.3601, "X3": 0.582, "Y3": 0.37933, "X4": 0.551, "Y4": 0.38063, "page": 0, "Index": 88}, {"Word": "-", "Confidence": 1, "X1": 0.621, "Y1": 0.36419, "X2": 0.63, "Y2": 0.36399, "X3": 0.63, "Y3": 0.38322, "X4": 0.621, "Y4": 0.38322, "page": 0, "Index": 89}, {"Word": ".", "Confidence": 1, "X1": 0.637, "Y1": 0.36419, "X2": 0.642, "Y2": 0.36399, "X3": 0.642, "Y3": 0.38322, "X4": 0.637, "Y4": 0.38322, "page": 0, "Index": 90}, {"Word": "301", "Confidence": 0.408, "X1": 0.645, "Y1": 0.36289, "X2": 0.669, "Y2": 0.36269, "X3": 0.669, "Y3": 0.38322, "X4": 0.645, "Y4": 0.38322, "page": 0, "Index": 91}, {"Word": "90", "Confidence": 0.998, "X1": 0.733, "Y1": 0.36289, "X2": 0.748, "Y2": 0.36269, "X3": 0.748, "Y3": 0.38192, "X4": 0.733, "Y4": 0.38063, "page": 0, "Index": 92}, {"Word": ".", "Confidence": 0.943, "X1": 0.755, "Y1": 0.36289, "X2": 0.763, "Y2": 0.36269, "X3": 0.763, "Y3": 0.38192, "X4": 0.755, "Y4": 0.38192, "page": 0, "Index": 93}, {"Word": ".", "Confidence": 0.047, "X1": 0.774, "Y1": 0.3616, "X2": 0.782, "Y2": 0.3614, "X3": 0.782, "Y3": 0.37933, "X4": 0.774, "Y4": 0.37933, "page": 0, "Index": 94}, {"Word": "-.", "Confidence": 0.848, "X1": 0.787, "Y1": 0.36289, "X2": 0.809, "Y2": 0.36269, "X3": 0.809, "Y3": 0.38063, "X4": 0.787, "Y4": 0.37933, "page": 0, "Index": 95}, {"Word": "368", "Confidence": 0.997, "X1": 0.812, "Y1": 0.36419, "X2": 0.835, "Y2": 0.36399, "X3": 0.835, "Y3": 0.38192, "X4": 0.812, "Y4": 0.38192, "page": 0, "Index": 96}, {"Word": "92", "Confidence": 0.909, "X1": 0.915, "Y1": 0.36289, "X2": 0.931, "Y2": 0.36269, "X3": 0.931, "Y3": 0.37933, "X4": 0.915, "Y4": 0.37933, "page": 0, "Index": 97}, {"Word": "RJR", "Confidence": 0.889, "X1": 0.069, "Y1": 0.40175, "X2": 0.094, "Y2": 0.40155, "X3": 0.094, "Y3": 0.42208, "X4": 0.068, "Y4": 0.42078, "page": 0, "Index": 98}, {"Word": "(TOTAL)", "Confidence": 0.993, "X1": 0.102, "Y1": 0.40175, "X2": 0.159, "Y2": 0.40155, "X3": 0.159, "Y3": 0.42338, "X4": 0.102, "Y4": 0.42208, "page": 0, "Index": 99}, {"Word": "5.8", "Confidence": 0.998, "X1": 0.173, "Y1": 0.40175, "X2": 0.197, "Y2": 0.40155, "X3": 0.197, "Y3": 0.42338, "X4": 0.173, "Y4": 0.42338, "page": 0, "Index": 100}, {"Word": "13.9", "Confidence": 0.991, "X1": 0.243, "Y1": 0.40175, "X2": 0.276, "Y2": 0.40155, "X3": 0.276, "Y3": 0.42078, "X4": 0.243, "Y4": 0.42078, "page": 0, "Index": 101}, {"Word": "40.5", "Confidence": 0.929, "X1": 0.314, "Y1": 0.40175, "X2": 0.346, "Y2": 0.40155, "X3": 0.346, "Y3": 0.42078, "X4": 0.314, "Y4": 0.41949, "page": 0, "Index": 102}, {"Word": "4.4", "Confidence": 0.814, "X1": 0.408, "Y1": 0.39916, "X2": 0.437, "Y2": 0.39896, "X3": 0.437, "Y3": 0.42208, "X4": 0.408, "Y4": 0.42208, "page": 0, "Index": 103}, {"Word": "9.8", "Confidence": 0.991, "X1": 0.486, "Y1": 0.40175, "X2": 0.511, "Y2": 0.40155, "X3": 0.511, "Y3": 0.42078, "X4": 0.487, "Y4": 0.42078, "page": 0, "Index": 104}, {"Word": "25.5", "Confidence": 0.983, "X1": 0.55, "Y1": 0.40175, "X2": 0.582, "Y2": 0.40155, "X3": 0.582, "Y3": 0.42208, "X4": 0.55, "Y4": 0.42208, "page": 0, "Index": 105}, {"Word": "-.", "Confidence": 0.886, "X1": 0.62, "Y1": 0.40435, "X2": 0.641, "Y2": 0.40415, "X3": 0.641, "Y3": 0.42338, "X4": 0.62, "Y4": 0.42338, "page": 0, "Index": 106}, {"Word": "348", "Confidence": 0.998, "X1": 0.644, "Y1": 0.40305, "X2": 0.669, "Y2": 0.40285, "X3": 0.669, "Y3": 0.42208, "X4": 0.644, "Y4": 0.42338, "page": 0, "Index": 107}, {"Word": "104", "Confidence": 0.656, "X1": 0.725, "Y1": 0.40175, "X2": 0.746, "Y2": 0.40155, "X3": 0.746, "Y3": 0.41949, "X4": 0.725, "Y4": 0.41949, "page": 0, "Index": 108}, {"Word": "-", "Confidence": 1, "X1": 0.787, "Y1": 0.40305, "X2": 0.795, "Y2": 0.40285, "X3": 0.795, "Y3": 0.42208, "X4": 0.787, "Y4": 0.42208, "page": 0, "Index": 109}, {"Word": ".", "Confidence": 0.998, "X1": 0.802, "Y1": 0.40305, "X2": 0.807, "Y2": 0.40285, "X3": 0.807, "Y3": 0.42208, "X4": 0.802, "Y4": 0.42208, "page": 0, "Index": 110}, {"Word": "406", "Confidence": 0.454, "X1": 0.81, "Y1": 0.40305, "X2": 0.835, "Y2": 0.40285, "X3": 0.835, "Y3": 0.42338, "X4": 0.81, "Y4": 0.42208, "page": 0, "Index": 111}, {"Word": "101", "Confidence": 0.934, "X1": 0.908, "Y1": 0.40305, "X2": 0.929, "Y2": 0.40285, "X3": 0.929, "Y3": 0.41949, "X4": 0.908, "Y4": 0.41949, "page": 0, "Index": 112}, {"Word": "Marlboro", "Confidence": 0.601, "X1": 0.053, "Y1": 0.4445, "X2": 0.118, "Y2": 0.4443, "X3": 0.117, "Y3": 0.46353, "X4": 0.052, "Y4": 0.46224, "page": 0, "Index": 113}, {"Word": "20.3", "Confidence": 0.988, "X1": 0.165, "Y1": 0.44191, "X2": 0.197, "Y2": 0.44171, "X3": 0.197, "Y3": 0.46224, "X4": 0.165, "Y4": 0.46094, "page": 0, "Index": 114}, {"Word": "25.3", "Confidence": 0.991, "X1": 0.244, "Y1": 0.44321, "X2": 0.276, "Y2": 0.44301, "X3": 0.276, "Y3": 0.46224, "X4": 0.244, "Y4": 0.46224, "page": 0, "Index": 115}, {"Word": "23.0", "Confidence": 0.988, "X1": 0.314, "Y1": 0.44191, "X2": 0.345, "Y2": 0.44171, "X3": 0.346, "Y3": 0.46224, "X4": 0.314, "Y4": 0.46224, "page": 0, "Index": 116}, {"Word": "12.4", "Confidence": 0.991, "X1": 0.401, "Y1": 0.44191, "X2": 0.433, "Y2": 0.44171, "X3": 0.433, "Y3": 0.46094, "X4": 0.401, "Y4": 0.46224, "page": 0, "Index": 117}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.487, "Y1": 0.44321, "X2": 0.512, "Y2": 0.44301, "X3": 0.512, "Y3": 0.46353, "X4": 0.487, "Y4": 0.46353, "page": 0, "Index": 118}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.556, "Y1": 0.44321, "X2": 0.582, "Y2": 0.44301, "X3": 0.583, "Y3": 0.46353, "X4": 0.557, "Y4": 0.46483, "page": 0, "Index": 119}, {"Word": "-.", "Confidence": 0.913, "X1": 0.62, "Y1": 0.4445, "X2": 0.641, "Y2": 0.4443, "X3": 0.641, "Y3": 0.46483, "X4": 0.62, "Y4": 0.46483, "page": 0, "Index": 120}, {"Word": "436", "Confidence": 0.657, "X1": 0.644, "Y1": 0.44321, "X2": 0.67, "Y2": 0.44301, "X3": 0.669, "Y3": 0.46353, "X4": 0.644, "Y4": 0.46483, "page": 0, "Index": 121}, {"Word": "131", "Confidence": 0.695, "X1": 0.723, "Y1": 0.44321, "X2": 0.745, "Y2": 0.44301, "X3": 0.746, "Y3": 0.46224, "X4": 0.724, "Y4": 0.46353, "page": 0, "Index": 122}, {"Word": "-.", "Confidence": 0.905, "X1": 0.788, "Y1": 0.4458, "X2": 0.808, "Y2": 0.4456, "X3": 0.807, "Y3": 0.46483, "X4": 0.787, "Y4": 0.46483, "page": 0, "Index": 123}, {"Word": "491", "Confidence": 0.998, "X1": 0.811, "Y1": 0.4458, "X2": 0.836, "Y2": 0.4456, "X3": 0.835, "Y3": 0.46483, "X4": 0.81, "Y4": 0.46483, "page": 0, "Index": 124}, {"Word": "122", "Confidence": 0.806, "X1": 0.908, "Y1": 0.4458, "X2": 0.93, "Y2": 0.4456, "X3": 0.93, "Y3": 0.46353, "X4": 0.908, "Y4": 0.46483, "page": 0, "Index": 125}, {"Word": "Ya.", "Confidence": 0.634, "X1": 0.054, "Y1": 0.48725, "X2": 0.078, "Y2": 0.48705, "X3": 0.078, "Y3": 0.50498, "X4": 0.054, "Y4": 0.50498, "page": 0, "Index": 126}, {"Word": "Slims", "Confidence": 0.63, "X1": 0.085, "Y1": 0.48725, "X2": 0.126, "Y2": 0.48705, "X3": 0.126, "Y3": 0.50498, "X4": 0.085, "Y4": 0.50498, "page": 0, "Index": 127}, {"Word": ".2", "Confidence": 0.998, "X1": 0.181, "Y1": 0.48725, "X2": 0.198, "Y2": 0.48705, "X3": 0.198, "Y3": 0.50628, "X4": 0.181, "Y4": 0.50628, "page": 0, "Index": 128}, {"Word": ".8", "Confidence": 0.997, "X1": 0.259, "Y1": 0.48595, "X2": 0.274, "Y2": 0.48575, "X3": 0.274, "Y3": 0.50498, "X4": 0.259, "Y4": 0.50498, "page": 0, "Index": 129}, {"Word": "3.3", "Confidence": 0.991, "X1": 0.32, "Y1": 0.48466, "X2": 0.346, "Y2": 0.48446, "X3": 0.346, "Y3": 0.50369, "X4": 0.321, "Y4": 0.50369, "page": 0, "Index": 130}, {"Word": "30.3", "Confidence": 0.994, "X1": 0.401, "Y1": 0.48595, "X2": 0.433, "Y2": 0.48575, "X3": 0.433, "Y3": 0.50498, "X4": 0.401, "Y4": 0.50628, "page": 0, "Index": 131}, {"Word": "26.7", "Confidence": 0.985, "X1": 0.478, "Y1": 0.48466, "X2": 0.511, "Y2": 0.48446, "X3": 0.511, "Y3": 0.50498, "X4": 0.478, "Y4": 0.50498, "page": 0, "Index": 132}, {"Word": "38.7", "Confidence": 0.982, "X1": 0.55, "Y1": 0.48595, "X2": 0.581, "Y2": 0.48575, "X3": 0.581, "Y3": 0.50628, "X4": 0.55, "Y4": 0.50628, "page": 0, "Index": 133}, {"Word": "-.", "Confidence": 0.9, "X1": 0.62, "Y1": 0.48725, "X2": 0.639, "Y2": 0.48705, "X3": 0.639, "Y3": 0.50757, "X4": 0.62, "Y4": 0.50757, "page": 0, "Index": 134}, {"Word": "025", "Confidence": 0.998, "X1": 0.643, "Y1": 0.48725, "X2": 0.668, "Y2": 0.48705, "X3": 0.668, "Y3": 0.50757, "X4": 0.642, "Y4": 0.50757, "page": 0, "Index": 135}, {"Word": "7", "Confidence": 0.933, "X1": 0.739, "Y1": 0.48595, "X2": 0.748, "Y2": 0.48575, "X3": 0.748, "Y3": 0.50628, "X4": 0.738, "Y4": 0.50498, "page": 0, "Index": 136}, {"Word": "-.", "Confidence": 0.888, "X1": 0.787, "Y1": 0.48854, "X2": 0.808, "Y2": 0.48834, "X3": 0.808, "Y3": 0.50757, "X4": 0.787, "Y4": 0.50628, "page": 0, "Index": 137}, {"Word": "186", "Confidence": 0.998, "X1": 0.811, "Y1": 0.48725, "X2": 0.835, "Y2": 0.48705, "X3": 0.835, "Y3": 0.50628, "X4": 0.81, "Y4": 0.50757, "page": 0, "Index": 138}, {"Word": "46", "Confidence": 0.992, "X1": 0.913, "Y1": 0.48725, "X2": 0.93, "Y2": 0.48705, "X3": 0.93, "Y3": 0.50628, "X4": 0.913, "Y4": 0.50628, "page": 0, "Index": 139}, {"Word": "Merit", "Confidence": 0.614, "X1": 0.053, "Y1": 0.5274, "X2": 0.094, "Y2": 0.5272, "X3": 0.094, "Y3": 0.54643, "X4": 0.053, "Y4": 0.54643, "page": 0, "Index": 140}, {"Word": "8.3", "Confidence": 0.793, "X1": 0.172, "Y1": 0.52611, "X2": 0.198, "Y2": 0.52591, "X3": 0.198, "Y3": 0.54643, "X4": 0.172, "Y4": 0.54643, "page": 0, "Index": 141}, {"Word": "16.0", "Confidence": 0.987, "X1": 0.243, "Y1": 0.5274, "X2": 0.274, "Y2": 0.5272, "X3": 0.274, "Y3": 0.54643, "X4": 0.243, "Y4": 0.54643, "page": 0, "Index": 142}, {"Word": "29.2", "Confidence": 0.991, "X1": 0.314, "Y1": 0.5274, "X2": 0.346, "Y2": 0.5272, "X3": 0.346, "Y3": 0.54643, "X4": 0.313, "Y4": 0.54514, "page": 0, "Index": 143}, {"Word": "8.3", "Confidence": 0.994, "X1": 0.408, "Y1": 0.5287, "X2": 0.434, "Y2": 0.5285, "X3": 0.434, "Y3": 0.54773, "X4": 0.408, "Y4": 0.54773, "page": 0, "Index": 144}, {"Word": "14.7", "Confidence": 0.981, "X1": 0.479, "Y1": 0.5274, "X2": 0.512, "Y2": 0.5272, "X3": 0.512, "Y3": 0.54643, "X4": 0.479, "Y4": 0.54643, "page": 0, "Index": 145}, {"Word": "23.5", "Confidence": 0.982, "X1": 0.548, "Y1": 0.5274, "X2": 0.581, "Y2": 0.5272, "X3": 0.582, "Y3": 0.54773, "X4": 0.549, "Y4": 0.54902, "page": 0, "Index": 146}, {"Word": "92", "Confidence": 0.998, "X1": 0.731, "Y1": 0.52999, "X2": 0.747, "Y2": 0.52979, "X3": 0.748, "Y3": 0.54773, "X4": 0.732, "Y4": 0.54902, "page": 0, "Index": 147}, {"Word": "-.", "Confidence": 0.9, "X1": 0.62, "Y1": 0.52999, "X2": 0.64, "Y2": 0.52979, "X3": 0.64, "Y3": 0.55032, "X4": 0.619, "Y4": 0.55032, "page": 0, "Index": 148}, {"Word": "308", "Confidence": 0.998, "X1": 0.644, "Y1": 0.5287, "X2": 0.668, "Y2": 0.5285, "X3": 0.668, "Y3": 0.55032, "X4": 0.643, "Y4": 0.55032, "page": 0, "Index": 149}, {"Word": "-", "Confidence": 1, "X1": 0.786, "Y1": 0.53129, "X2": 0.797, "Y2": 0.53109, "X3": 0.796, "Y3": 0.55161, "X4": 0.786, "Y4": 0.55032, "page": 0, "Index": 150}, {"Word": ".", "Confidence": 1, "X1": 0.801, "Y1": 0.53129, "X2": 0.808, "Y2": 0.53109, "X3": 0.808, "Y3": 0.55161, "X4": 0.801, "Y4": 0.55161, "page": 0, "Index": 151}, {"Word": "375", "Confidence": 0.683, "X1": 0.811, "Y1": 0.52999, "X2": 0.836, "Y2": 0.52979, "X3": 0.836, "Y3": 0.55161, "X4": 0.811, "Y4": 0.55161, "page": 0, "Index": 152}, {"Word": "94", "Confidence": 0.98, "X1": 0.915, "Y1": 0.52999, "X2": 0.929, "Y2": 0.52979, "X3": 0.929, "Y3": 0.54902, "X4": 0.915, "Y4": 0.54902, "page": 0, "Index": 153}, {"Word": "BS", "Confidence": 0.79, "X1": 0.055, "Y1": 0.57015, "X2": 0.068, "Y2": 0.56995, "X3": 0.067, "Y3": 0.58659, "X4": 0.054, "Y4": 0.58529, "page": 0, "Index": 154}, {"Word": "!!", "Confidence": 0.699, "X1": 0.07, "Y1": 0.57015, "X2": 0.081, "Y2": 0.56995, "X3": 0.08, "Y3": 0.58659, "X4": 0.07, "Y4": 0.58659, "page": 0, "Index": 155}, {"Word": "4.9", "Confidence": 0.998, "X1": 0.174, "Y1": 0.56626, "X2": 0.198, "Y2": 0.56606, "X3": 0.198, "Y3": 0.58788, "X4": 0.174, "Y4": 0.58788, "page": 0, "Index": 156}, {"Word": "9.1", "Confidence": 0.994, "X1": 0.25, "Y1": 0.56885, "X2": 0.275, "Y2": 0.56865, "X3": 0.276, "Y3": 0.58788, "X4": 0.251, "Y4": 0.58918, "page": 0, "Index": 157}, {"Word": "25.9", "Confidence": 0.979, "X1": 0.314, "Y1": 0.56885, "X2": 0.346, "Y2": 0.56865, "X3": 0.346, "Y3": 0.58788, "X4": 0.314, "Y4": 0.58788, "page": 0, "Index": 158}, {"Word": "8.8", "Confidence": 0.998, "X1": 0.408, "Y1": 0.56885, "X2": 0.432, "Y2": 0.56865, "X3": 0.432, "Y3": 0.58788, "X4": 0.408, "Y4": 0.58788, "page": 0, "Index": 159}, {"Word": "15.8", "Confidence": 0.994, "X1": 0.478, "Y1": 0.57015, "X2": 0.51, "Y2": 0.56995, "X3": 0.511, "Y3": 0.59047, "X4": 0.478, "Y4": 0.59047, "page": 0, "Index": 160}, {"Word": "35.5", "Confidence": 0.979, "X1": 0.549, "Y1": 0.57015, "X2": 0.581, "Y2": 0.56995, "X3": 0.581, "Y3": 0.59047, "X4": 0.549, "Y4": 0.59047, "page": 0, "Index": 161}, {"Word": "-", "Confidence": 1, "X1": 0.619, "Y1": 0.57274, "X2": 0.628, "Y2": 0.57254, "X3": 0.628, "Y3": 0.59177, "X4": 0.619, "Y4": 0.59177, "page": 0, "Index": 162}, {"Word": ".", "Confidence": 1, "X1": 0.635, "Y1": 0.57144, "X2": 0.64, "Y2": 0.57124, "X3": 0.64, "Y3": 0.59306, "X4": 0.635, "Y4": 0.59177, "page": 0, "Index": 163}, {"Word": "239", "Confidence": 0.254, "X1": 0.643, "Y1": 0.57144, "X2": 0.668, "Y2": 0.57124, "X3": 0.668, "Y3": 0.59306, "X4": 0.643, "Y4": 0.59306, "page": 0, "Index": 164}, {"Word": "72", "Confidence": 0.998, "X1": 0.732, "Y1": 0.57015, "X2": 0.748, "Y2": 0.56995, "X3": 0.748, "Y3": 0.58918, "X4": 0.731, "Y4": 0.58918, "page": 0, "Index": 165}, {"Word": "-", "Confidence": 1, "X1": 0.787, "Y1": 0.57144, "X2": 0.795, "Y2": 0.57124, "X3": 0.796, "Y3": 0.59177, "X4": 0.787, "Y4": 0.59177, "page": 0, "Index": 166}, {"Word": ".", "Confidence": 1, "X1": 0.801, "Y1": 0.57274, "X2": 0.806, "Y2": 0.57254, "X3": 0.806, "Y3": 0.59177, "X4": 0.801, "Y4": 0.59177, "page": 0, "Index": 167}, {"Word": "328", "Confidence": 0.312, "X1": 0.809, "Y1": 0.57274, "X2": 0.834, "Y2": 0.57254, "X3": 0.834, "Y3": 0.59177, "X4": 0.809, "Y4": 0.59177, "page": 0, "Index": 168}, {"Word": "82", "Confidence": 0.998, "X1": 0.912, "Y1": 0.57274, "X2": 0.928, "Y2": 0.57254, "X3": 0.929, "Y3": 0.58918, "X4": 0.913, "Y4": 0.59047, "page": 0, "Index": 169}, {"Word": "PM", "Confidence": 0.851, "X1": 0.071, "Y1": 0.6103, "X2": 0.087, "Y2": 0.6101, "X3": 0.087, "Y3": 0.63192, "X4": 0.07, "Y4": 0.63063, "page": 0, "Index": 170}, {"Word": "(TOTAL)", "Confidence": 0.939, "X1": 0.093, "Y1": 0.6116, "X2": 0.151, "Y2": 0.6114, "X3": 0.151, "Y3": 0.63322, "X4": 0.092, "Y4": 0.63192, "page": 0, "Index": 171}, {"Word": "13.2", "Confidence": 0.987, "X1": 0.163, "Y1": 0.6116, "X2": 0.197, "Y2": 0.6114, "X3": 0.197, "Y3": 0.63322, "X4": 0.163, "Y4": 0.63322, "page": 0, "Index": 172}, {"Word": "17.9", "Confidence": 0.981, "X1": 0.243, "Y1": 0.6116, "X2": 0.274, "Y2": 0.6114, "X3": 0.274, "Y3": 0.63192, "X4": 0.243, "Y4": 0.63192, "page": 0, "Index": 173}, {"Word": "23.5", "Confidence": 0.991, "X1": 0.314, "Y1": 0.6116, "X2": 0.347, "Y2": 0.6114, "X3": 0.347, "Y3": 0.63192, "X4": 0.314, "Y4": 0.63192, "page": 0, "Index": 174}, {"Word": "12.1", "Confidence": 0.979, "X1": 0.4, "Y1": 0.61289, "X2": 0.432, "Y2": 0.61269, "X3": 0.432, "Y3": 0.63322, "X4": 0.4, "Y4": 0.63322, "page": 0, "Index": 175}, {"Word": "12.8", "Confidence": 0.988, "X1": 0.479, "Y1": 0.61289, "X2": 0.51, "Y2": 0.61269, "X3": 0.511, "Y3": 0.63322, "X4": 0.479, "Y4": 0.63322, "page": 0, "Index": 176}, {"Word": "20.5", "Confidence": 0.994, "X1": 0.549, "Y1": 0.6116, "X2": 0.583, "Y2": 0.6114, "X3": 0.583, "Y3": 0.63192, "X4": 0.549, "Y4": 0.63322, "page": 0, "Index": 177}, {"Word": "-", "Confidence": 1, "X1": 0.619, "Y1": 0.61419, "X2": 0.628, "Y2": 0.61399, "X3": 0.628, "Y3": 0.63452, "X4": 0.619, "Y4": 0.63452, "page": 0, "Index": 178}, {"Word": ".", "Confidence": 1, "X1": 0.635, "Y1": 0.61419, "X2": 0.64, "Y2": 0.61399, "X3": 0.641, "Y3": 0.63452, "X4": 0.636, "Y4": 0.63452, "page": 0, "Index": 179}, {"Word": "340", "Confidence": 0.512, "X1": 0.643, "Y1": 0.61419, "X2": 0.668, "Y2": 0.61399, "X3": 0.668, "Y3": 0.63452, "X4": 0.644, "Y4": 0.63452, "page": 0, "Index": 180}, {"Word": "102", "Confidence": 0.998, "X1": 0.724, "Y1": 0.61419, "X2": 0.746, "Y2": 0.61399, "X3": 0.746, "Y3": 0.63322, "X4": 0.724, "Y4": 0.63322, "page": 0, "Index": 181}, {"Word": "-.", "Confidence": 0.904, "X1": 0.786, "Y1": 0.61548, "X2": 0.807, "Y2": 0.61528, "X3": 0.807, "Y3": 0.63581, "X4": 0.786, "Y4": 0.63581, "page": 0, "Index": 182}, {"Word": "413", "Confidence": 0.997, "X1": 0.81, "Y1": 0.61419, "X2": 0.836, "Y2": 0.61399, "X3": 0.835, "Y3": 0.63581, "X4": 0.81, "Y4": 0.63581, "page": 0, "Index": 183}, {"Word": "10", "Confidence": 0.824, "X1": 0.906, "Y1": 0.61548, "X2": 0.922, "Y2": 0.61528, "X3": 0.922, "Y3": 0.63452, "X4": 0.906, "Y4": 0.63452, "page": 0, "Index": 184}, {"Word": "Newport", "Confidence": 0.848, "X1": 0.055, "Y1": 0.65564, "X2": 0.109, "Y2": 0.65544, "X3": 0.108, "Y3": 0.67467, "X4": 0.054, "Y4": 0.67338, "page": 0, "Index": 185}, {"Word": "22.0", "Confidence": 0.981, "X1": 0.166, "Y1": 0.65435, "X2": 0.196, "Y2": 0.65415, "X3": 0.196, "Y3": 0.67467, "X4": 0.165, "Y4": 0.67338, "page": 0, "Index": 186}, {"Word": "19.3", "Confidence": 0.996, "X1": 0.242, "Y1": 0.65435, "X2": 0.274, "Y2": 0.65415, "X3": 0.274, "Y3": 0.67467, "X4": 0.242, "Y4": 0.67467, "page": 0, "Index": 187}, {"Word": "7.1", "Confidence": 0.777, "X1": 0.32, "Y1": 0.65305, "X2": 0.344, "Y2": 0.65285, "X3": 0.345, "Y3": 0.67338, "X4": 0.32, "Y4": 0.67338, "page": 0, "Index": 188}, {"Word": "27.9", "Confidence": 0.991, "X1": 0.4, "Y1": 0.65435, "X2": 0.431, "Y2": 0.65415, "X3": 0.431, "Y3": 0.67467, "X4": 0.4, "Y4": 0.67467, "page": 0, "Index": 189}, {"Word": "13.3", "Confidence": 0.988, "X1": 0.478, "Y1": 0.65435, "X2": 0.51, "Y2": 0.65415, "X3": 0.51, "Y3": 0.67467, "X4": 0.478, "Y4": 0.67467, "page": 0, "Index": 190}, {"Word": "10.4", "Confidence": 0.982, "X1": 0.549, "Y1": 0.65435, "X2": 0.581, "Y2": 0.65415, "X3": 0.581, "Y3": 0.67467, "X4": 0.549, "Y4": 0.67467, "page": 0, "Index": 191}, {"Word": "-", "Confidence": 0.985, "X1": 0.618, "Y1": 0.65694, "X2": 0.628, "Y2": 0.65674, "X3": 0.628, "Y3": 0.67597, "X4": 0.618, "Y4": 0.67597, "page": 0, "Index": 192}, {"Word": ".", "Confidence": 1, "X1": 0.634, "Y1": 0.65694, "X2": 0.642, "Y2": 0.65674, "X3": 0.642, "Y3": 0.67726, "X4": 0.634, "Y4": 0.67597, "page": 0, "Index": 193}, {"Word": "355", "Confidence": 0.353, "X1": 0.645, "Y1": 0.65564, "X2": 0.667, "Y2": 0.65544, "X3": 0.667, "Y3": 0.67597, "X4": 0.645, "Y4": 0.67726, "page": 0, "Index": 194}, {"Word": "106", "Confidence": 0.992, "X1": 0.724, "Y1": 0.65694, "X2": 0.747, "Y2": 0.65674, "X3": 0.747, "Y3": 0.67338, "X4": 0.724, "Y4": 0.67338, "page": 0, "Index": 195}, {"Word": "-", "Confidence": 1, "X1": 0.785, "Y1": 0.65694, "X2": 0.794, "Y2": 0.65674, "X3": 0.794, "Y3": 0.67597, "X4": 0.785, "Y4": 0.67597, "page": 0, "Index": 196}, {"Word": ".", "Confidence": 1, "X1": 0.801, "Y1": 0.65694, "X2": 0.805, "Y2": 0.65674, "X3": 0.805, "Y3": 0.67597, "X4": 0.801, "Y4": 0.67597, "page": 0, "Index": 197}, {"Word": "460", "Confidence": 0.599, "X1": 0.808, "Y1": 0.65694, "X2": 0.833, "Y2": 0.65674, "X3": 0.833, "Y3": 0.67597, "X4": 0.808, "Y4": 0.67597, "page": 0, "Index": 198}, {"Word": "TCTAL", "Confidence": 0.96, "X1": 0.069, "Y1": 0.6945, "X2": 0.109, "Y2": 0.6943, "X3": 0.109, "Y3": 0.71353, "X4": 0.069, "Y4": 0.71224, "page": 0, "Index": 199}, {"Word": "1MEUSTRY", "Confidence": 0.328, "X1": 0.071, "Y1": 0.71393, "X2": 0.132, "Y2": 0.71373, "X3": 0.133, "Y3": 0.73426, "X4": 0.071, "Y4": 0.73167, "page": 0, "Index": 200}, {"Word": "7.7", "Confidence": 0.868, "X1": 0.172, "Y1": 0.71393, "X2": 0.196, "Y2": 0.71373, "X3": 0.195, "Y3": 0.73296, "X4": 0.171, "Y4": 0.73167, "page": 0, "Index": 201}, {"Word": "14.5", "Confidence": 0.97, "X1": 0.242, "Y1": 0.71393, "X2": 0.274, "Y2": 0.71373, "X3": 0.274, "Y3": 0.73555, "X4": 0.242, "Y4": 0.73426, "page": 0, "Index": 202}, {"Word": "34.4", "Confidence": 0.955, "X1": 0.312, "Y1": 0.71393, "X2": 0.346, "Y2": 0.71373, "X3": 0.346, "Y3": 0.73426, "X4": 0.312, "Y4": 0.73296, "page": 0, "Index": 203}, {"Word": "6.8", "Confidence": 0.965, "X1": 0.407, "Y1": 0.71523, "X2": 0.43, "Y2": 0.71503, "X3": 0.43, "Y3": 0.73426, "X4": 0.407, "Y4": 0.73426, "page": 0, "Index": 204}, {"Word": "10.7", "Confidence": 0.937, "X1": 0.477, "Y1": 0.71523, "X2": 0.51, "Y2": 0.71503, "X3": 0.51, "Y3": 0.73555, "X4": 0.477, "Y4": 0.73555, "page": 0, "Index": 205}, {"Word": "25.9", "Confidence": 0.983, "X1": 0.548, "Y1": 0.71652, "X2": 0.58, "Y2": 0.71632, "X3": 0.581, "Y3": 0.73685, "X4": 0.548, "Y4": 0.73685, "page": 0, "Index": 206}, {"Word": "334", "Confidence": 0.998, "X1": 0.643, "Y1": 0.71911, "X2": 0.667, "Y2": 0.71891, "X3": 0.668, "Y3": 0.73685, "X4": 0.644, "Y4": 0.73814, "page": 0, "Index": 207}, {"Word": "100", "Confidence": 0.995, "X1": 0.723, "Y1": 0.71911, "X2": 0.745, "Y2": 0.71891, "X3": 0.745, "Y3": 0.73685, "X4": 0.723, "Y4": 0.73685, "page": 0, "Index": 208}, {"Word": "100", "Confidence": 0.767, "X1": 0.905, "Y1": 0.72041, "X2": 0.926, "Y2": 0.72021, "X3": 0.925, "Y3": 0.73685, "X4": 0.905, "Y4": 0.73555, "page": 0, "Index": 209}, {"Word": "-.", "Confidence": 0.897, "X1": 0.618, "Y1": 0.71911, "X2": 0.64, "Y2": 0.71891, "X3": 0.641, "Y3": 0.73814, "X4": 0.618, "Y4": 0.73685, "page": 0, "Index": 210}, {"Word": "-", "Confidence": 1, "X1": 0.784, "Y1": 0.72041, "X2": 0.796, "Y2": 0.72021, "X3": 0.796, "Y3": 0.73814, "X4": 0.785, "Y4": 0.73814, "page": 0, "Index": 211}, {"Word": ".", "Confidence": 0.997, "X1": 0.8, "Y1": 0.72041, "X2": 0.806, "Y2": 0.72021, "X3": 0.806, "Y3": 0.73814, "X4": 0.8, "Y4": 0.73814, "page": 0, "Index": 212}, {"Word": "401", "Confidence": 0.597, "X1": 0.809, "Y1": 0.72041, "X2": 0.834, "Y2": 0.72021, "X3": 0.833, "Y3": 0.73944, "X4": 0.809, "Y4": 0.73814, "page": 0, "Index": 213}, {"Word": "Ela.", "Confidence": 0.648, "X1": 0.052, "Y1": 0.77611, "X2": 0.081, "Y2": 0.77591, "X3": 0.08, "Y3": 0.79773, "X4": 0.051, "Y4": 0.79773, "page": 0, "Index": 214}, {"Word": "ticity", "Confidence": 0.666, "X1": 0.084, "Y1": 0.7774, "X2": 0.133, "Y2": 0.7772, "X3": 0.133, "Y3": 0.79773, "X4": 0.083, "Y4": 0.79773, "page": 0, "Index": 215}, {"Word": "-1.401", "Confidence": 0.847, "X1": 0.147, "Y1": 0.77611, "X2": 0.196, "Y2": 0.77591, "X3": 0.196, "Y3": 0.79643, "X4": 0.147, "Y4": 0.79773, "page": 0, "Index": 216}, {"Word": ".", "Confidence": 1, "X1": 0.312, "Y1": 0.7774, "X2": 0.315, "Y2": 0.7772, "X3": 0.315, "Y3": 0.79773, "X4": 0.312, "Y4": 0.79773, "page": 0, "Index": 217}, {"Word": "658", "Confidence": 0.486, "X1": 0.318, "Y1": 0.7774, "X2": 0.343, "Y2": 0.7772, "X3": 0.343, "Y3": 0.79773, "X4": 0.318, "Y4": 0.79773, "page": 0, "Index": 218}, {"Word": "-", "Confidence": 1, "X1": 0.383, "Y1": 0.7787, "X2": 0.392, "Y2": 0.7785, "X3": 0.392, "Y3": 0.79773, "X4": 0.383, "Y4": 0.79773, "page": 0, "Index": 219}, {"Word": ".", "Confidence": 1, "X1": 0.399, "Y1": 0.7787, "X2": 0.404, "Y2": 0.7785, "X3": 0.404, "Y3": 0.79773, "X4": 0.399, "Y4": 0.79773, "page": 0, "Index": 220}, {"Word": "None", "Confidence": 0.517, "X1": 0.476, "Y1": 0.7787, "X2": 0.51, "Y2": 0.7785, "X3": 0.51, "Y3": 0.79773, "X4": 0.476, "Y4": 0.79902, "page": 0, "Index": 221}, {"Word": "-", "Confidence": 1, "X1": 0.53, "Y1": 0.7787, "X2": 0.541, "Y2": 0.7785, "X3": 0.542, "Y3": 0.79773, "X4": 0.53, "Y4": 0.79773, "page": 0, "Index": 222}, {"Word": ".", "Confidence": 1, "X1": 0.546, "Y1": 0.7787, "X2": 0.553, "Y2": 0.7785, "X3": 0.553, "Y3": 0.79773, "X4": 0.546, "Y4": 0.79773, "page": 0, "Index": 223}, {"Word": "174", "Confidence": 0.262, "X1": 0.556, "Y1": 0.7787, "X2": 0.581, "Y2": 0.7785, "X3": 0.581, "Y3": 0.79643, "X4": 0.556, "Y4": 0.79773, "page": 0, "Index": 224}, {"Word": "E", "Confidence": 1, "X1": 0.587, "Y1": 0.7787, "X2": 0.597, "Y2": 0.7785, "X3": 0.597, "Y3": 0.79643, "X4": 0.588, "Y4": 0.79643, "page": 0, "Index": 225}, {"Word": "Hone", "Confidence": 0.805, "X1": 0.242, "Y1": 0.7774, "X2": 0.274, "Y2": 0.7772, "X3": 0.273, "Y3": 0.79902, "X4": 0.241, "Y4": 0.79773, "page": 0, "Index": 226}, {"Word": "-", "Confidence": 1, "X1": 0.296, "Y1": 0.7774, "X2": 0.305, "Y2": 0.7772, "X3": 0.305, "Y3": 0.79902, "X4": 0.296, "Y4": 0.79902, "page": 0, "Index": 227}, {"Word": "311", "Confidence": 0.795, "X1": 0.406, "Y1": 0.7787, "X2": 0.432, "Y2": 0.7785, "X3": 0.432, "Y3": 0.79902, "X4": 0.407, "Y4": 0.79773, "page": 0, "Index": 228}, {"Word": "E", "Confidence": 0.964, "X1": 0.438, "Y1": 0.7787, "X2": 0.448, "Y2": 0.7785, "X3": 0.448, "Y3": 0.79902, "X4": 0.438, "Y4": 0.79902, "page": 0, "Index": 229}, {"Word": "LE20", "Confidence": 0.302, "X1": 0.043, "Y1": 0.86419, "X2": 0.081, "Y2": 0.86399, "X3": 0.08, "Y3": 0.88711, "X4": 0.042, "Y4": 0.8884, "page": 0, "Index": 230}, {"Word": "10EOS", "Confidence": 0.517, "X1": 0.088, "Y1": 0.86419, "X2": 0.135, "Y2": 0.86399, "X3": 0.135, "Y3": 0.88711, "X4": 0.087, "Y4": 0.88711, "page": 0, "Index": 231}, {"Word": "DSB", "Confidence": 0.433, "X1": 0.052, "Y1": 0.92378, "X2": 0.078, "Y2": 0.92358, "X3": 0.078, "Y3": 0.94799, "X4": 0.051, "Y4": 0.94928, "page": 0, "Index": 232}, {"Word": "ch", "Confidence": 0.651, "X1": 0.085, "Y1": 0.92378, "X2": 0.102, "Y2": 0.92358, "X3": 0.101, "Y3": 0.94799, "X4": 0.084, "Y4": 0.94799, "page": 0, "Index": 233}, {"Word": "-", "Confidence": 0.995, "X1": 0.108, "Y1": 0.92378, "X2": 0.119, "Y2": 0.92358, "X3": 0.118, "Y3": 0.94669, "X4": 0.107, "Y4": 0.94799, "page": 0, "Index": 234}, {"Word": "9/27/82", "Confidence": 0.995, "X1": 0.123, "Y1": 0.92118, "X2": 0.182, "Y2": 0.92098, "X3": 0.182, "Y3": 0.9454, "X4": 0.122, "Y4": 0.94669, "page": 0, "Index": 235}]}
|
"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"
|
ffkx0096
| 0 |
{"lines_data": [{"Word": "CONFIDENTIAL", "Confidence": 0.918, "X1": 0.35142, "Y1": 0.0452, "X2": 0.59044, "Y2": 0.045, "X3": 0.59044, "Y3": 0.0628, "X4": 0.35142, "Y4": 0.0638, "page": 0}, {"Word": "October 6, 1982", "Confidence": 0.96733, "X1": 0.39147, "Y1": 0.0912, "X2": 0.54651, "Y2": 0.091, "X3": 0.5478, "Y3": 0.1068, "X4": 0.39147, "Y4": 0.1088, "page": 0}, {"Word": "TO:", "Confidence": 0.942, "X1": 0.06718, "Y1": 0.1562, "X2": 0.11628, "Y2": 0.156, "X3": 0.11628, "Y3": 0.1708, "X4": 0.06718, "Y4": 0.1708, "page": 0}, {"Word": "Mr. L. W. Hall, Jr.", "Confidence": 0.8806, "X1": 0.13566, "Y1": 0.1532, "X2": 0.33721, "Y2": 0.153, "X3": 0.33721, "Y3": 0.1698, "X4": 0.13566, "Y4": 0.1708, "page": 0}, {"Word": "FROM: Ms. D. S. Burrows", "Confidence": 0.9488, "X1": 0.07235, "Y1": 0.1842, "X2": 0.31912, "Y2": 0.184, "X3": 0.31912, "Y3": 0.1998, "X4": 0.07235, "Y4": 0.2008, "page": 0}, {"Word": "RE", "Confidence": 0.998, "X1": 0.07106, "Y1": 0.2192, "X2": 0.09948, "Y2": 0.219, "X3": 0.09948, "Y3": 0.2318, "X4": 0.07106, "Y4": 0.2318, "page": 0}, {"Word": "BRAND PRICE ELASTICITIES BASED ON NBER STUDIES", "Confidence": 0.91357, "X1": 0.13953, "Y1": 0.2152, "X2": 0.60982, "Y2": 0.215, "X3": 0.60982, "Y3": 0.2328, "X4": 0.13953, "Y4": 0.2338, "page": 0}, {"Word": "I have developed estimated price elasticities for RJR/PM and selected brands", "Confidence": 0.954, "X1": 0.07235, "Y1": 0.2602, "X2": 0.83721, "Y2": 0.26, "X3": 0.83721, "Y3": 0.2758, "X4": 0.07235, "Y4": 0.2808, "page": 0}, {"Word": "from the age/sex elasticities of demand found by the National Bureau of", "Confidence": 0.98758, "X1": 0.07106, "Y1": 0.2772, "X2": 0.78811, "Y2": 0.277, "X3": 0.78811, "Y3": 0.2918, "X4": 0.07106, "Y4": 0.2948, "page": 0}, {"Word": "Economic Research* and Tracker age/sex profiles for the first half of 1982.", "Confidence": 0.8885, "X1": 0.07106, "Y1": 0.2922, "X2": 0.82558, "Y2": 0.292, "X3": 0.82558, "Y3": 0.3068, "X4": 0.07106, "Y4": 0.3088, "page": 0}, {"Word": "These elasticities are not exact. They are presented to give a general idea", "Confidence": 0.96454, "X1": 0.06977, "Y1": 0.3212, "X2": 0.8385, "Y2": 0.321, "X3": 0.8385, "Y3": 0.3378, "X4": 0.06977, "Y4": 0.3398, "page": 0}, {"Word": "of the brands which may be more or less price sensitive, according to the", "Confidence": 0.98536, "X1": 0.07235, "Y1": 0.3382, "X2": 0.8062, "Y2": 0.338, "X3": 0.8062, "Y3": 0.3528, "X4": 0.07235, "Y4": 0.3548, "page": 0}, {"Word": "NBER's findings.", "Confidence": 0.9905, "X1": 0.07106, "Y1": 0.3552, "X2": 0.23902, "Y2": 0.355, "X3": 0.23902, "Y3": 0.3698, "X4": 0.07106, "Y4": 0.3698, "page": 0}, {"Word": "--.", "Confidence": 0.668, "X1": 0.97416, "Y1": 0.3822, "X2": 0.97674, "Y2": 0.382, "X3": 0.96641, "Y3": 0.3818, "X4": 0.96512, "Y4": 0.3258, "page": 0}, {"Word": "METHODOLOGY", "Confidence": 0.78, "X1": 0.06977, "Y1": 0.3832, "X2": 0.18863, "Y2": 0.383, "X3": 0.18992, "Y3": 0.3988, "X4": 0.06977, "Y4": 0.4028, "page": 0}, {"Word": "The NBER found statistically significant effects of price on demand as follows:", "Confidence": 0.94117, "X1": 0.07235, "Y1": 0.4132, "X2": 0.86693, "Y2": 0.413, "X3": 0.86693, "Y3": 0.4308, "X4": 0.07235, "Y4": 0.4328, "page": 0}, {"Word": "ELASTICITY", "Confidence": 0.992, "X1": 0.59432, "Y1": 0.4462, "X2": 0.70543, "Y2": 0.446, "X3": 0.70672, "Y3": 0.4598, "X4": 0.59432, "Y4": 0.4608, "page": 0}, {"Word": "FALES", "Confidence": 0.901, "X1": 0.56331, "Y1": 0.4572, "X2": 0.62145, "Y2": 0.457, "X3": 0.62145, "Y3": 0.4718, "X4": 0.56331, "Y4": 0.4728, "page": 0}, {"Word": "ES", "Confidence": 0.997, "X1": 0.59561, "Y1": 0.4652, "X2": 0.62016, "Y2": 0.465, "X3": 0.62016, "Y3": 0.4778, "X4": 0.5969, "Y4": 0.4778, "page": 0}, {"Word": "TOTAL", "Confidence": 0.994, "X1": 0.65891, "Y1": 0.4592, "X2": 0.72222, "Y2": 0.459, "X3": 0.72351, "Y3": 0.4738, "X4": 0.65891, "Y4": 0.4738, "page": 0}, {"Word": "Teens (12-17)", "Confidence": 0.995, "X1": 0.21447, "Y1": 0.4902, "X2": 0.34884, "Y2": 0.49, "X3": 0.34884, "Y3": 0.5058, "X4": 0.21447, "Y4": 0.5068, "page": 0}, {"Word": "NA", "Confidence": 0.996, "X1": 0.58398, "Y1": 0.4902, "X2": 0.61111, "Y2": 0.49, "X3": 0.60982, "Y3": 0.5038, "X4": 0.58398, "Y4": 0.5038, "page": 0}, {"Word": "-1.44", "Confidence": 0.869, "X1": 0.66021, "Y1": 0.4892, "X2": 0.71964, "Y2": 0.489, "X3": 0.72093, "Y3": 0.5028, "X4": 0.6615, "Y4": 0.5068, "page": 0}, {"Word": "Young Adult (20-25)", "Confidence": 0.99067, "X1": 0.21576, "Y1": 0.5052, "X2": 0.41085, "Y2": 0.505, "X3": 0.41085, "Y3": 0.5218, "X4": 0.21576, "Y4": 0.5218, "page": 0}, {"Word": "-1.40", "Confidence": 0.991, "X1": 0.56589, "Y1": 0.5052, "X2": 0.61886, "Y2": 0.505, "X3": 0.61886, "Y3": 0.5188, "X4": 0.56589, "Y4": 0.5198, "page": 0}, {"Word": "- . 89", "Confidence": 1.0, "X1": 0.6615, "Y1": 0.5042, "X2": 0.71964, "Y2": 0.504, "X3": 0.71964, "Y3": 0.5188, "X4": 0.6615, "Y4": 0.5188, "page": 0}, {"Word": "Ages 35+", "Confidence": 0.9215, "X1": 0.21576, "Y1": 0.5222, "X2": 0.30103, "Y2": 0.522, "X3": 0.30103, "Y3": 0.5338, "X4": 0.21576, "Y4": 0.5368, "page": 0}, {"Word": ". . 66", "Confidence": 0.94733, "X1": 0.57235, "Y1": 0.5202, "X2": 0.61757, "Y2": 0.52, "X3": 0.61757, "Y3": 0.5338, "X4": 0.57235, "Y4": 0.5358, "page": 0}, {"Word": "- . 45", "Confidence": 0.819, "X1": 0.6615, "Y1": 0.5212, "X2": 0.71964, "Y2": 0.521, "X3": 0.71964, "Y3": 0.5358, "X4": 0.6615, "Y4": 0.5358, "page": 0}, {"Word": "NA", "Confidence": 0.992, "X1": 0.58656, "Y1": 0.5332, "X2": 0.6137, "Y2": 0.533, "X3": 0.6124, "Y3": 0.5468, "X4": 0.58656, "Y4": 0.5478, "page": 0}, {"Word": "- . 42", "Confidence": 0.799, "X1": 0.66279, "Y1": 0.5332, "X2": 0.71835, "Y2": 0.533, "X3": 0.71835, "Y3": 0.5458, "X4": 0.66279, "Y4": 0.5458, "page": 0}, {"Word": "Total 20+", "Confidence": 0.94, "X1": 0.21447, "Y1": 0.5352, "X2": 0.30749, "Y2": 0.535, "X3": 0.30749, "Y3": 0.5488, "X4": 0.21447, "Y4": 0.5498, "page": 0}, {"Word": "Although no statistically significant elasticities were found among females,", "Confidence": 0.901, "X1": 0.07494, "Y1": 0.5642, "X2": 0.83721, "Y2": 0.564, "X3": 0.83721, "Y3": 0.5798, "X4": 0.07494, "Y4": 0.5838, "page": 0}, {"Word": "the total elasticities for the 20-25, 35+, and total 20+ groups cannot be", "Confidence": 0.97315, "X1": 0.07752, "Y1": 0.5802, "X2": 0.8062, "Y2": 0.58, "X3": 0.8062, "Y3": 0.5948, "X4": 0.07752, "Y4": 0.5968, "page": 0}, {"Word": "fully explained by the effect on males. This implies some effect among", "Confidence": 0.95342, "X1": 0.07623, "Y1": 0.5972, "X2": 0.78941, "Y2": 0.597, "X3": 0.78941, "Y3": 0.6108, "X4": 0.07623, "Y4": 0.6148, "page": 0}, {"Word": "females. The effect on females is partially confirmed by noting the dips in", "Confidence": 0.95185, "X1": 0.07752, "Y1": 0.6102, "X2": 0.84238, "Y2": 0.61, "X3": 0.84238, "Y3": 0.6248, "X4": 0.07752, "Y4": 0.6288, "page": 0}, {"Word": "Tracker's female incidence figures following price increases.", "Confidence": 0.98229, "X1": 0.07623, "Y1": 0.6272, "X2": 0.68992, "Y2": 0.627, "X3": 0.68992, "Y3": 0.6408, "X4": 0.07623, "Y4": 0.6438, "page": 0}, {"Word": "Therefore, I have developed brand price elasticities under two scenarios:", "Confidence": 0.9525, "X1": 0.07623, "Y1": 0.6552, "X2": 0.80879, "Y2": 0.655, "X3": 0.80879, "Y3": 0.6718, "X4": 0.07623, "Y4": 0.6748, "page": 0}, {"Word": "1. ONLY MALES under 25 or over 35 are assumed to be affected by price.", "Confidence": 0.94087, "X1": 0.14987, "Y1": 0.6852, "X2": 0.85788, "Y2": 0.685, "X3": 0.85788, "Y3": 0.7008, "X4": 0.14987, "Y4": 0.7048, "page": 0}, {"Word": "This, in effect, says that the NBER's age/sex results are more", "Confidence": 0.90627, "X1": 0.18475, "Y1": 0.7032, "X2": 0.81783, "Y2": 0.703, "X3": 0.81783, "Y3": 0.7158, "X4": 0.18475, "Y4": 0.7198, "page": 0}, {"Word": "meaningfui than those for total age groups. This scenario depicts", "Confidence": 0.9197, "X1": 0.18734, "Y1": 0.7162, "X2": 0.85013, "Y2": 0.716, "X3": 0.85013, "Y3": 0.7298, "X4": 0.18734, "Y4": 0.7348, "page": 0}, {"Word": "an overall adult elasticity of about - . 33 (almost identical to", "Confidence": 0.95167, "X1": 0.18863, "Y1": 0.7302, "X2": 0.823, "Y2": 0.73, "X3": 0.823, "Y3": 0.7458, "X4": 0.18863, "Y4": 0.7498, "page": 0}, {"Word": "RJR's industry model).", "Confidence": 0.86267, "X1": 0.18863, "Y1": 0.7492, "X2": 0.41473, "Y2": 0.749, "X3": 0.41473, "Y3": 0.7648, "X4": 0.18863, "Y4": 0.7648, "page": 0}, {"Word": "2. MALES AND FEMALES under 25 or over 35 are assumed to be affected by", "Confidence": 0.95227, "X1": 0.14729, "Y1": 0.7762, "X2": 0.86176, "Y2": 0.776, "X3": 0.86176, "Y3": 0.7918, "X4": 0.14729, "Y4": 0.7958, "page": 0}, {"Word": "price. Elasticities for males are those found by NBLK. Female", "Confidence": 0.9138, "X1": 0.18605, "Y1": 0.7932, "X2": 0.82041, "Y2": 0.793, "X3": 0.82041, "Y3": 0.8078, "X4": 0.18605, "Y4": 0.8128, "page": 0}, {"Word": "elasticities were derived so that the combined male/female effect", "Confidence": 0.863, "X1": 0.18863, "Y1": 0.8072, "X2": 0.83979, "Y2": 0.807, "X3": 0.83979, "Y3": 0.8238, "X4": 0.18863, "Y4": 0.8268, "page": 0}, {"Word": "-====", "Confidence": 0.226, "X1": 0.97416, "Y1": 0.8222, "X2": 0.97287, "Y2": 0.822, "X3": 0.96382, "Y3": 0.8218, "X4": 0.96382, "Y4": 0.7128, "page": 0}, {"Word": "would equal the NBER prediction for each total age group. This", "Confidence": 0.95436, "X1": 0.18992, "Y1": 0.8232, "X2": 0.82041, "Y2": 0.823, "X3": 0.82041, "Y3": 0.8388, "X4": 0.18992, "Y4": 0.8428, "page": 0}, {"Word": "scenario equates to an overall adult price elasticity of about", "Confidence": 0.9681, "X1": 0.18992, "Y1": 0.8382, "X2": 0.81266, "Y2": 0.838, "X3": 0.81266, "Y3": 0.8538, "X4": 0.18992, "Y4": 0.8588, "page": 0}, {"Word": "-. 41, close to the NBER's original figure.", "Confidence": 0.95075, "X1": 0.18992, "Y1": 0.8542, "X2": 0.6124, "Y2": 0.854, "X3": 0.6124, "Y3": 0.8708, "X4": 0.18992, "Y4": 0.8738, "page": 0}, {"Word": "*These studies were discussed in ny menos of 9/21 (\"Estimated Change in", "Confidence": 0.8745, "X1": 0.08527, "Y1": 0.8832, "X2": 0.79587, "Y2": 0.883, "X3": 0.79716, "Y3": 0.8978, "X4": 0.08527, "Y4": 0.9028, "page": 0}, {"Word": "Industry Trend Following F.E.T. Increase\") and 10/5 (\"NBER Models of Price", "Confidence": 0.70182, "X1": 0.09173, "Y1": 0.8972, "X2": 0.83463, "Y2": 0.897, "X3": 0.83463, "Y3": 0.9138, "X4": 0.09302, "Y4": 0.9198, "page": 0}, {"Word": "Sensitivity\").", "Confidence": 0.742, "X1": 0.09302, "Y1": 0.9182, "X2": 0.23773, "Y2": 0.918, "X3": 0.23773, "Y3": 0.9348, "X4": 0.09302, "Y4": 0.9358, "page": 0}, {"Word": "50301 0295", "Confidence": 0.8495, "X1": 0.92765, "Y1": 0.9602, "X2": 0.93282, "Y2": 0.96, "X3": 0.91085, "Y3": 0.9598, "X4": 0.90698, "Y4": 0.8668, "page": 0}, {"Word": "...", "Confidence": 0.801, "X1": 0.18475, "Y1": 0.9692, "X2": 0.21705, "Y2": 0.969, "X3": 0.21705, "Y3": 0.9768, "X4": 0.18475, "Y4": 0.9768, "page": 0}, {"Word": "....", "Confidence": 0.658, "X1": 0.02842, "Y1": 0.9712, "X2": 0.06331, "Y2": 0.971, "X3": 0.06331, "Y3": 0.9788, "X4": 0.02842, "Y4": 0.9778, "page": 0}], "words_data": [{"Word": "CONFIDENTIAL", "Confidence": 0.918, "X1": 0.35788, "Y1": 0.0462, "X2": 0.58915, "Y2": 0.046, "X3": 0.58786, "Y3": 0.0638, "X4": 0.35788, "Y4": 0.0638, "page": 0, "Index": 0}, {"Word": "October", "Confidence": 0.995, "X1": 0.39147, "Y1": 0.0922, "X2": 0.46382, "Y2": 0.092, "X3": 0.46512, "Y3": 0.1078, "X4": 0.39276, "Y4": 0.1088, "page": 0, "Index": 1}, {"Word": "6,", "Confidence": 0.924, "X1": 0.47028, "Y1": 0.0922, "X2": 0.49483, "Y2": 0.092, "X3": 0.49483, "Y3": 0.1078, "X4": 0.47028, "Y4": 0.1078, "page": 0, "Index": 2}, {"Word": "1982", "Confidence": 0.983, "X1": 0.50129, "Y1": 0.0912, "X2": 0.54264, "Y2": 0.091, "X3": 0.54264, "Y3": 0.1078, "X4": 0.50129, "Y4": 0.1078, "page": 0, "Index": 3}, {"Word": "TO:", "Confidence": 0.942, "X1": 0.07106, "Y1": 0.1562, "X2": 0.10336, "Y2": 0.156, "X3": 0.10336, "Y3": 0.1708, "X4": 0.07106, "Y4": 0.1708, "page": 0, "Index": 4}, {"Word": "Mr.", "Confidence": 0.801, "X1": 0.13824, "Y1": 0.1552, "X2": 0.17442, "Y2": 0.155, "X3": 0.17571, "Y3": 0.1708, "X4": 0.13953, "Y4": 0.1708, "page": 0, "Index": 5}, {"Word": "L.", "Confidence": 0.998, "X1": 0.17959, "Y1": 0.1542, "X2": 0.20413, "Y2": 0.154, "X3": 0.20543, "Y3": 0.1708, "X4": 0.17959, "Y4": 0.1708, "page": 0, "Index": 6}, {"Word": "W.", "Confidence": 0.998, "X1": 0.21059, "Y1": 0.1542, "X2": 0.23514, "Y2": 0.154, "X3": 0.23643, "Y3": 0.1698, "X4": 0.21059, "Y4": 0.1708, "page": 0, "Index": 7}, {"Word": "Hall,", "Confidence": 0.651, "X1": 0.24031, "Y1": 0.1532, "X2": 0.29587, "Y2": 0.153, "X3": 0.29587, "Y3": 0.1708, "X4": 0.24031, "Y4": 0.1698, "page": 0, "Index": 8}, {"Word": "Jr.", "Confidence": 0.955, "X1": 0.30233, "Y1": 0.1532, "X2": 0.33592, "Y2": 0.153, "X3": 0.33592, "Y3": 0.1708, "X4": 0.30233, "Y4": 0.1708, "page": 0, "Index": 9}, {"Word": "FROM:", "Confidence": 0.997, "X1": 0.07235, "Y1": 0.1862, "X2": 0.12403, "Y2": 0.186, "X3": 0.12403, "Y3": 0.2018, "X4": 0.07235, "Y4": 0.2008, "page": 0, "Index": 10}, {"Word": "Ms.", "Confidence": 0.818, "X1": 0.14083, "Y1": 0.1862, "X2": 0.17571, "Y2": 0.186, "X3": 0.17442, "Y3": 0.2018, "X4": 0.14083, "Y4": 0.2018, "page": 0, "Index": 11}, {"Word": "D.", "Confidence": 0.998, "X1": 0.18088, "Y1": 0.1862, "X2": 0.20543, "Y2": 0.186, "X3": 0.20543, "Y3": 0.2018, "X4": 0.18088, "Y4": 0.2018, "page": 0, "Index": 12}, {"Word": "S.", "Confidence": 0.998, "X1": 0.21189, "Y1": 0.1862, "X2": 0.23514, "Y2": 0.186, "X3": 0.23514, "Y3": 0.2008, "X4": 0.21059, "Y4": 0.2018, "page": 0, "Index": 13}, {"Word": "Burrows", "Confidence": 0.933, "X1": 0.24289, "Y1": 0.1852, "X2": 0.31654, "Y2": 0.185, "X3": 0.31654, "Y3": 0.2008, "X4": 0.2416, "Y4": 0.2008, "page": 0, "Index": 14}, {"Word": "RE", "Confidence": 0.998, "X1": 0.07235, "Y1": 0.2192, "X2": 0.09173, "Y2": 0.219, "X3": 0.09173, "Y3": 0.2318, "X4": 0.07235, "Y4": 0.2318, "page": 0, "Index": 15}, {"Word": "BRAND", "Confidence": 0.619, "X1": 0.14212, "Y1": 0.2182, "X2": 0.19509, "Y2": 0.218, "X3": 0.19509, "Y3": 0.2338, "X4": 0.14212, "Y4": 0.2338, "page": 0, "Index": 16}, {"Word": "PRICE", "Confidence": 0.997, "X1": 0.20155, "Y1": 0.2172, "X2": 0.25581, "Y2": 0.217, "X3": 0.25581, "Y3": 0.2338, "X4": 0.20155, "Y4": 0.2338, "page": 0, "Index": 17}, {"Word": "ELASTICITIES", "Confidence": 0.857, "X1": 0.26227, "Y1": 0.2152, "X2": 0.3876, "Y2": 0.215, "X3": 0.3876, "Y3": 0.2338, "X4": 0.26227, "Y4": 0.2338, "page": 0, "Index": 18}, {"Word": "BASED", "Confidence": 0.997, "X1": 0.39276, "Y1": 0.2152, "X2": 0.44574, "Y2": 0.215, "X3": 0.44574, "Y3": 0.2338, "X4": 0.39276, "Y4": 0.2338, "page": 0, "Index": 19}, {"Word": "ON", "Confidence": 0.998, "X1": 0.4522, "Y1": 0.2152, "X2": 0.47674, "Y2": 0.215, "X3": 0.47674, "Y3": 0.2338, "X4": 0.4522, "Y4": 0.2338, "page": 0, "Index": 20}, {"Word": "NBER", "Confidence": 0.933, "X1": 0.48191, "Y1": 0.2152, "X2": 0.52455, "Y2": 0.215, "X3": 0.52455, "Y3": 0.2338, "X4": 0.48191, "Y4": 0.2338, "page": 0, "Index": 21}, {"Word": "STUDIES", "Confidence": 0.994, "X1": 0.5323, "Y1": 0.2162, "X2": 0.60724, "Y2": 0.216, "X3": 0.60853, "Y3": 0.2338, "X4": 0.5323, "Y4": 0.2338, "page": 0, "Index": 22}, {"Word": "price", "Confidence": 0.997, "X1": 0.34238, "Y1": 0.2632, "X2": 0.39535, "Y2": 0.263, "X3": 0.39535, "Y3": 0.2778, "X4": 0.34238, "Y4": 0.2788, "page": 0, "Index": 23}, {"Word": "elasticities", "Confidence": 0.97, "X1": 0.4031, "Y1": 0.2622, "X2": 0.52455, "Y2": 0.262, "X3": 0.52455, "Y3": 0.2778, "X4": 0.4031, "Y4": 0.2778, "page": 0, "Index": 24}, {"Word": "for", "Confidence": 0.998, "X1": 0.5323, "Y1": 0.2612, "X2": 0.56589, "Y2": 0.261, "X3": 0.56589, "Y3": 0.2778, "X4": 0.5323, "Y4": 0.2778, "page": 0, "Index": 25}, {"Word": "RJR/PM", "Confidence": 0.956, "X1": 0.57235, "Y1": 0.2612, "X2": 0.63695, "Y2": 0.261, "X3": 0.63695, "Y3": 0.2768, "X4": 0.57235, "Y4": 0.2778, "page": 0, "Index": 26}, {"Word": "and", "Confidence": 0.998, "X1": 0.64341, "Y1": 0.2612, "X2": 0.677, "Y2": 0.261, "X3": 0.677, "Y3": 0.2768, "X4": 0.64341, "Y4": 0.2768, "page": 0, "Index": 27}, {"Word": "selected", "Confidence": 0.995, "X1": 0.68346, "Y1": 0.2602, "X2": 0.76615, "Y2": 0.26, "X3": 0.76615, "Y3": 0.2768, "X4": 0.68346, "Y4": 0.2768, "page": 0, "Index": 28}, {"Word": "brands", "Confidence": 0.634, "X1": 0.7739, "Y1": 0.2602, "X2": 0.83721, "Y2": 0.26, "X3": 0.83721, "Y3": 0.2768, "X4": 0.7739, "Y4": 0.2768, "page": 0, "Index": 29}, {"Word": "I", "Confidence": 0.991, "X1": 0.07235, "Y1": 0.2652, "X2": 0.08398, "Y2": 0.265, "X3": 0.08398, "Y3": 0.2808, "X4": 0.07235, "Y4": 0.2808, "page": 0, "Index": 30}, {"Word": "have", "Confidence": 0.983, "X1": 0.09044, "Y1": 0.2652, "X2": 0.13307, "Y2": 0.265, "X3": 0.13307, "Y3": 0.2798, "X4": 0.09044, "Y4": 0.2808, "page": 0, "Index": 31}, {"Word": "developed", "Confidence": 0.991, "X1": 0.13953, "Y1": 0.2642, "X2": 0.23385, "Y2": 0.264, "X3": 0.23385, "Y3": 0.2798, "X4": 0.13953, "Y4": 0.2798, "page": 0, "Index": 32}, {"Word": "estimated", "Confidence": 0.981, "X1": 0.2416, "Y1": 0.2632, "X2": 0.33592, "Y2": 0.263, "X3": 0.33592, "Y3": 0.2788, "X4": 0.2416, "Y4": 0.2788, "page": 0, "Index": 33}, {"Word": "from", "Confidence": 0.941, "X1": 0.07106, "Y1": 0.2812, "X2": 0.11111, "Y2": 0.281, "X3": 0.11111, "Y3": 0.2948, "X4": 0.07106, "Y4": 0.2948, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.12145, "Y1": 0.2812, "X2": 0.15245, "Y2": 0.281, "X3": 0.15245, "Y3": 0.2948, "X4": 0.12145, "Y4": 0.2948, "page": 0, "Index": 35}, {"Word": "age/sex", "Confidence": 0.995, "X1": 0.16279, "Y1": 0.2802, "X2": 0.23385, "Y2": 0.28, "X3": 0.23385, "Y3": 0.2938, "X4": 0.16279, "Y4": 0.2948, "page": 0, "Index": 36}, {"Word": "elasticities", "Confidence": 0.991, "X1": 0.24289, "Y1": 0.2792, "X2": 0.36563, "Y2": 0.279, "X3": 0.36563, "Y3": 0.2938, "X4": 0.24289, "Y4": 0.2938, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.37339, "Y1": 0.2792, "X2": 0.39535, "Y2": 0.279, "X3": 0.39535, "Y3": 0.2938, "X4": 0.37339, "Y4": 0.2938, "page": 0, "Index": 38}, {"Word": "demand", "Confidence": 0.955, "X1": 0.4031, "Y1": 0.2782, "X2": 0.46512, "Y2": 0.278, "X3": 0.46512, "Y3": 0.2928, "X4": 0.4031, "Y4": 0.2938, "page": 0, "Index": 39}, {"Word": "found", "Confidence": 0.997, "X1": 0.47416, "Y1": 0.2782, "X2": 0.52455, "Y2": 0.278, "X3": 0.52455, "Y3": 0.2928, "X4": 0.47416, "Y4": 0.2928, "page": 0, "Index": 40}, {"Word": "by", "Confidence": 0.998, "X1": 0.53359, "Y1": 0.2782, "X2": 0.55556, "Y2": 0.278, "X3": 0.55556, "Y3": 0.2928, "X4": 0.53359, "Y4": 0.2928, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.5646, "Y1": 0.2782, "X2": 0.5969, "Y2": 0.278, "X3": 0.59561, "Y3": 0.2928, "X4": 0.5646, "Y4": 0.2928, "page": 0, "Index": 42}, {"Word": "National", "Confidence": 0.991, "X1": 0.60336, "Y1": 0.2782, "X2": 0.68734, "Y2": 0.278, "X3": 0.68734, "Y3": 0.2928, "X4": 0.60207, "Y4": 0.2928, "page": 0, "Index": 43}, {"Word": "Bureau", "Confidence": 0.991, "X1": 0.69509, "Y1": 0.2782, "X2": 0.75711, "Y2": 0.278, "X3": 0.75711, "Y3": 0.2928, "X4": 0.69509, "Y4": 0.2928, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.76486, "Y1": 0.2782, "X2": 0.78682, "Y2": 0.278, "X3": 0.78682, "Y3": 0.2928, "X4": 0.76486, "Y4": 0.2928, "page": 0, "Index": 45}, {"Word": "profiles", "Confidence": 0.993, "X1": 0.46253, "Y1": 0.2932, "X2": 0.54393, "Y2": 0.293, "X3": 0.54393, "Y3": 0.3078, "X4": 0.46253, "Y4": 0.3088, "page": 0, "Index": 46}, {"Word": "for", "Confidence": 0.994, "X1": 0.55297, "Y1": 0.2932, "X2": 0.58527, "Y2": 0.293, "X3": 0.58527, "Y3": 0.3078, "X4": 0.55297, "Y4": 0.3078, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.993, "X1": 0.59302, "Y1": 0.2932, "X2": 0.62661, "Y2": 0.293, "X3": 0.62661, "Y3": 0.3078, "X4": 0.59302, "Y4": 0.3078, "page": 0, "Index": 48}, {"Word": "first", "Confidence": 0.995, "X1": 0.63437, "Y1": 0.2932, "X2": 0.68605, "Y2": 0.293, "X3": 0.68605, "Y3": 0.3078, "X4": 0.63437, "Y4": 0.3078, "page": 0, "Index": 49}, {"Word": "half", "Confidence": 0.983, "X1": 0.6938, "Y1": 0.2932, "X2": 0.73643, "Y2": 0.293, "X3": 0.73643, "Y3": 0.3078, "X4": 0.6938, "Y4": 0.3078, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.74289, "Y1": 0.2932, "X2": 0.76615, "Y2": 0.293, "X3": 0.76615, "Y3": 0.3068, "X4": 0.74289, "Y4": 0.3068, "page": 0, "Index": 51}, {"Word": "1982.", "Confidence": 0.995, "X1": 0.7739, "Y1": 0.2922, "X2": 0.82687, "Y2": 0.292, "X3": 0.82687, "Y3": 0.3068, "X4": 0.7739, "Y4": 0.3068, "page": 0, "Index": 52}, {"Word": "Economic", "Confidence": 0.427, "X1": 0.07235, "Y1": 0.2952, "X2": 0.15375, "Y2": 0.295, "X3": 0.15245, "Y3": 0.3088, "X4": 0.07235, "Y4": 0.3098, "page": 0, "Index": 53}, {"Word": "Research*", "Confidence": 0.621, "X1": 0.1615, "Y1": 0.2942, "X2": 0.25452, "Y2": 0.294, "X3": 0.25452, "Y3": 0.3088, "X4": 0.1615, "Y4": 0.3088, "page": 0, "Index": 54}, {"Word": "and", "Confidence": 0.998, "X1": 0.26486, "Y1": 0.2942, "X2": 0.29587, "Y2": 0.294, "X3": 0.29587, "Y3": 0.3088, "X4": 0.26357, "Y4": 0.3088, "page": 0, "Index": 55}, {"Word": "Tracker", "Confidence": 0.67, "X1": 0.30362, "Y1": 0.2942, "X2": 0.37597, "Y2": 0.294, "X3": 0.37597, "Y3": 0.3088, "X4": 0.30362, "Y4": 0.3088, "page": 0, "Index": 56}, {"Word": "age/sex", "Confidence": 0.995, "X1": 0.38372, "Y1": 0.2932, "X2": 0.45478, "Y2": 0.293, "X3": 0.45478, "Y3": 0.3088, "X4": 0.38372, "Y4": 0.3088, "page": 0, "Index": 57}, {"Word": "They", "Confidence": 0.987, "X1": 0.42377, "Y1": 0.3222, "X2": 0.46641, "Y2": 0.322, "X3": 0.46641, "Y3": 0.3378, "X4": 0.42377, "Y4": 0.3388, "page": 0, "Index": 58}, {"Word": "are", "Confidence": 0.968, "X1": 0.47416, "Y1": 0.3222, "X2": 0.50388, "Y2": 0.322, "X3": 0.50388, "Y3": 0.3378, "X4": 0.47416, "Y4": 0.3378, "page": 0, "Index": 59}, {"Word": "presented", "Confidence": 0.991, "X1": 0.51292, "Y1": 0.3222, "X2": 0.60594, "Y2": 0.322, "X3": 0.60594, "Y3": 0.3378, "X4": 0.51292, "Y4": 0.3378, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.956, "X1": 0.61499, "Y1": 0.3222, "X2": 0.63695, "Y2": 0.322, "X3": 0.63695, "Y3": 0.3378, "X4": 0.61499, "Y4": 0.3378, "page": 0, "Index": 61}, {"Word": "give", "Confidence": 0.985, "X1": 0.6447, "Y1": 0.3212, "X2": 0.68734, "Y2": 0.321, "X3": 0.68734, "Y3": 0.3378, "X4": 0.6447, "Y4": 0.3378, "page": 0, "Index": 62}, {"Word": "a", "Confidence": 0.993, "X1": 0.69638, "Y1": 0.3212, "X2": 0.70801, "Y2": 0.321, "X3": 0.70801, "Y3": 0.3378, "X4": 0.69638, "Y4": 0.3378, "page": 0, "Index": 63}, {"Word": "general", "Confidence": 0.993, "X1": 0.71447, "Y1": 0.3212, "X2": 0.78811, "Y2": 0.321, "X3": 0.78811, "Y3": 0.3378, "X4": 0.71447, "Y4": 0.3378, "page": 0, "Index": 64}, {"Word": "idea", "Confidence": 0.97, "X1": 0.79457, "Y1": 0.3212, "X2": 0.83721, "Y2": 0.321, "X3": 0.83721, "Y3": 0.3378, "X4": 0.79457, "Y4": 0.3378, "page": 0, "Index": 65}, {"Word": "These", "Confidence": 0.995, "X1": 0.07106, "Y1": 0.3242, "X2": 0.12403, "Y2": 0.324, "X3": 0.12403, "Y3": 0.3398, "X4": 0.07106, "Y4": 0.3398, "page": 0, "Index": 66}, {"Word": "elasticities", "Confidence": 0.909, "X1": 0.13178, "Y1": 0.3232, "X2": 0.25581, "Y2": 0.323, "X3": 0.25452, "Y3": 0.3388, "X4": 0.13049, "Y4": 0.3398, "page": 0, "Index": 67}, {"Word": "are", "Confidence": 0.831, "X1": 0.26486, "Y1": 0.3232, "X2": 0.29587, "Y2": 0.323, "X3": 0.29587, "Y3": 0.3388, "X4": 0.26357, "Y4": 0.3388, "page": 0, "Index": 68}, {"Word": "not", "Confidence": 0.967, "X1": 0.30362, "Y1": 0.3232, "X2": 0.33592, "Y2": 0.323, "X3": 0.33592, "Y3": 0.3388, "X4": 0.30362, "Y4": 0.3388, "page": 0, "Index": 69}, {"Word": "exact.", "Confidence": 0.994, "X1": 0.34496, "Y1": 0.3222, "X2": 0.40827, "Y2": 0.322, "X3": 0.40698, "Y3": 0.3388, "X4": 0.34496, "Y4": 0.3388, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.995, "X1": 0.07364, "Y1": 0.3412, "X2": 0.09302, "Y2": 0.341, "X3": 0.09302, "Y3": 0.3548, "X4": 0.07364, "Y4": 0.3548, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.994, "X1": 0.10078, "Y1": 0.3402, "X2": 0.13437, "Y2": 0.34, "X3": 0.13437, "Y3": 0.3548, "X4": 0.10078, "Y4": 0.3548, "page": 0, "Index": 72}, {"Word": "brands", "Confidence": 0.993, "X1": 0.14083, "Y1": 0.3402, "X2": 0.20413, "Y2": 0.34, "X3": 0.20413, "Y3": 0.3548, "X4": 0.14083, "Y4": 0.3548, "page": 0, "Index": 73}, {"Word": "which", "Confidence": 0.994, "X1": 0.21189, "Y1": 0.3392, "X2": 0.26615, "Y2": 0.339, "X3": 0.26615, "Y3": 0.3548, "X4": 0.21189, "Y4": 0.3548, "page": 0, "Index": 74}, {"Word": "may", "Confidence": 0.942, "X1": 0.27261, "Y1": 0.3392, "X2": 0.3062, "Y2": 0.339, "X3": 0.30491, "Y3": 0.3548, "X4": 0.27261, "Y4": 0.3548, "page": 0, "Index": 75}, {"Word": "be", "Confidence": 0.998, "X1": 0.31266, "Y1": 0.3392, "X2": 0.33592, "Y2": 0.339, "X3": 0.33592, "Y3": 0.3548, "X4": 0.31266, "Y4": 0.3548, "page": 0, "Index": 76}, {"Word": "more", "Confidence": 0.987, "X1": 0.34238, "Y1": 0.3392, "X2": 0.38501, "Y2": 0.339, "X3": 0.38501, "Y3": 0.3548, "X4": 0.34238, "Y4": 0.3548, "page": 0, "Index": 77}, {"Word": "or", "Confidence": 0.997, "X1": 0.39276, "Y1": 0.3392, "X2": 0.41602, "Y2": 0.339, "X3": 0.41602, "Y3": 0.3548, "X4": 0.39276, "Y4": 0.3548, "page": 0, "Index": 78}, {"Word": "less", "Confidence": 0.986, "X1": 0.42377, "Y1": 0.3382, "X2": 0.46512, "Y2": 0.338, "X3": 0.46512, "Y3": 0.3548, "X4": 0.42248, "Y4": 0.3548, "page": 0, "Index": 79}, {"Word": "price", "Confidence": 0.998, "X1": 0.47287, "Y1": 0.3382, "X2": 0.52455, "Y2": 0.338, "X3": 0.52455, "Y3": 0.3548, "X4": 0.47287, "Y4": 0.3548, "page": 0, "Index": 80}, {"Word": "sensitive,", "Confidence": 0.964, "X1": 0.5323, "Y1": 0.3382, "X2": 0.63824, "Y2": 0.338, "X3": 0.63824, "Y3": 0.3548, "X4": 0.5323, "Y4": 0.3548, "page": 0, "Index": 81}, {"Word": "according", "Confidence": 0.994, "X1": 0.6447, "Y1": 0.3382, "X2": 0.73773, "Y2": 0.338, "X3": 0.73773, "Y3": 0.3538, "X4": 0.6447, "Y4": 0.3548, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.955, "X1": 0.74419, "Y1": 0.3382, "X2": 0.76744, "Y2": 0.338, "X3": 0.76615, "Y3": 0.3538, "X4": 0.74419, "Y4": 0.3538, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.7739, "Y1": 0.3382, "X2": 0.8062, "Y2": 0.338, "X3": 0.8062, "Y3": 0.3538, "X4": 0.7739, "Y4": 0.3538, "page": 0, "Index": 84}, {"Word": "NBER's", "Confidence": 0.993, "X1": 0.07235, "Y1": 0.3552, "X2": 0.13437, "Y2": 0.355, "X3": 0.13437, "Y3": 0.3698, "X4": 0.07235, "Y4": 0.3698, "page": 0, "Index": 85}, {"Word": "findings.", "Confidence": 0.988, "X1": 0.1447, "Y1": 0.3552, "X2": 0.23773, "Y2": 0.355, "X3": 0.23773, "Y3": 0.3708, "X4": 0.1447, "Y4": 0.3698, "page": 0, "Index": 86}, {"Word": "--.", "Confidence": 0.668, "X1": 0.97545, "Y1": 0.3742, "X2": 0.97545, "Y2": 0.374, "X3": 0.9677, "Y3": 0.3748, "X4": 0.96512, "Y4": 0.3368, "page": 0, "Index": 87}, {"Word": "METHODOLOGY", "Confidence": 0.78, "X1": 0.07235, "Y1": 0.3842, "X2": 0.18734, "Y2": 0.384, "X3": 0.18734, "Y3": 0.3998, "X4": 0.07106, "Y4": 0.4028, "page": 0, "Index": 88}, {"Word": "The", "Confidence": 0.994, "X1": 0.07364, "Y1": 0.4162, "X2": 0.10594, "Y2": 0.416, "X3": 0.10594, "Y3": 0.4318, "X4": 0.07235, "Y4": 0.4318, "page": 0, "Index": 89}, {"Word": "NBER", "Confidence": 0.991, "X1": 0.11111, "Y1": 0.4152, "X2": 0.15762, "Y2": 0.415, "X3": 0.15633, "Y3": 0.4318, "X4": 0.10982, "Y4": 0.4318, "page": 0, "Index": 90}, {"Word": "found", "Confidence": 0.997, "X1": 0.16408, "Y1": 0.4152, "X2": 0.21835, "Y2": 0.415, "X3": 0.21705, "Y3": 0.4328, "X4": 0.16279, "Y4": 0.4318, "page": 0, "Index": 91}, {"Word": "statistically", "Confidence": 0.982, "X1": 0.22481, "Y1": 0.4142, "X2": 0.35917, "Y2": 0.414, "X3": 0.35788, "Y3": 0.4328, "X4": 0.22351, "Y4": 0.4328, "page": 0, "Index": 92}, {"Word": "significant", "Confidence": 0.656, "X1": 0.36563, "Y1": 0.4132, "X2": 0.47804, "Y2": 0.413, "X3": 0.47804, "Y3": 0.4328, "X4": 0.36434, "Y4": 0.4328, "page": 0, "Index": 93}, {"Word": "effects", "Confidence": 0.901, "X1": 0.4832, "Y1": 0.4132, "X2": 0.55685, "Y2": 0.413, "X3": 0.55685, "Y3": 0.4328, "X4": 0.4832, "Y4": 0.4328, "page": 0, "Index": 94}, {"Word": "of", "Confidence": 0.998, "X1": 0.56331, "Y1": 0.4132, "X2": 0.58915, "Y2": 0.413, "X3": 0.58915, "Y3": 0.4318, "X4": 0.56331, "Y4": 0.4318, "page": 0, "Index": 95}, {"Word": "price", "Confidence": 0.997, "X1": 0.59302, "Y1": 0.4132, "X2": 0.64729, "Y2": 0.413, "X3": 0.64729, "Y3": 0.4318, "X4": 0.59302, "Y4": 0.4318, "page": 0, "Index": 96}, {"Word": "on", "Confidence": 0.849, "X1": 0.65375, "Y1": 0.4132, "X2": 0.67959, "Y2": 0.413, "X3": 0.67959, "Y3": 0.4318, "X4": 0.65375, "Y4": 0.4318, "page": 0, "Index": 97}, {"Word": "demand", "Confidence": 0.941, "X1": 0.68475, "Y1": 0.4132, "X2": 0.74935, "Y2": 0.413, "X3": 0.74935, "Y3": 0.4308, "X4": 0.68475, "Y4": 0.4318, "page": 0, "Index": 98}, {"Word": "as", "Confidence": 0.994, "X1": 0.75581, "Y1": 0.4142, "X2": 0.77907, "Y2": 0.414, "X3": 0.77907, "Y3": 0.4308, "X4": 0.75581, "Y4": 0.4308, "page": 0, "Index": 99}, {"Word": "follows:", "Confidence": 0.994, "X1": 0.78424, "Y1": 0.4142, "X2": 0.86563, "Y2": 0.414, "X3": 0.86693, "Y3": 0.4298, "X4": 0.78424, "Y4": 0.4308, "page": 0, "Index": 100}, {"Word": "ELASTICITY", "Confidence": 0.992, "X1": 0.59561, "Y1": 0.4472, "X2": 0.69767, "Y2": 0.447, "X3": 0.69767, "Y3": 0.4598, "X4": 0.59561, "Y4": 0.4618, "page": 0, "Index": 101}, {"Word": "FALES", "Confidence": 0.901, "X1": 0.56331, "Y1": 0.4572, "X2": 0.61886, "Y2": 0.457, "X3": 0.61886, "Y3": 0.4718, "X4": 0.5646, "Y4": 0.4728, "page": 0, "Index": 102}, {"Word": "ES", "Confidence": 0.997, "X1": 0.5969, "Y1": 0.4642, "X2": 0.61757, "Y2": 0.464, "X3": 0.61757, "Y3": 0.4778, "X4": 0.59561, "Y4": 0.4768, "page": 0, "Index": 103}, {"Word": "TOTAL", "Confidence": 0.994, "X1": 0.66667, "Y1": 0.4602, "X2": 0.71705, "Y2": 0.46, "X3": 0.71705, "Y3": 0.4738, "X4": 0.66796, "Y4": 0.4738, "page": 0, "Index": 104}, {"Word": "Teens", "Confidence": 0.996, "X1": 0.21576, "Y1": 0.4912, "X2": 0.26744, "Y2": 0.491, "X3": 0.26873, "Y3": 0.5068, "X4": 0.21576, "Y4": 0.5068, "page": 0, "Index": 105}, {"Word": "(12-17)", "Confidence": 0.994, "X1": 0.27649, "Y1": 0.4912, "X2": 0.34884, "Y2": 0.491, "X3": 0.34755, "Y3": 0.5068, "X4": 0.27649, "Y4": 0.5068, "page": 0, "Index": 106}, {"Word": "NA", "Confidence": 0.996, "X1": 0.58398, "Y1": 0.4902, "X2": 0.60724, "Y2": 0.49, "X3": 0.60724, "Y3": 0.5038, "X4": 0.58527, "Y4": 0.5038, "page": 0, "Index": 107}, {"Word": "-1.44", "Confidence": 0.869, "X1": 0.66537, "Y1": 0.4902, "X2": 0.71705, "Y2": 0.49, "X3": 0.71576, "Y3": 0.5038, "X4": 0.66537, "Y4": 0.5068, "page": 0, "Index": 108}, {"Word": "Young", "Confidence": 0.994, "X1": 0.21705, "Y1": 0.5072, "X2": 0.26744, "Y2": 0.507, "X3": 0.26744, "Y3": 0.5208, "X4": 0.21705, "Y4": 0.5208, "page": 0, "Index": 109}, {"Word": "Adult", "Confidence": 0.997, "X1": 0.27519, "Y1": 0.5072, "X2": 0.32817, "Y2": 0.507, "X3": 0.32817, "Y3": 0.5218, "X4": 0.27519, "Y4": 0.5208, "page": 0, "Index": 110}, {"Word": "(20-25)", "Confidence": 0.981, "X1": 0.33721, "Y1": 0.5062, "X2": 0.40956, "Y2": 0.506, "X3": 0.40827, "Y3": 0.5228, "X4": 0.33592, "Y4": 0.5218, "page": 0, "Index": 111}, {"Word": "-1.40", "Confidence": 0.991, "X1": 0.56589, "Y1": 0.5052, "X2": 0.61628, "Y2": 0.505, "X3": 0.61757, "Y3": 0.5188, "X4": 0.56589, "Y4": 0.5198, "page": 0, "Index": 112}, {"Word": "-", "Confidence": 1, "X1": 0.66537, "Y1": 0.5062, "X2": 0.67571, "Y2": 0.506, "X3": 0.67571, "Y3": 0.5188, "X4": 0.66667, "Y4": 0.5188, "page": 0, "Index": 113}, {"Word": ".", "Confidence": 1, "X1": 0.68734, "Y1": 0.5062, "X2": 0.6938, "Y2": 0.506, "X3": 0.6938, "Y3": 0.5198, "X4": 0.68863, "Y4": 0.5198, "page": 0, "Index": 114}, {"Word": "89", "Confidence": 1, "X1": 0.69638, "Y1": 0.5052, "X2": 0.71835, "Y2": 0.505, "X3": 0.71705, "Y3": 0.5198, "X4": 0.69767, "Y4": 0.5198, "page": 0, "Index": 115}, {"Word": "Ages", "Confidence": 0.957, "X1": 0.21705, "Y1": 0.5232, "X2": 0.25711, "Y2": 0.523, "X3": 0.25711, "Y3": 0.5358, "X4": 0.21705, "Y4": 0.5368, "page": 0, "Index": 116}, {"Word": "35+", "Confidence": 0.886, "X1": 0.26744, "Y1": 0.5222, "X2": 0.29716, "Y2": 0.522, "X3": 0.29716, "Y3": 0.5348, "X4": 0.26744, "Y4": 0.5358, "page": 0, "Index": 117}, {"Word": ".", "Confidence": 0.988, "X1": 0.57235, "Y1": 0.5222, "X2": 0.5814, "Y2": 0.522, "X3": 0.58269, "Y3": 0.5358, "X4": 0.57235, "Y4": 0.5358, "page": 0, "Index": 118}, {"Word": ".", "Confidence": 1, "X1": 0.58656, "Y1": 0.5212, "X2": 0.59173, "Y2": 0.521, "X3": 0.59302, "Y3": 0.5348, "X4": 0.58786, "Y4": 0.5348, "page": 0, "Index": 119}, {"Word": "66", "Confidence": 0.854, "X1": 0.59561, "Y1": 0.5202, "X2": 0.61499, "Y2": 0.52, "X3": 0.61628, "Y3": 0.5338, "X4": 0.59561, "Y4": 0.5348, "page": 0, "Index": 120}, {"Word": "-", "Confidence": 0.956, "X1": 0.66796, "Y1": 0.5242, "X2": 0.67829, "Y2": 0.524, "X3": 0.67959, "Y3": 0.5358, "X4": 0.66925, "Y4": 0.5358, "page": 0, "Index": 121}, {"Word": ".", "Confidence": 1, "X1": 0.68605, "Y1": 0.5232, "X2": 0.6938, "Y2": 0.523, "X3": 0.69509, "Y3": 0.5368, "X4": 0.68734, "Y4": 0.5358, "page": 0, "Index": 122}, {"Word": "45", "Confidence": 0.501, "X1": 0.69767, "Y1": 0.5222, "X2": 0.71705, "Y2": 0.522, "X3": 0.71835, "Y3": 0.5368, "X4": 0.69767, "Y4": 0.5368, "page": 0, "Index": 123}, {"Word": "NA", "Confidence": 0.992, "X1": 0.58656, "Y1": 0.5332, "X2": 0.60982, "Y2": 0.533, "X3": 0.61111, "Y3": 0.5468, "X4": 0.58656, "Y4": 0.5478, "page": 0, "Index": 124}, {"Word": "-", "Confidence": 0.999, "X1": 0.66537, "Y1": 0.5352, "X2": 0.67442, "Y2": 0.535, "X3": 0.67571, "Y3": 0.5458, "X4": 0.66667, "Y4": 0.5458, "page": 0, "Index": 125}, {"Word": ".", "Confidence": 1, "X1": 0.68863, "Y1": 0.5352, "X2": 0.6938, "Y2": 0.535, "X3": 0.69509, "Y3": 0.5458, "X4": 0.68863, "Y4": 0.5458, "page": 0, "Index": 126}, {"Word": "42", "Confidence": 0.398, "X1": 0.69638, "Y1": 0.5342, "X2": 0.71576, "Y2": 0.534, "X3": 0.71576, "Y3": 0.5468, "X4": 0.69767, "Y4": 0.5458, "page": 0, "Index": 127}, {"Word": "Total", "Confidence": 0.882, "X1": 0.21576, "Y1": 0.5372, "X2": 0.26615, "Y2": 0.537, "X3": 0.26615, "Y3": 0.5498, "X4": 0.21705, "Y4": 0.5508, "page": 0, "Index": 128}, {"Word": "20+", "Confidence": 0.998, "X1": 0.27649, "Y1": 0.5362, "X2": 0.30749, "Y2": 0.536, "X3": 0.30749, "Y3": 0.5498, "X4": 0.27778, "Y4": 0.5498, "page": 0, "Index": 129}, {"Word": "Although", "Confidence": 0.963, "X1": 0.07752, "Y1": 0.5682, "X2": 0.15633, "Y2": 0.568, "X3": 0.15504, "Y3": 0.5828, "X4": 0.07623, "Y4": 0.5828, "page": 0, "Index": 130}, {"Word": "no", "Confidence": 0.997, "X1": 0.16408, "Y1": 0.5682, "X2": 0.18734, "Y2": 0.568, "X3": 0.18605, "Y3": 0.5828, "X4": 0.16408, "Y4": 0.5828, "page": 0, "Index": 131}, {"Word": "statistically", "Confidence": 0.992, "X1": 0.19509, "Y1": 0.5672, "X2": 0.32817, "Y2": 0.567, "X3": 0.32687, "Y3": 0.5818, "X4": 0.1938, "Y4": 0.5828, "page": 0, "Index": 132}, {"Word": "significant", "Confidence": 0.941, "X1": 0.33721, "Y1": 0.5662, "X2": 0.44832, "Y2": 0.566, "X3": 0.44703, "Y3": 0.5808, "X4": 0.33592, "Y4": 0.5818, "page": 0, "Index": 133}, {"Word": "elasticities", "Confidence": 0.981, "X1": 0.45607, "Y1": 0.5652, "X2": 0.57752, "Y2": 0.565, "X3": 0.57752, "Y3": 0.5808, "X4": 0.45478, "Y4": 0.5808, "page": 0, "Index": 134}, {"Word": "were", "Confidence": 0.987, "X1": 0.58527, "Y1": 0.5652, "X2": 0.62791, "Y2": 0.565, "X3": 0.62791, "Y3": 0.5808, "X4": 0.58398, "Y4": 0.5808, "page": 0, "Index": 135}, {"Word": "found", "Confidence": 0.997, "X1": 0.63695, "Y1": 0.5652, "X2": 0.68863, "Y2": 0.565, "X3": 0.68863, "Y3": 0.5798, "X4": 0.63566, "Y4": 0.5808, "page": 0, "Index": 136}, {"Word": "among", "Confidence": 0.618, "X1": 0.69638, "Y1": 0.5652, "X2": 0.74806, "Y2": 0.565, "X3": 0.74806, "Y3": 0.5798, "X4": 0.69638, "Y4": 0.5798, "page": 0, "Index": 137}, {"Word": "females,", "Confidence": 0.633, "X1": 0.75581, "Y1": 0.5652, "X2": 0.83721, "Y2": 0.565, "X3": 0.83721, "Y3": 0.5798, "X4": 0.75581, "Y4": 0.5798, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.07752, "Y1": 0.5842, "X2": 0.10594, "Y2": 0.584, "X3": 0.10594, "Y3": 0.5968, "X4": 0.07881, "Y4": 0.5968, "page": 0, "Index": 139}, {"Word": "total", "Confidence": 0.996, "X1": 0.11499, "Y1": 0.5832, "X2": 0.16667, "Y2": 0.583, "X3": 0.16667, "Y3": 0.5968, "X4": 0.11628, "Y4": 0.5968, "page": 0, "Index": 140}, {"Word": "elasticities", "Confidence": 0.962, "X1": 0.17571, "Y1": 0.5822, "X2": 0.29845, "Y2": 0.582, "X3": 0.29845, "Y3": 0.5968, "X4": 0.17571, "Y4": 0.5968, "page": 0, "Index": 141}, {"Word": "for", "Confidence": 0.998, "X1": 0.30879, "Y1": 0.5822, "X2": 0.3385, "Y2": 0.582, "X3": 0.3385, "Y3": 0.5968, "X4": 0.30879, "Y4": 0.5968, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.998, "X1": 0.34884, "Y1": 0.5812, "X2": 0.37855, "Y2": 0.581, "X3": 0.37855, "Y3": 0.5958, "X4": 0.34884, "Y4": 0.5968, "page": 0, "Index": 143}, {"Word": "20-25,", "Confidence": 0.991, "X1": 0.3876, "Y1": 0.5812, "X2": 0.44961, "Y2": 0.581, "X3": 0.44961, "Y3": 0.5958, "X4": 0.3876, "Y4": 0.5958, "page": 0, "Index": 144}, {"Word": "35+,", "Confidence": 0.983, "X1": 0.45736, "Y1": 0.5812, "X2": 0.49742, "Y2": 0.581, "X3": 0.49871, "Y3": 0.5958, "X4": 0.45736, "Y4": 0.5958, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.998, "X1": 0.50388, "Y1": 0.5812, "X2": 0.53618, "Y2": 0.581, "X3": 0.53618, "Y3": 0.5958, "X4": 0.50517, "Y4": 0.5958, "page": 0, "Index": 146}, {"Word": "total", "Confidence": 0.922, "X1": 0.54651, "Y1": 0.5812, "X2": 0.5969, "Y2": 0.581, "X3": 0.5969, "Y3": 0.5958, "X4": 0.5478, "Y4": 0.5958, "page": 0, "Index": 147}, {"Word": "20+", "Confidence": 0.927, "X1": 0.60594, "Y1": 0.5812, "X2": 0.63695, "Y2": 0.581, "X3": 0.63695, "Y3": 0.5958, "X4": 0.60594, "Y4": 0.5958, "page": 0, "Index": 148}, {"Word": "groups", "Confidence": 0.995, "X1": 0.64729, "Y1": 0.5812, "X2": 0.7093, "Y2": 0.581, "X3": 0.7093, "Y3": 0.5958, "X4": 0.64729, "Y4": 0.5958, "page": 0, "Index": 149}, {"Word": "cannot", "Confidence": 0.885, "X1": 0.71705, "Y1": 0.5822, "X2": 0.77649, "Y2": 0.582, "X3": 0.77649, "Y3": 0.5958, "X4": 0.71705, "Y4": 0.5958, "page": 0, "Index": 150}, {"Word": "be", "Confidence": 0.998, "X1": 0.78553, "Y1": 0.5822, "X2": 0.80749, "Y2": 0.582, "X3": 0.80749, "Y3": 0.5958, "X4": 0.78553, "Y4": 0.5958, "page": 0, "Index": 151}, {"Word": "fully", "Confidence": 0.886, "X1": 0.07623, "Y1": 0.6002, "X2": 0.12661, "Y2": 0.6, "X3": 0.12661, "Y3": 0.6148, "X4": 0.07752, "Y4": 0.6148, "page": 0, "Index": 152}, {"Word": "explained", "Confidence": 0.991, "X1": 0.13566, "Y1": 0.5992, "X2": 0.2261, "Y2": 0.599, "X3": 0.22739, "Y3": 0.6138, "X4": 0.13566, "Y4": 0.6148, "page": 0, "Index": 153}, {"Word": "by", "Confidence": 0.998, "X1": 0.23514, "Y1": 0.5992, "X2": 0.25711, "Y2": 0.599, "X3": 0.25711, "Y3": 0.6138, "X4": 0.23643, "Y4": 0.6138, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.26615, "Y1": 0.5982, "X2": 0.29845, "Y2": 0.598, "X3": 0.29845, "Y3": 0.6128, "X4": 0.26615, "Y4": 0.6138, "page": 0, "Index": 155}, {"Word": "effect", "Confidence": 0.991, "X1": 0.3062, "Y1": 0.5982, "X2": 0.36822, "Y2": 0.598, "X3": 0.36951, "Y3": 0.6128, "X4": 0.3062, "Y4": 0.6128, "page": 0, "Index": 156}, {"Word": "on", "Confidence": 0.996, "X1": 0.37468, "Y1": 0.5982, "X2": 0.39793, "Y2": 0.598, "X3": 0.39793, "Y3": 0.6128, "X4": 0.37597, "Y4": 0.6128, "page": 0, "Index": 157}, {"Word": "males.", "Confidence": 0.993, "X1": 0.40439, "Y1": 0.5972, "X2": 0.4677, "Y2": 0.597, "X3": 0.4677, "Y3": 0.6118, "X4": 0.40439, "Y4": 0.6128, "page": 0, "Index": 158}, {"Word": "This", "Confidence": 0.982, "X1": 0.4845, "Y1": 0.5972, "X2": 0.52584, "Y2": 0.597, "X3": 0.52584, "Y3": 0.6118, "X4": 0.4845, "Y4": 0.6118, "page": 0, "Index": 159}, {"Word": "implies", "Confidence": 0.885, "X1": 0.53488, "Y1": 0.5972, "X2": 0.60594, "Y2": 0.597, "X3": 0.60594, "Y3": 0.6118, "X4": 0.53488, "Y4": 0.6118, "page": 0, "Index": 160}, {"Word": "some", "Confidence": 0.975, "X1": 0.61499, "Y1": 0.5972, "X2": 0.65762, "Y2": 0.597, "X3": 0.65762, "Y3": 0.6118, "X4": 0.61499, "Y4": 0.6118, "page": 0, "Index": 161}, {"Word": "effect", "Confidence": 0.981, "X1": 0.66537, "Y1": 0.5972, "X2": 0.72739, "Y2": 0.597, "X3": 0.72868, "Y3": 0.6118, "X4": 0.66537, "Y4": 0.6118, "page": 0, "Index": 162}, {"Word": "among", "Confidence": 0.765, "X1": 0.73514, "Y1": 0.5972, "X2": 0.78682, "Y2": 0.597, "X3": 0.78682, "Y3": 0.6118, "X4": 0.73643, "Y4": 0.6118, "page": 0, "Index": 163}, {"Word": "effect", "Confidence": 0.967, "X1": 0.21705, "Y1": 0.6132, "X2": 0.27778, "Y2": 0.613, "X3": 0.27778, "Y3": 0.6278, "X4": 0.21705, "Y4": 0.6288, "page": 0, "Index": 164}, {"Word": "on", "Confidence": 0.998, "X1": 0.28682, "Y1": 0.6132, "X2": 0.30879, "Y2": 0.613, "X3": 0.30879, "Y3": 0.6278, "X4": 0.28682, "Y4": 0.6278, "page": 0, "Index": 165}, {"Word": "females", "Confidence": 0.603, "X1": 0.31783, "Y1": 0.6122, "X2": 0.38889, "Y2": 0.612, "X3": 0.38889, "Y3": 0.6278, "X4": 0.31783, "Y4": 0.6278, "page": 0, "Index": 166}, {"Word": "is", "Confidence": 0.998, "X1": 0.39664, "Y1": 0.6122, "X2": 0.4186, "Y2": 0.612, "X3": 0.4186, "Y3": 0.6278, "X4": 0.39664, "Y4": 0.6278, "page": 0, "Index": 167}, {"Word": "partially", "Confidence": 0.993, "X1": 0.42636, "Y1": 0.6122, "X2": 0.5168, "Y2": 0.612, "X3": 0.5168, "Y3": 0.6268, "X4": 0.42636, "Y4": 0.6278, "page": 0, "Index": 168}, {"Word": "confirmed", "Confidence": 0.941, "X1": 0.52455, "Y1": 0.6112, "X2": 0.61757, "Y2": 0.611, "X3": 0.61757, "Y3": 0.6268, "X4": 0.52455, "Y4": 0.6268, "page": 0, "Index": 169}, {"Word": "by", "Confidence": 0.998, "X1": 0.62661, "Y1": 0.6112, "X2": 0.64987, "Y2": 0.611, "X3": 0.64858, "Y3": 0.6268, "X4": 0.62532, "Y4": 0.6268, "page": 0, "Index": 170}, {"Word": "noting", "Confidence": 0.955, "X1": 0.65633, "Y1": 0.6112, "X2": 0.71964, "Y2": 0.611, "X3": 0.71835, "Y3": 0.6268, "X4": 0.65633, "Y4": 0.6268, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.72739, "Y1": 0.6112, "X2": 0.7584, "Y2": 0.611, "X3": 0.7584, "Y3": 0.6258, "X4": 0.72739, "Y4": 0.6268, "page": 0, "Index": 172}, {"Word": "dips", "Confidence": 0.99, "X1": 0.76615, "Y1": 0.6102, "X2": 0.80749, "Y2": 0.61, "X3": 0.80749, "Y3": 0.6258, "X4": 0.76486, "Y4": 0.6258, "page": 0, "Index": 173}, {"Word": "in", "Confidence": 0.997, "X1": 0.81525, "Y1": 0.6102, "X2": 0.83592, "Y2": 0.61, "X3": 0.83592, "Y3": 0.6258, "X4": 0.81525, "Y4": 0.6258, "page": 0, "Index": 174}, {"Word": "females.", "Confidence": 0.938, "X1": 0.07752, "Y1": 0.6142, "X2": 0.16021, "Y2": 0.614, "X3": 0.16021, "Y3": 0.6288, "X4": 0.07752, "Y4": 0.6288, "page": 0, "Index": 175}, {"Word": "The", "Confidence": 0.998, "X1": 0.17571, "Y1": 0.6132, "X2": 0.20672, "Y2": 0.613, "X3": 0.20672, "Y3": 0.6288, "X4": 0.17571, "Y4": 0.6288, "page": 0, "Index": 176}, {"Word": "Tracker's", "Confidence": 0.994, "X1": 0.07752, "Y1": 0.6282, "X2": 0.16796, "Y2": 0.628, "X3": 0.16796, "Y3": 0.6438, "X4": 0.07752, "Y4": 0.6438, "page": 0, "Index": 177}, {"Word": "female", "Confidence": 0.941, "X1": 0.17571, "Y1": 0.6282, "X2": 0.23773, "Y2": 0.628, "X3": 0.23773, "Y3": 0.6438, "X4": 0.17571, "Y4": 0.6438, "page": 0, "Index": 178}, {"Word": "incidence", "Confidence": 0.994, "X1": 0.24677, "Y1": 0.6282, "X2": 0.3385, "Y2": 0.628, "X3": 0.3385, "Y3": 0.6438, "X4": 0.24677, "Y4": 0.6438, "page": 0, "Index": 179}, {"Word": "figures", "Confidence": 0.995, "X1": 0.34755, "Y1": 0.6272, "X2": 0.41731, "Y2": 0.627, "X3": 0.41731, "Y3": 0.6428, "X4": 0.34755, "Y4": 0.6438, "page": 0, "Index": 180}, {"Word": "following", "Confidence": 0.991, "X1": 0.42636, "Y1": 0.6272, "X2": 0.5155, "Y2": 0.627, "X3": 0.5155, "Y3": 0.6418, "X4": 0.42636, "Y4": 0.6428, "page": 0, "Index": 181}, {"Word": "price", "Confidence": 0.997, "X1": 0.52455, "Y1": 0.6272, "X2": 0.57752, "Y2": 0.627, "X3": 0.57752, "Y3": 0.6418, "X4": 0.52455, "Y4": 0.6418, "page": 0, "Index": 182}, {"Word": "increases.", "Confidence": 0.964, "X1": 0.58527, "Y1": 0.6272, "X2": 0.68863, "Y2": 0.627, "X3": 0.68863, "Y3": 0.6408, "X4": 0.58527, "Y4": 0.6418, "page": 0, "Index": 183}, {"Word": "Therefore,", "Confidence": 0.991, "X1": 0.07752, "Y1": 0.6582, "X2": 0.18088, "Y2": 0.658, "X3": 0.18088, "Y3": 0.6748, "X4": 0.07623, "Y4": 0.6748, "page": 0, "Index": 184}, {"Word": "I", "Confidence": 0.915, "X1": 0.18734, "Y1": 0.6582, "X2": 0.20026, "Y2": 0.658, "X3": 0.19897, "Y3": 0.6748, "X4": 0.18734, "Y4": 0.6748, "page": 0, "Index": 185}, {"Word": "have", "Confidence": 0.983, "X1": 0.20413, "Y1": 0.6582, "X2": 0.24935, "Y2": 0.658, "X3": 0.24935, "Y3": 0.6748, "X4": 0.20413, "Y4": 0.6748, "page": 0, "Index": 186}, {"Word": "developed", "Confidence": 0.979, "X1": 0.25711, "Y1": 0.6572, "X2": 0.35013, "Y2": 0.657, "X3": 0.35013, "Y3": 0.6748, "X4": 0.25711, "Y4": 0.6748, "page": 0, "Index": 187}, {"Word": "brand", "Confidence": 0.997, "X1": 0.35788, "Y1": 0.6572, "X2": 0.41085, "Y2": 0.657, "X3": 0.40956, "Y3": 0.6738, "X4": 0.35788, "Y4": 0.6748, "page": 0, "Index": 188}, {"Word": "price", "Confidence": 0.991, "X1": 0.41731, "Y1": 0.6562, "X2": 0.47028, "Y2": 0.656, "X3": 0.46899, "Y3": 0.6738, "X4": 0.41731, "Y4": 0.6738, "page": 0, "Index": 189}, {"Word": "elasticities", "Confidence": 0.726, "X1": 0.47674, "Y1": 0.6562, "X2": 0.59948, "Y2": 0.656, "X3": 0.59819, "Y3": 0.6728, "X4": 0.47545, "Y4": 0.6738, "page": 0, "Index": 190}, {"Word": "under", "Confidence": 0.997, "X1": 0.60724, "Y1": 0.6562, "X2": 0.66021, "Y2": 0.656, "X3": 0.66021, "Y3": 0.6728, "X4": 0.60594, "Y4": 0.6728, "page": 0, "Index": 191}, {"Word": "two", "Confidence": 0.955, "X1": 0.66796, "Y1": 0.6562, "X2": 0.70155, "Y2": 0.656, "X3": 0.70026, "Y3": 0.6718, "X4": 0.66667, "Y4": 0.6728, "page": 0, "Index": 192}, {"Word": "scenarios:", "Confidence": 0.991, "X1": 0.70801, "Y1": 0.6562, "X2": 0.80879, "Y2": 0.656, "X3": 0.80749, "Y3": 0.6708, "X4": 0.70672, "Y4": 0.6718, "page": 0, "Index": 193}, {"Word": "1.", "Confidence": 0.93, "X1": 0.14987, "Y1": 0.6892, "X2": 0.17054, "Y2": 0.689, "X3": 0.17054, "Y3": 0.7058, "X4": 0.15116, "Y4": 0.7058, "page": 0, "Index": 194}, {"Word": "ONLY", "Confidence": 0.987, "X1": 0.18475, "Y1": 0.6892, "X2": 0.22868, "Y2": 0.689, "X3": 0.22997, "Y3": 0.7058, "X4": 0.18475, "Y4": 0.7058, "page": 0, "Index": 195}, {"Word": "MALES", "Confidence": 0.632, "X1": 0.23643, "Y1": 0.6892, "X2": 0.2907, "Y2": 0.689, "X3": 0.2907, "Y3": 0.7048, "X4": 0.23643, "Y4": 0.7058, "page": 0, "Index": 196}, {"Word": "under", "Confidence": 0.997, "X1": 0.29845, "Y1": 0.6882, "X2": 0.35142, "Y2": 0.688, "X3": 0.35142, "Y3": 0.7048, "X4": 0.29845, "Y4": 0.7048, "page": 0, "Index": 197}, {"Word": "25", "Confidence": 0.998, "X1": 0.35788, "Y1": 0.6882, "X2": 0.37984, "Y2": 0.688, "X3": 0.37984, "Y3": 0.7048, "X4": 0.35788, "Y4": 0.7048, "page": 0, "Index": 198}, {"Word": "or", "Confidence": 0.998, "X1": 0.3863, "Y1": 0.6882, "X2": 0.40956, "Y2": 0.688, "X3": 0.40956, "Y3": 0.7038, "X4": 0.3863, "Y4": 0.7048, "page": 0, "Index": 199}, {"Word": "over", "Confidence": 0.991, "X1": 0.41602, "Y1": 0.6882, "X2": 0.45995, "Y2": 0.688, "X3": 0.45995, "Y3": 0.7038, "X4": 0.41602, "Y4": 0.7038, "page": 0, "Index": 200}, {"Word": "35", "Confidence": 0.965, "X1": 0.4677, "Y1": 0.6882, "X2": 0.48837, "Y2": 0.688, "X3": 0.48837, "Y3": 0.7038, "X4": 0.4677, "Y4": 0.7038, "page": 0, "Index": 201}, {"Word": "are", "Confidence": 0.991, "X1": 0.49483, "Y1": 0.6872, "X2": 0.52842, "Y2": 0.687, "X3": 0.52842, "Y3": 0.7038, "X4": 0.49483, "Y4": 0.7038, "page": 0, "Index": 202}, {"Word": "assumed", "Confidence": 0.644, "X1": 0.53618, "Y1": 0.6872, "X2": 0.60982, "Y2": 0.687, "X3": 0.60982, "Y3": 0.7028, "X4": 0.53618, "Y4": 0.7038, "page": 0, "Index": 203}, {"Word": "to", "Confidence": 0.998, "X1": 0.61757, "Y1": 0.6872, "X2": 0.63953, "Y2": 0.687, "X3": 0.63824, "Y3": 0.7028, "X4": 0.61628, "Y4": 0.7028, "page": 0, "Index": 204}, {"Word": "be", "Confidence": 0.997, "X1": 0.64599, "Y1": 0.6862, "X2": 0.66925, "Y2": 0.686, "X3": 0.66925, "Y3": 0.7028, "X4": 0.64599, "Y4": 0.7028, "page": 0, "Index": 205}, {"Word": "affected", "Confidence": 0.994, "X1": 0.677, "Y1": 0.6862, "X2": 0.75969, "Y2": 0.686, "X3": 0.7584, "Y3": 0.7018, "X4": 0.677, "Y4": 0.7028, "page": 0, "Index": 206}, {"Word": "by", "Confidence": 0.998, "X1": 0.76486, "Y1": 0.6862, "X2": 0.7907, "Y2": 0.686, "X3": 0.78941, "Y3": 0.7018, "X4": 0.76486, "Y4": 0.7018, "page": 0, "Index": 207}, {"Word": "price.", "Confidence": 0.993, "X1": 0.79457, "Y1": 0.6852, "X2": 0.85788, "Y2": 0.685, "X3": 0.85659, "Y3": 0.7018, "X4": 0.79328, "Y4": 0.7018, "page": 0, "Index": 208}, {"Word": "age/sex", "Confidence": 0.993, "X1": 0.56848, "Y1": 0.7042, "X2": 0.63953, "Y2": 0.704, "X3": 0.63824, "Y3": 0.7178, "X4": 0.56718, "Y4": 0.7178, "page": 0, "Index": 209}, {"Word": "results", "Confidence": 0.668, "X1": 0.64858, "Y1": 0.7032, "X2": 0.72093, "Y2": 0.703, "X3": 0.71835, "Y3": 0.7168, "X4": 0.64729, "Y4": 0.7178, "page": 0, "Index": 210}, {"Word": "are", "Confidence": 0.995, "X1": 0.72868, "Y1": 0.7032, "X2": 0.7584, "Y2": 0.703, "X3": 0.75711, "Y3": 0.7168, "X4": 0.72739, "Y4": 0.7168, "page": 0, "Index": 211}, {"Word": "more", "Confidence": 0.833, "X1": 0.76744, "Y1": 0.7032, "X2": 0.80879, "Y2": 0.703, "X3": 0.8062, "Y3": 0.7158, "X4": 0.76615, "Y4": 0.7168, "page": 0, "Index": 212}, {"Word": "This,", "Confidence": 0.669, "X1": 0.18734, "Y1": 0.7062, "X2": 0.2416, "Y2": 0.706, "X3": 0.2416, "Y3": 0.7208, "X4": 0.18734, "Y4": 0.7208, "page": 0, "Index": 213}, {"Word": "in", "Confidence": 0.997, "X1": 0.24806, "Y1": 0.7062, "X2": 0.26873, "Y2": 0.706, "X3": 0.26873, "Y3": 0.7198, "X4": 0.24806, "Y4": 0.7208, "page": 0, "Index": 214}, {"Word": "effect,", "Confidence": 0.855, "X1": 0.27907, "Y1": 0.7052, "X2": 0.35271, "Y2": 0.705, "X3": 0.35142, "Y3": 0.7198, "X4": 0.27907, "Y4": 0.7198, "page": 0, "Index": 215}, {"Word": "says", "Confidence": 0.986, "X1": 0.36047, "Y1": 0.7052, "X2": 0.39922, "Y2": 0.705, "X3": 0.39922, "Y3": 0.7198, "X4": 0.35917, "Y4": 0.7198, "page": 0, "Index": 216}, {"Word": "that", "Confidence": 0.981, "X1": 0.40956, "Y1": 0.7052, "X2": 0.44832, "Y2": 0.705, "X3": 0.44832, "Y3": 0.7188, "X4": 0.40827, "Y4": 0.7198, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.998, "X1": 0.45866, "Y1": 0.7042, "X2": 0.48837, "Y2": 0.704, "X3": 0.48837, "Y3": 0.7188, "X4": 0.45866, "Y4": 0.7188, "page": 0, "Index": 218}, {"Word": "NBER's", "Confidence": 0.994, "X1": 0.49612, "Y1": 0.7042, "X2": 0.55814, "Y2": 0.704, "X3": 0.55814, "Y3": 0.7188, "X4": 0.49483, "Y4": 0.7188, "page": 0, "Index": 219}, {"Word": "meaningfui", "Confidence": 0.749, "X1": 0.18863, "Y1": 0.7212, "X2": 0.28941, "Y2": 0.721, "X3": 0.28941, "Y3": 0.7348, "X4": 0.18863, "Y4": 0.7358, "page": 0, "Index": 220}, {"Word": "than", "Confidence": 0.676, "X1": 0.29974, "Y1": 0.7202, "X2": 0.33979, "Y2": 0.72, "X3": 0.33979, "Y3": 0.7338, "X4": 0.29974, "Y4": 0.7348, "page": 0, "Index": 221}, {"Word": "those", "Confidence": 0.962, "X1": 0.34884, "Y1": 0.7192, "X2": 0.39922, "Y2": 0.719, "X3": 0.39922, "Y3": 0.7338, "X4": 0.34884, "Y4": 0.7338, "page": 0, "Index": 222}, {"Word": "for", "Confidence": 0.998, "X1": 0.40827, "Y1": 0.7192, "X2": 0.43798, "Y2": 0.719, "X3": 0.43798, "Y3": 0.7338, "X4": 0.40827, "Y4": 0.7338, "page": 0, "Index": 223}, {"Word": "total", "Confidence": 0.858, "X1": 0.44703, "Y1": 0.7182, "X2": 0.49742, "Y2": 0.718, "X3": 0.49742, "Y3": 0.7328, "X4": 0.44703, "Y4": 0.7338, "page": 0, "Index": 224}, {"Word": "age", "Confidence": 0.998, "X1": 0.50646, "Y1": 0.7182, "X2": 0.53747, "Y2": 0.718, "X3": 0.53747, "Y3": 0.7328, "X4": 0.50646, "Y4": 0.7328, "page": 0, "Index": 225}, {"Word": "groups.", "Confidence": 0.991, "X1": 0.54522, "Y1": 0.7182, "X2": 0.62016, "Y2": 0.718, "X3": 0.62016, "Y3": 0.7318, "X4": 0.54522, "Y4": 0.7328, "page": 0, "Index": 226}, {"Word": "This", "Confidence": 0.978, "X1": 0.63824, "Y1": 0.7172, "X2": 0.67959, "Y2": 0.717, "X3": 0.67829, "Y3": 0.7318, "X4": 0.63695, "Y4": 0.7318, "page": 0, "Index": 227}, {"Word": "scenario", "Confidence": 0.993, "X1": 0.68734, "Y1": 0.7172, "X2": 0.76744, "Y2": 0.717, "X3": 0.76744, "Y3": 0.7308, "X4": 0.68734, "Y4": 0.7318, "page": 0, "Index": 228}, {"Word": "depicts", "Confidence": 0.994, "X1": 0.77519, "Y1": 0.7162, "X2": 0.84625, "Y2": 0.716, "X3": 0.84625, "Y3": 0.7308, "X4": 0.77519, "Y4": 0.7308, "page": 0, "Index": 229}, {"Word": "33", "Confidence": 0.432, "X1": 0.58786, "Y1": 0.7322, "X2": 0.61111, "Y2": 0.732, "X3": 0.61111, "Y3": 0.7478, "X4": 0.58786, "Y4": 0.7488, "page": 0, "Index": 230}, {"Word": "(almost", "Confidence": 1, "X1": 0.61757, "Y1": 0.7312, "X2": 0.69121, "Y2": 0.731, "X3": 0.68992, "Y3": 0.7478, "X4": 0.61757, "Y4": 0.7478, "page": 0, "Index": 231}, {"Word": "identical", "Confidence": 1, "X1": 0.69767, "Y1": 0.7302, "X2": 0.78941, "Y2": 0.73, "X3": 0.78941, "Y3": 0.7458, "X4": 0.69767, "Y4": 0.7478, "page": 0, "Index": 232}, {"Word": "to", "Confidence": 1, "X1": 0.79716, "Y1": 0.7302, "X2": 0.81912, "Y2": 0.73, "X3": 0.81912, "Y3": 0.7458, "X4": 0.79587, "Y4": 0.7458, "page": 0, "Index": 233}, {"Word": "an", "Confidence": 1, "X1": 0.18992, "Y1": 0.7352, "X2": 0.2093, "Y2": 0.735, "X3": 0.2093, "Y3": 0.7488, "X4": 0.18992, "Y4": 0.7488, "page": 0, "Index": 234}, {"Word": "overall", "Confidence": 0.999, "X1": 0.21835, "Y1": 0.7342, "X2": 0.2907, "Y2": 0.734, "X3": 0.2907, "Y3": 0.7498, "X4": 0.21705, "Y4": 0.7498, "page": 0, "Index": 235}, {"Word": "adult", "Confidence": 0.999, "X1": 0.29845, "Y1": 0.7342, "X2": 0.35142, "Y2": 0.734, "X3": 0.35142, "Y3": 0.7498, "X4": 0.29845, "Y4": 0.7498, "page": 0, "Index": 236}, {"Word": "elasticity", "Confidence": 1, "X1": 0.35917, "Y1": 0.7332, "X2": 0.45995, "Y2": 0.733, "X3": 0.45995, "Y3": 0.7488, "X4": 0.35917, "Y4": 0.7498, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.993, "X1": 0.4677, "Y1": 0.7332, "X2": 0.48966, "Y2": 0.733, "X3": 0.48966, "Y3": 0.7488, "X4": 0.4677, "Y4": 0.7488, "page": 0, "Index": 238}, {"Word": "about", "Confidence": 0.998, "X1": 0.49742, "Y1": 0.7322, "X2": 0.55039, "Y2": 0.732, "X3": 0.55039, "Y3": 0.7488, "X4": 0.49742, "Y4": 0.7488, "page": 0, "Index": 239}, {"Word": "-", "Confidence": 1, "X1": 0.55685, "Y1": 0.7322, "X2": 0.56848, "Y2": 0.732, "X3": 0.56848, "Y3": 0.7488, "X4": 0.55685, "Y4": 0.7488, "page": 0, "Index": 240}, {"Word": ".", "Confidence": 0.999, "X1": 0.57881, "Y1": 0.7322, "X2": 0.58398, "Y2": 0.732, "X3": 0.58398, "Y3": 0.7488, "X4": 0.57881, "Y4": 0.7488, "page": 0, "Index": 241}, {"Word": "RJR's", "Confidence": 0.956, "X1": 0.18863, "Y1": 0.7502, "X2": 0.23902, "Y2": 0.75, "X3": 0.24031, "Y3": 0.7658, "X4": 0.18992, "Y4": 0.7658, "page": 0, "Index": 242}, {"Word": "industry", "Confidence": 0.833, "X1": 0.24806, "Y1": 0.7502, "X2": 0.33204, "Y2": 0.75, "X3": 0.33204, "Y3": 0.7648, "X4": 0.24806, "Y4": 0.7658, "page": 0, "Index": 243}, {"Word": "model).", "Confidence": 0.799, "X1": 0.3385, "Y1": 0.7502, "X2": 0.41214, "Y2": 0.75, "X3": 0.41214, "Y3": 0.7648, "X4": 0.33979, "Y4": 0.7648, "page": 0, "Index": 244}, {"Word": "2.", "Confidence": 0.998, "X1": 0.14987, "Y1": 0.7812, "X2": 0.17183, "Y2": 0.781, "X3": 0.17183, "Y3": 0.7968, "X4": 0.14858, "Y4": 0.7968, "page": 0, "Index": 245}, {"Word": "MALES", "Confidence": 0.847, "X1": 0.18734, "Y1": 0.7802, "X2": 0.24031, "Y2": 0.78, "X3": 0.24031, "Y3": 0.7958, "X4": 0.18734, "Y4": 0.7968, "page": 0, "Index": 246}, {"Word": "AND", "Confidence": 0.994, "X1": 0.24935, "Y1": 0.7802, "X2": 0.28295, "Y2": 0.78, "X3": 0.28165, "Y3": 0.7958, "X4": 0.24806, "Y4": 0.7958, "page": 0, "Index": 247}, {"Word": "FEMALES", "Confidence": 0.642, "X1": 0.28811, "Y1": 0.7792, "X2": 0.36305, "Y2": 0.779, "X3": 0.36176, "Y3": 0.7948, "X4": 0.28811, "Y4": 0.7958, "page": 0, "Index": 248}, {"Word": "under", "Confidence": 0.997, "X1": 0.36951, "Y1": 0.7792, "X2": 0.42119, "Y2": 0.779, "X3": 0.42119, "Y3": 0.7948, "X4": 0.36822, "Y4": 0.7948, "page": 0, "Index": 249}, {"Word": "25", "Confidence": 0.995, "X1": 0.42894, "Y1": 0.7792, "X2": 0.4509, "Y2": 0.779, "X3": 0.44961, "Y3": 0.7948, "X4": 0.42765, "Y4": 0.7948, "page": 0, "Index": 250}, {"Word": "or", "Confidence": 0.998, "X1": 0.45736, "Y1": 0.7792, "X2": 0.48191, "Y2": 0.779, "X3": 0.48062, "Y3": 0.7948, "X4": 0.45607, "Y4": 0.7948, "page": 0, "Index": 251}, {"Word": "over", "Confidence": 0.988, "X1": 0.48708, "Y1": 0.7782, "X2": 0.53101, "Y2": 0.778, "X3": 0.52972, "Y3": 0.7938, "X4": 0.48708, "Y4": 0.7938, "page": 0, "Index": 252}, {"Word": "35", "Confidence": 0.997, "X1": 0.53747, "Y1": 0.7782, "X2": 0.56072, "Y2": 0.778, "X3": 0.55943, "Y3": 0.7938, "X4": 0.53747, "Y4": 0.7938, "page": 0, "Index": 253}, {"Word": "are", "Confidence": 0.998, "X1": 0.56848, "Y1": 0.7782, "X2": 0.60078, "Y2": 0.778, "X3": 0.59948, "Y3": 0.7938, "X4": 0.56718, "Y4": 0.7938, "page": 0, "Index": 254}, {"Word": "assumed", "Confidence": 0.859, "X1": 0.60853, "Y1": 0.7772, "X2": 0.68217, "Y2": 0.777, "X3": 0.68088, "Y3": 0.7938, "X4": 0.60724, "Y4": 0.7938, "page": 0, "Index": 255}, {"Word": "to", "Confidence": 0.998, "X1": 0.68992, "Y1": 0.7772, "X2": 0.71189, "Y2": 0.777, "X3": 0.71059, "Y3": 0.7928, "X4": 0.68734, "Y4": 0.7938, "page": 0, "Index": 256}, {"Word": "be", "Confidence": 0.998, "X1": 0.71835, "Y1": 0.7772, "X2": 0.7416, "Y2": 0.777, "X3": 0.74031, "Y3": 0.7928, "X4": 0.71705, "Y4": 0.7928, "page": 0, "Index": 257}, {"Word": "affected", "Confidence": 0.977, "X1": 0.74935, "Y1": 0.7772, "X2": 0.82946, "Y2": 0.777, "X3": 0.82817, "Y3": 0.7928, "X4": 0.74806, "Y4": 0.7928, "page": 0, "Index": 258}, {"Word": "by", "Confidence": 0.998, "X1": 0.83592, "Y1": 0.7762, "X2": 0.86047, "Y2": 0.776, "X3": 0.85917, "Y3": 0.7928, "X4": 0.83463, "Y4": 0.7928, "page": 0, "Index": 259}, {"Word": "Female", "Confidence": 0.948, "X1": 0.7584, "Y1": 0.7932, "X2": 0.81912, "Y2": 0.793, "X3": 0.81783, "Y3": 0.8078, "X4": 0.75711, "Y4": 0.8088, "page": 0, "Index": 260}, {"Word": "-====", "Confidence": 0.226, "X1": 0.97416, "Y1": 0.8012, "X2": 0.97416, "Y2": 0.801, "X3": 0.96382, "Y3": 0.8018, "X4": 0.96382, "Y4": 0.7148, "page": 0, "Index": 261}, {"Word": "price.", "Confidence": 0.994, "X1": 0.18863, "Y1": 0.7972, "X2": 0.25194, "Y2": 0.797, "X3": 0.25194, "Y3": 0.8128, "X4": 0.18863, "Y4": 0.8128, "page": 0, "Index": 262}, {"Word": "Elasticities", "Confidence": 0.785, "X1": 0.26873, "Y1": 0.7962, "X2": 0.39147, "Y2": 0.796, "X3": 0.39147, "Y3": 0.8108, "X4": 0.26873, "Y4": 0.8128, "page": 0, "Index": 263}, {"Word": "for", "Confidence": 0.998, "X1": 0.39922, "Y1": 0.7962, "X2": 0.43152, "Y2": 0.796, "X3": 0.43023, "Y3": 0.8108, "X4": 0.39922, "Y4": 0.8108, "page": 0, "Index": 264}, {"Word": "males", "Confidence": 0.955, "X1": 0.43669, "Y1": 0.7952, "X2": 0.48966, "Y2": 0.795, "X3": 0.48966, "Y3": 0.8108, "X4": 0.43669, "Y4": 0.8108, "page": 0, "Index": 265}, {"Word": "are", "Confidence": 0.996, "X1": 0.49742, "Y1": 0.7952, "X2": 0.52972, "Y2": 0.795, "X3": 0.52972, "Y3": 0.8098, "X4": 0.49742, "Y4": 0.8098, "page": 0, "Index": 266}, {"Word": "those", "Confidence": 0.998, "X1": 0.53747, "Y1": 0.7952, "X2": 0.59044, "Y2": 0.795, "X3": 0.58915, "Y3": 0.8098, "X4": 0.53747, "Y4": 0.8098, "page": 0, "Index": 267}, {"Word": "found", "Confidence": 0.997, "X1": 0.59948, "Y1": 0.7942, "X2": 0.65116, "Y2": 0.794, "X3": 0.64987, "Y3": 0.8088, "X4": 0.59819, "Y4": 0.8098, "page": 0, "Index": 268}, {"Word": "by", "Confidence": 0.998, "X1": 0.65891, "Y1": 0.7942, "X2": 0.68217, "Y2": 0.794, "X3": 0.68088, "Y3": 0.8088, "X4": 0.65891, "Y4": 0.8088, "page": 0, "Index": 269}, {"Word": "NBLK.", "Confidence": 0.469, "X1": 0.68863, "Y1": 0.7942, "X2": 0.74419, "Y2": 0.794, "X3": 0.74289, "Y3": 0.8088, "X4": 0.68734, "Y4": 0.8088, "page": 0, "Index": 270}, {"Word": "elasticities", "Confidence": 0.814, "X1": 0.18992, "Y1": 0.8112, "X2": 0.31266, "Y2": 0.811, "X3": 0.31266, "Y3": 0.8268, "X4": 0.18992, "Y4": 0.8258, "page": 0, "Index": 271}, {"Word": "were", "Confidence": 0.981, "X1": 0.31912, "Y1": 0.8112, "X2": 0.36305, "Y2": 0.811, "X3": 0.36305, "Y3": 0.8268, "X4": 0.31912, "Y4": 0.8268, "page": 0, "Index": 272}, {"Word": "derived", "Confidence": 0.996, "X1": 0.36951, "Y1": 0.8112, "X2": 0.44057, "Y2": 0.811, "X3": 0.44057, "Y3": 0.8258, "X4": 0.36951, "Y4": 0.8268, "page": 0, "Index": 273}, {"Word": "so", "Confidence": 0.997, "X1": 0.44961, "Y1": 0.8112, "X2": 0.47158, "Y2": 0.811, "X3": 0.47158, "Y3": 0.8258, "X4": 0.44961, "Y4": 0.8258, "page": 0, "Index": 274}, {"Word": "that", "Confidence": 0.677, "X1": 0.47933, "Y1": 0.8112, "X2": 0.51938, "Y2": 0.811, "X3": 0.51938, "Y3": 0.8258, "X4": 0.47804, "Y4": 0.8258, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.998, "X1": 0.52842, "Y1": 0.8112, "X2": 0.56202, "Y2": 0.811, "X3": 0.56072, "Y3": 0.8258, "X4": 0.52842, "Y4": 0.8258, "page": 0, "Index": 276}, {"Word": "combined", "Confidence": 0.646, "X1": 0.56848, "Y1": 0.8102, "X2": 0.65116, "Y2": 0.81, "X3": 0.64987, "Y3": 0.8258, "X4": 0.56718, "Y4": 0.8258, "page": 0, "Index": 277}, {"Word": "male/female", "Confidence": 0.667, "X1": 0.65891, "Y1": 0.8092, "X2": 0.77132, "Y2": 0.809, "X3": 0.77003, "Y3": 0.8248, "X4": 0.65891, "Y4": 0.8248, "page": 0, "Index": 278}, {"Word": "effect", "Confidence": 0.991, "X1": 0.77907, "Y1": 0.8082, "X2": 0.83979, "Y2": 0.808, "X3": 0.8385, "Y3": 0.8238, "X4": 0.77778, "Y4": 0.8238, "page": 0, "Index": 279}, {"Word": "would", "Confidence": 0.995, "X1": 0.19121, "Y1": 0.8272, "X2": 0.24031, "Y2": 0.827, "X3": 0.23902, "Y3": 0.8428, "X4": 0.18992, "Y4": 0.8428, "page": 0, "Index": 280}, {"Word": "equal", "Confidence": 0.775, "X1": 0.24935, "Y1": 0.8272, "X2": 0.30233, "Y2": 0.827, "X3": 0.30103, "Y3": 0.8428, "X4": 0.24935, "Y4": 0.8428, "page": 0, "Index": 281}, {"Word": "the", "Confidence": 0.998, "X1": 0.31008, "Y1": 0.8272, "X2": 0.34238, "Y2": 0.827, "X3": 0.34238, "Y3": 0.8418, "X4": 0.31008, "Y4": 0.8428, "page": 0, "Index": 282}, {"Word": "NBER", "Confidence": 0.955, "X1": 0.35013, "Y1": 0.8272, "X2": 0.39147, "Y2": 0.827, "X3": 0.39147, "Y3": 0.8418, "X4": 0.34884, "Y4": 0.8418, "page": 0, "Index": 283}, {"Word": "prediction", "Confidence": 0.985, "X1": 0.39922, "Y1": 0.8262, "X2": 0.5, "Y2": 0.826, "X3": 0.49871, "Y3": 0.8418, "X4": 0.39793, "Y4": 0.8418, "page": 0, "Index": 284}, {"Word": "for", "Confidence": 0.998, "X1": 0.50646, "Y1": 0.8262, "X2": 0.54134, "Y2": 0.826, "X3": 0.54005, "Y3": 0.8408, "X4": 0.50646, "Y4": 0.8418, "page": 0, "Index": 285}, {"Word": "each", "Confidence": 0.829, "X1": 0.5478, "Y1": 0.8262, "X2": 0.59044, "Y2": 0.826, "X3": 0.59044, "Y3": 0.8408, "X4": 0.54651, "Y4": 0.8408, "page": 0, "Index": 286}, {"Word": "total", "Confidence": 0.992, "X1": 0.59819, "Y1": 0.8252, "X2": 0.65116, "Y2": 0.825, "X3": 0.65116, "Y3": 0.8408, "X4": 0.5969, "Y4": 0.8408, "page": 0, "Index": 287}, {"Word": "age", "Confidence": 0.998, "X1": 0.65891, "Y1": 0.8252, "X2": 0.69121, "Y2": 0.825, "X3": 0.68992, "Y3": 0.8398, "X4": 0.65762, "Y4": 0.8408, "page": 0, "Index": 288}, {"Word": "group.", "Confidence": 0.991, "X1": 0.69767, "Y1": 0.8242, "X2": 0.76227, "Y2": 0.824, "X3": 0.76098, "Y3": 0.8398, "X4": 0.69638, "Y4": 0.8398, "page": 0, "Index": 289}, {"Word": "This", "Confidence": 0.982, "X1": 0.77907, "Y1": 0.8242, "X2": 0.81912, "Y2": 0.824, "X3": 0.81783, "Y3": 0.8388, "X4": 0.77778, "Y4": 0.8398, "page": 0, "Index": 290}, {"Word": "scenario", "Confidence": 0.849, "X1": 0.19121, "Y1": 0.8432, "X2": 0.27132, "Y2": 0.843, "X3": 0.27261, "Y3": 0.8578, "X4": 0.19121, "Y4": 0.8588, "page": 0, "Index": 291}, {"Word": "equates", "Confidence": 0.991, "X1": 0.28036, "Y1": 0.8422, "X2": 0.35271, "Y2": 0.842, "X3": 0.35271, "Y3": 0.8578, "X4": 0.28036, "Y4": 0.8578, "page": 0, "Index": 292}, {"Word": "to", "Confidence": 0.955, "X1": 0.36047, "Y1": 0.8422, "X2": 0.38243, "Y2": 0.842, "X3": 0.38243, "Y3": 0.8568, "X4": 0.36176, "Y4": 0.8568, "page": 0, "Index": 293}, {"Word": "an", "Confidence": 0.993, "X1": 0.39018, "Y1": 0.8422, "X2": 0.41214, "Y2": 0.842, "X3": 0.41214, "Y3": 0.8568, "X4": 0.39018, "Y4": 0.8568, "page": 0, "Index": 294}, {"Word": "overall", "Confidence": 0.968, "X1": 0.4199, "Y1": 0.8412, "X2": 0.48966, "Y2": 0.841, "X3": 0.48966, "Y3": 0.8568, "X4": 0.4199, "Y4": 0.8568, "page": 0, "Index": 295}, {"Word": "adult", "Confidence": 0.97, "X1": 0.5, "Y1": 0.8412, "X2": 0.55168, "Y2": 0.841, "X3": 0.55039, "Y3": 0.8558, "X4": 0.5, "Y4": 0.8568, "page": 0, "Index": 296}, {"Word": "price", "Confidence": 0.996, "X1": 0.55943, "Y1": 0.8402, "X2": 0.6124, "Y2": 0.84, "X3": 0.6124, "Y3": 0.8558, "X4": 0.55943, "Y4": 0.8558, "page": 0, "Index": 297}, {"Word": "elasticity", "Confidence": 0.986, "X1": 0.62145, "Y1": 0.8392, "X2": 0.72222, "Y2": 0.839, "X3": 0.72093, "Y3": 0.8558, "X4": 0.62016, "Y4": 0.8558, "page": 0, "Index": 298}, {"Word": "of", "Confidence": 0.997, "X1": 0.72997, "Y1": 0.8392, "X2": 0.75194, "Y2": 0.839, "X3": 0.75194, "Y3": 0.8548, "X4": 0.72868, "Y4": 0.8558, "page": 0, "Index": 299}, {"Word": "about", "Confidence": 0.976, "X1": 0.76098, "Y1": 0.8382, "X2": 0.81137, "Y2": 0.838, "X3": 0.81008, "Y3": 0.8548, "X4": 0.75969, "Y4": 0.8548, "page": 0, "Index": 300}, {"Word": "-.", "Confidence": 0.881, "X1": 0.19121, "Y1": 0.8582, "X2": 0.20543, "Y2": 0.858, "X3": 0.20543, "Y3": 0.8738, "X4": 0.19121, "Y4": 0.8738, "page": 0, "Index": 301}, {"Word": "41,", "Confidence": 0.839, "X1": 0.2093, "Y1": 0.8582, "X2": 0.24419, "Y2": 0.858, "X3": 0.24419, "Y3": 0.8738, "X4": 0.2093, "Y4": 0.8738, "page": 0, "Index": 302}, {"Word": "close", "Confidence": 0.995, "X1": 0.24935, "Y1": 0.8582, "X2": 0.30362, "Y2": 0.858, "X3": 0.30362, "Y3": 0.8728, "X4": 0.24935, "Y4": 0.8738, "page": 0, "Index": 303}, {"Word": "to", "Confidence": 0.998, "X1": 0.31008, "Y1": 0.8572, "X2": 0.33333, "Y2": 0.857, "X3": 0.33463, "Y3": 0.8728, "X4": 0.31008, "Y4": 0.8728, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.997, "X1": 0.34109, "Y1": 0.8572, "X2": 0.37468, "Y2": 0.857, "X3": 0.37468, "Y3": 0.8728, "X4": 0.34109, "Y4": 0.8728, "page": 0, "Index": 305}, {"Word": "NBER's", "Confidence": 0.936, "X1": 0.37855, "Y1": 0.8562, "X2": 0.44315, "Y2": 0.856, "X3": 0.44315, "Y3": 0.8728, "X4": 0.37984, "Y4": 0.8728, "page": 0, "Index": 306}, {"Word": "original", "Confidence": 0.991, "X1": 0.44832, "Y1": 0.8552, "X2": 0.5323, "Y2": 0.855, "X3": 0.5323, "Y3": 0.8718, "X4": 0.44961, "Y4": 0.8728, "page": 0, "Index": 307}, {"Word": "figure.", "Confidence": 0.969, "X1": 0.54005, "Y1": 0.8542, "X2": 0.6124, "Y2": 0.854, "X3": 0.6137, "Y3": 0.8718, "X4": 0.54005, "Y4": 0.8718, "page": 0, "Index": 308}, {"Word": "*These", "Confidence": 0.667, "X1": 0.08527, "Y1": 0.8882, "X2": 0.14212, "Y2": 0.888, "X3": 0.14212, "Y3": 0.9028, "X4": 0.08527, "Y4": 0.9038, "page": 0, "Index": 309}, {"Word": "studies", "Confidence": 0.991, "X1": 0.15116, "Y1": 0.8872, "X2": 0.22222, "Y2": 0.887, "X3": 0.22222, "Y3": 0.9028, "X4": 0.15116, "Y4": 0.9028, "page": 0, "Index": 310}, {"Word": "were", "Confidence": 0.982, "X1": 0.23127, "Y1": 0.8872, "X2": 0.27261, "Y2": 0.887, "X3": 0.27261, "Y3": 0.9028, "X4": 0.23127, "Y4": 0.9028, "page": 0, "Index": 311}, {"Word": "discussed", "Confidence": 0.603, "X1": 0.28165, "Y1": 0.8862, "X2": 0.37339, "Y2": 0.886, "X3": 0.37339, "Y3": 0.9018, "X4": 0.28165, "Y4": 0.9028, "page": 0, "Index": 312}, {"Word": "in", "Confidence": 0.996, "X1": 0.38243, "Y1": 0.8862, "X2": 0.4031, "Y2": 0.886, "X3": 0.4031, "Y3": 0.9018, "X4": 0.38114, "Y4": 0.9018, "page": 0, "Index": 313}, {"Word": "ny", "Confidence": 0.85, "X1": 0.40956, "Y1": 0.8852, "X2": 0.43411, "Y2": 0.885, "X3": 0.43411, "Y3": 0.9018, "X4": 0.40956, "Y4": 0.9018, "page": 0, "Index": 314}, {"Word": "menos", "Confidence": 0.63, "X1": 0.43928, "Y1": 0.8852, "X2": 0.49225, "Y2": 0.885, "X3": 0.49096, "Y3": 0.9008, "X4": 0.43928, "Y4": 0.9018, "page": 0, "Index": 315}, {"Word": "of", "Confidence": 0.994, "X1": 0.5, "Y1": 0.8852, "X2": 0.52326, "Y2": 0.885, "X3": 0.52326, "Y3": 0.9008, "X4": 0.5, "Y4": 0.9008, "page": 0, "Index": 316}, {"Word": "9/21", "Confidence": 0.991, "X1": 0.52972, "Y1": 0.8852, "X2": 0.57235, "Y2": 0.885, "X3": 0.57235, "Y3": 0.9008, "X4": 0.52842, "Y4": 0.9008, "page": 0, "Index": 317}, {"Word": "(\"Estimated", "Confidence": 0.852, "X1": 0.5814, "Y1": 0.8842, "X2": 0.6938, "Y2": 0.884, "X3": 0.69251, "Y3": 0.8998, "X4": 0.5801, "Y4": 0.9008, "page": 0, "Index": 318}, {"Word": "Change", "Confidence": 0.997, "X1": 0.70026, "Y1": 0.8842, "X2": 0.76357, "Y2": 0.884, "X3": 0.76357, "Y3": 0.8988, "X4": 0.70026, "Y4": 0.8988, "page": 0, "Index": 319}, {"Word": "in", "Confidence": 0.941, "X1": 0.77132, "Y1": 0.8842, "X2": 0.79328, "Y2": 0.884, "X3": 0.79199, "Y3": 0.8988, "X4": 0.77132, "Y4": 0.8988, "page": 0, "Index": 320}, {"Word": "Following", "Confidence": 0.992, "X1": 0.23902, "Y1": 0.9022, "X2": 0.33463, "Y2": 0.902, "X3": 0.33463, "Y3": 0.9178, "X4": 0.23902, "Y4": 0.9188, "page": 0, "Index": 321}, {"Word": "F.E.T.", "Confidence": 0.618, "X1": 0.34109, "Y1": 0.9012, "X2": 0.40439, "Y2": 0.901, "X3": 0.40439, "Y3": 0.9178, "X4": 0.34238, "Y4": 0.9178, "page": 0, "Index": 322}, {"Word": "Increase\")", "Confidence": 0.971, "X1": 0.41085, "Y1": 0.9002, "X2": 0.51163, "Y2": 0.9, "X3": 0.51163, "Y3": 0.9168, "X4": 0.41085, "Y4": 0.9178, "page": 0, "Index": 323}, {"Word": "and", "Confidence": 0.913, "X1": 0.51809, "Y1": 0.9002, "X2": 0.55297, "Y2": 0.9, "X3": 0.55297, "Y3": 0.9168, "X4": 0.51809, "Y4": 0.9168, "page": 0, "Index": 324}, {"Word": "10/5", "Confidence": 0.813, "X1": 0.56072, "Y1": 0.8992, "X2": 0.60336, "Y2": 0.899, "X3": 0.60207, "Y3": 0.9158, "X4": 0.55943, "Y4": 0.9168, "page": 0, "Index": 325}, {"Word": "(\"NBER", "Confidence": 0.678, "X1": 0.60982, "Y1": 0.8992, "X2": 0.67313, "Y2": 0.899, "X3": 0.67183, "Y3": 0.9148, "X4": 0.60982, "Y4": 0.9158, "page": 0, "Index": 326}, {"Word": "Models", "Confidence": 0.095, "X1": 0.67959, "Y1": 0.8982, "X2": 0.74419, "Y2": 0.898, "X3": 0.74289, "Y3": 0.9148, "X4": 0.67829, "Y4": 0.9148, "page": 0, "Index": 327}, {"Word": "of", "Confidence": 0.571, "X1": 0.74935, "Y1": 0.8982, "X2": 0.77261, "Y2": 0.898, "X3": 0.77132, "Y3": 0.9138, "X4": 0.74806, "Y4": 0.9138, "page": 0, "Index": 328}, {"Word": "Price", "Confidence": 0.084, "X1": 0.77907, "Y1": 0.8982, "X2": 0.83204, "Y2": 0.898, "X3": 0.83075, "Y3": 0.9128, "X4": 0.77778, "Y4": 0.9138, "page": 0, "Index": 329}, {"Word": "50301", "Confidence": 0.717, "X1": 0.92765, "Y1": 0.9112, "X2": 0.93023, "Y2": 0.911, "X3": 0.90827, "Y3": 0.9118, "X4": 0.90698, "Y4": 0.8678, "page": 0, "Index": 330}, {"Word": "Industry", "Confidence": 0.994, "X1": 0.09302, "Y1": 0.9032, "X2": 0.17054, "Y2": 0.903, "X3": 0.17183, "Y3": 0.9188, "X4": 0.09432, "Y4": 0.9198, "page": 0, "Index": 331}, {"Word": "Trend", "Confidence": 0.991, "X1": 0.17959, "Y1": 0.9032, "X2": 0.23385, "Y2": 0.903, "X3": 0.23385, "Y3": 0.9188, "X4": 0.18088, "Y4": 0.9188, "page": 0, "Index": 332}, {"Word": "Sensitivity\").", "Confidence": 0.742, "X1": 0.09302, "Y1": 0.9192, "X2": 0.23514, "Y2": 0.919, "X3": 0.23514, "Y3": 0.9358, "X4": 0.09302, "Y4": 0.9358, "page": 0, "Index": 333}, {"Word": "0295", "Confidence": 0.982, "X1": 0.93023, "Y1": 0.9552, "X2": 0.93282, "Y2": 0.955, "X3": 0.91214, "Y3": 0.9568, "X4": 0.90956, "Y4": 0.9208, "page": 0, "Index": 334}, {"Word": "...", "Confidence": 0.801, "X1": 0.18605, "Y1": 0.9692, "X2": 0.20672, "Y2": 0.969, "X3": 0.20672, "Y3": 0.9768, "X4": 0.18605, "Y4": 0.9768, "page": 0, "Index": 335}, {"Word": "....", "Confidence": 0.658, "X1": 0.02972, "Y1": 0.9712, "X2": 0.05297, "Y2": 0.971, "X3": 0.05297, "Y3": 0.9788, "X4": 0.02972, "Y4": 0.9788, "page": 0, "Index": 336}]}
|
"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"
|
ffmy0058
| 0 |
{"lines_data": [{"Word": "PHILIP MORRIS", "Confidence": 0.9955, "X1": 0.3504, "Y1": 0.1492, "X2": 0.65633, "Y2": 0.149, "X3": 0.65633, "Y3": 0.1828, "X4": 0.3504, "Y4": 0.1828, "page": 0}, {"Word": "U.S.A.", "Confidence": 0.995, "X1": 0.48383, "Y1": 0.1902, "X2": 0.52695, "Y2": 0.19, "X3": 0.52695, "Y3": 0.1998, "X4": 0.48383, "Y4": 0.1998, "page": 0}, {"Word": "120 PARK AVENUE, NEW YORK, N.Y. 10017 TELEPHONE (212) 880-5000", "Confidence": 0.921, "X1": 0.30189, "Y1": 0.2072, "X2": 0.70081, "Y2": 0.207, "X3": 0.70081, "Y3": 0.2208, "X4": 0.30189, "Y4": 0.2188, "page": 0}, {"Word": "January 29, 1993", "Confidence": 0.99, "X1": 0.53369, "Y1": 0.2312, "X2": 0.68329, "Y2": 0.231, "X3": 0.68464, "Y3": 0.2488, "X4": 0.53369, "Y4": 0.2498, "page": 0}, {"Word": "Mr. Andrew Greenfield", "Confidence": 0.99667, "X1": 0.11456, "Y1": 0.2622, "X2": 0.34097, "Y2": 0.262, "X3": 0.34097, "Y3": 0.2788, "X4": 0.11456, "Y4": 0.2798, "page": 0}, {"Word": "President", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.2792, "X2": 0.21563, "Y2": 0.279, "X3": 0.21698, "Y3": 0.2938, "X4": 0.11321, "Y4": 0.2938, "page": 0}, {"Word": "The Greenfield Consulting Group, Inc.", "Confidence": 0.9926, "X1": 0.11321, "Y1": 0.2952, "X2": 0.47844, "Y2": 0.295, "X3": 0.47709, "Y3": 0.3108, "X4": 0.11321, "Y4": 0.3098, "page": 0}, {"Word": "274 Riverside Avenue", "Confidence": 0.99633, "X1": 0.11456, "Y1": 0.3102, "X2": 0.3221, "Y2": 0.31, "X3": 0.3221, "Y3": 0.3258, "X4": 0.11456, "Y4": 0.3248, "page": 0}, {"Word": "Westport, CT 06880", "Confidence": 0.99567, "X1": 0.11321, "Y1": 0.3252, "X2": 0.29784, "Y2": 0.325, "X3": 0.29784, "Y3": 0.3408, "X4": 0.11321, "Y4": 0.3408, "page": 0}, {"Word": "Re: Amendment to Agreement dated December 1, 1992", "Confidence": 0.99325, "X1": 0.24798, "Y1": 0.3562, "X2": 0.76146, "Y2": 0.356, "X3": 0.76146, "Y3": 0.3738, "X4": 0.24798, "Y4": 0.3738, "page": 0}, {"Word": "Dear Mr. Greenfield:", "Confidence": 0.993, "X1": 0.11186, "Y1": 0.3872, "X2": 0.31536, "Y2": 0.387, "X3": 0.31536, "Y3": 0.4028, "X4": 0.11186, "Y4": 0.4038, "page": 0}, {"Word": "This letter, when countersigned where indicated below, will amend the", "Confidence": 0.9931, "X1": 0.17251, "Y1": 0.4202, "X2": 0.83423, "Y2": 0.42, "X3": 0.83423, "Y3": 0.4358, "X4": 0.17251, "Y4": 0.4348, "page": 0}, {"Word": "agreement between Philip Morris Incorporated (\"Philip Morris\") and The", "Confidence": 0.96489, "X1": 0.11186, "Y1": 0.4362, "X2": 0.7965, "Y2": 0.436, "X3": 0.7965, "Y3": 0.4508, "X4": 0.11186, "Y4": 0.4508, "page": 0}, {"Word": "Greenfield Group, Inc. (\"Greenfield\"), dated December 1, 1992 (\"Agreement\")", "Confidence": 0.93989, "X1": 0.11321, "Y1": 0.4512, "X2": 0.84097, "Y2": 0.451, "X3": 0.84097, "Y3": 0.4678, "X4": 0.11321, "Y4": 0.4658, "page": 0}, {"Word": "pursuant to which Greenfield agreed to perform services for Philip Morris. The", "Confidence": 0.99517, "X1": 0.11321, "Y1": 0.4672, "X2": 0.85849, "Y2": 0.467, "X3": 0.85849, "Y3": 0.4838, "X4": 0.11321, "Y4": 0.4828, "page": 0}, {"Word": "terms and conditions of this amendment are as follows:", "Confidence": 0.995, "X1": 0.11321, "Y1": 0.4832, "X2": 0.62264, "Y2": 0.483, "X3": 0.62264, "Y3": 0.4998, "X4": 0.11321, "Y4": 0.4988, "page": 0}, {"Word": "1.", "Confidence": 0.998, "X1": 0.1752, "Y1": 0.5122, "X2": 0.19137, "Y2": 0.512, "X3": 0.19137, "Y3": 0.5278, "X4": 0.17385, "Y4": 0.5278, "page": 0}, {"Word": "Paragraph 2 of the Agreement is deleted and the following paragraph", "Confidence": 0.99655, "X1": 0.23181, "Y1": 0.5142, "X2": 0.87871, "Y2": 0.514, "X3": 0.87871, "Y3": 0.5318, "X4": 0.23181, "Y4": 0.5298, "page": 0}, {"Word": "is substituted therefor:", "Confidence": 0.98433, "X1": 0.11186, "Y1": 0.5292, "X2": 0.32345, "Y2": 0.529, "X3": 0.32345, "Y3": 0.5438, "X4": 0.11186, "Y4": 0.5438, "page": 0}, {"Word": "In full and complete consideration for the services rendered by", "Confidence": 0.9908, "X1": 0.23046, "Y1": 0.5602, "X2": 0.81806, "Y2": 0.56, "X3": 0.81806, "Y3": 0.5778, "X4": 0.23046, "Y4": 0.5758, "page": 0}, {"Word": "Greenfield throughout the term of the Agreement, Philip Morris will pay", "Confidence": 0.99409, "X1": 0.11186, "Y1": 0.5762, "X2": 0.78841, "Y2": 0.576, "X3": 0.78841, "Y3": 0.5948, "X4": 0.11051, "Y4": 0.5908, "page": 0}, {"Word": "Greenfield $18,033.13.", "Confidence": 0.973, "X1": 0.11186, "Y1": 0.5902, "X2": 0.31267, "Y2": 0.59, "X3": 0.31267, "Y3": 0.6068, "X4": 0.11186, "Y4": 0.6068, "page": 0}, {"Word": "2.", "Confidence": 0.076, "X1": 0.17385, "Y1": 0.6222, "X2": 0.22237, "Y2": 0.622, "X3": 0.22102, "Y3": 0.6398, "X4": 0.17385, "Y4": 0.6378, "page": 0}, {"Word": "All other terms of the Agreement shall remain in full force and effect.", "Confidence": 0.99315, "X1": 0.23046, "Y1": 0.6222, "X2": 0.87197, "Y2": 0.622, "X3": 0.87197, "Y3": 0.6398, "X4": 0.23046, "Y4": 0.6398, "page": 0}, {"Word": "If the foregoing accurately sets forth our agreement to amend the Agreement,", "Confidence": 0.99308, "X1": 0.17385, "Y1": 0.6532, "X2": 0.88544, "Y2": 0.653, "X3": 0.88544, "Y3": 0.6708, "X4": 0.17385, "Y4": 0.6698, "page": 0}, {"Word": "please signify your acceptance and agreement by signing both copies of the", "Confidence": 0.99533, "X1": 0.11051, "Y1": 0.6692, "X2": 0.81132, "Y2": 0.669, "X3": 0.81132, "Y3": 0.6868, "X4": 0.11051, "Y4": 0.6868, "page": 0}, {"Word": "enclosed letter and return them to us.", "Confidence": 0.97871, "X1": 0.11051, "Y1": 0.6852, "X2": 0.45822, "Y2": 0.685, "X3": 0.45822, "Y3": 0.7018, "X4": 0.11051, "Y4": 0.7008, "page": 0}, {"Word": "ACCEPTED AND AGRED TO AS", "Confidence": 0.997, "X1": 0.11186, "Y1": 0.7152, "X2": 0.43666, "Y2": 0.715, "X3": 0.43666, "Y3": 0.7328, "X4": 0.11186, "Y4": 0.7328, "page": 0}, {"Word": "Very truly yours,", "Confidence": 0.99333, "X1": 0.5283, "Y1": 0.7172, "X2": 0.69542, "Y2": 0.717, "X3": 0.69542, "Y3": 0.7358, "X4": 0.5283, "Y4": 0.7338, "page": 0}, {"Word": "OF THE DATE OF THIS LETTER:", "Confidence": 0.9935, "X1": 0.10916, "Y1": 0.7302, "X2": 0.43261, "Y2": 0.73, "X3": 0.43261, "Y3": 0.7478, "X4": 0.10916, "Y4": 0.7478, "page": 0}, {"Word": "PHILIP MORRIS INCORPORATED", "Confidence": 0.96167, "X1": 0.5283, "Y1": 0.7462, "X2": 0.86792, "Y2": 0.746, "X3": 0.86792, "Y3": 0.7638, "X4": 0.5283, "Y4": 0.7638, "page": 0}, {"Word": "GREENFIELD CONSULTING", "Confidence": 0.992, "X1": 0.11051, "Y1": 0.7622, "X2": 0.39488, "Y2": 0.762, "X3": 0.39488, "Y3": 0.7798, "X4": 0.11051, "Y4": 0.7798, "page": 0}, {"Word": "GROUP, INC.", "Confidence": 0.9145, "X1": 0.11186, "Y1": 0.7792, "X2": 0.25067, "Y2": 0.779, "X3": 0.25067, "Y3": 0.7988, "X4": 0.11186, "Y4": 0.7978, "page": 0}, {"Word": "By:", "Confidence": 0.991, "X1": 0.11321, "Y1": 0.8132, "X2": 0.15094, "Y2": 0.813, "X3": 0.15094, "Y3": 0.8278, "X4": 0.11186, "Y4": 0.8268, "page": 0}, {"Word": "By", "Confidence": 0.998, "X1": 0.52965, "Y1": 0.8132, "X2": 0.55795, "Y2": 0.813, "X3": 0.5566, "Y3": 0.8278, "X4": 0.5283, "Y4": 0.8258, "page": 0}, {"Word": "Ath", "Confidence": 0.743, "X1": 0.18733, "Y1": 0.7812, "X2": 0.37466, "Y2": 0.781, "X3": 0.37601, "Y3": 0.8288, "X4": 0.18733, "Y4": 0.8328, "page": 0}, {"Word": "Title:", "Confidence": 0.951, "X1": 0.11186, "Y1": 0.8442, "X2": 0.16173, "Y2": 0.844, "X3": 0.16038, "Y3": 0.8578, "X4": 0.11051, "Y4": 0.8568, "page": 0}, {"Word": "Resident", "Confidence": 0.188, "X1": 0.17655, "Y1": 0.8272, "X2": 0.3248, "Y2": 0.827, "X3": 0.32615, "Y3": 0.8598, "X4": 0.1779, "Y4": 0.8618, "page": 0}, {"Word": "Title: Directo Consun Desenho", "Confidence": 0.1165, "X1": 0.52695, "Y1": 0.8282, "X2": 0.91914, "Y2": 0.828, "X3": 0.92049, "Y3": 0.8628, "X4": 0.5283, "Y4": 0.8638, "page": 0}, {"Word": "2071386362", "Confidence": 0.993, "X1": 0.97844, "Y1": 0.8922, "X2": 0.97035, "Y2": 0.892, "X3": 0.94609, "Y3": 0.8908, "X4": 0.95418, "Y4": 0.7908, "page": 0}, {"Word": "MARLBORO BENSON & HEDGES MERIT VIRGINA SLIMS PARLIAMENT LIGHTS PLAYERS SARATOGA CAMBRIDGE ALPINE MULTIFILTER", "Confidence": 0.82414, "X1": 0.09973, "Y1": 0.9482, "X2": 0.90701, "Y2": 0.948, "X3": 0.90701, "Y3": 0.9618, "X4": 0.09973, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "PHILIP", "Confidence": 0.994, "X1": 0.3531, "Y1": 0.1502, "X2": 0.47844, "Y2": 0.15, "X3": 0.47844, "Y3": 0.1828, "X4": 0.35175, "Y4": 0.1828, "page": 0, "Index": 0}, {"Word": "MORRIS", "Confidence": 0.997, "X1": 0.48922, "Y1": 0.1502, "X2": 0.64825, "Y2": 0.15, "X3": 0.64825, "Y3": 0.1838, "X4": 0.48787, "Y4": 0.1828, "page": 0, "Index": 1}, {"Word": "U.S.A.", "Confidence": 0.995, "X1": 0.48383, "Y1": 0.1902, "X2": 0.52695, "Y2": 0.19, "X3": 0.52695, "Y3": 0.2008, "X4": 0.48383, "Y4": 0.1998, "page": 0, "Index": 2}, {"Word": "120", "Confidence": 0.993, "X1": 0.30323, "Y1": 0.2062, "X2": 0.31941, "Y2": 0.206, "X3": 0.31941, "Y3": 0.2188, "X4": 0.30323, "Y4": 0.2188, "page": 0, "Index": 3}, {"Word": "PARK", "Confidence": 0.991, "X1": 0.32345, "Y1": 0.2062, "X2": 0.3531, "Y2": 0.206, "X3": 0.3531, "Y3": 0.2188, "X4": 0.32345, "Y4": 0.2188, "page": 0, "Index": 4}, {"Word": "AVENUE,", "Confidence": 0.867, "X1": 0.3558, "Y1": 0.2062, "X2": 0.40566, "Y2": 0.206, "X3": 0.40566, "Y3": 0.2188, "X4": 0.3558, "Y4": 0.2188, "page": 0, "Index": 5}, {"Word": "NEW", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.2062, "X2": 0.43531, "Y2": 0.206, "X3": 0.43531, "Y3": 0.2188, "X4": 0.40836, "Y4": 0.2188, "page": 0, "Index": 6}, {"Word": "YORK,", "Confidence": 0.943, "X1": 0.43935, "Y1": 0.2062, "X2": 0.47305, "Y2": 0.206, "X3": 0.47305, "Y3": 0.2188, "X4": 0.43935, "Y4": 0.2188, "page": 0, "Index": 7}, {"Word": "N.Y.", "Confidence": 0.901, "X1": 0.47709, "Y1": 0.2062, "X2": 0.4973, "Y2": 0.206, "X3": 0.4973, "Y3": 0.2188, "X4": 0.47709, "Y4": 0.2188, "page": 0, "Index": 8}, {"Word": "10017", "Confidence": 0.994, "X1": 0.50135, "Y1": 0.2062, "X2": 0.53774, "Y2": 0.206, "X3": 0.53774, "Y3": 0.2198, "X4": 0.50135, "Y4": 0.2188, "page": 0, "Index": 9}, {"Word": "TELEPHONE", "Confidence": 0.991, "X1": 0.54582, "Y1": 0.2072, "X2": 0.61321, "Y2": 0.207, "X3": 0.61321, "Y3": 0.2208, "X4": 0.54447, "Y4": 0.2198, "page": 0, "Index": 10}, {"Word": "(212)", "Confidence": 0.821, "X1": 0.61725, "Y1": 0.2072, "X2": 0.64286, "Y2": 0.207, "X3": 0.64286, "Y3": 0.2208, "X4": 0.61725, "Y4": 0.2208, "page": 0, "Index": 11}, {"Word": "880-5000", "Confidence": 0.711, "X1": 0.6469, "Y1": 0.2072, "X2": 0.70081, "Y2": 0.207, "X3": 0.69946, "Y3": 0.2218, "X4": 0.6469, "Y4": 0.2208, "page": 0, "Index": 12}, {"Word": "January", "Confidence": 0.993, "X1": 0.53369, "Y1": 0.2312, "X2": 0.60377, "Y2": 0.231, "X3": 0.60377, "Y3": 0.2498, "X4": 0.53369, "Y4": 0.2498, "page": 0, "Index": 13}, {"Word": "29,", "Confidence": 0.998, "X1": 0.60916, "Y1": 0.2312, "X2": 0.63477, "Y2": 0.231, "X3": 0.63477, "Y3": 0.2498, "X4": 0.60782, "Y4": 0.2498, "page": 0, "Index": 14}, {"Word": "1993", "Confidence": 0.979, "X1": 0.64016, "Y1": 0.2312, "X2": 0.68329, "Y2": 0.231, "X3": 0.68329, "Y3": 0.2498, "X4": 0.63881, "Y4": 0.2498, "page": 0, "Index": 15}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.2632, "X2": 0.15094, "Y2": 0.263, "X3": 0.1496, "Y3": 0.2798, "X4": 0.11456, "Y4": 0.2798, "page": 0, "Index": 16}, {"Word": "Andrew", "Confidence": 0.997, "X1": 0.15499, "Y1": 0.2632, "X2": 0.22776, "Y2": 0.263, "X3": 0.22642, "Y3": 0.2798, "X4": 0.15499, "Y4": 0.2798, "page": 0, "Index": 17}, {"Word": "Greenfield", "Confidence": 0.995, "X1": 0.23585, "Y1": 0.2622, "X2": 0.33693, "Y2": 0.262, "X3": 0.33558, "Y3": 0.2798, "X4": 0.23585, "Y4": 0.2798, "page": 0, "Index": 18}, {"Word": "President", "Confidence": 0.994, "X1": 0.11456, "Y1": 0.2802, "X2": 0.20755, "Y2": 0.28, "X3": 0.20755, "Y3": 0.2938, "X4": 0.11456, "Y4": 0.2938, "page": 0, "Index": 19}, {"Word": "The", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.2952, "X2": 0.15094, "Y2": 0.295, "X3": 0.1496, "Y3": 0.3098, "X4": 0.1159, "Y4": 0.3098, "page": 0, "Index": 20}, {"Word": "Greenfield", "Confidence": 0.994, "X1": 0.15499, "Y1": 0.2942, "X2": 0.25337, "Y2": 0.294, "X3": 0.25337, "Y3": 0.3108, "X4": 0.15364, "Y4": 0.3098, "page": 0, "Index": 21}, {"Word": "Consulting", "Confidence": 0.991, "X1": 0.26011, "Y1": 0.2952, "X2": 0.36253, "Y2": 0.295, "X3": 0.36253, "Y3": 0.3118, "X4": 0.25876, "Y4": 0.3108, "page": 0, "Index": 22}, {"Word": "Group,", "Confidence": 0.997, "X1": 0.36792, "Y1": 0.2952, "X2": 0.43531, "Y2": 0.295, "X3": 0.43396, "Y3": 0.3118, "X4": 0.36658, "Y4": 0.3118, "page": 0, "Index": 23}, {"Word": "Inc.", "Confidence": 0.983, "X1": 0.43935, "Y1": 0.2962, "X2": 0.47709, "Y2": 0.296, "X3": 0.47574, "Y3": 0.3118, "X4": 0.43801, "Y4": 0.3118, "page": 0, "Index": 24}, {"Word": "274", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.3102, "X2": 0.1469, "Y2": 0.31, "X3": 0.14555, "Y3": 0.3248, "X4": 0.11456, "Y4": 0.3258, "page": 0, "Index": 25}, {"Word": "Riverside", "Confidence": 0.995, "X1": 0.15094, "Y1": 0.3102, "X2": 0.24124, "Y2": 0.31, "X3": 0.23989, "Y3": 0.3248, "X4": 0.1496, "Y4": 0.3248, "page": 0, "Index": 26}, {"Word": "Avenue", "Confidence": 0.996, "X1": 0.24663, "Y1": 0.3132, "X2": 0.31806, "Y2": 0.313, "X3": 0.31671, "Y3": 0.3248, "X4": 0.24528, "Y4": 0.3248, "page": 0, "Index": 27}, {"Word": "Westport,", "Confidence": 0.994, "X1": 0.1159, "Y1": 0.3262, "X2": 0.20485, "Y2": 0.326, "X3": 0.20485, "Y3": 0.3418, "X4": 0.11456, "Y4": 0.3418, "page": 0, "Index": 28}, {"Word": "CT", "Confidence": 0.998, "X1": 0.20889, "Y1": 0.3262, "X2": 0.2372, "Y2": 0.326, "X3": 0.23585, "Y3": 0.3418, "X4": 0.20889, "Y4": 0.3418, "page": 0, "Index": 29}, {"Word": "06880", "Confidence": 0.995, "X1": 0.24124, "Y1": 0.3262, "X2": 0.29784, "Y2": 0.326, "X3": 0.2965, "Y3": 0.3408, "X4": 0.23989, "Y4": 0.3418, "page": 0, "Index": 30}, {"Word": "Re:", "Confidence": 0.994, "X1": 0.24933, "Y1": 0.3572, "X2": 0.28571, "Y2": 0.357, "X3": 0.28571, "Y3": 0.3728, "X4": 0.24933, "Y4": 0.3728, "page": 0, "Index": 31}, {"Word": "Amendment", "Confidence": 0.994, "X1": 0.29245, "Y1": 0.3572, "X2": 0.40431, "Y2": 0.357, "X3": 0.40296, "Y3": 0.3738, "X4": 0.29245, "Y4": 0.3728, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.3572, "X2": 0.42992, "Y2": 0.357, "X3": 0.42992, "Y3": 0.3748, "X4": 0.40836, "Y4": 0.3738, "page": 0, "Index": 33}, {"Word": "Agreement", "Confidence": 0.986, "X1": 0.43531, "Y1": 0.3562, "X2": 0.53504, "Y2": 0.356, "X3": 0.53504, "Y3": 0.3748, "X4": 0.43531, "Y4": 0.3748, "page": 0, "Index": 34}, {"Word": "dated", "Confidence": 0.998, "X1": 0.54043, "Y1": 0.3562, "X2": 0.59299, "Y2": 0.356, "X3": 0.59299, "Y3": 0.3748, "X4": 0.53908, "Y4": 0.3748, "page": 0, "Index": 35}, {"Word": "December", "Confidence": 0.992, "X1": 0.59838, "Y1": 0.3562, "X2": 0.68868, "Y2": 0.356, "X3": 0.68868, "Y3": 0.3738, "X4": 0.59704, "Y4": 0.3748, "page": 0, "Index": 36}, {"Word": "1,", "Confidence": 0.996, "X1": 0.69272, "Y1": 0.3562, "X2": 0.71159, "Y2": 0.356, "X3": 0.71159, "Y3": 0.3738, "X4": 0.69272, "Y4": 0.3738, "page": 0, "Index": 37}, {"Word": "1992", "Confidence": 0.988, "X1": 0.71698, "Y1": 0.3562, "X2": 0.76146, "Y2": 0.356, "X3": 0.76146, "Y3": 0.3738, "X4": 0.71698, "Y4": 0.3738, "page": 0, "Index": 38}, {"Word": "Dear", "Confidence": 0.989, "X1": 0.11456, "Y1": 0.3872, "X2": 0.16307, "Y2": 0.387, "X3": 0.16173, "Y3": 0.4038, "X4": 0.11321, "Y4": 0.4048, "page": 0, "Index": 39}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.16981, "Y1": 0.3872, "X2": 0.2062, "Y2": 0.387, "X3": 0.20485, "Y3": 0.4038, "X4": 0.16981, "Y4": 0.4038, "page": 0, "Index": 40}, {"Word": "Greenfield:", "Confidence": 0.992, "X1": 0.21024, "Y1": 0.3882, "X2": 0.31536, "Y2": 0.388, "X3": 0.31536, "Y3": 0.4038, "X4": 0.21024, "Y4": 0.4038, "page": 0, "Index": 41}, {"Word": "This", "Confidence": 0.988, "X1": 0.17385, "Y1": 0.4202, "X2": 0.21294, "Y2": 0.42, "X3": 0.21294, "Y3": 0.4348, "X4": 0.17385, "Y4": 0.4348, "page": 0, "Index": 42}, {"Word": "letter,", "Confidence": 0.994, "X1": 0.21698, "Y1": 0.4202, "X2": 0.27358, "Y2": 0.42, "X3": 0.27358, "Y3": 0.4358, "X4": 0.21698, "Y4": 0.4348, "page": 0, "Index": 43}, {"Word": "when", "Confidence": 0.991, "X1": 0.27763, "Y1": 0.4202, "X2": 0.32884, "Y2": 0.42, "X3": 0.32884, "Y3": 0.4358, "X4": 0.27763, "Y4": 0.4358, "page": 0, "Index": 44}, {"Word": "countersigned", "Confidence": 0.993, "X1": 0.33288, "Y1": 0.4202, "X2": 0.46361, "Y2": 0.42, "X3": 0.46361, "Y3": 0.4358, "X4": 0.33288, "Y4": 0.4358, "page": 0, "Index": 45}, {"Word": "where", "Confidence": 0.997, "X1": 0.469, "Y1": 0.4202, "X2": 0.52695, "Y2": 0.42, "X3": 0.52695, "Y3": 0.4368, "X4": 0.469, "Y4": 0.4358, "page": 0, "Index": 46}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.531, "Y1": 0.4202, "X2": 0.61725, "Y2": 0.42, "X3": 0.61725, "Y3": 0.4368, "X4": 0.531, "Y4": 0.4368, "page": 0, "Index": 47}, {"Word": "below,", "Confidence": 0.997, "X1": 0.62129, "Y1": 0.4202, "X2": 0.68598, "Y2": 0.42, "X3": 0.68598, "Y3": 0.4368, "X4": 0.62129, "Y4": 0.4368, "page": 0, "Index": 48}, {"Word": "will", "Confidence": 0.981, "X1": 0.69003, "Y1": 0.4202, "X2": 0.72776, "Y2": 0.42, "X3": 0.72776, "Y3": 0.4368, "X4": 0.69003, "Y4": 0.4368, "page": 0, "Index": 49}, {"Word": "amend", "Confidence": 0.997, "X1": 0.73181, "Y1": 0.4202, "X2": 0.7938, "Y2": 0.42, "X3": 0.7938, "Y3": 0.4368, "X4": 0.73181, "Y4": 0.4368, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.4202, "X2": 0.83288, "Y2": 0.42, "X3": 0.83288, "Y3": 0.4368, "X4": 0.80054, "Y4": 0.4368, "page": 0, "Index": 51}, {"Word": "agreement", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.4362, "X2": 0.21024, "Y2": 0.436, "X3": 0.21024, "Y3": 0.4508, "X4": 0.11321, "Y4": 0.4508, "page": 0, "Index": 52}, {"Word": "between", "Confidence": 0.996, "X1": 0.21429, "Y1": 0.4362, "X2": 0.29245, "Y2": 0.436, "X3": 0.29245, "Y3": 0.4508, "X4": 0.21429, "Y4": 0.4508, "page": 0, "Index": 53}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.29784, "Y1": 0.4362, "X2": 0.3531, "Y2": 0.436, "X3": 0.3531, "Y3": 0.4518, "X4": 0.29784, "Y4": 0.4508, "page": 0, "Index": 54}, {"Word": "Morris", "Confidence": 0.995, "X1": 0.35849, "Y1": 0.4362, "X2": 0.42318, "Y2": 0.436, "X3": 0.42318, "Y3": 0.4518, "X4": 0.35984, "Y4": 0.4518, "page": 0, "Index": 55}, {"Word": "Incorporated", "Confidence": 0.923, "X1": 0.42722, "Y1": 0.4362, "X2": 0.54582, "Y2": 0.436, "X3": 0.54582, "Y3": 0.4518, "X4": 0.42722, "Y4": 0.4518, "page": 0, "Index": 56}, {"Word": "(\"Philip", "Confidence": 0.802, "X1": 0.55256, "Y1": 0.4362, "X2": 0.62534, "Y2": 0.436, "X3": 0.62534, "Y3": 0.4518, "X4": 0.55256, "Y4": 0.4518, "page": 0, "Index": 57}, {"Word": "Morris\")", "Confidence": 0.981, "X1": 0.63073, "Y1": 0.4372, "X2": 0.71294, "Y2": 0.437, "X3": 0.71294, "Y3": 0.4518, "X4": 0.63073, "Y4": 0.4518, "page": 0, "Index": 58}, {"Word": "and", "Confidence": 0.998, "X1": 0.71698, "Y1": 0.4372, "X2": 0.75202, "Y2": 0.437, "X3": 0.75202, "Y3": 0.4518, "X4": 0.71698, "Y4": 0.4518, "page": 0, "Index": 59}, {"Word": "The", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.4372, "X2": 0.7965, "Y2": 0.437, "X3": 0.7965, "Y3": 0.4518, "X4": 0.76011, "Y4": 0.4518, "page": 0, "Index": 60}, {"Word": "Greenfield", "Confidence": 0.991, "X1": 0.11321, "Y1": 0.4512, "X2": 0.20889, "Y2": 0.451, "X3": 0.21024, "Y3": 0.4668, "X4": 0.11456, "Y4": 0.4658, "page": 0, "Index": 61}, {"Word": "Group,", "Confidence": 0.992, "X1": 0.21429, "Y1": 0.4512, "X2": 0.28032, "Y2": 0.451, "X3": 0.28167, "Y3": 0.4668, "X4": 0.21429, "Y4": 0.4668, "page": 0, "Index": 62}, {"Word": "Inc.", "Confidence": 0.982, "X1": 0.28571, "Y1": 0.4512, "X2": 0.3221, "Y2": 0.451, "X3": 0.3221, "Y3": 0.4668, "X4": 0.28571, "Y4": 0.4668, "page": 0, "Index": 63}, {"Word": "(\"Greenfield\"),", "Confidence": 0.66, "X1": 0.32615, "Y1": 0.4512, "X2": 0.46361, "Y2": 0.451, "X3": 0.46361, "Y3": 0.4678, "X4": 0.32615, "Y4": 0.4668, "page": 0, "Index": 64}, {"Word": "dated", "Confidence": 0.996, "X1": 0.469, "Y1": 0.4512, "X2": 0.52022, "Y2": 0.451, "X3": 0.52022, "Y3": 0.4678, "X4": 0.469, "Y4": 0.4678, "page": 0, "Index": 65}, {"Word": "December", "Confidence": 0.994, "X1": 0.53369, "Y1": 0.4512, "X2": 0.62803, "Y2": 0.451, "X3": 0.62803, "Y3": 0.4678, "X4": 0.53369, "Y4": 0.4678, "page": 0, "Index": 66}, {"Word": "1,", "Confidence": 0.957, "X1": 0.63342, "Y1": 0.4522, "X2": 0.6496, "Y2": 0.452, "X3": 0.6496, "Y3": 0.4678, "X4": 0.63208, "Y4": 0.4678, "page": 0, "Index": 67}, {"Word": "1992", "Confidence": 0.987, "X1": 0.65499, "Y1": 0.4522, "X2": 0.69677, "Y2": 0.452, "X3": 0.69677, "Y3": 0.4688, "X4": 0.65499, "Y4": 0.4678, "page": 0, "Index": 68}, {"Word": "(\"Agreement\")", "Confidence": 0.9, "X1": 0.70081, "Y1": 0.4532, "X2": 0.84097, "Y2": 0.453, "X3": 0.84097, "Y3": 0.4688, "X4": 0.70081, "Y4": 0.4688, "page": 0, "Index": 69}, {"Word": "pursuant", "Confidence": 0.993, "X1": 0.11321, "Y1": 0.4672, "X2": 0.19677, "Y2": 0.467, "X3": 0.19677, "Y3": 0.4838, "X4": 0.11321, "Y4": 0.4838, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.20081, "Y1": 0.4672, "X2": 0.22102, "Y2": 0.467, "X3": 0.22102, "Y3": 0.4838, "X4": 0.20081, "Y4": 0.4838, "page": 0, "Index": 71}, {"Word": "which", "Confidence": 0.994, "X1": 0.22507, "Y1": 0.4672, "X2": 0.28302, "Y2": 0.467, "X3": 0.28302, "Y3": 0.4838, "X4": 0.22642, "Y4": 0.4838, "page": 0, "Index": 72}, {"Word": "Greenfield", "Confidence": 0.991, "X1": 0.28841, "Y1": 0.4672, "X2": 0.38679, "Y2": 0.467, "X3": 0.38679, "Y3": 0.4838, "X4": 0.28841, "Y4": 0.4838, "page": 0, "Index": 73}, {"Word": "agreed", "Confidence": 0.997, "X1": 0.39084, "Y1": 0.4672, "X2": 0.45418, "Y2": 0.467, "X3": 0.45418, "Y3": 0.4838, "X4": 0.39084, "Y4": 0.4838, "page": 0, "Index": 74}, {"Word": "to", "Confidence": 0.997, "X1": 0.45957, "Y1": 0.4672, "X2": 0.47844, "Y2": 0.467, "X3": 0.47844, "Y3": 0.4838, "X4": 0.45957, "Y4": 0.4838, "page": 0, "Index": 75}, {"Word": "perform", "Confidence": 0.994, "X1": 0.48248, "Y1": 0.4672, "X2": 0.55256, "Y2": 0.467, "X3": 0.55391, "Y3": 0.4838, "X4": 0.48248, "Y4": 0.4838, "page": 0, "Index": 76}, {"Word": "services", "Confidence": 0.996, "X1": 0.56334, "Y1": 0.4672, "X2": 0.63747, "Y2": 0.467, "X3": 0.63747, "Y3": 0.4838, "X4": 0.56469, "Y4": 0.4838, "page": 0, "Index": 77}, {"Word": "for", "Confidence": 0.998, "X1": 0.64151, "Y1": 0.4682, "X2": 0.66981, "Y2": 0.468, "X3": 0.67116, "Y3": 0.4838, "X4": 0.64286, "Y4": 0.4838, "page": 0, "Index": 78}, {"Word": "Philip", "Confidence": 0.995, "X1": 0.6752, "Y1": 0.4682, "X2": 0.73181, "Y2": 0.468, "X3": 0.73181, "Y3": 0.4848, "X4": 0.6752, "Y4": 0.4838, "page": 0, "Index": 79}, {"Word": "Morris.", "Confidence": 0.994, "X1": 0.7372, "Y1": 0.4682, "X2": 0.81132, "Y2": 0.468, "X3": 0.81132, "Y3": 0.4848, "X4": 0.7372, "Y4": 0.4848, "page": 0, "Index": 80}, {"Word": "The", "Confidence": 0.995, "X1": 0.81806, "Y1": 0.4692, "X2": 0.8558, "Y2": 0.469, "X3": 0.8558, "Y3": 0.4848, "X4": 0.81806, "Y4": 0.4848, "page": 0, "Index": 81}, {"Word": "terms", "Confidence": 0.994, "X1": 0.11456, "Y1": 0.4832, "X2": 0.16442, "Y2": 0.483, "X3": 0.16442, "Y3": 0.4988, "X4": 0.11456, "Y4": 0.4988, "page": 0, "Index": 82}, {"Word": "and", "Confidence": 0.998, "X1": 0.16981, "Y1": 0.4832, "X2": 0.2035, "Y2": 0.483, "X3": 0.2035, "Y3": 0.4988, "X4": 0.16981, "Y4": 0.4988, "page": 0, "Index": 83}, {"Word": "conditions", "Confidence": 0.995, "X1": 0.21024, "Y1": 0.4832, "X2": 0.30593, "Y2": 0.483, "X3": 0.30593, "Y3": 0.4988, "X4": 0.21024, "Y4": 0.4988, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.4832, "X2": 0.33154, "Y2": 0.483, "X3": 0.33019, "Y3": 0.4988, "X4": 0.30997, "Y4": 0.4988, "page": 0, "Index": 85}, {"Word": "this", "Confidence": 0.988, "X1": 0.33558, "Y1": 0.4832, "X2": 0.37062, "Y2": 0.483, "X3": 0.37062, "Y3": 0.4998, "X4": 0.33558, "Y4": 0.4998, "page": 0, "Index": 86}, {"Word": "amendment", "Confidence": 0.995, "X1": 0.37466, "Y1": 0.4832, "X2": 0.48383, "Y2": 0.483, "X3": 0.48383, "Y3": 0.4998, "X4": 0.37466, "Y4": 0.4998, "page": 0, "Index": 87}, {"Word": "are", "Confidence": 0.998, "X1": 0.48787, "Y1": 0.4832, "X2": 0.51752, "Y2": 0.483, "X3": 0.51752, "Y3": 0.4998, "X4": 0.48787, "Y4": 0.4998, "page": 0, "Index": 88}, {"Word": "as", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.4842, "X2": 0.54178, "Y2": 0.484, "X3": 0.54178, "Y3": 0.4998, "X4": 0.52156, "Y4": 0.4998, "page": 0, "Index": 89}, {"Word": "follows:", "Confidence": 0.991, "X1": 0.54717, "Y1": 0.4842, "X2": 0.62264, "Y2": 0.484, "X3": 0.62264, "Y3": 0.5008, "X4": 0.54582, "Y4": 0.4998, "page": 0, "Index": 90}, {"Word": "1.", "Confidence": 0.998, "X1": 0.17385, "Y1": 0.5122, "X2": 0.19137, "Y2": 0.512, "X3": 0.19137, "Y3": 0.5278, "X4": 0.17385, "Y4": 0.5278, "page": 0, "Index": 91}, {"Word": "Paragraph", "Confidence": 0.995, "X1": 0.23315, "Y1": 0.5132, "X2": 0.32749, "Y2": 0.513, "X3": 0.32749, "Y3": 0.5298, "X4": 0.23181, "Y4": 0.5298, "page": 0, "Index": 92}, {"Word": "2", "Confidence": 0.996, "X1": 0.33288, "Y1": 0.5132, "X2": 0.34367, "Y2": 0.513, "X3": 0.34367, "Y3": 0.5308, "X4": 0.33154, "Y4": 0.5298, "page": 0, "Index": 93}, {"Word": "of", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.5132, "X2": 0.36927, "Y2": 0.513, "X3": 0.36792, "Y3": 0.5308, "X4": 0.34771, "Y4": 0.5308, "page": 0, "Index": 94}, {"Word": "the", "Confidence": 0.998, "X1": 0.37332, "Y1": 0.5132, "X2": 0.40431, "Y2": 0.513, "X3": 0.40431, "Y3": 0.5308, "X4": 0.37332, "Y4": 0.5308, "page": 0, "Index": 95}, {"Word": "Agreement", "Confidence": 0.994, "X1": 0.4097, "Y1": 0.5132, "X2": 0.50943, "Y2": 0.513, "X3": 0.50943, "Y3": 0.5308, "X4": 0.4097, "Y4": 0.5308, "page": 0, "Index": 96}, {"Word": "is", "Confidence": 0.998, "X1": 0.51482, "Y1": 0.5132, "X2": 0.531, "Y2": 0.513, "X3": 0.531, "Y3": 0.5308, "X4": 0.51348, "Y4": 0.5308, "page": 0, "Index": 97}, {"Word": "deleted", "Confidence": 0.997, "X1": 0.53639, "Y1": 0.5142, "X2": 0.60377, "Y2": 0.514, "X3": 0.60377, "Y3": 0.5318, "X4": 0.53639, "Y4": 0.5308, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.60782, "Y1": 0.5142, "X2": 0.64555, "Y2": 0.514, "X3": 0.64555, "Y3": 0.5318, "X4": 0.60782, "Y4": 0.5318, "page": 0, "Index": 99}, {"Word": "the", "Confidence": 0.998, "X1": 0.65094, "Y1": 0.5142, "X2": 0.68059, "Y2": 0.514, "X3": 0.68059, "Y3": 0.5318, "X4": 0.65094, "Y4": 0.5318, "page": 0, "Index": 100}, {"Word": "following", "Confidence": 0.995, "X1": 0.68464, "Y1": 0.5142, "X2": 0.77493, "Y2": 0.514, "X3": 0.77493, "Y3": 0.5318, "X4": 0.68464, "Y4": 0.5318, "page": 0, "Index": 101}, {"Word": "paragraph", "Confidence": 0.995, "X1": 0.77898, "Y1": 0.5152, "X2": 0.87601, "Y2": 0.515, "X3": 0.87601, "Y3": 0.5318, "X4": 0.77898, "Y4": 0.5318, "page": 0, "Index": 102}, {"Word": "is", "Confidence": 0.998, "X1": 0.11321, "Y1": 0.5292, "X2": 0.12938, "Y2": 0.529, "X3": 0.12938, "Y3": 0.5448, "X4": 0.11321, "Y4": 0.5438, "page": 0, "Index": 103}, {"Word": "substituted", "Confidence": 0.962, "X1": 0.13342, "Y1": 0.5292, "X2": 0.2372, "Y2": 0.529, "X3": 0.23585, "Y3": 0.5448, "X4": 0.13342, "Y4": 0.5448, "page": 0, "Index": 104}, {"Word": "therefor:", "Confidence": 0.993, "X1": 0.24394, "Y1": 0.5302, "X2": 0.3248, "Y2": 0.53, "X3": 0.3248, "Y3": 0.5448, "X4": 0.24394, "Y4": 0.5448, "page": 0, "Index": 105}, {"Word": "In", "Confidence": 0.998, "X1": 0.23315, "Y1": 0.5602, "X2": 0.25202, "Y2": 0.56, "X3": 0.25202, "Y3": 0.5758, "X4": 0.23315, "Y4": 0.5758, "page": 0, "Index": 106}, {"Word": "full", "Confidence": 0.985, "X1": 0.25606, "Y1": 0.5602, "X2": 0.28976, "Y2": 0.56, "X3": 0.28976, "Y3": 0.5758, "X4": 0.25606, "Y4": 0.5758, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.998, "X1": 0.29515, "Y1": 0.5602, "X2": 0.33154, "Y2": 0.56, "X3": 0.33154, "Y3": 0.5758, "X4": 0.29515, "Y4": 0.5758, "page": 0, "Index": 108}, {"Word": "complete", "Confidence": 0.995, "X1": 0.33558, "Y1": 0.5602, "X2": 0.42049, "Y2": 0.56, "X3": 0.41914, "Y3": 0.5758, "X4": 0.33558, "Y4": 0.5758, "page": 0, "Index": 109}, {"Word": "consideration", "Confidence": 0.991, "X1": 0.42453, "Y1": 0.5602, "X2": 0.54987, "Y2": 0.56, "X3": 0.54852, "Y3": 0.5768, "X4": 0.42453, "Y4": 0.5758, "page": 0, "Index": 110}, {"Word": "for", "Confidence": 0.998, "X1": 0.55391, "Y1": 0.5602, "X2": 0.58221, "Y2": 0.56, "X3": 0.58086, "Y3": 0.5768, "X4": 0.55391, "Y4": 0.5768, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.58625, "Y1": 0.5602, "X2": 0.61725, "Y2": 0.56, "X3": 0.61725, "Y3": 0.5768, "X4": 0.58625, "Y4": 0.5768, "page": 0, "Index": 112}, {"Word": "services", "Confidence": 0.951, "X1": 0.62264, "Y1": 0.5612, "X2": 0.69542, "Y2": 0.561, "X3": 0.69542, "Y3": 0.5768, "X4": 0.62129, "Y4": 0.5768, "page": 0, "Index": 113}, {"Word": "rendered", "Confidence": 0.996, "X1": 0.70081, "Y1": 0.5612, "X2": 0.78571, "Y2": 0.561, "X3": 0.78437, "Y3": 0.5778, "X4": 0.69946, "Y4": 0.5778, "page": 0, "Index": 114}, {"Word": "by", "Confidence": 0.998, "X1": 0.78976, "Y1": 0.5612, "X2": 0.81671, "Y2": 0.561, "X3": 0.81536, "Y3": 0.5778, "X4": 0.78841, "Y4": 0.5778, "page": 0, "Index": 115}, {"Word": "Greenfield", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.5752, "X2": 0.21024, "Y2": 0.575, "X3": 0.20889, "Y3": 0.5918, "X4": 0.11186, "Y4": 0.5908, "page": 0, "Index": 116}, {"Word": "throughout", "Confidence": 0.994, "X1": 0.21429, "Y1": 0.5762, "X2": 0.31941, "Y2": 0.576, "X3": 0.31941, "Y3": 0.5928, "X4": 0.21429, "Y4": 0.5918, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.5762, "X2": 0.3558, "Y2": 0.576, "X3": 0.35445, "Y3": 0.5928, "X4": 0.32345, "Y4": 0.5928, "page": 0, "Index": 118}, {"Word": "term", "Confidence": 0.985, "X1": 0.35984, "Y1": 0.5762, "X2": 0.39892, "Y2": 0.576, "X3": 0.39757, "Y3": 0.5928, "X4": 0.35984, "Y4": 0.5928, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.5762, "X2": 0.42857, "Y2": 0.576, "X3": 0.42722, "Y3": 0.5928, "X4": 0.40701, "Y4": 0.5928, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.43261, "Y1": 0.5762, "X2": 0.46631, "Y2": 0.576, "X3": 0.46496, "Y3": 0.5938, "X4": 0.43261, "Y4": 0.5938, "page": 0, "Index": 121}, {"Word": "Agreement,", "Confidence": 0.991, "X1": 0.47035, "Y1": 0.5762, "X2": 0.57817, "Y2": 0.576, "X3": 0.57682, "Y3": 0.5938, "X4": 0.469, "Y4": 0.5938, "page": 0, "Index": 122}, {"Word": "Philip", "Confidence": 0.995, "X1": 0.58221, "Y1": 0.5762, "X2": 0.63747, "Y2": 0.576, "X3": 0.63747, "Y3": 0.5948, "X4": 0.58086, "Y4": 0.5938, "page": 0, "Index": 123}, {"Word": "Morris", "Confidence": 0.996, "X1": 0.64286, "Y1": 0.5762, "X2": 0.70755, "Y2": 0.576, "X3": 0.7062, "Y3": 0.5948, "X4": 0.64151, "Y4": 0.5948, "page": 0, "Index": 124}, {"Word": "will", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.5762, "X2": 0.74933, "Y2": 0.576, "X3": 0.74798, "Y3": 0.5948, "X4": 0.71159, "Y4": 0.5948, "page": 0, "Index": 125}, {"Word": "pay", "Confidence": 0.998, "X1": 0.75472, "Y1": 0.5762, "X2": 0.78841, "Y2": 0.576, "X3": 0.78706, "Y3": 0.5948, "X4": 0.75337, "Y4": 0.5948, "page": 0, "Index": 126}, {"Word": "Greenfield", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.5912, "X2": 0.21024, "Y2": 0.591, "X3": 0.21024, "Y3": 0.6068, "X4": 0.11186, "Y4": 0.6068, "page": 0, "Index": 127}, {"Word": "$18,033.13.", "Confidence": 0.955, "X1": 0.21429, "Y1": 0.5912, "X2": 0.31267, "Y2": 0.591, "X3": 0.31267, "Y3": 0.6068, "X4": 0.21429, "Y4": 0.6068, "page": 0, "Index": 128}, {"Word": "2.", "Confidence": 0.076, "X1": 0.17385, "Y1": 0.6212, "X2": 0.19677, "Y2": 0.621, "X3": 0.19542, "Y3": 0.6388, "X4": 0.17385, "Y4": 0.6378, "page": 0, "Index": 129}, {"Word": "All", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.6232, "X2": 0.26146, "Y2": 0.623, "X3": 0.25876, "Y3": 0.6388, "X4": 0.23181, "Y4": 0.6388, "page": 0, "Index": 130}, {"Word": "other", "Confidence": 0.96, "X1": 0.2655, "Y1": 0.6232, "X2": 0.31402, "Y2": 0.623, "X3": 0.31267, "Y3": 0.6398, "X4": 0.26415, "Y4": 0.6388, "page": 0, "Index": 131}, {"Word": "terms", "Confidence": 0.995, "X1": 0.31806, "Y1": 0.6222, "X2": 0.37197, "Y2": 0.622, "X3": 0.37062, "Y3": 0.6398, "X4": 0.31671, "Y4": 0.6398, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.37601, "Y1": 0.6222, "X2": 0.39488, "Y2": 0.622, "X3": 0.39353, "Y3": 0.6398, "X4": 0.37466, "Y4": 0.6398, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.6222, "X2": 0.43127, "Y2": 0.622, "X3": 0.42992, "Y3": 0.6398, "X4": 0.39892, "Y4": 0.6398, "page": 0, "Index": 134}, {"Word": "Agreement", "Confidence": 0.995, "X1": 0.43531, "Y1": 0.6222, "X2": 0.53639, "Y2": 0.622, "X3": 0.53504, "Y3": 0.6398, "X4": 0.43531, "Y4": 0.6398, "page": 0, "Index": 135}, {"Word": "shall", "Confidence": 0.997, "X1": 0.54043, "Y1": 0.6222, "X2": 0.58491, "Y2": 0.622, "X3": 0.58356, "Y3": 0.6408, "X4": 0.54043, "Y4": 0.6398, "page": 0, "Index": 136}, {"Word": "remain", "Confidence": 0.997, "X1": 0.58895, "Y1": 0.6222, "X2": 0.65499, "Y2": 0.622, "X3": 0.65499, "Y3": 0.6408, "X4": 0.58895, "Y4": 0.6408, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.998, "X1": 0.65903, "Y1": 0.6222, "X2": 0.67925, "Y2": 0.622, "X3": 0.67925, "Y3": 0.6408, "X4": 0.65903, "Y4": 0.6408, "page": 0, "Index": 138}, {"Word": "full", "Confidence": 0.988, "X1": 0.68464, "Y1": 0.6222, "X2": 0.71698, "Y2": 0.622, "X3": 0.71698, "Y3": 0.6408, "X4": 0.68464, "Y4": 0.6408, "page": 0, "Index": 139}, {"Word": "force", "Confidence": 0.997, "X1": 0.72237, "Y1": 0.6222, "X2": 0.76819, "Y2": 0.622, "X3": 0.76954, "Y3": 0.6398, "X4": 0.72237, "Y4": 0.6408, "page": 0, "Index": 140}, {"Word": "and", "Confidence": 0.998, "X1": 0.77358, "Y1": 0.6222, "X2": 0.80863, "Y2": 0.622, "X3": 0.80997, "Y3": 0.6398, "X4": 0.77358, "Y4": 0.6398, "page": 0, "Index": 141}, {"Word": "effect.", "Confidence": 0.992, "X1": 0.81402, "Y1": 0.6232, "X2": 0.87197, "Y2": 0.623, "X3": 0.87332, "Y3": 0.6398, "X4": 0.81402, "Y4": 0.6398, "page": 0, "Index": 142}, {"Word": "If", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.6532, "X2": 0.18733, "Y2": 0.653, "X3": 0.18598, "Y3": 0.6708, "X4": 0.17385, "Y4": 0.6708, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.993, "X1": 0.19272, "Y1": 0.6532, "X2": 0.21968, "Y2": 0.653, "X3": 0.21833, "Y3": 0.6708, "X4": 0.19137, "Y4": 0.6708, "page": 0, "Index": 144}, {"Word": "foregoing", "Confidence": 0.995, "X1": 0.22507, "Y1": 0.6542, "X2": 0.31402, "Y2": 0.654, "X3": 0.31267, "Y3": 0.6708, "X4": 0.22372, "Y4": 0.6708, "page": 0, "Index": 145}, {"Word": "accurately", "Confidence": 0.993, "X1": 0.31941, "Y1": 0.6542, "X2": 0.41375, "Y2": 0.654, "X3": 0.4124, "Y3": 0.6708, "X4": 0.31806, "Y4": 0.6708, "page": 0, "Index": 146}, {"Word": "sets", "Confidence": 0.971, "X1": 0.41779, "Y1": 0.6542, "X2": 0.45418, "Y2": 0.654, "X3": 0.45283, "Y3": 0.6708, "X4": 0.41644, "Y4": 0.6708, "page": 0, "Index": 147}, {"Word": "forth", "Confidence": 0.997, "X1": 0.45822, "Y1": 0.6542, "X2": 0.5027, "Y2": 0.654, "X3": 0.5027, "Y3": 0.6708, "X4": 0.45687, "Y4": 0.6708, "page": 0, "Index": 148}, {"Word": "our", "Confidence": 0.998, "X1": 0.50809, "Y1": 0.6542, "X2": 0.54178, "Y2": 0.654, "X3": 0.54043, "Y3": 0.6708, "X4": 0.50674, "Y4": 0.6708, "page": 0, "Index": 149}, {"Word": "agreement", "Confidence": 0.993, "X1": 0.54717, "Y1": 0.6542, "X2": 0.6442, "Y2": 0.654, "X3": 0.64286, "Y3": 0.6708, "X4": 0.54582, "Y4": 0.6708, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.64825, "Y1": 0.6542, "X2": 0.66712, "Y2": 0.654, "X3": 0.66577, "Y3": 0.6708, "X4": 0.64825, "Y4": 0.6708, "page": 0, "Index": 151}, {"Word": "amend", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.6542, "X2": 0.73585, "Y2": 0.654, "X3": 0.7345, "Y3": 0.6708, "X4": 0.67116, "Y4": 0.6708, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.73989, "Y1": 0.6542, "X2": 0.77224, "Y2": 0.654, "X3": 0.77224, "Y3": 0.6708, "X4": 0.73854, "Y4": 0.6708, "page": 0, "Index": 153}, {"Word": "Agreement,", "Confidence": 0.992, "X1": 0.77763, "Y1": 0.6542, "X2": 0.88544, "Y2": 0.654, "X3": 0.88544, "Y3": 0.6708, "X4": 0.77628, "Y4": 0.6708, "page": 0, "Index": 154}, {"Word": "please", "Confidence": 0.994, "X1": 0.11051, "Y1": 0.6702, "X2": 0.16846, "Y2": 0.67, "X3": 0.16846, "Y3": 0.6858, "X4": 0.11186, "Y4": 0.6858, "page": 0, "Index": 155}, {"Word": "signify", "Confidence": 0.996, "X1": 0.17251, "Y1": 0.6702, "X2": 0.2372, "Y2": 0.67, "X3": 0.2372, "Y3": 0.6868, "X4": 0.17251, "Y4": 0.6858, "page": 0, "Index": 156}, {"Word": "your", "Confidence": 0.989, "X1": 0.24124, "Y1": 0.6702, "X2": 0.28706, "Y2": 0.67, "X3": 0.28706, "Y3": 0.6868, "X4": 0.24259, "Y4": 0.6868, "page": 0, "Index": 157}, {"Word": "acceptance", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.6702, "X2": 0.39084, "Y2": 0.67, "X3": 0.39218, "Y3": 0.6868, "X4": 0.29245, "Y4": 0.6868, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.998, "X1": 0.39623, "Y1": 0.6702, "X2": 0.43127, "Y2": 0.67, "X3": 0.43261, "Y3": 0.6868, "X4": 0.39623, "Y4": 0.6868, "page": 0, "Index": 159}, {"Word": "agreement", "Confidence": 0.995, "X1": 0.43666, "Y1": 0.6702, "X2": 0.53235, "Y2": 0.67, "X3": 0.53235, "Y3": 0.6878, "X4": 0.43666, "Y4": 0.6868, "page": 0, "Index": 160}, {"Word": "by", "Confidence": 0.998, "X1": 0.53639, "Y1": 0.6702, "X2": 0.56199, "Y2": 0.67, "X3": 0.56334, "Y3": 0.6878, "X4": 0.53639, "Y4": 0.6878, "page": 0, "Index": 161}, {"Word": "signing", "Confidence": 0.997, "X1": 0.56739, "Y1": 0.6702, "X2": 0.63477, "Y2": 0.67, "X3": 0.63477, "Y3": 0.6878, "X4": 0.56739, "Y4": 0.6878, "page": 0, "Index": 162}, {"Word": "both", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.6702, "X2": 0.68329, "Y2": 0.67, "X3": 0.68329, "Y3": 0.6878, "X4": 0.64016, "Y4": 0.6878, "page": 0, "Index": 163}, {"Word": "copies", "Confidence": 0.996, "X1": 0.68733, "Y1": 0.6702, "X2": 0.74663, "Y2": 0.67, "X3": 0.74663, "Y3": 0.6878, "X4": 0.68868, "Y4": 0.6878, "page": 0, "Index": 164}, {"Word": "of", "Confidence": 0.998, "X1": 0.75067, "Y1": 0.6702, "X2": 0.77224, "Y2": 0.67, "X3": 0.77224, "Y3": 0.6878, "X4": 0.75202, "Y4": 0.6878, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.77628, "Y1": 0.6692, "X2": 0.80997, "Y2": 0.669, "X3": 0.80997, "Y3": 0.6878, "X4": 0.77763, "Y4": 0.6878, "page": 0, "Index": 166}, {"Word": "enclosed", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.6852, "X2": 0.19003, "Y2": 0.685, "X3": 0.19003, "Y3": 0.7018, "X4": 0.11186, "Y4": 0.7018, "page": 0, "Index": 167}, {"Word": "letter", "Confidence": 0.995, "X1": 0.19407, "Y1": 0.6852, "X2": 0.24394, "Y2": 0.685, "X3": 0.24394, "Y3": 0.7018, "X4": 0.19407, "Y4": 0.7018, "page": 0, "Index": 168}, {"Word": "and", "Confidence": 0.998, "X1": 0.24933, "Y1": 0.6852, "X2": 0.28571, "Y2": 0.685, "X3": 0.28571, "Y3": 0.7018, "X4": 0.24798, "Y4": 0.7018, "page": 0, "Index": 169}, {"Word": "return", "Confidence": 0.883, "X1": 0.28976, "Y1": 0.6852, "X2": 0.34906, "Y2": 0.685, "X3": 0.34771, "Y3": 0.7018, "X4": 0.28976, "Y4": 0.7018, "page": 0, "Index": 170}, {"Word": "them", "Confidence": 0.991, "X1": 0.3531, "Y1": 0.6862, "X2": 0.39488, "Y2": 0.686, "X3": 0.39353, "Y3": 0.7018, "X4": 0.3531, "Y4": 0.7018, "page": 0, "Index": 171}, {"Word": "to", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.6862, "X2": 0.42453, "Y2": 0.686, "X3": 0.42318, "Y3": 0.7018, "X4": 0.40431, "Y4": 0.7018, "page": 0, "Index": 172}, {"Word": "us.", "Confidence": 0.995, "X1": 0.42857, "Y1": 0.6872, "X2": 0.45957, "Y2": 0.687, "X3": 0.45822, "Y3": 0.7028, "X4": 0.42857, "Y4": 0.7018, "page": 0, "Index": 173}, {"Word": "ACCEPTED", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.7152, "X2": 0.21968, "Y2": 0.715, "X3": 0.21968, "Y3": 0.7328, "X4": 0.11321, "Y4": 0.7328, "page": 0, "Index": 174}, {"Word": "AND", "Confidence": 0.998, "X1": 0.23046, "Y1": 0.7152, "X2": 0.27763, "Y2": 0.715, "X3": 0.27763, "Y3": 0.7328, "X4": 0.22911, "Y4": 0.7328, "page": 0, "Index": 175}, {"Word": "AGRED", "Confidence": 0.997, "X1": 0.28706, "Y1": 0.7162, "X2": 0.35984, "Y2": 0.716, "X3": 0.35849, "Y3": 0.7328, "X4": 0.28706, "Y4": 0.7328, "page": 0, "Index": 176}, {"Word": "TO", "Confidence": 0.998, "X1": 0.36927, "Y1": 0.7162, "X2": 0.39623, "Y2": 0.716, "X3": 0.39623, "Y3": 0.7338, "X4": 0.36792, "Y4": 0.7328, "page": 0, "Index": 177}, {"Word": "AS", "Confidence": 0.998, "X1": 0.40701, "Y1": 0.7162, "X2": 0.43531, "Y2": 0.716, "X3": 0.43396, "Y3": 0.7338, "X4": 0.40566, "Y4": 0.7338, "page": 0, "Index": 178}, {"Word": "Very", "Confidence": 0.988, "X1": 0.52965, "Y1": 0.7162, "X2": 0.57547, "Y2": 0.716, "X3": 0.57412, "Y3": 0.7358, "X4": 0.5283, "Y4": 0.7348, "page": 0, "Index": 179}, {"Word": "truly", "Confidence": 0.997, "X1": 0.58086, "Y1": 0.7172, "X2": 0.62803, "Y2": 0.717, "X3": 0.62803, "Y3": 0.7358, "X4": 0.57951, "Y4": 0.7358, "page": 0, "Index": 180}, {"Word": "yours,", "Confidence": 0.995, "X1": 0.63342, "Y1": 0.7182, "X2": 0.69542, "Y2": 0.718, "X3": 0.69542, "Y3": 0.7368, "X4": 0.63208, "Y4": 0.7358, "page": 0, "Index": 181}, {"Word": "OF", "Confidence": 0.998, "X1": 0.11051, "Y1": 0.7312, "X2": 0.14016, "Y2": 0.731, "X3": 0.14151, "Y3": 0.7478, "X4": 0.11051, "Y4": 0.7478, "page": 0, "Index": 182}, {"Word": "THE", "Confidence": 0.993, "X1": 0.14555, "Y1": 0.7312, "X2": 0.18868, "Y2": 0.731, "X3": 0.19003, "Y3": 0.7478, "X4": 0.1469, "Y4": 0.7478, "page": 0, "Index": 183}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.19407, "Y1": 0.7312, "X2": 0.25202, "Y2": 0.731, "X3": 0.25202, "Y3": 0.7478, "X4": 0.19407, "Y4": 0.7478, "page": 0, "Index": 184}, {"Word": "OF", "Confidence": 0.998, "X1": 0.25741, "Y1": 0.7312, "X2": 0.28841, "Y2": 0.731, "X3": 0.28841, "Y3": 0.7478, "X4": 0.25741, "Y4": 0.7478, "page": 0, "Index": 185}, {"Word": "THIS", "Confidence": 0.991, "X1": 0.2938, "Y1": 0.7312, "X2": 0.34367, "Y2": 0.731, "X3": 0.34367, "Y3": 0.7488, "X4": 0.29245, "Y4": 0.7478, "page": 0, "Index": 186}, {"Word": "LETTER:", "Confidence": 0.993, "X1": 0.34771, "Y1": 0.7312, "X2": 0.43396, "Y2": 0.731, "X3": 0.43261, "Y3": 0.7488, "X4": 0.34771, "Y4": 0.7488, "page": 0, "Index": 187}, {"Word": "PHILIP", "Confidence": 0.903, "X1": 0.531, "Y1": 0.7472, "X2": 0.60108, "Y2": 0.747, "X3": 0.59973, "Y3": 0.7648, "X4": 0.52965, "Y4": 0.7648, "page": 0, "Index": 188}, {"Word": "MORRIS", "Confidence": 0.994, "X1": 0.60647, "Y1": 0.7462, "X2": 0.69137, "Y2": 0.746, "X3": 0.69003, "Y3": 0.7638, "X4": 0.60512, "Y4": 0.7648, "page": 0, "Index": 189}, {"Word": "INCORPORATED", "Confidence": 0.988, "X1": 0.69542, "Y1": 0.7472, "X2": 0.86253, "Y2": 0.747, "X3": 0.86253, "Y3": 0.7648, "X4": 0.69542, "Y4": 0.7638, "page": 0, "Index": 190}, {"Word": "GREENFIELD", "Confidence": 0.991, "X1": 0.11321, "Y1": 0.7642, "X2": 0.24124, "Y2": 0.764, "X3": 0.23989, "Y3": 0.7798, "X4": 0.11186, "Y4": 0.7808, "page": 0, "Index": 191}, {"Word": "CONSULTING", "Confidence": 0.993, "X1": 0.25202, "Y1": 0.7632, "X2": 0.39084, "Y2": 0.763, "X3": 0.38949, "Y3": 0.7798, "X4": 0.25067, "Y4": 0.7798, "page": 0, "Index": 192}, {"Word": "GROUP,", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.7802, "X2": 0.19003, "Y2": 0.78, "X3": 0.19137, "Y3": 0.7968, "X4": 0.11321, "Y4": 0.7958, "page": 0, "Index": 193}, {"Word": "INC.", "Confidence": 0.835, "X1": 0.19542, "Y1": 0.7792, "X2": 0.24933, "Y2": 0.779, "X3": 0.25067, "Y3": 0.7998, "X4": 0.19542, "Y4": 0.7968, "page": 0, "Index": 194}, {"Word": "By:", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.8132, "X2": 0.1469, "Y2": 0.813, "X3": 0.1469, "Y3": 0.8278, "X4": 0.11186, "Y4": 0.8268, "page": 0, "Index": 195}, {"Word": "By", "Confidence": 0.998, "X1": 0.531, "Y1": 0.8132, "X2": 0.55526, "Y2": 0.813, "X3": 0.55391, "Y3": 0.8278, "X4": 0.52965, "Y4": 0.8258, "page": 0, "Index": 196}, {"Word": "Ath", "Confidence": 0.743, "X1": 0.18868, "Y1": 0.7822, "X2": 0.37332, "Y2": 0.782, "X3": 0.37466, "Y3": 0.8308, "X4": 0.18868, "Y4": 0.8328, "page": 0, "Index": 197}, {"Word": "Title:", "Confidence": 0.951, "X1": 0.11186, "Y1": 0.8432, "X2": 0.16173, "Y2": 0.843, "X3": 0.16038, "Y3": 0.8578, "X4": 0.11051, "Y4": 0.8558, "page": 0, "Index": 198}, {"Word": "Resident", "Confidence": 0.188, "X1": 0.1779, "Y1": 0.8282, "X2": 0.3248, "Y2": 0.828, "X3": 0.32615, "Y3": 0.8598, "X4": 0.17925, "Y4": 0.8628, "page": 0, "Index": 199}, {"Word": "Title:", "Confidence": 0.267, "X1": 0.52965, "Y1": 0.8372, "X2": 0.58491, "Y2": 0.837, "X3": 0.58356, "Y3": 0.8608, "X4": 0.5283, "Y4": 0.8598, "page": 0, "Index": 200}, {"Word": "Directo", "Confidence": 0.062, "X1": 0.59299, "Y1": 0.8322, "X2": 0.70755, "Y2": 0.832, "X3": 0.70755, "Y3": 0.8628, "X4": 0.59164, "Y4": 0.8608, "page": 0, "Index": 201}, {"Word": "Consun", "Confidence": 0.078, "X1": 0.72911, "Y1": 0.8292, "X2": 0.81671, "Y2": 0.829, "X3": 0.81671, "Y3": 0.8638, "X4": 0.72911, "Y4": 0.8628, "page": 0, "Index": 202}, {"Word": "Desenho", "Confidence": 0.059, "X1": 0.8248, "Y1": 0.8292, "X2": 0.91779, "Y2": 0.829, "X3": 0.91779, "Y3": 0.8638, "X4": 0.82345, "Y4": 0.8638, "page": 0, "Index": 203}, {"Word": "2071386362", "Confidence": 0.993, "X1": 0.97844, "Y1": 0.8892, "X2": 0.97035, "Y2": 0.889, "X3": 0.94609, "Y3": 0.8868, "X4": 0.95418, "Y4": 0.7928, "page": 0, "Index": 204}, {"Word": "MARLBORO", "Confidence": 0.712, "X1": 0.10108, "Y1": 0.9462, "X2": 0.16712, "Y2": 0.946, "X3": 0.16577, "Y3": 0.9598, "X4": 0.10108, "Y4": 0.9588, "page": 0, "Index": 205}, {"Word": "BENSON", "Confidence": 0.994, "X1": 0.1779, "Y1": 0.9472, "X2": 0.22507, "Y2": 0.947, "X3": 0.22372, "Y3": 0.9598, "X4": 0.17655, "Y4": 0.9598, "page": 0, "Index": 206}, {"Word": "&", "Confidence": 0.998, "X1": 0.22776, "Y1": 0.9472, "X2": 0.2345, "Y2": 0.947, "X3": 0.23315, "Y3": 0.9598, "X4": 0.22776, "Y4": 0.9598, "page": 0, "Index": 207}, {"Word": "HEDGES", "Confidence": 0.984, "X1": 0.2372, "Y1": 0.9472, "X2": 0.28706, "Y2": 0.947, "X3": 0.28571, "Y3": 0.9598, "X4": 0.2372, "Y4": 0.9598, "page": 0, "Index": 208}, {"Word": "MERIT", "Confidence": 0.904, "X1": 0.2965, "Y1": 0.9472, "X2": 0.33827, "Y2": 0.947, "X3": 0.33693, "Y3": 0.9598, "X4": 0.2965, "Y4": 0.9598, "page": 0, "Index": 209}, {"Word": "VIRGINA", "Confidence": 0.641, "X1": 0.34367, "Y1": 0.9472, "X2": 0.39084, "Y2": 0.947, "X3": 0.38949, "Y3": 0.9608, "X4": 0.34367, "Y4": 0.9598, "page": 0, "Index": 210}, {"Word": "SLIMS", "Confidence": 0.652, "X1": 0.39353, "Y1": 0.9472, "X2": 0.43261, "Y2": 0.947, "X3": 0.43127, "Y3": 0.9608, "X4": 0.39353, "Y4": 0.9608, "page": 0, "Index": 211}, {"Word": "PARLIAMENT", "Confidence": 0.739, "X1": 0.4407, "Y1": 0.9472, "X2": 0.50809, "Y2": 0.947, "X3": 0.50809, "Y3": 0.9608, "X4": 0.4407, "Y4": 0.9608, "page": 0, "Index": 212}, {"Word": "LIGHTS", "Confidence": 0.845, "X1": 0.51213, "Y1": 0.9482, "X2": 0.55526, "Y2": 0.948, "X3": 0.55526, "Y3": 0.9608, "X4": 0.51078, "Y4": 0.9608, "page": 0, "Index": 213}, {"Word": "PLAYERS", "Confidence": 0.848, "X1": 0.56739, "Y1": 0.9482, "X2": 0.6186, "Y2": 0.948, "X3": 0.61725, "Y3": 0.9608, "X4": 0.56604, "Y4": 0.9608, "page": 0, "Index": 214}, {"Word": "SARATOGA", "Confidence": 0.66, "X1": 0.62803, "Y1": 0.9482, "X2": 0.69003, "Y2": 0.948, "X3": 0.69003, "Y3": 0.9618, "X4": 0.62803, "Y4": 0.9608, "page": 0, "Index": 215}, {"Word": "CAMBRIDGE", "Confidence": 0.941, "X1": 0.70081, "Y1": 0.9482, "X2": 0.76954, "Y2": 0.948, "X3": 0.76954, "Y3": 0.9618, "X4": 0.69946, "Y4": 0.9618, "page": 0, "Index": 216}, {"Word": "ALPINE", "Confidence": 0.957, "X1": 0.78032, "Y1": 0.9492, "X2": 0.82345, "Y2": 0.949, "X3": 0.8221, "Y3": 0.9618, "X4": 0.78032, "Y4": 0.9618, "page": 0, "Index": 217}, {"Word": "MULTIFILTER", "Confidence": 0.663, "X1": 0.83288, "Y1": 0.9492, "X2": 0.90296, "Y2": 0.949, "X3": 0.90162, "Y3": 0.9618, "X4": 0.83154, "Y4": 0.9618, "page": 0, "Index": 218}]}
|
"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"
|
ffpx0200
| 2 |
{"lines_data": [{"Word": "-2-", "Confidence": 0.908, "X1": 0.5472, "Y1": 0.1852, "X2": 0.5855, "Y2": 0.185, "X3": 0.5855, "Y3": 0.1948, "X4": 0.5472, "Y4": 0.1948, "page": 0}, {"Word": "1) The product brief should allow for manufacture from", "Confidence": 0.73689, "X1": 0.38304, "Y1": 0.2272, "X2": 0.75513, "Y2": 0.227, "X3": 0.75513, "Y3": 0.2398, "X4": 0.38304, "Y4": 0.2398, "page": 0}, {"Word": "100% Honduran leal.", "Confidence": 0.75333, "X1": 0.39945, "Y1": 0.2402, "X2": 0.53625, "Y2": 0.24, "X3": 0.53625, "Y3": 0.2528, "X4": 0.39945, "Y4": 0.2518, "page": 0}, {"Word": "14) If a characteristic flavour is to be developed (as I", "Confidence": 0.64036, "X1": 0.37756, "Y1": 0.2642, "X2": 0.73735, "Y2": 0.264, "X3": 0.73735, "Y3": 0.2768, "X4": 0.37756, "Y4": 0.2778, "page": 0}, {"Word": "bellove la the case with PM products in this area), It", "Confidence": 0.79855, "X1": 0.39808, "Y1": 0.2772, "X2": 0.75787, "Y2": 0.277, "X3": 0.75787, "Y3": 0.2888, "X4": 0.39808, "Y4": 0.2898, "page": 0}, {"Word": "will have to be versatile.", "Confidence": 0.7786, "X1": 0.40082, "Y1": 0.2902, "X2": 0.57045, "Y2": 0.29, "X3": 0.57045, "Y3": 0.3008, "X4": 0.40082, "Y4": 0.3008, "page": 0}, {"Word": "1tl) If the blend is to be as \"American\" as, e.g ., RURIOS", "Confidence": 0.64938, "X1": 0.37073, "Y1": 0.3132, "X2": 0.76471, "Y2": 0.313, "X3": 0.76471, "Y3": 0.3258, "X4": 0.37073, "Y4": 0.3268, "page": 0}, {"Word": "or CALI, the Ilonduran leaf supply position would place", "Confidence": 0.83356, "X1": 0.39535, "Y1": 0.3262, "X2": 0.77291, "Y2": 0.326, "X3": 0.77291, "Y3": 0.3378, "X4": 0.39535, "Y4": 0.3388, "page": 0}, {"Word": "limits on the Burley content, and the expected nicotine", "Confidence": 0.75444, "X1": 0.39945, "Y1": 0.3382, "X2": 0.76881, "Y2": 0.338, "X3": 0.76881, "Y3": 0.3508, "X4": 0.39945, "Y4": 0.3508, "page": 0}, {"Word": "delivery.", "Confidence": 0.77, "X1": 0.39808, "Y1": 0.3522, "X2": 0.46375, "Y2": 0.352, "X3": 0.46238, "Y3": 0.3638, "X4": 0.39808, "Y4": 0.3618, "page": 0}, {"Word": "-", "Confidence": 0.964, "X1": 0.16416, "Y1": 0.3752, "X2": 0.16416, "Y2": 0.375, "X3": 0.15185, "Y3": 0.3748, "X4": 0.15048, "Y4": 0.3538, "page": 0}, {"Word": "5.", "Confidence": 0.624, "X1": 0.32285, "Y1": 0.3772, "X2": 0.342, "Y2": 0.377, "X3": 0.342, "Y3": 0.3858, "X4": 0.32285, "Y4": 0.3868, "page": 0}, {"Word": "It is reasonable to expect similar constraints to arles whos Nicaragua", "Confidence": 0.71609, "X1": 0.35841, "Y1": 0.3752, "X2": 0.83174, "Y2": 0.375, "X3": 0.83174, "Y3": 0.3868, "X4": 0.35841, "Y4": 0.3878, "page": 0}, {"Word": "and Salvador are taken into account. It may therefore be worthwhile", "Confidence": 0.79827, "X1": 0.36115, "Y1": 0.3872, "X2": 0.82627, "Y2": 0.387, "X3": 0.82627, "Y3": 0.3988, "X4": 0.36115, "Y4": 0.3988, "page": 0}, {"Word": "considering whether or not Mr. Dunn and the other GM's should jointly", "Confidence": 0.74775, "X1": 0.35978, "Y1": 0.4002, "X2": 0.83858, "Y2": 0.4, "X3": 0.83858, "Y3": 0.4108, "X4": 0.35978, "Y4": 0.4118, "page": 0}, {"Word": "moot In Guatemala when It. D. Lowe and the writer conclude their", "Confidence": 0.81242, "X1": 0.36115, "Y1": 0.4122, "X2": 0.80711, "Y2": 0.412, "X3": 0.80711, "Y3": 0.4238, "X4": 0.36115, "Y4": 0.4248, "page": 0}, {"Word": "prosent visits. TALISA (obviously) have skills which should be re-", "Confidence": 0.8046, "X1": 0.36115, "Y1": 0.4242, "X2": 0.81122, "Y2": 0.424, "X3": 0.81122, "Y3": 0.4358, "X4": 0.36115, "Y4": 0.4368, "page": 0}, {"Word": "prosented in the TORQUAY C. A. team; It would be premature to", "Confidence": 0.83133, "X1": 0.36252, "Y1": 0.4372, "X2": 0.80164, "Y2": 0.437, "X3": 0.80164, "Y3": 0.4488, "X4": 0.36252, "Y4": 0.4488, "page": 0}, {"Word": "agree the content of the team until the visit is completed.", "Confidence": 0.87045, "X1": 0.36115, "Y1": 0.4492, "X2": 0.74829, "Y2": 0.449, "X3": 0.74829, "Y3": 0.4608, "X4": 0.36115, "Y4": 0.4618, "page": 0}, {"Word": "6.", "Confidence": 0.199, "X1": 0.32285, "Y1": 0.4742, "X2": 0.34337, "Y2": 0.474, "X3": 0.34337, "Y3": 0.4848, "X4": 0.32285, "Y4": 0.4848, "page": 0}, {"Word": "The Central American GM's are tentatively due to meet In December.", "Confidence": 0.73645, "X1": 0.35294, "Y1": 0.4732, "X2": 0.83447, "Y2": 0.473, "X3": 0.83447, "Y3": 0.4868, "X4": 0.35294, "Y4": 0.4858, "page": 0}, {"Word": "It would be valuable if an outline TORQUAY plan and programme could", "Confidence": 0.85933, "X1": 0.36252, "Y1": 0.4862, "X2": 0.83858, "Y2": 0.486, "X3": 0.83858, "Y3": 0.4988, "X4": 0.36252, "Y4": 0.4978, "page": 0}, {"Word": "be made available to them by that time.", "Confidence": 0.84713, "X1": 0.36115, "Y1": 0.4982, "X2": 0.62654, "Y2": 0.498, "X3": 0.62654, "Y3": 0.5108, "X4": 0.36115, "Y4": 0.5098, "page": 0}, {"Word": "7.", "Confidence": 0.895, "X1": 0.32421, "Y1": 0.5232, "X2": 0.34473, "Y2": 0.523, "X3": 0.34473, "Y3": 0.5348, "X4": 0.32421, "Y4": 0.5348, "page": 0}, {"Word": "Many other poluts have arisen In discussion, some of which will be", "Confidence": 0.9, "X1": 0.36115, "Y1": 0.5232, "X2": 0.81395, "Y2": 0.523, "X3": 0.81395, "Y3": 0.5348, "X4": 0.36115, "Y4": 0.5358, "page": 0}, {"Word": "answered from Millbank. They are for the most part points of infor-", "Confidence": 0.86317, "X1": 0.36115, "Y1": 0.5352, "X2": 0.83174, "Y2": 0.535, "X3": 0.83174, "Y3": 0.5478, "X4": 0.36115, "Y4": 0.5478, "page": 0}, {"Word": "mation calling for further enquiry.", "Confidence": 0.7718, "X1": 0.36389, "Y1": 0.5472, "X2": 0.59781, "Y2": 0.547, "X3": 0.59781, "Y3": 0.5608, "X4": 0.36389, "Y4": 0.5598, "page": 0}, {"Word": "...", "Confidence": 0.885, "X1": 0.93297, "Y1": 0.6262, "X2": 0.93297, "Y2": 0.626, "X3": 0.92339, "Y3": 0.6268, "X4": 0.92339, "Y4": 0.6058, "page": 0}, {"Word": "-.", "Confidence": 0.663, "X1": 0.93434, "Y1": 0.6552, "X2": 0.93434, "Y2": 0.655, "X3": 0.92476, "Y3": 0.6558, "X4": 0.92476, "Y4": 0.6348, "page": 0}, {"Word": ".-", "Confidence": 0.49, "X1": 0.97127, "Y1": 0.6822, "X2": 0.97127, "Y2": 0.682, "X3": 0.9617, "Y3": 0.6818, "X4": 0.96033, "Y4": 0.6448, "page": 0}, {"Word": "105395915", "Confidence": 0.992, "X1": 0.95759, "Y1": 0.9702, "X2": 0.95896, "Y2": 0.97, "X3": 0.92476, "Y3": 0.9698, "X4": 0.92339, "Y4": 0.8548, "page": 0}], "words_data": [{"Word": "-2-", "Confidence": 0.908, "X1": 0.5472, "Y1": 0.1852, "X2": 0.58003, "Y2": 0.185, "X3": 0.58003, "Y3": 0.1948, "X4": 0.5472, "Y4": 0.1948, "page": 0, "Index": 0}, {"Word": "1)", "Confidence": 0.064, "X1": 0.38304, "Y1": 0.2282, "X2": 0.39672, "Y2": 0.228, "X3": 0.39672, "Y3": 0.2408, "X4": 0.38304, "Y4": 0.2408, "page": 0, "Index": 1}, {"Word": "The", "Confidence": 0.994, "X1": 0.39945, "Y1": 0.2282, "X2": 0.42408, "Y2": 0.228, "X3": 0.42408, "Y3": 0.2408, "X4": 0.39945, "Y4": 0.2408, "page": 0, "Index": 2}, {"Word": "product", "Confidence": 0.702, "X1": 0.42681, "Y1": 0.2282, "X2": 0.4788, "Y2": 0.228, "X3": 0.4788, "Y3": 0.2408, "X4": 0.42681, "Y4": 0.2408, "page": 0, "Index": 3}, {"Word": "brief", "Confidence": 0.629, "X1": 0.48153, "Y1": 0.2282, "X2": 0.5171, "Y2": 0.228, "X3": 0.51573, "Y3": 0.2408, "X4": 0.48153, "Y4": 0.2408, "page": 0, "Index": 4}, {"Word": "should", "Confidence": 0.713, "X1": 0.51984, "Y1": 0.2282, "X2": 0.56224, "Y2": 0.228, "X3": 0.56224, "Y3": 0.2408, "X4": 0.51984, "Y4": 0.2408, "page": 0, "Index": 5}, {"Word": "allow", "Confidence": 0.993, "X1": 0.56635, "Y1": 0.2282, "X2": 0.60192, "Y2": 0.228, "X3": 0.60192, "Y3": 0.2408, "X4": 0.56635, "Y4": 0.2408, "page": 0, "Index": 6}, {"Word": "for", "Confidence": 0.962, "X1": 0.60602, "Y1": 0.2282, "X2": 0.62791, "Y2": 0.228, "X3": 0.62791, "Y3": 0.2408, "X4": 0.60602, "Y4": 0.2408, "page": 0, "Index": 7}, {"Word": "manufacture", "Confidence": 0.631, "X1": 0.63201, "Y1": 0.2282, "X2": 0.71409, "Y2": 0.228, "X3": 0.71409, "Y3": 0.2408, "X4": 0.63201, "Y4": 0.2408, "page": 0, "Index": 8}, {"Word": "from", "Confidence": 0.944, "X1": 0.71683, "Y1": 0.2282, "X2": 0.74966, "Y2": 0.228, "X3": 0.74829, "Y3": 0.2408, "X4": 0.71683, "Y4": 0.2408, "page": 0, "Index": 9}, {"Word": "100%", "Confidence": 0.991, "X1": 0.40082, "Y1": 0.2402, "X2": 0.43092, "Y2": 0.24, "X3": 0.43092, "Y3": 0.2518, "X4": 0.39945, "Y4": 0.2518, "page": 0, "Index": 10}, {"Word": "Honduran", "Confidence": 0.631, "X1": 0.43502, "Y1": 0.2402, "X2": 0.49932, "Y2": 0.24, "X3": 0.49795, "Y3": 0.2528, "X4": 0.43365, "Y4": 0.2518, "page": 0, "Index": 11}, {"Word": "leal.", "Confidence": 0.638, "X1": 0.50205, "Y1": 0.2412, "X2": 0.53762, "Y2": 0.241, "X3": 0.53625, "Y3": 0.2528, "X4": 0.50068, "Y4": 0.2528, "page": 0, "Index": 12}, {"Word": "14)", "Confidence": 0.16, "X1": 0.37893, "Y1": 0.2652, "X2": 0.39535, "Y2": 0.265, "X3": 0.39535, "Y3": 0.2778, "X4": 0.37893, "Y4": 0.2778, "page": 0, "Index": 13}, {"Word": "If", "Confidence": 0.61, "X1": 0.39808, "Y1": 0.2652, "X2": 0.4104, "Y2": 0.265, "X3": 0.4104, "Y3": 0.2778, "X4": 0.39808, "Y4": 0.2778, "page": 0, "Index": 14}, {"Word": "a", "Confidence": 0.725, "X1": 0.4145, "Y1": 0.2652, "X2": 0.42134, "Y2": 0.265, "X3": 0.42134, "Y3": 0.2778, "X4": 0.4145, "Y4": 0.2778, "page": 0, "Index": 15}, {"Word": "characteristic", "Confidence": 0.797, "X1": 0.42544, "Y1": 0.2652, "X2": 0.5212, "Y2": 0.265, "X3": 0.5212, "Y3": 0.2778, "X4": 0.42544, "Y4": 0.2778, "page": 0, "Index": 16}, {"Word": "flavour", "Confidence": 0.66, "X1": 0.52394, "Y1": 0.2652, "X2": 0.57456, "Y2": 0.265, "X3": 0.57319, "Y3": 0.2768, "X4": 0.52394, "Y4": 0.2768, "page": 0, "Index": 17}, {"Word": "is", "Confidence": 0.637, "X1": 0.57729, "Y1": 0.2652, "X2": 0.59097, "Y2": 0.265, "X3": 0.5896, "Y3": 0.2768, "X4": 0.57729, "Y4": 0.2768, "page": 0, "Index": 18}, {"Word": "to", "Confidence": 0.998, "X1": 0.59371, "Y1": 0.2652, "X2": 0.60739, "Y2": 0.265, "X3": 0.60739, "Y3": 0.2768, "X4": 0.59371, "Y4": 0.2768, "page": 0, "Index": 19}, {"Word": "be", "Confidence": 0.364, "X1": 0.61149, "Y1": 0.2652, "X2": 0.62791, "Y2": 0.265, "X3": 0.62654, "Y3": 0.2768, "X4": 0.61012, "Y4": 0.2768, "page": 0, "Index": 20}, {"Word": "developed", "Confidence": 0.853, "X1": 0.63201, "Y1": 0.2652, "X2": 0.69767, "Y2": 0.265, "X3": 0.69631, "Y3": 0.2768, "X4": 0.63064, "Y4": 0.2768, "page": 0, "Index": 21}, {"Word": "(as", "Confidence": 0.626, "X1": 0.70178, "Y1": 0.2652, "X2": 0.72093, "Y2": 0.265, "X3": 0.71956, "Y3": 0.2768, "X4": 0.70041, "Y4": 0.2768, "page": 0, "Index": 22}, {"Word": "I", "Confidence": 0.614, "X1": 0.72503, "Y1": 0.2652, "X2": 0.73461, "Y2": 0.265, "X3": 0.73324, "Y3": 0.2768, "X4": 0.72367, "Y4": 0.2768, "page": 0, "Index": 23}, {"Word": "bellove", "Confidence": 0.661, "X1": 0.39945, "Y1": 0.2782, "X2": 0.44733, "Y2": 0.278, "X3": 0.44733, "Y3": 0.2898, "X4": 0.39945, "Y4": 0.2898, "page": 0, "Index": 24}, {"Word": "la", "Confidence": 0.72, "X1": 0.45007, "Y1": 0.2782, "X2": 0.46512, "Y2": 0.278, "X3": 0.46512, "Y3": 0.2898, "X4": 0.45007, "Y4": 0.2898, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.939, "X1": 0.46785, "Y1": 0.2782, "X2": 0.48974, "Y2": 0.278, "X3": 0.48974, "Y3": 0.2898, "X4": 0.46785, "Y4": 0.2898, "page": 0, "Index": 26}, {"Word": "case", "Confidence": 0.851, "X1": 0.49384, "Y1": 0.2782, "X2": 0.52394, "Y2": 0.278, "X3": 0.52394, "Y3": 0.2898, "X4": 0.49248, "Y4": 0.2898, "page": 0, "Index": 27}, {"Word": "with", "Confidence": 0.987, "X1": 0.52668, "Y1": 0.2782, "X2": 0.55814, "Y2": 0.278, "X3": 0.55677, "Y3": 0.2898, "X4": 0.52668, "Y4": 0.2898, "page": 0, "Index": 28}, {"Word": "PM", "Confidence": 0.78, "X1": 0.56088, "Y1": 0.2782, "X2": 0.58003, "Y2": 0.278, "X3": 0.57866, "Y3": 0.2898, "X4": 0.56088, "Y4": 0.2898, "page": 0, "Index": 29}, {"Word": "products", "Confidence": 0.653, "X1": 0.58687, "Y1": 0.2782, "X2": 0.64569, "Y2": 0.278, "X3": 0.64432, "Y3": 0.2898, "X4": 0.58687, "Y4": 0.2898, "page": 0, "Index": 30}, {"Word": "in", "Confidence": 0.904, "X1": 0.64843, "Y1": 0.2782, "X2": 0.66347, "Y2": 0.278, "X3": 0.66211, "Y3": 0.2898, "X4": 0.64843, "Y4": 0.2898, "page": 0, "Index": 31}, {"Word": "this", "Confidence": 0.791, "X1": 0.66621, "Y1": 0.2782, "X2": 0.69357, "Y2": 0.278, "X3": 0.69357, "Y3": 0.2898, "X4": 0.66621, "Y4": 0.2898, "page": 0, "Index": 32}, {"Word": "area),", "Confidence": 0.557, "X1": 0.69631, "Y1": 0.2782, "X2": 0.73871, "Y2": 0.278, "X3": 0.73871, "Y3": 0.2898, "X4": 0.69631, "Y4": 0.2898, "page": 0, "Index": 33}, {"Word": "It", "Confidence": 0.941, "X1": 0.74145, "Y1": 0.2782, "X2": 0.75787, "Y2": 0.278, "X3": 0.75787, "Y3": 0.2898, "X4": 0.74145, "Y4": 0.2898, "page": 0, "Index": 34}, {"Word": "will", "Confidence": 0.848, "X1": 0.40082, "Y1": 0.2902, "X2": 0.42544, "Y2": 0.29, "X3": 0.42544, "Y3": 0.3018, "X4": 0.40082, "Y4": 0.3018, "page": 0, "Index": 35}, {"Word": "have", "Confidence": 0.852, "X1": 0.42818, "Y1": 0.2902, "X2": 0.46101, "Y2": 0.29, "X3": 0.45964, "Y3": 0.3018, "X4": 0.42818, "Y4": 0.3018, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.46375, "Y1": 0.2902, "X2": 0.47743, "Y2": 0.29, "X3": 0.47743, "Y3": 0.3018, "X4": 0.46375, "Y4": 0.3018, "page": 0, "Index": 37}, {"Word": "be", "Confidence": 0.604, "X1": 0.48016, "Y1": 0.2902, "X2": 0.49795, "Y2": 0.29, "X3": 0.49795, "Y3": 0.3018, "X4": 0.48016, "Y4": 0.3018, "page": 0, "Index": 38}, {"Word": "versatile.", "Confidence": 0.591, "X1": 0.50068, "Y1": 0.2912, "X2": 0.57045, "Y2": 0.291, "X3": 0.57045, "Y3": 0.3008, "X4": 0.50068, "Y4": 0.3018, "page": 0, "Index": 39}, {"Word": "1tl)", "Confidence": 0.064, "X1": 0.37209, "Y1": 0.3142, "X2": 0.39535, "Y2": 0.314, "X3": 0.39535, "Y3": 0.3268, "X4": 0.37209, "Y4": 0.3268, "page": 0, "Index": 40}, {"Word": "If", "Confidence": 0.624, "X1": 0.39945, "Y1": 0.3142, "X2": 0.4104, "Y2": 0.314, "X3": 0.4104, "Y3": 0.3268, "X4": 0.39945, "Y4": 0.3268, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.958, "X1": 0.4145, "Y1": 0.3142, "X2": 0.43365, "Y2": 0.314, "X3": 0.43365, "Y3": 0.3268, "X4": 0.4145, "Y4": 0.3268, "page": 0, "Index": 42}, {"Word": "blend", "Confidence": 0.619, "X1": 0.43776, "Y1": 0.3142, "X2": 0.47469, "Y2": 0.314, "X3": 0.47469, "Y3": 0.3268, "X4": 0.43776, "Y4": 0.3268, "page": 0, "Index": 43}, {"Word": "is", "Confidence": 0.254, "X1": 0.4788, "Y1": 0.3142, "X2": 0.49111, "Y2": 0.314, "X3": 0.49111, "Y3": 0.3268, "X4": 0.47743, "Y4": 0.3268, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.994, "X1": 0.49521, "Y1": 0.3142, "X2": 0.51026, "Y2": 0.314, "X3": 0.50889, "Y3": 0.3268, "X4": 0.49521, "Y4": 0.3268, "page": 0, "Index": 45}, {"Word": "be", "Confidence": 0.396, "X1": 0.513, "Y1": 0.3142, "X2": 0.52941, "Y2": 0.314, "X3": 0.52941, "Y3": 0.3268, "X4": 0.513, "Y4": 0.3268, "page": 0, "Index": 46}, {"Word": "as", "Confidence": 0.782, "X1": 0.53352, "Y1": 0.3142, "X2": 0.54993, "Y2": 0.314, "X3": 0.54993, "Y3": 0.3268, "X4": 0.53352, "Y4": 0.3268, "page": 0, "Index": 47}, {"Word": "\"American\"", "Confidence": 0.699, "X1": 0.55404, "Y1": 0.3142, "X2": 0.63338, "Y2": 0.314, "X3": 0.63338, "Y3": 0.3268, "X4": 0.55267, "Y4": 0.3268, "page": 0, "Index": 48}, {"Word": "as,", "Confidence": 0.856, "X1": 0.63748, "Y1": 0.3142, "X2": 0.66074, "Y2": 0.314, "X3": 0.66074, "Y3": 0.3268, "X4": 0.63611, "Y4": 0.3268, "page": 0, "Index": 49}, {"Word": "e.g", "Confidence": 0.585, "X1": 0.66484, "Y1": 0.3142, "X2": 0.68536, "Y2": 0.314, "X3": 0.68536, "Y3": 0.3258, "X4": 0.66347, "Y4": 0.3268, "page": 0, "Index": 50}, {"Word": ".,", "Confidence": 0.858, "X1": 0.68947, "Y1": 0.3142, "X2": 0.70315, "Y2": 0.314, "X3": 0.70178, "Y3": 0.3258, "X4": 0.6881, "Y4": 0.3258, "page": 0, "Index": 51}, {"Word": "RURIOS", "Confidence": 0.753, "X1": 0.70588, "Y1": 0.3142, "X2": 0.7606, "Y2": 0.314, "X3": 0.7606, "Y3": 0.3258, "X4": 0.70451, "Y4": 0.3258, "page": 0, "Index": 52}, {"Word": "or", "Confidence": 0.914, "X1": 0.39945, "Y1": 0.3272, "X2": 0.41587, "Y2": 0.327, "X3": 0.41587, "Y3": 0.3388, "X4": 0.39945, "Y4": 0.3388, "page": 0, "Index": 53}, {"Word": "CALI,", "Confidence": 0.868, "X1": 0.4186, "Y1": 0.3272, "X2": 0.46238, "Y2": 0.327, "X3": 0.46375, "Y3": 0.3388, "X4": 0.41997, "Y4": 0.3388, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.46648, "Y1": 0.3272, "X2": 0.487, "Y2": 0.327, "X3": 0.487, "Y3": 0.3388, "X4": 0.46648, "Y4": 0.3388, "page": 0, "Index": 55}, {"Word": "Ilonduran", "Confidence": 0.408, "X1": 0.48974, "Y1": 0.3272, "X2": 0.55404, "Y2": 0.327, "X3": 0.55404, "Y3": 0.3388, "X4": 0.48974, "Y4": 0.3388, "page": 0, "Index": 56}, {"Word": "leaf", "Confidence": 0.93, "X1": 0.55814, "Y1": 0.3272, "X2": 0.58413, "Y2": 0.327, "X3": 0.58413, "Y3": 0.3388, "X4": 0.55814, "Y4": 0.3388, "page": 0, "Index": 57}, {"Word": "supply", "Confidence": 0.885, "X1": 0.58687, "Y1": 0.3272, "X2": 0.63201, "Y2": 0.327, "X3": 0.63201, "Y3": 0.3388, "X4": 0.58687, "Y4": 0.3388, "page": 0, "Index": 58}, {"Word": "position", "Confidence": 0.614, "X1": 0.63475, "Y1": 0.3272, "X2": 0.6881, "Y2": 0.327, "X3": 0.6881, "Y3": 0.3388, "X4": 0.63475, "Y4": 0.3388, "page": 0, "Index": 59}, {"Word": "would", "Confidence": 0.98, "X1": 0.6922, "Y1": 0.3272, "X2": 0.73187, "Y2": 0.327, "X3": 0.73051, "Y3": 0.3388, "X4": 0.69083, "Y4": 0.3388, "page": 0, "Index": 60}, {"Word": "place", "Confidence": 0.905, "X1": 0.73461, "Y1": 0.3272, "X2": 0.77155, "Y2": 0.327, "X3": 0.77018, "Y3": 0.3388, "X4": 0.73461, "Y4": 0.3388, "page": 0, "Index": 61}, {"Word": "limits", "Confidence": 0.614, "X1": 0.40082, "Y1": 0.3392, "X2": 0.44049, "Y2": 0.339, "X3": 0.44049, "Y3": 0.3508, "X4": 0.40082, "Y4": 0.3508, "page": 0, "Index": 62}, {"Word": "on", "Confidence": 0.952, "X1": 0.4446, "Y1": 0.3392, "X2": 0.46101, "Y2": 0.339, "X3": 0.46101, "Y3": 0.3508, "X4": 0.4446, "Y4": 0.3508, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.993, "X1": 0.46375, "Y1": 0.3392, "X2": 0.48564, "Y2": 0.339, "X3": 0.48564, "Y3": 0.3508, "X4": 0.46375, "Y4": 0.3508, "page": 0, "Index": 64}, {"Word": "Burley", "Confidence": 0.674, "X1": 0.48974, "Y1": 0.3392, "X2": 0.53488, "Y2": 0.339, "X3": 0.53488, "Y3": 0.3508, "X4": 0.48837, "Y4": 0.3508, "page": 0, "Index": 65}, {"Word": "content,", "Confidence": 0.772, "X1": 0.53899, "Y1": 0.3392, "X2": 0.59644, "Y2": 0.339, "X3": 0.59508, "Y3": 0.3508, "X4": 0.53762, "Y4": 0.3508, "page": 0, "Index": 66}, {"Word": "and", "Confidence": 0.996, "X1": 0.59918, "Y1": 0.3392, "X2": 0.62244, "Y2": 0.339, "X3": 0.62107, "Y3": 0.3508, "X4": 0.59918, "Y4": 0.3508, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.746, "X1": 0.62517, "Y1": 0.3392, "X2": 0.64706, "Y2": 0.339, "X3": 0.64706, "Y3": 0.3508, "X4": 0.62517, "Y4": 0.3508, "page": 0, "Index": 68}, {"Word": "expected", "Confidence": 0.609, "X1": 0.65116, "Y1": 0.3392, "X2": 0.70862, "Y2": 0.339, "X3": 0.70862, "Y3": 0.3508, "X4": 0.64979, "Y4": 0.3508, "page": 0, "Index": 69}, {"Word": "nicotine", "Confidence": 0.434, "X1": 0.71272, "Y1": 0.3392, "X2": 0.76744, "Y2": 0.339, "X3": 0.76744, "Y3": 0.3508, "X4": 0.71135, "Y4": 0.3508, "page": 0, "Index": 70}, {"Word": "-", "Confidence": 0.964, "X1": 0.16416, "Y1": 0.3622, "X2": 0.16416, "Y2": 0.362, "X3": 0.15048, "Y3": 0.3618, "X4": 0.15048, "Y4": 0.3558, "page": 0, "Index": 71}, {"Word": "delivery.", "Confidence": 0.77, "X1": 0.40219, "Y1": 0.3532, "X2": 0.46375, "Y2": 0.353, "X3": 0.46375, "Y3": 0.3648, "X4": 0.40082, "Y4": 0.3628, "page": 0, "Index": 72}, {"Word": "5.", "Confidence": 0.624, "X1": 0.32285, "Y1": 0.3772, "X2": 0.34063, "Y2": 0.377, "X3": 0.34063, "Y3": 0.3868, "X4": 0.32285, "Y4": 0.3868, "page": 0, "Index": 73}, {"Word": "It", "Confidence": 0.818, "X1": 0.35978, "Y1": 0.3752, "X2": 0.37209, "Y2": 0.375, "X3": 0.37209, "Y3": 0.3878, "X4": 0.35978, "Y4": 0.3878, "page": 0, "Index": 74}, {"Word": "is", "Confidence": 0.621, "X1": 0.3762, "Y1": 0.3752, "X2": 0.39124, "Y2": 0.375, "X3": 0.39124, "Y3": 0.3878, "X4": 0.3762, "Y4": 0.3878, "page": 0, "Index": 75}, {"Word": "reasonable", "Confidence": 0.797, "X1": 0.39398, "Y1": 0.3752, "X2": 0.46648, "Y2": 0.375, "X3": 0.46648, "Y3": 0.3878, "X4": 0.39398, "Y4": 0.3878, "page": 0, "Index": 76}, {"Word": "to", "Confidence": 0.998, "X1": 0.46922, "Y1": 0.3752, "X2": 0.4829, "Y2": 0.375, "X3": 0.4829, "Y3": 0.3878, "X4": 0.46922, "Y4": 0.3878, "page": 0, "Index": 77}, {"Word": "expect", "Confidence": 0.647, "X1": 0.487, "Y1": 0.3762, "X2": 0.53078, "Y2": 0.376, "X3": 0.53078, "Y3": 0.3878, "X4": 0.487, "Y4": 0.3878, "page": 0, "Index": 78}, {"Word": "similar", "Confidence": 0.673, "X1": 0.53352, "Y1": 0.3762, "X2": 0.58413, "Y2": 0.376, "X3": 0.58413, "Y3": 0.3878, "X4": 0.53352, "Y4": 0.3878, "page": 0, "Index": 79}, {"Word": "constraints", "Confidence": 0.776, "X1": 0.58824, "Y1": 0.3752, "X2": 0.66484, "Y2": 0.375, "X3": 0.66484, "Y3": 0.3878, "X4": 0.58824, "Y4": 0.3878, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.997, "X1": 0.66758, "Y1": 0.3752, "X2": 0.68126, "Y2": 0.375, "X3": 0.68126, "Y3": 0.3878, "X4": 0.66758, "Y4": 0.3878, "page": 0, "Index": 81}, {"Word": "arles", "Confidence": 0.282, "X1": 0.68536, "Y1": 0.3752, "X2": 0.72093, "Y2": 0.375, "X3": 0.72093, "Y3": 0.3878, "X4": 0.68536, "Y4": 0.3878, "page": 0, "Index": 82}, {"Word": "whos", "Confidence": 0.631, "X1": 0.72503, "Y1": 0.3752, "X2": 0.7565, "Y2": 0.375, "X3": 0.7565, "Y3": 0.3878, "X4": 0.72503, "Y4": 0.3878, "page": 0, "Index": 83}, {"Word": "Nicaragua", "Confidence": 0.637, "X1": 0.7606, "Y1": 0.3752, "X2": 0.83174, "Y2": 0.375, "X3": 0.83174, "Y3": 0.3878, "X4": 0.7606, "Y4": 0.3878, "page": 0, "Index": 84}, {"Word": "and", "Confidence": 0.658, "X1": 0.36252, "Y1": 0.3882, "X2": 0.38577, "Y2": 0.388, "X3": 0.38577, "Y3": 0.3998, "X4": 0.36252, "Y4": 0.3998, "page": 0, "Index": 85}, {"Word": "Salvador", "Confidence": 0.614, "X1": 0.38851, "Y1": 0.3882, "X2": 0.44596, "Y2": 0.388, "X3": 0.44596, "Y3": 0.3998, "X4": 0.38851, "Y4": 0.3998, "page": 0, "Index": 86}, {"Word": "are", "Confidence": 0.998, "X1": 0.45007, "Y1": 0.3882, "X2": 0.47469, "Y2": 0.388, "X3": 0.47332, "Y3": 0.3998, "X4": 0.45007, "Y4": 0.3998, "page": 0, "Index": 87}, {"Word": "taken", "Confidence": 0.66, "X1": 0.47743, "Y1": 0.3882, "X2": 0.51436, "Y2": 0.388, "X3": 0.513, "Y3": 0.3998, "X4": 0.47743, "Y4": 0.3998, "page": 0, "Index": 88}, {"Word": "into", "Confidence": 0.896, "X1": 0.5171, "Y1": 0.3882, "X2": 0.54446, "Y2": 0.388, "X3": 0.54309, "Y3": 0.3998, "X4": 0.5171, "Y4": 0.3998, "page": 0, "Index": 89}, {"Word": "account.", "Confidence": 0.766, "X1": 0.5472, "Y1": 0.3882, "X2": 0.60739, "Y2": 0.388, "X3": 0.60739, "Y3": 0.3998, "X4": 0.5472, "Y4": 0.3998, "page": 0, "Index": 90}, {"Word": "It", "Confidence": 0.997, "X1": 0.61286, "Y1": 0.3882, "X2": 0.62654, "Y2": 0.388, "X3": 0.62517, "Y3": 0.3998, "X4": 0.61149, "Y4": 0.3998, "page": 0, "Index": 91}, {"Word": "may", "Confidence": 0.998, "X1": 0.62927, "Y1": 0.3882, "X2": 0.658, "Y2": 0.388, "X3": 0.65663, "Y3": 0.3998, "X4": 0.62791, "Y4": 0.3998, "page": 0, "Index": 92}, {"Word": "therefore", "Confidence": 0.641, "X1": 0.66074, "Y1": 0.3882, "X2": 0.72367, "Y2": 0.388, "X3": 0.7223, "Y3": 0.3998, "X4": 0.65937, "Y4": 0.3998, "page": 0, "Index": 93}, {"Word": "be", "Confidence": 0.795, "X1": 0.72777, "Y1": 0.3882, "X2": 0.74419, "Y2": 0.388, "X3": 0.74282, "Y3": 0.3998, "X4": 0.7264, "Y4": 0.3998, "page": 0, "Index": 94}, {"Word": "worthwhile", "Confidence": 0.758, "X1": 0.74692, "Y1": 0.3882, "X2": 0.82216, "Y2": 0.388, "X3": 0.82079, "Y3": 0.3988, "X4": 0.74692, "Y4": 0.3988, "page": 0, "Index": 95}, {"Word": "considering", "Confidence": 0.621, "X1": 0.36252, "Y1": 0.4012, "X2": 0.43912, "Y2": 0.401, "X3": 0.43912, "Y3": 0.4118, "X4": 0.36115, "Y4": 0.4128, "page": 0, "Index": 96}, {"Word": "whether", "Confidence": 0.863, "X1": 0.44323, "Y1": 0.4002, "X2": 0.49658, "Y2": 0.4, "X3": 0.49658, "Y3": 0.4118, "X4": 0.44186, "Y4": 0.4118, "page": 0, "Index": 97}, {"Word": "or", "Confidence": 0.74, "X1": 0.50068, "Y1": 0.4002, "X2": 0.51573, "Y2": 0.4, "X3": 0.51573, "Y3": 0.4118, "X4": 0.49932, "Y4": 0.4118, "page": 0, "Index": 98}, {"Word": "not", "Confidence": 0.894, "X1": 0.51984, "Y1": 0.4002, "X2": 0.54172, "Y2": 0.4, "X3": 0.54172, "Y3": 0.4118, "X4": 0.51847, "Y4": 0.4118, "page": 0, "Index": 99}, {"Word": "Mr.", "Confidence": 0.897, "X1": 0.54446, "Y1": 0.4002, "X2": 0.57319, "Y2": 0.4, "X3": 0.57182, "Y3": 0.4118, "X4": 0.54446, "Y4": 0.4118, "page": 0, "Index": 100}, {"Word": "Dunn", "Confidence": 0.65, "X1": 0.57592, "Y1": 0.4002, "X2": 0.61149, "Y2": 0.4, "X3": 0.61012, "Y3": 0.4118, "X4": 0.57592, "Y4": 0.4118, "page": 0, "Index": 101}, {"Word": "and", "Confidence": 0.958, "X1": 0.61423, "Y1": 0.4002, "X2": 0.63748, "Y2": 0.4, "X3": 0.63748, "Y3": 0.4118, "X4": 0.61423, "Y4": 0.4118, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.911, "X1": 0.64159, "Y1": 0.4002, "X2": 0.66347, "Y2": 0.4, "X3": 0.66211, "Y3": 0.4118, "X4": 0.64022, "Y4": 0.4118, "page": 0, "Index": 103}, {"Word": "other", "Confidence": 0.661, "X1": 0.66621, "Y1": 0.4002, "X2": 0.70315, "Y2": 0.4, "X3": 0.70178, "Y3": 0.4118, "X4": 0.66621, "Y4": 0.4118, "page": 0, "Index": 104}, {"Word": "GM's", "Confidence": 0.554, "X1": 0.70588, "Y1": 0.4002, "X2": 0.74145, "Y2": 0.4, "X3": 0.74145, "Y3": 0.4118, "X4": 0.70451, "Y4": 0.4118, "page": 0, "Index": 105}, {"Word": "should", "Confidence": 0.983, "X1": 0.74555, "Y1": 0.4002, "X2": 0.78933, "Y2": 0.4, "X3": 0.78796, "Y3": 0.4118, "X4": 0.74419, "Y4": 0.4118, "page": 0, "Index": 106}, {"Word": "jointly", "Confidence": 0.241, "X1": 0.79207, "Y1": 0.4002, "X2": 0.83721, "Y2": 0.4, "X3": 0.83721, "Y3": 0.4118, "X4": 0.7907, "Y4": 0.4118, "page": 0, "Index": 107}, {"Word": "moot", "Confidence": 0.64, "X1": 0.36252, "Y1": 0.4132, "X2": 0.39672, "Y2": 0.413, "X3": 0.39672, "Y3": 0.4248, "X4": 0.36252, "Y4": 0.4248, "page": 0, "Index": 108}, {"Word": "In", "Confidence": 0.941, "X1": 0.39945, "Y1": 0.4132, "X2": 0.41313, "Y2": 0.413, "X3": 0.41176, "Y3": 0.4248, "X4": 0.39945, "Y4": 0.4248, "page": 0, "Index": 109}, {"Word": "Guatemala", "Confidence": 0.744, "X1": 0.41587, "Y1": 0.4132, "X2": 0.48837, "Y2": 0.413, "X3": 0.487, "Y3": 0.4248, "X4": 0.41587, "Y4": 0.4248, "page": 0, "Index": 110}, {"Word": "when", "Confidence": 0.981, "X1": 0.49111, "Y1": 0.4132, "X2": 0.52394, "Y2": 0.413, "X3": 0.52394, "Y3": 0.4248, "X4": 0.48974, "Y4": 0.4248, "page": 0, "Index": 111}, {"Word": "It.", "Confidence": 0.685, "X1": 0.52668, "Y1": 0.4132, "X2": 0.5472, "Y2": 0.413, "X3": 0.54583, "Y3": 0.4248, "X4": 0.52668, "Y4": 0.4248, "page": 0, "Index": 112}, {"Word": "D.", "Confidence": 0.993, "X1": 0.54993, "Y1": 0.4132, "X2": 0.56772, "Y2": 0.413, "X3": 0.56772, "Y3": 0.4248, "X4": 0.54856, "Y4": 0.4248, "page": 0, "Index": 113}, {"Word": "Lowe", "Confidence": 0.852, "X1": 0.57182, "Y1": 0.4122, "X2": 0.60876, "Y2": 0.412, "X3": 0.60739, "Y3": 0.4248, "X4": 0.57045, "Y4": 0.4248, "page": 0, "Index": 114}, {"Word": "and", "Confidence": 0.981, "X1": 0.61149, "Y1": 0.4122, "X2": 0.63475, "Y2": 0.412, "X3": 0.63475, "Y3": 0.4248, "X4": 0.61149, "Y4": 0.4248, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.993, "X1": 0.63885, "Y1": 0.4122, "X2": 0.66074, "Y2": 0.412, "X3": 0.66074, "Y3": 0.4248, "X4": 0.63748, "Y4": 0.4248, "page": 0, "Index": 116}, {"Word": "writer", "Confidence": 0.64, "X1": 0.66484, "Y1": 0.4122, "X2": 0.70725, "Y2": 0.412, "X3": 0.70588, "Y3": 0.4238, "X4": 0.66347, "Y4": 0.4248, "page": 0, "Index": 117}, {"Word": "conclude", "Confidence": 0.623, "X1": 0.70999, "Y1": 0.4122, "X2": 0.76881, "Y2": 0.412, "X3": 0.76881, "Y3": 0.4238, "X4": 0.70999, "Y4": 0.4238, "page": 0, "Index": 118}, {"Word": "their", "Confidence": 0.676, "X1": 0.77291, "Y1": 0.4132, "X2": 0.80711, "Y2": 0.413, "X3": 0.80575, "Y3": 0.4238, "X4": 0.77155, "Y4": 0.4238, "page": 0, "Index": 119}, {"Word": "prosent", "Confidence": 0.994, "X1": 0.36115, "Y1": 0.4252, "X2": 0.41313, "Y2": 0.425, "X3": 0.41313, "Y3": 0.4368, "X4": 0.36115, "Y4": 0.4368, "page": 0, "Index": 120}, {"Word": "visits.", "Confidence": 0.848, "X1": 0.41587, "Y1": 0.4252, "X2": 0.46512, "Y2": 0.425, "X3": 0.46512, "Y3": 0.4368, "X4": 0.41587, "Y4": 0.4368, "page": 0, "Index": 121}, {"Word": "TALISA", "Confidence": 0.652, "X1": 0.47196, "Y1": 0.4252, "X2": 0.51847, "Y2": 0.425, "X3": 0.51847, "Y3": 0.4368, "X4": 0.47196, "Y4": 0.4368, "page": 0, "Index": 122}, {"Word": "(obviously)", "Confidence": 0.662, "X1": 0.52257, "Y1": 0.4252, "X2": 0.59644, "Y2": 0.425, "X3": 0.59644, "Y3": 0.4368, "X4": 0.52257, "Y4": 0.4368, "page": 0, "Index": 123}, {"Word": "have", "Confidence": 0.935, "X1": 0.60055, "Y1": 0.4252, "X2": 0.63064, "Y2": 0.425, "X3": 0.62927, "Y3": 0.4368, "X4": 0.59918, "Y4": 0.4368, "page": 0, "Index": 124}, {"Word": "skills", "Confidence": 0.406, "X1": 0.63338, "Y1": 0.4252, "X2": 0.67305, "Y2": 0.425, "X3": 0.67305, "Y3": 0.4368, "X4": 0.63338, "Y4": 0.4368, "page": 0, "Index": 125}, {"Word": "which", "Confidence": 0.994, "X1": 0.67715, "Y1": 0.4252, "X2": 0.71546, "Y2": 0.425, "X3": 0.71546, "Y3": 0.4368, "X4": 0.67579, "Y4": 0.4368, "page": 0, "Index": 126}, {"Word": "should", "Confidence": 0.903, "X1": 0.71819, "Y1": 0.4252, "X2": 0.76334, "Y2": 0.425, "X3": 0.76197, "Y3": 0.4368, "X4": 0.71819, "Y4": 0.4368, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.658, "X1": 0.76607, "Y1": 0.4252, "X2": 0.78112, "Y2": 0.425, "X3": 0.78112, "Y3": 0.4368, "X4": 0.76607, "Y4": 0.4368, "page": 0, "Index": 128}, {"Word": "re-", "Confidence": 0.994, "X1": 0.78523, "Y1": 0.4252, "X2": 0.81122, "Y2": 0.425, "X3": 0.80985, "Y3": 0.4358, "X4": 0.78386, "Y4": 0.4368, "page": 0, "Index": 129}, {"Word": "prosented", "Confidence": 0.923, "X1": 0.36252, "Y1": 0.4372, "X2": 0.42681, "Y2": 0.437, "X3": 0.42681, "Y3": 0.4488, "X4": 0.36252, "Y4": 0.4498, "page": 0, "Index": 130}, {"Word": "in", "Confidence": 0.991, "X1": 0.43092, "Y1": 0.4372, "X2": 0.4446, "Y2": 0.437, "X3": 0.4446, "Y3": 0.4488, "X4": 0.42955, "Y4": 0.4488, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.998, "X1": 0.44733, "Y1": 0.4372, "X2": 0.47059, "Y2": 0.437, "X3": 0.47059, "Y3": 0.4488, "X4": 0.44733, "Y4": 0.4488, "page": 0, "Index": 132}, {"Word": "TORQUAY", "Confidence": 0.608, "X1": 0.47469, "Y1": 0.4372, "X2": 0.54309, "Y2": 0.437, "X3": 0.54309, "Y3": 0.4488, "X4": 0.47332, "Y4": 0.4488, "page": 0, "Index": 133}, {"Word": "C.", "Confidence": 0.998, "X1": 0.54583, "Y1": 0.4372, "X2": 0.56635, "Y2": 0.437, "X3": 0.56635, "Y3": 0.4488, "X4": 0.54583, "Y4": 0.4488, "page": 0, "Index": 134}, {"Word": "A.", "Confidence": 0.993, "X1": 0.57045, "Y1": 0.4372, "X2": 0.58824, "Y2": 0.437, "X3": 0.58824, "Y3": 0.4488, "X4": 0.56908, "Y4": 0.4488, "page": 0, "Index": 135}, {"Word": "team;", "Confidence": 0.592, "X1": 0.59234, "Y1": 0.4372, "X2": 0.63064, "Y2": 0.437, "X3": 0.62927, "Y3": 0.4488, "X4": 0.59097, "Y4": 0.4488, "page": 0, "Index": 136}, {"Word": "It", "Confidence": 0.671, "X1": 0.63338, "Y1": 0.4372, "X2": 0.64569, "Y2": 0.437, "X3": 0.64569, "Y3": 0.4488, "X4": 0.63338, "Y4": 0.4488, "page": 0, "Index": 137}, {"Word": "would", "Confidence": 0.993, "X1": 0.64843, "Y1": 0.4372, "X2": 0.68673, "Y2": 0.437, "X3": 0.68673, "Y3": 0.4488, "X4": 0.64843, "Y4": 0.4488, "page": 0, "Index": 138}, {"Word": "be", "Confidence": 0.256, "X1": 0.69083, "Y1": 0.4372, "X2": 0.70725, "Y2": 0.437, "X3": 0.70725, "Y3": 0.4488, "X4": 0.68947, "Y4": 0.4488, "page": 0, "Index": 139}, {"Word": "premature", "Confidence": 0.955, "X1": 0.71135, "Y1": 0.4372, "X2": 0.78249, "Y2": 0.437, "X3": 0.78112, "Y3": 0.4498, "X4": 0.70999, "Y4": 0.4488, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.78523, "Y1": 0.4372, "X2": 0.80164, "Y2": 0.437, "X3": 0.80027, "Y3": 0.4498, "X4": 0.78523, "Y4": 0.4498, "page": 0, "Index": 141}, {"Word": "agree", "Confidence": 0.773, "X1": 0.36389, "Y1": 0.4502, "X2": 0.40082, "Y2": 0.45, "X3": 0.40082, "Y3": 0.4618, "X4": 0.36252, "Y4": 0.4618, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.998, "X1": 0.40492, "Y1": 0.4502, "X2": 0.42544, "Y2": 0.45, "X3": 0.42408, "Y3": 0.4618, "X4": 0.40356, "Y4": 0.4618, "page": 0, "Index": 143}, {"Word": "content", "Confidence": 0.965, "X1": 0.42818, "Y1": 0.4502, "X2": 0.4788, "Y2": 0.45, "X3": 0.47743, "Y3": 0.4618, "X4": 0.42818, "Y4": 0.4618, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.48153, "Y1": 0.4502, "X2": 0.49521, "Y2": 0.45, "X3": 0.49384, "Y3": 0.4618, "X4": 0.48153, "Y4": 0.4618, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.908, "X1": 0.49795, "Y1": 0.4502, "X2": 0.51984, "Y2": 0.45, "X3": 0.51847, "Y3": 0.4618, "X4": 0.49658, "Y4": 0.4618, "page": 0, "Index": 146}, {"Word": "team", "Confidence": 0.721, "X1": 0.52257, "Y1": 0.4502, "X2": 0.55404, "Y2": 0.45, "X3": 0.55404, "Y3": 0.4618, "X4": 0.52257, "Y4": 0.4618, "page": 0, "Index": 147}, {"Word": "until", "Confidence": 0.864, "X1": 0.56088, "Y1": 0.4502, "X2": 0.59097, "Y2": 0.45, "X3": 0.59097, "Y3": 0.4618, "X4": 0.55951, "Y4": 0.4618, "page": 0, "Index": 148}, {"Word": "the", "Confidence": 0.994, "X1": 0.59508, "Y1": 0.4502, "X2": 0.61696, "Y2": 0.45, "X3": 0.61696, "Y3": 0.4618, "X4": 0.59371, "Y4": 0.4618, "page": 0, "Index": 149}, {"Word": "visit", "Confidence": 0.538, "X1": 0.62107, "Y1": 0.4502, "X2": 0.65116, "Y2": 0.45, "X3": 0.64979, "Y3": 0.4618, "X4": 0.6197, "Y4": 0.4618, "page": 0, "Index": 150}, {"Word": "is", "Confidence": 0.97, "X1": 0.6539, "Y1": 0.4502, "X2": 0.66895, "Y2": 0.45, "X3": 0.66758, "Y3": 0.4618, "X4": 0.6539, "Y4": 0.4618, "page": 0, "Index": 151}, {"Word": "completed.", "Confidence": 0.846, "X1": 0.67168, "Y1": 0.4502, "X2": 0.74966, "Y2": 0.45, "X3": 0.74829, "Y3": 0.4618, "X4": 0.67031, "Y4": 0.4618, "page": 0, "Index": 152}, {"Word": "6.", "Confidence": 0.199, "X1": 0.32421, "Y1": 0.4742, "X2": 0.342, "Y2": 0.474, "X3": 0.342, "Y3": 0.4848, "X4": 0.32421, "Y4": 0.4848, "page": 0, "Index": 153}, {"Word": "The", "Confidence": 0.609, "X1": 0.36389, "Y1": 0.4732, "X2": 0.38851, "Y2": 0.473, "X3": 0.38851, "Y3": 0.4868, "X4": 0.36252, "Y4": 0.4868, "page": 0, "Index": 154}, {"Word": "Central", "Confidence": 0.618, "X1": 0.39261, "Y1": 0.4732, "X2": 0.44323, "Y2": 0.473, "X3": 0.44186, "Y3": 0.4868, "X4": 0.39124, "Y4": 0.4868, "page": 0, "Index": 155}, {"Word": "American", "Confidence": 0.612, "X1": 0.44596, "Y1": 0.4742, "X2": 0.513, "Y2": 0.474, "X3": 0.51163, "Y3": 0.4858, "X4": 0.44596, "Y4": 0.4868, "page": 0, "Index": 156}, {"Word": "GM's", "Confidence": 0.986, "X1": 0.51573, "Y1": 0.4742, "X2": 0.55267, "Y2": 0.474, "X3": 0.5513, "Y3": 0.4858, "X4": 0.51573, "Y4": 0.4858, "page": 0, "Index": 157}, {"Word": "are", "Confidence": 0.934, "X1": 0.5554, "Y1": 0.4742, "X2": 0.57866, "Y2": 0.474, "X3": 0.57866, "Y3": 0.4858, "X4": 0.5554, "Y4": 0.4858, "page": 0, "Index": 158}, {"Word": "tentatively", "Confidence": 0.203, "X1": 0.58276, "Y1": 0.4742, "X2": 0.65253, "Y2": 0.474, "X3": 0.65253, "Y3": 0.4858, "X4": 0.58276, "Y4": 0.4858, "page": 0, "Index": 159}, {"Word": "due", "Confidence": 0.891, "X1": 0.65663, "Y1": 0.4742, "X2": 0.67989, "Y2": 0.474, "X3": 0.67989, "Y3": 0.4858, "X4": 0.65527, "Y4": 0.4858, "page": 0, "Index": 160}, {"Word": "to", "Confidence": 0.994, "X1": 0.68399, "Y1": 0.4742, "X2": 0.69767, "Y2": 0.474, "X3": 0.69767, "Y3": 0.4858, "X4": 0.68263, "Y4": 0.4858, "page": 0, "Index": 161}, {"Word": "meet", "Confidence": 0.987, "X1": 0.70178, "Y1": 0.4742, "X2": 0.73461, "Y2": 0.474, "X3": 0.73461, "Y3": 0.4858, "X4": 0.70178, "Y4": 0.4858, "page": 0, "Index": 162}, {"Word": "In", "Confidence": 0.624, "X1": 0.73735, "Y1": 0.4742, "X2": 0.75103, "Y2": 0.474, "X3": 0.75103, "Y3": 0.4858, "X4": 0.73735, "Y4": 0.4858, "page": 0, "Index": 163}, {"Word": "December.", "Confidence": 0.643, "X1": 0.75513, "Y1": 0.4742, "X2": 0.83447, "Y2": 0.474, "X3": 0.83447, "Y3": 0.4858, "X4": 0.75513, "Y4": 0.4858, "page": 0, "Index": 164}, {"Word": "It", "Confidence": 0.995, "X1": 0.36389, "Y1": 0.4872, "X2": 0.37483, "Y2": 0.487, "X3": 0.37346, "Y3": 0.4978, "X4": 0.36252, "Y4": 0.4978, "page": 0, "Index": 165}, {"Word": "would", "Confidence": 0.997, "X1": 0.37756, "Y1": 0.4862, "X2": 0.41587, "Y2": 0.486, "X3": 0.41587, "Y3": 0.4978, "X4": 0.37756, "Y4": 0.4978, "page": 0, "Index": 166}, {"Word": "be", "Confidence": 0.969, "X1": 0.41997, "Y1": 0.4862, "X2": 0.43502, "Y2": 0.486, "X3": 0.43502, "Y3": 0.4978, "X4": 0.41997, "Y4": 0.4978, "page": 0, "Index": 167}, {"Word": "valuable", "Confidence": 0.941, "X1": 0.43912, "Y1": 0.4862, "X2": 0.49521, "Y2": 0.486, "X3": 0.49521, "Y3": 0.4978, "X4": 0.43776, "Y4": 0.4978, "page": 0, "Index": 168}, {"Word": "if", "Confidence": 0.907, "X1": 0.49795, "Y1": 0.4862, "X2": 0.51026, "Y2": 0.486, "X3": 0.51026, "Y3": 0.4978, "X4": 0.49795, "Y4": 0.4978, "page": 0, "Index": 169}, {"Word": "an", "Confidence": 0.893, "X1": 0.51436, "Y1": 0.4862, "X2": 0.52941, "Y2": 0.486, "X3": 0.52941, "Y3": 0.4988, "X4": 0.513, "Y4": 0.4978, "page": 0, "Index": 170}, {"Word": "outline", "Confidence": 0.618, "X1": 0.53215, "Y1": 0.4862, "X2": 0.58003, "Y2": 0.486, "X3": 0.58003, "Y3": 0.4988, "X4": 0.53215, "Y4": 0.4988, "page": 0, "Index": 171}, {"Word": "TORQUAY", "Confidence": 0.621, "X1": 0.58413, "Y1": 0.4862, "X2": 0.6539, "Y2": 0.486, "X3": 0.65253, "Y3": 0.4988, "X4": 0.58276, "Y4": 0.4988, "page": 0, "Index": 172}, {"Word": "plan", "Confidence": 0.92, "X1": 0.65663, "Y1": 0.4862, "X2": 0.68536, "Y2": 0.486, "X3": 0.68536, "Y3": 0.4988, "X4": 0.65663, "Y4": 0.4988, "page": 0, "Index": 173}, {"Word": "and", "Confidence": 0.903, "X1": 0.68947, "Y1": 0.4872, "X2": 0.71272, "Y2": 0.487, "X3": 0.71272, "Y3": 0.4988, "X4": 0.6881, "Y4": 0.4988, "page": 0, "Index": 174}, {"Word": "programme", "Confidence": 0.675, "X1": 0.71683, "Y1": 0.4872, "X2": 0.7948, "Y2": 0.487, "X3": 0.7948, "Y3": 0.4998, "X4": 0.71683, "Y4": 0.4988, "page": 0, "Index": 175}, {"Word": "could", "Confidence": 0.873, "X1": 0.79891, "Y1": 0.4872, "X2": 0.83584, "Y2": 0.487, "X3": 0.83584, "Y3": 0.4998, "X4": 0.79754, "Y4": 0.4998, "page": 0, "Index": 176}, {"Word": "be", "Confidence": 0.795, "X1": 0.36252, "Y1": 0.4992, "X2": 0.3803, "Y2": 0.499, "X3": 0.3803, "Y3": 0.5108, "X4": 0.36389, "Y4": 0.5108, "page": 0, "Index": 177}, {"Word": "made", "Confidence": 0.925, "X1": 0.38304, "Y1": 0.4992, "X2": 0.4186, "Y2": 0.499, "X3": 0.41997, "Y3": 0.5108, "X4": 0.3844, "Y4": 0.5108, "page": 0, "Index": 178}, {"Word": "available", "Confidence": 0.603, "X1": 0.42134, "Y1": 0.4992, "X2": 0.4829, "Y2": 0.499, "X3": 0.4829, "Y3": 0.5108, "X4": 0.42271, "Y4": 0.5108, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.896, "X1": 0.487, "Y1": 0.4992, "X2": 0.50068, "Y2": 0.499, "X3": 0.50068, "Y3": 0.5108, "X4": 0.487, "Y4": 0.5108, "page": 0, "Index": 180}, {"Word": "them", "Confidence": 0.958, "X1": 0.50342, "Y1": 0.4992, "X2": 0.53488, "Y2": 0.499, "X3": 0.53488, "Y3": 0.5108, "X4": 0.50342, "Y4": 0.5108, "page": 0, "Index": 181}, {"Word": "by", "Confidence": 0.998, "X1": 0.54172, "Y1": 0.4992, "X2": 0.55814, "Y2": 0.499, "X3": 0.55814, "Y3": 0.5108, "X4": 0.54172, "Y4": 0.5108, "page": 0, "Index": 182}, {"Word": "that", "Confidence": 0.916, "X1": 0.56088, "Y1": 0.4992, "X2": 0.58687, "Y2": 0.499, "X3": 0.58687, "Y3": 0.5108, "X4": 0.56088, "Y4": 0.5108, "page": 0, "Index": 183}, {"Word": "time.", "Confidence": 0.686, "X1": 0.59097, "Y1": 0.4992, "X2": 0.62791, "Y2": 0.499, "X3": 0.62654, "Y3": 0.5108, "X4": 0.5896, "Y4": 0.5108, "page": 0, "Index": 184}, {"Word": "7.", "Confidence": 0.895, "X1": 0.32558, "Y1": 0.5232, "X2": 0.342, "Y2": 0.523, "X3": 0.342, "Y3": 0.5348, "X4": 0.32558, "Y4": 0.5348, "page": 0, "Index": 185}, {"Word": "Many", "Confidence": 0.981, "X1": 0.36252, "Y1": 0.5232, "X2": 0.39945, "Y2": 0.523, "X3": 0.39945, "Y3": 0.5368, "X4": 0.36252, "Y4": 0.5368, "page": 0, "Index": 186}, {"Word": "other", "Confidence": 0.962, "X1": 0.40356, "Y1": 0.5232, "X2": 0.43776, "Y2": 0.523, "X3": 0.43776, "Y3": 0.5368, "X4": 0.40219, "Y4": 0.5368, "page": 0, "Index": 187}, {"Word": "poluts", "Confidence": 0.884, "X1": 0.44186, "Y1": 0.5232, "X2": 0.4829, "Y2": 0.523, "X3": 0.48153, "Y3": 0.5368, "X4": 0.44049, "Y4": 0.5368, "page": 0, "Index": 188}, {"Word": "have", "Confidence": 0.983, "X1": 0.487, "Y1": 0.5232, "X2": 0.5171, "Y2": 0.523, "X3": 0.5171, "Y3": 0.5358, "X4": 0.48564, "Y4": 0.5368, "page": 0, "Index": 189}, {"Word": "arisen", "Confidence": 0.837, "X1": 0.5212, "Y1": 0.5232, "X2": 0.56498, "Y2": 0.523, "X3": 0.56361, "Y3": 0.5358, "X4": 0.51984, "Y4": 0.5358, "page": 0, "Index": 190}, {"Word": "In", "Confidence": 0.917, "X1": 0.56908, "Y1": 0.5232, "X2": 0.58276, "Y2": 0.523, "X3": 0.5814, "Y3": 0.5358, "X4": 0.56772, "Y4": 0.5358, "page": 0, "Index": 191}, {"Word": "discussion,", "Confidence": 0.667, "X1": 0.58687, "Y1": 0.5232, "X2": 0.66347, "Y2": 0.523, "X3": 0.66211, "Y3": 0.5358, "X4": 0.5855, "Y4": 0.5358, "page": 0, "Index": 192}, {"Word": "some", "Confidence": 0.608, "X1": 0.66758, "Y1": 0.5232, "X2": 0.70451, "Y2": 0.523, "X3": 0.70315, "Y3": 0.5358, "X4": 0.66621, "Y4": 0.5358, "page": 0, "Index": 193}, {"Word": "of", "Confidence": 0.998, "X1": 0.70725, "Y1": 0.5232, "X2": 0.7223, "Y2": 0.523, "X3": 0.72093, "Y3": 0.5358, "X4": 0.70588, "Y4": 0.5358, "page": 0, "Index": 194}, {"Word": "which", "Confidence": 0.991, "X1": 0.72503, "Y1": 0.5232, "X2": 0.76334, "Y2": 0.523, "X3": 0.76197, "Y3": 0.5358, "X4": 0.72367, "Y4": 0.5358, "page": 0, "Index": 195}, {"Word": "will", "Confidence": 0.981, "X1": 0.76744, "Y1": 0.5232, "X2": 0.79207, "Y2": 0.523, "X3": 0.7907, "Y3": 0.5358, "X4": 0.76607, "Y4": 0.5358, "page": 0, "Index": 196}, {"Word": "be", "Confidence": 0.991, "X1": 0.7948, "Y1": 0.5232, "X2": 0.81395, "Y2": 0.523, "X3": 0.81259, "Y3": 0.5358, "X4": 0.79343, "Y4": 0.5358, "page": 0, "Index": 197}, {"Word": "answered", "Confidence": 0.774, "X1": 0.36389, "Y1": 0.5362, "X2": 0.42681, "Y2": 0.536, "X3": 0.42544, "Y3": 0.5478, "X4": 0.36252, "Y4": 0.5478, "page": 0, "Index": 198}, {"Word": "from", "Confidence": 0.839, "X1": 0.42955, "Y1": 0.5362, "X2": 0.46101, "Y2": 0.536, "X3": 0.45964, "Y3": 0.5478, "X4": 0.42955, "Y4": 0.5478, "page": 0, "Index": 199}, {"Word": "Millbank.", "Confidence": 0.667, "X1": 0.46785, "Y1": 0.5362, "X2": 0.53625, "Y2": 0.536, "X3": 0.53488, "Y3": 0.5478, "X4": 0.46648, "Y4": 0.5478, "page": 0, "Index": 200}, {"Word": "They", "Confidence": 0.983, "X1": 0.54446, "Y1": 0.5352, "X2": 0.57592, "Y2": 0.535, "X3": 0.57456, "Y3": 0.5478, "X4": 0.54309, "Y4": 0.5478, "page": 0, "Index": 201}, {"Word": "are", "Confidence": 0.97, "X1": 0.57866, "Y1": 0.5352, "X2": 0.60328, "Y2": 0.535, "X3": 0.60192, "Y3": 0.5478, "X4": 0.57729, "Y4": 0.5478, "page": 0, "Index": 202}, {"Word": "for", "Confidence": 0.994, "X1": 0.60602, "Y1": 0.5352, "X2": 0.62654, "Y2": 0.535, "X3": 0.62517, "Y3": 0.5478, "X4": 0.60602, "Y4": 0.5478, "page": 0, "Index": 203}, {"Word": "the", "Confidence": 0.998, "X1": 0.63064, "Y1": 0.5352, "X2": 0.65253, "Y2": 0.535, "X3": 0.65116, "Y3": 0.5478, "X4": 0.62927, "Y4": 0.5478, "page": 0, "Index": 204}, {"Word": "most", "Confidence": 0.982, "X1": 0.65527, "Y1": 0.5362, "X2": 0.68947, "Y2": 0.536, "X3": 0.6881, "Y3": 0.5478, "X4": 0.65527, "Y4": 0.5478, "page": 0, "Index": 205}, {"Word": "part", "Confidence": 0.788, "X1": 0.6922, "Y1": 0.5362, "X2": 0.7223, "Y2": 0.536, "X3": 0.7223, "Y3": 0.5478, "X4": 0.6922, "Y4": 0.5478, "page": 0, "Index": 206}, {"Word": "points", "Confidence": 0.737, "X1": 0.7264, "Y1": 0.5362, "X2": 0.76471, "Y2": 0.536, "X3": 0.76471, "Y3": 0.5488, "X4": 0.72503, "Y4": 0.5478, "page": 0, "Index": 207}, {"Word": "of", "Confidence": 0.994, "X1": 0.76881, "Y1": 0.5362, "X2": 0.78249, "Y2": 0.536, "X3": 0.78249, "Y3": 0.5488, "X4": 0.76744, "Y4": 0.5488, "page": 0, "Index": 208}, {"Word": "infor-", "Confidence": 0.632, "X1": 0.78659, "Y1": 0.5362, "X2": 0.83037, "Y2": 0.536, "X3": 0.829, "Y3": 0.5488, "X4": 0.78523, "Y4": 0.5488, "page": 0, "Index": 209}, {"Word": "mation", "Confidence": 0.464, "X1": 0.36525, "Y1": 0.5482, "X2": 0.4104, "Y2": 0.548, "X3": 0.40903, "Y3": 0.5608, "X4": 0.36389, "Y4": 0.5608, "page": 0, "Index": 210}, {"Word": "calling", "Confidence": 0.9, "X1": 0.41313, "Y1": 0.5472, "X2": 0.45828, "Y2": 0.547, "X3": 0.45691, "Y3": 0.5598, "X4": 0.41313, "Y4": 0.5598, "page": 0, "Index": 211}, {"Word": "for", "Confidence": 0.958, "X1": 0.46101, "Y1": 0.5472, "X2": 0.4829, "Y2": 0.547, "X3": 0.4829, "Y3": 0.5598, "X4": 0.46101, "Y4": 0.5598, "page": 0, "Index": 212}, {"Word": "further", "Confidence": 0.675, "X1": 0.487, "Y1": 0.5482, "X2": 0.53625, "Y2": 0.548, "X3": 0.53488, "Y3": 0.5608, "X4": 0.48564, "Y4": 0.5598, "page": 0, "Index": 213}, {"Word": "enquiry.", "Confidence": 0.862, "X1": 0.53899, "Y1": 0.5502, "X2": 0.59781, "Y2": 0.55, "X3": 0.59781, "Y3": 0.5618, "X4": 0.53899, "Y4": 0.5608, "page": 0, "Index": 214}, {"Word": "...", "Confidence": 0.885, "X1": 0.93297, "Y1": 0.6232, "X2": 0.93297, "Y2": 0.623, "X3": 0.92339, "Y3": 0.6228, "X4": 0.92339, "Y4": 0.6058, "page": 0, "Index": 215}, {"Word": "-.", "Confidence": 0.663, "X1": 0.93434, "Y1": 0.6542, "X2": 0.93434, "Y2": 0.654, "X3": 0.92476, "Y3": 0.6538, "X4": 0.92476, "Y4": 0.6398, "page": 0, "Index": 216}, {"Word": ".-", "Confidence": 0.49, "X1": 0.97127, "Y1": 0.6652, "X2": 0.97127, "Y2": 0.665, "X3": 0.9617, "Y3": 0.6658, "X4": 0.9617, "Y4": 0.6468, "page": 0, "Index": 217}, {"Word": "105395915", "Confidence": 0.992, "X1": 0.95759, "Y1": 0.9672, "X2": 0.95896, "Y2": 0.967, "X3": 0.92476, "Y3": 0.9668, "X4": 0.92476, "Y4": 0.8558, "page": 0, "Index": 218}]}
|
"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"
|
ffpx0200
| 0 |
{"lines_data": [{"Word": "2", "Confidence": 0.747, "X1": 0.28728, "Y1": 0.2122, "X2": 0.31601, "Y2": 0.212, "X3": 0.31601, "Y3": 0.2328, "X4": 0.28728, "Y4": 0.2318, "page": 0}, {"Word": "DAR-", "Confidence": 0.589, "X1": 0.27633, "Y1": 0.2322, "X2": 0.3461, "Y2": 0.232, "X3": 0.34747, "Y3": 0.2488, "X4": 0.27907, "Y4": 0.2608, "page": 0}, {"Word": "..", "Confidence": 0.758, "X1": 0.24487, "Y1": 0.2662, "X2": 0.24624, "Y2": 0.266, "X3": 0.2394, "Y3": 0.2678, "X4": 0.23803, "Y4": 0.2558, "page": 0}, {"Word": "PROJECT TORQUAY AND TALISA", "Confidence": 0.863, "X1": 0.51847, "Y1": 0.2722, "X2": 0.75239, "Y2": 0.272, "X3": 0.75239, "Y3": 0.2858, "X4": 0.51847, "Y4": 0.2858, "page": 0}, {"Word": "RAAT5", "Confidence": 0.596, "X1": 0.27497, "Y1": 0.2802, "X2": 0.37073, "Y2": 0.28, "X3": 0.37209, "Y3": 0.2988, "X4": 0.27497, "Y4": 0.3038, "page": 0}, {"Word": "The notes which follow will in due course form part of a report on the", "Confidence": 0.855, "X1": 0.39945, "Y1": 0.3092, "X2": 0.87004, "Y2": 0.309, "X3": 0.87004, "Y3": 0.3218, "X4": 0.39945, "Y4": 0.3228, "page": 0}, {"Word": "Five", "Confidence": 0.481, "X1": 0.27907, "Y1": 0.3172, "X2": 0.33242, "Y2": 0.317, "X3": 0.33379, "Y3": 0.3348, "X4": 0.28044, "Y4": 0.3368, "page": 0}, {"Word": "weiter's visit to those countries involved in TORQUAY. It should for", "Confidence": 0.78473, "X1": 0.40082, "Y1": 0.3272, "X2": 0.86867, "Y2": 0.327, "X3": 0.86867, "Y3": 0.3408, "X4": 0.40082, "Y4": 0.3418, "page": 0}, {"Word": "the moment be remembered that only two of the four countries concerned", "Confidence": 0.7565, "X1": 0.40082, "Y1": 0.3452, "X2": 0.89193, "Y2": 0.345, "X3": 0.89193, "Y3": 0.3588, "X4": 0.40082, "Y4": 0.3598, "page": 0}, {"Word": "have been visited.", "Confidence": 0.83, "X1": 0.39808, "Y1": 0.3642, "X2": 0.52257, "Y2": 0.364, "X3": 0.52257, "Y3": 0.3778, "X4": 0.39808, "Y4": 0.3778, "page": 0}, {"Word": "Distribution:", "Confidence": 0.861, "X1": 0.39945, "Y1": 0.5192, "X2": 0.49248, "Y2": 0.519, "X3": 0.49248, "Y3": 0.5328, "X4": 0.39945, "Y4": 0.5318, "page": 0}, {"Word": "C. J. Duas", "Confidence": 0.73767, "X1": 0.50752, "Y1": 0.5182, "X2": 0.5896, "Y2": 0.518, "X3": 0.5896, "Y3": 0.5318, "X4": 0.50752, "Y4": 0.5318, "page": 0}, {"Word": "H. A. Hardtson", "Confidence": 0.91933, "X1": 0.50752, "Y1": 0.5322, "X2": 0.6197, "Y2": 0.532, "X3": 0.6197, "Y3": 0.5418, "X4": 0.50752, "Y4": 0.5428, "page": 0}, {"Word": "P. A. G. Purdon", "Confidence": 0.90875, "X1": 0.50752, "Y1": 0.5442, "X2": 0.63064, "Y2": 0.544, "X3": 0.63064, "Y3": 0.5558, "X4": 0.50752, "Y4": 0.5558, "page": 0}, {"Word": "8. J. Greca", "Confidence": 0.61033, "X1": 0.50752, "Y1": 0.5582, "X2": 0.60465, "Y2": 0.558, "X3": 0.60328, "Y3": 0.5708, "X4": 0.50752, "Y4": 0.5668, "page": 0}, {"Word": "F. HaslamV", "Confidence": 0.7985, "X1": 0.50889, "Y1": 0.5662, "X2": 0.60055, "Y2": 0.566, "X3": 0.60192, "Y3": 0.5778, "X4": 0.50889, "Y4": 0.5798, "page": 0}, {"Word": "R. D. Lowe", "Confidence": 0.72767, "X1": 0.50616, "Y1": 0.5802, "X2": 0.59371, "Y2": 0.58, "X3": 0.59371, "Y3": 0.5918, "X4": 0.50616, "Y4": 0.5918, "page": 0}, {"Word": "W. D. Fordyce", "Confidence": 0.95133, "X1": 0.50889, "Y1": 0.5932, "X2": 0.6156, "Y2": 0.593, "X3": 0.6156, "Y3": 0.6048, "X4": 0.50752, "Y4": 0.6038, "page": 0}, {"Word": "31 OCT1972", "Confidence": 0.661, "X1": 0.78112, "Y1": 0.6262, "X2": 0.87688, "Y2": 0.626, "X3": 0.87551, "Y3": 0.6428, "X4": 0.77975, "Y4": 0.6418, "page": 0}, {"Word": "-", "Confidence": 0.887, "X1": 0.25718, "Y1": 0.6692, "X2": 0.25718, "Y2": 0.669, "X3": 0.2435, "Y3": 0.6698, "X4": 0.2435, "Y4": 0.6498, "page": 0}, {"Word": "-", "Confidence": 0.891, "X1": 0.73461, "Y1": 0.7282, "X2": 0.73598, "Y2": 0.728, "X3": 0.7223, "Y3": 0.7288, "X4": 0.7223, "Y4": 0.7058, "page": 0}, {"Word": "FILE REF.", "Confidence": 0.7185, "X1": 0.73735, "Y1": 0.7972, "X2": 0.80164, "Y2": 0.797, "X3": 0.80164, "Y3": 0.8098, "X4": 0.73735, "Y4": 0.8088, "page": 0}, {"Word": "MAIN Pageet", "Confidence": 0.3555, "X1": 0.71272, "Y1": 0.8182, "X2": 0.83447, "Y2": 0.818, "X3": 0.83311, "Y3": 0.8358, "X4": 0.71272, "Y4": 0.8328, "page": 0}, {"Word": "Torquay", "Confidence": 0.164, "X1": 0.74966, "Y1": 0.8382, "X2": 0.84268, "Y2": 0.838, "X3": 0.84131, "Y3": 0.8548, "X4": 0.74966, "Y4": 0.8498, "page": 0}, {"Word": "2", "Confidence": 0.991, "X1": 0.7264, "Y1": 0.8522, "X2": 0.73735, "Y2": 0.852, "X3": 0.73735, "Y3": 0.8608, "X4": 0.7264, "Y4": 0.8608, "page": 0}, {"Word": "---", "Confidence": 0.321, "X1": 0.76197, "Y1": 0.8572, "X2": 0.80438, "Y2": 0.857, "X3": 0.80438, "Y3": 0.8648, "X4": 0.76197, "Y4": 0.8648, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.72777, "Y1": 0.8682, "X2": 0.73871, "Y2": 0.868, "X3": 0.73871, "Y3": 0.8768, "X4": 0.7264, "Y4": 0.8768, "page": 0}, {"Word": "4", "Confidence": 0.717, "X1": 0.71956, "Y1": 0.8842, "X2": 0.74145, "Y2": 0.884, "X3": 0.74145, "Y3": 0.8938, "X4": 0.72093, "Y4": 0.8928, "page": 0}, {"Word": "105395913", "Confidence": 0.993, "X1": 0.97264, "Y1": 0.9892, "X2": 0.97264, "Y2": 0.989, "X3": 0.93844, "Y3": 0.9898, "X4": 0.93707, "Y4": 0.8738, "page": 0}], "words_data": [{"Word": "2", "Confidence": 0.747, "X1": 0.29549, "Y1": 0.2122, "X2": 0.31464, "Y2": 0.212, "X3": 0.31327, "Y3": 0.2328, "X4": 0.29412, "Y4": 0.2328, "page": 0, "Index": 0}, {"Word": "DAR-", "Confidence": 0.589, "X1": 0.28044, "Y1": 0.2322, "X2": 0.33379, "Y2": 0.232, "X3": 0.33926, "Y3": 0.2508, "X4": 0.28591, "Y4": 0.2588, "page": 0, "Index": 1}, {"Word": "..", "Confidence": 0.758, "X1": 0.24624, "Y1": 0.2632, "X2": 0.24761, "Y2": 0.263, "X3": 0.2394, "Y3": 0.2638, "X4": 0.23803, "Y4": 0.2548, "page": 0, "Index": 2}, {"Word": "PROJECT", "Confidence": 0.881, "X1": 0.51984, "Y1": 0.2732, "X2": 0.58687, "Y2": 0.273, "X3": 0.58687, "Y3": 0.2868, "X4": 0.51984, "Y4": 0.2868, "page": 0, "Index": 3}, {"Word": "TORQUAY", "Confidence": 0.923, "X1": 0.59097, "Y1": 0.2722, "X2": 0.66211, "Y2": 0.272, "X3": 0.66211, "Y3": 0.2868, "X4": 0.59097, "Y4": 0.2868, "page": 0, "Index": 4}, {"Word": "AND", "Confidence": 0.998, "X1": 0.66621, "Y1": 0.2722, "X2": 0.69631, "Y2": 0.272, "X3": 0.69631, "Y3": 0.2868, "X4": 0.66621, "Y4": 0.2868, "page": 0, "Index": 5}, {"Word": "TALISA", "Confidence": 0.65, "X1": 0.70041, "Y1": 0.2722, "X2": 0.74966, "Y2": 0.272, "X3": 0.74966, "Y3": 0.2858, "X4": 0.70041, "Y4": 0.2868, "page": 0, "Index": 6}, {"Word": "RAAT5", "Confidence": 0.596, "X1": 0.27907, "Y1": 0.2812, "X2": 0.37073, "Y2": 0.281, "X3": 0.37346, "Y3": 0.2998, "X4": 0.28044, "Y4": 0.3038, "page": 0, "Index": 7}, {"Word": "The", "Confidence": 0.994, "X1": 0.40082, "Y1": 0.3102, "X2": 0.42408, "Y2": 0.31, "X3": 0.42408, "Y3": 0.3228, "X4": 0.40082, "Y4": 0.3228, "page": 0, "Index": 8}, {"Word": "notes", "Confidence": 0.726, "X1": 0.42818, "Y1": 0.3102, "X2": 0.46375, "Y2": 0.31, "X3": 0.46375, "Y3": 0.3228, "X4": 0.42818, "Y4": 0.3228, "page": 0, "Index": 9}, {"Word": "which", "Confidence": 0.993, "X1": 0.46648, "Y1": 0.3102, "X2": 0.50479, "Y2": 0.31, "X3": 0.50479, "Y3": 0.3228, "X4": 0.46648, "Y4": 0.3228, "page": 0, "Index": 10}, {"Word": "follow", "Confidence": 0.982, "X1": 0.50889, "Y1": 0.3102, "X2": 0.54856, "Y2": 0.31, "X3": 0.54856, "Y3": 0.3228, "X4": 0.50889, "Y4": 0.3228, "page": 0, "Index": 11}, {"Word": "will", "Confidence": 0.982, "X1": 0.55267, "Y1": 0.3102, "X2": 0.57866, "Y2": 0.31, "X3": 0.57866, "Y3": 0.3228, "X4": 0.55267, "Y4": 0.3228, "page": 0, "Index": 12}, {"Word": "in", "Confidence": 0.957, "X1": 0.58276, "Y1": 0.3102, "X2": 0.59644, "Y2": 0.31, "X3": 0.59644, "Y3": 0.3228, "X4": 0.58276, "Y4": 0.3228, "page": 0, "Index": 13}, {"Word": "due", "Confidence": 0.898, "X1": 0.60055, "Y1": 0.3102, "X2": 0.6238, "Y2": 0.31, "X3": 0.6238, "Y3": 0.3228, "X4": 0.60055, "Y4": 0.3228, "page": 0, "Index": 14}, {"Word": "course", "Confidence": 0.955, "X1": 0.62791, "Y1": 0.3102, "X2": 0.67442, "Y2": 0.31, "X3": 0.67305, "Y3": 0.3228, "X4": 0.62654, "Y4": 0.3228, "page": 0, "Index": 15}, {"Word": "form", "Confidence": 0.882, "X1": 0.67715, "Y1": 0.3102, "X2": 0.70862, "Y2": 0.31, "X3": 0.70862, "Y3": 0.3228, "X4": 0.67715, "Y4": 0.3228, "page": 0, "Index": 16}, {"Word": "part", "Confidence": 0.941, "X1": 0.71409, "Y1": 0.3102, "X2": 0.74282, "Y2": 0.31, "X3": 0.74282, "Y3": 0.3228, "X4": 0.71409, "Y4": 0.3228, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.981, "X1": 0.74555, "Y1": 0.3102, "X2": 0.76197, "Y2": 0.31, "X3": 0.7606, "Y3": 0.3228, "X4": 0.74555, "Y4": 0.3228, "page": 0, "Index": 18}, {"Word": "a", "Confidence": 0.086, "X1": 0.76471, "Y1": 0.3102, "X2": 0.77291, "Y2": 0.31, "X3": 0.77291, "Y3": 0.3228, "X4": 0.76471, "Y4": 0.3228, "page": 0, "Index": 19}, {"Word": "report", "Confidence": 0.731, "X1": 0.77702, "Y1": 0.3102, "X2": 0.82079, "Y2": 0.31, "X3": 0.82079, "Y3": 0.3228, "X4": 0.77702, "Y4": 0.3228, "page": 0, "Index": 20}, {"Word": "on", "Confidence": 0.952, "X1": 0.8249, "Y1": 0.3102, "X2": 0.84131, "Y2": 0.31, "X3": 0.84131, "Y3": 0.3228, "X4": 0.82353, "Y4": 0.3228, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.765, "X1": 0.84542, "Y1": 0.3102, "X2": 0.87004, "Y2": 0.31, "X3": 0.86867, "Y3": 0.3228, "X4": 0.84405, "Y4": 0.3228, "page": 0, "Index": 22}, {"Word": "Five", "Confidence": 0.481, "X1": 0.28181, "Y1": 0.3172, "X2": 0.32421, "Y2": 0.317, "X3": 0.32421, "Y3": 0.3348, "X4": 0.28317, "Y4": 0.3368, "page": 0, "Index": 23}, {"Word": "weiter's", "Confidence": 0.681, "X1": 0.40082, "Y1": 0.3292, "X2": 0.45417, "Y2": 0.329, "X3": 0.45417, "Y3": 0.3418, "X4": 0.40082, "Y4": 0.3418, "page": 0, "Index": 24}, {"Word": "visit", "Confidence": 0.623, "X1": 0.45828, "Y1": 0.3292, "X2": 0.48837, "Y2": 0.329, "X3": 0.48837, "Y3": 0.3418, "X4": 0.45691, "Y4": 0.3418, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.946, "X1": 0.49111, "Y1": 0.3282, "X2": 0.50479, "Y2": 0.328, "X3": 0.50479, "Y3": 0.3418, "X4": 0.49111, "Y4": 0.3418, "page": 0, "Index": 26}, {"Word": "those", "Confidence": 0.615, "X1": 0.50889, "Y1": 0.3282, "X2": 0.54446, "Y2": 0.328, "X3": 0.54309, "Y3": 0.3418, "X4": 0.50889, "Y4": 0.3418, "page": 0, "Index": 27}, {"Word": "countries", "Confidence": 0.508, "X1": 0.5472, "Y1": 0.3282, "X2": 0.61149, "Y2": 0.328, "X3": 0.61149, "Y3": 0.3408, "X4": 0.5472, "Y4": 0.3418, "page": 0, "Index": 28}, {"Word": "involved", "Confidence": 0.841, "X1": 0.6156, "Y1": 0.3272, "X2": 0.67168, "Y2": 0.327, "X3": 0.67031, "Y3": 0.3408, "X4": 0.6156, "Y4": 0.3408, "page": 0, "Index": 29}, {"Word": "in", "Confidence": 0.997, "X1": 0.67579, "Y1": 0.3272, "X2": 0.68947, "Y2": 0.327, "X3": 0.68947, "Y3": 0.3408, "X4": 0.67442, "Y4": 0.3408, "page": 0, "Index": 30}, {"Word": "TORQUAY.", "Confidence": 0.891, "X1": 0.69357, "Y1": 0.3272, "X2": 0.77565, "Y2": 0.327, "X3": 0.77428, "Y3": 0.3408, "X4": 0.6922, "Y4": 0.3408, "page": 0, "Index": 31}, {"Word": "It", "Confidence": 0.902, "X1": 0.77975, "Y1": 0.3272, "X2": 0.79207, "Y2": 0.327, "X3": 0.7907, "Y3": 0.3408, "X4": 0.77839, "Y4": 0.3408, "page": 0, "Index": 32}, {"Word": "should", "Confidence": 0.636, "X1": 0.79617, "Y1": 0.3272, "X2": 0.83995, "Y2": 0.327, "X3": 0.83858, "Y3": 0.3408, "X4": 0.7948, "Y4": 0.3408, "page": 0, "Index": 33}, {"Word": "for", "Confidence": 0.992, "X1": 0.84268, "Y1": 0.3272, "X2": 0.86731, "Y2": 0.327, "X3": 0.86594, "Y3": 0.3408, "X4": 0.84131, "Y4": 0.3408, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.997, "X1": 0.40082, "Y1": 0.3472, "X2": 0.42134, "Y2": 0.347, "X3": 0.42134, "Y3": 0.3598, "X4": 0.40082, "Y4": 0.3598, "page": 0, "Index": 35}, {"Word": "moment", "Confidence": 0.142, "X1": 0.42408, "Y1": 0.3472, "X2": 0.47606, "Y2": 0.347, "X3": 0.47606, "Y3": 0.3598, "X4": 0.42544, "Y4": 0.3598, "page": 0, "Index": 36}, {"Word": "be", "Confidence": 0.803, "X1": 0.48016, "Y1": 0.3472, "X2": 0.49521, "Y2": 0.347, "X3": 0.49658, "Y3": 0.3598, "X4": 0.48016, "Y4": 0.3598, "page": 0, "Index": 37}, {"Word": "remembered", "Confidence": 0.698, "X1": 0.49932, "Y1": 0.3462, "X2": 0.58276, "Y2": 0.346, "X3": 0.58413, "Y3": 0.3598, "X4": 0.49932, "Y4": 0.3598, "page": 0, "Index": 38}, {"Word": "that", "Confidence": 0.982, "X1": 0.58687, "Y1": 0.3462, "X2": 0.61423, "Y2": 0.346, "X3": 0.61423, "Y3": 0.3598, "X4": 0.58687, "Y4": 0.3598, "page": 0, "Index": 39}, {"Word": "only", "Confidence": 0.649, "X1": 0.61833, "Y1": 0.3462, "X2": 0.64569, "Y2": 0.346, "X3": 0.64569, "Y3": 0.3598, "X4": 0.61833, "Y4": 0.3598, "page": 0, "Index": 40}, {"Word": "two", "Confidence": 0.861, "X1": 0.64979, "Y1": 0.3462, "X2": 0.67305, "Y2": 0.346, "X3": 0.67305, "Y3": 0.3598, "X4": 0.64979, "Y4": 0.3598, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.95, "X1": 0.67715, "Y1": 0.3462, "X2": 0.69083, "Y2": 0.346, "X3": 0.69083, "Y3": 0.3598, "X4": 0.67715, "Y4": 0.3598, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.958, "X1": 0.69494, "Y1": 0.3462, "X2": 0.71546, "Y2": 0.346, "X3": 0.71409, "Y3": 0.3598, "X4": 0.69494, "Y4": 0.3598, "page": 0, "Index": 43}, {"Word": "four", "Confidence": 0.961, "X1": 0.71819, "Y1": 0.3462, "X2": 0.74829, "Y2": 0.346, "X3": 0.74829, "Y3": 0.3598, "X4": 0.71819, "Y4": 0.3598, "page": 0, "Index": 44}, {"Word": "countries", "Confidence": 0.715, "X1": 0.75239, "Y1": 0.3462, "X2": 0.81669, "Y2": 0.346, "X3": 0.81532, "Y3": 0.3598, "X4": 0.75239, "Y4": 0.3598, "page": 0, "Index": 45}, {"Word": "concerned", "Confidence": 0.362, "X1": 0.81943, "Y1": 0.3462, "X2": 0.89193, "Y2": 0.346, "X3": 0.89193, "Y3": 0.3598, "X4": 0.81943, "Y4": 0.3598, "page": 0, "Index": 46}, {"Word": "have", "Confidence": 0.979, "X1": 0.39945, "Y1": 0.3652, "X2": 0.42955, "Y2": 0.365, "X3": 0.42955, "Y3": 0.3778, "X4": 0.39945, "Y4": 0.3788, "page": 0, "Index": 47}, {"Word": "been", "Confidence": 0.664, "X1": 0.43365, "Y1": 0.3642, "X2": 0.46512, "Y2": 0.364, "X3": 0.46512, "Y3": 0.3778, "X4": 0.43365, "Y4": 0.3778, "page": 0, "Index": 48}, {"Word": "visited.", "Confidence": 0.847, "X1": 0.46922, "Y1": 0.3662, "X2": 0.52257, "Y2": 0.366, "X3": 0.52257, "Y3": 0.3778, "X4": 0.46785, "Y4": 0.3778, "page": 0, "Index": 49}, {"Word": "Distribution:", "Confidence": 0.861, "X1": 0.40219, "Y1": 0.5202, "X2": 0.49111, "Y2": 0.52, "X3": 0.48974, "Y3": 0.5328, "X4": 0.40082, "Y4": 0.5318, "page": 0, "Index": 50}, {"Word": "C.", "Confidence": 0.997, "X1": 0.50889, "Y1": 0.5192, "X2": 0.52804, "Y2": 0.519, "X3": 0.52668, "Y3": 0.5318, "X4": 0.50889, "Y4": 0.5318, "page": 0, "Index": 51}, {"Word": "J.", "Confidence": 0.997, "X1": 0.53078, "Y1": 0.5192, "X2": 0.5472, "Y2": 0.519, "X3": 0.5472, "Y3": 0.5318, "X4": 0.53078, "Y4": 0.5318, "page": 0, "Index": 52}, {"Word": "Duas", "Confidence": 0.219, "X1": 0.5513, "Y1": 0.5192, "X2": 0.58824, "Y2": 0.519, "X3": 0.58824, "Y3": 0.5318, "X4": 0.5513, "Y4": 0.5318, "page": 0, "Index": 53}, {"Word": "H.", "Confidence": 0.996, "X1": 0.51026, "Y1": 0.5322, "X2": 0.52941, "Y2": 0.532, "X3": 0.52941, "Y3": 0.5428, "X4": 0.50889, "Y4": 0.5428, "page": 0, "Index": 54}, {"Word": "A.", "Confidence": 0.996, "X1": 0.53215, "Y1": 0.5322, "X2": 0.5513, "Y2": 0.532, "X3": 0.54993, "Y3": 0.5428, "X4": 0.53215, "Y4": 0.5428, "page": 0, "Index": 55}, {"Word": "Hardtson", "Confidence": 0.766, "X1": 0.55404, "Y1": 0.5322, "X2": 0.61696, "Y2": 0.532, "X3": 0.6156, "Y3": 0.5428, "X4": 0.55404, "Y4": 0.5428, "page": 0, "Index": 56}, {"Word": "P.", "Confidence": 0.998, "X1": 0.51026, "Y1": 0.5452, "X2": 0.52941, "Y2": 0.545, "X3": 0.52804, "Y3": 0.5558, "X4": 0.50889, "Y4": 0.5558, "page": 0, "Index": 57}, {"Word": "A.", "Confidence": 0.997, "X1": 0.53215, "Y1": 0.5442, "X2": 0.5513, "Y2": 0.544, "X3": 0.54993, "Y3": 0.5558, "X4": 0.53078, "Y4": 0.5558, "page": 0, "Index": 58}, {"Word": "G.", "Confidence": 0.677, "X1": 0.55404, "Y1": 0.5442, "X2": 0.57456, "Y2": 0.544, "X3": 0.57319, "Y3": 0.5558, "X4": 0.55404, "Y4": 0.5558, "page": 0, "Index": 59}, {"Word": "Purdon", "Confidence": 0.963, "X1": 0.57729, "Y1": 0.5452, "X2": 0.62654, "Y2": 0.545, "X3": 0.62654, "Y3": 0.5558, "X4": 0.57729, "Y4": 0.5558, "page": 0, "Index": 60}, {"Word": "8.", "Confidence": 0.703, "X1": 0.50889, "Y1": 0.5562, "X2": 0.52668, "Y2": 0.556, "X3": 0.52531, "Y3": 0.5668, "X4": 0.50889, "Y4": 0.5668, "page": 0, "Index": 61}, {"Word": "J.", "Confidence": 0.514, "X1": 0.52941, "Y1": 0.5562, "X2": 0.54446, "Y2": 0.556, "X3": 0.54446, "Y3": 0.5678, "X4": 0.52941, "Y4": 0.5668, "page": 0, "Index": 62}, {"Word": "Greca", "Confidence": 0.614, "X1": 0.5472, "Y1": 0.5582, "X2": 0.59097, "Y2": 0.558, "X3": 0.59097, "Y3": 0.5708, "X4": 0.5472, "Y4": 0.5678, "page": 0, "Index": 63}, {"Word": "F.", "Confidence": 0.941, "X1": 0.51026, "Y1": 0.5682, "X2": 0.52804, "Y2": 0.568, "X3": 0.52804, "Y3": 0.5798, "X4": 0.51026, "Y4": 0.5798, "page": 0, "Index": 64}, {"Word": "HaslamV", "Confidence": 0.656, "X1": 0.53215, "Y1": 0.5672, "X2": 0.59234, "Y2": 0.567, "X3": 0.59234, "Y3": 0.5788, "X4": 0.53215, "Y4": 0.5798, "page": 0, "Index": 65}, {"Word": "R.", "Confidence": 0.805, "X1": 0.50889, "Y1": 0.5812, "X2": 0.52804, "Y2": 0.581, "X3": 0.52804, "Y3": 0.5918, "X4": 0.50889, "Y4": 0.5928, "page": 0, "Index": 66}, {"Word": "D.", "Confidence": 0.706, "X1": 0.53078, "Y1": 0.5812, "X2": 0.5513, "Y2": 0.581, "X3": 0.5513, "Y3": 0.5918, "X4": 0.53078, "Y4": 0.5918, "page": 0, "Index": 67}, {"Word": "Lowe", "Confidence": 0.672, "X1": 0.5554, "Y1": 0.5812, "X2": 0.59234, "Y2": 0.581, "X3": 0.5896, "Y3": 0.5928, "X4": 0.55404, "Y4": 0.5918, "page": 0, "Index": 68}, {"Word": "W.", "Confidence": 0.997, "X1": 0.51163, "Y1": 0.5932, "X2": 0.53215, "Y2": 0.593, "X3": 0.53078, "Y3": 0.6038, "X4": 0.51026, "Y4": 0.6048, "page": 0, "Index": 69}, {"Word": "D.", "Confidence": 0.882, "X1": 0.53488, "Y1": 0.5932, "X2": 0.55404, "Y2": 0.593, "X3": 0.55267, "Y3": 0.6038, "X4": 0.53488, "Y4": 0.6038, "page": 0, "Index": 70}, {"Word": "Fordyce", "Confidence": 0.975, "X1": 0.55677, "Y1": 0.5942, "X2": 0.6156, "Y2": 0.594, "X3": 0.61286, "Y3": 0.6048, "X4": 0.5554, "Y4": 0.6038, "page": 0, "Index": 71}, {"Word": "31", "Confidence": 0.652, "X1": 0.78386, "Y1": 0.6262, "X2": 0.80575, "Y2": 0.626, "X3": 0.80438, "Y3": 0.6418, "X4": 0.78386, "Y4": 0.6428, "page": 0, "Index": 72}, {"Word": "OCT1972", "Confidence": 0.67, "X1": 0.80985, "Y1": 0.6272, "X2": 0.87551, "Y2": 0.627, "X3": 0.87551, "Y3": 0.6428, "X4": 0.80985, "Y4": 0.6418, "page": 0, "Index": 73}, {"Word": "-", "Confidence": 0.887, "X1": 0.25718, "Y1": 0.6572, "X2": 0.25718, "Y2": 0.657, "X3": 0.2435, "Y3": 0.6568, "X4": 0.2435, "Y4": 0.6508, "page": 0, "Index": 74}, {"Word": "-", "Confidence": 0.891, "X1": 0.73598, "Y1": 0.7182, "X2": 0.73598, "Y2": 0.718, "X3": 0.7223, "Y3": 0.7178, "X4": 0.7223, "Y4": 0.7098, "page": 0, "Index": 75}, {"Word": "FILE", "Confidence": 0.454, "X1": 0.73735, "Y1": 0.7972, "X2": 0.76744, "Y2": 0.797, "X3": 0.76744, "Y3": 0.8098, "X4": 0.73735, "Y4": 0.8098, "page": 0, "Index": 76}, {"Word": "REF.", "Confidence": 0.983, "X1": 0.77155, "Y1": 0.7972, "X2": 0.80164, "Y2": 0.797, "X3": 0.80164, "Y3": 0.8098, "X4": 0.77155, "Y4": 0.8098, "page": 0, "Index": 77}, {"Word": "MAIN", "Confidence": 0.609, "X1": 0.71409, "Y1": 0.8172, "X2": 0.75103, "Y2": 0.817, "X3": 0.74966, "Y3": 0.8328, "X4": 0.71409, "Y4": 0.8318, "page": 0, "Index": 78}, {"Word": "Pageet", "Confidence": 0.102, "X1": 0.76471, "Y1": 0.8192, "X2": 0.82353, "Y2": 0.819, "X3": 0.82353, "Y3": 0.8358, "X4": 0.76471, "Y4": 0.8328, "page": 0, "Index": 79}, {"Word": "Torquay", "Confidence": 0.164, "X1": 0.76197, "Y1": 0.8382, "X2": 0.83858, "Y2": 0.838, "X3": 0.83858, "Y3": 0.8548, "X4": 0.76197, "Y4": 0.8498, "page": 0, "Index": 80}, {"Word": "2", "Confidence": 0.991, "X1": 0.7264, "Y1": 0.8522, "X2": 0.73461, "Y2": 0.852, "X3": 0.73461, "Y3": 0.8608, "X4": 0.72777, "Y4": 0.8608, "page": 0, "Index": 81}, {"Word": "---", "Confidence": 0.321, "X1": 0.76334, "Y1": 0.8582, "X2": 0.79343, "Y2": 0.858, "X3": 0.79343, "Y3": 0.8658, "X4": 0.76334, "Y4": 0.8648, "page": 0, "Index": 82}, {"Word": "3", "Confidence": 0.995, "X1": 0.72777, "Y1": 0.8682, "X2": 0.73461, "Y2": 0.868, "X3": 0.73461, "Y3": 0.8768, "X4": 0.72777, "Y4": 0.8768, "page": 0, "Index": 83}, {"Word": "4", "Confidence": 0.717, "X1": 0.7264, "Y1": 0.8842, "X2": 0.73461, "Y2": 0.884, "X3": 0.73324, "Y3": 0.8938, "X4": 0.72503, "Y4": 0.8928, "page": 0, "Index": 84}, {"Word": "105395913", "Confidence": 0.993, "X1": 0.97264, "Y1": 0.9882, "X2": 0.97264, "Y2": 0.988, "X3": 0.93981, "Y3": 0.9888, "X4": 0.93707, "Y4": 0.8758, "page": 0, "Index": 85}]}
|
"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"
|
ffpx0200
| 1 |
{"lines_data": [{"Word": "1.", "Confidence": 0.884, "X1": 0.39124, "Y1": 0.2232, "X2": 0.41176, "Y2": 0.223, "X3": 0.41176, "Y3": 0.2358, "X4": 0.39124, "Y4": 0.2358, "page": 0}, {"Word": "TAUISA have a number of brands In various states of development", "Confidence": 0.76309, "X1": 0.41724, "Y1": 0.2242, "X2": 0.87141, "Y2": 0.224, "X3": 0.87141, "Y3": 0.2368, "X4": 0.41724, "Y4": 0.2368, "page": 0}, {"Word": "(MINISTER, FLESTA, DELTA, CAPRI, ROYAL (RS), PLAZA,", "Confidence": 0.87443, "X1": 0.42955, "Y1": 0.2362, "X2": 0.85499, "Y2": 0.236, "X3": 0.85499, "Y3": 0.2488, "X4": 0.42955, "Y4": 0.2478, "page": 0}, {"Word": "EL CID, ALAS). I TORQUAY is to be considered as a second", "Confidence": 0.6915, "X1": 0.43092, "Y1": 0.2492, "X2": 0.85363, "Y2": 0.249, "X3": 0.85363, "Y3": 0.2618, "X4": 0.43092, "Y4": 0.2608, "page": 0}, {"Word": "echelon reserve from TAHSA's point of view, it would be bulplul", "Confidence": 0.78091, "X1": 0.43092, "Y1": 0.2612, "X2": 0.86594, "Y2": 0.261, "X3": 0.86594, "Y3": 0.2738, "X4": 0.43092, "Y4": 0.2738, "page": 0}, {"Word": "If one of their better brand-names could be ear-marked for", "Confidence": 0.8194, "X1": 0.43092, "Y1": 0.2732, "X2": 0.83037, "Y2": 0.273, "X3": 0.83037, "Y3": 0.2858, "X4": 0.43092, "Y4": 0.2858, "page": 0}, {"Word": "TORQUAY. TAMISA bollevo, however, that TORQUAY should", "Confidence": 0.70671, "X1": 0.42955, "Y1": 0.2852, "X2": 0.84679, "Y2": 0.285, "X3": 0.84679, "Y3": 0.2978, "X4": 0.42955, "Y4": 0.2978, "page": 0}, {"Word": "aim at complete novelty in product, blend, brand, name and pack", "Confidence": 0.73291, "X1": 0.43228, "Y1": 0.2982, "X2": 0.87415, "Y2": 0.298, "X3": 0.87415, "Y3": 0.3118, "X4": 0.43228, "Y4": 0.3108, "page": 0}, {"Word": "dosigs.", "Confidence": 0.619, "X1": 0.43092, "Y1": 0.3112, "X2": 0.4829, "Y2": 0.311, "X3": 0.4829, "Y3": 0.3218, "X4": 0.43092, "Y4": 0.3218, "page": 0}, {"Word": "1", "Confidence": 0.746, "X1": 0.18194, "Y1": 0.3162, "X2": 0.19699, "Y2": 0.316, "X3": 0.19699, "Y3": 0.3318, "X4": 0.18331, "Y4": 0.3318, "page": 0}, {"Word": "2.", "Confidence": 0.941, "X1": 0.39261, "Y1": 0.3362, "X2": 0.41313, "Y2": 0.336, "X3": 0.41313, "Y3": 0.3448, "X4": 0.39261, "Y4": 0.3448, "page": 0}, {"Word": "The date of TACASA's return to Honduras cannot be forecast with", "Confidence": 0.82336, "X1": 0.42818, "Y1": 0.3342, "X2": 0.87415, "Y2": 0.334, "X3": 0.87415, "Y3": 0.3478, "X4": 0.42818, "Y4": 0.3468, "page": 0}, {"Word": "Say accuracy. It is probably certain that they will return to this", "Confidence": 0.74058, "X1": 0.42955, "Y1": 0.3472, "X2": 0.87004, "Y2": 0.347, "X3": 0.87004, "Y3": 0.3598, "X4": 0.42955, "Y4": 0.3588, "page": 0}, {"Word": "market as soon as the opportunity prosents itself. It is reasonable", "Confidence": 0.70127, "X1": 0.43365, "Y1": 0.3592, "X2": 0.88646, "Y2": 0.359, "X3": 0.88646, "Y3": 0.3718, "X4": 0.43365, "Y4": 0.3708, "page": 0}, {"Word": "to assume that they will do so, not only in a state of planned pre-", "Confidence": 0.80373, "X1": 0.42955, "Y1": 0.3712, "X2": 0.87278, "Y2": 0.371, "X3": 0.87278, "Y3": 0.3828, "X4": 0.42955, "Y4": 0.3828, "page": 0}, {"Word": "paration, but also with the dual advantages of lessons learned from", "Confidence": 0.84645, "X1": 0.43092, "Y1": 0.3842, "X2": 0.88509, "Y2": 0.384, "X3": 0.88509, "Y3": 0.3958, "X4": 0.43092, "Y4": 0.3958, "page": 0}, {"Word": "their previous Incursion, and of a now much firmer home base in", "Confidence": 0.83892, "X1": 0.43092, "Y1": 0.3972, "X2": 0.87415, "Y2": 0.397, "X3": 0.87415, "Y3": 0.4078, "X4": 0.43092, "Y4": 0.4078, "page": 0}, {"Word": "Guatemala.", "Confidence": 0.557, "X1": 0.43365, "Y1": 0.4092, "X2": 0.51026, "Y2": 0.409, "X3": 0.51026, "Y3": 0.4198, "X4": 0.43365, "Y4": 0.4198, "page": 0}, {"Word": "3.", "Confidence": 0.964, "X1": 0.39398, "Y1": 0.4322, "X2": 0.41313, "Y2": 0.432, "X3": 0.41313, "Y3": 0.4438, "X4": 0.39398, "Y4": 0.4448, "page": 0}, {"Word": "Despite alert senior management, TAIISA are vulnerable to &", "Confidence": 0.66222, "X1": 0.42955, "Y1": 0.4322, "X2": 0.84815, "Y2": 0.432, "X3": 0.84815, "Y3": 0.4458, "X4": 0.42955, "Y4": 0.4448, "page": 0}, {"Word": "Philip Morris attack, for a number of reasons.", "Confidence": 0.77113, "X1": 0.43092, "Y1": 0.4452, "X2": 0.75376, "Y2": 0.445, "X3": 0.75376, "Y3": 0.4578, "X4": 0.43092, "Y4": 0.4558, "page": 0}, {"Word": "They are somewhat \"locked-in\" by their leaf stock", "Confidence": 0.78025, "X1": 0.45964, "Y1": 0.4692, "X2": 0.81532, "Y2": 0.469, "X3": 0.81532, "Y3": 0.4828, "X4": 0.45964, "Y4": 0.4818, "page": 0}, {"Word": "position, which is tight ta duration terms, and restricted", "Confidence": 0.75856, "X1": 0.47196, "Y1": 0.4832, "X2": 0.86183, "Y2": 0.483, "X3": 0.86183, "Y3": 0.4948, "X4": 0.47196, "Y4": 0.4938, "page": 0}, {"Word": "so far as the range of available alkaloid levels le concerned.", "Confidence": 0.78427, "X1": 0.47196, "Y1": 0.4952, "X2": 0.88098, "Y2": 0.495, "X3": 0.88098, "Y3": 0.5068, "X4": 0.47196, "Y4": 0.5058, "page": 0}, {"Word": "b)", "Confidence": 0.976, "X1": 0.43365, "Y1": 0.5202, "X2": 0.45007, "Y2": 0.52, "X3": 0.45007, "Y3": 0.5308, "X4": 0.43365, "Y4": 0.5308, "page": 0}, {"Word": "Should the market swing from Its rather \"Virginia-oriented\"", "Confidence": 0.774, "X1": 0.46922, "Y1": 0.5202, "X2": 0.88372, "Y2": 0.52, "X3": 0.88372, "Y3": 0.5318, "X4": 0.46922, "Y4": 0.5308, "page": 0}, {"Word": "U.S. type blend, TAIISA are short of Burley grades of the", "Confidence": 0.82455, "X1": 0.47196, "Y1": 0.5332, "X2": 0.86867, "Y2": 0.533, "X3": 0.86867, "Y3": 0.5448, "X4": 0.47196, "Y4": 0.5428, "page": 0}, {"Word": "right nicoline level. Te widen their optious through loaf", "Confidence": 0.72156, "X1": 0.47332, "Y1": 0.5452, "X2": 0.85636, "Y2": 0.545, "X3": 0.85499, "Y3": 0.5568, "X4": 0.47332, "Y4": 0.5558, "page": 0}, {"Word": "Imports may be an Inappropriate micasuro in the eyes of", "Confidence": 0.7513, "X1": 0.47196, "Y1": 0.5582, "X2": 0.85363, "Y2": 0.558, "X3": 0.85363, "Y3": 0.5698, "X4": 0.47196, "Y4": 0.5678, "page": 0}, {"Word": "the Honduran Government.", "Confidence": 0.80267, "X1": 0.47332, "Y1": 0.5692, "X2": 0.6539, "Y2": 0.569, "X3": 0.6539, "Y3": 0.5808, "X4": 0.47332, "Y4": 0.5798, "page": 0}, {"Word": "The expected changes in excise raten (which TANSA will", "Confidence": 0.79711, "X1": 0.46922, "Y1": 0.5942, "X2": 0.85636, "Y2": 0.594, "X3": 0.85636, "Y3": 0.6058, "X4": 0.46922, "Y4": 0.6038, "page": 0}, {"Word": "pass oo as price increases) may leave attractive gaus io", "Confidence": 0.754, "X1": 0.47332, "Y1": 0.6072, "X2": 0.85499, "Y2": 0.607, "X3": 0.85499, "Y3": 0.6178, "X4": 0.47332, "Y4": 0.6168, "page": 0}, {"Word": "31 OCT1972", "Confidence": 0.8125, "X1": 0.29412, "Y1": 0.6132, "X2": 0.38577, "Y2": 0.613, "X3": 0.38714, "Y3": 0.6288, "X4": 0.29549, "Y4": 0.6318, "page": 0}, {"Word": "price categories for a newcomer to fill (o.g. 254, 304,", "Confidence": 0.6448, "X1": 0.47196, "Y1": 0.6192, "X2": 0.84542, "Y2": 0.619, "X3": 0.84542, "Y3": 0.6308, "X4": 0.47196, "Y4": 0.6288, "page": 0}, {"Word": "& 40g).", "Confidence": 0.67, "X1": 0.47196, "Y1": 0.6292, "X2": 0.52531, "Y2": 0.629, "X3": 0.52531, "Y3": 0.6408, "X4": 0.47196, "Y4": 0.6398, "page": 0}, {"Word": "!", "Confidence": 0.851, "X1": 0.23803, "Y1": 0.6372, "X2": 0.25308, "Y2": 0.637, "X3": 0.25445, "Y3": 0.6518, "X4": 0.23803, "Y4": 0.6518, "page": 0}, {"Word": "TAUSA are very dependent on a few traditional B&W", "Confidence": 0.62078, "X1": 0.47196, "Y1": 0.6552, "X2": 0.83037, "Y2": 0.655, "X3": 0.83037, "Y3": 0.6668, "X4": 0.47196, "Y4": 0.6658, "page": 0}, {"Word": ".. ...", "Confidence": 0.635, "X1": 0.93297, "Y1": 0.6632, "X2": 0.9357, "Y2": 0.663, "X3": 0.92339, "Y3": 0.6638, "X4": 0.92066, "Y4": 0.6198, "page": 0}, {"Word": "casings aod flavours, together with those suggested by", "Confidence": 0.76175, "X1": 0.47332, "Y1": 0.6682, "X2": 0.84405, "Y2": 0.668, "X3": 0.84405, "Y3": 0.6798, "X4": 0.47332, "Y4": 0.6788, "page": 0}, {"Word": "..", "Confidence": 0.65, "X1": 0.93297, "Y1": 0.6872, "X2": 0.93297, "Y2": 0.687, "X3": 0.92476, "Y3": 0.6868, "X4": 0.92476, "Y4": 0.6698, "page": 0}, {"Word": "BAT Leaf Department or outside Flavour Houses.", "Confidence": 0.72314, "X1": 0.47196, "Y1": 0.6802, "X2": 0.81259, "Y2": 0.68, "X3": 0.81259, "Y3": 0.6928, "X4": 0.47196, "Y4": 0.6908, "page": 0}, {"Word": "Guatemalan leaf is cheaper than Honduran and considered", "Confidence": 0.79, "X1": 0.47196, "Y1": 0.7052, "X2": 0.86457, "Y2": 0.705, "X3": 0.86457, "Y3": 0.7178, "X4": 0.47196, "Y4": 0.7158, "page": 0}, {"Word": "to be as \"good\" in amokleg quality. TACASA could there-", "Confidence": 0.8511, "X1": 0.47469, "Y1": 0.7182, "X2": 0.86731, "Y2": 0.718, "X3": 0.86731, "Y3": 0.7298, "X4": 0.47469, "Y4": 0.7288, "page": 0}, {"Word": "foro have the edge in a protracted price-war (assuming an", "Confidence": 0.7988, "X1": 0.47332, "Y1": 0.7322, "X2": 0.87004, "Y2": 0.732, "X3": 0.86867, "Y3": 0.7438, "X4": 0.47196, "Y4": 0.7408, "page": 0}, {"Word": "opon border).", "Confidence": 0.768, "X1": 0.47743, "Y1": 0.7422, "X2": 0.56635, "Y2": 0.742, "X3": 0.56635, "Y3": 0.7538, "X4": 0.47606, "Y4": 0.7538, "page": 0}, {"Word": "These points are of course quite clear to TAIISA's management.", "Confidence": 0.797, "X1": 0.43502, "Y1": 0.7682, "X2": 0.86867, "Y2": 0.768, "X3": 0.86867, "Y3": 0.7808, "X4": 0.43502, "Y4": 0.7788, "page": 0}, {"Word": "There is not the same degree of travel throughout the CACM as", "Confidence": 0.8895, "X1": 0.43365, "Y1": 0.7802, "X2": 0.86731, "Y2": 0.78, "X3": 0.86731, "Y3": 0.7918, "X4": 0.43365, "Y4": 0.7908, "page": 0}, {"Word": "there is perhaps in the EEC, and while supporting the principle", "Confidence": 0.87164, "X1": 0.43639, "Y1": 0.7932, "X2": 0.86457, "Y2": 0.793, "X3": 0.86457, "Y3": 0.8048, "X4": 0.43639, "Y4": 0.8028, "page": 0}, {"Word": "of regional brands, TAHSA asterully profer those capable of", "Confidence": 0.682, "X1": 0.43502, "Y1": 0.8052, "X2": 0.84815, "Y2": 0.805, "X3": 0.84815, "Y3": 0.8168, "X4": 0.43502, "Y4": 0.8148, "page": 0}, {"Word": "Success in Ilonduras.", "Confidence": 0.708, "X1": 0.43502, "Y1": 0.8152, "X2": 0.58824, "Y2": 0.815, "X3": 0.58824, "Y3": 0.8288, "X4": 0.43502, "Y4": 0.8278, "page": 0}, {"Word": "The benefits of participating in TOitQUAY therefore lic purely in", "Confidence": 0.6693, "X1": 0.43502, "Y1": 0.8412, "X2": 0.87551, "Y2": 0.841, "X3": 0.87551, "Y3": 0.8538, "X4": 0.43502, "Y4": 0.8518, "page": 0}, {"Word": "the success or failure of the project in producing; a product which", "Confidence": 0.68558, "X1": 0.43639, "Y1": 0.8532, "X2": 0.87962, "Y2": 0.853, "X3": 0.87962, "Y3": 0.8648, "X4": 0.43639, "Y4": 0.8638, "page": 0}, {"Word": "will sell in Honduras. This is helptid lu placing TORQUAY because", "Confidence": 0.68409, "X1": 0.43502, "Y1": 0.8652, "X2": 0.90287, "Y2": 0.865, "X3": 0.90287, "Y3": 0.8778, "X4": 0.43365, "Y4": 0.8758, "page": 0}, {"Word": "somDe constraints become apparent, e.g.", "Confidence": 0.6164, "X1": 0.43639, "Y1": 0.8772, "X2": 0.70999, "Y2": 0.877, "X3": 0.70999, "Y3": 0.8908, "X4": 0.43639, "Y4": 0.8898, "page": 0}, {"Word": "105395914", "Confidence": 0.993, "X1": 0.96443, "Y1": 0.9982, "X2": 0.96717, "Y2": 0.998, "X3": 0.93297, "Y3": 0.9988, "X4": 0.93023, "Y4": 0.8848, "page": 0}], "words_data": [{"Word": "1.", "Confidence": 0.884, "X1": 0.39124, "Y1": 0.2232, "X2": 0.40903, "Y2": 0.223, "X3": 0.4104, "Y3": 0.2358, "X4": 0.39124, "Y4": 0.2358, "page": 0, "Index": 0}, {"Word": "TAUISA", "Confidence": 0.656, "X1": 0.43228, "Y1": 0.2242, "X2": 0.47743, "Y2": 0.224, "X3": 0.47743, "Y3": 0.2368, "X4": 0.43228, "Y4": 0.2368, "page": 0, "Index": 1}, {"Word": "have", "Confidence": 0.936, "X1": 0.48153, "Y1": 0.2242, "X2": 0.513, "Y2": 0.224, "X3": 0.513, "Y3": 0.2368, "X4": 0.48153, "Y4": 0.2368, "page": 0, "Index": 2}, {"Word": "a", "Confidence": 0.592, "X1": 0.5171, "Y1": 0.2242, "X2": 0.52531, "Y2": 0.224, "X3": 0.52531, "Y3": 0.2368, "X4": 0.5171, "Y4": 0.2368, "page": 0, "Index": 3}, {"Word": "number", "Confidence": 0.579, "X1": 0.52804, "Y1": 0.2252, "X2": 0.58003, "Y2": 0.225, "X3": 0.58003, "Y3": 0.2368, "X4": 0.52804, "Y4": 0.2368, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.997, "X1": 0.58276, "Y1": 0.2252, "X2": 0.59508, "Y2": 0.225, "X3": 0.59508, "Y3": 0.2368, "X4": 0.58276, "Y4": 0.2368, "page": 0, "Index": 5}, {"Word": "brands", "Confidence": 0.863, "X1": 0.59918, "Y1": 0.2252, "X2": 0.64706, "Y2": 0.225, "X3": 0.64706, "Y3": 0.2368, "X4": 0.59918, "Y4": 0.2368, "page": 0, "Index": 6}, {"Word": "In", "Confidence": 0.719, "X1": 0.64979, "Y1": 0.2252, "X2": 0.66347, "Y2": 0.225, "X3": 0.66347, "Y3": 0.2368, "X4": 0.64979, "Y4": 0.2368, "page": 0, "Index": 7}, {"Word": "various", "Confidence": 0.679, "X1": 0.66758, "Y1": 0.2252, "X2": 0.71819, "Y2": 0.225, "X3": 0.71819, "Y3": 0.2368, "X4": 0.66758, "Y4": 0.2368, "page": 0, "Index": 8}, {"Word": "states", "Confidence": 0.838, "X1": 0.7223, "Y1": 0.2252, "X2": 0.76334, "Y2": 0.225, "X3": 0.76334, "Y3": 0.2368, "X4": 0.72093, "Y4": 0.2368, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.916, "X1": 0.76744, "Y1": 0.2252, "X2": 0.78112, "Y2": 0.225, "X3": 0.78112, "Y3": 0.2368, "X4": 0.76607, "Y4": 0.2368, "page": 0, "Index": 10}, {"Word": "development", "Confidence": 0.619, "X1": 0.78523, "Y1": 0.2252, "X2": 0.87141, "Y2": 0.225, "X3": 0.87141, "Y3": 0.2378, "X4": 0.78386, "Y4": 0.2368, "page": 0, "Index": 11}, {"Word": "(MINISTER,", "Confidence": 0.915, "X1": 0.43228, "Y1": 0.2372, "X2": 0.51436, "Y2": 0.237, "X3": 0.513, "Y3": 0.2488, "X4": 0.43092, "Y4": 0.2478, "page": 0, "Index": 12}, {"Word": "FLESTA,", "Confidence": 0.901, "X1": 0.5171, "Y1": 0.2372, "X2": 0.57729, "Y2": 0.237, "X3": 0.57592, "Y3": 0.2488, "X4": 0.5171, "Y4": 0.2488, "page": 0, "Index": 13}, {"Word": "DELTA,", "Confidence": 0.955, "X1": 0.58003, "Y1": 0.2372, "X2": 0.63885, "Y2": 0.237, "X3": 0.63885, "Y3": 0.2488, "X4": 0.58003, "Y4": 0.2488, "page": 0, "Index": 14}, {"Word": "CAPRI,", "Confidence": 0.956, "X1": 0.64295, "Y1": 0.2372, "X2": 0.69494, "Y2": 0.237, "X3": 0.69494, "Y3": 0.2488, "X4": 0.64159, "Y4": 0.2488, "page": 0, "Index": 15}, {"Word": "ROYAL", "Confidence": 0.997, "X1": 0.69904, "Y1": 0.2372, "X2": 0.74966, "Y2": 0.237, "X3": 0.74966, "Y3": 0.2498, "X4": 0.69767, "Y4": 0.2488, "page": 0, "Index": 16}, {"Word": "(RS),", "Confidence": 0.767, "X1": 0.75513, "Y1": 0.2372, "X2": 0.79207, "Y2": 0.237, "X3": 0.79207, "Y3": 0.2498, "X4": 0.75513, "Y4": 0.2498, "page": 0, "Index": 17}, {"Word": "PLAZA,", "Confidence": 0.63, "X1": 0.79617, "Y1": 0.2372, "X2": 0.85499, "Y2": 0.237, "X3": 0.85499, "Y3": 0.2498, "X4": 0.7948, "Y4": 0.2498, "page": 0, "Index": 18}, {"Word": "EL", "Confidence": 0.995, "X1": 0.43228, "Y1": 0.2482, "X2": 0.45144, "Y2": 0.248, "X3": 0.45007, "Y3": 0.2608, "X4": 0.43092, "Y4": 0.2608, "page": 0, "Index": 19}, {"Word": "CID,", "Confidence": 0.799, "X1": 0.45417, "Y1": 0.2482, "X2": 0.48974, "Y2": 0.248, "X3": 0.48837, "Y3": 0.2618, "X4": 0.45417, "Y4": 0.2608, "page": 0, "Index": 20}, {"Word": "ALAS).", "Confidence": 0.883, "X1": 0.49248, "Y1": 0.2492, "X2": 0.54583, "Y2": 0.249, "X3": 0.54583, "Y3": 0.2618, "X4": 0.49248, "Y4": 0.2618, "page": 0, "Index": 21}, {"Word": "I", "Confidence": 0.051, "X1": 0.5513, "Y1": 0.2492, "X2": 0.56088, "Y2": 0.249, "X3": 0.56088, "Y3": 0.2618, "X4": 0.5513, "Y4": 0.2618, "page": 0, "Index": 22}, {"Word": "TORQUAY", "Confidence": 0.898, "X1": 0.56772, "Y1": 0.2492, "X2": 0.63611, "Y2": 0.249, "X3": 0.63611, "Y3": 0.2618, "X4": 0.56635, "Y4": 0.2618, "page": 0, "Index": 23}, {"Word": "is", "Confidence": 0.938, "X1": 0.64022, "Y1": 0.2492, "X2": 0.6539, "Y2": 0.249, "X3": 0.65253, "Y3": 0.2618, "X4": 0.63885, "Y4": 0.2618, "page": 0, "Index": 24}, {"Word": "to", "Confidence": 0.944, "X1": 0.65663, "Y1": 0.2492, "X2": 0.67168, "Y2": 0.249, "X3": 0.67168, "Y3": 0.2618, "X4": 0.65663, "Y4": 0.2618, "page": 0, "Index": 25}, {"Word": "be", "Confidence": 0.73, "X1": 0.67579, "Y1": 0.2492, "X2": 0.6922, "Y2": 0.249, "X3": 0.69083, "Y3": 0.2618, "X4": 0.67442, "Y4": 0.2618, "page": 0, "Index": 26}, {"Word": "considered", "Confidence": 0.619, "X1": 0.69494, "Y1": 0.2502, "X2": 0.77018, "Y2": 0.25, "X3": 0.76881, "Y3": 0.2618, "X4": 0.69494, "Y4": 0.2618, "page": 0, "Index": 27}, {"Word": "as", "Confidence": 0.203, "X1": 0.77291, "Y1": 0.2502, "X2": 0.78933, "Y2": 0.25, "X3": 0.78796, "Y3": 0.2618, "X4": 0.77291, "Y4": 0.2618, "page": 0, "Index": 28}, {"Word": "a", "Confidence": 0.649, "X1": 0.79343, "Y1": 0.2502, "X2": 0.80027, "Y2": 0.25, "X3": 0.80027, "Y3": 0.2618, "X4": 0.79207, "Y4": 0.2618, "page": 0, "Index": 29}, {"Word": "second", "Confidence": 0.589, "X1": 0.80438, "Y1": 0.2502, "X2": 0.85363, "Y2": 0.25, "X3": 0.85226, "Y3": 0.2618, "X4": 0.80301, "Y4": 0.2618, "page": 0, "Index": 30}, {"Word": "echelon", "Confidence": 0.695, "X1": 0.43228, "Y1": 0.2622, "X2": 0.48016, "Y2": 0.262, "X3": 0.48153, "Y3": 0.2738, "X4": 0.43228, "Y4": 0.2738, "page": 0, "Index": 31}, {"Word": "reserve", "Confidence": 0.629, "X1": 0.48427, "Y1": 0.2622, "X2": 0.53762, "Y2": 0.262, "X3": 0.53762, "Y3": 0.2738, "X4": 0.48427, "Y4": 0.2738, "page": 0, "Index": 32}, {"Word": "from", "Confidence": 0.64, "X1": 0.54172, "Y1": 0.2622, "X2": 0.57182, "Y2": 0.262, "X3": 0.57319, "Y3": 0.2748, "X4": 0.54172, "Y4": 0.2738, "page": 0, "Index": 33}, {"Word": "TAHSA's", "Confidence": 0.993, "X1": 0.58003, "Y1": 0.2622, "X2": 0.64022, "Y2": 0.262, "X3": 0.64022, "Y3": 0.2748, "X4": 0.58003, "Y4": 0.2748, "page": 0, "Index": 34}, {"Word": "point", "Confidence": 0.606, "X1": 0.64295, "Y1": 0.2622, "X2": 0.67715, "Y2": 0.262, "X3": 0.67715, "Y3": 0.2748, "X4": 0.64295, "Y4": 0.2748, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.995, "X1": 0.67989, "Y1": 0.2622, "X2": 0.69494, "Y2": 0.262, "X3": 0.69494, "Y3": 0.2748, "X4": 0.67989, "Y4": 0.2748, "page": 0, "Index": 36}, {"Word": "view,", "Confidence": 0.633, "X1": 0.69767, "Y1": 0.2622, "X2": 0.73598, "Y2": 0.262, "X3": 0.73598, "Y3": 0.2748, "X4": 0.69767, "Y4": 0.2748, "page": 0, "Index": 37}, {"Word": "it", "Confidence": 0.971, "X1": 0.74008, "Y1": 0.2622, "X2": 0.75103, "Y2": 0.262, "X3": 0.75103, "Y3": 0.2748, "X4": 0.74008, "Y4": 0.2748, "page": 0, "Index": 38}, {"Word": "would", "Confidence": 0.995, "X1": 0.75376, "Y1": 0.2622, "X2": 0.79343, "Y2": 0.262, "X3": 0.79343, "Y3": 0.2738, "X4": 0.75376, "Y4": 0.2748, "page": 0, "Index": 39}, {"Word": "be", "Confidence": 0.805, "X1": 0.79754, "Y1": 0.2622, "X2": 0.81395, "Y2": 0.262, "X3": 0.81395, "Y3": 0.2738, "X4": 0.79617, "Y4": 0.2738, "page": 0, "Index": 40}, {"Word": "bulplul", "Confidence": 0.628, "X1": 0.81669, "Y1": 0.2622, "X2": 0.86731, "Y2": 0.262, "X3": 0.86594, "Y3": 0.2738, "X4": 0.81669, "Y4": 0.2738, "page": 0, "Index": 41}, {"Word": "If", "Confidence": 0.665, "X1": 0.43092, "Y1": 0.2732, "X2": 0.44186, "Y2": 0.273, "X3": 0.44186, "Y3": 0.2858, "X4": 0.43092, "Y4": 0.2858, "page": 0, "Index": 42}, {"Word": "one", "Confidence": 0.468, "X1": 0.44596, "Y1": 0.2732, "X2": 0.46922, "Y2": 0.273, "X3": 0.46922, "Y3": 0.2858, "X4": 0.44596, "Y4": 0.2858, "page": 0, "Index": 43}, {"Word": "of", "Confidence": 0.993, "X1": 0.47196, "Y1": 0.2732, "X2": 0.48564, "Y2": 0.273, "X3": 0.48564, "Y3": 0.2858, "X4": 0.47196, "Y4": 0.2858, "page": 0, "Index": 44}, {"Word": "their", "Confidence": 0.942, "X1": 0.48974, "Y1": 0.2742, "X2": 0.52394, "Y2": 0.274, "X3": 0.52394, "Y3": 0.2858, "X4": 0.48837, "Y4": 0.2858, "page": 0, "Index": 45}, {"Word": "better", "Confidence": 0.638, "X1": 0.52668, "Y1": 0.2742, "X2": 0.56772, "Y2": 0.274, "X3": 0.56772, "Y3": 0.2868, "X4": 0.52668, "Y4": 0.2858, "page": 0, "Index": 46}, {"Word": "brand-names", "Confidence": 0.991, "X1": 0.57045, "Y1": 0.2742, "X2": 0.65937, "Y2": 0.274, "X3": 0.65937, "Y3": 0.2868, "X4": 0.57045, "Y4": 0.2868, "page": 0, "Index": 47}, {"Word": "could", "Confidence": 0.879, "X1": 0.66211, "Y1": 0.2742, "X2": 0.69904, "Y2": 0.274, "X3": 0.69767, "Y3": 0.2868, "X4": 0.66211, "Y4": 0.2868, "page": 0, "Index": 48}, {"Word": "be", "Confidence": 0.991, "X1": 0.70178, "Y1": 0.2742, "X2": 0.71819, "Y2": 0.274, "X3": 0.71819, "Y3": 0.2858, "X4": 0.70178, "Y4": 0.2868, "page": 0, "Index": 49}, {"Word": "ear-marked", "Confidence": 0.854, "X1": 0.7223, "Y1": 0.2742, "X2": 0.80438, "Y2": 0.274, "X3": 0.80301, "Y3": 0.2858, "X4": 0.7223, "Y4": 0.2858, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.773, "X1": 0.80711, "Y1": 0.2742, "X2": 0.83037, "Y2": 0.274, "X3": 0.83037, "Y3": 0.2848, "X4": 0.80711, "Y4": 0.2858, "page": 0, "Index": 51}, {"Word": "TORQUAY", "Confidence": 0.941, "X1": 0.7264, "Y1": 0.2862, "X2": 0.79617, "Y2": 0.286, "X3": 0.7948, "Y3": 0.2978, "X4": 0.7264, "Y4": 0.2988, "page": 0, "Index": 52}, {"Word": "should", "Confidence": 0.257, "X1": 0.79891, "Y1": 0.2852, "X2": 0.84542, "Y2": 0.285, "X3": 0.84542, "Y3": 0.2978, "X4": 0.79891, "Y4": 0.2978, "page": 0, "Index": 53}, {"Word": "TORQUAY.", "Confidence": 0.938, "X1": 0.43228, "Y1": 0.2852, "X2": 0.51026, "Y2": 0.285, "X3": 0.51026, "Y3": 0.2988, "X4": 0.43365, "Y4": 0.2978, "page": 0, "Index": 54}, {"Word": "TAMISA", "Confidence": 0.205, "X1": 0.5171, "Y1": 0.2862, "X2": 0.56498, "Y2": 0.286, "X3": 0.56498, "Y3": 0.2988, "X4": 0.51847, "Y4": 0.2988, "page": 0, "Index": 55}, {"Word": "bollevo,", "Confidence": 0.677, "X1": 0.56772, "Y1": 0.2862, "X2": 0.6238, "Y2": 0.286, "X3": 0.6238, "Y3": 0.2988, "X4": 0.56772, "Y4": 0.2988, "page": 0, "Index": 56}, {"Word": "however,", "Confidence": 0.941, "X1": 0.62654, "Y1": 0.2862, "X2": 0.69083, "Y2": 0.286, "X3": 0.69083, "Y3": 0.2988, "X4": 0.62791, "Y4": 0.2988, "page": 0, "Index": 57}, {"Word": "that", "Confidence": 0.988, "X1": 0.69494, "Y1": 0.2862, "X2": 0.7223, "Y2": 0.286, "X3": 0.7223, "Y3": 0.2988, "X4": 0.69494, "Y4": 0.2988, "page": 0, "Index": 58}, {"Word": "aim", "Confidence": 0.397, "X1": 0.43502, "Y1": 0.2992, "X2": 0.45554, "Y2": 0.299, "X3": 0.45554, "Y3": 0.3108, "X4": 0.43365, "Y4": 0.3108, "page": 0, "Index": 59}, {"Word": "at", "Confidence": 0.661, "X1": 0.46101, "Y1": 0.2992, "X2": 0.47469, "Y2": 0.299, "X3": 0.47332, "Y3": 0.3108, "X4": 0.45964, "Y4": 0.3108, "page": 0, "Index": 60}, {"Word": "complete", "Confidence": 0.849, "X1": 0.4788, "Y1": 0.2992, "X2": 0.53899, "Y2": 0.299, "X3": 0.53762, "Y3": 0.3118, "X4": 0.47743, "Y4": 0.3108, "page": 0, "Index": 61}, {"Word": "novelty", "Confidence": 0.811, "X1": 0.54172, "Y1": 0.2982, "X2": 0.59097, "Y2": 0.298, "X3": 0.5896, "Y3": 0.3118, "X4": 0.54172, "Y4": 0.3118, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.608, "X1": 0.59371, "Y1": 0.2982, "X2": 0.60876, "Y2": 0.298, "X3": 0.60739, "Y3": 0.3118, "X4": 0.59371, "Y4": 0.3118, "page": 0, "Index": 63}, {"Word": "product,", "Confidence": 0.854, "X1": 0.61149, "Y1": 0.2982, "X2": 0.67031, "Y2": 0.298, "X3": 0.66895, "Y3": 0.3118, "X4": 0.61012, "Y4": 0.3118, "page": 0, "Index": 64}, {"Word": "blend,", "Confidence": 0.835, "X1": 0.67305, "Y1": 0.2982, "X2": 0.71546, "Y2": 0.298, "X3": 0.71546, "Y3": 0.3118, "X4": 0.67168, "Y4": 0.3118, "page": 0, "Index": 65}, {"Word": "brand,", "Confidence": 0.885, "X1": 0.71956, "Y1": 0.2992, "X2": 0.76607, "Y2": 0.299, "X3": 0.76471, "Y3": 0.3118, "X4": 0.71819, "Y4": 0.3118, "page": 0, "Index": 66}, {"Word": "name", "Confidence": 0.602, "X1": 0.77018, "Y1": 0.2992, "X2": 0.80711, "Y2": 0.299, "X3": 0.80711, "Y3": 0.3118, "X4": 0.76881, "Y4": 0.3118, "page": 0, "Index": 67}, {"Word": "and", "Confidence": 0.941, "X1": 0.81122, "Y1": 0.2992, "X2": 0.83447, "Y2": 0.299, "X3": 0.83311, "Y3": 0.3118, "X4": 0.80985, "Y4": 0.3118, "page": 0, "Index": 68}, {"Word": "pack", "Confidence": 0.619, "X1": 0.83858, "Y1": 0.2992, "X2": 0.87141, "Y2": 0.299, "X3": 0.87004, "Y3": 0.3108, "X4": 0.83721, "Y4": 0.3108, "page": 0, "Index": 69}, {"Word": "dosigs.", "Confidence": 0.619, "X1": 0.43228, "Y1": 0.3112, "X2": 0.4829, "Y2": 0.311, "X3": 0.4829, "Y3": 0.3228, "X4": 0.43228, "Y4": 0.3218, "page": 0, "Index": 70}, {"Word": "1", "Confidence": 0.746, "X1": 0.18468, "Y1": 0.3162, "X2": 0.19699, "Y2": 0.316, "X3": 0.19699, "Y3": 0.3318, "X4": 0.18468, "Y4": 0.3318, "page": 0, "Index": 71}, {"Word": "2.", "Confidence": 0.941, "X1": 0.39398, "Y1": 0.3362, "X2": 0.4104, "Y2": 0.336, "X3": 0.4104, "Y3": 0.3448, "X4": 0.39398, "Y4": 0.3448, "page": 0, "Index": 72}, {"Word": "The", "Confidence": 0.993, "X1": 0.43228, "Y1": 0.3342, "X2": 0.45691, "Y2": 0.334, "X3": 0.45691, "Y3": 0.3468, "X4": 0.43228, "Y4": 0.3468, "page": 0, "Index": 73}, {"Word": "date", "Confidence": 0.971, "X1": 0.45964, "Y1": 0.3342, "X2": 0.48974, "Y2": 0.334, "X3": 0.48974, "Y3": 0.3468, "X4": 0.45964, "Y4": 0.3468, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.997, "X1": 0.49248, "Y1": 0.3342, "X2": 0.50889, "Y2": 0.334, "X3": 0.50889, "Y3": 0.3468, "X4": 0.49248, "Y4": 0.3468, "page": 0, "Index": 75}, {"Word": "TACASA's", "Confidence": 0.933, "X1": 0.51163, "Y1": 0.3352, "X2": 0.58003, "Y2": 0.335, "X3": 0.58003, "Y3": 0.3468, "X4": 0.51163, "Y4": 0.3468, "page": 0, "Index": 76}, {"Word": "return", "Confidence": 0.352, "X1": 0.58413, "Y1": 0.3352, "X2": 0.62791, "Y2": 0.335, "X3": 0.62791, "Y3": 0.3468, "X4": 0.58413, "Y4": 0.3468, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.992, "X1": 0.63064, "Y1": 0.3352, "X2": 0.64569, "Y2": 0.335, "X3": 0.64569, "Y3": 0.3478, "X4": 0.63064, "Y4": 0.3468, "page": 0, "Index": 78}, {"Word": "Honduras", "Confidence": 0.626, "X1": 0.64843, "Y1": 0.3352, "X2": 0.71135, "Y2": 0.335, "X3": 0.71135, "Y3": 0.3478, "X4": 0.64843, "Y4": 0.3478, "page": 0, "Index": 79}, {"Word": "cannot", "Confidence": 0.712, "X1": 0.71546, "Y1": 0.3352, "X2": 0.75923, "Y2": 0.335, "X3": 0.75923, "Y3": 0.3478, "X4": 0.71546, "Y4": 0.3478, "page": 0, "Index": 80}, {"Word": "be", "Confidence": 0.941, "X1": 0.76197, "Y1": 0.3352, "X2": 0.77839, "Y2": 0.335, "X3": 0.77839, "Y3": 0.3478, "X4": 0.76197, "Y4": 0.3478, "page": 0, "Index": 81}, {"Word": "forecast", "Confidence": 0.549, "X1": 0.78249, "Y1": 0.3352, "X2": 0.83995, "Y2": 0.335, "X3": 0.83995, "Y3": 0.3478, "X4": 0.78249, "Y4": 0.3478, "page": 0, "Index": 82}, {"Word": "with", "Confidence": 0.991, "X1": 0.84405, "Y1": 0.3352, "X2": 0.87415, "Y2": 0.335, "X3": 0.87415, "Y3": 0.3488, "X4": 0.84405, "Y4": 0.3478, "page": 0, "Index": 83}, {"Word": "Say", "Confidence": 0.064, "X1": 0.43365, "Y1": 0.3482, "X2": 0.45691, "Y2": 0.348, "X3": 0.45554, "Y3": 0.3598, "X4": 0.43228, "Y4": 0.3598, "page": 0, "Index": 84}, {"Word": "accuracy.", "Confidence": 0.338, "X1": 0.45964, "Y1": 0.3482, "X2": 0.52941, "Y2": 0.348, "X3": 0.52804, "Y3": 0.3598, "X4": 0.45964, "Y4": 0.3598, "page": 0, "Index": 85}, {"Word": "It", "Confidence": 0.902, "X1": 0.53488, "Y1": 0.3482, "X2": 0.5472, "Y2": 0.348, "X3": 0.54583, "Y3": 0.3598, "X4": 0.53488, "Y4": 0.3598, "page": 0, "Index": 86}, {"Word": "is", "Confidence": 0.662, "X1": 0.54993, "Y1": 0.3482, "X2": 0.56361, "Y2": 0.348, "X3": 0.56361, "Y3": 0.3598, "X4": 0.54993, "Y4": 0.3598, "page": 0, "Index": 87}, {"Word": "probably", "Confidence": 0.933, "X1": 0.56772, "Y1": 0.3482, "X2": 0.62517, "Y2": 0.348, "X3": 0.62517, "Y3": 0.3598, "X4": 0.56635, "Y4": 0.3598, "page": 0, "Index": 88}, {"Word": "certain", "Confidence": 0.661, "X1": 0.62927, "Y1": 0.3482, "X2": 0.67852, "Y2": 0.348, "X3": 0.67715, "Y3": 0.3598, "X4": 0.62791, "Y4": 0.3598, "page": 0, "Index": 89}, {"Word": "that", "Confidence": 0.951, "X1": 0.68126, "Y1": 0.3482, "X2": 0.70725, "Y2": 0.348, "X3": 0.70588, "Y3": 0.3598, "X4": 0.67989, "Y4": 0.3598, "page": 0, "Index": 90}, {"Word": "they", "Confidence": 0.852, "X1": 0.70999, "Y1": 0.3482, "X2": 0.74008, "Y2": 0.348, "X3": 0.74008, "Y3": 0.3598, "X4": 0.70999, "Y4": 0.3598, "page": 0, "Index": 91}, {"Word": "will", "Confidence": 0.989, "X1": 0.74419, "Y1": 0.3482, "X2": 0.77018, "Y2": 0.348, "X3": 0.76881, "Y3": 0.3598, "X4": 0.74282, "Y4": 0.3598, "page": 0, "Index": 92}, {"Word": "return", "Confidence": 0.639, "X1": 0.77291, "Y1": 0.3482, "X2": 0.81806, "Y2": 0.348, "X3": 0.81669, "Y3": 0.3598, "X4": 0.77155, "Y4": 0.3598, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.996, "X1": 0.82079, "Y1": 0.3482, "X2": 0.83447, "Y2": 0.348, "X3": 0.83447, "Y3": 0.3598, "X4": 0.82079, "Y4": 0.3598, "page": 0, "Index": 94}, {"Word": "this", "Confidence": 0.9, "X1": 0.83858, "Y1": 0.3482, "X2": 0.86731, "Y2": 0.348, "X3": 0.86594, "Y3": 0.3598, "X4": 0.83721, "Y4": 0.3598, "page": 0, "Index": 95}, {"Word": "market", "Confidence": 0.971, "X1": 0.43365, "Y1": 0.3602, "X2": 0.48153, "Y2": 0.36, "X3": 0.48016, "Y3": 0.3718, "X4": 0.43365, "Y4": 0.3718, "page": 0, "Index": 96}, {"Word": "as", "Confidence": 0.964, "X1": 0.48427, "Y1": 0.3602, "X2": 0.50068, "Y2": 0.36, "X3": 0.49932, "Y3": 0.3718, "X4": 0.48427, "Y4": 0.3718, "page": 0, "Index": 97}, {"Word": "soon", "Confidence": 0.333, "X1": 0.50342, "Y1": 0.3602, "X2": 0.53488, "Y2": 0.36, "X3": 0.53488, "Y3": 0.3718, "X4": 0.50342, "Y4": 0.3718, "page": 0, "Index": 98}, {"Word": "as", "Confidence": 0.993, "X1": 0.53899, "Y1": 0.3602, "X2": 0.55404, "Y2": 0.36, "X3": 0.55404, "Y3": 0.3718, "X4": 0.53762, "Y4": 0.3718, "page": 0, "Index": 99}, {"Word": "the", "Confidence": 0.998, "X1": 0.55814, "Y1": 0.3602, "X2": 0.57866, "Y2": 0.36, "X3": 0.57866, "Y3": 0.3718, "X4": 0.55677, "Y4": 0.3718, "page": 0, "Index": 100}, {"Word": "opportunity", "Confidence": 0.655, "X1": 0.58276, "Y1": 0.3602, "X2": 0.658, "Y2": 0.36, "X3": 0.658, "Y3": 0.3718, "X4": 0.5814, "Y4": 0.3718, "page": 0, "Index": 101}, {"Word": "prosents", "Confidence": 0.164, "X1": 0.66074, "Y1": 0.3602, "X2": 0.71956, "Y2": 0.36, "X3": 0.71956, "Y3": 0.3718, "X4": 0.66074, "Y4": 0.3718, "page": 0, "Index": 102}, {"Word": "itself.", "Confidence": 0.625, "X1": 0.7223, "Y1": 0.3602, "X2": 0.77018, "Y2": 0.36, "X3": 0.76881, "Y3": 0.3718, "X4": 0.7223, "Y4": 0.3718, "page": 0, "Index": 103}, {"Word": "It", "Confidence": 0.97, "X1": 0.77565, "Y1": 0.3602, "X2": 0.78659, "Y2": 0.36, "X3": 0.78659, "Y3": 0.3718, "X4": 0.77565, "Y4": 0.3718, "page": 0, "Index": 104}, {"Word": "is", "Confidence": 0.885, "X1": 0.7907, "Y1": 0.3602, "X2": 0.80438, "Y2": 0.36, "X3": 0.80438, "Y3": 0.3718, "X4": 0.78933, "Y4": 0.3718, "page": 0, "Index": 105}, {"Word": "reasonable", "Confidence": 0.156, "X1": 0.80848, "Y1": 0.3602, "X2": 0.88509, "Y2": 0.36, "X3": 0.88509, "Y3": 0.3718, "X4": 0.80848, "Y4": 0.3718, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.791, "X1": 0.43228, "Y1": 0.3722, "X2": 0.44733, "Y2": 0.372, "X3": 0.44733, "Y3": 0.3838, "X4": 0.43228, "Y4": 0.3838, "page": 0, "Index": 107}, {"Word": "assume", "Confidence": 0.892, "X1": 0.45007, "Y1": 0.3722, "X2": 0.49932, "Y2": 0.372, "X3": 0.49932, "Y3": 0.3838, "X4": 0.45007, "Y4": 0.3838, "page": 0, "Index": 108}, {"Word": "that", "Confidence": 0.991, "X1": 0.50342, "Y1": 0.3722, "X2": 0.53078, "Y2": 0.372, "X3": 0.52941, "Y3": 0.3838, "X4": 0.50205, "Y4": 0.3838, "page": 0, "Index": 109}, {"Word": "they", "Confidence": 0.801, "X1": 0.53352, "Y1": 0.3722, "X2": 0.56224, "Y2": 0.372, "X3": 0.56224, "Y3": 0.3838, "X4": 0.53352, "Y4": 0.3838, "page": 0, "Index": 110}, {"Word": "will", "Confidence": 0.839, "X1": 0.56635, "Y1": 0.3722, "X2": 0.59234, "Y2": 0.372, "X3": 0.59097, "Y3": 0.3838, "X4": 0.56498, "Y4": 0.3838, "page": 0, "Index": 111}, {"Word": "do", "Confidence": 0.941, "X1": 0.59508, "Y1": 0.3722, "X2": 0.61149, "Y2": 0.372, "X3": 0.61012, "Y3": 0.3838, "X4": 0.59508, "Y4": 0.3838, "page": 0, "Index": 112}, {"Word": "so,", "Confidence": 0.813, "X1": 0.61423, "Y1": 0.3722, "X2": 0.63885, "Y2": 0.372, "X3": 0.63748, "Y3": 0.3838, "X4": 0.61286, "Y4": 0.3838, "page": 0, "Index": 113}, {"Word": "not", "Confidence": 0.259, "X1": 0.64159, "Y1": 0.3722, "X2": 0.66347, "Y2": 0.372, "X3": 0.66211, "Y3": 0.3838, "X4": 0.64022, "Y4": 0.3838, "page": 0, "Index": 114}, {"Word": "only", "Confidence": 0.643, "X1": 0.66621, "Y1": 0.3722, "X2": 0.69631, "Y2": 0.372, "X3": 0.69494, "Y3": 0.3838, "X4": 0.66621, "Y4": 0.3838, "page": 0, "Index": 115}, {"Word": "in", "Confidence": 0.902, "X1": 0.69904, "Y1": 0.3722, "X2": 0.71409, "Y2": 0.372, "X3": 0.71272, "Y3": 0.3838, "X4": 0.69767, "Y4": 0.3838, "page": 0, "Index": 116}, {"Word": "a", "Confidence": 0.922, "X1": 0.71683, "Y1": 0.3722, "X2": 0.7264, "Y2": 0.372, "X3": 0.72503, "Y3": 0.3838, "X4": 0.71546, "Y4": 0.3838, "page": 0, "Index": 117}, {"Word": "state", "Confidence": 0.637, "X1": 0.72914, "Y1": 0.3722, "X2": 0.76334, "Y2": 0.372, "X3": 0.76197, "Y3": 0.3838, "X4": 0.72914, "Y4": 0.3838, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.875, "X1": 0.76607, "Y1": 0.3722, "X2": 0.78112, "Y2": 0.372, "X3": 0.77975, "Y3": 0.3838, "X4": 0.76471, "Y4": 0.3838, "page": 0, "Index": 119}, {"Word": "planned", "Confidence": 0.949, "X1": 0.78386, "Y1": 0.3722, "X2": 0.83584, "Y2": 0.372, "X3": 0.83447, "Y3": 0.3838, "X4": 0.78249, "Y4": 0.3838, "page": 0, "Index": 120}, {"Word": "pre-", "Confidence": 0.801, "X1": 0.83858, "Y1": 0.3722, "X2": 0.87278, "Y2": 0.372, "X3": 0.87141, "Y3": 0.3838, "X4": 0.83721, "Y4": 0.3838, "page": 0, "Index": 121}, {"Word": "paration,", "Confidence": 0.806, "X1": 0.43365, "Y1": 0.3842, "X2": 0.49384, "Y2": 0.384, "X3": 0.49384, "Y3": 0.3958, "X4": 0.43228, "Y4": 0.3958, "page": 0, "Index": 122}, {"Word": "but", "Confidence": 0.573, "X1": 0.49795, "Y1": 0.3842, "X2": 0.51984, "Y2": 0.384, "X3": 0.51984, "Y3": 0.3958, "X4": 0.49658, "Y4": 0.3958, "page": 0, "Index": 123}, {"Word": "also", "Confidence": 0.955, "X1": 0.52394, "Y1": 0.3842, "X2": 0.55267, "Y2": 0.384, "X3": 0.55267, "Y3": 0.3958, "X4": 0.52394, "Y4": 0.3958, "page": 0, "Index": 124}, {"Word": "with", "Confidence": 0.988, "X1": 0.55677, "Y1": 0.3842, "X2": 0.58413, "Y2": 0.384, "X3": 0.58413, "Y3": 0.3958, "X4": 0.5554, "Y4": 0.3958, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.676, "X1": 0.58824, "Y1": 0.3842, "X2": 0.60739, "Y2": 0.384, "X3": 0.60739, "Y3": 0.3958, "X4": 0.58687, "Y4": 0.3958, "page": 0, "Index": 126}, {"Word": "dual", "Confidence": 0.995, "X1": 0.61149, "Y1": 0.3842, "X2": 0.64159, "Y2": 0.384, "X3": 0.64159, "Y3": 0.3958, "X4": 0.61012, "Y4": 0.3958, "page": 0, "Index": 127}, {"Word": "advantages", "Confidence": 0.811, "X1": 0.64432, "Y1": 0.3842, "X2": 0.71819, "Y2": 0.384, "X3": 0.71819, "Y3": 0.3958, "X4": 0.64432, "Y4": 0.3958, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.7223, "Y1": 0.3842, "X2": 0.73598, "Y2": 0.384, "X3": 0.73461, "Y3": 0.3958, "X4": 0.72093, "Y4": 0.3958, "page": 0, "Index": 129}, {"Word": "lessons", "Confidence": 0.944, "X1": 0.73871, "Y1": 0.3842, "X2": 0.7907, "Y2": 0.384, "X3": 0.78933, "Y3": 0.3958, "X4": 0.73735, "Y4": 0.3958, "page": 0, "Index": 130}, {"Word": "learned", "Confidence": 0.61, "X1": 0.79343, "Y1": 0.3852, "X2": 0.84679, "Y2": 0.385, "X3": 0.84542, "Y3": 0.3958, "X4": 0.79207, "Y4": 0.3958, "page": 0, "Index": 131}, {"Word": "from", "Confidence": 0.955, "X1": 0.84952, "Y1": 0.3852, "X2": 0.87962, "Y2": 0.385, "X3": 0.87825, "Y3": 0.3958, "X4": 0.84815, "Y4": 0.3958, "page": 0, "Index": 132}, {"Word": "their", "Confidence": 0.628, "X1": 0.43228, "Y1": 0.3972, "X2": 0.46648, "Y2": 0.397, "X3": 0.46648, "Y3": 0.4078, "X4": 0.43228, "Y4": 0.4078, "page": 0, "Index": 133}, {"Word": "previous", "Confidence": 0.955, "X1": 0.46922, "Y1": 0.3972, "X2": 0.52668, "Y2": 0.397, "X3": 0.52668, "Y3": 0.4078, "X4": 0.46922, "Y4": 0.4078, "page": 0, "Index": 134}, {"Word": "home", "Confidence": 0.661, "X1": 0.78112, "Y1": 0.3972, "X2": 0.81806, "Y2": 0.397, "X3": 0.81669, "Y3": 0.4078, "X4": 0.77975, "Y4": 0.4088, "page": 0, "Index": 135}, {"Word": "base", "Confidence": 0.958, "X1": 0.82079, "Y1": 0.3972, "X2": 0.85363, "Y2": 0.397, "X3": 0.85226, "Y3": 0.4078, "X4": 0.82079, "Y4": 0.4078, "page": 0, "Index": 136}, {"Word": "in", "Confidence": 0.998, "X1": 0.85636, "Y1": 0.3972, "X2": 0.87141, "Y2": 0.397, "X3": 0.87004, "Y3": 0.4078, "X4": 0.85499, "Y4": 0.4078, "page": 0, "Index": 137}, {"Word": "Incursion,", "Confidence": 0.666, "X1": 0.53078, "Y1": 0.3972, "X2": 0.60192, "Y2": 0.397, "X3": 0.60192, "Y3": 0.4088, "X4": 0.53078, "Y4": 0.4078, "page": 0, "Index": 138}, {"Word": "and", "Confidence": 0.65, "X1": 0.60465, "Y1": 0.3972, "X2": 0.62927, "Y2": 0.397, "X3": 0.62791, "Y3": 0.4088, "X4": 0.60465, "Y4": 0.4088, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.63201, "Y1": 0.3972, "X2": 0.64706, "Y2": 0.397, "X3": 0.64569, "Y3": 0.4088, "X4": 0.63201, "Y4": 0.4088, "page": 0, "Index": 140}, {"Word": "a", "Confidence": 0.821, "X1": 0.64979, "Y1": 0.3972, "X2": 0.658, "Y2": 0.397, "X3": 0.658, "Y3": 0.4088, "X4": 0.64979, "Y4": 0.4088, "page": 0, "Index": 141}, {"Word": "now", "Confidence": 0.884, "X1": 0.66074, "Y1": 0.3972, "X2": 0.6881, "Y2": 0.397, "X3": 0.68673, "Y3": 0.4088, "X4": 0.66074, "Y4": 0.4088, "page": 0, "Index": 142}, {"Word": "much", "Confidence": 0.967, "X1": 0.6922, "Y1": 0.3972, "X2": 0.72777, "Y2": 0.397, "X3": 0.7264, "Y3": 0.4088, "X4": 0.6922, "Y4": 0.4088, "page": 0, "Index": 143}, {"Word": "firmer", "Confidence": 0.881, "X1": 0.73051, "Y1": 0.3972, "X2": 0.77702, "Y2": 0.397, "X3": 0.77702, "Y3": 0.4088, "X4": 0.73051, "Y4": 0.4088, "page": 0, "Index": 144}, {"Word": "Guatemala.", "Confidence": 0.557, "X1": 0.43502, "Y1": 0.4102, "X2": 0.51026, "Y2": 0.41, "X3": 0.51026, "Y3": 0.4198, "X4": 0.43365, "Y4": 0.4198, "page": 0, "Index": 145}, {"Word": "3.", "Confidence": 0.964, "X1": 0.39398, "Y1": 0.4322, "X2": 0.41176, "Y2": 0.432, "X3": 0.41176, "Y3": 0.4438, "X4": 0.39398, "Y4": 0.4448, "page": 0, "Index": 146}, {"Word": "Despite", "Confidence": 0.657, "X1": 0.43228, "Y1": 0.4322, "X2": 0.4829, "Y2": 0.432, "X3": 0.4829, "Y3": 0.4448, "X4": 0.43228, "Y4": 0.4448, "page": 0, "Index": 147}, {"Word": "alert", "Confidence": 0.882, "X1": 0.487, "Y1": 0.4332, "X2": 0.51984, "Y2": 0.433, "X3": 0.51984, "Y3": 0.4448, "X4": 0.487, "Y4": 0.4448, "page": 0, "Index": 148}, {"Word": "senior", "Confidence": 0.654, "X1": 0.52257, "Y1": 0.4332, "X2": 0.56772, "Y2": 0.433, "X3": 0.56772, "Y3": 0.4448, "X4": 0.52257, "Y4": 0.4448, "page": 0, "Index": 149}, {"Word": "management,", "Confidence": 0.481, "X1": 0.57182, "Y1": 0.4332, "X2": 0.66347, "Y2": 0.433, "X3": 0.66211, "Y3": 0.4448, "X4": 0.57045, "Y4": 0.4448, "page": 0, "Index": 150}, {"Word": "TAIISA", "Confidence": 0.65, "X1": 0.66621, "Y1": 0.4332, "X2": 0.71272, "Y2": 0.433, "X3": 0.71272, "Y3": 0.4458, "X4": 0.66621, "Y4": 0.4448, "page": 0, "Index": 151}, {"Word": "are", "Confidence": 0.991, "X1": 0.71683, "Y1": 0.4332, "X2": 0.74008, "Y2": 0.433, "X3": 0.74008, "Y3": 0.4458, "X4": 0.71683, "Y4": 0.4458, "page": 0, "Index": 152}, {"Word": "vulnerable", "Confidence": 0.617, "X1": 0.74419, "Y1": 0.4332, "X2": 0.81532, "Y2": 0.433, "X3": 0.81532, "Y3": 0.4458, "X4": 0.74419, "Y4": 0.4458, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.971, "X1": 0.81806, "Y1": 0.4322, "X2": 0.83311, "Y2": 0.432, "X3": 0.83311, "Y3": 0.4458, "X4": 0.81806, "Y4": 0.4458, "page": 0, "Index": 154}, {"Word": "&", "Confidence": 0.057, "X1": 0.83721, "Y1": 0.4322, "X2": 0.84679, "Y2": 0.432, "X3": 0.84679, "Y3": 0.4468, "X4": 0.83584, "Y4": 0.4468, "page": 0, "Index": 155}, {"Word": "Philip", "Confidence": 0.915, "X1": 0.43365, "Y1": 0.4452, "X2": 0.47469, "Y2": 0.445, "X3": 0.47469, "Y3": 0.4568, "X4": 0.43365, "Y4": 0.4568, "page": 0, "Index": 156}, {"Word": "Morris", "Confidence": 0.628, "X1": 0.47743, "Y1": 0.4452, "X2": 0.52531, "Y2": 0.445, "X3": 0.52531, "Y3": 0.4568, "X4": 0.47743, "Y4": 0.4568, "page": 0, "Index": 157}, {"Word": "attack,", "Confidence": 0.902, "X1": 0.52941, "Y1": 0.4452, "X2": 0.57729, "Y2": 0.445, "X3": 0.57729, "Y3": 0.4568, "X4": 0.52941, "Y4": 0.4568, "page": 0, "Index": 158}, {"Word": "for", "Confidence": 0.805, "X1": 0.58003, "Y1": 0.4452, "X2": 0.60192, "Y2": 0.445, "X3": 0.60192, "Y3": 0.4568, "X4": 0.58003, "Y4": 0.4568, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.688, "X1": 0.60465, "Y1": 0.4452, "X2": 0.61423, "Y2": 0.445, "X3": 0.61286, "Y3": 0.4568, "X4": 0.60465, "Y4": 0.4568, "page": 0, "Index": 160}, {"Word": "number", "Confidence": 0.688, "X1": 0.61696, "Y1": 0.4462, "X2": 0.66895, "Y2": 0.446, "X3": 0.66895, "Y3": 0.4568, "X4": 0.61696, "Y4": 0.4568, "page": 0, "Index": 161}, {"Word": "of", "Confidence": 0.883, "X1": 0.67305, "Y1": 0.4462, "X2": 0.68673, "Y2": 0.446, "X3": 0.68673, "Y3": 0.4568, "X4": 0.67168, "Y4": 0.4568, "page": 0, "Index": 162}, {"Word": "reasons.", "Confidence": 0.66, "X1": 0.68947, "Y1": 0.4472, "X2": 0.75239, "Y2": 0.447, "X3": 0.75239, "Y3": 0.4578, "X4": 0.68947, "Y4": 0.4578, "page": 0, "Index": 163}, {"Word": "They", "Confidence": 0.987, "X1": 0.47469, "Y1": 0.4692, "X2": 0.50616, "Y2": 0.469, "X3": 0.50479, "Y3": 0.4818, "X4": 0.47332, "Y4": 0.4818, "page": 0, "Index": 164}, {"Word": "are", "Confidence": 0.881, "X1": 0.50889, "Y1": 0.4692, "X2": 0.53352, "Y2": 0.469, "X3": 0.53215, "Y3": 0.4818, "X4": 0.50889, "Y4": 0.4818, "page": 0, "Index": 165}, {"Word": "somewhat", "Confidence": 0.661, "X1": 0.53625, "Y1": 0.4692, "X2": 0.60328, "Y2": 0.469, "X3": 0.60192, "Y3": 0.4818, "X4": 0.53625, "Y4": 0.4818, "page": 0, "Index": 166}, {"Word": "\"locked-in\"", "Confidence": 0.23, "X1": 0.60602, "Y1": 0.4702, "X2": 0.68399, "Y2": 0.47, "X3": 0.68263, "Y3": 0.4818, "X4": 0.60602, "Y4": 0.4818, "page": 0, "Index": 167}, {"Word": "by", "Confidence": 0.997, "X1": 0.68673, "Y1": 0.4702, "X2": 0.70451, "Y2": 0.47, "X3": 0.70315, "Y3": 0.4818, "X4": 0.68673, "Y4": 0.4818, "page": 0, "Index": 168}, {"Word": "their", "Confidence": 0.981, "X1": 0.70725, "Y1": 0.4702, "X2": 0.74145, "Y2": 0.47, "X3": 0.74008, "Y3": 0.4828, "X4": 0.70725, "Y4": 0.4818, "page": 0, "Index": 169}, {"Word": "leaf", "Confidence": 0.768, "X1": 0.74419, "Y1": 0.4702, "X2": 0.77291, "Y2": 0.47, "X3": 0.77155, "Y3": 0.4828, "X4": 0.74282, "Y4": 0.4828, "page": 0, "Index": 170}, {"Word": "stock", "Confidence": 0.737, "X1": 0.77565, "Y1": 0.4702, "X2": 0.81395, "Y2": 0.47, "X3": 0.81259, "Y3": 0.4828, "X4": 0.77565, "Y4": 0.4828, "page": 0, "Index": 171}, {"Word": "position,", "Confidence": 0.628, "X1": 0.47332, "Y1": 0.4832, "X2": 0.53352, "Y2": 0.483, "X3": 0.53215, "Y3": 0.4948, "X4": 0.47332, "Y4": 0.4948, "page": 0, "Index": 172}, {"Word": "which", "Confidence": 0.993, "X1": 0.53625, "Y1": 0.4832, "X2": 0.57456, "Y2": 0.483, "X3": 0.57456, "Y3": 0.4948, "X4": 0.53625, "Y4": 0.4948, "page": 0, "Index": 173}, {"Word": "is", "Confidence": 0.998, "X1": 0.57866, "Y1": 0.4832, "X2": 0.59234, "Y2": 0.483, "X3": 0.59097, "Y3": 0.4948, "X4": 0.57729, "Y4": 0.4948, "page": 0, "Index": 174}, {"Word": "tight", "Confidence": 0.888, "X1": 0.59508, "Y1": 0.4832, "X2": 0.62654, "Y2": 0.483, "X3": 0.62517, "Y3": 0.4948, "X4": 0.59508, "Y4": 0.4948, "page": 0, "Index": 175}, {"Word": "ta", "Confidence": 0.193, "X1": 0.62927, "Y1": 0.4832, "X2": 0.64432, "Y2": 0.483, "X3": 0.64432, "Y3": 0.4948, "X4": 0.62927, "Y4": 0.4948, "page": 0, "Index": 176}, {"Word": "duration", "Confidence": 0.612, "X1": 0.64843, "Y1": 0.4832, "X2": 0.70451, "Y2": 0.483, "X3": 0.70315, "Y3": 0.4948, "X4": 0.64706, "Y4": 0.4948, "page": 0, "Index": 177}, {"Word": "terms,", "Confidence": 0.895, "X1": 0.70725, "Y1": 0.4832, "X2": 0.7565, "Y2": 0.483, "X3": 0.7565, "Y3": 0.4948, "X4": 0.70725, "Y4": 0.4948, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.998, "X1": 0.7606, "Y1": 0.4832, "X2": 0.78386, "Y2": 0.483, "X3": 0.78249, "Y3": 0.4948, "X4": 0.75923, "Y4": 0.4948, "page": 0, "Index": 179}, {"Word": "restricted", "Confidence": 0.622, "X1": 0.78659, "Y1": 0.4842, "X2": 0.85773, "Y2": 0.484, "X3": 0.85636, "Y3": 0.4958, "X4": 0.78523, "Y4": 0.4948, "page": 0, "Index": 180}, {"Word": "so", "Confidence": 0.97, "X1": 0.47332, "Y1": 0.4952, "X2": 0.48837, "Y2": 0.495, "X3": 0.48837, "Y3": 0.5068, "X4": 0.47332, "Y4": 0.5068, "page": 0, "Index": 181}, {"Word": "far", "Confidence": 0.998, "X1": 0.49111, "Y1": 0.4952, "X2": 0.513, "Y2": 0.495, "X3": 0.513, "Y3": 0.5068, "X4": 0.49111, "Y4": 0.5068, "page": 0, "Index": 182}, {"Word": "as", "Confidence": 0.993, "X1": 0.5171, "Y1": 0.4952, "X2": 0.53352, "Y2": 0.495, "X3": 0.53352, "Y3": 0.5068, "X4": 0.5171, "Y4": 0.5068, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.934, "X1": 0.53625, "Y1": 0.4952, "X2": 0.55951, "Y2": 0.495, "X3": 0.55814, "Y3": 0.5068, "X4": 0.53625, "Y4": 0.5068, "page": 0, "Index": 184}, {"Word": "range", "Confidence": 0.82, "X1": 0.56224, "Y1": 0.4952, "X2": 0.60055, "Y2": 0.495, "X3": 0.60055, "Y3": 0.5068, "X4": 0.56224, "Y4": 0.5068, "page": 0, "Index": 185}, {"Word": "of", "Confidence": 0.997, "X1": 0.60328, "Y1": 0.4952, "X2": 0.61696, "Y2": 0.495, "X3": 0.61696, "Y3": 0.5068, "X4": 0.60328, "Y4": 0.5068, "page": 0, "Index": 186}, {"Word": "available", "Confidence": 0.616, "X1": 0.6197, "Y1": 0.4962, "X2": 0.68126, "Y2": 0.496, "X3": 0.68126, "Y3": 0.5068, "X4": 0.6197, "Y4": 0.5068, "page": 0, "Index": 187}, {"Word": "alkaloid", "Confidence": 0.644, "X1": 0.68536, "Y1": 0.4962, "X2": 0.73871, "Y2": 0.496, "X3": 0.73871, "Y3": 0.5068, "X4": 0.68399, "Y4": 0.5068, "page": 0, "Index": 188}, {"Word": "levels", "Confidence": 0.615, "X1": 0.74145, "Y1": 0.4962, "X2": 0.78523, "Y2": 0.496, "X3": 0.78523, "Y3": 0.5078, "X4": 0.74145, "Y4": 0.5068, "page": 0, "Index": 189}, {"Word": "le", "Confidence": 0.106, "X1": 0.78796, "Y1": 0.4962, "X2": 0.80301, "Y2": 0.496, "X3": 0.80164, "Y3": 0.5078, "X4": 0.78796, "Y4": 0.5078, "page": 0, "Index": 190}, {"Word": "concerned.", "Confidence": 0.934, "X1": 0.80575, "Y1": 0.4962, "X2": 0.88235, "Y2": 0.496, "X3": 0.88098, "Y3": 0.5078, "X4": 0.80438, "Y4": 0.5078, "page": 0, "Index": 191}, {"Word": "b)", "Confidence": 0.976, "X1": 0.43639, "Y1": 0.5202, "X2": 0.45007, "Y2": 0.52, "X3": 0.45007, "Y3": 0.5308, "X4": 0.43639, "Y4": 0.5308, "page": 0, "Index": 192}, {"Word": "Should", "Confidence": 0.997, "X1": 0.47196, "Y1": 0.5192, "X2": 0.51573, "Y2": 0.519, "X3": 0.51573, "Y3": 0.5318, "X4": 0.47196, "Y4": 0.5318, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.982, "X1": 0.51847, "Y1": 0.5192, "X2": 0.54036, "Y2": 0.519, "X3": 0.54036, "Y3": 0.5318, "X4": 0.51847, "Y4": 0.5318, "page": 0, "Index": 194}, {"Word": "market", "Confidence": 0.847, "X1": 0.54446, "Y1": 0.5202, "X2": 0.59234, "Y2": 0.52, "X3": 0.59234, "Y3": 0.5318, "X4": 0.54446, "Y4": 0.5318, "page": 0, "Index": 195}, {"Word": "swing", "Confidence": 0.912, "X1": 0.59644, "Y1": 0.5202, "X2": 0.63338, "Y2": 0.52, "X3": 0.63338, "Y3": 0.5318, "X4": 0.59644, "Y4": 0.5318, "page": 0, "Index": 196}, {"Word": "from", "Confidence": 0.982, "X1": 0.63748, "Y1": 0.5202, "X2": 0.66895, "Y2": 0.52, "X3": 0.66895, "Y3": 0.5328, "X4": 0.63611, "Y4": 0.5318, "page": 0, "Index": 197}, {"Word": "Its", "Confidence": 0.635, "X1": 0.67442, "Y1": 0.5202, "X2": 0.69494, "Y2": 0.52, "X3": 0.69357, "Y3": 0.5328, "X4": 0.67442, "Y4": 0.5328, "page": 0, "Index": 198}, {"Word": "rather", "Confidence": 0.609, "X1": 0.69767, "Y1": 0.5202, "X2": 0.74282, "Y2": 0.52, "X3": 0.74145, "Y3": 0.5328, "X4": 0.69767, "Y4": 0.5328, "page": 0, "Index": 199}, {"Word": "\"Virginia-oriented\"", "Confidence": 0.228, "X1": 0.74555, "Y1": 0.5202, "X2": 0.88235, "Y2": 0.52, "X3": 0.88235, "Y3": 0.5318, "X4": 0.74555, "Y4": 0.5328, "page": 0, "Index": 200}, {"Word": "U.S.", "Confidence": 0.959, "X1": 0.47332, "Y1": 0.5322, "X2": 0.50479, "Y2": 0.532, "X3": 0.50479, "Y3": 0.5438, "X4": 0.47332, "Y4": 0.5438, "page": 0, "Index": 201}, {"Word": "type", "Confidence": 0.649, "X1": 0.50752, "Y1": 0.5322, "X2": 0.53762, "Y2": 0.532, "X3": 0.53762, "Y3": 0.5438, "X4": 0.50752, "Y4": 0.5438, "page": 0, "Index": 202}, {"Word": "blend,", "Confidence": 0.825, "X1": 0.54036, "Y1": 0.5322, "X2": 0.58687, "Y2": 0.532, "X3": 0.58687, "Y3": 0.5438, "X4": 0.54172, "Y4": 0.5438, "page": 0, "Index": 203}, {"Word": "TAIISA", "Confidence": 0.76, "X1": 0.59097, "Y1": 0.5332, "X2": 0.63748, "Y2": 0.533, "X3": 0.63748, "Y3": 0.5438, "X4": 0.5896, "Y4": 0.5438, "page": 0, "Index": 204}, {"Word": "are", "Confidence": 0.93, "X1": 0.64022, "Y1": 0.5332, "X2": 0.66484, "Y2": 0.533, "X3": 0.66484, "Y3": 0.5448, "X4": 0.64022, "Y4": 0.5438, "page": 0, "Index": 205}, {"Word": "short", "Confidence": 0.686, "X1": 0.66895, "Y1": 0.5332, "X2": 0.70451, "Y2": 0.533, "X3": 0.70451, "Y3": 0.5448, "X4": 0.66758, "Y4": 0.5448, "page": 0, "Index": 206}, {"Word": "of", "Confidence": 0.993, "X1": 0.70862, "Y1": 0.5332, "X2": 0.7223, "Y2": 0.533, "X3": 0.72093, "Y3": 0.5448, "X4": 0.70725, "Y4": 0.5448, "page": 0, "Index": 207}, {"Word": "Burley", "Confidence": 0.791, "X1": 0.72503, "Y1": 0.5332, "X2": 0.77291, "Y2": 0.533, "X3": 0.77155, "Y3": 0.5448, "X4": 0.72503, "Y4": 0.5448, "page": 0, "Index": 208}, {"Word": "grades", "Confidence": 0.825, "X1": 0.77565, "Y1": 0.5332, "X2": 0.82353, "Y2": 0.533, "X3": 0.82216, "Y3": 0.5448, "X4": 0.77428, "Y4": 0.5448, "page": 0, "Index": 209}, {"Word": "of", "Confidence": 0.994, "X1": 0.82627, "Y1": 0.5332, "X2": 0.83995, "Y2": 0.533, "X3": 0.83858, "Y3": 0.5458, "X4": 0.8249, "Y4": 0.5448, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.658, "X1": 0.84405, "Y1": 0.5342, "X2": 0.86731, "Y2": 0.534, "X3": 0.86594, "Y3": 0.5458, "X4": 0.84268, "Y4": 0.5458, "page": 0, "Index": 211}, {"Word": "right", "Confidence": 0.9, "X1": 0.47469, "Y1": 0.5452, "X2": 0.50616, "Y2": 0.545, "X3": 0.50479, "Y3": 0.5568, "X4": 0.47332, "Y4": 0.5558, "page": 0, "Index": 212}, {"Word": "nicoline", "Confidence": 0.792, "X1": 0.50889, "Y1": 0.5452, "X2": 0.56361, "Y2": 0.545, "X3": 0.56224, "Y3": 0.5568, "X4": 0.50889, "Y4": 0.5568, "page": 0, "Index": 213}, {"Word": "level.", "Confidence": 0.623, "X1": 0.56635, "Y1": 0.5452, "X2": 0.61149, "Y2": 0.545, "X3": 0.61012, "Y3": 0.5568, "X4": 0.56635, "Y4": 0.5568, "page": 0, "Index": 214}, {"Word": "Te", "Confidence": 0.686, "X1": 0.61833, "Y1": 0.5452, "X2": 0.63611, "Y2": 0.545, "X3": 0.63475, "Y3": 0.5568, "X4": 0.61696, "Y4": 0.5568, "page": 0, "Index": 215}, {"Word": "widen", "Confidence": 0.993, "X1": 0.63885, "Y1": 0.5452, "X2": 0.67715, "Y2": 0.545, "X3": 0.67579, "Y3": 0.5568, "X4": 0.63748, "Y4": 0.5568, "page": 0, "Index": 216}, {"Word": "their", "Confidence": 0.613, "X1": 0.67989, "Y1": 0.5452, "X2": 0.71546, "Y2": 0.545, "X3": 0.71409, "Y3": 0.5568, "X4": 0.67852, "Y4": 0.5568, "page": 0, "Index": 217}, {"Word": "optious", "Confidence": 0.522, "X1": 0.71819, "Y1": 0.5452, "X2": 0.76881, "Y2": 0.545, "X3": 0.76744, "Y3": 0.5568, "X4": 0.71683, "Y4": 0.5568, "page": 0, "Index": 218}, {"Word": "through", "Confidence": 0.809, "X1": 0.77155, "Y1": 0.5462, "X2": 0.82353, "Y2": 0.546, "X3": 0.82079, "Y3": 0.5568, "X4": 0.77018, "Y4": 0.5568, "page": 0, "Index": 219}, {"Word": "loaf", "Confidence": 0.556, "X1": 0.82627, "Y1": 0.5462, "X2": 0.85636, "Y2": 0.546, "X3": 0.85363, "Y3": 0.5568, "X4": 0.82353, "Y4": 0.5568, "page": 0, "Index": 220}, {"Word": "Imports", "Confidence": 0.782, "X1": 0.47332, "Y1": 0.5572, "X2": 0.52668, "Y2": 0.557, "X3": 0.52668, "Y3": 0.5688, "X4": 0.47332, "Y4": 0.5678, "page": 0, "Index": 221}, {"Word": "may", "Confidence": 0.998, "X1": 0.53078, "Y1": 0.5572, "X2": 0.55814, "Y2": 0.557, "X3": 0.55677, "Y3": 0.5688, "X4": 0.52941, "Y4": 0.5688, "page": 0, "Index": 222}, {"Word": "be", "Confidence": 0.725, "X1": 0.56088, "Y1": 0.5572, "X2": 0.57866, "Y2": 0.557, "X3": 0.57729, "Y3": 0.5688, "X4": 0.56088, "Y4": 0.5688, "page": 0, "Index": 223}, {"Word": "an", "Confidence": 0.623, "X1": 0.5814, "Y1": 0.5572, "X2": 0.59781, "Y2": 0.557, "X3": 0.59781, "Y3": 0.5688, "X4": 0.58003, "Y4": 0.5688, "page": 0, "Index": 224}, {"Word": "Inappropriate", "Confidence": 0.608, "X1": 0.60192, "Y1": 0.5582, "X2": 0.69357, "Y2": 0.558, "X3": 0.6922, "Y3": 0.5698, "X4": 0.60055, "Y4": 0.5688, "page": 0, "Index": 225}, {"Word": "micasuro", "Confidence": 0.642, "X1": 0.69767, "Y1": 0.5582, "X2": 0.75513, "Y2": 0.558, "X3": 0.75376, "Y3": 0.5698, "X4": 0.69631, "Y4": 0.5698, "page": 0, "Index": 226}, {"Word": "in", "Confidence": 0.899, "X1": 0.75923, "Y1": 0.5582, "X2": 0.77291, "Y2": 0.558, "X3": 0.77155, "Y3": 0.5698, "X4": 0.75787, "Y4": 0.5698, "page": 0, "Index": 227}, {"Word": "the", "Confidence": 0.344, "X1": 0.77565, "Y1": 0.5582, "X2": 0.79754, "Y2": 0.558, "X3": 0.79617, "Y3": 0.5698, "X4": 0.77428, "Y4": 0.5698, "page": 0, "Index": 228}, {"Word": "eyes", "Confidence": 0.901, "X1": 0.80164, "Y1": 0.5582, "X2": 0.83311, "Y2": 0.558, "X3": 0.83174, "Y3": 0.5698, "X4": 0.80027, "Y4": 0.5698, "page": 0, "Index": 229}, {"Word": "of", "Confidence": 0.991, "X1": 0.83584, "Y1": 0.5582, "X2": 0.85363, "Y2": 0.558, "X3": 0.85226, "Y3": 0.5698, "X4": 0.83447, "Y4": 0.5698, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.994, "X1": 0.47332, "Y1": 0.5692, "X2": 0.49384, "Y2": 0.569, "X3": 0.49384, "Y3": 0.5808, "X4": 0.47332, "Y4": 0.5808, "page": 0, "Index": 231}, {"Word": "Honduran", "Confidence": 0.806, "X1": 0.49658, "Y1": 0.5702, "X2": 0.56088, "Y2": 0.57, "X3": 0.56088, "Y3": 0.5808, "X4": 0.49658, "Y4": 0.5808, "page": 0, "Index": 232}, {"Word": "Government.", "Confidence": 0.608, "X1": 0.56361, "Y1": 0.5712, "X2": 0.6539, "Y2": 0.571, "X3": 0.6539, "Y3": 0.5808, "X4": 0.56361, "Y4": 0.5808, "page": 0, "Index": 233}, {"Word": "The", "Confidence": 0.79, "X1": 0.47469, "Y1": 0.5932, "X2": 0.49932, "Y2": 0.593, "X3": 0.49932, "Y3": 0.6048, "X4": 0.47469, "Y4": 0.6048, "page": 0, "Index": 234}, {"Word": "expected", "Confidence": 0.68, "X1": 0.50205, "Y1": 0.5942, "X2": 0.56224, "Y2": 0.594, "X3": 0.56088, "Y3": 0.6048, "X4": 0.50205, "Y4": 0.6048, "page": 0, "Index": 235}, {"Word": "changes", "Confidence": 0.806, "X1": 0.56498, "Y1": 0.5942, "X2": 0.61833, "Y2": 0.594, "X3": 0.61833, "Y3": 0.6058, "X4": 0.56498, "Y4": 0.6048, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.992, "X1": 0.62107, "Y1": 0.5942, "X2": 0.63611, "Y2": 0.594, "X3": 0.63611, "Y3": 0.6058, "X4": 0.62107, "Y4": 0.6058, "page": 0, "Index": 237}, {"Word": "excise", "Confidence": 0.92, "X1": 0.63885, "Y1": 0.5942, "X2": 0.68263, "Y2": 0.594, "X3": 0.68263, "Y3": 0.6058, "X4": 0.63885, "Y4": 0.6058, "page": 0, "Index": 238}, {"Word": "raten", "Confidence": 0.63, "X1": 0.68536, "Y1": 0.5942, "X2": 0.72367, "Y2": 0.594, "X3": 0.7223, "Y3": 0.6058, "X4": 0.68536, "Y4": 0.6058, "page": 0, "Index": 239}, {"Word": "(which", "Confidence": 0.926, "X1": 0.7264, "Y1": 0.5942, "X2": 0.77018, "Y2": 0.594, "X3": 0.77018, "Y3": 0.6058, "X4": 0.7264, "Y4": 0.6058, "page": 0, "Index": 240}, {"Word": "TANSA", "Confidence": 0.651, "X1": 0.77565, "Y1": 0.5942, "X2": 0.82216, "Y2": 0.594, "X3": 0.82216, "Y3": 0.6058, "X4": 0.77428, "Y4": 0.6058, "page": 0, "Index": 241}, {"Word": "will", "Confidence": 0.779, "X1": 0.82627, "Y1": 0.5942, "X2": 0.85636, "Y2": 0.594, "X3": 0.85636, "Y3": 0.6058, "X4": 0.82627, "Y4": 0.6058, "page": 0, "Index": 242}, {"Word": "pass", "Confidence": 0.963, "X1": 0.47469, "Y1": 0.6062, "X2": 0.50479, "Y2": 0.606, "X3": 0.50342, "Y3": 0.6178, "X4": 0.47469, "Y4": 0.6178, "page": 0, "Index": 243}, {"Word": "oo", "Confidence": 0.774, "X1": 0.50752, "Y1": 0.6062, "X2": 0.52531, "Y2": 0.606, "X3": 0.52394, "Y3": 0.6178, "X4": 0.50752, "Y4": 0.6178, "page": 0, "Index": 244}, {"Word": "as", "Confidence": 0.991, "X1": 0.52804, "Y1": 0.6062, "X2": 0.54446, "Y2": 0.606, "X3": 0.54446, "Y3": 0.6178, "X4": 0.52804, "Y4": 0.6178, "page": 0, "Index": 245}, {"Word": "price", "Confidence": 0.633, "X1": 0.5472, "Y1": 0.6062, "X2": 0.58276, "Y2": 0.606, "X3": 0.58276, "Y3": 0.6178, "X4": 0.5472, "Y4": 0.6178, "page": 0, "Index": 246}, {"Word": "increases)", "Confidence": 0.602, "X1": 0.58687, "Y1": 0.6072, "X2": 0.658, "Y2": 0.607, "X3": 0.658, "Y3": 0.6178, "X4": 0.5855, "Y4": 0.6178, "page": 0, "Index": 247}, {"Word": "may", "Confidence": 0.998, "X1": 0.66074, "Y1": 0.6072, "X2": 0.68947, "Y2": 0.607, "X3": 0.68947, "Y3": 0.6178, "X4": 0.66074, "Y4": 0.6178, "page": 0, "Index": 248}, {"Word": "leave", "Confidence": 0.966, "X1": 0.69357, "Y1": 0.6072, "X2": 0.73051, "Y2": 0.607, "X3": 0.72914, "Y3": 0.6178, "X4": 0.6922, "Y4": 0.6178, "page": 0, "Index": 249}, {"Word": "attractive", "Confidence": 0.639, "X1": 0.73324, "Y1": 0.6072, "X2": 0.80027, "Y2": 0.607, "X3": 0.80027, "Y3": 0.6188, "X4": 0.73187, "Y4": 0.6178, "page": 0, "Index": 250}, {"Word": "gaus", "Confidence": 0.766, "X1": 0.80438, "Y1": 0.6082, "X2": 0.83584, "Y2": 0.608, "X3": 0.83447, "Y3": 0.6188, "X4": 0.80301, "Y4": 0.6188, "page": 0, "Index": 251}, {"Word": "io", "Confidence": 0.208, "X1": 0.83858, "Y1": 0.6082, "X2": 0.85226, "Y2": 0.608, "X3": 0.85226, "Y3": 0.6188, "X4": 0.83858, "Y4": 0.6188, "page": 0, "Index": 252}, {"Word": "31", "Confidence": 0.998, "X1": 0.29685, "Y1": 0.6162, "X2": 0.31464, "Y2": 0.616, "X3": 0.31601, "Y3": 0.6318, "X4": 0.29685, "Y4": 0.6328, "page": 0, "Index": 253}, {"Word": "OCT1972", "Confidence": 0.627, "X1": 0.32011, "Y1": 0.6132, "X2": 0.3844, "Y2": 0.613, "X3": 0.38577, "Y3": 0.6298, "X4": 0.32011, "Y4": 0.6318, "page": 0, "Index": 254}, {"Word": "price", "Confidence": 0.649, "X1": 0.47332, "Y1": 0.6182, "X2": 0.50752, "Y2": 0.618, "X3": 0.50752, "Y3": 0.6298, "X4": 0.47332, "Y4": 0.6288, "page": 0, "Index": 255}, {"Word": "categories", "Confidence": 0.647, "X1": 0.51163, "Y1": 0.6182, "X2": 0.58276, "Y2": 0.618, "X3": 0.58276, "Y3": 0.6298, "X4": 0.51163, "Y4": 0.6298, "page": 0, "Index": 256}, {"Word": "for", "Confidence": 0.994, "X1": 0.5855, "Y1": 0.6182, "X2": 0.60876, "Y2": 0.618, "X3": 0.60876, "Y3": 0.6308, "X4": 0.5855, "Y4": 0.6298, "page": 0, "Index": 257}, {"Word": "a", "Confidence": 0.616, "X1": 0.61286, "Y1": 0.6182, "X2": 0.6197, "Y2": 0.618, "X3": 0.6197, "Y3": 0.6308, "X4": 0.61286, "Y4": 0.6308, "page": 0, "Index": 258}, {"Word": "newcomer", "Confidence": 0.618, "X1": 0.6238, "Y1": 0.6192, "X2": 0.6922, "Y2": 0.619, "X3": 0.6922, "Y3": 0.6308, "X4": 0.6238, "Y4": 0.6308, "page": 0, "Index": 259}, {"Word": "to", "Confidence": 0.95, "X1": 0.69631, "Y1": 0.6192, "X2": 0.70862, "Y2": 0.619, "X3": 0.70862, "Y3": 0.6308, "X4": 0.69631, "Y4": 0.6308, "page": 0, "Index": 260}, {"Word": "fill", "Confidence": 0.847, "X1": 0.71272, "Y1": 0.6192, "X2": 0.73598, "Y2": 0.619, "X3": 0.73461, "Y3": 0.6308, "X4": 0.71272, "Y4": 0.6308, "page": 0, "Index": 261}, {"Word": "(o.g.", "Confidence": 0.843, "X1": 0.73871, "Y1": 0.6192, "X2": 0.77565, "Y2": 0.619, "X3": 0.77565, "Y3": 0.6318, "X4": 0.73871, "Y4": 0.6308, "page": 0, "Index": 262}, {"Word": "254,", "Confidence": 0.189, "X1": 0.77975, "Y1": 0.6192, "X2": 0.81122, "Y2": 0.619, "X3": 0.81122, "Y3": 0.6318, "X4": 0.77975, "Y4": 0.6318, "page": 0, "Index": 263}, {"Word": "304,", "Confidence": 0.095, "X1": 0.81395, "Y1": 0.6192, "X2": 0.84542, "Y2": 0.619, "X3": 0.84542, "Y3": 0.6318, "X4": 0.81395, "Y4": 0.6318, "page": 0, "Index": 264}, {"Word": "..", "Confidence": 0.668, "X1": 0.93434, "Y1": 0.6312, "X2": 0.93434, "Y2": 0.631, "X3": 0.92339, "Y3": 0.6318, "X4": 0.92202, "Y4": 0.6208, "page": 0, "Index": 265}, {"Word": "&", "Confidence": 0.684, "X1": 0.47469, "Y1": 0.6292, "X2": 0.4829, "Y2": 0.629, "X3": 0.48427, "Y3": 0.6408, "X4": 0.47469, "Y4": 0.6408, "page": 0, "Index": 266}, {"Word": "40g).", "Confidence": 0.656, "X1": 0.48837, "Y1": 0.6302, "X2": 0.52668, "Y2": 0.63, "X3": 0.52668, "Y3": 0.6418, "X4": 0.48974, "Y4": 0.6408, "page": 0, "Index": 267}, {"Word": "!", "Confidence": 0.851, "X1": 0.23803, "Y1": 0.6372, "X2": 0.24897, "Y2": 0.637, "X3": 0.24897, "Y3": 0.6518, "X4": 0.23803, "Y4": 0.6518, "page": 0, "Index": 268}, {"Word": "TAUSA", "Confidence": 0.614, "X1": 0.47469, "Y1": 0.6552, "X2": 0.5212, "Y2": 0.655, "X3": 0.5212, "Y3": 0.6668, "X4": 0.47469, "Y4": 0.6658, "page": 0, "Index": 269}, {"Word": "are", "Confidence": 0.905, "X1": 0.52394, "Y1": 0.6552, "X2": 0.54993, "Y2": 0.655, "X3": 0.54993, "Y3": 0.6668, "X4": 0.52394, "Y4": 0.6668, "page": 0, "Index": 270}, {"Word": "very", "Confidence": 0.651, "X1": 0.55404, "Y1": 0.6552, "X2": 0.58413, "Y2": 0.655, "X3": 0.58276, "Y3": 0.6668, "X4": 0.55267, "Y4": 0.6668, "page": 0, "Index": 271}, {"Word": "dependent", "Confidence": 0.671, "X1": 0.58687, "Y1": 0.6552, "X2": 0.6539, "Y2": 0.655, "X3": 0.65253, "Y3": 0.6668, "X4": 0.58687, "Y4": 0.6668, "page": 0, "Index": 272}, {"Word": "on", "Confidence": 0.996, "X1": 0.65663, "Y1": 0.6552, "X2": 0.67442, "Y2": 0.655, "X3": 0.67305, "Y3": 0.6668, "X4": 0.65663, "Y4": 0.6668, "page": 0, "Index": 273}, {"Word": "a", "Confidence": 0.098, "X1": 0.67715, "Y1": 0.6552, "X2": 0.68536, "Y2": 0.655, "X3": 0.68536, "Y3": 0.6668, "X4": 0.67579, "Y4": 0.6668, "page": 0, "Index": 274}, {"Word": "few", "Confidence": 0.636, "X1": 0.68947, "Y1": 0.6552, "X2": 0.71272, "Y2": 0.655, "X3": 0.71135, "Y3": 0.6668, "X4": 0.6881, "Y4": 0.6668, "page": 0, "Index": 275}, {"Word": "traditional", "Confidence": 0.61, "X1": 0.71546, "Y1": 0.6552, "X2": 0.78933, "Y2": 0.655, "X3": 0.78796, "Y3": 0.6678, "X4": 0.71546, "Y4": 0.6668, "page": 0, "Index": 276}, {"Word": "B&W", "Confidence": 0.406, "X1": 0.79207, "Y1": 0.6552, "X2": 0.82353, "Y2": 0.655, "X3": 0.82216, "Y3": 0.6678, "X4": 0.7907, "Y4": 0.6678, "page": 0, "Index": 277}, {"Word": "...", "Confidence": 0.602, "X1": 0.93434, "Y1": 0.6622, "X2": 0.93434, "Y2": 0.662, "X3": 0.92476, "Y3": 0.6618, "X4": 0.92339, "Y4": 0.6388, "page": 0, "Index": 278}, {"Word": "casings", "Confidence": 0.655, "X1": 0.47332, "Y1": 0.6672, "X2": 0.52394, "Y2": 0.667, "X3": 0.52394, "Y3": 0.6788, "X4": 0.47332, "Y4": 0.6788, "page": 0, "Index": 279}, {"Word": "aod", "Confidence": 0.808, "X1": 0.52804, "Y1": 0.6672, "X2": 0.5513, "Y2": 0.667, "X3": 0.5513, "Y3": 0.6788, "X4": 0.52668, "Y4": 0.6788, "page": 0, "Index": 280}, {"Word": "flavours,", "Confidence": 0.215, "X1": 0.5554, "Y1": 0.6682, "X2": 0.61833, "Y2": 0.668, "X3": 0.61833, "Y3": 0.6788, "X4": 0.55404, "Y4": 0.6788, "page": 0, "Index": 281}, {"Word": "together", "Confidence": 0.913, "X1": 0.62244, "Y1": 0.6682, "X2": 0.67989, "Y2": 0.668, "X3": 0.67852, "Y3": 0.6798, "X4": 0.62107, "Y4": 0.6788, "page": 0, "Index": 282}, {"Word": "with", "Confidence": 0.881, "X1": 0.68263, "Y1": 0.6682, "X2": 0.71135, "Y2": 0.668, "X3": 0.70999, "Y3": 0.6798, "X4": 0.68126, "Y4": 0.6798, "page": 0, "Index": 283}, {"Word": "those", "Confidence": 0.998, "X1": 0.71409, "Y1": 0.6682, "X2": 0.75103, "Y2": 0.668, "X3": 0.74966, "Y3": 0.6798, "X4": 0.71272, "Y4": 0.6798, "page": 0, "Index": 284}, {"Word": "suggested", "Confidence": 0.626, "X1": 0.75376, "Y1": 0.6692, "X2": 0.82079, "Y2": 0.669, "X3": 0.81943, "Y3": 0.6808, "X4": 0.75239, "Y4": 0.6798, "page": 0, "Index": 285}, {"Word": "by", "Confidence": 0.998, "X1": 0.8249, "Y1": 0.6692, "X2": 0.84268, "Y2": 0.669, "X3": 0.84131, "Y3": 0.6808, "X4": 0.82353, "Y4": 0.6808, "page": 0, "Index": 286}, {"Word": "..", "Confidence": 0.65, "X1": 0.93297, "Y1": 0.6832, "X2": 0.93297, "Y2": 0.683, "X3": 0.92476, "Y3": 0.6828, "X4": 0.92476, "Y4": 0.6738, "page": 0, "Index": 287}, {"Word": "BAT", "Confidence": 0.998, "X1": 0.47332, "Y1": 0.6792, "X2": 0.50479, "Y2": 0.679, "X3": 0.50479, "Y3": 0.6918, "X4": 0.47332, "Y4": 0.6918, "page": 0, "Index": 288}, {"Word": "Leaf", "Confidence": 0.787, "X1": 0.50752, "Y1": 0.6792, "X2": 0.53899, "Y2": 0.679, "X3": 0.53899, "Y3": 0.6918, "X4": 0.50752, "Y4": 0.6918, "page": 0, "Index": 289}, {"Word": "Department", "Confidence": 0.433, "X1": 0.54172, "Y1": 0.6802, "X2": 0.62107, "Y2": 0.68, "X3": 0.62107, "Y3": 0.6918, "X4": 0.54172, "Y4": 0.6918, "page": 0, "Index": 290}, {"Word": "or", "Confidence": 0.966, "X1": 0.62517, "Y1": 0.6802, "X2": 0.64159, "Y2": 0.68, "X3": 0.64022, "Y3": 0.6918, "X4": 0.6238, "Y4": 0.6918, "page": 0, "Index": 291}, {"Word": "outside", "Confidence": 0.605, "X1": 0.64432, "Y1": 0.6812, "X2": 0.6922, "Y2": 0.681, "X3": 0.6922, "Y3": 0.6918, "X4": 0.64432, "Y4": 0.6918, "page": 0, "Index": 292}, {"Word": "Flavour", "Confidence": 0.661, "X1": 0.69631, "Y1": 0.6812, "X2": 0.74966, "Y2": 0.681, "X3": 0.74966, "Y3": 0.6928, "X4": 0.69494, "Y4": 0.6928, "page": 0, "Index": 293}, {"Word": "Houses.", "Confidence": 0.612, "X1": 0.75376, "Y1": 0.6812, "X2": 0.81259, "Y2": 0.681, "X3": 0.81122, "Y3": 0.6928, "X4": 0.75239, "Y4": 0.6928, "page": 0, "Index": 294}, {"Word": "Guatemalan", "Confidence": 0.797, "X1": 0.47332, "Y1": 0.7052, "X2": 0.5513, "Y2": 0.705, "X3": 0.5513, "Y3": 0.7168, "X4": 0.47332, "Y4": 0.7168, "page": 0, "Index": 295}, {"Word": "leaf", "Confidence": 0.649, "X1": 0.55404, "Y1": 0.7052, "X2": 0.5814, "Y2": 0.705, "X3": 0.5814, "Y3": 0.7168, "X4": 0.55404, "Y4": 0.7168, "page": 0, "Index": 296}, {"Word": "is", "Confidence": 0.895, "X1": 0.5855, "Y1": 0.7052, "X2": 0.59781, "Y2": 0.705, "X3": 0.59781, "Y3": 0.7168, "X4": 0.5855, "Y4": 0.7168, "page": 0, "Index": 297}, {"Word": "cheaper", "Confidence": 0.623, "X1": 0.60192, "Y1": 0.7052, "X2": 0.65527, "Y2": 0.705, "X3": 0.65527, "Y3": 0.7168, "X4": 0.60192, "Y4": 0.7168, "page": 0, "Index": 298}, {"Word": "than", "Confidence": 0.791, "X1": 0.65937, "Y1": 0.7052, "X2": 0.6881, "Y2": 0.705, "X3": 0.6881, "Y3": 0.7168, "X4": 0.65937, "Y4": 0.7168, "page": 0, "Index": 299}, {"Word": "Honduran", "Confidence": 0.662, "X1": 0.69083, "Y1": 0.7052, "X2": 0.7565, "Y2": 0.705, "X3": 0.7565, "Y3": 0.7178, "X4": 0.69083, "Y4": 0.7168, "page": 0, "Index": 300}, {"Word": "and", "Confidence": 0.998, "X1": 0.75923, "Y1": 0.7052, "X2": 0.78112, "Y2": 0.705, "X3": 0.78112, "Y3": 0.7178, "X4": 0.75923, "Y4": 0.7178, "page": 0, "Index": 301}, {"Word": "considered", "Confidence": 0.905, "X1": 0.78523, "Y1": 0.7062, "X2": 0.86047, "Y2": 0.706, "X3": 0.86047, "Y3": 0.7178, "X4": 0.78523, "Y4": 0.7178, "page": 0, "Index": 302}, {"Word": "to", "Confidence": 0.998, "X1": 0.47606, "Y1": 0.7182, "X2": 0.487, "Y2": 0.718, "X3": 0.48837, "Y3": 0.7288, "X4": 0.47606, "Y4": 0.7288, "page": 0, "Index": 303}, {"Word": "be", "Confidence": 0.938, "X1": 0.48974, "Y1": 0.7182, "X2": 0.50752, "Y2": 0.718, "X3": 0.50752, "Y3": 0.7288, "X4": 0.49111, "Y4": 0.7288, "page": 0, "Index": 304}, {"Word": "as", "Confidence": 0.993, "X1": 0.51026, "Y1": 0.7182, "X2": 0.52804, "Y2": 0.718, "X3": 0.52804, "Y3": 0.7288, "X4": 0.51163, "Y4": 0.7288, "page": 0, "Index": 305}, {"Word": "\"good\"", "Confidence": 0.885, "X1": 0.53078, "Y1": 0.7182, "X2": 0.57729, "Y2": 0.718, "X3": 0.57729, "Y3": 0.7298, "X4": 0.53215, "Y4": 0.7288, "page": 0, "Index": 306}, {"Word": "in", "Confidence": 0.998, "X1": 0.58003, "Y1": 0.7182, "X2": 0.59371, "Y2": 0.718, "X3": 0.59371, "Y3": 0.7298, "X4": 0.58003, "Y4": 0.7298, "page": 0, "Index": 307}, {"Word": "amokleg", "Confidence": 0.507, "X1": 0.59644, "Y1": 0.7182, "X2": 0.65253, "Y2": 0.718, "X3": 0.65253, "Y3": 0.7298, "X4": 0.59781, "Y4": 0.7298, "page": 0, "Index": 308}, {"Word": "quality.", "Confidence": 0.658, "X1": 0.65527, "Y1": 0.7182, "X2": 0.71135, "Y2": 0.718, "X3": 0.71135, "Y3": 0.7298, "X4": 0.65527, "Y4": 0.7298, "page": 0, "Index": 309}, {"Word": "TACASA", "Confidence": 0.995, "X1": 0.72093, "Y1": 0.7182, "X2": 0.77702, "Y2": 0.718, "X3": 0.77702, "Y3": 0.7308, "X4": 0.72093, "Y4": 0.7298, "page": 0, "Index": 310}, {"Word": "could", "Confidence": 0.849, "X1": 0.77975, "Y1": 0.7192, "X2": 0.81806, "Y2": 0.719, "X3": 0.81669, "Y3": 0.7308, "X4": 0.77975, "Y4": 0.7308, "page": 0, "Index": 311}, {"Word": "there-", "Confidence": 0.69, "X1": 0.82079, "Y1": 0.7192, "X2": 0.86731, "Y2": 0.719, "X3": 0.86594, "Y3": 0.7308, "X4": 0.81943, "Y4": 0.7308, "page": 0, "Index": 312}, {"Word": "foro", "Confidence": 0.677, "X1": 0.47332, "Y1": 0.7302, "X2": 0.50205, "Y2": 0.73, "X3": 0.50205, "Y3": 0.7408, "X4": 0.47332, "Y4": 0.7408, "page": 0, "Index": 313}, {"Word": "have", "Confidence": 0.79, "X1": 0.50479, "Y1": 0.7302, "X2": 0.53625, "Y2": 0.73, "X3": 0.53625, "Y3": 0.7418, "X4": 0.50479, "Y4": 0.7408, "page": 0, "Index": 314}, {"Word": "the", "Confidence": 0.998, "X1": 0.54036, "Y1": 0.7302, "X2": 0.56224, "Y2": 0.73, "X3": 0.56224, "Y3": 0.7418, "X4": 0.53899, "Y4": 0.7418, "page": 0, "Index": 315}, {"Word": "edge", "Confidence": 0.837, "X1": 0.56498, "Y1": 0.7312, "X2": 0.59644, "Y2": 0.731, "X3": 0.59508, "Y3": 0.7418, "X4": 0.56498, "Y4": 0.7418, "page": 0, "Index": 316}, {"Word": "in", "Confidence": 0.998, "X1": 0.59918, "Y1": 0.7312, "X2": 0.61423, "Y2": 0.731, "X3": 0.61423, "Y3": 0.7428, "X4": 0.59918, "Y4": 0.7418, "page": 0, "Index": 317}, {"Word": "a", "Confidence": 0.802, "X1": 0.61696, "Y1": 0.7312, "X2": 0.62517, "Y2": 0.731, "X3": 0.62517, "Y3": 0.7428, "X4": 0.61696, "Y4": 0.7428, "page": 0, "Index": 318}, {"Word": "protracted", "Confidence": 0.61, "X1": 0.62927, "Y1": 0.7312, "X2": 0.70041, "Y2": 0.731, "X3": 0.70041, "Y3": 0.7428, "X4": 0.62791, "Y4": 0.7428, "page": 0, "Index": 319}, {"Word": "price-war", "Confidence": 0.682, "X1": 0.70451, "Y1": 0.7322, "X2": 0.77428, "Y2": 0.732, "X3": 0.77291, "Y3": 0.7438, "X4": 0.70315, "Y4": 0.7428, "page": 0, "Index": 320}, {"Word": "(assuming", "Confidence": 0.659, "X1": 0.77702, "Y1": 0.7322, "X2": 0.84542, "Y2": 0.732, "X3": 0.84542, "Y3": 0.7438, "X4": 0.77702, "Y4": 0.7438, "page": 0, "Index": 321}, {"Word": "an", "Confidence": 0.935, "X1": 0.84952, "Y1": 0.7322, "X2": 0.86731, "Y2": 0.732, "X3": 0.86594, "Y3": 0.7438, "X4": 0.84815, "Y4": 0.7438, "page": 0, "Index": 322}, {"Word": "opon", "Confidence": 0.551, "X1": 0.47743, "Y1": 0.7432, "X2": 0.50479, "Y2": 0.743, "X3": 0.50479, "Y3": 0.7538, "X4": 0.47743, "Y4": 0.7538, "page": 0, "Index": 323}, {"Word": "border).", "Confidence": 0.985, "X1": 0.50752, "Y1": 0.7432, "X2": 0.56635, "Y2": 0.743, "X3": 0.56635, "Y3": 0.7548, "X4": 0.50752, "Y4": 0.7538, "page": 0, "Index": 324}, {"Word": "These", "Confidence": 0.955, "X1": 0.43776, "Y1": 0.7672, "X2": 0.47606, "Y2": 0.767, "X3": 0.47606, "Y3": 0.7788, "X4": 0.43776, "Y4": 0.7788, "page": 0, "Index": 325}, {"Word": "points", "Confidence": 0.801, "X1": 0.4788, "Y1": 0.7672, "X2": 0.51984, "Y2": 0.767, "X3": 0.51984, "Y3": 0.7788, "X4": 0.4788, "Y4": 0.7788, "page": 0, "Index": 326}, {"Word": "are", "Confidence": 0.639, "X1": 0.52257, "Y1": 0.7672, "X2": 0.54856, "Y2": 0.767, "X3": 0.54856, "Y3": 0.7788, "X4": 0.52257, "Y4": 0.7788, "page": 0, "Index": 327}, {"Word": "of", "Confidence": 0.875, "X1": 0.5513, "Y1": 0.7672, "X2": 0.56498, "Y2": 0.767, "X3": 0.56498, "Y3": 0.7788, "X4": 0.5513, "Y4": 0.7788, "page": 0, "Index": 328}, {"Word": "course", "Confidence": 0.882, "X1": 0.56772, "Y1": 0.7672, "X2": 0.61423, "Y2": 0.767, "X3": 0.61423, "Y3": 0.7798, "X4": 0.56772, "Y4": 0.7788, "page": 0, "Index": 329}, {"Word": "quite", "Confidence": 0.847, "X1": 0.61696, "Y1": 0.7672, "X2": 0.65116, "Y2": 0.767, "X3": 0.65116, "Y3": 0.7798, "X4": 0.61696, "Y4": 0.7798, "page": 0, "Index": 330}, {"Word": "clear", "Confidence": 0.656, "X1": 0.6539, "Y1": 0.7682, "X2": 0.6922, "Y2": 0.768, "X3": 0.69083, "Y3": 0.7798, "X4": 0.6539, "Y4": 0.7798, "page": 0, "Index": 331}, {"Word": "to", "Confidence": 0.901, "X1": 0.69494, "Y1": 0.7682, "X2": 0.70999, "Y2": 0.768, "X3": 0.70999, "Y3": 0.7798, "X4": 0.69494, "Y4": 0.7798, "page": 0, "Index": 332}, {"Word": "TAIISA's", "Confidence": 0.766, "X1": 0.71409, "Y1": 0.7682, "X2": 0.77428, "Y2": 0.768, "X3": 0.77428, "Y3": 0.7798, "X4": 0.71272, "Y4": 0.7798, "page": 0, "Index": 333}, {"Word": "management.", "Confidence": 0.648, "X1": 0.77839, "Y1": 0.7692, "X2": 0.87004, "Y2": 0.769, "X3": 0.86867, "Y3": 0.7808, "X4": 0.77702, "Y4": 0.7798, "page": 0, "Index": 334}, {"Word": "There", "Confidence": 0.993, "X1": 0.43639, "Y1": 0.7792, "X2": 0.47606, "Y2": 0.779, "X3": 0.47606, "Y3": 0.7918, "X4": 0.43502, "Y4": 0.7918, "page": 0, "Index": 335}, {"Word": "is", "Confidence": 0.997, "X1": 0.4788, "Y1": 0.7802, "X2": 0.49384, "Y2": 0.78, "X3": 0.49248, "Y3": 0.7908, "X4": 0.4788, "Y4": 0.7918, "page": 0, "Index": 336}, {"Word": "not", "Confidence": 0.956, "X1": 0.49658, "Y1": 0.7802, "X2": 0.51847, "Y2": 0.78, "X3": 0.51847, "Y3": 0.7908, "X4": 0.49521, "Y4": 0.7908, "page": 0, "Index": 337}, {"Word": "the", "Confidence": 0.991, "X1": 0.5212, "Y1": 0.7802, "X2": 0.54446, "Y2": 0.78, "X3": 0.54309, "Y3": 0.7908, "X4": 0.5212, "Y4": 0.7908, "page": 0, "Index": 338}, {"Word": "same", "Confidence": 0.943, "X1": 0.5472, "Y1": 0.7802, "X2": 0.58276, "Y2": 0.78, "X3": 0.5814, "Y3": 0.7918, "X4": 0.54583, "Y4": 0.7908, "page": 0, "Index": 339}, {"Word": "degree", "Confidence": 0.897, "X1": 0.5855, "Y1": 0.7802, "X2": 0.63201, "Y2": 0.78, "X3": 0.63064, "Y3": 0.7918, "X4": 0.58413, "Y4": 0.7918, "page": 0, "Index": 340}, {"Word": "of", "Confidence": 0.668, "X1": 0.63475, "Y1": 0.7802, "X2": 0.64979, "Y2": 0.78, "X3": 0.64843, "Y3": 0.7918, "X4": 0.63475, "Y4": 0.7918, "page": 0, "Index": 341}, {"Word": "travel", "Confidence": 0.609, "X1": 0.65253, "Y1": 0.7812, "X2": 0.69494, "Y2": 0.781, "X3": 0.69357, "Y3": 0.7918, "X4": 0.65253, "Y4": 0.7918, "page": 0, "Index": 342}, {"Word": "throughout", "Confidence": 0.719, "X1": 0.69767, "Y1": 0.7812, "X2": 0.77018, "Y2": 0.781, "X3": 0.76881, "Y3": 0.7918, "X4": 0.69631, "Y4": 0.7918, "page": 0, "Index": 343}, {"Word": "the", "Confidence": 0.957, "X1": 0.77291, "Y1": 0.7812, "X2": 0.79343, "Y2": 0.781, "X3": 0.79343, "Y3": 0.7928, "X4": 0.77155, "Y4": 0.7918, "page": 0, "Index": 344}, {"Word": "CACM", "Confidence": 0.946, "X1": 0.79754, "Y1": 0.7812, "X2": 0.83721, "Y2": 0.781, "X3": 0.83584, "Y3": 0.7928, "X4": 0.79617, "Y4": 0.7928, "page": 0, "Index": 345}, {"Word": "as", "Confidence": 0.998, "X1": 0.84542, "Y1": 0.7812, "X2": 0.8632, "Y2": 0.781, "X3": 0.86183, "Y3": 0.7928, "X4": 0.84405, "Y4": 0.7928, "page": 0, "Index": 346}, {"Word": "there", "Confidence": 0.955, "X1": 0.43639, "Y1": 0.7922, "X2": 0.47059, "Y2": 0.792, "X3": 0.47059, "Y3": 0.8038, "X4": 0.43639, "Y4": 0.8038, "page": 0, "Index": 347}, {"Word": "is", "Confidence": 0.997, "X1": 0.47469, "Y1": 0.7922, "X2": 0.48837, "Y2": 0.792, "X3": 0.48837, "Y3": 0.8038, "X4": 0.47469, "Y4": 0.8038, "page": 0, "Index": 348}, {"Word": "perhaps", "Confidence": 0.661, "X1": 0.49111, "Y1": 0.7922, "X2": 0.54583, "Y2": 0.792, "X3": 0.54583, "Y3": 0.8038, "X4": 0.49111, "Y4": 0.8038, "page": 0, "Index": 349}, {"Word": "in", "Confidence": 0.996, "X1": 0.54856, "Y1": 0.7922, "X2": 0.56224, "Y2": 0.792, "X3": 0.56224, "Y3": 0.8038, "X4": 0.54856, "Y4": 0.8038, "page": 0, "Index": 350}, {"Word": "the", "Confidence": 0.982, "X1": 0.56498, "Y1": 0.7922, "X2": 0.58687, "Y2": 0.792, "X3": 0.58687, "Y3": 0.8038, "X4": 0.56498, "Y4": 0.8038, "page": 0, "Index": 351}, {"Word": "EEC,", "Confidence": 0.925, "X1": 0.5896, "Y1": 0.7922, "X2": 0.63064, "Y2": 0.792, "X3": 0.62927, "Y3": 0.8038, "X4": 0.5896, "Y4": 0.8038, "page": 0, "Index": 352}, {"Word": "and", "Confidence": 0.656, "X1": 0.63338, "Y1": 0.7932, "X2": 0.65663, "Y2": 0.793, "X3": 0.65527, "Y3": 0.8048, "X4": 0.63338, "Y4": 0.8038, "page": 0, "Index": 353}, {"Word": "while", "Confidence": 0.991, "X1": 0.65937, "Y1": 0.7932, "X2": 0.69631, "Y2": 0.793, "X3": 0.69631, "Y3": 0.8048, "X4": 0.65937, "Y4": 0.8048, "page": 0, "Index": 354}, {"Word": "supporting", "Confidence": 0.849, "X1": 0.69904, "Y1": 0.7932, "X2": 0.77155, "Y2": 0.793, "X3": 0.77155, "Y3": 0.8048, "X4": 0.69904, "Y4": 0.8048, "page": 0, "Index": 355}, {"Word": "the", "Confidence": 0.82, "X1": 0.77565, "Y1": 0.7932, "X2": 0.79617, "Y2": 0.793, "X3": 0.79617, "Y3": 0.8048, "X4": 0.77428, "Y4": 0.8048, "page": 0, "Index": 356}, {"Word": "principle", "Confidence": 0.756, "X1": 0.80027, "Y1": 0.7942, "X2": 0.8632, "Y2": 0.794, "X3": 0.8632, "Y3": 0.8058, "X4": 0.79891, "Y4": 0.8048, "page": 0, "Index": 357}, {"Word": "of", "Confidence": 0.895, "X1": 0.43639, "Y1": 0.8042, "X2": 0.4487, "Y2": 0.804, "X3": 0.4487, "Y3": 0.8158, "X4": 0.43639, "Y4": 0.8158, "page": 0, "Index": 358}, {"Word": "regional", "Confidence": 0.627, "X1": 0.4528, "Y1": 0.8042, "X2": 0.50752, "Y2": 0.804, "X3": 0.50752, "Y3": 0.8158, "X4": 0.45144, "Y4": 0.8158, "page": 0, "Index": 359}, {"Word": "brands,", "Confidence": 0.612, "X1": 0.51163, "Y1": 0.8042, "X2": 0.56635, "Y2": 0.804, "X3": 0.56635, "Y3": 0.8168, "X4": 0.51026, "Y4": 0.8158, "page": 0, "Index": 360}, {"Word": "TAHSA", "Confidence": 0.606, "X1": 0.57045, "Y1": 0.8052, "X2": 0.61696, "Y2": 0.805, "X3": 0.6156, "Y3": 0.8168, "X4": 0.56908, "Y4": 0.8168, "page": 0, "Index": 361}, {"Word": "asterully", "Confidence": 0.426, "X1": 0.6197, "Y1": 0.8052, "X2": 0.68263, "Y2": 0.805, "X3": 0.68126, "Y3": 0.8168, "X4": 0.6197, "Y4": 0.8168, "page": 0, "Index": 362}, {"Word": "profer", "Confidence": 0.85, "X1": 0.68536, "Y1": 0.8052, "X2": 0.72914, "Y2": 0.805, "X3": 0.72914, "Y3": 0.8168, "X4": 0.68536, "Y4": 0.8168, "page": 0, "Index": 363}, {"Word": "those", "Confidence": 0.618, "X1": 0.73187, "Y1": 0.8052, "X2": 0.76881, "Y2": 0.805, "X3": 0.76744, "Y3": 0.8168, "X4": 0.73187, "Y4": 0.8168, "page": 0, "Index": 364}, {"Word": "capable", "Confidence": 0.604, "X1": 0.77155, "Y1": 0.8062, "X2": 0.8249, "Y2": 0.806, "X3": 0.8249, "Y3": 0.8168, "X4": 0.77155, "Y4": 0.8168, "page": 0, "Index": 365}, {"Word": "of", "Confidence": 0.9, "X1": 0.82763, "Y1": 0.8062, "X2": 0.84542, "Y2": 0.806, "X3": 0.84542, "Y3": 0.8168, "X4": 0.82763, "Y4": 0.8168, "page": 0, "Index": 366}, {"Word": "Success", "Confidence": 0.602, "X1": 0.43639, "Y1": 0.8172, "X2": 0.48837, "Y2": 0.817, "X3": 0.48837, "Y3": 0.8278, "X4": 0.43639, "Y4": 0.8268, "page": 0, "Index": 367}, {"Word": "in", "Confidence": 0.789, "X1": 0.49248, "Y1": 0.8162, "X2": 0.50479, "Y2": 0.816, "X3": 0.50479, "Y3": 0.8278, "X4": 0.49111, "Y4": 0.8278, "page": 0, "Index": 368}, {"Word": "Ilonduras.", "Confidence": 0.733, "X1": 0.50752, "Y1": 0.8162, "X2": 0.58276, "Y2": 0.816, "X3": 0.58413, "Y3": 0.8298, "X4": 0.50752, "Y4": 0.8278, "page": 0, "Index": 369}, {"Word": "The", "Confidence": 0.993, "X1": 0.43776, "Y1": 0.8412, "X2": 0.46238, "Y2": 0.841, "X3": 0.46238, "Y3": 0.8528, "X4": 0.43776, "Y4": 0.8528, "page": 0, "Index": 370}, {"Word": "benefits", "Confidence": 0.176, "X1": 0.46512, "Y1": 0.8402, "X2": 0.51847, "Y2": 0.84, "X3": 0.51847, "Y3": 0.8528, "X4": 0.46512, "Y4": 0.8528, "page": 0, "Index": 371}, {"Word": "of", "Confidence": 0.942, "X1": 0.52257, "Y1": 0.8402, "X2": 0.53625, "Y2": 0.84, "X3": 0.53625, "Y3": 0.8528, "X4": 0.52257, "Y4": 0.8528, "page": 0, "Index": 372}, {"Word": "participating", "Confidence": 0.638, "X1": 0.53899, "Y1": 0.8402, "X2": 0.62517, "Y2": 0.84, "X3": 0.62517, "Y3": 0.8528, "X4": 0.53899, "Y4": 0.8528, "page": 0, "Index": 373}, {"Word": "in", "Confidence": 0.353, "X1": 0.62927, "Y1": 0.8412, "X2": 0.64432, "Y2": 0.841, "X3": 0.64432, "Y3": 0.8528, "X4": 0.62791, "Y4": 0.8528, "page": 0, "Index": 374}, {"Word": "TOitQUAY", "Confidence": 0.667, "X1": 0.64979, "Y1": 0.8412, "X2": 0.71683, "Y2": 0.841, "X3": 0.71683, "Y3": 0.8538, "X4": 0.64979, "Y4": 0.8528, "page": 0, "Index": 375}, {"Word": "therefore", "Confidence": 0.618, "X1": 0.72093, "Y1": 0.8412, "X2": 0.78523, "Y2": 0.841, "X3": 0.78386, "Y3": 0.8538, "X4": 0.71956, "Y4": 0.8538, "page": 0, "Index": 376}, {"Word": "lic", "Confidence": 0.618, "X1": 0.78796, "Y1": 0.8412, "X2": 0.80711, "Y2": 0.841, "X3": 0.80711, "Y3": 0.8538, "X4": 0.78796, "Y4": 0.8538, "page": 0, "Index": 377}, {"Word": "purely", "Confidence": 0.991, "X1": 0.81122, "Y1": 0.8412, "X2": 0.85499, "Y2": 0.841, "X3": 0.85363, "Y3": 0.8538, "X4": 0.80985, "Y4": 0.8538, "page": 0, "Index": 378}, {"Word": "in", "Confidence": 0.697, "X1": 0.85773, "Y1": 0.8412, "X2": 0.87551, "Y2": 0.841, "X3": 0.87415, "Y3": 0.8538, "X4": 0.85773, "Y4": 0.8538, "page": 0, "Index": 379}, {"Word": "the", "Confidence": 0.998, "X1": 0.43639, "Y1": 0.8532, "X2": 0.45691, "Y2": 0.853, "X3": 0.45828, "Y3": 0.8638, "X4": 0.43776, "Y4": 0.8638, "page": 0, "Index": 380}, {"Word": "success", "Confidence": 0.744, "X1": 0.46101, "Y1": 0.8532, "X2": 0.513, "Y2": 0.853, "X3": 0.513, "Y3": 0.8638, "X4": 0.46101, "Y4": 0.8638, "page": 0, "Index": 381}, {"Word": "or", "Confidence": 0.945, "X1": 0.51573, "Y1": 0.8532, "X2": 0.53352, "Y2": 0.853, "X3": 0.53488, "Y3": 0.8638, "X4": 0.5171, "Y4": 0.8638, "page": 0, "Index": 382}, {"Word": "failure", "Confidence": 0.587, "X1": 0.53762, "Y1": 0.8532, "X2": 0.58276, "Y2": 0.853, "X3": 0.58276, "Y3": 0.8648, "X4": 0.53762, "Y4": 0.8648, "page": 0, "Index": 383}, {"Word": "of", "Confidence": 0.97, "X1": 0.58687, "Y1": 0.8532, "X2": 0.60055, "Y2": 0.853, "X3": 0.60055, "Y3": 0.8648, "X4": 0.58687, "Y4": 0.8648, "page": 0, "Index": 384}, {"Word": "the", "Confidence": 0.768, "X1": 0.60328, "Y1": 0.8532, "X2": 0.62517, "Y2": 0.853, "X3": 0.62517, "Y3": 0.8648, "X4": 0.60328, "Y4": 0.8648, "page": 0, "Index": 385}, {"Word": "project", "Confidence": 0.128, "X1": 0.62791, "Y1": 0.8532, "X2": 0.67715, "Y2": 0.853, "X3": 0.67715, "Y3": 0.8648, "X4": 0.62791, "Y4": 0.8648, "page": 0, "Index": 386}, {"Word": "in", "Confidence": 0.934, "X1": 0.68126, "Y1": 0.8542, "X2": 0.69494, "Y2": 0.854, "X3": 0.69494, "Y3": 0.8648, "X4": 0.67989, "Y4": 0.8648, "page": 0, "Index": 387}, {"Word": "producing;", "Confidence": 0.279, "X1": 0.69904, "Y1": 0.8542, "X2": 0.76471, "Y2": 0.854, "X3": 0.76471, "Y3": 0.8648, "X4": 0.69767, "Y4": 0.8648, "page": 0, "Index": 388}, {"Word": "a", "Confidence": 0.681, "X1": 0.76744, "Y1": 0.8542, "X2": 0.77702, "Y2": 0.854, "X3": 0.77702, "Y3": 0.8648, "X4": 0.76744, "Y4": 0.8648, "page": 0, "Index": 389}, {"Word": "product", "Confidence": 0.538, "X1": 0.78112, "Y1": 0.8542, "X2": 0.83311, "Y2": 0.854, "X3": 0.83174, "Y3": 0.8658, "X4": 0.77975, "Y4": 0.8658, "page": 0, "Index": 390}, {"Word": "which", "Confidence": 0.655, "X1": 0.83584, "Y1": 0.8542, "X2": 0.87551, "Y2": 0.854, "X3": 0.87415, "Y3": 0.8658, "X4": 0.83584, "Y4": 0.8658, "page": 0, "Index": 391}, {"Word": "will", "Confidence": 0.983, "X1": 0.43639, "Y1": 0.8642, "X2": 0.46238, "Y2": 0.864, "X3": 0.46238, "Y3": 0.8768, "X4": 0.43639, "Y4": 0.8768, "page": 0, "Index": 392}, {"Word": "sell", "Confidence": 0.841, "X1": 0.46648, "Y1": 0.8642, "X2": 0.49111, "Y2": 0.864, "X3": 0.48974, "Y3": 0.8768, "X4": 0.46512, "Y4": 0.8768, "page": 0, "Index": 393}, {"Word": "in", "Confidence": 0.454, "X1": 0.49521, "Y1": 0.8642, "X2": 0.50889, "Y2": 0.864, "X3": 0.50889, "Y3": 0.8768, "X4": 0.49384, "Y4": 0.8768, "page": 0, "Index": 394}, {"Word": "Honduras.", "Confidence": 0.584, "X1": 0.513, "Y1": 0.8652, "X2": 0.58687, "Y2": 0.865, "X3": 0.5855, "Y3": 0.8768, "X4": 0.51163, "Y4": 0.8768, "page": 0, "Index": 395}, {"Word": "This", "Confidence": 0.901, "X1": 0.59371, "Y1": 0.8652, "X2": 0.62244, "Y2": 0.865, "X3": 0.62244, "Y3": 0.8768, "X4": 0.59234, "Y4": 0.8768, "page": 0, "Index": 396}, {"Word": "is", "Confidence": 0.998, "X1": 0.62654, "Y1": 0.8652, "X2": 0.64022, "Y2": 0.865, "X3": 0.63885, "Y3": 0.8768, "X4": 0.62517, "Y4": 0.8768, "page": 0, "Index": 397}, {"Word": "helptid", "Confidence": 0.276, "X1": 0.64295, "Y1": 0.8652, "X2": 0.68947, "Y2": 0.865, "X3": 0.68947, "Y3": 0.8778, "X4": 0.64295, "Y4": 0.8768, "page": 0, "Index": 398}, {"Word": "lu", "Confidence": 0.611, "X1": 0.69357, "Y1": 0.8652, "X2": 0.70862, "Y2": 0.865, "X3": 0.70725, "Y3": 0.8778, "X4": 0.6922, "Y4": 0.8778, "page": 0, "Index": 399}, {"Word": "placing", "Confidence": 0.239, "X1": 0.71135, "Y1": 0.8652, "X2": 0.77018, "Y2": 0.865, "X3": 0.76881, "Y3": 0.8778, "X4": 0.70999, "Y4": 0.8778, "page": 0, "Index": 400}, {"Word": "TORQUAY", "Confidence": 0.977, "X1": 0.77291, "Y1": 0.8662, "X2": 0.84268, "Y2": 0.866, "X3": 0.84131, "Y3": 0.8778, "X4": 0.77155, "Y4": 0.8778, "page": 0, "Index": 401}, {"Word": "because", "Confidence": 0.661, "X1": 0.84542, "Y1": 0.8662, "X2": 0.9015, "Y2": 0.866, "X3": 0.90014, "Y3": 0.8788, "X4": 0.84405, "Y4": 0.8778, "page": 0, "Index": 402}, {"Word": "somDe", "Confidence": 0.358, "X1": 0.43776, "Y1": 0.8772, "X2": 0.47196, "Y2": 0.877, "X3": 0.47059, "Y3": 0.8898, "X4": 0.43776, "Y4": 0.8898, "page": 0, "Index": 403}, {"Word": "constraints", "Confidence": 0.602, "X1": 0.47606, "Y1": 0.8772, "X2": 0.5513, "Y2": 0.877, "X3": 0.5513, "Y3": 0.8898, "X4": 0.47469, "Y4": 0.8898, "page": 0, "Index": 404}, {"Word": "become", "Confidence": 0.933, "X1": 0.5554, "Y1": 0.8772, "X2": 0.60602, "Y2": 0.877, "X3": 0.60602, "Y3": 0.8898, "X4": 0.55404, "Y4": 0.8898, "page": 0, "Index": 405}, {"Word": "apparent,", "Confidence": 0.57, "X1": 0.61012, "Y1": 0.8782, "X2": 0.67579, "Y2": 0.878, "X3": 0.67442, "Y3": 0.8908, "X4": 0.60876, "Y4": 0.8898, "page": 0, "Index": 406}, {"Word": "e.g.", "Confidence": 0.619, "X1": 0.67852, "Y1": 0.8792, "X2": 0.70999, "Y2": 0.879, "X3": 0.70862, "Y3": 0.8908, "X4": 0.67852, "Y4": 0.8908, "page": 0, "Index": 407}, {"Word": "105395914", "Confidence": 0.993, "X1": 0.96306, "Y1": 0.9982, "X2": 0.96306, "Y2": 0.998, "X3": 0.9357, "Y3": 0.9978, "X4": 0.93023, "Y4": 0.8858, "page": 0, "Index": 408}]}
|
"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"
|
fflm0220
| 0 |
{"lines_data": [{"Word": "END OF FILE FORM", "Confidence": 0.968, "X1": 0.40261, "Y1": 0.1332, "X2": 0.60784, "Y2": 0.133, "X3": 0.60784, "Y3": 0.1528, "X4": 0.40261, "Y4": 0.1518, "page": 0}, {"Word": "15", "Confidence": 0.457, "X1": 0.26144, "Y1": 0.3272, "X2": 0.3451, "Y2": 0.327, "X3": 0.34902, "Y3": 0.3578, "X4": 0.26405, "Y4": 0.3668, "page": 0}, {"Word": "END OF FILE FOLDER", "Confidence": 0.9825, "X1": 0.37124, "Y1": 0.3462, "X2": 0.59739, "Y2": 0.346, "X3": 0.59739, "Y3": 0.3628, "X4": 0.37124, "Y4": 0.3628, "page": 0}, {"Word": "END OF HANGING FILE FOLDER", "Confidence": 0.9942, "X1": 0.36863, "Y1": 0.4202, "X2": 0.69935, "Y2": 0.42, "X3": 0.69935, "Y3": 0.4368, "X4": 0.36863, "Y4": 0.4378, "page": 0}, {"Word": "( )", "Confidence": 0.995, "X1": 0.26536, "Y1": 0.4222, "X2": 0.3281, "Y2": 0.422, "X3": 0.3281, "Y3": 0.4398, "X4": 0.26536, "Y4": 0.4388, "page": 0}, {"Word": "()", "Confidence": 0.623, "X1": 0.26405, "Y1": 0.4932, "X2": 0.3634, "Y2": 0.493, "X3": 0.36471, "Y3": 0.5118, "X4": 0.26405, "Y4": 0.5138, "page": 0}, {"Word": "END OF EXPANDABLE REDROPE FILE FOLDER", "Confidence": 0.99483, "X1": 0.36863, "Y1": 0.4942, "X2": 0.84837, "Y2": 0.494, "X3": 0.84837, "Y3": 0.5118, "X4": 0.36863, "Y4": 0.5118, "page": 0}, {"Word": "( )", "Confidence": 0.986, "X1": 0.26405, "Y1": 0.5692, "X2": 0.3634, "Y2": 0.569, "X3": 0.3634, "Y3": 0.5878, "X4": 0.26405, "Y4": 0.5898, "page": 0}, {"Word": "END OF RING BINDER", "Confidence": 0.99275, "X1": 0.36993, "Y1": 0.5692, "X2": 0.59608, "Y2": 0.569, "X3": 0.59608, "Y3": 0.5868, "X4": 0.36993, "Y4": 0.5868, "page": 0}, {"Word": "PM3006538705", "Confidence": 0.993, "X1": 0.77516, "Y1": 0.9112, "X2": 0.94118, "Y2": 0.911, "X3": 0.94118, "Y3": 0.9288, "X4": 0.77516, "Y4": 0.9288, "page": 0}, {"Word": "3006538705", "Confidence": 0.991, "X1": 0.83137, "Y1": 0.9362, "X2": 0.95686, "Y2": 0.936, "X3": 0.95686, "Y3": 0.9518, "X4": 0.83137, "Y4": 0.9528, "page": 0}, {"Word": "3006538705", "Confidence": 0.992, "X1": 0.03922, "Y1": 0.9842, "X2": 0.13725, "Y2": 0.984, "X3": 0.13725, "Y3": 0.9968, "X4": 0.03922, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "END", "Confidence": 0.997, "X1": 0.40392, "Y1": 0.1332, "X2": 0.44706, "Y2": 0.133, "X3": 0.44706, "Y3": 0.1518, "X4": 0.40392, "Y4": 0.1518, "page": 0, "Index": 0}, {"Word": "OF", "Confidence": 0.958, "X1": 0.45229, "Y1": 0.1332, "X2": 0.48105, "Y2": 0.133, "X3": 0.48105, "Y3": 0.1508, "X4": 0.45229, "Y4": 0.1518, "page": 0, "Index": 1}, {"Word": "FILE", "Confidence": 0.933, "X1": 0.48627, "Y1": 0.1332, "X2": 0.53072, "Y2": 0.133, "X3": 0.53072, "Y3": 0.1518, "X4": 0.48627, "Y4": 0.1508, "page": 0, "Index": 2}, {"Word": "FORM", "Confidence": 0.984, "X1": 0.53595, "Y1": 0.1332, "X2": 0.59608, "Y2": 0.133, "X3": 0.59608, "Y3": 0.1528, "X4": 0.53595, "Y4": 0.1518, "page": 0, "Index": 3}, {"Word": "15", "Confidence": 0.457, "X1": 0.26144, "Y1": 0.3282, "X2": 0.33072, "Y2": 0.328, "X3": 0.33856, "Y3": 0.3588, "X4": 0.26536, "Y4": 0.3678, "page": 0, "Index": 4}, {"Word": "END", "Confidence": 0.941, "X1": 0.37255, "Y1": 0.3472, "X2": 0.41307, "Y2": 0.347, "X3": 0.41176, "Y3": 0.3628, "X4": 0.37124, "Y4": 0.3638, "page": 0, "Index": 5}, {"Word": "OF", "Confidence": 0.998, "X1": 0.41961, "Y1": 0.3472, "X2": 0.44706, "Y2": 0.347, "X3": 0.44575, "Y3": 0.3628, "X4": 0.41961, "Y4": 0.3628, "page": 0, "Index": 6}, {"Word": "FILE", "Confidence": 0.994, "X1": 0.45098, "Y1": 0.3472, "X2": 0.49935, "Y2": 0.347, "X3": 0.49935, "Y3": 0.3628, "X4": 0.45098, "Y4": 0.3628, "page": 0, "Index": 7}, {"Word": "FOLDER", "Confidence": 0.997, "X1": 0.50458, "Y1": 0.3472, "X2": 0.58824, "Y2": 0.347, "X3": 0.58954, "Y3": 0.3638, "X4": 0.50458, "Y4": 0.3628, "page": 0, "Index": 8}, {"Word": "END", "Confidence": 0.998, "X1": 0.36993, "Y1": 0.4212, "X2": 0.41176, "Y2": 0.421, "X3": 0.41307, "Y3": 0.4378, "X4": 0.37124, "Y4": 0.4378, "page": 0, "Index": 9}, {"Word": "OF", "Confidence": 0.998, "X1": 0.4183, "Y1": 0.4212, "X2": 0.44575, "Y2": 0.421, "X3": 0.44706, "Y3": 0.4378, "X4": 0.41961, "Y4": 0.4378, "page": 0, "Index": 10}, {"Word": "HANGING", "Confidence": 0.993, "X1": 0.45098, "Y1": 0.4202, "X2": 0.54902, "Y2": 0.42, "X3": 0.55033, "Y3": 0.4378, "X4": 0.45098, "Y4": 0.4378, "page": 0, "Index": 11}, {"Word": "FILE", "Confidence": 0.985, "X1": 0.55425, "Y1": 0.4202, "X2": 0.60261, "Y2": 0.42, "X3": 0.60392, "Y3": 0.4378, "X4": 0.55556, "Y4": 0.4378, "page": 0, "Index": 12}, {"Word": "FOLDER", "Confidence": 0.997, "X1": 0.60784, "Y1": 0.4202, "X2": 0.69281, "Y2": 0.42, "X3": 0.69281, "Y3": 0.4378, "X4": 0.60784, "Y4": 0.4378, "page": 0, "Index": 13}, {"Word": "(", "Confidence": 0.995, "X1": 0.26536, "Y1": 0.4212, "X2": 0.27843, "Y2": 0.421, "X3": 0.27843, "Y3": 0.4388, "X4": 0.26536, "Y4": 0.4388, "page": 0, "Index": 14}, {"Word": ")", "Confidence": 0.995, "X1": 0.31242, "Y1": 0.4222, "X2": 0.32549, "Y2": 0.422, "X3": 0.32549, "Y3": 0.4398, "X4": 0.31111, "Y4": 0.4398, "page": 0, "Index": 15}, {"Word": "()", "Confidence": 0.623, "X1": 0.26405, "Y1": 0.4942, "X2": 0.32941, "Y2": 0.494, "X3": 0.32941, "Y3": 0.5128, "X4": 0.26405, "Y4": 0.5148, "page": 0, "Index": 16}, {"Word": "END", "Confidence": 0.998, "X1": 0.37124, "Y1": 0.4942, "X2": 0.41307, "Y2": 0.494, "X3": 0.41307, "Y3": 0.5128, "X4": 0.37124, "Y4": 0.5128, "page": 0, "Index": 17}, {"Word": "OF", "Confidence": 0.998, "X1": 0.4183, "Y1": 0.4942, "X2": 0.44575, "Y2": 0.494, "X3": 0.44575, "Y3": 0.5128, "X4": 0.4183, "Y4": 0.5128, "page": 0, "Index": 18}, {"Word": "EXPANDABLE", "Confidence": 0.994, "X1": 0.45098, "Y1": 0.4942, "X2": 0.59085, "Y2": 0.494, "X3": 0.59085, "Y3": 0.5118, "X4": 0.45098, "Y4": 0.5128, "page": 0, "Index": 19}, {"Word": "REDROPE", "Confidence": 0.994, "X1": 0.59608, "Y1": 0.4942, "X2": 0.69673, "Y2": 0.494, "X3": 0.69673, "Y3": 0.5128, "X4": 0.59608, "Y4": 0.5118, "page": 0, "Index": 20}, {"Word": "FILE", "Confidence": 0.988, "X1": 0.70065, "Y1": 0.4952, "X2": 0.75033, "Y2": 0.495, "X3": 0.75033, "Y3": 0.5128, "X4": 0.70196, "Y4": 0.5128, "page": 0, "Index": 21}, {"Word": "FOLDER", "Confidence": 0.997, "X1": 0.75425, "Y1": 0.4952, "X2": 0.84052, "Y2": 0.495, "X3": 0.84052, "Y3": 0.5128, "X4": 0.75425, "Y4": 0.5128, "page": 0, "Index": 22}, {"Word": "END", "Confidence": 0.994, "X1": 0.36993, "Y1": 0.5702, "X2": 0.41307, "Y2": 0.57, "X3": 0.41307, "Y3": 0.5868, "X4": 0.36993, "Y4": 0.5868, "page": 0, "Index": 23}, {"Word": "OF", "Confidence": 0.998, "X1": 0.41961, "Y1": 0.5702, "X2": 0.44706, "Y2": 0.57, "X3": 0.44575, "Y3": 0.5868, "X4": 0.41961, "Y4": 0.5868, "page": 0, "Index": 24}, {"Word": "RING", "Confidence": 0.982, "X1": 0.45098, "Y1": 0.5702, "X2": 0.50458, "Y2": 0.57, "X3": 0.50458, "Y3": 0.5868, "X4": 0.45098, "Y4": 0.5868, "page": 0, "Index": 25}, {"Word": "BINDER", "Confidence": 0.997, "X1": 0.5098, "Y1": 0.5702, "X2": 0.58824, "Y2": 0.57, "X3": 0.58824, "Y3": 0.5878, "X4": 0.5098, "Y4": 0.5868, "page": 0, "Index": 26}, {"Word": "(", "Confidence": 0.981, "X1": 0.26405, "Y1": 0.5722, "X2": 0.27974, "Y2": 0.572, "X3": 0.27974, "Y3": 0.5888, "X4": 0.26405, "Y4": 0.5898, "page": 0, "Index": 27}, {"Word": ")", "Confidence": 0.991, "X1": 0.31111, "Y1": 0.5702, "X2": 0.32418, "Y2": 0.57, "X3": 0.32418, "Y3": 0.5888, "X4": 0.31111, "Y4": 0.5888, "page": 0, "Index": 28}, {"Word": "PM3006538705", "Confidence": 0.993, "X1": 0.77647, "Y1": 0.9122, "X2": 0.93725, "Y2": 0.912, "X3": 0.93856, "Y3": 0.9288, "X4": 0.77647, "Y4": 0.9288, "page": 0, "Index": 29}, {"Word": "3006538705", "Confidence": 0.991, "X1": 0.83268, "Y1": 0.9362, "X2": 0.95425, "Y2": 0.936, "X3": 0.95425, "Y3": 0.9518, "X4": 0.83268, "Y4": 0.9528, "page": 0, "Index": 30}, {"Word": "3006538705", "Confidence": 0.992, "X1": 0.03922, "Y1": 0.9852, "X2": 0.13464, "Y2": 0.985, "X3": 0.13333, "Y3": 0.9978, "X4": 0.04052, "Y4": 0.9978, "page": 0, "Index": 31}]}
|
"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"
|
fffk0043
| 0 |
{"lines_data": [{"Word": "ic", "Confidence": 0.598, "X1": 0.69804, "Y1": 0.0812, "X2": 0.73072, "Y2": 0.081, "X3": 0.73725, "Y3": 0.1088, "X4": 0.70327, "Y4": 0.1108, "page": 0}, {"Word": "**** 27. 1:7%", "Confidence": 0.33, "X1": 0.5098, "Y1": 0.2802, "X2": 0.61046, "Y2": 0.28, "X3": 0.61176, "Y3": 0.2918, "X4": 0.5098, "Y4": 0.2918, "page": 0}, {"Word": "De. Il. .. Reighnad", "Confidence": 0.66575, "X1": 0.31373, "Y1": 0.3132, "X2": 0.45229, "Y2": 0.313, "X3": 0.45229, "Y3": 0.3248, "X4": 0.31373, "Y4": 0.3258, "page": 0}, {"Word": "Fodscal Air Surgeon", "Confidence": 0.38733, "X1": 0.31242, "Y1": 0.3262, "X2": 0.46405, "Y2": 0.326, "X3": 0.46405, "Y3": 0.3368, "X4": 0.31242, "Y4": 0.3358, "page": 0}, {"Word": "Office of Avistim Drie!no", "Confidence": 0.41275, "X1": 0.31242, "Y1": 0.3362, "X2": 0.51895, "Y2": 0.336, "X3": 0.51895, "Y3": 0.3468, "X4": 0.31242, "Y4": 0.3458, "page": 0}, {"Word": "Federal Milation Administration", "Confidence": 0.136, "X1": 0.31111, "Y1": 0.3472, "X2": 0.55033, "Y2": 0.347, "X3": 0.55033, "Y3": 0.3588, "X4": 0.31111, "Y4": 0.3588, "page": 0}, {"Word": "Washington, D.C. 255\"1", "Confidence": 0.48467, "X1": 0.31111, "Y1": 0.3582, "X2": 0.48497, "Y2": 0.358, "X3": 0.48497, "Y3": 0.3698, "X4": 0.31111, "Y4": 0.3698, "page": 0}, {"Word": "Daar XE. Ruighard:", "Confidence": 0.45967, "X1": 0.31111, "Y1": 0.3782, "X2": 0.45098, "Y2": 0.378, "X3": 0.45098, "Y3": 0.3938, "X4": 0.31111, "Y4": 0.3938, "page": 0}, {"Word": "I am waiting in rosaed to 75los Bankisy Patician, FAR Dosket turbor 15514,", "Confidence": 0.45777, "X1": 0.3098, "Y1": 0.4032, "X2": 0.8719, "Y2": 0.403, "X3": 0.8719, "Y3": 0.4168, "X4": 0.3098, "Y4": 0.4148, "page": 0}, {"Word": "which I have road and fallv er!ezt ?.", "Confidence": 0.82575, "X1": 0.31111, "Y1": 0.4142, "X2": 0.58954, "Y2": 0.414, "X3": 0.58824, "Y3": 0.4258, "X4": 0.31111, "Y4": 0.4248, "page": 0}, {"Word": "Studies carried out by us and by others fin! cathos moranide ununstionshly", "Confidence": 0.48567, "X1": 0.31111, "Y1": 0.4372, "X2": 0.87974, "Y2": 0.437, "X3": 0.87974, "Y3": 0.4498, "X4": 0.31111, "Y4": 0.4478, "page": 0}, {"Word": "to bo a serious health base v. Adililemilly. Share ayanira on be no", "Confidence": 0.33323, "X1": 0.31111, "Y1": 0.4492, "X2": 0.82745, "Y2": 0.449, "X3": 0.82745, "Y3": 0.4598, "X4": 0.31111, "Y4": 0.4578, "page": 0}, {"Word": "question that waston monchi.a levels in sandins4 .panic. such as cosaples", "Confidence": 0.43836, "X1": 0.31111, "Y1": 0.4602, "X2": 0.86144, "Y2": 0.46, "X3": 0.86144, "Y3": 0.4718, "X4": 0.31111, "Y4": 0.4708, "page": 0}, {"Word": "of airplanes, can build up high se :renseithe.s serer clientes hin .", "Confidence": 0.49783, "X1": 0.31111, "Y1": 0.4712, "X2": 0.84837, "Y2": 0.471, "X3": 0.84837, "Y3": 0.4818, "X4": 0.31111, "Y4": 0.4808, "page": 0}, {"Word": "heen grobad. Further, pilots on line Pat willing Foe taken\"! are", "Confidence": 0.35673, "X1": 0.31111, "Y1": 0.4812, "X2": 0.80784, "Y2": 0.481, "X3": 0.80784, "Y3": 0.4928, "X4": 0.31111, "Y4": 0.4928, "page": 0}, {"Word": "monoxide, baing selessed by plassa gruboding gast la the line waiting", "Confidence": 0.43755, "X1": 0.31111, "Y1": 0.5042, "X2": 0.83399, "Y2": 0.504, "X3": 0.83399, "Y3": 0.5158, "X4": 0.31111, "Y4": 0.5148, "page": 0}, {"Word": "may be enough to prasent a posintially souris hasard to the erre and", "Confidence": 0.48108, "X1": 0.31242, "Y1": 0.5262, "X2": 0.83268, "Y2": 0.526, "X3": 0.83268, "Y3": 0.5368, "X4": 0.31242, "Y4": 0.5368, "page": 0}, {"Word": "I therefore ways that sapiens consideration be given to this parteien", "Confidence": 0.415, "X1": 0.31373, "Y1": 0.5582, "X2": 0.83399, "Y2": 0.558, "X3": 0.83399, "Y3": 0.5728, "X4": 0.31373, "Y4": 0.5708, "page": 0}, {"Word": "to prevent pilots fran amskire darian flight outsut'ons cad aven lafete", "Confidence": 0.33745, "X1": 0.31373, "Y1": 0.5702, "X2": 0.84706, "Y2": 0.57, "X3": 0.84706, "Y3": 0.5818, "X4": 0.31373, "Y4": 0.5818, "page": 0}, {"Word": "Clighes take place. .", "Confidence": 0.5735, "X1": 0.31503, "Y1": 0.5812, "X2": 0.48366, "Y2": 0.581, "X3": 0.48366, "Y3": 0.5928, "X4": 0.31503, "Y4": 0.5928, "page": 0}, {"Word": "Si=sorely your ...", "Confidence": 0.328, "X1": 0.53203, "Y1": 0.6042, "X2": 0.65359, "Y2": 0.604, "X3": 0.65359, "Y3": 0.6168, "X4": 0.53203, "Y4": 0.6158, "page": 0}, {"Word": "Mivemicy of \"ilinvis \u00c0. Lincoln :'mal ot, % Jicima", "Confidence": 0.27022, "X1": 0.53203, "Y1": 0.7192, "X2": 0.92418, "Y2": 0.719, "X3": 0.92418, "Y3": 0.7308, "X4": 0.53203, "Y4": 0.7308, "page": 0}, {"Word": "COPY", "Confidence": 0.793, "X1": 0.50196, "Y1": 0.8222, "X2": 0.67582, "Y2": 0.822, "X3": 0.67712, "Y3": 0.8628, "X4": 0.50196, "Y4": 0.8648, "page": 0}, {"Word": "TI0016-16", "Confidence": 0.673, "X1": 0.91503, "Y1": 0.9512, "X2": 0.99739, "Y2": 0.951, "X3": 0.99869, "Y3": 0.9648, "X4": 0.91503, "Y4": 0.9658, "page": 0}], "words_data": [{"Word": "ic", "Confidence": 0.598, "X1": 0.69804, "Y1": 0.0812, "X2": 0.73333, "Y2": 0.081, "X3": 0.73595, "Y3": 0.1088, "X4": 0.70065, "Y4": 0.1108, "page": 0, "Index": 0}, {"Word": "****", "Confidence": 0.009, "X1": 0.51111, "Y1": 0.2812, "X2": 0.53333, "Y2": 0.281, "X3": 0.53333, "Y3": 0.2918, "X4": 0.51111, "Y4": 0.2918, "page": 0, "Index": 1}, {"Word": "27.", "Confidence": 0.958, "X1": 0.54771, "Y1": 0.2812, "X2": 0.57124, "Y2": 0.281, "X3": 0.56993, "Y3": 0.2928, "X4": 0.54641, "Y4": 0.2928, "page": 0, "Index": 2}, {"Word": "1:7%", "Confidence": 0.023, "X1": 0.57778, "Y1": 0.2812, "X2": 0.60915, "Y2": 0.281, "X3": 0.60784, "Y3": 0.2908, "X4": 0.57778, "Y4": 0.2918, "page": 0, "Index": 3}, {"Word": "De.", "Confidence": 0.946, "X1": 0.31373, "Y1": 0.3152, "X2": 0.33725, "Y2": 0.315, "X3": 0.33595, "Y3": 0.3258, "X4": 0.31373, "Y4": 0.3258, "page": 0, "Index": 4}, {"Word": "Il.", "Confidence": 0.595, "X1": 0.33987, "Y1": 0.3152, "X2": 0.35948, "Y2": 0.315, "X3": 0.35948, "Y3": 0.3258, "X4": 0.33987, "Y4": 0.3258, "page": 0, "Index": 5}, {"Word": "..", "Confidence": 0.967, "X1": 0.37124, "Y1": 0.3152, "X2": 0.38301, "Y2": 0.315, "X3": 0.38301, "Y3": 0.3258, "X4": 0.36993, "Y4": 0.3258, "page": 0, "Index": 6}, {"Word": "Reighnad", "Confidence": 0.155, "X1": 0.38824, "Y1": 0.3142, "X2": 0.44837, "Y2": 0.314, "X3": 0.44706, "Y3": 0.3258, "X4": 0.38693, "Y4": 0.3258, "page": 0, "Index": 7}, {"Word": "Fodscal", "Confidence": 0.61, "X1": 0.31242, "Y1": 0.3252, "X2": 0.36601, "Y2": 0.325, "X3": 0.36471, "Y3": 0.3358, "X4": 0.31242, "Y4": 0.3358, "page": 0, "Index": 8}, {"Word": "Air", "Confidence": 0.396, "X1": 0.37124, "Y1": 0.3262, "X2": 0.39608, "Y2": 0.326, "X3": 0.39608, "Y3": 0.3368, "X4": 0.37124, "Y4": 0.3358, "page": 0, "Index": 9}, {"Word": "Surgeon", "Confidence": 0.156, "X1": 0.40261, "Y1": 0.3262, "X2": 0.45752, "Y2": 0.326, "X3": 0.45621, "Y3": 0.3378, "X4": 0.40131, "Y4": 0.3368, "page": 0, "Index": 10}, {"Word": "Office", "Confidence": 0.23, "X1": 0.31242, "Y1": 0.3372, "X2": 0.35817, "Y2": 0.337, "X3": 0.35817, "Y3": 0.3468, "X4": 0.31242, "Y4": 0.3468, "page": 0, "Index": 11}, {"Word": "of", "Confidence": 0.874, "X1": 0.3634, "Y1": 0.3372, "X2": 0.3817, "Y2": 0.337, "X3": 0.38039, "Y3": 0.3468, "X4": 0.3634, "Y4": 0.3468, "page": 0, "Index": 12}, {"Word": "Avistim", "Confidence": 0.508, "X1": 0.38693, "Y1": 0.3372, "X2": 0.44052, "Y2": 0.337, "X3": 0.44052, "Y3": 0.3468, "X4": 0.38693, "Y4": 0.3468, "page": 0, "Index": 13}, {"Word": "Drie!no", "Confidence": 0.039, "X1": 0.4549, "Y1": 0.3372, "X2": 0.51765, "Y2": 0.337, "X3": 0.51765, "Y3": 0.3468, "X4": 0.45359, "Y4": 0.3468, "page": 0, "Index": 14}, {"Word": "Milation", "Confidence": 0.134, "X1": 0.37124, "Y1": 0.3482, "X2": 0.43399, "Y2": 0.348, "X3": 0.43268, "Y3": 0.3578, "X4": 0.37124, "Y4": 0.3588, "page": 0, "Index": 15}, {"Word": "Federal", "Confidence": 0.197, "X1": 0.31111, "Y1": 0.3482, "X2": 0.36601, "Y2": 0.348, "X3": 0.36601, "Y3": 0.3588, "X4": 0.31111, "Y4": 0.3588, "page": 0, "Index": 16}, {"Word": "Administration", "Confidence": 0.077, "X1": 0.44052, "Y1": 0.3482, "X2": 0.54902, "Y2": 0.348, "X3": 0.54771, "Y3": 0.3598, "X4": 0.44052, "Y4": 0.3578, "page": 0, "Index": 17}, {"Word": "Washington,", "Confidence": 0.417, "X1": 0.31242, "Y1": 0.3592, "X2": 0.39869, "Y2": 0.359, "X3": 0.39739, "Y3": 0.3708, "X4": 0.31242, "Y4": 0.3698, "page": 0, "Index": 18}, {"Word": "D.C.", "Confidence": 0.931, "X1": 0.40131, "Y1": 0.3582, "X2": 0.43529, "Y2": 0.358, "X3": 0.43529, "Y3": 0.3698, "X4": 0.40131, "Y4": 0.3708, "page": 0, "Index": 19}, {"Word": "255\"1", "Confidence": 0.106, "X1": 0.44183, "Y1": 0.3582, "X2": 0.48105, "Y2": 0.358, "X3": 0.48105, "Y3": 0.3698, "X4": 0.44052, "Y4": 0.3698, "page": 0, "Index": 20}, {"Word": "Daar", "Confidence": 0.675, "X1": 0.31111, "Y1": 0.3802, "X2": 0.3451, "Y2": 0.38, "X3": 0.3451, "Y3": 0.3928, "X4": 0.31111, "Y4": 0.3938, "page": 0, "Index": 21}, {"Word": "XE.", "Confidence": 0.347, "X1": 0.34771, "Y1": 0.3802, "X2": 0.37647, "Y2": 0.38, "X3": 0.37516, "Y3": 0.3928, "X4": 0.34771, "Y4": 0.3928, "page": 0, "Index": 22}, {"Word": "Ruighard:", "Confidence": 0.357, "X1": 0.37908, "Y1": 0.3792, "X2": 0.45098, "Y2": 0.379, "X3": 0.44967, "Y3": 0.3938, "X4": 0.37908, "Y4": 0.3928, "page": 0, "Index": 23}, {"Word": "I", "Confidence": 0.354, "X1": 0.31242, "Y1": 0.4022, "X2": 0.32157, "Y2": 0.402, "X3": 0.32288, "Y3": 0.4148, "X4": 0.31242, "Y4": 0.4148, "page": 0, "Index": 24}, {"Word": "am", "Confidence": 0.564, "X1": 0.3268, "Y1": 0.4022, "X2": 0.3451, "Y2": 0.402, "X3": 0.3451, "Y3": 0.4148, "X4": 0.3268, "Y4": 0.4148, "page": 0, "Index": 25}, {"Word": "waiting", "Confidence": 0.437, "X1": 0.34771, "Y1": 0.4022, "X2": 0.40523, "Y2": 0.402, "X3": 0.40523, "Y3": 0.4148, "X4": 0.34902, "Y4": 0.4148, "page": 0, "Index": 26}, {"Word": "in", "Confidence": 0.998, "X1": 0.40915, "Y1": 0.4022, "X2": 0.42614, "Y2": 0.402, "X3": 0.42745, "Y3": 0.4148, "X4": 0.40915, "Y4": 0.4148, "page": 0, "Index": 27}, {"Word": "rosaed", "Confidence": 0.611, "X1": 0.43137, "Y1": 0.4022, "X2": 0.48105, "Y2": 0.402, "X3": 0.48105, "Y3": 0.4158, "X4": 0.43137, "Y4": 0.4148, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.985, "X1": 0.48627, "Y1": 0.4022, "X2": 0.50458, "Y2": 0.402, "X3": 0.50458, "Y3": 0.4158, "X4": 0.48627, "Y4": 0.4158, "page": 0, "Index": 29}, {"Word": "75los", "Confidence": 0.012, "X1": 0.50719, "Y1": 0.4022, "X2": 0.54902, "Y2": 0.402, "X3": 0.55033, "Y3": 0.4158, "X4": 0.5085, "Y4": 0.4158, "page": 0, "Index": 30}, {"Word": "Bankisy", "Confidence": 0.19, "X1": 0.55294, "Y1": 0.4032, "X2": 0.60915, "Y2": 0.403, "X3": 0.60915, "Y3": 0.4158, "X4": 0.55294, "Y4": 0.4158, "page": 0, "Index": 31}, {"Word": "Patician,", "Confidence": 0.698, "X1": 0.61176, "Y1": 0.4032, "X2": 0.68497, "Y2": 0.403, "X3": 0.68497, "Y3": 0.4168, "X4": 0.61307, "Y4": 0.4158, "page": 0, "Index": 32}, {"Word": "FAR", "Confidence": 0.048, "X1": 0.68889, "Y1": 0.4032, "X2": 0.71503, "Y2": 0.403, "X3": 0.71503, "Y3": 0.4168, "X4": 0.68889, "Y4": 0.4168, "page": 0, "Index": 33}, {"Word": "Dosket", "Confidence": 0.237, "X1": 0.71895, "Y1": 0.4032, "X2": 0.76732, "Y2": 0.403, "X3": 0.76732, "Y3": 0.4168, "X4": 0.71895, "Y4": 0.4168, "page": 0, "Index": 34}, {"Word": "turbor", "Confidence": 0.132, "X1": 0.76993, "Y1": 0.4042, "X2": 0.81961, "Y2": 0.404, "X3": 0.81961, "Y3": 0.4168, "X4": 0.76993, "Y4": 0.4168, "page": 0, "Index": 35}, {"Word": "15514,", "Confidence": 0.685, "X1": 0.82222, "Y1": 0.4042, "X2": 0.8719, "Y2": 0.404, "X3": 0.8719, "Y3": 0.4168, "X4": 0.82222, "Y4": 0.4168, "page": 0, "Index": 36}, {"Word": "which", "Confidence": 1, "X1": 0.31111, "Y1": 0.4142, "X2": 0.35033, "Y2": 0.414, "X3": 0.35033, "Y3": 0.4258, "X4": 0.31111, "Y4": 0.4258, "page": 0, "Index": 37}, {"Word": "I", "Confidence": 1, "X1": 0.35686, "Y1": 0.4142, "X2": 0.36601, "Y2": 0.414, "X3": 0.36601, "Y3": 0.4258, "X4": 0.35686, "Y4": 0.4258, "page": 0, "Index": 38}, {"Word": "have", "Confidence": 1, "X1": 0.36993, "Y1": 0.4142, "X2": 0.40523, "Y2": 0.414, "X3": 0.40523, "Y3": 0.4258, "X4": 0.36993, "Y4": 0.4258, "page": 0, "Index": 39}, {"Word": "road", "Confidence": 0.923, "X1": 0.41046, "Y1": 0.4142, "X2": 0.44183, "Y2": 0.414, "X3": 0.44183, "Y3": 0.4258, "X4": 0.40915, "Y4": 0.4258, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 1, "X1": 0.44706, "Y1": 0.4142, "X2": 0.4732, "Y2": 0.414, "X3": 0.4732, "Y3": 0.4258, "X4": 0.44706, "Y4": 0.4258, "page": 0, "Index": 41}, {"Word": "fallv", "Confidence": 0.213, "X1": 0.47843, "Y1": 0.4152, "X2": 0.51895, "Y2": 0.415, "X3": 0.51765, "Y3": 0.4258, "X4": 0.47843, "Y4": 0.4258, "page": 0, "Index": 42}, {"Word": "er!ezt", "Confidence": 0.503, "X1": 0.52418, "Y1": 0.4152, "X2": 0.56732, "Y2": 0.415, "X3": 0.56732, "Y3": 0.4268, "X4": 0.52288, "Y4": 0.4258, "page": 0, "Index": 43}, {"Word": "?.", "Confidence": 0.967, "X1": 0.56993, "Y1": 0.4152, "X2": 0.58693, "Y2": 0.415, "X3": 0.58693, "Y3": 0.4268, "X4": 0.56993, "Y4": 0.4268, "page": 0, "Index": 44}, {"Word": "Studies", "Confidence": 0.614, "X1": 0.31242, "Y1": 0.4362, "X2": 0.36732, "Y2": 0.436, "X3": 0.36601, "Y3": 0.4478, "X4": 0.31242, "Y4": 0.4478, "page": 0, "Index": 45}, {"Word": "carried", "Confidence": 0.385, "X1": 0.37255, "Y1": 0.4372, "X2": 0.42614, "Y2": 0.437, "X3": 0.42614, "Y3": 0.4478, "X4": 0.37255, "Y4": 0.4478, "page": 0, "Index": 46}, {"Word": "out", "Confidence": 0.608, "X1": 0.43137, "Y1": 0.4372, "X2": 0.45752, "Y2": 0.437, "X3": 0.45752, "Y3": 0.4488, "X4": 0.43137, "Y4": 0.4488, "page": 0, "Index": 47}, {"Word": "by", "Confidence": 0.89, "X1": 0.46275, "Y1": 0.4372, "X2": 0.48105, "Y2": 0.437, "X3": 0.48105, "Y3": 0.4488, "X4": 0.46275, "Y4": 0.4488, "page": 0, "Index": 48}, {"Word": "us", "Confidence": 0.77, "X1": 0.48497, "Y1": 0.4372, "X2": 0.50327, "Y2": 0.437, "X3": 0.50327, "Y3": 0.4488, "X4": 0.48497, "Y4": 0.4488, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.603, "X1": 0.5085, "Y1": 0.4372, "X2": 0.53333, "Y2": 0.437, "X3": 0.53333, "Y3": 0.4488, "X4": 0.5085, "Y4": 0.4488, "page": 0, "Index": 50}, {"Word": "by", "Confidence": 0.627, "X1": 0.53856, "Y1": 0.4382, "X2": 0.55556, "Y2": 0.438, "X3": 0.55556, "Y3": 0.4488, "X4": 0.53725, "Y4": 0.4488, "page": 0, "Index": 51}, {"Word": "others", "Confidence": 0.291, "X1": 0.56078, "Y1": 0.4382, "X2": 0.60784, "Y2": 0.438, "X3": 0.60784, "Y3": 0.4488, "X4": 0.56078, "Y4": 0.4488, "page": 0, "Index": 52}, {"Word": "fin!", "Confidence": 0.072, "X1": 0.61438, "Y1": 0.4382, "X2": 0.64706, "Y2": 0.438, "X3": 0.64575, "Y3": 0.4488, "X4": 0.61307, "Y4": 0.4488, "page": 0, "Index": 53}, {"Word": "cathos", "Confidence": 0.323, "X1": 0.64967, "Y1": 0.4382, "X2": 0.69804, "Y2": 0.438, "X3": 0.69804, "Y3": 0.4498, "X4": 0.64967, "Y4": 0.4488, "page": 0, "Index": 54}, {"Word": "moranide", "Confidence": 0.032, "X1": 0.70327, "Y1": 0.4382, "X2": 0.76601, "Y2": 0.438, "X3": 0.76471, "Y3": 0.4498, "X4": 0.70196, "Y4": 0.4498, "page": 0, "Index": 55}, {"Word": "ununstionshly", "Confidence": 0.613, "X1": 0.76993, "Y1": 0.4382, "X2": 0.87712, "Y2": 0.438, "X3": 0.87712, "Y3": 0.4498, "X4": 0.76993, "Y4": 0.4498, "page": 0, "Index": 56}, {"Word": "to", "Confidence": 0.994, "X1": 0.31242, "Y1": 0.4482, "X2": 0.3281, "Y2": 0.448, "X3": 0.32941, "Y3": 0.4588, "X4": 0.31242, "Y4": 0.4578, "page": 0, "Index": 57}, {"Word": "bo", "Confidence": 0.288, "X1": 0.33464, "Y1": 0.4482, "X2": 0.35163, "Y2": 0.448, "X3": 0.35163, "Y3": 0.4588, "X4": 0.33464, "Y4": 0.4588, "page": 0, "Index": 58}, {"Word": "a", "Confidence": 0.892, "X1": 0.35686, "Y1": 0.4482, "X2": 0.36471, "Y2": 0.448, "X3": 0.36601, "Y3": 0.4588, "X4": 0.35686, "Y4": 0.4588, "page": 0, "Index": 59}, {"Word": "serious", "Confidence": 0.3, "X1": 0.37255, "Y1": 0.4482, "X2": 0.42745, "Y2": 0.448, "X3": 0.42745, "Y3": 0.4588, "X4": 0.37386, "Y4": 0.4588, "page": 0, "Index": 60}, {"Word": "health", "Confidence": 0.245, "X1": 0.43137, "Y1": 0.4482, "X2": 0.47974, "Y2": 0.448, "X3": 0.47974, "Y3": 0.4588, "X4": 0.43137, "Y4": 0.4588, "page": 0, "Index": 61}, {"Word": "base", "Confidence": 0.007, "X1": 0.48497, "Y1": 0.4482, "X2": 0.51765, "Y2": 0.448, "X3": 0.51765, "Y3": 0.4588, "X4": 0.48497, "Y4": 0.4588, "page": 0, "Index": 62}, {"Word": "v.", "Confidence": 0.075, "X1": 0.52026, "Y1": 0.4482, "X2": 0.54118, "Y2": 0.448, "X3": 0.54118, "Y3": 0.4588, "X4": 0.52026, "Y4": 0.4588, "page": 0, "Index": 63}, {"Word": "Adililemilly.", "Confidence": 0.152, "X1": 0.55425, "Y1": 0.4492, "X2": 0.65359, "Y2": 0.449, "X3": 0.65229, "Y3": 0.4598, "X4": 0.55425, "Y4": 0.4588, "page": 0, "Index": 64}, {"Word": "Share", "Confidence": 0.153, "X1": 0.65882, "Y1": 0.4492, "X2": 0.69804, "Y2": 0.449, "X3": 0.69673, "Y3": 0.4598, "X4": 0.65752, "Y4": 0.4598, "page": 0, "Index": 65}, {"Word": "ayanira", "Confidence": 0.022, "X1": 0.70458, "Y1": 0.4492, "X2": 0.75817, "Y2": 0.449, "X3": 0.75686, "Y3": 0.4598, "X4": 0.70327, "Y4": 0.4598, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.016, "X1": 0.7634, "Y1": 0.4502, "X2": 0.78039, "Y2": 0.45, "X3": 0.77908, "Y3": 0.4598, "X4": 0.7634, "Y4": 0.4598, "page": 0, "Index": 67}, {"Word": "be", "Confidence": 0.324, "X1": 0.78562, "Y1": 0.4502, "X2": 0.80392, "Y2": 0.45, "X3": 0.80261, "Y3": 0.4598, "X4": 0.78431, "Y4": 0.4598, "page": 0, "Index": 68}, {"Word": "no", "Confidence": 0.864, "X1": 0.80784, "Y1": 0.4502, "X2": 0.82484, "Y2": 0.45, "X3": 0.82353, "Y3": 0.4598, "X4": 0.80654, "Y4": 0.4598, "page": 0, "Index": 69}, {"Word": "question", "Confidence": 0.648, "X1": 0.31242, "Y1": 0.4592, "X2": 0.37255, "Y2": 0.459, "X3": 0.37386, "Y3": 0.4708, "X4": 0.31242, "Y4": 0.4708, "page": 0, "Index": 70}, {"Word": "that", "Confidence": 0.885, "X1": 0.38039, "Y1": 0.4592, "X2": 0.41046, "Y2": 0.459, "X3": 0.41176, "Y3": 0.4708, "X4": 0.38039, "Y4": 0.4708, "page": 0, "Index": 71}, {"Word": "waston", "Confidence": 0.238, "X1": 0.41569, "Y1": 0.4592, "X2": 0.46405, "Y2": 0.459, "X3": 0.46536, "Y3": 0.4708, "X4": 0.41699, "Y4": 0.4708, "page": 0, "Index": 72}, {"Word": "monchi.a", "Confidence": 0.212, "X1": 0.47059, "Y1": 0.4602, "X2": 0.53333, "Y2": 0.46, "X3": 0.53333, "Y3": 0.4708, "X4": 0.47059, "Y4": 0.4708, "page": 0, "Index": 73}, {"Word": "levels", "Confidence": 0.169, "X1": 0.53856, "Y1": 0.4602, "X2": 0.58562, "Y2": 0.46, "X3": 0.58562, "Y3": 0.4708, "X4": 0.53856, "Y4": 0.4708, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.994, "X1": 0.59085, "Y1": 0.4602, "X2": 0.60654, "Y2": 0.46, "X3": 0.60654, "Y3": 0.4708, "X4": 0.59085, "Y4": 0.4708, "page": 0, "Index": 75}, {"Word": "sandins4", "Confidence": 0.35, "X1": 0.61176, "Y1": 0.4602, "X2": 0.67451, "Y2": 0.46, "X3": 0.67451, "Y3": 0.4708, "X4": 0.61176, "Y4": 0.4708, "page": 0, "Index": 76}, {"Word": ".panic.", "Confidence": 0.031, "X1": 0.68105, "Y1": 0.4602, "X2": 0.73725, "Y2": 0.46, "X3": 0.73595, "Y3": 0.4718, "X4": 0.67974, "Y4": 0.4708, "page": 0, "Index": 77}, {"Word": "such", "Confidence": 0.24, "X1": 0.74118, "Y1": 0.4602, "X2": 0.77124, "Y2": 0.46, "X3": 0.77124, "Y3": 0.4718, "X4": 0.74118, "Y4": 0.4718, "page": 0, "Index": 78}, {"Word": "as", "Confidence": 0.8, "X1": 0.77778, "Y1": 0.4602, "X2": 0.79477, "Y2": 0.46, "X3": 0.79477, "Y3": 0.4718, "X4": 0.77647, "Y4": 0.4718, "page": 0, "Index": 79}, {"Word": "cosaples", "Confidence": 0.255, "X1": 0.8, "Y1": 0.4602, "X2": 0.86144, "Y2": 0.46, "X3": 0.86144, "Y3": 0.4728, "X4": 0.8, "Y4": 0.4718, "page": 0, "Index": 80}, {"Word": "of", "Confidence": 0.997, "X1": 0.31242, "Y1": 0.4702, "X2": 0.32941, "Y2": 0.47, "X3": 0.32941, "Y3": 0.4808, "X4": 0.31242, "Y4": 0.4808, "page": 0, "Index": 81}, {"Word": "airplanes,", "Confidence": 0.297, "X1": 0.33464, "Y1": 0.4702, "X2": 0.41307, "Y2": 0.47, "X3": 0.41307, "Y3": 0.4818, "X4": 0.33595, "Y4": 0.4808, "page": 0, "Index": 82}, {"Word": "can", "Confidence": 0.854, "X1": 0.41699, "Y1": 0.4702, "X2": 0.44052, "Y2": 0.47, "X3": 0.44052, "Y3": 0.4818, "X4": 0.41699, "Y4": 0.4818, "page": 0, "Index": 83}, {"Word": "build", "Confidence": 0.659, "X1": 0.44706, "Y1": 0.4702, "X2": 0.48758, "Y2": 0.47, "X3": 0.48758, "Y3": 0.4818, "X4": 0.44706, "Y4": 0.4818, "page": 0, "Index": 84}, {"Word": "up", "Confidence": 0.913, "X1": 0.49281, "Y1": 0.4702, "X2": 0.51111, "Y2": 0.47, "X3": 0.51111, "Y3": 0.4818, "X4": 0.49281, "Y4": 0.4818, "page": 0, "Index": 85}, {"Word": "high", "Confidence": 0.571, "X1": 0.51503, "Y1": 0.4702, "X2": 0.54771, "Y2": 0.47, "X3": 0.54771, "Y3": 0.4818, "X4": 0.51634, "Y4": 0.4818, "page": 0, "Index": 86}, {"Word": "se", "Confidence": 0.344, "X1": 0.55556, "Y1": 0.4702, "X2": 0.56863, "Y2": 0.47, "X3": 0.56863, "Y3": 0.4818, "X4": 0.55556, "Y4": 0.4818, "page": 0, "Index": 87}, {"Word": ":renseithe.s", "Confidence": 0.102, "X1": 0.57124, "Y1": 0.4712, "X2": 0.66013, "Y2": 0.471, "X3": 0.66013, "Y3": 0.4818, "X4": 0.57255, "Y4": 0.4818, "page": 0, "Index": 88}, {"Word": "serer", "Confidence": 0.082, "X1": 0.66667, "Y1": 0.4712, "X2": 0.70588, "Y2": 0.471, "X3": 0.70588, "Y3": 0.4818, "X4": 0.66667, "Y4": 0.4818, "page": 0, "Index": 89}, {"Word": "clientes", "Confidence": 0.034, "X1": 0.71111, "Y1": 0.4722, "X2": 0.78824, "Y2": 0.472, "X3": 0.78824, "Y3": 0.4818, "X4": 0.71111, "Y4": 0.4818, "page": 0, "Index": 90}, {"Word": "hin", "Confidence": 0.298, "X1": 0.79346, "Y1": 0.4722, "X2": 0.81176, "Y2": 0.472, "X3": 0.81046, "Y3": 0.4818, "X4": 0.79216, "Y4": 0.4818, "page": 0, "Index": 91}, {"Word": ".", "Confidence": 0.823, "X1": 0.8366, "Y1": 0.4722, "X2": 0.84575, "Y2": 0.472, "X3": 0.84444, "Y3": 0.4818, "X4": 0.8366, "Y4": 0.4818, "page": 0, "Index": 92}, {"Word": "heen", "Confidence": 0.671, "X1": 0.31111, "Y1": 0.4812, "X2": 0.34379, "Y2": 0.481, "X3": 0.34379, "Y3": 0.4928, "X4": 0.31111, "Y4": 0.4928, "page": 0, "Index": 93}, {"Word": "grobad.", "Confidence": 0.312, "X1": 0.34902, "Y1": 0.4812, "X2": 0.40654, "Y2": 0.481, "X3": 0.40654, "Y3": 0.4928, "X4": 0.34902, "Y4": 0.4928, "page": 0, "Index": 94}, {"Word": "Further,", "Confidence": 0.282, "X1": 0.41699, "Y1": 0.4812, "X2": 0.48105, "Y2": 0.481, "X3": 0.48105, "Y3": 0.4938, "X4": 0.41569, "Y4": 0.4928, "page": 0, "Index": 95}, {"Word": "pilots", "Confidence": 0.642, "X1": 0.48497, "Y1": 0.4812, "X2": 0.53333, "Y2": 0.481, "X3": 0.53333, "Y3": 0.4938, "X4": 0.48497, "Y4": 0.4938, "page": 0, "Index": 96}, {"Word": "on", "Confidence": 0.675, "X1": 0.53856, "Y1": 0.4812, "X2": 0.55556, "Y2": 0.481, "X3": 0.55425, "Y3": 0.4938, "X4": 0.53725, "Y4": 0.4938, "page": 0, "Index": 97}, {"Word": "line", "Confidence": 0.065, "X1": 0.56209, "Y1": 0.4822, "X2": 0.59477, "Y2": 0.482, "X3": 0.59477, "Y3": 0.4938, "X4": 0.56209, "Y4": 0.4938, "page": 0, "Index": 98}, {"Word": "Pat", "Confidence": 0.014, "X1": 0.59739, "Y1": 0.4822, "X2": 0.62484, "Y2": 0.482, "X3": 0.62353, "Y3": 0.4938, "X4": 0.59739, "Y4": 0.4938, "page": 0, "Index": 99}, {"Word": "willing", "Confidence": 0.134, "X1": 0.62745, "Y1": 0.4822, "X2": 0.68366, "Y2": 0.482, "X3": 0.68366, "Y3": 0.4938, "X4": 0.62745, "Y4": 0.4938, "page": 0, "Index": 100}, {"Word": "Foe", "Confidence": 0.67, "X1": 0.68889, "Y1": 0.4822, "X2": 0.71373, "Y2": 0.482, "X3": 0.71242, "Y3": 0.4938, "X4": 0.68889, "Y4": 0.4938, "page": 0, "Index": 101}, {"Word": "taken\"!", "Confidence": 0.054, "X1": 0.72026, "Y1": 0.4822, "X2": 0.77255, "Y2": 0.482, "X3": 0.77255, "Y3": 0.4928, "X4": 0.71895, "Y4": 0.4938, "page": 0, "Index": 102}, {"Word": "are", "Confidence": 0.405, "X1": 0.77908, "Y1": 0.4822, "X2": 0.80392, "Y2": 0.482, "X3": 0.80261, "Y3": 0.4928, "X4": 0.77778, "Y4": 0.4928, "page": 0, "Index": 103}, {"Word": "monoxide,", "Confidence": 0.218, "X1": 0.31242, "Y1": 0.5042, "X2": 0.38301, "Y2": 0.504, "X3": 0.38301, "Y3": 0.5158, "X4": 0.31242, "Y4": 0.5148, "page": 0, "Index": 104}, {"Word": "baing", "Confidence": 0.958, "X1": 0.38693, "Y1": 0.5042, "X2": 0.42614, "Y2": 0.504, "X3": 0.42614, "Y3": 0.5158, "X4": 0.38562, "Y4": 0.5158, "page": 0, "Index": 105}, {"Word": "selessed", "Confidence": 0.099, "X1": 0.43268, "Y1": 0.5042, "X2": 0.49542, "Y2": 0.504, "X3": 0.49542, "Y3": 0.5158, "X4": 0.43268, "Y4": 0.5158, "page": 0, "Index": 106}, {"Word": "by", "Confidence": 0.679, "X1": 0.49935, "Y1": 0.5042, "X2": 0.51895, "Y2": 0.504, "X3": 0.51895, "Y3": 0.5158, "X4": 0.49935, "Y4": 0.5158, "page": 0, "Index": 107}, {"Word": "plassa", "Confidence": 0.073, "X1": 0.52288, "Y1": 0.5042, "X2": 0.57124, "Y2": 0.504, "X3": 0.57124, "Y3": 0.5158, "X4": 0.52288, "Y4": 0.5158, "page": 0, "Index": 108}, {"Word": "gruboding", "Confidence": 0.149, "X1": 0.57647, "Y1": 0.5042, "X2": 0.64575, "Y2": 0.504, "X3": 0.64444, "Y3": 0.5158, "X4": 0.57647, "Y4": 0.5158, "page": 0, "Index": 109}, {"Word": "gast", "Confidence": 0.286, "X1": 0.65098, "Y1": 0.5052, "X2": 0.68627, "Y2": 0.505, "X3": 0.68627, "Y3": 0.5158, "X4": 0.64967, "Y4": 0.5158, "page": 0, "Index": 110}, {"Word": "la", "Confidence": 0.881, "X1": 0.6902, "Y1": 0.5052, "X2": 0.70588, "Y2": 0.505, "X3": 0.70458, "Y3": 0.5158, "X4": 0.6902, "Y4": 0.5158, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.97, "X1": 0.71111, "Y1": 0.5052, "X2": 0.73595, "Y2": 0.505, "X3": 0.73595, "Y3": 0.5158, "X4": 0.71111, "Y4": 0.5158, "page": 0, "Index": 112}, {"Word": "line", "Confidence": 0.413, "X1": 0.74118, "Y1": 0.5052, "X2": 0.77255, "Y2": 0.505, "X3": 0.77255, "Y3": 0.5158, "X4": 0.74118, "Y4": 0.5158, "page": 0, "Index": 113}, {"Word": "waiting", "Confidence": 0.087, "X1": 0.77778, "Y1": 0.5052, "X2": 0.83268, "Y2": 0.505, "X3": 0.83268, "Y3": 0.5168, "X4": 0.77778, "Y4": 0.5158, "page": 0, "Index": 114}, {"Word": "may", "Confidence": 0.012, "X1": 0.31373, "Y1": 0.5282, "X2": 0.33595, "Y2": 0.528, "X3": 0.33595, "Y3": 0.5378, "X4": 0.31242, "Y4": 0.5368, "page": 0, "Index": 115}, {"Word": "be", "Confidence": 0.105, "X1": 0.34118, "Y1": 0.5282, "X2": 0.35948, "Y2": 0.528, "X3": 0.35817, "Y3": 0.5378, "X4": 0.33987, "Y4": 0.5378, "page": 0, "Index": 116}, {"Word": "enough", "Confidence": 0.615, "X1": 0.36601, "Y1": 0.5272, "X2": 0.41176, "Y2": 0.527, "X3": 0.41046, "Y3": 0.5378, "X4": 0.36471, "Y4": 0.5378, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.994, "X1": 0.4183, "Y1": 0.5272, "X2": 0.43268, "Y2": 0.527, "X3": 0.43268, "Y3": 0.5378, "X4": 0.41699, "Y4": 0.5378, "page": 0, "Index": 118}, {"Word": "prasent", "Confidence": 0.273, "X1": 0.44052, "Y1": 0.5272, "X2": 0.49542, "Y2": 0.527, "X3": 0.49412, "Y3": 0.5378, "X4": 0.43922, "Y4": 0.5378, "page": 0, "Index": 119}, {"Word": "a", "Confidence": 0.994, "X1": 0.50065, "Y1": 0.5272, "X2": 0.5085, "Y2": 0.527, "X3": 0.5085, "Y3": 0.5378, "X4": 0.50065, "Y4": 0.5378, "page": 0, "Index": 120}, {"Word": "posintially", "Confidence": 0.246, "X1": 0.51634, "Y1": 0.5272, "X2": 0.6, "Y2": 0.527, "X3": 0.59869, "Y3": 0.5378, "X4": 0.51503, "Y4": 0.5378, "page": 0, "Index": 121}, {"Word": "souris", "Confidence": 0.179, "X1": 0.60654, "Y1": 0.5272, "X2": 0.65882, "Y2": 0.527, "X3": 0.65882, "Y3": 0.5378, "X4": 0.60523, "Y4": 0.5378, "page": 0, "Index": 122}, {"Word": "hasard", "Confidence": 0.262, "X1": 0.66536, "Y1": 0.5272, "X2": 0.71242, "Y2": 0.527, "X3": 0.71242, "Y3": 0.5378, "X4": 0.66405, "Y4": 0.5378, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.875, "X1": 0.71895, "Y1": 0.5272, "X2": 0.73464, "Y2": 0.527, "X3": 0.73333, "Y3": 0.5378, "X4": 0.71895, "Y4": 0.5378, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.722, "X1": 0.74118, "Y1": 0.5272, "X2": 0.7634, "Y2": 0.527, "X3": 0.7634, "Y3": 0.5378, "X4": 0.73987, "Y4": 0.5378, "page": 0, "Index": 125}, {"Word": "erre", "Confidence": 0.04, "X1": 0.76993, "Y1": 0.5282, "X2": 0.80392, "Y2": 0.528, "X3": 0.80392, "Y3": 0.5378, "X4": 0.76993, "Y4": 0.5378, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.937, "X1": 0.80784, "Y1": 0.5282, "X2": 0.83137, "Y2": 0.528, "X3": 0.83137, "Y3": 0.5378, "X4": 0.80654, "Y4": 0.5378, "page": 0, "Index": 127}, {"Word": "I", "Confidence": 0.061, "X1": 0.31503, "Y1": 0.5582, "X2": 0.32288, "Y2": 0.558, "X3": 0.32288, "Y3": 0.5698, "X4": 0.31503, "Y4": 0.5698, "page": 0, "Index": 128}, {"Word": "therefore", "Confidence": 0.376, "X1": 0.3268, "Y1": 0.5582, "X2": 0.39869, "Y2": 0.558, "X3": 0.39739, "Y3": 0.5708, "X4": 0.32549, "Y4": 0.5698, "page": 0, "Index": 129}, {"Word": "ways", "Confidence": 0.063, "X1": 0.40131, "Y1": 0.5592, "X2": 0.43529, "Y2": 0.559, "X3": 0.43529, "Y3": 0.5718, "X4": 0.40131, "Y4": 0.5708, "page": 0, "Index": 130}, {"Word": "that", "Confidence": 0.641, "X1": 0.43922, "Y1": 0.5592, "X2": 0.47451, "Y2": 0.559, "X3": 0.4732, "Y3": 0.5718, "X4": 0.43791, "Y4": 0.5718, "page": 0, "Index": 131}, {"Word": "sapiens", "Confidence": 0.264, "X1": 0.47843, "Y1": 0.5592, "X2": 0.53464, "Y2": 0.559, "X3": 0.53464, "Y3": 0.5728, "X4": 0.47843, "Y4": 0.5718, "page": 0, "Index": 132}, {"Word": "consideration", "Confidence": 0.069, "X1": 0.53856, "Y1": 0.5602, "X2": 0.6366, "Y2": 0.56, "X3": 0.6366, "Y3": 0.5728, "X4": 0.53725, "Y4": 0.5728, "page": 0, "Index": 133}, {"Word": "be", "Confidence": 0.063, "X1": 0.64183, "Y1": 0.5602, "X2": 0.66144, "Y2": 0.56, "X3": 0.66144, "Y3": 0.5728, "X4": 0.64183, "Y4": 0.5728, "page": 0, "Index": 134}, {"Word": "given", "Confidence": 0.884, "X1": 0.66667, "Y1": 0.5602, "X2": 0.70588, "Y2": 0.56, "X3": 0.70458, "Y3": 0.5728, "X4": 0.66536, "Y4": 0.5728, "page": 0, "Index": 135}, {"Word": "to", "Confidence": 0.943, "X1": 0.7098, "Y1": 0.5602, "X2": 0.72941, "Y2": 0.56, "X3": 0.7281, "Y3": 0.5718, "X4": 0.7098, "Y4": 0.5718, "page": 0, "Index": 136}, {"Word": "this", "Confidence": 0.918, "X1": 0.73203, "Y1": 0.5592, "X2": 0.76601, "Y2": 0.559, "X3": 0.76601, "Y3": 0.5718, "X4": 0.73203, "Y4": 0.5718, "page": 0, "Index": 137}, {"Word": "parteien", "Confidence": 0.283, "X1": 0.76993, "Y1": 0.5592, "X2": 0.83137, "Y2": 0.559, "X3": 0.83137, "Y3": 0.5708, "X4": 0.76993, "Y4": 0.5718, "page": 0, "Index": 138}, {"Word": "to", "Confidence": 0.35, "X1": 0.31373, "Y1": 0.5712, "X2": 0.3281, "Y2": 0.571, "X3": 0.32941, "Y3": 0.5828, "X4": 0.31373, "Y4": 0.5828, "page": 0, "Index": 139}, {"Word": "prevent", "Confidence": 0.636, "X1": 0.33333, "Y1": 0.5712, "X2": 0.38954, "Y2": 0.571, "X3": 0.38954, "Y3": 0.5828, "X4": 0.33464, "Y4": 0.5828, "page": 0, "Index": 140}, {"Word": "pilots", "Confidence": 0.598, "X1": 0.39346, "Y1": 0.5712, "X2": 0.44183, "Y2": 0.571, "X3": 0.44183, "Y3": 0.5828, "X4": 0.39477, "Y4": 0.5828, "page": 0, "Index": 141}, {"Word": "fran", "Confidence": 0.197, "X1": 0.44837, "Y1": 0.5712, "X2": 0.47974, "Y2": 0.571, "X3": 0.47974, "Y3": 0.5828, "X4": 0.44837, "Y4": 0.5828, "page": 0, "Index": 142}, {"Word": "amskire", "Confidence": 0.148, "X1": 0.48627, "Y1": 0.5712, "X2": 0.53987, "Y2": 0.571, "X3": 0.53987, "Y3": 0.5828, "X4": 0.48627, "Y4": 0.5828, "page": 0, "Index": 143}, {"Word": "darian", "Confidence": 0.404, "X1": 0.5451, "Y1": 0.5712, "X2": 0.59346, "Y2": 0.571, "X3": 0.59346, "Y3": 0.5828, "X4": 0.5451, "Y4": 0.5828, "page": 0, "Index": 144}, {"Word": "flight", "Confidence": 0.069, "X1": 0.59869, "Y1": 0.5712, "X2": 0.64575, "Y2": 0.571, "X3": 0.64575, "Y3": 0.5828, "X4": 0.59869, "Y4": 0.5828, "page": 0, "Index": 145}, {"Word": "outsut'ons", "Confidence": 0.246, "X1": 0.64837, "Y1": 0.5712, "X2": 0.7281, "Y2": 0.571, "X3": 0.7281, "Y3": 0.5828, "X4": 0.64837, "Y4": 0.5828, "page": 0, "Index": 146}, {"Word": "cad", "Confidence": 0.385, "X1": 0.73333, "Y1": 0.5712, "X2": 0.75817, "Y2": 0.571, "X3": 0.75817, "Y3": 0.5828, "X4": 0.73333, "Y4": 0.5828, "page": 0, "Index": 147}, {"Word": "aven", "Confidence": 0.428, "X1": 0.76209, "Y1": 0.5712, "X2": 0.79346, "Y2": 0.571, "X3": 0.79346, "Y3": 0.5828, "X4": 0.76209, "Y4": 0.5828, "page": 0, "Index": 148}, {"Word": "lafete", "Confidence": 0.251, "X1": 0.79869, "Y1": 0.5722, "X2": 0.84575, "Y2": 0.572, "X3": 0.84575, "Y3": 0.5818, "X4": 0.79739, "Y4": 0.5828, "page": 0, "Index": 149}, {"Word": "Clighes", "Confidence": 0.684, "X1": 0.31503, "Y1": 0.5812, "X2": 0.36601, "Y2": 0.581, "X3": 0.36601, "Y3": 0.5938, "X4": 0.31503, "Y4": 0.5938, "page": 0, "Index": 150}, {"Word": "take", "Confidence": 0.291, "X1": 0.37255, "Y1": 0.5812, "X2": 0.40392, "Y2": 0.581, "X3": 0.40392, "Y3": 0.5938, "X4": 0.37255, "Y4": 0.5938, "page": 0, "Index": 151}, {"Word": "place.", "Confidence": 0.715, "X1": 0.40915, "Y1": 0.5822, "X2": 0.45882, "Y2": 0.582, "X3": 0.45882, "Y3": 0.5938, "X4": 0.40915, "Y4": 0.5938, "page": 0, "Index": 152}, {"Word": ".", "Confidence": 0.604, "X1": 0.47059, "Y1": 0.5832, "X2": 0.47843, "Y2": 0.583, "X3": 0.47843, "Y3": 0.5938, "X4": 0.47059, "Y4": 0.5938, "page": 0, "Index": 153}, {"Word": "Si=sorely", "Confidence": 0.085, "X1": 0.53203, "Y1": 0.6042, "X2": 0.60131, "Y2": 0.604, "X3": 0.60131, "Y3": 0.6168, "X4": 0.53203, "Y4": 0.6168, "page": 0, "Index": 154}, {"Word": "your", "Confidence": 0.133, "X1": 0.60523, "Y1": 0.6052, "X2": 0.63137, "Y2": 0.605, "X3": 0.63137, "Y3": 0.6168, "X4": 0.60392, "Y4": 0.6168, "page": 0, "Index": 155}, {"Word": "...", "Confidence": 0.766, "X1": 0.63529, "Y1": 0.6052, "X2": 0.65359, "Y2": 0.605, "X3": 0.65359, "Y3": 0.6168, "X4": 0.63399, "Y4": 0.6168, "page": 0, "Index": 156}, {"Word": "Mivemicy", "Confidence": 0.112, "X1": 0.53333, "Y1": 0.7202, "X2": 0.60654, "Y2": 0.72, "X3": 0.60654, "Y3": 0.7308, "X4": 0.53333, "Y4": 0.7308, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.08, "X1": 0.61438, "Y1": 0.7202, "X2": 0.63007, "Y2": 0.72, "X3": 0.63137, "Y3": 0.7308, "X4": 0.61438, "Y4": 0.7308, "page": 0, "Index": 158}, {"Word": "\"ilinvis", "Confidence": 0.297, "X1": 0.6366, "Y1": 0.7202, "X2": 0.69804, "Y2": 0.72, "X3": 0.69804, "Y3": 0.7308, "X4": 0.6366, "Y4": 0.7308, "page": 0, "Index": 159}, {"Word": "\u00c0.", "Confidence": 0.401, "X1": 0.70327, "Y1": 0.7202, "X2": 0.72157, "Y2": 0.72, "X3": 0.72157, "Y3": 0.7308, "X4": 0.70327, "Y4": 0.7308, "page": 0, "Index": 160}, {"Word": "Lincoln", "Confidence": 0.145, "X1": 0.72549, "Y1": 0.7202, "X2": 0.77908, "Y2": 0.72, "X3": 0.77908, "Y3": 0.7318, "X4": 0.72549, "Y4": 0.7308, "page": 0, "Index": 161}, {"Word": ":'mal", "Confidence": 0.096, "X1": 0.79608, "Y1": 0.7202, "X2": 0.83268, "Y2": 0.72, "X3": 0.83268, "Y3": 0.7318, "X4": 0.79608, "Y4": 0.7318, "page": 0, "Index": 162}, {"Word": "ot,", "Confidence": 0.451, "X1": 0.83529, "Y1": 0.7202, "X2": 0.85621, "Y2": 0.72, "X3": 0.85621, "Y3": 0.7318, "X4": 0.83529, "Y4": 0.7318, "page": 0, "Index": 163}, {"Word": "%", "Confidence": 0.791, "X1": 0.85882, "Y1": 0.7202, "X2": 0.86797, "Y2": 0.72, "X3": 0.86797, "Y3": 0.7318, "X4": 0.85882, "Y4": 0.7318, "page": 0, "Index": 164}, {"Word": "Jicima", "Confidence": 0.059, "X1": 0.87843, "Y1": 0.7202, "X2": 0.92157, "Y2": 0.72, "X3": 0.92026, "Y3": 0.7318, "X4": 0.87843, "Y4": 0.7318, "page": 0, "Index": 165}, {"Word": "COPY", "Confidence": 0.793, "X1": 0.50327, "Y1": 0.8232, "X2": 0.6719, "Y2": 0.823, "X3": 0.66928, "Y3": 0.8628, "X4": 0.50327, "Y4": 0.8658, "page": 0, "Index": 166}, {"Word": "TI0016-16", "Confidence": 0.673, "X1": 0.91634, "Y1": 0.9512, "X2": 0.99608, "Y2": 0.951, "X3": 0.99608, "Y3": 0.9648, "X4": 0.91634, "Y4": 0.9668, "page": 0, "Index": 167}]}
|
"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"
|
ffnb0024
| 5 |
{"lines_data": [{"Word": "Component", "Confidence": 0.4, "X1": 0.16754, "Y1": 0.0962, "X2": 0.27094, "Y2": 0.096, "X3": 0.26963, "Y3": 0.1128, "X4": 0.16754, "Y4": 0.1118, "page": 0}, {"Word": "Annual Usage (pounds)", "Confidence": 0.86867, "X1": 0.66099, "Y1": 0.0942, "X2": 0.88089, "Y2": 0.094, "X3": 0.88089, "Y3": 0.1118, "X4": 0.66099, "Y4": 0.1118, "page": 0}, {"Word": "Isoborny1 propionate extra .", "Confidence": 0.60975, "X1": 0.11649, "Y1": 0.1302, "X2": 0.39921, "Y2": 0.13, "X3": 0.39921, "Y3": 0.1468, "X4": 0.11649, "Y4": 0.1478, "page": 0}, {"Word": "10", "Confidence": 0.994, "X1": 0.73429, "Y1": 0.1322, "X2": 0.75785, "Y2": 0.132, "X3": 0.75785, "Y3": 0.1458, "X4": 0.73429, "Y4": 0.1468, "page": 0}, {"Word": "Sclareol", "Confidence": 0.851, "X1": 0.1178, "Y1": 0.1532, "X2": 0.20419, "Y2": 0.153, "X3": 0.20419, "Y3": 0.1678, "X4": 0.1178, "Y4": 0.1678, "page": 0}, {"Word": "5", "Confidence": 0.995, "X1": 0.73953, "Y1": 0.1522, "X2": 0.76178, "Y2": 0.152, "X3": 0.76178, "Y3": 0.1688, "X4": 0.74215, "Y4": 0.1698, "page": 0}, {"Word": "Cinnamic acid", "Confidence": 0.7855, "X1": 0.11911, "Y1": 0.1742, "X2": 0.25785, "Y2": 0.174, "X3": 0.25785, "Y3": 0.1898, "X4": 0.11911, "Y4": 0.1888, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.73953, "Y1": 0.1772, "X2": 0.76178, "Y2": 0.177, "X3": 0.76178, "Y3": 0.1928, "X4": 0.74084, "Y4": 0.1928, "page": 0}, {"Word": "Citronelly1 phenyl acetate", "Confidence": 0.874, "X1": 0.11649, "Y1": 0.1972, "X2": 0.38743, "Y2": 0.197, "X3": 0.38743, "Y3": 0.2138, "X4": 0.11649, "Y4": 0.2128, "page": 0}, {"Word": ".1", "Confidence": 0.955, "X1": 0.7356, "Y1": 0.1962, "X2": 0.76047, "Y2": 0.196, "X3": 0.76047, "Y3": 0.2128, "X4": 0.73822, "Y4": 0.2138, "page": 0}, {"Word": "Phenyl ethyl isovalerate", "Confidence": 0.69733, "X1": 0.1178, "Y1": 0.2172, "X2": 0.36649, "Y2": 0.217, "X3": 0.36649, "Y3": 0.2348, "X4": 0.1178, "Y4": 0.2348, "page": 0}, {"Word": ".1", "Confidence": 0.941, "X1": 0.7356, "Y1": 0.2202, "X2": 0.76047, "Y2": 0.22, "X3": 0.76178, "Y3": 0.2338, "X4": 0.73691, "Y4": 0.2348, "page": 0}, {"Word": "Linaly1 isovalerate", "Confidence": 0.828, "X1": 0.11649, "Y1": 0.2402, "X2": 0.31806, "Y2": 0.24, "X3": 0.31806, "Y3": 0.2558, "X4": 0.11649, "Y4": 0.2568, "page": 0}, {"Word": ".1", "Confidence": 0.934, "X1": 0.7356, "Y1": 0.2432, "X2": 0.75785, "Y2": 0.243, "X3": 0.75785, "Y3": 0.2568, "X4": 0.73691, "Y4": 0.2568, "page": 0}, {"Word": "Sandalwood ofl", "Confidence": 0.894, "X1": 0.11911, "Y1": 0.2632, "X2": 0.26702, "Y2": 0.263, "X3": 0.26702, "Y3": 0.2778, "X4": 0.11911, "Y4": 0.2788, "page": 0}, {"Word": ".1", "Confidence": 0.902, "X1": 0.73691, "Y1": 0.2642, "X2": 0.76047, "Y2": 0.264, "X3": 0.76047, "Y3": 0.2778, "X4": 0.73691, "Y4": 0.2778, "page": 0}, {"Word": "Vetiver Haiti oil", "Confidence": 0.78, "X1": 0.1178, "Y1": 0.2842, "X2": 0.29712, "Y2": 0.284, "X3": 0.29712, "Y3": 0.3008, "X4": 0.1178, "Y4": 0.3008, "page": 0}, {"Word": ".1", "Confidence": 0.677, "X1": 0.73691, "Y1": 0.2862, "X2": 0.75785, "Y2": 0.286, "X3": 0.75785, "Y3": 0.3008, "X4": 0.73691, "Y4": 0.3008, "page": 0}, {"Word": "Glycerin (95%)", "Confidence": 0.8245, "X1": 0.1178, "Y1": 0.3072, "X2": 0.2644, "Y2": 0.307, "X3": 0.2644, "Y3": 0.3238, "X4": 0.1178, "Y4": 0.3248, "page": 0}, {"Word": "2160", "Confidence": 0.991, "X1": 0.71335, "Y1": 0.3082, "X2": 0.76047, "Y2": 0.308, "X3": 0.76047, "Y3": 0.3228, "X4": 0.71335, "Y4": 0.3228, "page": 0}, {"Word": "Flue-cured enhancer 36.170", "Confidence": 0.94467, "X1": 0.11649, "Y1": 0.3292, "X2": 0.38874, "Y2": 0.329, "X3": 0.38874, "Y3": 0.3458, "X4": 0.11649, "Y4": 0.3468, "page": 0}, {"Word": "160", "Confidence": 0.998, "X1": 0.72513, "Y1": 0.3302, "X2": 0.76047, "Y2": 0.33, "X3": 0.76047, "Y3": 0.3458, "X4": 0.72382, "Y4": 0.3458, "page": 0}, {"Word": "1265", "Confidence": 0.987, "X1": 0.71466, "Y1": 0.3522, "X2": 0.76047, "Y2": 0.352, "X3": 0.75916, "Y3": 0.3678, "X4": 0.71335, "Y4": 0.3688, "page": 0}, {"Word": "Sweet Burley flavor 36.231", "Confidence": 0.99375, "X1": 0.11649, "Y1": 0.3522, "X2": 0.38874, "Y2": 0.352, "X3": 0.38874, "Y3": 0.3688, "X4": 0.11649, "Y4": 0.3688, "page": 0}, {"Word": "RZA", "Confidence": 0.29, "X1": 0.70288, "Y1": 0.4192, "X2": 0.78665, "Y2": 0.419, "X3": 0.78796, "Y3": 0.4528, "X4": 0.70026, "Y4": 0.4528, "page": 0}, {"Word": "Xc: Dr. A. W. Hayes", "Confidence": 0.9792, "X1": 0.11518, "Y1": 0.4952, "X2": 0.33508, "Y2": 0.495, "X3": 0.33508, "Y3": 0.5108, "X4": 0.11518, "Y4": 0.5118, "page": 0}, {"Word": "Mr. W. W. Juchatz", "Confidence": 0.99625, "X1": 0.16754, "Y1": 0.5102, "X2": 0.34948, "Y2": 0.51, "X3": 0.34817, "Y3": 0.5258, "X4": 0.16754, "Y4": 0.5248, "page": 0}, {"Word": "51553 6447", "Confidence": 0.9925, "X1": 0.95419, "Y1": 0.8932, "X2": 0.9555, "Y2": 0.893, "X3": 0.93586, "Y3": 0.8928, "X4": 0.93325, "Y4": 0.8008, "page": 0}], "words_data": [{"Word": "Component", "Confidence": 0.4, "X1": 0.17016, "Y1": 0.0962, "X2": 0.26702, "Y2": 0.096, "X3": 0.26571, "Y3": 0.1128, "X4": 0.16885, "Y4": 0.1118, "page": 0, "Index": 0}, {"Word": "Annual", "Confidence": 0.773, "X1": 0.6623, "Y1": 0.0952, "X2": 0.72775, "Y2": 0.095, "X3": 0.72644, "Y3": 0.1118, "X4": 0.66099, "Y4": 0.1128, "page": 0, "Index": 1}, {"Word": "Usage", "Confidence": 0.842, "X1": 0.73168, "Y1": 0.0952, "X2": 0.78927, "Y2": 0.095, "X3": 0.78796, "Y3": 0.1128, "X4": 0.73168, "Y4": 0.1118, "page": 0, "Index": 2}, {"Word": "(pounds)", "Confidence": 0.991, "X1": 0.79581, "Y1": 0.0952, "X2": 0.88089, "Y2": 0.095, "X3": 0.88089, "Y3": 0.1128, "X4": 0.7945, "Y4": 0.1128, "page": 0, "Index": 3}, {"Word": "Isoborny1", "Confidence": 0.639, "X1": 0.11911, "Y1": 0.1312, "X2": 0.21466, "Y2": 0.131, "X3": 0.21466, "Y3": 0.1478, "X4": 0.1178, "Y4": 0.1478, "page": 0, "Index": 4}, {"Word": "propionate", "Confidence": 0.811, "X1": 0.2199, "Y1": 0.1312, "X2": 0.32461, "Y2": 0.131, "X3": 0.32461, "Y3": 0.1478, "X4": 0.21859, "Y4": 0.1478, "page": 0, "Index": 5}, {"Word": "extra", "Confidence": 0.881, "X1": 0.33115, "Y1": 0.1312, "X2": 0.38613, "Y2": 0.131, "X3": 0.38613, "Y3": 0.1478, "X4": 0.33115, "Y4": 0.1478, "page": 0, "Index": 6}, {"Word": ".", "Confidence": 0.108, "X1": 0.39005, "Y1": 0.1312, "X2": 0.39921, "Y2": 0.131, "X3": 0.40052, "Y3": 0.1478, "X4": 0.39136, "Y4": 0.1478, "page": 0, "Index": 7}, {"Word": "10", "Confidence": 0.994, "X1": 0.73429, "Y1": 0.1322, "X2": 0.75393, "Y2": 0.132, "X3": 0.75524, "Y3": 0.1458, "X4": 0.7356, "Y4": 0.1468, "page": 0, "Index": 8}, {"Word": "Sclareol", "Confidence": 0.851, "X1": 0.11911, "Y1": 0.1532, "X2": 0.20288, "Y2": 0.153, "X3": 0.20288, "Y3": 0.1688, "X4": 0.11911, "Y4": 0.1678, "page": 0, "Index": 9}, {"Word": "5", "Confidence": 0.995, "X1": 0.74215, "Y1": 0.1522, "X2": 0.75524, "Y2": 0.152, "X3": 0.75785, "Y3": 0.1688, "X4": 0.74476, "Y4": 0.1698, "page": 0, "Index": 10}, {"Word": "Cinnamic", "Confidence": 0.59, "X1": 0.11911, "Y1": 0.1752, "X2": 0.20419, "Y2": 0.175, "X3": 0.20288, "Y3": 0.1898, "X4": 0.11911, "Y4": 0.1898, "page": 0, "Index": 11}, {"Word": "acid", "Confidence": 0.981, "X1": 0.21073, "Y1": 0.1762, "X2": 0.25524, "Y2": 0.176, "X3": 0.25393, "Y3": 0.1898, "X4": 0.20942, "Y4": 0.1898, "page": 0, "Index": 12}, {"Word": "1", "Confidence": 0.991, "X1": 0.74476, "Y1": 0.1772, "X2": 0.75654, "Y2": 0.177, "X3": 0.75654, "Y3": 0.1928, "X4": 0.74476, "Y4": 0.1928, "page": 0, "Index": 13}, {"Word": "Citronelly1", "Confidence": 0.815, "X1": 0.12042, "Y1": 0.1972, "X2": 0.2356, "Y2": 0.197, "X3": 0.2356, "Y3": 0.2138, "X4": 0.12042, "Y4": 0.2138, "page": 0, "Index": 14}, {"Word": "phenyl", "Confidence": 0.81, "X1": 0.23953, "Y1": 0.1982, "X2": 0.30497, "Y2": 0.198, "X3": 0.30497, "Y3": 0.2138, "X4": 0.23953, "Y4": 0.2138, "page": 0, "Index": 15}, {"Word": "acetate", "Confidence": 0.997, "X1": 0.31152, "Y1": 0.1982, "X2": 0.38613, "Y2": 0.198, "X3": 0.38613, "Y3": 0.2138, "X4": 0.31152, "Y4": 0.2138, "page": 0, "Index": 16}, {"Word": ".1", "Confidence": 0.955, "X1": 0.7356, "Y1": 0.1962, "X2": 0.75654, "Y2": 0.196, "X3": 0.75785, "Y3": 0.2128, "X4": 0.73691, "Y4": 0.2138, "page": 0, "Index": 17}, {"Word": "Phenyl", "Confidence": 0.637, "X1": 0.11911, "Y1": 0.2182, "X2": 0.18455, "Y2": 0.218, "X3": 0.18325, "Y3": 0.2358, "X4": 0.11911, "Y4": 0.2358, "page": 0, "Index": 18}, {"Word": "ethyl", "Confidence": 0.831, "X1": 0.18848, "Y1": 0.2172, "X2": 0.24476, "Y2": 0.217, "X3": 0.24476, "Y3": 0.2358, "X4": 0.18848, "Y4": 0.2358, "page": 0, "Index": 19}, {"Word": "isovalerate", "Confidence": 0.624, "X1": 0.25, "Y1": 0.2182, "X2": 0.36649, "Y2": 0.218, "X3": 0.36518, "Y3": 0.2358, "X4": 0.24869, "Y4": 0.2358, "page": 0, "Index": 20}, {"Word": ".1", "Confidence": 0.941, "X1": 0.7356, "Y1": 0.2202, "X2": 0.75654, "Y2": 0.22, "X3": 0.75654, "Y3": 0.2348, "X4": 0.73691, "Y4": 0.2348, "page": 0, "Index": 21}, {"Word": "Linaly1", "Confidence": 0.665, "X1": 0.1178, "Y1": 0.2412, "X2": 0.19503, "Y2": 0.241, "X3": 0.19503, "Y3": 0.2568, "X4": 0.1178, "Y4": 0.2578, "page": 0, "Index": 22}, {"Word": "isovalerate", "Confidence": 0.991, "X1": 0.20026, "Y1": 0.2402, "X2": 0.31545, "Y2": 0.24, "X3": 0.31545, "Y3": 0.2568, "X4": 0.19895, "Y4": 0.2568, "page": 0, "Index": 23}, {"Word": ".1", "Confidence": 0.934, "X1": 0.7356, "Y1": 0.2432, "X2": 0.75654, "Y2": 0.243, "X3": 0.75654, "Y3": 0.2568, "X4": 0.73691, "Y4": 0.2568, "page": 0, "Index": 24}, {"Word": "Sandalwood", "Confidence": 0.993, "X1": 0.12042, "Y1": 0.2632, "X2": 0.22382, "Y2": 0.263, "X3": 0.22251, "Y3": 0.2778, "X4": 0.11911, "Y4": 0.2788, "page": 0, "Index": 25}, {"Word": ".1", "Confidence": 0.902, "X1": 0.73691, "Y1": 0.2632, "X2": 0.75654, "Y2": 0.263, "X3": 0.75654, "Y3": 0.2778, "X4": 0.73691, "Y4": 0.2768, "page": 0, "Index": 26}, {"Word": "ofl", "Confidence": 0.795, "X1": 0.23429, "Y1": 0.2642, "X2": 0.26571, "Y2": 0.264, "X3": 0.26309, "Y3": 0.2788, "X4": 0.23298, "Y4": 0.2788, "page": 0, "Index": 27}, {"Word": "Vetiver", "Confidence": 0.996, "X1": 0.1178, "Y1": 0.2852, "X2": 0.19241, "Y2": 0.285, "X3": 0.19241, "Y3": 0.3008, "X4": 0.1178, "Y4": 0.3018, "page": 0, "Index": 28}, {"Word": "Haiti", "Confidence": 0.991, "X1": 0.19895, "Y1": 0.2852, "X2": 0.25524, "Y2": 0.285, "X3": 0.25524, "Y3": 0.3008, "X4": 0.19895, "Y4": 0.3008, "page": 0, "Index": 29}, {"Word": "oil", "Confidence": 0.353, "X1": 0.26047, "Y1": 0.2852, "X2": 0.29581, "Y2": 0.285, "X3": 0.29581, "Y3": 0.3018, "X4": 0.26047, "Y4": 0.3008, "page": 0, "Index": 30}, {"Word": ".1", "Confidence": 0.677, "X1": 0.73822, "Y1": 0.2862, "X2": 0.75654, "Y2": 0.286, "X3": 0.75654, "Y3": 0.3008, "X4": 0.73822, "Y4": 0.3008, "page": 0, "Index": 31}, {"Word": "Glycerin", "Confidence": 0.991, "X1": 0.11911, "Y1": 0.3082, "X2": 0.20288, "Y2": 0.308, "X3": 0.20288, "Y3": 0.3248, "X4": 0.11911, "Y4": 0.3258, "page": 0, "Index": 32}, {"Word": "(95%)", "Confidence": 0.658, "X1": 0.21335, "Y1": 0.3072, "X2": 0.2644, "Y2": 0.307, "X3": 0.2644, "Y3": 0.3238, "X4": 0.21335, "Y4": 0.3248, "page": 0, "Index": 33}, {"Word": "2160", "Confidence": 0.991, "X1": 0.71728, "Y1": 0.3082, "X2": 0.75916, "Y2": 0.308, "X3": 0.75916, "Y3": 0.3228, "X4": 0.71728, "Y4": 0.3228, "page": 0, "Index": 34}, {"Word": "Flue-cured", "Confidence": 0.902, "X1": 0.11911, "Y1": 0.3302, "X2": 0.22513, "Y2": 0.33, "X3": 0.22513, "Y3": 0.3478, "X4": 0.11649, "Y4": 0.3478, "page": 0, "Index": 35}, {"Word": "enhancer", "Confidence": 0.941, "X1": 0.23168, "Y1": 0.3302, "X2": 0.31675, "Y2": 0.33, "X3": 0.31675, "Y3": 0.3468, "X4": 0.23168, "Y4": 0.3478, "page": 0, "Index": 36}, {"Word": "36.170", "Confidence": 0.991, "X1": 0.3233, "Y1": 0.3302, "X2": 0.38743, "Y2": 0.33, "X3": 0.38874, "Y3": 0.3468, "X4": 0.3233, "Y4": 0.3468, "page": 0, "Index": 37}, {"Word": "160", "Confidence": 0.998, "X1": 0.72382, "Y1": 0.3302, "X2": 0.75916, "Y2": 0.33, "X3": 0.75916, "Y3": 0.3448, "X4": 0.72513, "Y4": 0.3458, "page": 0, "Index": 38}, {"Word": "1265", "Confidence": 0.987, "X1": 0.71597, "Y1": 0.3522, "X2": 0.75916, "Y2": 0.352, "X3": 0.75916, "Y3": 0.3678, "X4": 0.71597, "Y4": 0.3688, "page": 0, "Index": 39}, {"Word": "Sweet", "Confidence": 0.994, "X1": 0.11911, "Y1": 0.3532, "X2": 0.17277, "Y2": 0.353, "X3": 0.17277, "Y3": 0.3698, "X4": 0.1178, "Y4": 0.3698, "page": 0, "Index": 40}, {"Word": "Burley", "Confidence": 0.996, "X1": 0.17932, "Y1": 0.3532, "X2": 0.24476, "Y2": 0.353, "X3": 0.24476, "Y3": 0.3688, "X4": 0.17932, "Y4": 0.3698, "page": 0, "Index": 41}, {"Word": "flavor", "Confidence": 0.994, "X1": 0.25262, "Y1": 0.3532, "X2": 0.31545, "Y2": 0.353, "X3": 0.31675, "Y3": 0.3688, "X4": 0.25262, "Y4": 0.3688, "page": 0, "Index": 42}, {"Word": "36.231", "Confidence": 0.991, "X1": 0.3233, "Y1": 0.3532, "X2": 0.38613, "Y2": 0.353, "X3": 0.38613, "Y3": 0.3698, "X4": 0.3233, "Y4": 0.3688, "page": 0, "Index": 43}, {"Word": "RZA", "Confidence": 0.29, "X1": 0.70681, "Y1": 0.4192, "X2": 0.78272, "Y2": 0.419, "X3": 0.78272, "Y3": 0.4528, "X4": 0.70681, "Y4": 0.4528, "page": 0, "Index": 44}, {"Word": "Xc:", "Confidence": 0.933, "X1": 0.11911, "Y1": 0.4962, "X2": 0.15445, "Y2": 0.496, "X3": 0.15314, "Y3": 0.5118, "X4": 0.1178, "Y4": 0.5118, "page": 0, "Index": 45}, {"Word": "Dr.", "Confidence": 0.971, "X1": 0.17016, "Y1": 0.4962, "X2": 0.2055, "Y2": 0.496, "X3": 0.2055, "Y3": 0.5118, "X4": 0.16885, "Y4": 0.5118, "page": 0, "Index": 46}, {"Word": "A.", "Confidence": 0.998, "X1": 0.21204, "Y1": 0.4962, "X2": 0.23691, "Y2": 0.496, "X3": 0.2356, "Y3": 0.5118, "X4": 0.21073, "Y4": 0.5118, "page": 0, "Index": 47}, {"Word": "W.", "Confidence": 0.998, "X1": 0.24084, "Y1": 0.4952, "X2": 0.26702, "Y2": 0.495, "X3": 0.26702, "Y3": 0.5118, "X4": 0.24084, "Y4": 0.5118, "page": 0, "Index": 48}, {"Word": "Hayes", "Confidence": 0.996, "X1": 0.27094, "Y1": 0.4952, "X2": 0.32723, "Y2": 0.495, "X3": 0.32853, "Y3": 0.5108, "X4": 0.27094, "Y4": 0.5118, "page": 0, "Index": 49}, {"Word": "Mr.", "Confidence": 0.994, "X1": 0.16885, "Y1": 0.5102, "X2": 0.20419, "Y2": 0.51, "X3": 0.20419, "Y3": 0.5248, "X4": 0.16885, "Y4": 0.5248, "page": 0, "Index": 50}, {"Word": "W.", "Confidence": 0.998, "X1": 0.21073, "Y1": 0.5102, "X2": 0.23691, "Y2": 0.51, "X3": 0.23691, "Y3": 0.5258, "X4": 0.20942, "Y4": 0.5248, "page": 0, "Index": 51}, {"Word": "W.", "Confidence": 0.998, "X1": 0.24084, "Y1": 0.5112, "X2": 0.26702, "Y2": 0.511, "X3": 0.26702, "Y3": 0.5258, "X4": 0.24084, "Y4": 0.5258, "page": 0, "Index": 52}, {"Word": "Juchatz", "Confidence": 0.995, "X1": 0.27356, "Y1": 0.5112, "X2": 0.34555, "Y2": 0.511, "X3": 0.34555, "Y3": 0.5268, "X4": 0.27225, "Y4": 0.5258, "page": 0, "Index": 53}, {"Word": "51553", "Confidence": 0.994, "X1": 0.95419, "Y1": 0.8452, "X2": 0.9555, "Y2": 0.845, "X3": 0.93586, "Y3": 0.8458, "X4": 0.93455, "Y4": 0.8018, "page": 0, "Index": 54}, {"Word": "6447", "Confidence": 0.991, "X1": 0.9555, "Y1": 0.8912, "X2": 0.9555, "Y2": 0.891, "X3": 0.93586, "Y3": 0.8918, "X4": 0.93586, "Y4": 0.8538, "page": 0, "Index": 55}]}
|
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvwDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKiFxCZzAJUMwGTHuG4D1x1oAlorL1HXLLT7+zsLkzCW9bZEUjJXPPVh06GtJRtAGScepoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHHLHIzrHIjlG2uFYEqeuD6HmpKijhiiaRo41RpG3OQMbjjGT+QoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKjmlEMLysGIUZIUZP5U8HIzQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUyWMSxNGxYBhjKnBqK0tFs4jGsksgLFsyNuPPb6UAZ+uJq72zxaXtLzRtHuZgvkkg4f1POOKwfBHgF/ClzdX93rF1qWoXahZZJTxx6V21VTqFoNRFgZ0F0Y/NEWeSucZ/OgAidZriVfLZkRgVkYggn/Z+lWqgtrWGziMVvGI0LFsD1JyT+dTAg9DmgBaKr3t9badaSXV5MkNvGMvI5wBUyuroHUgqwyCO4oAdRTHkRCoZ1UscKCcZPtT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopMiloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKaqYZjknPYngfSnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHJEJVVWZhhg3ynHQ5rnrPwlZL4kn1+6t86j5z+VKsrEeWQABtJwOn510tFABWZpOjQaMLpbeW4dbiYzFZpC+wnqFz0HtVhrMtqa3guZwFiMZhDfuzzncR6+9W6AM+4sba4nlS8cTxXAUC1m2lPl5yBjr/hV5lyhXkAjHHamSRxFlldFLR5KsRyvHOKrvKt0RBHKAk0LNvRiHA4AK/n1+lAGcfClizaQ0s13K2lyNLCZJixZmBBLE9epxWxcQrcQNEzOobHKNtI59ah0yx/s3T4rT7TcXPl5/e3Em92yc8nvVygBAMADPSloooAKKKKACiiigAooooAKKKKACiiigAqC6txd2ktuzyRrIpUvG21hnuD2NT0UAYVv4UsbbTJLFbi/cSEF5nu5DKcdPmzkfhW0ihEVASQoxycmn0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVDcRNPA8aSvEzdHTGR+dAE1FIOBjOaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgngMxjIldAjbiFP3h6H2pLW1js4RFG0jKCcGRyx57ZParFFABRRRQBRvrS6uZ7N7e8aBIZt8qAf61cfdNXqKKACiiigAooooAKKKjKOZ1cSEIFIKY4J9c0ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAed/FHxFqmlnRNJ0y6WxbVrkwPekZMI46e5zWNPN4k+HviKxtzrE/iC31P8AcwW9zKqus397/dra+Jk+kXZsdF1fRdVvY5j5sdxYISYHBwOnOa4mTSPCTFZ7qw8Z3F0hzDdSxyM8RX+7xjigDptS+JviDQvFNjoOpeGImub1sQmC5BEg9ienPrVOX4v62+safYWvhM7tR3rbLLcAFmVirAkcDBFZcunaDc+KrXUruDxpc6rAVeJpYCSAOR/Diub8S6XcS+ItDm0DRvE9yLeRrnbcKUwpfcyx8cZOeaAPSpPidqtvqkfh2bwy/wDwk0o3R2yzgxFcE7t/pgGqtz8YbzTvEcPhy98KXQ1iQqvlRTqyksMjB9K565n8M3LpqAsvFlproIf+0BbO8qNjBXptI7YqO3svDMviaDxJLdeLDqVqwkZ57Ri05AwFGF4oA6O9+N1tbSTaYNGuE1+O4+z/AGKVxtz/AHi44xVG0+Ner6xrUOjaR4VM18xZXDT4QlepBx90etZMtv4MPiG71kWHisajJN5y3aWzZVj12jb+HNT6XN4X0rxFBrkcPi+W8hLEeZbNtO77wICjg0AW9Q+KPii+1XS7HT9CktbmPUha3cZkVlmYDLIp7cc5r2KxmuLiyilurY207DLwlw2w+mRwa8U+0eFB9qZbPxYs096L5ZhbNvil55U7eAQcY9AK9A8A6vZXdtc2VoutuyOZXm1SNgzFj0BIA7dBQB2lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIRkEetMijWGFIkztRQoyc8CpKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5T4jajeaT4F1K/sNQWxuYE3pKy5yc/dHueldXXmfxdm8PyWem2PiG41OO2ebzPLsoiwkx2bjigDF8A/FW8n+Hmo6nqyPqN9p86hkjIDvGxABx7c81o6t8aY9GvYNNvPDGpRanMwCWrlQWVjhSD7muc1ax+HmqamNQt9T1TTkggjhuYbW0dVZByA+F78flUut3vw/1nxjb+Ib7xBqIubTyhFELVwE2c/wB3nJ5oA6ux+LMc3iux8NX2gX1hqV1JtMczLhBtyGyOucU3Vviz/ZE2qxS+HL1m0+cROfMUBgRkMPrXP69ZeD9e8St4nfV9ct7zan2eWG0cCEgYBHy81hwaf4BXVZ9Ym8YapNqaSCXzbi2LZI4OUK4b+lAHca14r1PxT8N/+En8JXx082peSeKePJcIOUzXd+Hr+XVPDmm386hZrm2jlcAcAsoJrxqKXw1HomqWll411KLTLyUmeNdOJ2l+oHHAP0rtvD/jPwzoPh6O1uPEwvBbqFUyQlJAoAAXaOTQAup6z4pb4rQ6Bp91aR6a1j9rfzIcsoyVxn/exXN+H/jE8F1d6VrQe/1aO7kjVLWIRqsacZyTz0Jq5r2v+D9avYPEdl4qn0y/t4mgLxREu8ZP3TGRk8nIrnF8K/DqFo7+18VbbmSNlnkuIxM0pY8sVP3TQB3et/FO20jRdO1VdJup7a7Qu3zqrRAHuDyTTpfijbXccbeHNJutcxCJp/szACAHs2e/tXDroPgDS7MpbeLbhmaEpM2wTsV77AQdn4Vg/afB/hTSGj8OT+Ir55g4ubi0zEMEcKwIx+VAHdRfHrR7ttljpF/PLGpedTtXy0A+Y89cV6ToWtWfiLRbXVrBy1tcpuQsMH0II+teIWemeELTwVol3LqtxpN5LE6TSwWplMoZiSr5U8jA59jXoGm+P/B3h/QrG2jvrk2qptila1f5uTnooGaAKXxLv9S1DxP4c8IabcPbC+l+0XEynB8tD0B/A/pVy4+KNtZ6jf2CaHqk66XJ5d3PHHlY1H8fv64rmfHvjLw7f3Wga5pGpq2o6fOJFTyny8TcMpwODjnBrndJ8V6RrPjLxL9t1bUNH03VGB3+WEV1Awcsfuk0Aejv8YNCdWnsrPUr2xjAMt3b25aOP1B+nepV+LGiS+EZfEtvbXs1jDcfZ5dkfzIezEenI/OuIt7Pw3odlJpOjfEeKy0W4JM1vIqu/P3tre4rOutG8KwaLcaDonxGtLTRrlhJLBKA7M4xzu9OBxQB3ln8adCuZT5mn6lb28cixzXEsOEhLdNx7Vz3jr4vX9hqdlN4YIn0lZfKurh7fMbNu5Cv9KqLZ+EYvBGraEvxAtZZNTlSSa6lAPzLjI98hRVH+zNEbwjF4StfiPpQ07zBLhohvLZyRnPTOTQB6Xp/xX8Majq8emwTyvLJIsSSrETG0hGdob2pLDXdVsPine+H9Sm82yvYPtWntgDZt4ZfeuE0PwbZaVrNjdSeMdGeOC4+1PcIds0jf3cZ24x7ZrpbS9std+LzanczWiWmm232ewf7QpM0jnlgAeRigD1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprIj/eVWx6jNOooAZ5ac/IvzdeOtIYIjz5Sf98ipKKAEwMYwMUzyIT/AMsk/wC+RUlFAEYijAIEaAHqMCgwQnrEn/fIqSigCPyIf+eUf/fIo8iH/nlH/wB8ipKKAIxBF/zyT/vkUCGMAgRoAeo2ipKKAGGNCoUopUdBjigxRlQpRSB0GOlPooAj8iH/AJ5R/wDfIqOWytZ4zHNbQyIeqtGCD+BqxRQBSm0fTLjHn6daS46b4FbH5iov+Ed0T/oDaf8A+Ayf4VpUUAZraDo7QmFtJsTETnZ9nTGemcYqvP4S8O3CxrLoensIyGUfZ1GCPwraooA5+48DeFrpy83h/TmYnJPkKOfwqu3w68Hl43Hh6xVo3DqUj2kEdOldRRQAgAUADgDpS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVDV9XsdC0yXUdRm8i1ixvkIJx+VX6wfGGrWWi+GLy6v4ZJoChj8uOIyElgQOKAJtB8T6P4lsnvNIvUuYEbazgEAH8a1wQRkEEHvXz6l+8n7P81rpUV1b3UFwiXISFkOGfJ7ZIx1xUHhy615NGu47iHUI/DUlzF597BI+5I1GGVA3zYJ64oA901XxHpOiz2UOoXawvey+Tb5BO9vTitQuqruLAKO5PFfOPi5bSK+0+LR/7XuvCQu45L1yjuI3zn92x+YZGc4rc1xoJ9csri3i17/hCjbqb/ZvCFtvycfe/u596APcRIhUMGUg9CDwaBJGzlA6lh1APIrwDWEtrbR9Wk04a1H4dMcTWO/zN63WeTH3C7etauo+GdBksPDV9pY1iM6ndxxzzJJJ5jLj5t2emaAPavMQkDevzdOetZ+s69pvh/TpL/U7lYbaIhXfBbaT0yBXkc2lxabeeILrT7i9ibw3dR3FnHczN5bjbmRAT1BrZEtlovgvVvEmt2s3neIculsqtNsDIdi47epPvQB6faXUN9ZwXdu4eCZBJG4/iUjINT1zXgLULfUfBOktbsx8m2jhkDKVKuqgEEGuE+K3kJ428OJcXmqQW06SC6WydgSijIIC85z+lAHr+RQGDDIII9RXzpdW5iWzF5qmux6bLqSrZTSmTzPs2PnLAdBnpnmum1DQ9N8L+JbePUNT1SPwpdW5kgzcOyLOT3I5GQeKAPZcgdazda12y0C3t575nCT3CW0excku5wPwrwbSbWX/hMpx4hn8QPoksLvpsYZ2dkDABmA5GM5GfatbWNQbTtF8MHWWv21G11AS2KyRs2bXzMbph03BB9aAPdcjjnrS14zq15pWpeIdU1DXNU1S2R41Gj/Zi6LIm0coB95twPBrlfC9prepab4l1bXtY12O501BJbwlnViR91iO/YYoA+kKrfbrb+0PsHnL9q8rzfLzzszjP5mvnDU/FniDWriDxCmoT6RfafBEPsLrIWuz3YKBjBrsdWm0/R/iNaeKL6bWHF9p8csEVqjENJ8o8sgdiDnBoA9mLAEDIyegpa+b9bvdf1b4hy3013qWkzrPEdOtZYJGJjOOy/Lz3zX0am7ylz9/aM/WgBdy7tu4bsZxnmnV8rXH/AAlK+OLy5udV1C31D7aUZIo5GPk55K4+XGK1tNtYJvG+brW/EMfhyeQwWty7uhafGceu33oA+i7W9tr0Sm2nSURSGKQoc7WHUH35qfIrxLwzeeHfh/q+q6bqOsa094LqRmi8t2jZWAw5AHJ56+tZPhS3sdZtdfuBr+t3t1pM08thbR3DI7QqOG98n19KAPoSivA/hZrep2fi+ysLnXptTtL62dniG9xbzZyFckcHGa96csB8q7jn1xQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDH17xPo3hmK3k1i+jtVuH8uMuD8x/Cm674r0Pw3bQT6vqMVtHOQsZbkt+A7Vxfxvv8ARbfwRLaah5bX85H2JSuWDBlLEenFULm/8NX3jDTtW1ue0uNHfSfLs5ZVJjEgJ8wHPG7GKAPWLe4hureOeCRZIpFDI6nIYHuKlriPhTHcReBIFnSRUM8pgDjH7osdmPbHSu3oAKKKKACiiigAooooAKKKinmW3gkmcMVjUsQoycAZ4FAEtFQ2863NtHOiuqyKGAdcMPqO1TUAFFFFAEMbytNKjQ7UUjY+7O/jnjtzU1FFABRRRQAUUUUAFFFFAEcLu6ZePYckYznjPWpKKKACiiigAooooAKKKKACiiigAooooAKQgMMEAj3pa5/xj4pg8H6CdUnt5LjMqxJFH952Y8CgDe2IF2hVwe2KNqhdu0Y9McVyGgeOX1Bb063pFxoa2kayvLduvllW6YbpVq58babJod1qOhumtPbqHa2s5FMmM4Jx2oA6XYu3btXHpjil2rt24GPTFc7p/jPS7rwfa+JbyT+z7K4UH/SDgqS23B/Gprjxh4ftdGi1ebVYFsJXCJPn5SSMge3FAG2VUjaVBHpil2jAGBx0rmoviF4Smhupo9esmS25lPmdB6j1/CrbeLvD66ENbOq239ncfv8Afx9PXPtQBD4n8GaR4uihi1VZ2jiJIWKUoDn1A61tW1rDa2cNrGn7qFFjQHnAAwP0rmNe8araeF/7c0C1GuQowMgt5R8ifxMe/A7V0un3a3+nWt4ilVuIklCnqAwBx+tAFhVCjCqAPYVyus+A9O1zxVZeILi6vY7mzUJGkMu1SM55+veurooAaUQgZUHHTIpskMUybJY0dOu1lBFSUUAcuPA+njxq3ikXV6t4yBDEJiI8AY+76cdK6V4o3YM6KxXoSM4p9FAEbwRSFC8SMUOVLKDtPt6U7apzlRz14606igCMwxFtxjQtjGdozj0pxRTjKjjpx0p1FADSqk5Kgkd8U6iigBuxd27aM+uKa0EL7d8SNtO5cqDg+oqSigCE20BmMxgjMpG0vtG4j0zTYLG0tnd4LWGJn+8Y4wpb6461YooAghtLa3LGC3iiLHLFEC5PqcVPRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEcMZjjCGRpCM/M3XrUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBUu9MsL943vLOC4aI5Qyxhtp9s0ybR9MuLZLebT7V4EbcsbRLtU+oGKvVxfjv4h2/geTT4pNOub6a9LCNIMZ+XHr9aAOyVVRQqgAAYAA4FOrO0LUpNX0W11CWylsnnQOYJvvp7GtGgAooooAKKKKACiiigBkr+XG7hGcqCdq9T7ClU7lBwRkdD2p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXF/Erw/q/iTw9DZaUttLi4V57e4JVJkHbcOR+FdpRQB4tpfwy8SW1tNK8lrFbLIkiaG07z28xX++z8jPbtW/HY+JIf7V1e18HaXaXstp5EUUV1+8k56NgBeO1elUUAeLS+EPGmtfD7R9B1DTbMRWUqm4t5bshrhQThcqPlxx3PQVXn8CeNYvDuo6DZ6Xo7WF60UirPcMxg2qo2rxzjbjJ5r3GigDy3xb8Pb7X/CekC20/TbTV7CRHaOI7UYD+EPjIGeelc/pPww8T6NrLeJI7fTbi4L7jpc0zOhJ6tvI4b04r3KigDyqbQfFNpYeI9TtNDslvtVVIUsIJwFjQDBcnABbmu08GyasfDdtDq+l/2dPbRpAsfnCQsqqBuyOBn0roaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzz4kWVre3umLeeDrnX4lWTDwSbfKJ4wR3z69q9DooA5b4faVqmj+DrSz1dj9pVmKoZN5iQn5UJ74HFdTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUbSokqRkne+dox6daAJKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuS8e+ItQ0TT7G30hYzqeo3S21u0oyiE8lj9BXW1jeJfDlp4n0v7FdNJEyuJIZ4jh4nHRlNAHOabH430O9un1W6TWbIWjSr5EQSQSj+BR3qrpPjiTSfh3a67qcd7fyzXTRSIF/eRFnICke3ArWsfB2qWmn3iP4s1Ge/nQRx3TquIQP7qdM+9Y9v8L76G2gspPFt9LZRXYumhMKje2d3JznrzQA6f4tW9rc/Zbjw5rEd0JER4jEMqrnCN+J7Vb1r4lQaNpd/NNplwNQshEz2TMAxWTowPcdRx3FJqnw6l1HxmfEC67PCrSQu9qsIKt5RyoznPWk1v4W6drfi3/hJH1K9hvht2bCpVNowMAj8aAIoPitZXvhW11uw0i+uvOuvshtowN6SYyAc1Xtvidca7YahBp/h3UYb5baV7ZZSB5rLwwUjuDVnTPhbFpur/al12+ltjcrePasqhXmGfmJA469BVqT4dqsts9lrl9aGEzAmMKWKyHJXJHABoApaR4tl0L4a6Je3a3mq6leEQxwgfvZZSxyv4YP5V0HhfxYPEb3dvLpd7pt5aFfNgukwcN0IPQ9KyIfhstro0djb69qIktpPNsp32sbZ+ckDHOcnIPrXS6FpV3pVo0d7q1xqUzEEyzKq4x6ACgDK8c+OrPwJp9teXtrNcJPL5QERGV4znmqLfFDSptAsNT06yvr97+R47e1hj/eMyH5s+mKteNPA0fi6bT7ldQksrmwZmicRLIvzAZyrcHpWPpPwvudHtIRa+JrkXcFw88Uxt12rvxvXbnGDgUAVvEvj3UNQ8G3dxo2nanY3UN0lvM8kYVoASMsQeo7cVo+O/FeoaVpkej6DFc3niGe382PyIw2xVxl2B7GotT+HOtapZT203ja/23JzcL9nTa3pgfw4+tXZ/Ad9LHp80Xia7h1O2hNvLfJCm6eInO0jt0HNAFv4catqWt+BrC/1Zt1+5kWU7dvKuRjH4V1lYfhbw+fDOjLp322W7VZHcSSqA3zMWOcdeTW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcf8AEbWNe8P+Gm1fRPsxFo2+6WcZ3R5A+X3rsK5Px14Z1XxXpI0uy1WOxtZvluwYt7OmQflPbpQB0dhcG80+2uSNpliV8emRmrNZ2iWFzpmkwWd1efbJIhtEvlhMqOgxk9q0aACiiigAooooAKKKKACiiigAooooAKKKKACimndvGMbcHPrTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACjpRXnfxYvXg07R7SW+mstNvL5Yb6eE7SseOm7+HmgD0FJEkXcjqw9Qc0RyJKu6N1demVORXluneF9J0G/1P8A4RPxQiTvp5AtZp/PSM9fMPP86zhd6rbfAmC68OXtvFPEXN5LyCfnO8qR0Pf6UAezUV5xr3iDxLovw/n1F9V0d9XtikxSFco0RIG3BbPPrUOoXvjLT7nRY5fElgkWqqImlazG2GUJuJU5AO48AGgD02ivC9U8Y+OdO8cWXhBPEelTS3LA/bltl+TIPylc4zx9an134meI9B1E+DxPbX2vtMipfwxKqBW6goTgMPrigD2mWaOFN0sioucZY4FLJLHEm6R1VTxljgV5HcQ3fi3wDrdt4zKi50uVnguI5EjJIXKkqrEA+xrU8Xabp+ufB2C4u7hgbXT47mGRJto81YxjPODz2NAHpdISB1rgfEHiTUPDh0DWjcq/hoxrHf8Alxh2QsvyvnrtzjOK52/j1bxT8N9U1fW9QmjhWY3Ol+UBC/lA4XdjqGHOKAPYaKqaZj+yrTDZHkpznOeB3rz3xTqviyH4k2GiafrtnYWF9btMjS26sUKfeHPXPFAHpYZSSAQSOoz0p1eDeC9R17VviJrv9j3lhFPBb7byaQPLDcuGwHRdw259jjrVu8+Leta0YbXw3CBd29v5l75dsZh5oYjyxkjAOM596APbqK8k0nxX471aO+vFuNDgS3shcvaspkeNgDlDtbgnaTz0zSD4g61YbrrVLu2+x6pYLLpJgt2IFwePLzzk/WgD1vIzjNLXk2q6XqVvF4T1vWtSk/t/7dBHOIpPLQozcpsBwceuK9ZoAKK8N8VfFLxLoXjrUfsccdz4d06WOK5DRBSpIG4A5yT1xW3J4u8Uavo914s0HUdKTSYtxhsLpAHlRTyWfPyt1wPpQB6vRXg+i/FDx1rV1bXtpp8ElteT+Qls8O2KPtu83OSc9sV0ngzXfENh/bFz4n1zSf7Pt7mZGLORIkgAIC5P3fQdaAPVKK8R8GfEXxlqniKGxv4YHsNTMw0+7kiCH5QxU4U8jgdfzrd8C6/4hsNC1i88UXlg8NtNcAb5isvmKx+Tnjbxxj2oA9RorxrwT8QvGOsa7YyahYK2lalKwX90IxAvVSr5+fPpjNey0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSZA61R1fWNP0HTpNQ1O6S2tY/vSP0z6VxXxPsBq3hWz1ywv543s5YpoWhmKJIrMucjvx0oA9EoqOAlreIk5JQH9KkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACquoadZ6rZyWd/bRXNtIMPHIu5T+FWqxfEninSvCdjHe6vO0MEkgjDhC3PvigCAeB/Dcel3WnQ6TbwWt0NsywrsLj3I5pNI8D+HtD0y706w09UtLsYniZiwcYx3rKt/iz4Ru9RtLCC/d7i6kEca+Uw5PQnPau3oA48/C/wAGm0W3OhwFFxycljg5wTnJFbN34Z0e+0NNGubCJ9PQBUhI4XHQj0I9a1sjHWoENvExkEqgzNnJfhjjHFAGLZ+BfDFisAt9EtFMDiSNzGCwYfxZPOamuvCHh6+muprnR7SWW65mkaMbnPrnrUniHxJYeGtKm1G+MjRREBlhTe4z04FT6HrVl4h0e21XT3L21wu5CRg/QjsaAM6bwL4an0ldLfSLf7GHEnlgYyw7n1qO9+H/AIYv9JTS5tKjWySTzFijJQA4x2rpGZUUszBVHUk4FVNS1Wx0i1W5v7lIIWdYwzngsxwB+ZoA4TxJ8PNSn0a30DwzqFvpmiDme3kjMjSHdnG4nOOnFdTrXhDR/EenWtnq9t50VuPkRHZFzgDoD7U+PxVpkniyTw2GlGoJD5+DGQhXjo3fqK2ty5IyMjrzQBR0fRrLQdNj0/T4jHbR52qWLY/E1xuu+A9V1r4h2evy39nJp1tH5aWk1vvIB+9g+p9a6DxJ400fwrbWtxqUr+RczeSskS71U/7RHQVvxSJNEksbBkdQysOhB6GgDOtfDukWNzNcWunwQyzQiGRkXG5AScfqayV+HXhNLe3gXRLYRwMWQY6k9c+v41c8VeKLTwnpsd7dxSSrJMkISPGcscZ57Vu5GB70Ac9a+BvDVjHeR2mk29ut5GYp/KG3evpxXMf8K+1hvEekD7fZxeHNGuPNsrNIiXAxjDMeteivLHGVDyKpY4UE4z9KkoA5vX/Anh7xNfxXuq2TTXEShUcSsuADnsa37eFLa3jgjzsjUKuTk4Ax171JkVg3XjHRrPxXbeG57hl1K5TfGmw4I+vqcGgCC++H/hbU9Vm1G90a2nuZwBI0i5DEdyOmfeiX4f8AhaW7guW0W1DwDagC4X8V6H8a6MyIHCF1DkZC55NIZoh1lQc7fvDr6fWgDn7fwH4btNcGs2+lxR3qnKspIVT6hegPvior74deFNT1eTU7zR4JrmXl9+SrH1K9M+9dTkVUsdRtNSjlks50mSKVonZDkBl6igDnrD4beFNMv4b2z0pIriCXzomV2+Rvbnge3Spf+EA8L/2zPqz6TDJdzsXcvllLHqdp4zXTZHrS0Acxp3gDw1pGqLqNjpqQzoSyYYlUJ6lVzgfhXT0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGT4i8O6d4p0eXStUiaS2kIJCsVII6EEVleIPAGi+I9LsdOu/tKW1kAsKwzMnAAAzjr0rq6xta8UaN4ems4tVvUtmu32Q7+jH/ACaALOjaTDomlw6fbyzyxRDCtPIXY/UmtCkDBgCDkHkUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV598Zsn4cXaJA00zyxiJFjLnduyOPwNeg0UAeFa/4PmvdN8P6n4junlv5p4YbdNPtjAIYzy24jndjuab4hbxDpx1zw1oz6i+lRTQE3EgkZ4lP+sxIBnHf8693ooA+cl0m4e8s7eTxJq91YXF9CkcdoswiClsP+8Yema6LW/Cltbaxrc0El5Zf2RDbzaW11OwgaRFLMBk4IIAB969rrnvFHgrQvGMdumtWrTi3JMeJGXGevT6UAcZojxWeg6j48123mjn1iJR9ng3zLGhXC/L7nnPbNa/wm1iHUPBkFqlvPDLZkxyCSIoMkkjBIGeK7Wys4NPsoLO1jEcECCONB/CoGAKsUAeafGWLW5fD9kNNLixFyDf+WrE+WPXbztz1xXESeFJ77wY2taje6te2sF/FLDaxLIohgDDeyq43N8p4PbFfQVFAHjs1vpvjrxF4etrYa+un21tOr3xjeFnY7dqtJgf3T+lY+jef4WtZNZsm1HUftF9Npb295OwZ1ZiInUN6dzXvVc1q3gXQ9b1yHWL6O4e8gZWjK3DqqlemFBxQBwXi7TbHwZ8JpvD8yXN1e3qs6MIWkHmk5PPO3HavSfCl/DqfhbTbm3EgTyETEiFGBAAPB9xWzRQB5H8abiwibRpTb3cuq2twk0Hlws8RQMNwbHB6dOtcb8UdX1LXPE1vNpMms28DWQVI2hmhDSbjjaAOScjrxX0dRQB4bI0V6kT+OtK1q2v2t44tPjtTJIFwv3gV6SFuoNRWmj+MfDNmNRuf7U1ObWIWtPKeUhrNmOEZhnHTqa93ooA+a/EWia34c16Gz0/VdXS7srNJiwM0/2uTq2MAqoGMc12mueMbK78ReEL6ysrq4uYXD3ciWbMyI6FSvAznJ6e1ewUUAfOWvWPie98d3+pM+qW1y06S6ekcErHyQccADaB0yD6Vv2Oi6N4o+I2rR3cWvoqbJ44CZIozLjLk9lyenSvbqKAPmvwtf6npnxFt2nn1iOC5uZLebTisr+QhyFJZuD68V0/htY/BOpazYW9n4hvNU+0yiCBI2eHY/3XPbr3zXttFAHzR4Al8WQ/ESw+33GofaDdOt5BIJGAVuuQRtAHrnvX0vRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXDErtIHPOR1FOooAKKKKACiiigDm/HHiseDfDcmrmylu9rqnlx+/cnsK4v4k+I9Ev/AId6fealC9td3ZiuLSGWEtIhDKW6dOK9VkijljKSIroeqsMg/hUc1pbXAXz7eKXb93egbH0zQBV0TU7PV9Htr2xuEnt5EGHU98cj61o1HFBFbx+XDGkaDoqKAPyFSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXMeN/Fkng7RBqi6VLfxBwsgjkCFM9Dz154rp64n4o6ZreseEWsNDs47maWZC4d9u1VOcj15FAG6uvxQ+FhruqRHToxB50sczZMfHQkVQ0Xxja3fhG28QavLbadb3DHYzy/KV3EKcnucdK5h7nx7eXkAvfDUH9l29u0c1ml0D9qYrgE5GMD0rEj0LxJJ4ItvDU/hFWiF6J3JuFKJH5m7aoPPTigD0xfGfhx9Km1RNZtGsoX2STCTIVuwP1qpf+JRP4Yudf8ACwi1l1QbYVn2qQCd30OCfyFefeL/AAR4ivPFV4mkaRBD4euIIY7qKCRY2uFVskDjhsHH0FXvDnhrxR4P0zWrXTNBtXsr0B4Lc3h3xkrtIJI5PAPpyaAOs0v4haTP4d0XU9VlXT5dVwsMJ3Nl842ggep71a1bxbBCmq2ejKuoa3YQ+a1jypP4kYrzxgmifCY6T4zt4tLubQE6fJ5gd5JV+ZWXHQg4Fbvg+LWLX4fN4hgt11fXtXVZpdxEeQRgDOOwoA7TwvrTeIfDVjqslubd7hNzQk52EEgj8xUXi7xLbeE/Dd3q1yy5iQ+UjZxI+PlXjpk1m/DxdZtPD0WnazpRsprfd84lDrJuYtxjp1pfiNb6xfeE7jT9H0qDUZboGJ1mfaI1IPzD1PpQBeXxVYWPhiw1jW7m3sVuYkfG7Iyy52juadc+M/DtnpVvqk2r2y2Vw2yKUNkOfQY5+vpXmmo+HfFer6N4ahu/DzQPo52bra8USsBGFBGRgAkUeHfCXivwdb2moT2CazGvm408OvmW4dtxbcRhmzQB6ZaeMfDt/qMen2esWlxdyIXSKJ9xIHXpWdJ8TfBsQPma9bIVlMJBDAhh1GMfr0rk4/h5qL2moeI7C1ttI8T3M4ntVjwRAvQoexz1PFQeJvhrqFzb6Lax2cWq2yJIb2NpvJLXD/8ALYkehzxQB1fjLxreeG7TTNS0/TotR0q5kVJrlZgPLDMApHrnNbWteMPD/h2aGHVtUgtZZsFEcknHqQOg9zxXmVz4Z8XWfwxsPCkOhxXU0U29phdDaoWXeMAj8KXxP4L8QazrUPiX+yZDc3dl9luLKO92GE5xndjBUjsKAPRtS8c+GdIuVt7/AFi3glaETqGJ+ZD0IOOfoOaqx/EvwbJLBEPEFoHnGU3Er+ZI4/GuD/4RzxTb694clk8I2VxDpNt9n3C6DbwcYOWGfl5qp8S/h3rviDxDcXdtpS3kLQKtmY5xELZv4gy4+bmgD0i5+IXhy08TLoU2owJP5XmM7uFVScYXJ6k5zxVzWfGnh3w/eQ2mqarBbTzDciNk8Z6nA4Hua4S98Pa3FPoOtxeFLG91COw+y3dvMwG11xtfd36frXMa/wDDzxhr3im41XV9IguWvYFjCWt6Y44COMHPJHcj3oA9+jkSWNZI2DIwDKwPBB702Tzfk8oqPm+bcM5Ht71V0ay/s3RLGy2BPs8CR7VYsBgAYBPJq/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcp448Z/wDCFafBfyaVdX1sz4meDpCvHzH86seOLzX7Hwtcz+GrUXOpgqEQjPBPJAPUiuV8ZXniPUPhfHp8ugXN1q+pWoWdLfbtgfgndk/yoA9Htbhbu0huEBCSoHUHrgjNTVj+F7ia58OWLXFlPZzJEsbwzgBgVGO3atigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo45UmDFGztYqfYjrUlIAB0oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorlfiD4lvPCnhWXUrC2WecyLEC2dse7PztjsKAOqorzDw5451m10nVNS8S3OmX1paQrMsmluGbk/dK5z0rdtPid4cvvDza1bzXElqkyQSKsDF0dugK4zQB2VFckPiJoLQTEyXCXUZwLKSBlnf02oRkg461yHh/wCJmqWml+IdR8SwSMlj5bxW8duY5FEjMApDdeg5oA9TurG0vVC3VrDOBnAkQNjP1qWGGK3hSGGNY4kGFRRgAe1cVYeN/wDhNPB1/f8AhKVItQt+Al4hwjDnBHuKdovj2L/hHtAudZR4rnUgytIE2xqy53Ek9BxxQB29FcDffFrw7a6rDYW4ub+Se38+BrOPzBJ1+UY5zwaenxU0Z0SL7FqY1JgD/Z32VvOwe+O4460Ad3RXnGrfFSybSLmHSre9GvhWEdg9qzSxkDIZk/u9Ofetf4a+INV8SeEI77Wo1jv/ADpI5EWPZt2sRjHY8UAdhRXLeJvGcegX9rplrpt3qmp3KmRbW1A3BB1Yk8YrmPFnjy4vvCczaHFe2l9DdRwXhaPDWRJB+cHsR3GaAPUKK4D4jav4h8P2Gl6vpd3bi1hnjS8idMmYOyqMHsOTXfA5AoAWiiigAooooAKKKKACiiigAooooAKRmCrliAB3NLSFQwwQCPQ0ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhIAyTgUtNcKUIfG3vnpXK+P8AXdY8N+GpdX0i3tZ1tgXnE7EfJwBtx1OTQB1lFVdPuGu9OtrlwA0sSuQOxIzVqgBjOFKgg/McDAp9FFABRRRQAUUUUARGVVnWLDbmBYHHHHv+NS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYPirw6/iTTobWPUZrF4p1mEkQ3Zx2IPUe1b1FAHmlx8IoLmefUJtWeTU32+U4t0jhXb0DRLw4+tSQ/DK+jvnkbxF/o1xLHNdQR2SRq7xnK4AOB7mvR6KAPPtV+HV7qXjuXxSuvyQXEUIjskWBSIeOd2fvDk/nVO5+Esmpat/bGp+Jry41HanIhQRblORlOjKPQ/nXph45psciSxh43V1YZDKcg/jQB57afDjV9LbU5NO8WPFLqHMo+wxhM4xkAdOKsJ8NYrrwefDWs6rNqFqpUwOYlR4SDngjr3rvaKAPPNP+EukaDbzPocrWuoibzrW7dA7QcY289VPOfrSn4easNQ/t4eKbg+I/K8kXDQr5ATuvl+n49a9CooA87g+Gt3aXkmuQeI7geJJuJr14VMbrgDb5fYDAxzniuk8J+Hp/DenT2txqLX7y3Mk5laMIcucnge+a6CmSSJEheR1RRyWY4AoA5PxR4Lm1rWbPW9M1ifS9UtYzEsqIHV0JyVZTWDc/CWaeyvbceK9QU6jIJr5zEhMzjp/ugelemAggEHIPQ02SWOFC8jqi9MscCgDhdf8Ah/qfiDw/Z6TdeKbjZBIHd1tkBlAIK557Yrs9Pt57Wwhguro3UyLteZkClz64HAq1RQAUUySVIgDI6oCQoLHGT6U7IoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8ZeHZvFHhm50q31CWxllKlZ4ycjBzg47VzXiTwV4lvvA1h4Z0zWrfy1hEF7PdoS0wGMEHnHIr0WigDJ8OWepafoFpaarcQXF3CgRpIUKqQOBwfataiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4P4o6VqF1oMWqadf3dvJprieWG3kKedGCNwPvgcV3lRyxJPC8Miho3UqynoQeooA8fm8S29r4g1Xxha6ve3umWemxutqJCYRM4wFIHfHJqOX4meMNV0K8i0/QI1uxb+ct/A7eTGmMn7w5Yeld/afD/w9ZeGrzw/BasthduXlG87iSc9fbtVnTfCGn6bZXVmJ7y4guIvKZLicuAuMYX0oApJP4k1XwBOzWdrDqs1qBErTbkkyo+YkAYJyeKwY9Q1fQ/gzp+oeHbaE3FpArzQSsZMqud+D655rai+HOmQwiJNS1kIsXkoPtrfKnHA/KtLw94R0zw1a/ZbE3DQeX5QjmlLqFyT0PqWNAHnXiD4u6npt4LzSrK31TRzaRl5ISf3U79FJ+o6Yq5ZfEHxTeaJqrjTLdbzToo7jzXikSKZD95Ru5DV2dp4D8PWOiXuj29iFs7yUzSrnncTkEHtjt6VTl+HGkT21zBPearKLlVSRnvGJKjoPpQBN4Pv/ABZqPnXXiCysba0mRZbRbeQs6gjOGrA+Kk11pl54b1a3nvmVL9YJLO0lKGcNyB9cr+td5pOmRaPp0VjDNPLHEMK08m9semao+IPCuneJJLCS/M4axnE8JikKYcdCfWgDyy38a6r4cfxH5ENxcao1+rRaVfyNJIsbJuOwJ2BP5Vf8R+ItZ8ZfB6XU7W1is3jkI1G2kJDBY2+YKeoOR0NdXc/DDQbnxJP4gEuoQ6lMSWmhuSpGRjA9Biq5+Evh82U9n9q1b7NcOZJovtrbZGPUn1oAyfFuseKE/wCEPvPDywCznZA0U0hTe7L8quR/D/Wl+LEetT/D60ublbeLyZ4pb+3ic8gMOEb611x8EaRJ4cTQrj7TcWcbBozLMS8ZHTa3UY7Vn33ww8O6hpv2CYXog3BmVbp/mIHf1oA6+3KtbRMowpQEDOcDFef+LPE/iv8A4TSHw34UtrJ5ktPtU73ZwCpbAA/Ku40rTYdH0yDT7ZpWhgXahlcu2PcnrWbrvg/SvEF1Dd3KzRXkI2pc20hjkC+mR1HtQB5p4o1/Ude0vS7vULaCKPStbjttStopCwaTOFZG7rznBrpfiLB9h1fw14jjuLkPBfR2/kLJhHVzzketXbz4U+GLzT4bExXUNvFIZisVwy75D/E3qeOtP1H4Y6Jq0NtFfXeqzC2OY9143B7H6igDtaKr2VoljZxWqSSyLGuA8r7mP1PerFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARTzw20DzTypFEgyzuwCqPcmuG+JUE+o+DW1vRdant5NPU3MTWkmUmxjhsdRXXa1o9nr+j3OlX6M9rcrtkCtg4zng/hXO3/AMONMuvCFt4Ztbu9srCAnAhl+ZweoY9xQB0ejXE91oljcXQAnlgR5ADkZIGav1keHdBi8OaUmnw3V1cxp91rmTewHoPQVr0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJJY4YzJI6oi8lmOAKfXn3xbVn8PWC3CSNpBvozqRjzuEX4fw560Adhb67pN3FNLb6laypCMyskoIQep9Kt2t1BeW6XFtMk0LjKyRsCCPYivHPC8vhFPiHqNhpOkaZ/ZT2DGW9hvN6GMdQ6ngH8ataKt3dfDh/+EM1NI7jTr+WVIIHVlkjDH5DnsV6UAev0V4fqPiDxRrC3/jPRNTu7HR4447aO3mhBAYsBI5U8ALn7wz0qHxb4p1Xwta2p0DxidX8yPbcxvGHKAscyhwNq85GDwMDrQB7tTJJEiieWRgqIpZmPYDqa+ek8U6hDoOt28/jIR7VS509xexzTBwfmQsowQc9PbpXZW2mrH4N1DVdV+IdxcW+p2ojW5ZlSOJiP4QO/bHFAHplhf2uqWMV7ZTpPbSjdHIhyGHtVqvCE18TfDPwvpWheKrey1NbqOCQxuoOCxGWXqBjmu98AXV3bajrfhy81ltWfTJIytzIMP8AOCSpHsR196AO3kkWKNpJGCogLMT0AHU1j2HizRNR0YavDqES2DSNGJ5TsUsDgjn6VT+Ii3L/AA910WhYTfZHxtODjv8ApmuK8Q6DYy/DfwzfWRsWsNNEc32a9l8uC4DLj5mPfPPPvQB6Re+I9G07Sl1S71K2jsWICzmQbCT0warHxj4dGlQ6odXtRYzSeVHMXAVm9BXinh2yi1Hw7f3Os6vY6Jp0urrLYoVEluCg+YIG4K/pUnjGe61v4a/2pZQ28w0zUHihvoYlhjkiIwX8sjGDnGR9aAPbNb8S6boGmw6heykWk0qRrKg3KNx4YkdF961lZXUMpBUjII7ivKNF1G1vf2fboXsgmW1spbeQuRguo+UBgSD1XBr0Dwn5/wDwiGjfad/n/Yot+/727YM596ANmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK95e22n2r3V5PHBBGMtJI2FA+tUrbxJot5pf9pwapavY5wZxKNgPoTWP8RP+Ec/4RKdvFJI05HVtqkhnYHhRj1NeW+GE8O6v4O8YX850yzsbtN9tpvnA/Z9qkK7DPysTigD3k3UAtvtJmjEG3f5m4bdvrn0qtHrWmS2D30eoWzWiHDTCQbAfc9K8f165kn+C/hCztrmAW91La2908jHywu3JDkdBkDNVbfUdNvvE1j4S1Kz0+HQ7K5dprixytpcylQUVsnA4zkEnmgD3S3uIrqBJ4JUlicZV0OQR7Gpa4D4cSoNS8TWdiVOj219tsxGcxqCuWCnpjPYV39ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIenBpaKAGoGCAM249zjGadRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHLFHPE0UqLJG4wyOMgj0IqSsnX/Eel+GLAX2r3P2e3LhA5Unk/SgB6eH9HitZ7WLS7SKG4XbKkcKqHHocDmsPVfA8R0SXTvDFzH4eeZwZZrWAbnAHTtUdv8VPCF05jt9SaSQRmQIsD7mAGTgY5roND12w8RaTDqenSl7aXhSw2nPcEHvQBB4b8PxaB4XtNEeQXUcEZRndABJkknI/GrsWkabBbNbQ2FrHA67WjWJQpHoRjpVsOrMVVgSvUA9KFYMMqQR7UAZ6aBo6WrWqaVZLbsctEIF2k+4xill0HSJ9PWwl0y0a0RtywGFdgPqBjFaBIAyTgColurd2CpPEzHoA4JoAz4/DGgRSLJHounI6ncrLbICD6jirsVhaQXUt1Fawx3E2PMlVAGf6nqal86LLDzEyvBG4cU5XVshWB2nBwelADZ4Y7mCSCZA8UilHU9CCMEVi6b4R0jTvD8eh/Z/tWnxsWSK6xIF5yBz2Hata9uo7GxuLuYN5cEbSPtGThRk4H4VleFvFmleMdMfUNJkkaFJDG3mJtIYe1AGjNpdhcWa2k1lbyWy9IXiUoPw6Us+mWN1YNYz2kMloy7WhZAUI9MdKsu6RqWd1VR3Y4FNM0QxmRBkZHzDp60AZF74V0e+0SPRms44tPR0cQRKFU7WDAEehI59a2UVUUKoAUDAA7CsG18YaZeeKp/DkYuRfwxead8WEZeOVbv1FbrSxo6ozqGbopPJoAfRTS6g7dwzjOKR5Y4wPMdVzwNxxmgB9FNLBcEkDJwMmkaREzudVwMnJxxQA+imqwZQykEHkEd65XWPiFouieIotGuhc+aQDLOsJMUAP3S7ds0AdZRXOX3jXSLHXrfRSbie9n2kLbwl1QN0LEcAGujoAKK5vRfG2ka74gv9EtBcre2IJmWWLaMBsZB781h3Xxh8K2V7LbXJv4hDMYZJmtWEasDj734UAegUVymlfETw5rOr/2dZXUjMTtjmaMrFKw6hHPBPtXV0AFFFFABRRRQAUUUUAFFFFABVaztWtUlDXEs5eRnzIc7cn7o9hVmigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAz9W0XTdds/seqWUN3b7g3lyrkZHespPAHhSOxlsk0GyW2lYNJGIxhiOma6WsjxH4jsPC2jvqmpGX7MjBT5UZc5J9KAGW3hPQbPSJtJt9Ktk0+clpLcJ8jH1x+Apv/CH+Hf7G/sf+x7T+z9+/wCz+WNu71+tTf8ACR6WPDia/JdLHprwrMJn4+U9P51jRfErw1N4cl103M0dnHL5OJIWDs/UBV70AdJp+m2Wk2aWmn2sVtbp92OJQoH5VbrM0PXtN8R6YmoaZcCa3c4yBgqe4I7GtOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4n4r3MNv8ADrU1lheVplEUSpHvIcng49sHmu2pCAwwQD9aAPMfCNlp3hzwhF4o1a4n1CURApO9qVljQjGwKBnFZGl6pHqfw1up7KG6S4sNS+2PAqMjrH5u7gd/lzxXsuBjGBj0pAqjooH0FAHz14m1fVtS8U6hdeE4NUi0nU7aP7fcPC4CbWwXQdRxgceprsvDul63daY//CL6/La24t1RftVszRtJubc6lvmznOfwr1QAAYwMUAADAGBQB43r/hz4h2ekST6p4mOoaapX7XbWURSV4s/NtP0rIi0HR57+LxF4NtdeUaa8cjxsrBJAD8wAbktjtXvlIAAMAAfSgD5+11LbUb7xRcW2ka9F9tjie0YROp84H5iPQdK6DxDob6X8OLefw0dRjjnuYpNRkmL+a0a5DMR97r1x2r2Kk68UAfP+lT39tNcf8JC+sXHg+YZXyYpAiOei8/OV/rXdfCC2trPSNXt7OyurS0F+zwJcoVcxkAgmvRsAjGBj0paAPLvi/puraj/Ywge4GjrMTfeQhcgdmKjkiuQ8PeC5LzxdptvqMuu3GkNFNtFwjQxgY4Awc4J7GvoCigDxDwzp8PiHxLeWGpWWqR2mkJcR2VwSyl4i6gLu6nbtbH1rmLqTU/FWnadJfJq2nvp0MlvZ3McDyPdupOAcdMADk9ya+lQAKMAdhQB4Rpi23jK/mvtUbWVktNERbryleMG4XO7A7kcYqCC/s9VsNLn8Zw62NOjshFaMkTjfKD8zHbznGME178FAzgAetIVUjBUY+lAHzDqVrr6SNa3uoaxDowBbSHuYpGkYnGD8nOR23V1ZtbXWfEPhe312PXJZpLEw3hCSRq7Z+QsB2+9mvdCoPUA4owM5xzQBWsLG30ywgsrVCkEKBI1JJwB7mvJPirfjXb//AIRu1stWXUUdDF5UOYLnJH3z/dHNey0mBnOBn1oA8GaLWPDHijWBcXGpnWrp4nsEs4SbeZcAEN2wORXpkHiXV2+IC6BLpD/YDZrMb0A4D45B7deK63AJzgZpcUAeR6T4ns5vjpf+XZ3ipNZiwWQ25CtKrkkk+mO9afjnQ/8AhLfFuleG5bOUaUscl7eSxrtV2wVRS3rnJr0cKuchRn1xTsUAeHaNOmpaJ4e8HRaVdQappWoo07eUQkaxk5ct0O4fzr3GkAAOQBk0tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXKfEPV7TSPBt8buGeZbiNoESGLexZgQOK6ukIBGCAfrQB4FcO/iH4KaRY2zXqLplxCNTRIGDrGM5IU/exkH8KNL1W5h1/T72d77UfB+nSlRdXdrtdZXXqVAywHTOOM174FUDAUD8KCiFCpUbT1GOKAOC+HEbXF94k1iCF4dN1C+32gZNm5QuCwXsCa7+mhQihVAAHQCnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWR4k8Q2XhbRJtVv8AzDDGQu2JcsxJwAB61r1yXxH0zU9Y8HXFjpVrFdTSSJvgkIHmRg5YAnofegCHQPiJZazqqaXeadfaTeyR+bEl6gQSr/snPJ9q6W61nTbG7jtLq/toLiVSyRSSBWYDqQD1rxiH4c+LNSvkvrcS6DHYRhrS0uLz7YDMvQjdwq1JdfCjxT4gs7v/AISLV2urq3QS6ewYAea3Lq3BO3jA7UAew2et6XqNo93Zaja3Fumd8scqsq49SOlZeo+OvDmnaHc6sdVtp7eAHIglV2Y9MAZ5NePXHwt8SatHI9vpkmkYUCaJ79SLlRzsCogAz6mum034byaj/bNxfaJHayTWJtbNbuVJSjYOGCooVAOOmTQB6do+t6br1kLvTbyG5i43GNw204zg46Gs7xl4mfwnoZ1NdNnv1V1V0hIBUE4zz2qh4FttYsrQ2194e07SLdI1AFrIC0sg4LEAAYOB70fEvTtY1fwVdadotolzcXDKjo0gTCZycE96AF0P4g6fqeorpWoW82kaqVVltbwqDIG6bCDhvp1rVfxd4fiW5aXWLOJbabyJjJKF2Sf3TnvwfyrzG1+H3ii31uHV7DT9N06O3WJ2s/tLSm5dCCMsR8n1HrU2p6D4vv31zz/CWlypq4ibYLoERFM8nK8sQ3UelAHb6x47sLTQLnVdGCa4LXBnjsplYxpgncfbitc+INMg0a21W9vILS2nRWV5pAo+YZAya5vVrfV0+Hr2mleFoIr27ga2ks4p0UQqykbt2AGx6e9cprPg/X/EXgbw9He6VN9v0ZgklobpM3I2gbg+CByO9AHpMHi3w/dajb2Ftq1rPdXCF4o4pA5ZR346VY0nX9L103I0y7S5+zSeVMUBwreme9eL6nZ6R4I8Kw2yrPpHiqaX7ZaKHM7K2dpBZVC4x1GMV6/4U0aHRdAghRlkmlHnzzhdvmyNyWNAFPx141sfA+gPqF0BJO3y28GSPNf0zjiuVtvijrS+HoNcvfCp+wSTrG01teJKFDEAHHXOTjFXPi3o2u69o9nZaLo1vfsJxK8kjhWi2kEbc+vINVfFq+M9X8F2thYeF4re7llWSVY7tMQbHDDHABJI/CgDu7/xFo+lS28Wo6jbWklwMxLPIFLfTP1p769pUeprpr6hbretH5qwmQBinqB6V5X8Q/B+veMBpl7caDJcMtnsNrFepG1vNk5JYjDjp09KtQ+D/FP/AAh2iXlrBFa+KdNjNq32iQSCWA8EMfpyKAO7bx14VQAnxDpuC+zi4U8+nWn3njXwzp+Rda7p8bBd+0zrkj2GcmvPbL4eS+DLySWx8N23iCO8tx5pmdA0U3OSNwxsOe3pWN4f8C+ItD8R2E9z4N067gS4mld0nQqgkK7QNwz8mDjr14oA9u0/ULXVbCG+sZ1ntpl3RyJ0YVx/jTx5qPhLUIyPD81zpSBWub3zAoTJxhR/ER6V3EcaRRhI0VFHRVGAK8s+JGheL/FF+2k2+jadc6WSr2168rI9s3djg8nj0oA39S8c3p8RW+j6Do/29ysb3M0k4iSJXGQOeScc4rthnHPWvEb/AOGWuafe3iWdqurXGoCLbq1xcbZbJ1xlgB19sc13ttaeLofHNl5l1HL4fhsBHKScM82OWx1Jz/WgDDvvitdabr8kV54au4NFiuxZtfyNg+YTjIXuvfrWpN8Qp7PxhFpN/oN3bWE9wLW3vnIxLIRkYXrtPHNcpruleOte8dC6vPDsFzpVnIfsEMt2EiVgeJXCnLdOmKtazoXi3xB4w0q8l0K2sbnT7lSNUiu9yGEHlRGepIJ60Adno/i/+0/Fuq+HptMuLS4sVVw8hBWVCeGGK6ivNdLg8Ur8VbzV7rw4YtOuYVtfOF0h2qhOHx159O1elUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZuu313pmiXd5Y2LX1zDGXjt1bBcjtmua0/wAeT6l8P08R2+i3Et27GJbGM5YybtuM9hnvXReIbjU7bQ7mTR7FL2+24jgeTYGz715zoNt8Q/D/AICuNOs9BsxqAkd45GuwTl2ySFxjjJ6ntQBv6d8S7dtC1K81jTp9PvtMkSG5s8h2LvjYEI+9nNF58RZ9N8L/ANs33h+5geS7W1gtzMhaQt3JBwOhHNcnD8OtZ1TwNcWuoaZDBqjXMd87PdGR7uZSdwYgYUEcADIGau2XhjVYdC1T7R4OtZrS4mjaDQ2vdwQqCGk3EYBJ7CgD0Tw5q9xrmkpe3OnSWDsxAieRXyB3ypIrXrjPh94f1DQrO/a7hSygup/Nt9Ojk8xbVccqG9zzxXZ0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEMlrbzSpLLDG8ifdZlBI+lS4xwKWmnduXBG3vQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopDnHAyaAFopqElAWGCRyM5xTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprMqjLMAB3Jp1QXdpb39q9tdRLLDIMMjdDQA6C4huULwSpIgJXchyMipagtbO2sbcQWsEcEK9EjQKB+AqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACim/N5nbZj8c06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooprbtp243ds9KAHVl654h0zw7ZfatTulhQnag6s7eigck1gfEPxy3gjSLaaKzN3eXcvkwR5wu4jqT6VjLaJ4c0w+K/Gtwt9rjLmC2IG2Fz0jiX1PHNAHa+HvEVj4m0z7dY+aqK5jdJkKOjDqCD0rXrmPBOk3unaVcXepgJqOpXDXlxGDkRlsAID7KAK3oL60uZJY4LmKR4XMciq4JRh1B9DQA67u4LG0lurqVYoIlLO7HAUCq2jaxZa9pkWo6dL5trLnY+MZwcV5R8V9a1HxPrtr8P8AQE80zlZL6VOdi56E9hjk16vomlQaHolnplsMQ20QjX3x1P50AaGQOtFcF43muNV8T+HPDdldSwvJc/bLswtgrDGM4OOxOBXe0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRGQ+eI/LcgqTvwNo9vrUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTWUOpVhkEYIoAdRSABQABgCloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmO6xRs7sFRQWYnsBT68y+KniW+8uHwf4fiebWdUXaxTpDEeCSe1AHBeIdR8R/FDxtM3hsQTaToLiWLz1Ijdx3P94n09K9X8I6Na6nYWniHU5l1TU51D+dIvyQHP3Y16LtPGevHWrXgzwpZ+CfCMenRKpdUL3Mh/5aPjkk+naszwFfQaT8OZNTu0FvaLNc3ACncBH5jEY9aAO7yB1ry/4l+GdEhjGp20V3Dr17KIbdbG4MTTyNxlsdgOSapaxcTeInSXW76/HnkvYaDpb7ZGX+FpnHTPB5IAzUvgnSdX0zxXZDxfcNdXktoz6YJZd7WwB+dCf4mwV+agDsvBXg6x8I6NFBFErXzoDc3LfM8j98secZq54n8SWnhfSGvbhXkdmEcEEYy8sh6KBTPEniuw8NRwpOJJ7y5bbbWkC7pJT7D0968+e+mj8UnVvFVr9ru9OhFw0CSqkFhE3RlU8vJjqfyoAtfDDTNX/wCEx8T6v4h2jVJPKTywc+UjAsFz7YHHtXqtcf4Jd9Su9b8QKf8AQ9SnT7JlCpaJFwGwfUk/lXYUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVna4uqPo9yuiyQx6ht/ctMMpn3rRooA4+1i+IEduiz3WhTSD7zmGQZ/JsUtxF4/lgZIbrQoZD0kEEjY/AtiuvooA4OPT/iYsis+uaK6g5K/YyMj061naR4Q8aaVreq6x9v0W4vtQIzLJbvmIDoq89PavTaKAPPLjR/iXc20sEmv6NskQo2LM9CMetLYeFvFFt4Uj8NztoU9gluYCphkBcY74bvXoVFAHn2heGPEfhu2MGlW/h6BWOWbypWZvqxbJp2oaJ461DU7C9a90NGspDIii3c5yuCMls4Nd/RQBxjab4ue/W+aLw412i7FmMEhZV9Ad1Ur7whq+t6gl1rGn+GriQLtMjW8hbaOg+9XoFFAHIJb+N4YUht30CKNMBVSGTAA7Y3VE9t8QzerMuo6GsA6w/Z3IP47s12lFAHJRr49AIkl0E4PB8qXkf99VFaQ/EJEJuLvQpGJzjyZBt9uG5rsqKAOOD/EIiYlPD4Kn93xL8/154/WooZviQ8ErTW3h6OVR8iBpWD/jniu2ooA4SO3+JcxaWS/0K23DAgWBnCH13ZyaiSx+KDK6vrOiIQ52sLUncPpnivQKKAOAWy+J4iJOr6IzhshTakbh6ZzxXV6E2tPp+7Xo7OO83n5bQsU29uvetSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqGs6pBoujXmp3JIhtojI2AT07ce9AHPSeKrif4gnRbTyhp1hbNNqM79EY/dUHt71FpPxGstZ1trSzs5jp6syf2izKIiw9MnOPeqPhTSZoPAGpahqdg97eauZLue1X70gb7qfliuc+HvgbS7/RLyy1rwRLYXEiyZuLkfws3yquTkEDvgdKAPYPtVuWjUTx7pRlBuHzD29amrzHwZ4S1Ntbt7nX7VI08PI1lppXP75T/AMtTz/dwPrmvTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5Yo542jlRXRuCrDIP4VJRQAgUKAAMAcAClph37xgjb3GOafQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYvim51y00Kafw/aw3V+hBWKZsBl74962qyPElrq97odxb6JeQ2l9IMJPKpIUd+negDidD+JV9r2p27wWkEWl2tsX1eWQkG3lH8A9TXQ6L8RdA17Uxp9s11FOyl0FxbtGHA67SevHNcr/AMKp1KwiS20XVoba2uox/aazK0nnyg53qO3PvXW6Pp3igaisuuXWkTW8URWP7NbsJAx43ZPQY7CgDU0LxDpniO2muNLuRPHDM0MhAxh16itWua8HeH7/AMPWl/Bf3cFy09488bwxCPCtjAIA610tAHO+OdTv9F8F6pqWmNGt3bQ+YhkXIGCM8fSuRsfH3iHQrDTbvxfpsUlnfopiuNPBZkYjOGT6eldr4u0a48Q+FdQ0m1nSCa6i8sSSKSo574rj4/APiabS7ZNQ1+1nubG2MNnEsJWFXI2737sQKAOj8P8Aje08S3aR2On6iLWSIyR3c0BSNsdgTXUVzHhrQtY0zwl/Y+pX9u0yRGKKa0jK7FxgHnqan8H6FfeHfD0enahqkmpTo7N58mc4J4HNAFb4g67qHhrwjc6tpptvOgZSVuDwyk4wPfJFO8CeJ5fFXhqK9uokhvUYxXMSNkK4/wAetReNfCdx4uGmWrXUUemwXInu4JEJ88DovH41hp8N77T9S1xdE1OLS9J1C3Ecdtbo2Y5AAN+ex47UAekVwHivxjfeGPG+mQXM1vHodxayvK0i4begzgN6nsK67QrC40vQrKxu7t7ueCII9w3WQjvWR4s8E2Pi660iW9I2afc+cUK5Eq45U+xoApeDPEOreIdX1OeWS0l0bZHJZvD95dwzsb3GOfrXa1wqfDpLLwpqui6TqUunvfXbXIuIVw0YJB2/Tgj6Guw0+2ey062tZJ3uJIYlRpX+85AxuPuaAOJ8X+Orjwr410ixuZLWHSLuFnlldSXVlzwMfhWPpHxht7XRpNT8SMgt5b17e1ls4yylV7mun17wlf6t430jW4bu1S1soXjeCaHeW3HnHauMX4Qa5Fr0mqrq+mzmWeRza3NqWgjDd1TpuxQB3OmeP9H1fVLeytBcOtzbG5gnMeI5FH3gD6isg/F7Qv7PjuEt7x5pHYC2CYcqpILjPBUYrk9e0m90/StK8ILbXsmpQ3geDU7K2ZY4YnbLcj2JBH0rrfEPw0ivrzSLzSpbWGbTofs6xXUPmROh6kqMfN1PuaAJLr4t+G4re2lsmnvzKhkeO3TLQoPvM4PTHpXaWN7DqNhBe25YwzoJE3DBwRkcV5nqfwov7ryRHqlhIpjaKRZLIIIw33jHsI5+vFeiaHpY0TQ7LTFmedbWJYhJJ95sDGTQBo0UUUAFFFFABTWYIpZiAB1Jp1NdFkUqwDKRgg9DQAoIIBByD0NLTVUKoVQAAMACnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcH8V9Y1fQPDVpqWi3DpcpexIYVQN54bI2n/61YeheOvEGveJ3ufsE9pp6WDvb2MoCm5lXh8tyRg9K7rxP4WtPFVvZw3c88S2tylyvktjLL0Bz2rK1/wCH0Oua2NVXWtUsbhLc26C1lCqoPUgY796ALHhnxDr2t+XdX2gLp+nSxF1ke5DSKR2ZccV0ltd295F5trPHNHkjfGwYZ9MisfRPDKaT4dbRp9QvNQhZCm+5YFgpHQEAU3wh4RsPBmjnTNOeZ4TK0pMz7jk9vbjFAHPfE7XNR8LvoetRX8kGlRXRjvoo1BMoIyo5H+yRx61U8E+LbvxP4o1DVGvZoNJis0MllcIFW3lJPG4gdgD+Ndl4m8M2PivTY7DUN/kpPHONhwdynOPoeR+NU5/BGmTx69GWlVNZCicK33SFAyv5ZoA6SORJY1kjdXRhlWU5BFea/EHxRd+DvF2jajNqNydJnSSN7GGINvkAyvPXk+ld7oekQaDolnpVs7vDaxCJGkOWIHrUGt+HNP8AEElg9/GXNjcLcxAHjeOmfUUAcd4A8Uy61JreuXesv/ZSFFEFzGI/ssmMuueOBwMnrXoyuroGUhlIyCOhFcte/D7QrzRdV0oxSRwancfaZyj4PmcHI9OnSuks7WKxsoLSBdsMKCNF9ABgUAc74rmn1JJND0bXhpetCMXIIjDHywSDwRjrXLfDjxZrt3Y2drq0o1C4vFnaGc4jx5RxtOBznrmuk8T+A7fxHq0GqRapf6ZfRQmAzWcgUvGedpyDUd18OtNfR9NsNPvLzTWsCfLubWTEhDffBJ67u9AEFp4+vNRFvbWOgySanI8yy273CqsYjIDHf0PJGOK5LS/GfjiX4h61YrolxIFtw8dlczKkcOCMsHC/MD2+tdbH8M7G00mKz07VtTspoZnlju4pR5oD43KTjkHGeas6H4Bg0TXJ9WGsapd3E9t5D/aZ9465LdODx9KAOY8RfF2503T9JvtM0hL1bqNnubdZSZbfa2GyADwCCMmtC08V+MNQ8XWxtdAxos9ksyJLOiudxHzEjOMc/LTbL4NaTpxlNnrOsQfaAwuvLuAvng5ODxxjJ6Vt3HgSGXS9Ms4dX1O1ewi8gXEE22SWPurHv9aAMjxH448S6X4sTSNP0C3uopXRYmecq7gjLMBj7q9z0r0JCxRSwAJAzg5Ga82uPg3YveyXNv4i12AyxeTL/pO8umeRuYE4r0Wztks7KC1jJKQxrGpY5OAMc0AT0UUUAFFFFABRTXLBCUXc3YE4zTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKbsHmb++MfhTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEIypGTz6UirtUDJOPU5NOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAphcBgpzlunFPooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvbSTyrIZ4PJKuVUb925eze2fSrFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARyRmQLh3Xawb5TjOOx9qkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArI1bxBa6RqGl2Uyu02o3HkRBexwSSfbiteuY8bDw4+m20XiQhLeacRwzbtpjkIOCGHK9DzQBXtPHP2nxOdIbSbiOI3klml2ZFKs6JvPGcjiuvrjNL1TwZa3umaNpctrcTiaQQ+UwkZJAhLMT1yRkZrs6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooproHABzwc8GgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVgeKbPQry2sl15UaFbyMwI/RpScKMd+tb9YfijQode0yOCS6+yyw3Ec8E+AdkisCvB6+mKAMmz1bwTp/i3+xrOK0g1YfJ+7g24JGdu7GMkdq7KuMtvDWmLfgahqq3GsPeR3smGVSzouFUL1C4rs6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArn/GGl3+q6IsWmGH7XDcw3CLMxVW2OG2kjpnFdBXO+M7e/udBH9nQvPLFcwyvDGwVpEVwWUZ45APBoAw4PA91e6w2v6kLODVJL6G4xCC+yONduwOQDznPSu+rg7WTxhq+rRf2hpcdnp32tbmGTz8SQxqv3HVfvEknvjmu8oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisHxhqd5o/hq5vbEASoVBkKb/AC1LAM+3vgZOPagDeory/wAJah4jMl3qkWp3mt6U11HFGk8AjZlYDc6DsFY9PQGvUKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJ8R67aeHNDuNUvkke2ixvEaFyATjOB25rWqlqtzYWemzz6m8KWSr+9abGzHvmgDznwl8UpNVuNPtri1jmS+kKRtZow8g5OBICPQdRXqdef6N8QdKhmW3uLODTrG6vHt7Ca3dXjnfeRyFHyknnng5616BQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUdXtNPvdKuLbVVhaxkQrMJjhdvue1XqiuLeK6t5IJ41khkUq6MMhgeoNAHJHw74L8MaJ/advo1kbazPnpJGgkYEkfMGP8AjXYKwZQw6EZFcg/w30REMNk13ZW0jhpraCdhFKAQdpTpjiuwChQAOgGKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACop4VuIXicuFYYO1ip/Mc1LRQBXtLKCxiMVumxCc4yTz+NWKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
|
ffnb0024
| 3 |
{"lines_data": [{"Word": "Component", "Confidence": 0.614, "X1": 0.18039, "Y1": 0.1032, "X2": 0.27974, "Y2": 0.103, "X3": 0.27974, "Y3": 0.1198, "X4": 0.18039, "Y4": 0.1188, "page": 0}, {"Word": "Annual Usage (pounds)", "Confidence": 0.92967, "X1": 0.6732, "Y1": 0.1042, "X2": 0.89412, "Y2": 0.104, "X3": 0.89412, "Y3": 0.1228, "X4": 0.6719, "Y4": 0.1208, "page": 0}, {"Word": "Geranyl acetate", "Confidence": 0.933, "X1": 0.13072, "Y1": 0.1382, "X2": 0.28889, "Y2": 0.138, "X3": 0.28889, "Y3": 0.1548, "X4": 0.13072, "Y4": 0.1538, "page": 0}, {"Word": "19", "Confidence": 0.631, "X1": 0.7268, "Y1": 0.1412, "X2": 0.76863, "Y2": 0.141, "X3": 0.76863, "Y3": 0.1558, "X4": 0.7281, "Y4": 0.1538, "page": 0}, {"Word": "Isoeugenol", "Confidence": 0.727, "X1": 0.13072, "Y1": 0.1602, "X2": 0.23791, "Y2": 0.16, "X3": 0.23791, "Y3": 0.1758, "X4": 0.13072, "Y4": 0.1758, "page": 0}, {"Word": "19", "Confidence": 0.997, "X1": 0.73987, "Y1": 0.1632, "X2": 0.76863, "Y2": 0.163, "X3": 0.76863, "Y3": 0.1788, "X4": 0.73987, "Y4": 0.1778, "page": 0}, {"Word": "Methy1-5-hepten-2-one (6-)", "Confidence": 0.932, "X1": 0.1268, "Y1": 0.1812, "X2": 0.39869, "Y2": 0.181, "X3": 0.39869, "Y3": 0.1988, "X4": 0.1268, "Y4": 0.1988, "page": 0}, {"Word": "275", "Confidence": 0.998, "X1": 0.73203, "Y1": 0.1832, "X2": 0.76732, "Y2": 0.183, "X3": 0.76732, "Y3": 0.1998, "X4": 0.73333, "Y4": 0.1998, "page": 0}, {"Word": "Heliotropin", "Confidence": 0.973, "X1": 0.12941, "Y1": 0.2032, "X2": 0.24837, "Y2": 0.203, "X3": 0.24837, "Y3": 0.2208, "X4": 0.12941, "Y4": 0.2198, "page": 0}, {"Word": "378", "Confidence": 0.994, "X1": 0.73333, "Y1": 0.2062, "X2": 0.76471, "Y2": 0.206, "X3": 0.76471, "Y3": 0.2218, "X4": 0.73333, "Y4": 0.2218, "page": 0}, {"Word": "Caryophyllene B", "Confidence": 0.9125, "X1": 0.12941, "Y1": 0.2262, "X2": 0.2902, "Y2": 0.226, "X3": 0.2902, "Y3": 0.2418, "X4": 0.13072, "Y4": 0.2428, "page": 0}, {"Word": "25", "Confidence": 0.788, "X1": 0.74118, "Y1": 0.2272, "X2": 0.76863, "Y2": 0.227, "X3": 0.76993, "Y3": 0.2438, "X4": 0.74248, "Y4": 0.2448, "page": 0}, {"Word": "Caryophyllene alcohol", "Confidence": 0.814, "X1": 0.12941, "Y1": 0.2472, "X2": 0.34771, "Y2": 0.247, "X3": 0.34771, "Y3": 0.2648, "X4": 0.12941, "Y4": 0.2658, "page": 0}, {"Word": "13", "Confidence": 0.994, "X1": 0.74248, "Y1": 0.2502, "X2": 0.76863, "Y2": 0.25, "X3": 0.76863, "Y3": 0.2658, "X4": 0.74379, "Y4": 0.2668, "page": 0}, {"Word": "Citronella oil - Ceylon estate", "Confidence": 0.9482, "X1": 0.12941, "Y1": 0.2712, "X2": 0.44183, "Y2": 0.271, "X3": 0.44183, "Y3": 0.2878, "X4": 0.12941, "Y4": 0.2868, "page": 0}, {"Word": "13", "Confidence": 0.992, "X1": 0.74379, "Y1": 0.2712, "X2": 0.76863, "Y2": 0.271, "X3": 0.76863, "Y3": 0.2878, "X4": 0.7451, "Y4": 0.2888, "page": 0}, {"Word": "Methyl eugenol", "Confidence": 0.691, "X1": 0.12941, "Y1": 0.2932, "X2": 0.27974, "Y2": 0.293, "X3": 0.27974, "Y3": 0.3098, "X4": 0.12941, "Y4": 0.3088, "page": 0}, {"Word": "13", "Confidence": 0.998, "X1": 0.7451, "Y1": 0.2942, "X2": 0.76863, "Y2": 0.294, "X3": 0.76863, "Y3": 0.3098, "X4": 0.74641, "Y4": 0.3108, "page": 0}, {"Word": "Ionone (beta-) Pure", "Confidence": 0.915, "X1": 0.13072, "Y1": 0.3162, "X2": 0.32941, "Y2": 0.316, "X3": 0.32941, "Y3": 0.3318, "X4": 0.13072, "Y4": 0.3308, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.75163, "Y1": 0.3172, "X2": 0.77124, "Y2": 0.317, "X3": 0.77255, "Y3": 0.3318, "X4": 0.75425, "Y4": 0.3328, "page": 0}, {"Word": "Benzyl acetate", "Confidence": 0.9385, "X1": 0.12941, "Y1": 0.3382, "X2": 0.27974, "Y2": 0.338, "X3": 0.27974, "Y3": 0.3538, "X4": 0.12941, "Y4": 0.3548, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.75556, "Y1": 0.3412, "X2": 0.77124, "Y2": 0.341, "X3": 0.77255, "Y3": 0.3548, "X4": 0.75686, "Y4": 0.3548, "page": 0}, {"Word": "Myrcene flavor grade", "Confidence": 0.879, "X1": 0.12941, "Y1": 0.3612, "X2": 0.33987, "Y2": 0.361, "X3": 0.33987, "Y3": 0.3768, "X4": 0.12941, "Y4": 0.3778, "page": 0}, {"Word": "8", "Confidence": 0.991, "X1": 0.75686, "Y1": 0.3642, "X2": 0.77124, "Y2": 0.364, "X3": 0.77255, "Y3": 0.3768, "X4": 0.75817, "Y4": 0.3778, "page": 0}, {"Word": "alpha-Pinene", "Confidence": 0.857, "X1": 0.12941, "Y1": 0.3842, "X2": 0.25882, "Y2": 0.384, "X3": 0.25882, "Y3": 0.3998, "X4": 0.12941, "Y4": 0.4008, "page": 0}, {"Word": "Geraniol extra", "Confidence": 0.993, "X1": 0.12941, "Y1": 0.4052, "X2": 0.27843, "Y2": 0.405, "X3": 0.27843, "Y3": 0.4218, "X4": 0.12941, "Y4": 0.4218, "page": 0}, {"Word": "4 2", "Confidence": 0.8515, "X1": 0.76993, "Y1": 0.4262, "X2": 0.77124, "Y2": 0.426, "X3": 0.75686, "Y3": 0.4258, "X4": 0.75556, "Y4": 0.3798, "page": 0}, {"Word": "Nerolidol", "Confidence": 0.992, "X1": 0.13072, "Y1": 0.4282, "X2": 0.22876, "Y2": 0.428, "X3": 0.22876, "Y3": 0.4428, "X4": 0.13072, "Y4": 0.4428, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.75556, "Y1": 0.4312, "X2": 0.77255, "Y2": 0.431, "X3": 0.77255, "Y3": 0.4448, "X4": 0.75686, "Y4": 0.4458, "page": 0}, {"Word": "Geranium oil", "Confidence": 0.9315, "X1": 0.12941, "Y1": 0.4502, "X2": 0.25882, "Y2": 0.45, "X3": 0.25882, "Y3": 0.4668, "X4": 0.12941, "Y4": 0.4668, "page": 0}, {"Word": ".2", "Confidence": 0.847, "X1": 0.75033, "Y1": 0.4532, "X2": 0.76863, "Y2": 0.453, "X3": 0.76863, "Y3": 0.4678, "X4": 0.75163, "Y4": 0.4688, "page": 0}, {"Word": "Cinnamic aldehyde", "Confidence": 0.889, "X1": 0.13072, "Y1": 0.4732, "X2": 0.3085, "Y2": 0.473, "X3": 0.3085, "Y3": 0.4888, "X4": 0.13072, "Y4": 0.4888, "page": 0}, {"Word": "23", "Confidence": 0.998, "X1": 0.74771, "Y1": 0.4742, "X2": 0.76863, "Y2": 0.474, "X3": 0.76993, "Y3": 0.4888, "X4": 0.74902, "Y4": 0.4888, "page": 0}, {"Word": "Tamarindo - artificial 9129A", "Confidence": 0.902, "X1": 0.12941, "Y1": 0.4952, "X2": 0.42484, "Y2": 0.495, "X3": 0.42484, "Y3": 0.5118, "X4": 0.12941, "Y4": 0.5118, "page": 0}, {"Word": "15", "Confidence": 0.998, "X1": 0.74771, "Y1": 0.4962, "X2": 0.77124, "Y2": 0.496, "X3": 0.77124, "Y3": 0.5118, "X4": 0.74771, "Y4": 0.5118, "page": 0}, {"Word": "Mate absolute", "Confidence": 0.911, "X1": 0.1281, "Y1": 0.5172, "X2": 0.27059, "Y2": 0.517, "X3": 0.27059, "Y3": 0.5328, "X4": 0.1281, "Y4": 0.5328, "page": 0}, {"Word": "58", "Confidence": 0.994, "X1": 0.74771, "Y1": 0.5192, "X2": 0.76993, "Y2": 0.519, "X3": 0.77124, "Y3": 0.5328, "X4": 0.74902, "Y4": 0.5338, "page": 0}, {"Word": "Balsam Peru oil F.C.C. Extra", "Confidence": 0.8958, "X1": 0.13072, "Y1": 0.5392, "X2": 0.42484, "Y2": 0.539, "X3": 0.42484, "Y3": 0.5558, "X4": 0.13072, "Y4": 0.5548, "page": 0}, {"Word": "8", "Confidence": 0.629, "X1": 0.75425, "Y1": 0.5412, "X2": 0.77255, "Y2": 0.541, "X3": 0.77386, "Y3": 0.5548, "X4": 0.75425, "Y4": 0.5558, "page": 0}, {"Word": "Cinnamyl isovalerate", "Confidence": 0.822, "X1": 0.12941, "Y1": 0.5612, "X2": 0.33987, "Y2": 0.561, "X3": 0.33987, "Y3": 0.5778, "X4": 0.12941, "Y4": 0.5768, "page": 0}, {"Word": "8", "Confidence": 0.995, "X1": 0.75425, "Y1": 0.5642, "X2": 0.77255, "Y2": 0.564, "X3": 0.77386, "Y3": 0.5778, "X4": 0.75556, "Y4": 0.5778, "page": 0}, {"Word": "Wintergreen oil (Methyl salicylate)", "Confidence": 0.96, "X1": 0.12941, "Y1": 0.5832, "X2": 0.4915, "Y2": 0.583, "X3": 0.4915, "Y3": 0.5998, "X4": 0.12941, "Y4": 0.5998, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.75425, "Y1": 0.5852, "X2": 0.77516, "Y2": 0.585, "X3": 0.77516, "Y3": 0.5988, "X4": 0.75425, "Y4": 0.5988, "page": 0}, {"Word": "Tobacco Flavor 52.636 (Formerly 5-A)", "Confidence": 0.9484, "X1": 0.13072, "Y1": 0.6062, "X2": 0.50458, "Y2": 0.606, "X3": 0.50458, "Y3": 0.6238, "X4": 0.13072, "Y4": 0.6228, "page": 0}, {"Word": "186", "Confidence": 0.998, "X1": 0.73856, "Y1": 0.6082, "X2": 0.77386, "Y2": 0.608, "X3": 0.77386, "Y3": 0.6218, "X4": 0.73725, "Y4": 0.6208, "page": 0}, {"Word": "Levulinic acid", "Confidence": 0.99, "X1": 0.13072, "Y1": 0.6282, "X2": 0.27974, "Y2": 0.628, "X3": 0.27974, "Y3": 0.6428, "X4": 0.13072, "Y4": 0.6428, "page": 0}, {"Word": "1357", "Confidence": 0.994, "X1": 0.73072, "Y1": 0.6292, "X2": 0.77255, "Y2": 0.629, "X3": 0.77124, "Y3": 0.6448, "X4": 0.72941, "Y4": 0.6448, "page": 0}, {"Word": "Chocolate Flavor for Tobacco No. 106", "Confidence": 0.95183, "X1": 0.1281, "Y1": 0.6512, "X2": 0.50588, "Y2": 0.651, "X3": 0.50588, "Y3": 0.6668, "X4": 0.1281, "Y4": 0.6668, "page": 0}, {"Word": "1357", "Confidence": 0.987, "X1": 0.7281, "Y1": 0.6512, "X2": 0.77386, "Y2": 0.651, "X3": 0.77255, "Y3": 0.6678, "X4": 0.72941, "Y4": 0.6668, "page": 0}, {"Word": "Benzyl alcohol N.F.", "Confidence": 0.868, "X1": 0.12941, "Y1": 0.6722, "X2": 0.3268, "Y2": 0.672, "X3": 0.3268, "Y3": 0.6878, "X4": 0.12941, "Y4": 0.6888, "page": 0}, {"Word": "28", "Confidence": 0.996, "X1": 0.74641, "Y1": 0.6742, "X2": 0.77516, "Y2": 0.674, "X3": 0.77516, "Y3": 0.6888, "X4": 0.74641, "Y4": 0.6898, "page": 0}, {"Word": "Tobacco Flavor Artificial 81-602134-00", "Confidence": 0.971, "X1": 0.13203, "Y1": 0.6932, "X2": 0.52549, "Y2": 0.693, "X3": 0.5268, "Y3": 0.7108, "X4": 0.13203, "Y4": 0.7118, "page": 0}, {"Word": "778", "Confidence": 0.959, "X1": 0.74118, "Y1": 0.6952, "X2": 0.77124, "Y2": 0.695, "X3": 0.77124, "Y3": 0.7098, "X4": 0.74248, "Y4": 0.7108, "page": 0}, {"Word": "Acetyl pyrrole (2-)", "Confidence": 0.911, "X1": 0.13203, "Y1": 0.7172, "X2": 0.33072, "Y2": 0.717, "X3": 0.33072, "Y3": 0.7338, "X4": 0.13203, "Y4": 0.7338, "page": 0}, {"Word": "15", "Confidence": 0.755, "X1": 0.74902, "Y1": 0.7172, "X2": 0.77516, "Y2": 0.717, "X3": 0.77516, "Y3": 0.7328, "X4": 0.75033, "Y4": 0.7328, "page": 0}, {"Word": "Methyl cyclopentenolone", "Confidence": 0.7595, "X1": 0.13203, "Y1": 0.7392, "X2": 0.37386, "Y2": 0.739, "X3": 0.37386, "Y3": 0.7558, "X4": 0.13203, "Y4": 0.7558, "page": 0}, {"Word": "11", "Confidence": 0.939, "X1": 0.75033, "Y1": 0.7402, "X2": 0.77124, "Y2": 0.74, "X3": 0.77124, "Y3": 0.7548, "X4": 0.75033, "Y4": 0.7548, "page": 0}, {"Word": "Methyl valeric acid (3-)", "Confidence": 0.9525, "X1": 0.13072, "Y1": 0.7612, "X2": 0.38301, "Y2": 0.761, "X3": 0.38301, "Y3": 0.7778, "X4": 0.13072, "Y4": 0.7778, "page": 0}, {"Word": "7", "Confidence": 0.722, "X1": 0.76078, "Y1": 0.7622, "X2": 0.77778, "Y2": 0.762, "X3": 0.77778, "Y3": 0.7758, "X4": 0.76078, "Y4": 0.7768, "page": 0}, {"Word": "Terpinen-4-01", "Confidence": 0.788, "X1": 0.12941, "Y1": 0.7832, "X2": 0.26928, "Y2": 0.783, "X3": 0.26928, "Y3": 0.7998, "X4": 0.12941, "Y4": 0.7988, "page": 0}, {"Word": "5", "Confidence": 0.998, "X1": 0.76209, "Y1": 0.7852, "X2": 0.77778, "Y2": 0.785, "X3": 0.77778, "Y3": 0.7988, "X4": 0.76209, "Y4": 0.7988, "page": 0}, {"Word": "Benzaldehyde F.C.C.", "Confidence": 0.967, "X1": 0.12941, "Y1": 0.8052, "X2": 0.33072, "Y2": 0.805, "X3": 0.33072, "Y3": 0.8198, "X4": 0.12941, "Y4": 0.8208, "page": 0}, {"Word": "Ketoisophorone (4-)", "Confidence": 0.5325, "X1": 0.13203, "Y1": 0.8272, "X2": 0.33072, "Y2": 0.827, "X3": 0.33072, "Y3": 0.8438, "X4": 0.13203, "Y4": 0.8438, "page": 0}, {"Word": "1", "Confidence": 0.607, "X1": 0.76209, "Y1": 0.8312, "X2": 0.77647, "Y2": 0.831, "X3": 0.77647, "Y3": 0.8428, "X4": 0.7634, "Y4": 0.8438, "page": 0}, {"Word": "Methyl pyrazine (2-)", "Confidence": 0.94933, "X1": 0.13072, "Y1": 0.8502, "X2": 0.34118, "Y2": 0.85, "X3": 0.34118, "Y3": 0.8668, "X4": 0.12941, "Y4": 0.8668, "page": 0}, {"Word": "1", "Confidence": 0.992, "X1": 0.7634, "Y1": 0.8532, "X2": 0.77647, "Y2": 0.853, "X3": 0.77516, "Y3": 0.8658, "X4": 0.7634, "Y4": 0.8658, "page": 0}, {"Word": "51553 6445", "Confidence": 0.989, "X1": 0.97647, "Y1": 0.8862, "X2": 0.97778, "Y2": 0.886, "X3": 0.95817, "Y3": 0.8858, "X4": 0.95817, "Y4": 0.7938, "page": 0}, {"Word": "Dimethyl pyrazine (2-6-)", "Confidence": 0.91733, "X1": 0.13333, "Y1": 0.8712, "X2": 0.3817, "Y2": 0.871, "X3": 0.3817, "Y3": 0.8888, "X4": 0.13333, "Y4": 0.8888, "page": 0}, {"Word": "1", "Confidence": 0.994, "X1": 0.7634, "Y1": 0.8752, "X2": 0.77647, "Y2": 0.875, "X3": 0.77647, "Y3": 0.8888, "X4": 0.7634, "Y4": 0.8888, "page": 0}, {"Word": "Burley 52.646", "Confidence": 0.9915, "X1": 0.13203, "Y1": 0.8932, "X2": 0.2719, "Y2": 0.893, "X3": 0.2732, "Y3": 0.9108, "X4": 0.13203, "Y4": 0.9118, "page": 0}, {"Word": "28", "Confidence": 0.965, "X1": 0.75425, "Y1": 0.8962, "X2": 0.77516, "Y2": 0.896, "X3": 0.77516, "Y3": 0.9108, "X4": 0.75425, "Y4": 0.9108, "page": 0}], "words_data": [{"Word": "Component", "Confidence": 0.614, "X1": 0.18301, "Y1": 0.1032, "X2": 0.27843, "Y2": 0.103, "X3": 0.27843, "Y3": 0.1208, "X4": 0.1817, "Y4": 0.1188, "page": 0, "Index": 0}, {"Word": "Annual", "Confidence": 0.822, "X1": 0.6732, "Y1": 0.1032, "X2": 0.73595, "Y2": 0.103, "X3": 0.73595, "Y3": 0.1198, "X4": 0.6732, "Y4": 0.1208, "page": 0, "Index": 1}, {"Word": "Usage", "Confidence": 0.971, "X1": 0.74248, "Y1": 0.1042, "X2": 0.79477, "Y2": 0.104, "X3": 0.79477, "Y3": 0.1208, "X4": 0.74248, "Y4": 0.1198, "page": 0, "Index": 2}, {"Word": "(pounds)", "Confidence": 0.996, "X1": 0.8, "Y1": 0.1052, "X2": 0.88889, "Y2": 0.105, "X3": 0.88889, "Y3": 0.1238, "X4": 0.8, "Y4": 0.1208, "page": 0, "Index": 3}, {"Word": "Geranyl", "Confidence": 0.873, "X1": 0.13464, "Y1": 0.1392, "X2": 0.20915, "Y2": 0.139, "X3": 0.20915, "Y3": 0.1548, "X4": 0.13464, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "acetate", "Confidence": 0.993, "X1": 0.21569, "Y1": 0.1392, "X2": 0.28758, "Y2": 0.139, "X3": 0.28758, "Y3": 0.1548, "X4": 0.21569, "Y4": 0.1548, "page": 0, "Index": 5}, {"Word": "19", "Confidence": 0.631, "X1": 0.7451, "Y1": 0.1412, "X2": 0.76601, "Y2": 0.141, "X3": 0.76601, "Y3": 0.1558, "X4": 0.7451, "Y4": 0.1558, "page": 0, "Index": 6}, {"Word": "Isoeugenol", "Confidence": 0.727, "X1": 0.13333, "Y1": 0.1612, "X2": 0.23529, "Y2": 0.161, "X3": 0.23529, "Y3": 0.1758, "X4": 0.13203, "Y4": 0.1758, "page": 0, "Index": 7}, {"Word": "19", "Confidence": 0.997, "X1": 0.74379, "Y1": 0.1632, "X2": 0.76732, "Y2": 0.163, "X3": 0.76601, "Y3": 0.1788, "X4": 0.74379, "Y4": 0.1788, "page": 0, "Index": 8}, {"Word": "Methy1-5-hepten-2-one", "Confidence": 0.885, "X1": 0.13072, "Y1": 0.1822, "X2": 0.34641, "Y2": 0.182, "X3": 0.34641, "Y3": 0.1988, "X4": 0.13072, "Y4": 0.1988, "page": 0, "Index": 9}, {"Word": "(6-)", "Confidence": 0.979, "X1": 0.35294, "Y1": 0.1822, "X2": 0.39739, "Y2": 0.182, "X3": 0.39608, "Y3": 0.1988, "X4": 0.35294, "Y4": 0.1988, "page": 0, "Index": 10}, {"Word": "275", "Confidence": 0.998, "X1": 0.73464, "Y1": 0.1832, "X2": 0.76601, "Y2": 0.183, "X3": 0.76601, "Y3": 0.1998, "X4": 0.73464, "Y4": 0.1998, "page": 0, "Index": 11}, {"Word": "Heliotropin", "Confidence": 0.973, "X1": 0.12941, "Y1": 0.2042, "X2": 0.24706, "Y2": 0.204, "X3": 0.24706, "Y3": 0.2208, "X4": 0.12941, "Y4": 0.2198, "page": 0, "Index": 12}, {"Word": "378", "Confidence": 0.994, "X1": 0.73595, "Y1": 0.2062, "X2": 0.7634, "Y2": 0.206, "X3": 0.7634, "Y3": 0.2218, "X4": 0.73595, "Y4": 0.2218, "page": 0, "Index": 13}, {"Word": "Caryophyllene", "Confidence": 0.9, "X1": 0.13072, "Y1": 0.2272, "X2": 0.26797, "Y2": 0.227, "X3": 0.26797, "Y3": 0.2418, "X4": 0.13072, "Y4": 0.2428, "page": 0, "Index": 14}, {"Word": "B", "Confidence": 0.925, "X1": 0.2732, "Y1": 0.2272, "X2": 0.28497, "Y2": 0.227, "X3": 0.28497, "Y3": 0.2418, "X4": 0.2732, "Y4": 0.2418, "page": 0, "Index": 15}, {"Word": "25", "Confidence": 0.788, "X1": 0.74379, "Y1": 0.2272, "X2": 0.76601, "Y2": 0.227, "X3": 0.76732, "Y3": 0.2438, "X4": 0.74379, "Y4": 0.2448, "page": 0, "Index": 16}, {"Word": "Caryophyllene", "Confidence": 0.959, "X1": 0.13072, "Y1": 0.2482, "X2": 0.26797, "Y2": 0.248, "X3": 0.26797, "Y3": 0.2658, "X4": 0.13072, "Y4": 0.2658, "page": 0, "Index": 17}, {"Word": "alcohol", "Confidence": 0.669, "X1": 0.2732, "Y1": 0.2482, "X2": 0.34902, "Y2": 0.248, "X3": 0.34771, "Y3": 0.2648, "X4": 0.2719, "Y4": 0.2658, "page": 0, "Index": 18}, {"Word": "13", "Confidence": 0.994, "X1": 0.74379, "Y1": 0.2502, "X2": 0.76601, "Y2": 0.25, "X3": 0.76732, "Y3": 0.2658, "X4": 0.7451, "Y4": 0.2668, "page": 0, "Index": 19}, {"Word": "Citronella", "Confidence": 0.886, "X1": 0.13072, "Y1": 0.2712, "X2": 0.2366, "Y2": 0.271, "X3": 0.23529, "Y3": 0.2878, "X4": 0.13072, "Y4": 0.2878, "page": 0, "Index": 20}, {"Word": "oil", "Confidence": 0.901, "X1": 0.24183, "Y1": 0.2712, "X2": 0.27712, "Y2": 0.271, "X3": 0.27712, "Y3": 0.2878, "X4": 0.24183, "Y4": 0.2878, "page": 0, "Index": 21}, {"Word": "-", "Confidence": 0.994, "X1": 0.28366, "Y1": 0.2712, "X2": 0.29673, "Y2": 0.271, "X3": 0.29673, "Y3": 0.2878, "X4": 0.28366, "Y4": 0.2878, "page": 0, "Index": 22}, {"Word": "Ceylon", "Confidence": 0.963, "X1": 0.30327, "Y1": 0.2712, "X2": 0.36863, "Y2": 0.271, "X3": 0.36863, "Y3": 0.2878, "X4": 0.30327, "Y4": 0.2878, "page": 0, "Index": 23}, {"Word": "13", "Confidence": 0.992, "X1": 0.74379, "Y1": 0.2712, "X2": 0.76732, "Y2": 0.271, "X3": 0.76863, "Y3": 0.2878, "X4": 0.7451, "Y4": 0.2888, "page": 0, "Index": 24}, {"Word": "estate", "Confidence": 0.997, "X1": 0.37516, "Y1": 0.2722, "X2": 0.44052, "Y2": 0.272, "X3": 0.44052, "Y3": 0.2888, "X4": 0.37516, "Y4": 0.2878, "page": 0, "Index": 25}, {"Word": "Methyl", "Confidence": 0.706, "X1": 0.13072, "Y1": 0.2932, "X2": 0.19608, "Y2": 0.293, "X3": 0.19608, "Y3": 0.3098, "X4": 0.12941, "Y4": 0.3098, "page": 0, "Index": 26}, {"Word": "eugenol", "Confidence": 0.676, "X1": 0.20392, "Y1": 0.2942, "X2": 0.27712, "Y2": 0.294, "X3": 0.27582, "Y3": 0.3098, "X4": 0.20261, "Y4": 0.3098, "page": 0, "Index": 27}, {"Word": "13", "Confidence": 0.998, "X1": 0.7451, "Y1": 0.2942, "X2": 0.76732, "Y2": 0.294, "X3": 0.76732, "Y3": 0.3098, "X4": 0.74641, "Y4": 0.3108, "page": 0, "Index": 28}, {"Word": "Ionone", "Confidence": 0.796, "X1": 0.13333, "Y1": 0.3162, "X2": 0.19608, "Y2": 0.316, "X3": 0.19477, "Y3": 0.3318, "X4": 0.13203, "Y4": 0.3308, "page": 0, "Index": 29}, {"Word": "(beta-)", "Confidence": 0.958, "X1": 0.20523, "Y1": 0.3162, "X2": 0.27712, "Y2": 0.316, "X3": 0.27712, "Y3": 0.3318, "X4": 0.20523, "Y4": 0.3318, "page": 0, "Index": 30}, {"Word": "Pure", "Confidence": 0.991, "X1": 0.28366, "Y1": 0.3172, "X2": 0.3281, "Y2": 0.317, "X3": 0.3281, "Y3": 0.3318, "X4": 0.28235, "Y4": 0.3318, "page": 0, "Index": 31}, {"Word": "2", "Confidence": 0.995, "X1": 0.75686, "Y1": 0.3172, "X2": 0.76732, "Y2": 0.317, "X3": 0.76863, "Y3": 0.3318, "X4": 0.75817, "Y4": 0.3328, "page": 0, "Index": 32}, {"Word": "Benzyl", "Confidence": 0.885, "X1": 0.13203, "Y1": 0.3392, "X2": 0.19608, "Y2": 0.339, "X3": 0.19608, "Y3": 0.3548, "X4": 0.13203, "Y4": 0.3548, "page": 0, "Index": 33}, {"Word": "acetate", "Confidence": 0.992, "X1": 0.20261, "Y1": 0.3392, "X2": 0.27582, "Y2": 0.339, "X3": 0.27582, "Y3": 0.3538, "X4": 0.20131, "Y4": 0.3548, "page": 0, "Index": 34}, {"Word": "2", "Confidence": 0.995, "X1": 0.75686, "Y1": 0.3412, "X2": 0.76732, "Y2": 0.341, "X3": 0.76863, "Y3": 0.3548, "X4": 0.75817, "Y4": 0.3548, "page": 0, "Index": 35}, {"Word": "Myrcene", "Confidence": 0.67, "X1": 0.13072, "Y1": 0.3622, "X2": 0.20654, "Y2": 0.362, "X3": 0.20523, "Y3": 0.3778, "X4": 0.12941, "Y4": 0.3778, "page": 0, "Index": 36}, {"Word": "flavor", "Confidence": 0.969, "X1": 0.21438, "Y1": 0.3622, "X2": 0.27843, "Y2": 0.362, "X3": 0.27712, "Y3": 0.3778, "X4": 0.21307, "Y4": 0.3788, "page": 0, "Index": 37}, {"Word": "grade", "Confidence": 0.998, "X1": 0.28497, "Y1": 0.3612, "X2": 0.34118, "Y2": 0.361, "X3": 0.33856, "Y3": 0.3768, "X4": 0.28366, "Y4": 0.3778, "page": 0, "Index": 38}, {"Word": "8", "Confidence": 0.991, "X1": 0.75686, "Y1": 0.3642, "X2": 0.76732, "Y2": 0.364, "X3": 0.76863, "Y3": 0.3768, "X4": 0.75817, "Y4": 0.3778, "page": 0, "Index": 39}, {"Word": "4", "Confidence": 0.892, "X1": 0.76993, "Y1": 0.3922, "X2": 0.76993, "Y2": 0.392, "X3": 0.75556, "Y3": 0.3928, "X4": 0.75556, "Y4": 0.3858, "page": 0, "Index": 40}, {"Word": "alpha-Pinene", "Confidence": 0.857, "X1": 0.13203, "Y1": 0.3852, "X2": 0.25882, "Y2": 0.385, "X3": 0.25752, "Y3": 0.3988, "X4": 0.13203, "Y4": 0.4018, "page": 0, "Index": 41}, {"Word": "2", "Confidence": 0.811, "X1": 0.77124, "Y1": 0.4132, "X2": 0.77124, "Y2": 0.413, "X3": 0.75686, "Y3": 0.4138, "X4": 0.75686, "Y4": 0.4078, "page": 0, "Index": 42}, {"Word": "Geraniol", "Confidence": 0.992, "X1": 0.13203, "Y1": 0.4062, "X2": 0.21699, "Y2": 0.406, "X3": 0.21699, "Y3": 0.4218, "X4": 0.13072, "Y4": 0.4218, "page": 0, "Index": 43}, {"Word": "extra", "Confidence": 0.994, "X1": 0.22353, "Y1": 0.4062, "X2": 0.27843, "Y2": 0.406, "X3": 0.27712, "Y3": 0.4218, "X4": 0.22222, "Y4": 0.4218, "page": 0, "Index": 44}, {"Word": "Nerolidol", "Confidence": 0.992, "X1": 0.13203, "Y1": 0.4292, "X2": 0.22614, "Y2": 0.429, "X3": 0.22484, "Y3": 0.4428, "X4": 0.13203, "Y4": 0.4438, "page": 0, "Index": 45}, {"Word": "2", "Confidence": 0.995, "X1": 0.75686, "Y1": 0.4312, "X2": 0.76863, "Y2": 0.431, "X3": 0.76993, "Y3": 0.4448, "X4": 0.75948, "Y4": 0.4458, "page": 0, "Index": 46}, {"Word": "Geranium", "Confidence": 0.934, "X1": 0.13072, "Y1": 0.4512, "X2": 0.21569, "Y2": 0.451, "X3": 0.21569, "Y3": 0.4668, "X4": 0.13072, "Y4": 0.4668, "page": 0, "Index": 47}, {"Word": "oil", "Confidence": 0.929, "X1": 0.22353, "Y1": 0.4512, "X2": 0.25752, "Y2": 0.451, "X3": 0.25621, "Y3": 0.4668, "X4": 0.22222, "Y4": 0.4668, "page": 0, "Index": 48}, {"Word": ".2", "Confidence": 0.847, "X1": 0.75033, "Y1": 0.4532, "X2": 0.76732, "Y2": 0.453, "X3": 0.76993, "Y3": 0.4668, "X4": 0.75163, "Y4": 0.4688, "page": 0, "Index": 49}, {"Word": "23", "Confidence": 0.998, "X1": 0.75033, "Y1": 0.4742, "X2": 0.76732, "Y2": 0.474, "X3": 0.76863, "Y3": 0.4878, "X4": 0.75033, "Y4": 0.4888, "page": 0, "Index": 50}, {"Word": "Cinnamic", "Confidence": 0.93, "X1": 0.13203, "Y1": 0.4732, "X2": 0.21699, "Y2": 0.473, "X3": 0.21569, "Y3": 0.4888, "X4": 0.13203, "Y4": 0.4898, "page": 0, "Index": 51}, {"Word": "aldehyde", "Confidence": 0.848, "X1": 0.22353, "Y1": 0.4742, "X2": 0.3098, "Y2": 0.474, "X3": 0.3085, "Y3": 0.4888, "X4": 0.22353, "Y4": 0.4888, "page": 0, "Index": 52}, {"Word": "Tamarindo", "Confidence": 0.636, "X1": 0.13333, "Y1": 0.4962, "X2": 0.22876, "Y2": 0.496, "X3": 0.22876, "Y3": 0.5118, "X4": 0.13464, "Y4": 0.5118, "page": 0, "Index": 53}, {"Word": "-", "Confidence": 0.98, "X1": 0.23268, "Y1": 0.4962, "X2": 0.24967, "Y2": 0.496, "X3": 0.24967, "Y3": 0.5118, "X4": 0.23268, "Y4": 0.5118, "page": 0, "Index": 54}, {"Word": "artificial", "Confidence": 0.995, "X1": 0.2549, "Y1": 0.4962, "X2": 0.35948, "Y2": 0.496, "X3": 0.35948, "Y3": 0.5118, "X4": 0.25621, "Y4": 0.5118, "page": 0, "Index": 55}, {"Word": "9129A", "Confidence": 0.997, "X1": 0.36863, "Y1": 0.4952, "X2": 0.42484, "Y2": 0.495, "X3": 0.42484, "Y3": 0.5128, "X4": 0.36863, "Y4": 0.5118, "page": 0, "Index": 56}, {"Word": "15", "Confidence": 0.998, "X1": 0.74771, "Y1": 0.4962, "X2": 0.76993, "Y2": 0.496, "X3": 0.76993, "Y3": 0.5118, "X4": 0.74771, "Y4": 0.5118, "page": 0, "Index": 57}, {"Word": "Mate", "Confidence": 0.981, "X1": 0.13072, "Y1": 0.5182, "X2": 0.17516, "Y2": 0.518, "X3": 0.17386, "Y3": 0.5338, "X4": 0.12941, "Y4": 0.5338, "page": 0, "Index": 58}, {"Word": "absolute", "Confidence": 0.841, "X1": 0.18431, "Y1": 0.5182, "X2": 0.26797, "Y2": 0.518, "X3": 0.26667, "Y3": 0.5328, "X4": 0.18301, "Y4": 0.5338, "page": 0, "Index": 59}, {"Word": "58", "Confidence": 0.994, "X1": 0.74771, "Y1": 0.5192, "X2": 0.76732, "Y2": 0.519, "X3": 0.76863, "Y3": 0.5328, "X4": 0.74902, "Y4": 0.5338, "page": 0, "Index": 60}, {"Word": "Balsam", "Confidence": 0.893, "X1": 0.13203, "Y1": 0.5402, "X2": 0.19608, "Y2": 0.54, "X3": 0.19608, "Y3": 0.5548, "X4": 0.13203, "Y4": 0.5548, "page": 0, "Index": 61}, {"Word": "Peru", "Confidence": 0.991, "X1": 0.20261, "Y1": 0.5402, "X2": 0.24706, "Y2": 0.54, "X3": 0.24706, "Y3": 0.5548, "X4": 0.20261, "Y4": 0.5548, "page": 0, "Index": 62}, {"Word": "oil", "Confidence": 0.605, "X1": 0.25229, "Y1": 0.5402, "X2": 0.28758, "Y2": 0.54, "X3": 0.28758, "Y3": 0.5558, "X4": 0.25229, "Y4": 0.5548, "page": 0, "Index": 63}, {"Word": "F.C.C.", "Confidence": 0.996, "X1": 0.29281, "Y1": 0.5402, "X2": 0.35948, "Y2": 0.54, "X3": 0.35948, "Y3": 0.5558, "X4": 0.29281, "Y4": 0.5558, "page": 0, "Index": 64}, {"Word": "Extra", "Confidence": 0.994, "X1": 0.36471, "Y1": 0.5402, "X2": 0.42092, "Y2": 0.54, "X3": 0.41961, "Y3": 0.5558, "X4": 0.3634, "Y4": 0.5558, "page": 0, "Index": 65}, {"Word": "8", "Confidence": 0.629, "X1": 0.75686, "Y1": 0.5412, "X2": 0.76732, "Y2": 0.541, "X3": 0.76863, "Y3": 0.5548, "X4": 0.75817, "Y4": 0.5558, "page": 0, "Index": 66}, {"Word": "Cinnamyl", "Confidence": 0.653, "X1": 0.13203, "Y1": 0.5622, "X2": 0.21699, "Y2": 0.562, "X3": 0.21699, "Y3": 0.5778, "X4": 0.13072, "Y4": 0.5778, "page": 0, "Index": 67}, {"Word": "isovalerate", "Confidence": 0.991, "X1": 0.22484, "Y1": 0.5622, "X2": 0.33856, "Y2": 0.562, "X3": 0.33725, "Y3": 0.5778, "X4": 0.22353, "Y4": 0.5778, "page": 0, "Index": 68}, {"Word": "8", "Confidence": 0.995, "X1": 0.75817, "Y1": 0.5642, "X2": 0.76863, "Y2": 0.564, "X3": 0.76863, "Y3": 0.5778, "X4": 0.75817, "Y4": 0.5778, "page": 0, "Index": 69}, {"Word": "Wintergreen", "Confidence": 0.994, "X1": 0.13333, "Y1": 0.5842, "X2": 0.24967, "Y2": 0.584, "X3": 0.24967, "Y3": 0.6008, "X4": 0.13333, "Y4": 0.5998, "page": 0, "Index": 70}, {"Word": "oil", "Confidence": 0.969, "X1": 0.2549, "Y1": 0.5842, "X2": 0.28889, "Y2": 0.584, "X3": 0.28889, "Y3": 0.6008, "X4": 0.2549, "Y4": 0.6008, "page": 0, "Index": 71}, {"Word": "(Methyl", "Confidence": 0.888, "X1": 0.29281, "Y1": 0.5842, "X2": 0.37124, "Y2": 0.584, "X3": 0.37124, "Y3": 0.6008, "X4": 0.29281, "Y4": 0.6008, "page": 0, "Index": 72}, {"Word": "salicylate)", "Confidence": 0.989, "X1": 0.37778, "Y1": 0.5842, "X2": 0.4915, "Y2": 0.584, "X3": 0.4915, "Y3": 0.6008, "X4": 0.37778, "Y4": 0.6008, "page": 0, "Index": 73}, {"Word": "2", "Confidence": 0.996, "X1": 0.75948, "Y1": 0.5852, "X2": 0.77124, "Y2": 0.585, "X3": 0.77124, "Y3": 0.5988, "X4": 0.75948, "Y4": 0.5988, "page": 0, "Index": 74}, {"Word": "Tobacco", "Confidence": 0.812, "X1": 0.13203, "Y1": 0.6062, "X2": 0.20915, "Y2": 0.606, "X3": 0.20915, "Y3": 0.6218, "X4": 0.13203, "Y4": 0.6218, "page": 0, "Index": 75}, {"Word": "Flavor", "Confidence": 0.98, "X1": 0.21307, "Y1": 0.6062, "X2": 0.27712, "Y2": 0.606, "X3": 0.27712, "Y3": 0.6228, "X4": 0.21307, "Y4": 0.6218, "page": 0, "Index": 76}, {"Word": "52.636", "Confidence": 0.989, "X1": 0.28889, "Y1": 0.6062, "X2": 0.35163, "Y2": 0.606, "X3": 0.35033, "Y3": 0.6228, "X4": 0.28889, "Y4": 0.6228, "page": 0, "Index": 77}, {"Word": "(Formerly", "Confidence": 0.982, "X1": 0.35556, "Y1": 0.6062, "X2": 0.45621, "Y2": 0.606, "X3": 0.4549, "Y3": 0.6238, "X4": 0.35556, "Y4": 0.6228, "page": 0, "Index": 78}, {"Word": "5-A)", "Confidence": 0.979, "X1": 0.46013, "Y1": 0.6062, "X2": 0.50327, "Y2": 0.606, "X3": 0.50196, "Y3": 0.6238, "X4": 0.45882, "Y4": 0.6238, "page": 0, "Index": 79}, {"Word": "186", "Confidence": 0.998, "X1": 0.73987, "Y1": 0.6082, "X2": 0.77124, "Y2": 0.608, "X3": 0.76993, "Y3": 0.6218, "X4": 0.73856, "Y4": 0.6218, "page": 0, "Index": 80}, {"Word": "Levulinic", "Confidence": 0.994, "X1": 0.13203, "Y1": 0.6282, "X2": 0.22614, "Y2": 0.628, "X3": 0.22614, "Y3": 0.6438, "X4": 0.13203, "Y4": 0.6428, "page": 0, "Index": 81}, {"Word": "acid", "Confidence": 0.986, "X1": 0.23529, "Y1": 0.6292, "X2": 0.27712, "Y2": 0.629, "X3": 0.27712, "Y3": 0.6428, "X4": 0.23399, "Y4": 0.6438, "page": 0, "Index": 82}, {"Word": "1357", "Confidence": 0.994, "X1": 0.72941, "Y1": 0.6292, "X2": 0.77124, "Y2": 0.629, "X3": 0.77124, "Y3": 0.6438, "X4": 0.72941, "Y4": 0.6448, "page": 0, "Index": 83}, {"Word": "Chocolate", "Confidence": 0.96, "X1": 0.13595, "Y1": 0.6512, "X2": 0.23007, "Y2": 0.651, "X3": 0.23007, "Y3": 0.6678, "X4": 0.13464, "Y4": 0.6668, "page": 0, "Index": 84}, {"Word": "Flavor", "Confidence": 0.838, "X1": 0.2366, "Y1": 0.6512, "X2": 0.29804, "Y2": 0.651, "X3": 0.29804, "Y3": 0.6678, "X4": 0.2366, "Y4": 0.6678, "page": 0, "Index": 85}, {"Word": "for", "Confidence": 0.997, "X1": 0.3098, "Y1": 0.6512, "X2": 0.33987, "Y2": 0.651, "X3": 0.33987, "Y3": 0.6678, "X4": 0.3098, "Y4": 0.6678, "page": 0, "Index": 86}, {"Word": "Tobacco", "Confidence": 0.919, "X1": 0.34902, "Y1": 0.6512, "X2": 0.42614, "Y2": 0.651, "X3": 0.42614, "Y3": 0.6678, "X4": 0.34902, "Y4": 0.6678, "page": 0, "Index": 87}, {"Word": "No.", "Confidence": 0.999, "X1": 0.43007, "Y1": 0.6512, "X2": 0.46667, "Y2": 0.651, "X3": 0.46667, "Y3": 0.6668, "X4": 0.43007, "Y4": 0.6678, "page": 0, "Index": 88}, {"Word": "106", "Confidence": 0.998, "X1": 0.4732, "Y1": 0.6522, "X2": 0.50588, "Y2": 0.652, "X3": 0.50588, "Y3": 0.6668, "X4": 0.4719, "Y4": 0.6668, "page": 0, "Index": 89}, {"Word": "1357", "Confidence": 0.987, "X1": 0.72941, "Y1": 0.6512, "X2": 0.77255, "Y2": 0.651, "X3": 0.77255, "Y3": 0.6678, "X4": 0.72941, "Y4": 0.6678, "page": 0, "Index": 90}, {"Word": "N.F.", "Confidence": 0.984, "X1": 0.28366, "Y1": 0.6732, "X2": 0.3281, "Y2": 0.673, "X3": 0.3268, "Y3": 0.6878, "X4": 0.28366, "Y4": 0.6888, "page": 0, "Index": 91}, {"Word": "Benzyl", "Confidence": 0.9, "X1": 0.13203, "Y1": 0.6732, "X2": 0.19739, "Y2": 0.673, "X3": 0.19608, "Y3": 0.6898, "X4": 0.13203, "Y4": 0.6888, "page": 0, "Index": 92}, {"Word": "alcohol", "Confidence": 0.72, "X1": 0.20392, "Y1": 0.6732, "X2": 0.27843, "Y2": 0.673, "X3": 0.27712, "Y3": 0.6888, "X4": 0.20392, "Y4": 0.6898, "page": 0, "Index": 93}, {"Word": "28", "Confidence": 0.996, "X1": 0.75033, "Y1": 0.6742, "X2": 0.77124, "Y2": 0.674, "X3": 0.77124, "Y3": 0.6888, "X4": 0.75163, "Y4": 0.6898, "page": 0, "Index": 94}, {"Word": "Tobacco", "Confidence": 0.956, "X1": 0.13333, "Y1": 0.6962, "X2": 0.20784, "Y2": 0.696, "X3": 0.20784, "Y3": 0.7108, "X4": 0.13333, "Y4": 0.7108, "page": 0, "Index": 95}, {"Word": "Flavor", "Confidence": 0.971, "X1": 0.21438, "Y1": 0.6952, "X2": 0.27843, "Y2": 0.695, "X3": 0.27712, "Y3": 0.7108, "X4": 0.21307, "Y4": 0.7108, "page": 0, "Index": 96}, {"Word": "Artificial", "Confidence": 0.991, "X1": 0.28366, "Y1": 0.6942, "X2": 0.39085, "Y2": 0.694, "X3": 0.39085, "Y3": 0.7118, "X4": 0.28366, "Y4": 0.7108, "page": 0, "Index": 97}, {"Word": "81-602134-00", "Confidence": 0.966, "X1": 0.39739, "Y1": 0.6932, "X2": 0.52549, "Y2": 0.693, "X3": 0.52418, "Y3": 0.7118, "X4": 0.39739, "Y4": 0.7118, "page": 0, "Index": 98}, {"Word": "778", "Confidence": 0.959, "X1": 0.74379, "Y1": 0.6952, "X2": 0.76863, "Y2": 0.695, "X3": 0.76863, "Y3": 0.7108, "X4": 0.74379, "Y4": 0.7108, "page": 0, "Index": 99}, {"Word": "Acetyl", "Confidence": 0.784, "X1": 0.13333, "Y1": 0.7172, "X2": 0.19869, "Y2": 0.717, "X3": 0.19739, "Y3": 0.7348, "X4": 0.13333, "Y4": 0.7348, "page": 0, "Index": 100}, {"Word": "pyrrole", "Confidence": 0.955, "X1": 0.20392, "Y1": 0.7172, "X2": 0.27974, "Y2": 0.717, "X3": 0.27843, "Y3": 0.7348, "X4": 0.20261, "Y4": 0.7348, "page": 0, "Index": 101}, {"Word": "(2-)", "Confidence": 0.994, "X1": 0.28889, "Y1": 0.7182, "X2": 0.33203, "Y2": 0.718, "X3": 0.33072, "Y3": 0.7338, "X4": 0.28758, "Y4": 0.7338, "page": 0, "Index": 102}, {"Word": "15", "Confidence": 0.755, "X1": 0.75033, "Y1": 0.7172, "X2": 0.77386, "Y2": 0.717, "X3": 0.77386, "Y3": 0.7328, "X4": 0.75033, "Y4": 0.7328, "page": 0, "Index": 103}, {"Word": "Methyl", "Confidence": 0.67, "X1": 0.13333, "Y1": 0.7402, "X2": 0.19739, "Y2": 0.74, "X3": 0.19608, "Y3": 0.7568, "X4": 0.13203, "Y4": 0.7558, "page": 0, "Index": 104}, {"Word": "cyclopentenolone", "Confidence": 0.849, "X1": 0.20523, "Y1": 0.7412, "X2": 0.37124, "Y2": 0.741, "X3": 0.37124, "Y3": 0.7548, "X4": 0.20523, "Y4": 0.7568, "page": 0, "Index": 105}, {"Word": "11", "Confidence": 0.939, "X1": 0.75163, "Y1": 0.7402, "X2": 0.77124, "Y2": 0.74, "X3": 0.77124, "Y3": 0.7548, "X4": 0.75163, "Y4": 0.7548, "page": 0, "Index": 106}, {"Word": "Methyl", "Confidence": 0.848, "X1": 0.13203, "Y1": 0.7612, "X2": 0.19869, "Y2": 0.761, "X3": 0.19739, "Y3": 0.7778, "X4": 0.13072, "Y4": 0.7778, "page": 0, "Index": 107}, {"Word": "valeric", "Confidence": 0.995, "X1": 0.20523, "Y1": 0.7612, "X2": 0.27974, "Y2": 0.761, "X3": 0.27843, "Y3": 0.7778, "X4": 0.20392, "Y4": 0.7778, "page": 0, "Index": 108}, {"Word": "acid", "Confidence": 0.985, "X1": 0.28627, "Y1": 0.7612, "X2": 0.33072, "Y2": 0.761, "X3": 0.32941, "Y3": 0.7778, "X4": 0.28627, "Y4": 0.7778, "page": 0, "Index": 109}, {"Word": "7", "Confidence": 0.722, "X1": 0.76601, "Y1": 0.7622, "X2": 0.77778, "Y2": 0.762, "X3": 0.77908, "Y3": 0.7748, "X4": 0.76732, "Y4": 0.7758, "page": 0, "Index": 110}, {"Word": "(3-)", "Confidence": 0.982, "X1": 0.33987, "Y1": 0.7612, "X2": 0.38301, "Y2": 0.761, "X3": 0.3817, "Y3": 0.7788, "X4": 0.33856, "Y4": 0.7778, "page": 0, "Index": 111}, {"Word": "Terpinen-4-01", "Confidence": 0.788, "X1": 0.13333, "Y1": 0.7852, "X2": 0.26928, "Y2": 0.785, "X3": 0.26667, "Y3": 0.7998, "X4": 0.13333, "Y4": 0.7998, "page": 0, "Index": 112}, {"Word": "5", "Confidence": 0.998, "X1": 0.76209, "Y1": 0.7852, "X2": 0.77255, "Y2": 0.785, "X3": 0.77386, "Y3": 0.7988, "X4": 0.76209, "Y4": 0.7988, "page": 0, "Index": 113}, {"Word": "Benzaldehyde", "Confidence": 0.937, "X1": 0.13725, "Y1": 0.8062, "X2": 0.26275, "Y2": 0.806, "X3": 0.26275, "Y3": 0.8208, "X4": 0.13595, "Y4": 0.8218, "page": 0, "Index": 114}, {"Word": "F.C.C.", "Confidence": 0.997, "X1": 0.26928, "Y1": 0.8062, "X2": 0.33072, "Y2": 0.806, "X3": 0.32941, "Y3": 0.8208, "X4": 0.26797, "Y4": 0.8208, "page": 0, "Index": 115}, {"Word": "Ketoisophorone", "Confidence": 0.086, "X1": 0.13333, "Y1": 0.8282, "X2": 0.28235, "Y2": 0.828, "X3": 0.28105, "Y3": 0.8448, "X4": 0.13333, "Y4": 0.8448, "page": 0, "Index": 116}, {"Word": "(4-)", "Confidence": 0.979, "X1": 0.28627, "Y1": 0.8282, "X2": 0.32941, "Y2": 0.828, "X3": 0.3281, "Y3": 0.8448, "X4": 0.28497, "Y4": 0.8448, "page": 0, "Index": 117}, {"Word": "1", "Confidence": 0.607, "X1": 0.76601, "Y1": 0.8312, "X2": 0.77516, "Y2": 0.831, "X3": 0.77516, "Y3": 0.8428, "X4": 0.76732, "Y4": 0.8438, "page": 0, "Index": 118}, {"Word": "51553", "Confidence": 0.996, "X1": 0.97778, "Y1": 0.8382, "X2": 0.97778, "Y2": 0.838, "X3": 0.95817, "Y3": 0.8388, "X4": 0.95817, "Y4": 0.7948, "page": 0, "Index": 119}, {"Word": "Methyl", "Confidence": 0.884, "X1": 0.13464, "Y1": 0.8502, "X2": 0.2, "Y2": 0.85, "X3": 0.19869, "Y3": 0.8668, "X4": 0.13464, "Y4": 0.8668, "page": 0, "Index": 120}, {"Word": "pyrazine", "Confidence": 0.985, "X1": 0.20523, "Y1": 0.8502, "X2": 0.2915, "Y2": 0.85, "X3": 0.2915, "Y3": 0.8668, "X4": 0.20523, "Y4": 0.8668, "page": 0, "Index": 121}, {"Word": "(2-)", "Confidence": 0.979, "X1": 0.29804, "Y1": 0.8512, "X2": 0.34248, "Y2": 0.851, "X3": 0.34248, "Y3": 0.8668, "X4": 0.29804, "Y4": 0.8668, "page": 0, "Index": 122}, {"Word": "1", "Confidence": 0.992, "X1": 0.7634, "Y1": 0.8532, "X2": 0.77255, "Y2": 0.853, "X3": 0.77255, "Y3": 0.8658, "X4": 0.7634, "Y4": 0.8658, "page": 0, "Index": 123}, {"Word": "6445", "Confidence": 0.982, "X1": 0.97778, "Y1": 0.8822, "X2": 0.97908, "Y2": 0.882, "X3": 0.95948, "Y3": 0.8828, "X4": 0.95817, "Y4": 0.8478, "page": 0, "Index": 124}, {"Word": "Dimethyl", "Confidence": 0.768, "X1": 0.13333, "Y1": 0.8722, "X2": 0.2183, "Y2": 0.872, "X3": 0.2183, "Y3": 0.8898, "X4": 0.13333, "Y4": 0.8898, "page": 0, "Index": 125}, {"Word": "pyrazine", "Confidence": 0.993, "X1": 0.22353, "Y1": 0.8722, "X2": 0.31242, "Y2": 0.872, "X3": 0.31111, "Y3": 0.8898, "X4": 0.22353, "Y4": 0.8898, "page": 0, "Index": 126}, {"Word": "(2-6-)", "Confidence": 0.991, "X1": 0.32026, "Y1": 0.8722, "X2": 0.3817, "Y2": 0.872, "X3": 0.38039, "Y3": 0.8898, "X4": 0.31895, "Y4": 0.8898, "page": 0, "Index": 127}, {"Word": "1", "Confidence": 0.994, "X1": 0.76471, "Y1": 0.8752, "X2": 0.77516, "Y2": 0.875, "X3": 0.77516, "Y3": 0.8888, "X4": 0.76471, "Y4": 0.8888, "page": 0, "Index": 128}, {"Word": "Burley", "Confidence": 0.991, "X1": 0.13203, "Y1": 0.8942, "X2": 0.19869, "Y2": 0.894, "X3": 0.19739, "Y3": 0.9108, "X4": 0.13203, "Y4": 0.9118, "page": 0, "Index": 129}, {"Word": "52.646", "Confidence": 0.992, "X1": 0.20523, "Y1": 0.8942, "X2": 0.2719, "Y2": 0.894, "X3": 0.27059, "Y3": 0.9118, "X4": 0.20392, "Y4": 0.9108, "page": 0, "Index": 130}, {"Word": "28", "Confidence": 0.965, "X1": 0.75556, "Y1": 0.8962, "X2": 0.77516, "Y2": 0.896, "X3": 0.77516, "Y3": 0.9108, "X4": 0.75556, "Y4": 0.9108, "page": 0, "Index": 131}]}
|
"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"
|
ffnb0024
| 4 |
{"lines_data": [{"Word": "Component", "Confidence": 0.779, "X1": 0.18229, "Y1": 0.1022, "X2": 0.27995, "Y2": 0.102, "X3": 0.27995, "Y3": 0.1188, "X4": 0.18229, "Y4": 0.1188, "page": 0}, {"Word": "Annual Usage (pounds)", "Confidence": 0.882, "X1": 0.66536, "Y1": 0.1022, "X2": 0.88411, "Y2": 0.102, "X3": 0.88411, "Y3": 0.1198, "X4": 0.66536, "Y4": 0.1198, "page": 0}, {"Word": "Maltol", "Confidence": 0.834, "X1": 0.13281, "Y1": 0.1382, "X2": 0.19922, "Y2": 0.138, "X3": 0.19922, "Y3": 0.1538, "X4": 0.13281, "Y4": 0.1548, "page": 0}, {"Word": "90", "Confidence": 0.994, "X1": 0.73828, "Y1": 0.1412, "X2": 0.76302, "Y2": 0.141, "X3": 0.76172, "Y3": 0.1558, "X4": 0.73828, "Y4": 0.1558, "page": 0}, {"Word": "Anethole", "Confidence": 0.949, "X1": 0.13151, "Y1": 0.1612, "X2": 0.22005, "Y2": 0.161, "X3": 0.22005, "Y3": 0.1748, "X4": 0.13151, "Y4": 0.1738, "page": 0}, {"Word": "90", "Confidence": 0.955, "X1": 0.73698, "Y1": 0.1612, "X2": 0.76302, "Y2": 0.161, "X3": 0.76172, "Y3": 0.1778, "X4": 0.73568, "Y4": 0.1768, "page": 0}, {"Word": "Chocolate F-57.917", "Confidence": 0.9155, "X1": 0.13151, "Y1": 0.1822, "X2": 0.31771, "Y2": 0.182, "X3": 0.31771, "Y3": 0.1988, "X4": 0.13151, "Y4": 0.1988, "page": 0}, {"Word": "2288", "Confidence": 0.988, "X1": 0.71875, "Y1": 0.1832, "X2": 0.76693, "Y2": 0.183, "X3": 0.76432, "Y3": 0.1988, "X4": 0.71615, "Y4": 0.1988, "page": 0}, {"Word": "Acetoin", "Confidence": 0.971, "X1": 0.13021, "Y1": 0.2042, "X2": 0.20833, "Y2": 0.204, "X3": 0.20833, "Y3": 0.2198, "X4": 0.13021, "Y4": 0.2198, "page": 0}, {"Word": ".2", "Confidence": 0.814, "X1": 0.73958, "Y1": 0.2032, "X2": 0.76432, "Y2": 0.203, "X3": 0.76042, "Y3": 0.2218, "X4": 0.73698, "Y4": 0.2228, "page": 0}, {"Word": "Aldehyde C-18", "Confidence": 0.8965, "X1": 0.13021, "Y1": 0.2262, "X2": 0.26823, "Y2": 0.226, "X3": 0.26823, "Y3": 0.2418, "X4": 0.13021, "Y4": 0.2418, "page": 0}, {"Word": ". 03", "Confidence": 0.8685, "X1": 0.72917, "Y1": 0.2262, "X2": 0.76172, "Y2": 0.226, "X3": 0.75911, "Y3": 0.2458, "X4": 0.72786, "Y4": 0.2458, "page": 0}, {"Word": "Dimethyl pyrazine (2-3-)", "Confidence": 0.90767, "X1": 0.13281, "Y1": 0.2482, "X2": 0.3776, "Y2": 0.248, "X3": 0.3776, "Y3": 0.2658, "X4": 0.13281, "Y4": 0.2658, "page": 0}, {"Word": ".03", "Confidence": 0.971, "X1": 0.73307, "Y1": 0.2462, "X2": 0.76302, "Y2": 0.246, "X3": 0.75911, "Y3": 0.2678, "X4": 0.73047, "Y4": 0.2668, "page": 0}, {"Word": "Acetyl pyrazine (2-)", "Confidence": 0.92067, "X1": 0.13151, "Y1": 0.2702, "X2": 0.33724, "Y2": 0.27, "X3": 0.33724, "Y3": 0.2878, "X4": 0.13151, "Y4": 0.2878, "page": 0}, {"Word": ".004", "Confidence": 0.817, "X1": 0.72005, "Y1": 0.2692, "X2": 0.76042, "Y2": 0.269, "X3": 0.75911, "Y3": 0.2878, "X4": 0.72135, "Y4": 0.2888, "page": 0}, {"Word": "Methoxy methyl pyrazine", "Confidence": 0.92033, "X1": 0.13281, "Y1": 0.2932, "X2": 0.36719, "Y2": 0.293, "X3": 0.36589, "Y3": 0.3098, "X4": 0.13281, "Y4": 0.3088, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.74089, "Y1": 0.2922, "X2": 0.76562, "Y2": 0.292, "X3": 0.76693, "Y3": 0.3088, "X4": 0.74219, "Y4": 0.3108, "page": 0}, {"Word": "Chocolate flavor artificial 91-17-02.", "Confidence": 0.976, "X1": 0.13281, "Y1": 0.3142, "X2": 0.5, "Y2": 0.314, "X3": 0.5, "Y3": 0.3318, "X4": 0.13281, "Y4": 0.3318, "page": 0}, {"Word": ".004", "Confidence": 0.82, "X1": 0.71615, "Y1": 0.3142, "X2": 0.76562, "Y2": 0.314, "X3": 0.76302, "Y3": 0.3328, "X4": 0.71745, "Y4": 0.3348, "page": 0}, {"Word": "Peanut flavor artificial 57.445/A", "Confidence": 0.98, "X1": 0.13281, "Y1": 0.3372, "X2": 0.46745, "Y2": 0.337, "X3": 0.46745, "Y3": 0.3548, "X4": 0.13281, "Y4": 0.3548, "page": 0}, {"Word": ".0004", "Confidence": 0.885, "X1": 0.70964, "Y1": 0.3362, "X2": 0.76562, "Y2": 0.336, "X3": 0.76302, "Y3": 0.3548, "X4": 0.71094, "Y4": 0.3558, "page": 0}, {"Word": "Artificial Chocolate Flavor 84.5668", "Confidence": 0.9155, "X1": 0.13151, "Y1": 0.3612, "X2": 0.48828, "Y2": 0.361, "X3": 0.48698, "Y3": 0.3768, "X4": 0.13151, "Y4": 0.3758, "page": 0}, {"Word": "122", "Confidence": 0.994, "X1": 0.73047, "Y1": 0.3602, "X2": 0.76432, "Y2": 0.36, "X3": 0.76302, "Y3": 0.3768, "X4": 0.73047, "Y4": 0.3778, "page": 0}, {"Word": "59", "Confidence": 0.987, "X1": 0.73698, "Y1": 0.3812, "X2": 0.76562, "Y2": 0.381, "X3": 0.76432, "Y3": 0.3978, "X4": 0.73568, "Y4": 0.3988, "page": 0}, {"Word": "Imitation Butter 57.631/A", "Confidence": 0.964, "X1": 0.13281, "Y1": 0.3822, "X2": 0.38802, "Y2": 0.382, "X3": 0.38802, "Y3": 0.3988, "X4": 0.13281, "Y4": 0.3978, "page": 0}, {"Word": "Ottens Plus Potentiator 3096A", "Confidence": 0.99325, "X1": 0.13281, "Y1": 0.4042, "X2": 0.42969, "Y2": 0.404, "X3": 0.42969, "Y3": 0.4208, "X4": 0.13281, "Y4": 0.4218, "page": 0}, {"Word": "319", "Confidence": 0.998, "X1": 0.72917, "Y1": 0.4052, "X2": 0.76432, "Y2": 0.405, "X3": 0.76172, "Y3": 0.4208, "X4": 0.72917, "Y4": 0.4218, "page": 0}, {"Word": "Nat. & Art. tobacco mint flavor #4359", "Confidence": 0.886, "X1": 0.13411, "Y1": 0.4282, "X2": 0.50651, "Y2": 0.428, "X3": 0.50521, "Y3": 0.4448, "X4": 0.13411, "Y4": 0.4438, "page": 0}, {"Word": "118", "Confidence": 0.995, "X1": 0.73177, "Y1": 0.4282, "X2": 0.76562, "Y2": 0.428, "X3": 0.76562, "Y3": 0.4438, "X4": 0.73177, "Y4": 0.4448, "page": 0}, {"Word": ".Art. Special flavor compound #37936", "Confidence": 0.852, "X1": 0.1237, "Y1": 0.4492, "X2": 0.48828, "Y2": 0.449, "X3": 0.48828, "Y3": 0.4658, "X4": 0.1237, "Y4": 0.4658, "page": 0}, {"Word": "105", "Confidence": 0.911, "X1": 0.73177, "Y1": 0.4482, "X2": 0.76562, "Y2": 0.448, "X3": 0.76562, "Y3": 0.4648, "X4": 0.73177, "Y4": 0.4658, "page": 0}, {"Word": "Art. tobacco flavor 82.5051", "Confidence": 0.955, "X1": 0.13151, "Y1": 0.4712, "X2": 0.40625, "Y2": 0.471, "X3": 0.40625, "Y3": 0.4868, "X4": 0.13151, "Y4": 0.4868, "page": 0}, {"Word": "80", "Confidence": 0.941, "X1": 0.73698, "Y1": 0.4712, "X2": 0.76562, "Y2": 0.471, "X3": 0.76562, "Y3": 0.4868, "X4": 0.73698, "Y4": 0.4888, "page": 0}, {"Word": "12", "Confidence": 0.998, "X1": 0.74089, "Y1": 0.4932, "X2": 0.76693, "Y2": 0.493, "X3": 0.76562, "Y3": 0.5078, "X4": 0.73958, "Y4": 0.5088, "page": 0}, {"Word": "Food Materials flavor AB #28.411", "Confidence": 0.8988, "X1": 0.13281, "Y1": 0.4922, "X2": 0.45833, "Y2": 0.492, "X3": 0.45833, "Y3": 0.5098, "X4": 0.13281, "Y4": 0.5098, "page": 0}, {"Word": "Ethaven", "Confidence": 0.997, "X1": 0.13281, "Y1": 0.5172, "X2": 0.21094, "Y2": 0.517, "X3": 0.21094, "Y3": 0.5308, "X4": 0.13281, "Y4": 0.5288, "page": 0}, {"Word": "3", "Confidence": 0.985, "X1": 0.74609, "Y1": 0.5162, "X2": 0.76693, "Y2": 0.516, "X3": 0.76562, "Y3": 0.5298, "X4": 0.74609, "Y4": 0.5298, "page": 0}, {"Word": "Tobacco flavor 53.465", "Confidence": 0.841, "X1": 0.13411, "Y1": 0.5372, "X2": 0.34896, "Y2": 0.537, "X3": 0.34896, "Y3": 0.5528, "X4": 0.13411, "Y4": 0.5528, "page": 0}, {"Word": "214", "Confidence": 0.994, "X1": 0.73177, "Y1": 0.5392, "X2": 0.76562, "Y2": 0.539, "X3": 0.76432, "Y3": 0.5528, "X4": 0.73177, "Y4": 0.5528, "page": 0}, {"Word": "Tobacco flavor 53.472", "Confidence": 0.97433, "X1": 0.13411, "Y1": 0.5592, "X2": 0.34896, "Y2": 0.559, "X3": 0.34896, "Y3": 0.5748, "X4": 0.13411, "Y4": 0.5758, "page": 0}, {"Word": "161", "Confidence": 0.994, "X1": 0.73177, "Y1": 0.5602, "X2": 0.76562, "Y2": 0.56, "X3": 0.76562, "Y3": 0.5748, "X4": 0.73047, "Y4": 0.5748, "page": 0}, {"Word": "Va. Tobacco neutrals XG-68296", "Confidence": 0.967, "X1": 0.13411, "Y1": 0.5812, "X2": 0.42969, "Y2": 0.581, "X3": 0.42969, "Y3": 0.5968, "X4": 0.13411, "Y4": 0.5968, "page": 0}, {"Word": "107", "Confidence": 0.998, "X1": 0.73177, "Y1": 0.5822, "X2": 0.76562, "Y2": 0.582, "X3": 0.76302, "Y3": 0.5968, "X4": 0.73047, "Y4": 0.5958, "page": 0}, {"Word": "92", "Confidence": 0.998, "X1": 0.74219, "Y1": 0.6052, "X2": 0.76562, "Y2": 0.605, "X3": 0.76562, "Y3": 0.6178, "X4": 0.74219, "Y4": 0.6188, "page": 0}, {"Word": "Tobacco concentrate E-2115", "Confidence": 0.99067, "X1": 0.13411, "Y1": 0.6032, "X2": 0.39844, "Y2": 0.603, "X3": 0.39844, "Y3": 0.6198, "X4": 0.13411, "Y4": 0.6198, "page": 0}, {"Word": "Isoamyl pheny1 acetate", "Confidence": 0.74133, "X1": 0.13411, "Y1": 0.6252, "X2": 0.35677, "Y2": 0.625, "X3": 0.35677, "Y3": 0.6418, "X4": 0.13411, "Y4": 0.6418, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.7513, "Y1": 0.6272, "X2": 0.76953, "Y2": 0.627, "X3": 0.76823, "Y3": 0.6418, "X4": 0.7513, "Y4": 0.6418, "page": 0}, {"Word": "Methyl phenyl acetate", "Confidence": 0.75367, "X1": 0.13411, "Y1": 0.6482, "X2": 0.34896, "Y2": 0.648, "X3": 0.34896, "Y3": 0.6648, "X4": 0.13411, "Y4": 0.6638, "page": 0}, {"Word": "33", "Confidence": 0.992, "X1": 0.74349, "Y1": 0.6502, "X2": 0.76432, "Y2": 0.65, "X3": 0.76432, "Y3": 0.6628, "X4": 0.74349, "Y4": 0.6628, "page": 0}, {"Word": "Ethyl phenyl acetate", "Confidence": 0.89867, "X1": 0.13281, "Y1": 0.6702, "X2": 0.33984, "Y2": 0.67, "X3": 0.33984, "Y3": 0.6868, "X4": 0.13281, "Y4": 0.6858, "page": 0}, {"Word": "-", "Confidence": 0.748, "X1": 0.75, "Y1": 0.6742, "X2": 0.76823, "Y2": 0.674, "X3": 0.77083, "Y3": 0.6848, "X4": 0.7526, "Y4": 0.6858, "page": 0}, {"Word": "Tetramethyl pyrazine (2-3-5-6)", "Confidence": 0.86, "X1": 0.13281, "Y1": 0.6902, "X2": 0.4388, "Y2": 0.69, "X3": 0.4388, "Y3": 0.7078, "X4": 0.13281, "Y4": 0.7088, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.75391, "Y1": 0.6942, "X2": 0.76823, "Y2": 0.694, "X3": 0.76953, "Y3": 0.7078, "X4": 0.75391, "Y4": 0.7078, "page": 0}, {"Word": "Benzyl cinnamate", "Confidence": 0.938, "X1": 0.13411, "Y1": 0.7142, "X2": 0.29948, "Y2": 0.714, "X3": 0.29948, "Y3": 0.7298, "X4": 0.13411, "Y4": 0.7298, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.75391, "Y1": 0.7172, "X2": 0.76953, "Y2": 0.717, "X3": 0.76823, "Y3": 0.7308, "X4": 0.7526, "Y4": 0.7308, "page": 0}, {"Word": "Chocolate flavor artificial F-5517 & 57.674", "Confidence": 0.9375, "X1": 0.13411, "Y1": 0.7362, "X2": 0.57161, "Y2": 0.736, "X3": 0.57161, "Y3": 0.7518, "X4": 0.13411, "Y4": 0.7528, "page": 0}, {"Word": ".3", "Confidence": 0.997, "X1": 0.7487, "Y1": 0.7392, "X2": 0.76693, "Y2": 0.739, "X3": 0.76693, "Y3": 0.7528, "X4": 0.7474, "Y4": 0.7518, "page": 0}, {"Word": "Ammonium hydroxide 281-30%", "Confidence": 0.84533, "X1": 0.13411, "Y1": 0.7582, "X2": 0.40104, "Y2": 0.758, "X3": 0.40104, "Y3": 0.7738, "X4": 0.13411, "Y4": 0.7748, "page": 0}, {"Word": ".2", "Confidence": 0.993, "X1": 0.7474, "Y1": 0.7612, "X2": 0.76823, "Y2": 0.761, "X3": 0.76823, "Y3": 0.7748, "X4": 0.74609, "Y4": 0.7738, "page": 0}, {"Word": "Malt-roasted natural and Artificial (Reyna) S-227", "Confidence": 0.9645, "X1": 0.13151, "Y1": 0.7792, "X2": 0.63151, "Y2": 0.779, "X3": 0.63151, "Y3": 0.7978, "X4": 0.13151, "Y4": 0.7978, "page": 0}, {"Word": ".1", "Confidence": 0.994, "X1": 0.74609, "Y1": 0.7812, "X2": 0.76953, "Y2": 0.781, "X3": 0.76953, "Y3": 0.7978, "X4": 0.74609, "Y4": 0.7968, "page": 0}, {"Word": "Artificial almond flavor 50.094/A", "Confidence": 0.98475, "X1": 0.13151, "Y1": 0.8022, "X2": 0.47266, "Y2": 0.802, "X3": 0.47266, "Y3": 0.8188, "X4": 0.13151, "Y4": 0.8188, "page": 0}, {"Word": "26", "Confidence": 0.998, "X1": 0.74479, "Y1": 0.8022, "X2": 0.77083, "Y2": 0.802, "X3": 0.76823, "Y3": 0.8188, "X4": 0.74349, "Y4": 0.8178, "page": 0}, {"Word": "Glucose tetraisovalerate", "Confidence": 0.936, "X1": 0.13281, "Y1": 0.8262, "X2": 0.38151, "Y2": 0.826, "X3": 0.38151, "Y3": 0.8418, "X4": 0.13281, "Y4": 0.8418, "page": 0}, {"Word": "390", "Confidence": 0.681, "X1": 0.73568, "Y1": 0.8252, "X2": 0.76562, "Y2": 0.825, "X3": 0.76562, "Y3": 0.8428, "X4": 0.73568, "Y4": 0.8428, "page": 0}, {"Word": "Caryophyllene acetate", "Confidence": 0.9255, "X1": 0.13411, "Y1": 0.8482, "X2": 0.35026, "Y2": 0.848, "X3": 0.35026, "Y3": 0.8648, "X4": 0.13411, "Y4": 0.8638, "page": 0}, {"Word": "41", "Confidence": 0.994, "X1": 0.74609, "Y1": 0.8482, "X2": 0.76823, "Y2": 0.848, "X3": 0.76693, "Y3": 0.8628, "X4": 0.74609, "Y4": 0.8618, "page": 0}, {"Word": "Bomyl isovalerate", "Confidence": 0.8225, "X1": 0.13411, "Y1": 0.8702, "X2": 0.31901, "Y2": 0.87, "X3": 0.31901, "Y3": 0.8858, "X4": 0.13411, "Y4": 0.8868, "page": 0}, {"Word": "21", "Confidence": 0.997, "X1": 0.74609, "Y1": 0.8722, "X2": 0.76693, "Y2": 0.872, "X3": 0.76562, "Y3": 0.8868, "X4": 0.74479, "Y4": 0.8868, "page": 0}, {"Word": "51553 6446", "Confidence": 0.992, "X1": 0.96484, "Y1": 0.8892, "X2": 0.96745, "Y2": 0.889, "X3": 0.94661, "Y3": 0.8888, "X4": 0.94401, "Y4": 0.7948, "page": 0}, {"Word": "Sclareolide", "Confidence": 0.955, "X1": 0.13151, "Y1": 0.8932, "X2": 0.2487, "Y2": 0.893, "X3": 0.2487, "Y3": 0.9088, "X4": 0.13151, "Y4": 0.9088, "page": 0}, {"Word": "14", "Confidence": 0.998, "X1": 0.74609, "Y1": 0.8922, "X2": 0.76823, "Y2": 0.892, "X3": 0.76693, "Y3": 0.9088, "X4": 0.74479, "Y4": 0.9088, "page": 0}], "words_data": [{"Word": "Component", "Confidence": 0.779, "X1": 0.1849, "Y1": 0.1032, "X2": 0.27734, "Y2": 0.103, "X3": 0.27734, "Y3": 0.1198, "X4": 0.18359, "Y4": 0.1188, "page": 0, "Index": 0}, {"Word": "Annual", "Confidence": 0.675, "X1": 0.66797, "Y1": 0.1032, "X2": 0.73177, "Y2": 0.103, "X3": 0.73047, "Y3": 0.1188, "X4": 0.66667, "Y4": 0.1208, "page": 0, "Index": 1}, {"Word": "Usage", "Confidence": 0.977, "X1": 0.73568, "Y1": 0.1032, "X2": 0.79036, "Y2": 0.103, "X3": 0.79036, "Y3": 0.1188, "X4": 0.73568, "Y4": 0.1188, "page": 0, "Index": 2}, {"Word": "(pounds)", "Confidence": 0.994, "X1": 0.79557, "Y1": 0.1022, "X2": 0.88411, "Y2": 0.102, "X3": 0.88411, "Y3": 0.1208, "X4": 0.79427, "Y4": 0.1188, "page": 0, "Index": 3}, {"Word": "Maltol", "Confidence": 0.834, "X1": 0.13281, "Y1": 0.1392, "X2": 0.19661, "Y2": 0.139, "X3": 0.19661, "Y3": 0.1538, "X4": 0.13281, "Y4": 0.1548, "page": 0, "Index": 4}, {"Word": "90", "Confidence": 0.994, "X1": 0.73958, "Y1": 0.1412, "X2": 0.76042, "Y2": 0.141, "X3": 0.76042, "Y3": 0.1558, "X4": 0.73958, "Y4": 0.1558, "page": 0, "Index": 5}, {"Word": "Anethole", "Confidence": 0.949, "X1": 0.13411, "Y1": 0.1612, "X2": 0.21484, "Y2": 0.161, "X3": 0.21484, "Y3": 0.1748, "X4": 0.13411, "Y4": 0.1748, "page": 0, "Index": 6}, {"Word": "90", "Confidence": 0.955, "X1": 0.73958, "Y1": 0.1612, "X2": 0.76172, "Y2": 0.161, "X3": 0.76172, "Y3": 0.1778, "X4": 0.73828, "Y4": 0.1768, "page": 0, "Index": 7}, {"Word": "Chocolate", "Confidence": 0.84, "X1": 0.13151, "Y1": 0.1822, "X2": 0.22656, "Y2": 0.182, "X3": 0.22786, "Y3": 0.1988, "X4": 0.13281, "Y4": 0.1988, "page": 0, "Index": 8}, {"Word": "F-57.917", "Confidence": 0.991, "X1": 0.23307, "Y1": 0.1832, "X2": 0.31771, "Y2": 0.183, "X3": 0.31901, "Y3": 0.1998, "X4": 0.23307, "Y4": 0.1988, "page": 0, "Index": 9}, {"Word": "2288", "Confidence": 0.988, "X1": 0.72005, "Y1": 0.1832, "X2": 0.76042, "Y2": 0.183, "X3": 0.76172, "Y3": 0.1988, "X4": 0.72005, "Y4": 0.1988, "page": 0, "Index": 10}, {"Word": "Acetoin", "Confidence": 0.971, "X1": 0.13411, "Y1": 0.2052, "X2": 0.20833, "Y2": 0.205, "X3": 0.20833, "Y3": 0.2208, "X4": 0.13411, "Y4": 0.2208, "page": 0, "Index": 11}, {"Word": ".2", "Confidence": 0.814, "X1": 0.73958, "Y1": 0.2032, "X2": 0.76302, "Y2": 0.203, "X3": 0.76432, "Y3": 0.2208, "X4": 0.74089, "Y4": 0.2218, "page": 0, "Index": 12}, {"Word": "Aldehyde", "Confidence": 0.811, "X1": 0.13281, "Y1": 0.2272, "X2": 0.21745, "Y2": 0.227, "X3": 0.21615, "Y3": 0.2428, "X4": 0.13281, "Y4": 0.2418, "page": 0, "Index": 13}, {"Word": "C-18", "Confidence": 0.982, "X1": 0.22266, "Y1": 0.2272, "X2": 0.26693, "Y2": 0.227, "X3": 0.26562, "Y3": 0.2428, "X4": 0.22135, "Y4": 0.2428, "page": 0, "Index": 14}, {"Word": ".", "Confidence": 0.748, "X1": 0.72786, "Y1": 0.2262, "X2": 0.73177, "Y2": 0.226, "X3": 0.73177, "Y3": 0.2458, "X4": 0.72786, "Y4": 0.2458, "page": 0, "Index": 15}, {"Word": "03", "Confidence": 0.989, "X1": 0.73568, "Y1": 0.2262, "X2": 0.75911, "Y2": 0.226, "X3": 0.75911, "Y3": 0.2458, "X4": 0.73568, "Y4": 0.2458, "page": 0, "Index": 16}, {"Word": "Dimethyl", "Confidence": 0.756, "X1": 0.13411, "Y1": 0.2482, "X2": 0.21875, "Y2": 0.248, "X3": 0.21875, "Y3": 0.2658, "X4": 0.13411, "Y4": 0.2658, "page": 0, "Index": 17}, {"Word": "pyrazine", "Confidence": 0.97, "X1": 0.22266, "Y1": 0.2482, "X2": 0.30729, "Y2": 0.248, "X3": 0.30729, "Y3": 0.2658, "X4": 0.22266, "Y4": 0.2658, "page": 0, "Index": 18}, {"Word": "(2-3-)", "Confidence": 0.997, "X1": 0.3125, "Y1": 0.2482, "X2": 0.3763, "Y2": 0.248, "X3": 0.3763, "Y3": 0.2668, "X4": 0.3125, "Y4": 0.2658, "page": 0, "Index": 19}, {"Word": ".03", "Confidence": 0.971, "X1": 0.73047, "Y1": 0.2462, "X2": 0.76042, "Y2": 0.246, "X3": 0.75911, "Y3": 0.2678, "X4": 0.73047, "Y4": 0.2668, "page": 0, "Index": 20}, {"Word": "Acetyl", "Confidence": 0.78, "X1": 0.13542, "Y1": 0.2712, "X2": 0.19922, "Y2": 0.271, "X3": 0.19792, "Y3": 0.2878, "X4": 0.13542, "Y4": 0.2888, "page": 0, "Index": 21}, {"Word": "pyrazine", "Confidence": 0.99, "X1": 0.20573, "Y1": 0.2722, "X2": 0.28906, "Y2": 0.272, "X3": 0.28776, "Y3": 0.2878, "X4": 0.20443, "Y4": 0.2878, "page": 0, "Index": 22}, {"Word": "(2-)", "Confidence": 0.992, "X1": 0.29557, "Y1": 0.2722, "X2": 0.33594, "Y2": 0.272, "X3": 0.33333, "Y3": 0.2878, "X4": 0.29427, "Y4": 0.2878, "page": 0, "Index": 23}, {"Word": ".004", "Confidence": 0.817, "X1": 0.72005, "Y1": 0.2692, "X2": 0.75781, "Y2": 0.269, "X3": 0.75911, "Y3": 0.2878, "X4": 0.72005, "Y4": 0.2888, "page": 0, "Index": 24}, {"Word": "Methoxy", "Confidence": 0.956, "X1": 0.13281, "Y1": 0.2932, "X2": 0.20833, "Y2": 0.293, "X3": 0.20703, "Y3": 0.3098, "X4": 0.13281, "Y4": 0.3098, "page": 0, "Index": 25}, {"Word": "methyl", "Confidence": 0.847, "X1": 0.21224, "Y1": 0.2942, "X2": 0.27734, "Y2": 0.294, "X3": 0.27734, "Y3": 0.3098, "X4": 0.21224, "Y4": 0.3098, "page": 0, "Index": 26}, {"Word": "pyrazine", "Confidence": 0.958, "X1": 0.28255, "Y1": 0.2942, "X2": 0.36589, "Y2": 0.294, "X3": 0.36589, "Y3": 0.3098, "X4": 0.28125, "Y4": 0.3098, "page": 0, "Index": 27}, {"Word": "2", "Confidence": 0.995, "X1": 0.7487, "Y1": 0.2922, "X2": 0.76042, "Y2": 0.292, "X3": 0.76302, "Y3": 0.3088, "X4": 0.75, "Y4": 0.3098, "page": 0, "Index": 28}, {"Word": "Chocolate", "Confidence": 0.991, "X1": 0.13411, "Y1": 0.3162, "X2": 0.22786, "Y2": 0.316, "X3": 0.22786, "Y3": 0.3318, "X4": 0.13281, "Y4": 0.3328, "page": 0, "Index": 29}, {"Word": "flavor", "Confidence": 0.995, "X1": 0.23438, "Y1": 0.3162, "X2": 0.29688, "Y2": 0.316, "X3": 0.29688, "Y3": 0.3318, "X4": 0.23307, "Y4": 0.3318, "page": 0, "Index": 30}, {"Word": "artificial", "Confidence": 0.971, "X1": 0.30208, "Y1": 0.3152, "X2": 0.40625, "Y2": 0.315, "X3": 0.40625, "Y3": 0.3318, "X4": 0.30208, "Y4": 0.3318, "page": 0, "Index": 31}, {"Word": "91-17-02.", "Confidence": 0.947, "X1": 0.41146, "Y1": 0.3152, "X2": 0.5, "Y2": 0.315, "X3": 0.5, "Y3": 0.3328, "X4": 0.41146, "Y4": 0.3318, "page": 0, "Index": 32}, {"Word": ".004", "Confidence": 0.82, "X1": 0.71615, "Y1": 0.3142, "X2": 0.76302, "Y2": 0.314, "X3": 0.76302, "Y3": 0.3338, "X4": 0.71615, "Y4": 0.3348, "page": 0, "Index": 33}, {"Word": "Peanut", "Confidence": 0.963, "X1": 0.13411, "Y1": 0.3392, "X2": 0.19792, "Y2": 0.339, "X3": 0.19792, "Y3": 0.3538, "X4": 0.13411, "Y4": 0.3548, "page": 0, "Index": 34}, {"Word": "flavor", "Confidence": 0.996, "X1": 0.20443, "Y1": 0.3392, "X2": 0.26693, "Y2": 0.339, "X3": 0.26562, "Y3": 0.3538, "X4": 0.20312, "Y4": 0.3538, "page": 0, "Index": 35}, {"Word": "artificial", "Confidence": 0.97, "X1": 0.27344, "Y1": 0.3382, "X2": 0.375, "Y2": 0.338, "X3": 0.375, "Y3": 0.3538, "X4": 0.27344, "Y4": 0.3538, "page": 0, "Index": 36}, {"Word": "57.445/A", "Confidence": 0.991, "X1": 0.38281, "Y1": 0.3372, "X2": 0.46615, "Y2": 0.337, "X3": 0.46615, "Y3": 0.3548, "X4": 0.38281, "Y4": 0.3538, "page": 0, "Index": 37}, {"Word": ".0004", "Confidence": 0.885, "X1": 0.70964, "Y1": 0.3362, "X2": 0.76302, "Y2": 0.336, "X3": 0.76432, "Y3": 0.3548, "X4": 0.70964, "Y4": 0.3558, "page": 0, "Index": 38}, {"Word": "Artificial", "Confidence": 0.958, "X1": 0.13281, "Y1": 0.3602, "X2": 0.23698, "Y2": 0.36, "X3": 0.23698, "Y3": 0.3768, "X4": 0.13281, "Y4": 0.3758, "page": 0, "Index": 39}, {"Word": "Chocolate", "Confidence": 0.903, "X1": 0.24349, "Y1": 0.3602, "X2": 0.33594, "Y2": 0.36, "X3": 0.33594, "Y3": 0.3768, "X4": 0.24219, "Y4": 0.3768, "page": 0, "Index": 40}, {"Word": "Flavor", "Confidence": 0.807, "X1": 0.34245, "Y1": 0.3612, "X2": 0.40625, "Y2": 0.361, "X3": 0.40495, "Y3": 0.3778, "X4": 0.34245, "Y4": 0.3768, "page": 0, "Index": 41}, {"Word": "84.5668", "Confidence": 0.994, "X1": 0.41276, "Y1": 0.3612, "X2": 0.48698, "Y2": 0.361, "X3": 0.48698, "Y3": 0.3778, "X4": 0.41276, "Y4": 0.3778, "page": 0, "Index": 42}, {"Word": "122", "Confidence": 0.994, "X1": 0.73047, "Y1": 0.3602, "X2": 0.76172, "Y2": 0.36, "X3": 0.76302, "Y3": 0.3768, "X4": 0.73047, "Y4": 0.3778, "page": 0, "Index": 43}, {"Word": "Imitation", "Confidence": 0.902, "X1": 0.13542, "Y1": 0.3832, "X2": 0.22656, "Y2": 0.383, "X3": 0.22656, "Y3": 0.3978, "X4": 0.13542, "Y4": 0.3988, "page": 0, "Index": 44}, {"Word": "59", "Confidence": 0.987, "X1": 0.74089, "Y1": 0.3812, "X2": 0.76432, "Y2": 0.381, "X3": 0.76562, "Y3": 0.3978, "X4": 0.74219, "Y4": 0.3988, "page": 0, "Index": 45}, {"Word": "Butter", "Confidence": 0.997, "X1": 0.23307, "Y1": 0.3832, "X2": 0.29688, "Y2": 0.383, "X3": 0.29557, "Y3": 0.3988, "X4": 0.23307, "Y4": 0.3978, "page": 0, "Index": 46}, {"Word": "57.631/A", "Confidence": 0.993, "X1": 0.30469, "Y1": 0.3832, "X2": 0.38672, "Y2": 0.383, "X3": 0.38672, "Y3": 0.3998, "X4": 0.30469, "Y4": 0.3988, "page": 0, "Index": 47}, {"Word": "Ottens", "Confidence": 0.998, "X1": 0.13542, "Y1": 0.4062, "X2": 0.19922, "Y2": 0.406, "X3": 0.19792, "Y3": 0.4208, "X4": 0.13411, "Y4": 0.4208, "page": 0, "Index": 48}, {"Word": "Plus", "Confidence": 0.988, "X1": 0.20703, "Y1": 0.4062, "X2": 0.25, "Y2": 0.406, "X3": 0.25, "Y3": 0.4218, "X4": 0.20703, "Y4": 0.4208, "page": 0, "Index": 49}, {"Word": "Potentiator", "Confidence": 0.988, "X1": 0.25781, "Y1": 0.4052, "X2": 0.36849, "Y2": 0.405, "X3": 0.36849, "Y3": 0.4218, "X4": 0.25781, "Y4": 0.4218, "page": 0, "Index": 50}, {"Word": "3096A", "Confidence": 0.999, "X1": 0.3763, "Y1": 0.4052, "X2": 0.42969, "Y2": 0.405, "X3": 0.43099, "Y3": 0.4218, "X4": 0.3763, "Y4": 0.4218, "page": 0, "Index": 51}, {"Word": "319", "Confidence": 0.998, "X1": 0.73047, "Y1": 0.4052, "X2": 0.76172, "Y2": 0.405, "X3": 0.76302, "Y3": 0.4208, "X4": 0.73177, "Y4": 0.4218, "page": 0, "Index": 52}, {"Word": "Nat.", "Confidence": 0.986, "X1": 0.13411, "Y1": 0.4292, "X2": 0.17839, "Y2": 0.429, "X3": 0.17708, "Y3": 0.4438, "X4": 0.13411, "Y4": 0.4438, "page": 0, "Index": 53}, {"Word": "&", "Confidence": 0.998, "X1": 0.18359, "Y1": 0.4282, "X2": 0.19531, "Y2": 0.428, "X3": 0.19531, "Y3": 0.4438, "X4": 0.18359, "Y4": 0.4438, "page": 0, "Index": 54}, {"Word": "Art.", "Confidence": 0.991, "X1": 0.20312, "Y1": 0.4282, "X2": 0.2487, "Y2": 0.428, "X3": 0.2487, "Y3": 0.4438, "X4": 0.20312, "Y4": 0.4438, "page": 0, "Index": 55}, {"Word": "tobacco", "Confidence": 0.661, "X1": 0.25391, "Y1": 0.4282, "X2": 0.32812, "Y2": 0.428, "X3": 0.32682, "Y3": 0.4448, "X4": 0.25391, "Y4": 0.4438, "page": 0, "Index": 56}, {"Word": "mint", "Confidence": 0.992, "X1": 0.33203, "Y1": 0.4282, "X2": 0.3776, "Y2": 0.428, "X3": 0.3776, "Y3": 0.4448, "X4": 0.33203, "Y4": 0.4448, "page": 0, "Index": 57}, {"Word": "flavor", "Confidence": 0.955, "X1": 0.38281, "Y1": 0.4282, "X2": 0.44531, "Y2": 0.428, "X3": 0.44531, "Y3": 0.4448, "X4": 0.38281, "Y4": 0.4448, "page": 0, "Index": 58}, {"Word": "#4359", "Confidence": 0.619, "X1": 0.45312, "Y1": 0.4282, "X2": 0.50521, "Y2": 0.428, "X3": 0.50521, "Y3": 0.4448, "X4": 0.45182, "Y4": 0.4448, "page": 0, "Index": 59}, {"Word": "118", "Confidence": 0.995, "X1": 0.73177, "Y1": 0.4282, "X2": 0.76042, "Y2": 0.428, "X3": 0.76172, "Y3": 0.4438, "X4": 0.73177, "Y4": 0.4448, "page": 0, "Index": 60}, {"Word": ".Art.", "Confidence": 0.799, "X1": 0.125, "Y1": 0.4502, "X2": 0.17969, "Y2": 0.45, "X3": 0.17839, "Y3": 0.4668, "X4": 0.125, "Y4": 0.4668, "page": 0, "Index": 61}, {"Word": "Special", "Confidence": 0.929, "X1": 0.1862, "Y1": 0.4502, "X2": 0.25911, "Y2": 0.45, "X3": 0.25911, "Y3": 0.4668, "X4": 0.1849, "Y4": 0.4668, "page": 0, "Index": 62}, {"Word": "flavor", "Confidence": 0.756, "X1": 0.26562, "Y1": 0.4502, "X2": 0.32552, "Y2": 0.45, "X3": 0.32552, "Y3": 0.4668, "X4": 0.26562, "Y4": 0.4668, "page": 0, "Index": 63}, {"Word": "compound", "Confidence": 0.903, "X1": 0.33724, "Y1": 0.4502, "X2": 0.41667, "Y2": 0.45, "X3": 0.41667, "Y3": 0.4668, "X4": 0.33724, "Y4": 0.4668, "page": 0, "Index": 64}, {"Word": "#37936", "Confidence": 0.873, "X1": 0.42578, "Y1": 0.4502, "X2": 0.48828, "Y2": 0.45, "X3": 0.48828, "Y3": 0.4658, "X4": 0.42578, "Y4": 0.4668, "page": 0, "Index": 65}, {"Word": "105", "Confidence": 0.911, "X1": 0.73177, "Y1": 0.4482, "X2": 0.76302, "Y2": 0.448, "X3": 0.76302, "Y3": 0.4648, "X4": 0.73177, "Y4": 0.4658, "page": 0, "Index": 66}, {"Word": "Art.", "Confidence": 0.986, "X1": 0.13411, "Y1": 0.4722, "X2": 0.17839, "Y2": 0.472, "X3": 0.17839, "Y3": 0.4878, "X4": 0.13411, "Y4": 0.4878, "page": 0, "Index": 67}, {"Word": "tobacco", "Confidence": 0.847, "X1": 0.1849, "Y1": 0.4722, "X2": 0.25651, "Y2": 0.472, "X3": 0.25651, "Y3": 0.4878, "X4": 0.1849, "Y4": 0.4878, "page": 0, "Index": 68}, {"Word": "flavor", "Confidence": 0.996, "X1": 0.26562, "Y1": 0.4722, "X2": 0.32682, "Y2": 0.472, "X3": 0.32682, "Y3": 0.4878, "X4": 0.26562, "Y4": 0.4878, "page": 0, "Index": 69}, {"Word": "82.5051", "Confidence": 0.991, "X1": 0.33333, "Y1": 0.4712, "X2": 0.40625, "Y2": 0.471, "X3": 0.40495, "Y3": 0.4868, "X4": 0.33203, "Y4": 0.4878, "page": 0, "Index": 70}, {"Word": "80", "Confidence": 0.941, "X1": 0.74349, "Y1": 0.4712, "X2": 0.76302, "Y2": 0.471, "X3": 0.76562, "Y3": 0.4858, "X4": 0.74479, "Y4": 0.4868, "page": 0, "Index": 71}, {"Word": "12", "Confidence": 0.998, "X1": 0.74089, "Y1": 0.4932, "X2": 0.76432, "Y2": 0.493, "X3": 0.76432, "Y3": 0.5078, "X4": 0.74219, "Y4": 0.5088, "page": 0, "Index": 72}, {"Word": "Food", "Confidence": 0.881, "X1": 0.13411, "Y1": 0.4942, "X2": 0.17708, "Y2": 0.494, "X3": 0.17708, "Y3": 0.5098, "X4": 0.13411, "Y4": 0.5098, "page": 0, "Index": 73}, {"Word": "Materials", "Confidence": 0.991, "X1": 0.18229, "Y1": 0.4942, "X2": 0.27734, "Y2": 0.494, "X3": 0.27604, "Y3": 0.5098, "X4": 0.18099, "Y4": 0.5098, "page": 0, "Index": 74}, {"Word": "flavor", "Confidence": 0.995, "X1": 0.28385, "Y1": 0.4942, "X2": 0.34635, "Y2": 0.494, "X3": 0.34635, "Y3": 0.5098, "X4": 0.28385, "Y4": 0.5098, "page": 0, "Index": 75}, {"Word": "AB", "Confidence": 0.998, "X1": 0.35286, "Y1": 0.4942, "X2": 0.3763, "Y2": 0.494, "X3": 0.3763, "Y3": 0.5098, "X4": 0.35156, "Y4": 0.5098, "page": 0, "Index": 76}, {"Word": "#28.411", "Confidence": 0.629, "X1": 0.38411, "Y1": 0.4932, "X2": 0.45573, "Y2": 0.493, "X3": 0.45443, "Y3": 0.5098, "X4": 0.38281, "Y4": 0.5098, "page": 0, "Index": 77}, {"Word": "Ethaven", "Confidence": 0.997, "X1": 0.13411, "Y1": 0.5182, "X2": 0.20573, "Y2": 0.518, "X3": 0.20573, "Y3": 0.5308, "X4": 0.13411, "Y4": 0.5298, "page": 0, "Index": 78}, {"Word": "3", "Confidence": 0.985, "X1": 0.75, "Y1": 0.5162, "X2": 0.76432, "Y2": 0.516, "X3": 0.76562, "Y3": 0.5298, "X4": 0.7513, "Y4": 0.5298, "page": 0, "Index": 79}, {"Word": "Tobacco", "Confidence": 0.626, "X1": 0.13542, "Y1": 0.5392, "X2": 0.20833, "Y2": 0.539, "X3": 0.20833, "Y3": 0.5528, "X4": 0.13542, "Y4": 0.5528, "page": 0, "Index": 80}, {"Word": "flavor", "Confidence": 0.933, "X1": 0.21615, "Y1": 0.5382, "X2": 0.27734, "Y2": 0.538, "X3": 0.27604, "Y3": 0.5528, "X4": 0.21615, "Y4": 0.5528, "page": 0, "Index": 81}, {"Word": "53.465", "Confidence": 0.964, "X1": 0.28646, "Y1": 0.5382, "X2": 0.34766, "Y2": 0.538, "X3": 0.34635, "Y3": 0.5538, "X4": 0.28646, "Y4": 0.5528, "page": 0, "Index": 82}, {"Word": "214", "Confidence": 0.994, "X1": 0.73307, "Y1": 0.5392, "X2": 0.76302, "Y2": 0.539, "X3": 0.76302, "Y3": 0.5528, "X4": 0.73307, "Y4": 0.5528, "page": 0, "Index": 83}, {"Word": "Tobacco", "Confidence": 0.985, "X1": 0.13542, "Y1": 0.5602, "X2": 0.21224, "Y2": 0.56, "X3": 0.21094, "Y3": 0.5758, "X4": 0.13542, "Y4": 0.5758, "page": 0, "Index": 84}, {"Word": "flavor", "Confidence": 0.943, "X1": 0.21745, "Y1": 0.5602, "X2": 0.27995, "Y2": 0.56, "X3": 0.27865, "Y3": 0.5758, "X4": 0.21615, "Y4": 0.5758, "page": 0, "Index": 85}, {"Word": "53.472", "Confidence": 0.995, "X1": 0.28776, "Y1": 0.5602, "X2": 0.34766, "Y2": 0.56, "X3": 0.34635, "Y3": 0.5758, "X4": 0.28776, "Y4": 0.5758, "page": 0, "Index": 86}, {"Word": "161", "Confidence": 0.994, "X1": 0.73047, "Y1": 0.5602, "X2": 0.76432, "Y2": 0.56, "X3": 0.76432, "Y3": 0.5738, "X4": 0.73177, "Y4": 0.5748, "page": 0, "Index": 87}, {"Word": "Va.", "Confidence": 0.973, "X1": 0.13411, "Y1": 0.5822, "X2": 0.16927, "Y2": 0.582, "X3": 0.16927, "Y3": 0.5968, "X4": 0.13411, "Y4": 0.5968, "page": 0, "Index": 88}, {"Word": "Tobacco", "Confidence": 0.935, "X1": 0.17578, "Y1": 0.5812, "X2": 0.2474, "Y2": 0.581, "X3": 0.2474, "Y3": 0.5968, "X4": 0.17578, "Y4": 0.5968, "page": 0, "Index": 89}, {"Word": "neutrals", "Confidence": 0.991, "X1": 0.25391, "Y1": 0.5812, "X2": 0.33724, "Y2": 0.581, "X3": 0.33724, "Y3": 0.5968, "X4": 0.25391, "Y4": 0.5968, "page": 0, "Index": 90}, {"Word": "XG-68296", "Confidence": 0.969, "X1": 0.34115, "Y1": 0.5822, "X2": 0.42708, "Y2": 0.582, "X3": 0.42708, "Y3": 0.5978, "X4": 0.34245, "Y4": 0.5968, "page": 0, "Index": 91}, {"Word": "107", "Confidence": 0.998, "X1": 0.73177, "Y1": 0.5822, "X2": 0.76562, "Y2": 0.582, "X3": 0.76562, "Y3": 0.5968, "X4": 0.73177, "Y4": 0.5968, "page": 0, "Index": 92}, {"Word": "Tobacco", "Confidence": 0.98, "X1": 0.13411, "Y1": 0.6052, "X2": 0.21094, "Y2": 0.605, "X3": 0.21094, "Y3": 0.6198, "X4": 0.13542, "Y4": 0.6208, "page": 0, "Index": 93}, {"Word": "concentrate", "Confidence": 0.994, "X1": 0.21875, "Y1": 0.6042, "X2": 0.33333, "Y2": 0.604, "X3": 0.33203, "Y3": 0.6198, "X4": 0.21875, "Y4": 0.6198, "page": 0, "Index": 94}, {"Word": "E-2115", "Confidence": 0.998, "X1": 0.33854, "Y1": 0.6042, "X2": 0.39844, "Y2": 0.604, "X3": 0.39844, "Y3": 0.6208, "X4": 0.33854, "Y4": 0.6198, "page": 0, "Index": 95}, {"Word": "92", "Confidence": 0.998, "X1": 0.74219, "Y1": 0.6052, "X2": 0.76432, "Y2": 0.605, "X3": 0.76432, "Y3": 0.6188, "X4": 0.74349, "Y4": 0.6188, "page": 0, "Index": 96}, {"Word": "Isoamyl", "Confidence": 0.647, "X1": 0.13672, "Y1": 0.6262, "X2": 0.20964, "Y2": 0.626, "X3": 0.20833, "Y3": 0.6418, "X4": 0.13542, "Y4": 0.6418, "page": 0, "Index": 97}, {"Word": "pheny1", "Confidence": 0.634, "X1": 0.21484, "Y1": 0.6262, "X2": 0.27995, "Y2": 0.626, "X3": 0.27865, "Y3": 0.6418, "X4": 0.21354, "Y4": 0.6418, "page": 0, "Index": 98}, {"Word": "acetate", "Confidence": 0.943, "X1": 0.28516, "Y1": 0.6262, "X2": 0.35807, "Y2": 0.626, "X3": 0.35677, "Y3": 0.6428, "X4": 0.28516, "Y4": 0.6418, "page": 0, "Index": 99}, {"Word": "2", "Confidence": 0.995, "X1": 0.75391, "Y1": 0.6272, "X2": 0.76562, "Y2": 0.627, "X3": 0.76562, "Y3": 0.6418, "X4": 0.75391, "Y4": 0.6418, "page": 0, "Index": 100}, {"Word": "Methyl", "Confidence": 0.737, "X1": 0.13411, "Y1": 0.6482, "X2": 0.19792, "Y2": 0.648, "X3": 0.19792, "Y3": 0.6648, "X4": 0.13542, "Y4": 0.6648, "page": 0, "Index": 101}, {"Word": "phenyl", "Confidence": 0.638, "X1": 0.20312, "Y1": 0.6492, "X2": 0.26953, "Y2": 0.649, "X3": 0.26953, "Y3": 0.6648, "X4": 0.20312, "Y4": 0.6648, "page": 0, "Index": 102}, {"Word": "acetate", "Confidence": 0.886, "X1": 0.27474, "Y1": 0.6492, "X2": 0.34766, "Y2": 0.649, "X3": 0.34635, "Y3": 0.6648, "X4": 0.27474, "Y4": 0.6648, "page": 0, "Index": 103}, {"Word": "33", "Confidence": 0.992, "X1": 0.74479, "Y1": 0.6502, "X2": 0.76432, "Y2": 0.65, "X3": 0.76432, "Y3": 0.6628, "X4": 0.74479, "Y4": 0.6628, "page": 0, "Index": 104}, {"Word": "Ethyl", "Confidence": 0.892, "X1": 0.13411, "Y1": 0.6702, "X2": 0.1901, "Y2": 0.67, "X3": 0.19141, "Y3": 0.6868, "X4": 0.13411, "Y4": 0.6868, "page": 0, "Index": 105}, {"Word": "phenyl", "Confidence": 0.809, "X1": 0.19531, "Y1": 0.6702, "X2": 0.26172, "Y2": 0.67, "X3": 0.26172, "Y3": 0.6868, "X4": 0.19531, "Y4": 0.6868, "page": 0, "Index": 106}, {"Word": "acetate", "Confidence": 0.995, "X1": 0.26693, "Y1": 0.6712, "X2": 0.33984, "Y2": 0.671, "X3": 0.33984, "Y3": 0.6868, "X4": 0.26823, "Y4": 0.6868, "page": 0, "Index": 107}, {"Word": "-", "Confidence": 0.748, "X1": 0.75911, "Y1": 0.6742, "X2": 0.76823, "Y2": 0.674, "X3": 0.76953, "Y3": 0.6848, "X4": 0.75911, "Y4": 0.6848, "page": 0, "Index": 108}, {"Word": "1", "Confidence": 0.996, "X1": 0.75521, "Y1": 0.6942, "X2": 0.76562, "Y2": 0.694, "X3": 0.76562, "Y3": 0.7078, "X4": 0.75521, "Y4": 0.7078, "page": 0, "Index": 109}, {"Word": "Tetramethyl", "Confidence": 0.701, "X1": 0.13542, "Y1": 0.6922, "X2": 0.2513, "Y2": 0.692, "X3": 0.2513, "Y3": 0.7088, "X4": 0.13411, "Y4": 0.7088, "page": 0, "Index": 110}, {"Word": "pyrazine", "Confidence": 0.971, "X1": 0.25781, "Y1": 0.6922, "X2": 0.34115, "Y2": 0.692, "X3": 0.34115, "Y3": 0.7088, "X4": 0.25781, "Y4": 0.7088, "page": 0, "Index": 111}, {"Word": "(2-3-5-6)", "Confidence": 0.908, "X1": 0.34635, "Y1": 0.6902, "X2": 0.4388, "Y2": 0.69, "X3": 0.4388, "Y3": 0.7088, "X4": 0.34505, "Y4": 0.7088, "page": 0, "Index": 112}, {"Word": "Benzyl", "Confidence": 0.885, "X1": 0.13542, "Y1": 0.7152, "X2": 0.19922, "Y2": 0.715, "X3": 0.19792, "Y3": 0.7298, "X4": 0.13542, "Y4": 0.7308, "page": 0, "Index": 113}, {"Word": "cinnamate", "Confidence": 0.991, "X1": 0.20573, "Y1": 0.7162, "X2": 0.29818, "Y2": 0.716, "X3": 0.29688, "Y3": 0.7298, "X4": 0.20573, "Y4": 0.7298, "page": 0, "Index": 114}, {"Word": "1", "Confidence": 0.995, "X1": 0.75391, "Y1": 0.7172, "X2": 0.76432, "Y2": 0.717, "X3": 0.76432, "Y3": 0.7308, "X4": 0.75391, "Y4": 0.7308, "page": 0, "Index": 115}, {"Word": "Chocolate", "Confidence": 0.663, "X1": 0.13411, "Y1": 0.7372, "X2": 0.22786, "Y2": 0.737, "X3": 0.22786, "Y3": 0.7528, "X4": 0.13411, "Y4": 0.7538, "page": 0, "Index": 116}, {"Word": "flavor", "Confidence": 0.994, "X1": 0.23568, "Y1": 0.7372, "X2": 0.29818, "Y2": 0.737, "X3": 0.29818, "Y3": 0.7528, "X4": 0.23568, "Y4": 0.7528, "page": 0, "Index": 117}, {"Word": "artificial", "Confidence": 0.994, "X1": 0.30599, "Y1": 0.7362, "X2": 0.40755, "Y2": 0.736, "X3": 0.40755, "Y3": 0.7528, "X4": 0.30599, "Y4": 0.7528, "page": 0, "Index": 118}, {"Word": "F-5517", "Confidence": 0.992, "X1": 0.41536, "Y1": 0.7362, "X2": 0.47917, "Y2": 0.736, "X3": 0.47917, "Y3": 0.7528, "X4": 0.41536, "Y4": 0.7528, "page": 0, "Index": 119}, {"Word": "&", "Confidence": 0.987, "X1": 0.48307, "Y1": 0.7362, "X2": 0.4974, "Y2": 0.736, "X3": 0.4974, "Y3": 0.7528, "X4": 0.48307, "Y4": 0.7528, "page": 0, "Index": 120}, {"Word": "57.674", "Confidence": 0.995, "X1": 0.50521, "Y1": 0.7362, "X2": 0.56901, "Y2": 0.736, "X3": 0.56901, "Y3": 0.7528, "X4": 0.50521, "Y4": 0.7528, "page": 0, "Index": 121}, {"Word": ".3", "Confidence": 0.997, "X1": 0.7474, "Y1": 0.7392, "X2": 0.76562, "Y2": 0.739, "X3": 0.76432, "Y3": 0.7528, "X4": 0.7474, "Y4": 0.7518, "page": 0, "Index": 122}, {"Word": "Ammonium", "Confidence": 0.932, "X1": 0.13542, "Y1": 0.7592, "X2": 0.21875, "Y2": 0.759, "X3": 0.21745, "Y3": 0.7748, "X4": 0.13411, "Y4": 0.7748, "page": 0, "Index": 123}, {"Word": "hydroxide", "Confidence": 0.967, "X1": 0.22396, "Y1": 0.7582, "X2": 0.32031, "Y2": 0.758, "X3": 0.31901, "Y3": 0.7748, "X4": 0.22396, "Y4": 0.7748, "page": 0, "Index": 124}, {"Word": "281-30%", "Confidence": 0.637, "X1": 0.32812, "Y1": 0.7582, "X2": 0.39974, "Y2": 0.758, "X3": 0.39844, "Y3": 0.7748, "X4": 0.32812, "Y4": 0.7748, "page": 0, "Index": 125}, {"Word": ".2", "Confidence": 0.993, "X1": 0.74609, "Y1": 0.7612, "X2": 0.76562, "Y2": 0.761, "X3": 0.76562, "Y3": 0.7748, "X4": 0.74609, "Y4": 0.7738, "page": 0, "Index": 126}, {"Word": "Malt-roasted", "Confidence": 0.884, "X1": 0.13672, "Y1": 0.7812, "X2": 0.26042, "Y2": 0.781, "X3": 0.26042, "Y3": 0.7968, "X4": 0.13542, "Y4": 0.7968, "page": 0, "Index": 127}, {"Word": "natural", "Confidence": 0.997, "X1": 0.26562, "Y1": 0.7812, "X2": 0.33854, "Y2": 0.781, "X3": 0.33854, "Y3": 0.7968, "X4": 0.26432, "Y4": 0.7968, "page": 0, "Index": 128}, {"Word": "and", "Confidence": 0.999, "X1": 0.34505, "Y1": 0.7812, "X2": 0.37891, "Y2": 0.781, "X3": 0.37891, "Y3": 0.7968, "X4": 0.34505, "Y4": 0.7968, "page": 0, "Index": 129}, {"Word": "Artificial", "Confidence": 0.995, "X1": 0.38802, "Y1": 0.7802, "X2": 0.49089, "Y2": 0.78, "X3": 0.48958, "Y3": 0.7978, "X4": 0.38672, "Y4": 0.7968, "page": 0, "Index": 130}, {"Word": "(Reyna)", "Confidence": 0.993, "X1": 0.49609, "Y1": 0.7802, "X2": 0.57031, "Y2": 0.78, "X3": 0.57031, "Y3": 0.7978, "X4": 0.49609, "Y4": 0.7978, "page": 0, "Index": 131}, {"Word": ".1", "Confidence": 0.994, "X1": 0.74609, "Y1": 0.7812, "X2": 0.76693, "Y2": 0.781, "X3": 0.76562, "Y3": 0.7978, "X4": 0.74609, "Y4": 0.7968, "page": 0, "Index": 132}, {"Word": "S-227", "Confidence": 0.919, "X1": 0.57682, "Y1": 0.7802, "X2": 0.63021, "Y2": 0.78, "X3": 0.63021, "Y3": 0.7988, "X4": 0.57552, "Y4": 0.7978, "page": 0, "Index": 133}, {"Word": "Artificial", "Confidence": 0.994, "X1": 0.13411, "Y1": 0.8032, "X2": 0.23828, "Y2": 0.803, "X3": 0.23828, "Y3": 0.8188, "X4": 0.13281, "Y4": 0.8198, "page": 0, "Index": 134}, {"Word": "almond", "Confidence": 0.958, "X1": 0.24609, "Y1": 0.8032, "X2": 0.3099, "Y2": 0.803, "X3": 0.3099, "Y3": 0.8188, "X4": 0.24479, "Y4": 0.8188, "page": 0, "Index": 135}, {"Word": "flavor", "Confidence": 0.996, "X1": 0.31771, "Y1": 0.8032, "X2": 0.37891, "Y2": 0.803, "X3": 0.3776, "Y3": 0.8188, "X4": 0.31641, "Y4": 0.8188, "page": 0, "Index": 136}, {"Word": "50.094/A", "Confidence": 0.991, "X1": 0.38672, "Y1": 0.8032, "X2": 0.47005, "Y2": 0.803, "X3": 0.47005, "Y3": 0.8198, "X4": 0.38542, "Y4": 0.8188, "page": 0, "Index": 137}, {"Word": "26", "Confidence": 0.998, "X1": 0.7474, "Y1": 0.8022, "X2": 0.76953, "Y2": 0.802, "X3": 0.76823, "Y3": 0.8188, "X4": 0.74609, "Y4": 0.8178, "page": 0, "Index": 138}, {"Word": "Glucose", "Confidence": 0.902, "X1": 0.13411, "Y1": 0.8262, "X2": 0.20833, "Y2": 0.826, "X3": 0.20833, "Y3": 0.8418, "X4": 0.13281, "Y4": 0.8428, "page": 0, "Index": 139}, {"Word": "tetraisovalerate", "Confidence": 0.97, "X1": 0.21745, "Y1": 0.8272, "X2": 0.37891, "Y2": 0.827, "X3": 0.3776, "Y3": 0.8428, "X4": 0.21615, "Y4": 0.8418, "page": 0, "Index": 140}, {"Word": "390", "Confidence": 0.681, "X1": 0.73568, "Y1": 0.8252, "X2": 0.76432, "Y2": 0.825, "X3": 0.76432, "Y3": 0.8428, "X4": 0.73568, "Y4": 0.8428, "page": 0, "Index": 141}, {"Word": "51553", "Confidence": 0.995, "X1": 0.96484, "Y1": 0.8422, "X2": 0.96615, "Y2": 0.842, "X3": 0.94661, "Y3": 0.8428, "X4": 0.94401, "Y4": 0.7978, "page": 0, "Index": 142}, {"Word": "Caryophyllene", "Confidence": 0.91, "X1": 0.13411, "Y1": 0.8492, "X2": 0.26823, "Y2": 0.849, "X3": 0.26823, "Y3": 0.8648, "X4": 0.13411, "Y4": 0.8648, "page": 0, "Index": 143}, {"Word": "acetate", "Confidence": 0.941, "X1": 0.27604, "Y1": 0.8492, "X2": 0.34896, "Y2": 0.849, "X3": 0.34896, "Y3": 0.8648, "X4": 0.27604, "Y4": 0.8648, "page": 0, "Index": 144}, {"Word": "41", "Confidence": 0.994, "X1": 0.7474, "Y1": 0.8482, "X2": 0.76823, "Y2": 0.848, "X3": 0.76823, "Y3": 0.8628, "X4": 0.74609, "Y4": 0.8618, "page": 0, "Index": 145}, {"Word": "Bomyl", "Confidence": 0.653, "X1": 0.13542, "Y1": 0.8712, "X2": 0.19922, "Y2": 0.871, "X3": 0.19792, "Y3": 0.8868, "X4": 0.13411, "Y4": 0.8868, "page": 0, "Index": 146}, {"Word": "isovalerate", "Confidence": 0.992, "X1": 0.20573, "Y1": 0.8712, "X2": 0.32031, "Y2": 0.871, "X3": 0.31901, "Y3": 0.8868, "X4": 0.20573, "Y4": 0.8868, "page": 0, "Index": 147}, {"Word": "21", "Confidence": 0.997, "X1": 0.7474, "Y1": 0.8722, "X2": 0.76693, "Y2": 0.872, "X3": 0.76693, "Y3": 0.8868, "X4": 0.7474, "Y4": 0.8868, "page": 0, "Index": 148}, {"Word": "6446", "Confidence": 0.989, "X1": 0.96615, "Y1": 0.8862, "X2": 0.96615, "Y2": 0.886, "X3": 0.94792, "Y3": 0.8868, "X4": 0.94661, "Y4": 0.8508, "page": 0, "Index": 149}, {"Word": "Sclareolide", "Confidence": 0.955, "X1": 0.13411, "Y1": 0.8942, "X2": 0.2487, "Y2": 0.894, "X3": 0.2487, "Y3": 0.9088, "X4": 0.13281, "Y4": 0.9098, "page": 0, "Index": 150}, {"Word": "14", "Confidence": 0.998, "X1": 0.74609, "Y1": 0.8922, "X2": 0.76693, "Y2": 0.892, "X3": 0.76693, "Y3": 0.9088, "X4": 0.74609, "Y4": 0.9088, "page": 0, "Index": 151}]}
|
"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"
|
ffnb0024
| 1 |
{"lines_data": [{"Word": "PRIVILEGED", "Confidence": 0.992, "X1": 0.44079, "Y1": 0.0392, "X2": 0.64211, "Y2": 0.039, "X3": 0.64079, "Y3": 0.0648, "X4": 0.43947, "Y4": 0.0568, "page": 0}, {"Word": "Prepared for Legal Counsel", "Confidence": 0.995, "X1": 0.36316, "Y1": 0.0712, "X2": 0.71579, "Y2": 0.071, "X3": 0.71316, "Y3": 0.1048, "X4": 0.36053, "Y4": 0.0918, "page": 0}, {"Word": "RIR Interoffice", "Confidence": 0.6385, "X1": 0.26053, "Y1": 0.1072, "X2": 0.55789, "Y2": 0.107, "X3": 0.55789, "Y3": 0.1278, "X4": 0.26053, "Y4": 0.1248, "page": 0}, {"Word": "Memorandum", "Confidence": 0.804, "X1": 0.56842, "Y1": 0.1082, "X2": 0.77763, "Y2": 0.108, "X3": 0.77763, "Y3": 0.1258, "X4": 0.56842, "Y4": 0.1258, "page": 0}, {"Word": "Subject: Annual Usage of Additives Currently", "Confidence": 0.96083, "X1": 0.125, "Y1": 0.1812, "X2": 0.59474, "Y2": 0.181, "X3": 0.59474, "Y3": 0.1998, "X4": 0.125, "Y4": 0.1978, "page": 0}, {"Word": "Date: May 10, 1985", "Confidence": 0.993, "X1": 0.62105, "Y1": 0.1812, "X2": 0.82368, "Y2": 0.181, "X3": 0.82368, "Y3": 0.1988, "X4": 0.62105, "Y4": 0.1988, "page": 0}, {"Word": "Used on Cigarette Tobacco (Pounds)", "Confidence": 0.9788, "X1": 0.23026, "Y1": 0.1972, "X2": 0.58421, "Y2": 0.197, "X3": 0.58289, "Y3": 0.2128, "X4": 0.23026, "Y4": 0.2108, "page": 0}, {"Word": "To: Ms. Suzanne Jowdy", "Confidence": 0.781, "X1": 0.18026, "Y1": 0.2552, "X2": 0.41053, "Y2": 0.255, "X3": 0.41053, "Y3": 0.2718, "X4": 0.17895, "Y4": 0.2698, "page": 0}, {"Word": "From: Robert L. Suber", "Confidence": 0.892, "X1": 0.62632, "Y1": 0.2562, "X2": 0.85526, "Y2": 0.256, "X3": 0.85526, "Y3": 0.2718, "X4": 0.62632, "Y4": 0.2708, "page": 0}, {"Word": "The following is the annual usage of additives which are currently", "Confidence": 0.99455, "X1": 0.17763, "Y1": 0.3162, "X2": 0.92763, "Y2": 0.316, "X3": 0.92763, "Y3": 0.3318, "X4": 0.17763, "Y4": 0.3288, "page": 0}, {"Word": "applied as casing components:", "Confidence": 0.9205, "X1": 0.12763, "Y1": 0.3292, "X2": 0.43026, "Y2": 0.329, "X3": 0.43026, "Y3": 0.3458, "X4": 0.12763, "Y4": 0.3458, "page": 0}, {"Word": "Component", "Confidence": 0.529, "X1": 0.17763, "Y1": 0.3592, "X2": 0.27763, "Y2": 0.359, "X3": 0.27895, "Y3": 0.3758, "X4": 0.17763, "Y4": 0.3778, "page": 0}, {"Word": "Anual Usage (pounds)", "Confidence": 0.84767, "X1": 0.625, "Y1": 0.3592, "X2": 0.84605, "Y2": 0.359, "X3": 0.84605, "Y3": 0.3778, "X4": 0.625, "Y4": 0.3778, "page": 0}, {"Word": "Invert Sugar", "Confidence": 0.995, "X1": 0.125, "Y1": 0.3892, "X2": 0.25658, "Y2": 0.389, "X3": 0.25658, "Y3": 0.4058, "X4": 0.125, "Y4": 0.4048, "page": 0}, {"Word": "13,845,000", "Confidence": 0.882, "X1": 0.68026, "Y1": 0.3892, "X2": 0.78553, "Y2": 0.389, "X3": 0.78553, "Y3": 0.4048, "X4": 0.68026, "Y4": 0.4048, "page": 0}, {"Word": "3,997,000", "Confidence": 0.895, "X1": 0.68684, "Y1": 0.4112, "X2": 0.78684, "Y2": 0.411, "X3": 0.78684, "Y3": 0.4268, "X4": 0.68684, "Y4": 0.4278, "page": 0}, {"Word": "Corn Syrup", "Confidence": 0.8015, "X1": 0.12632, "Y1": 0.4122, "X2": 0.23684, "Y2": 0.412, "X3": 0.23553, "Y3": 0.4288, "X4": 0.12632, "Y4": 0.4278, "page": 0}, {"Word": "Licorice", "Confidence": 0.991, "X1": 0.12632, "Y1": 0.4342, "X2": 0.21579, "Y2": 0.434, "X3": 0.21579, "Y3": 0.4498, "X4": 0.125, "Y4": 0.4488, "page": 0}, {"Word": "3,080,000", "Confidence": 0.991, "X1": 0.68947, "Y1": 0.4342, "X2": 0.78553, "Y2": 0.434, "X3": 0.78553, "Y3": 0.4508, "X4": 0.68947, "Y4": 0.4508, "page": 0}, {"Word": "Cocos", "Confidence": 0.458, "X1": 0.12632, "Y1": 0.4562, "X2": 0.18026, "Y2": 0.456, "X3": 0.18026, "Y3": 0.4708, "X4": 0.12632, "Y4": 0.4718, "page": 0}, {"Word": "4,446,000", "Confidence": 0.821, "X1": 0.68816, "Y1": 0.4562, "X2": 0.78684, "Y2": 0.456, "X3": 0.78684, "Y3": 0.4718, "X4": 0.68816, "Y4": 0.4718, "page": 0}, {"Word": "Glycerin", "Confidence": 0.941, "X1": 0.125, "Y1": 0.4792, "X2": 0.21579, "Y2": 0.479, "X3": 0.21579, "Y3": 0.4948, "X4": 0.125, "Y4": 0.4958, "page": 0}, {"Word": "8,280,840", "Confidence": 0.665, "X1": 0.68947, "Y1": 0.4802, "X2": 0.78553, "Y2": 0.48, "X3": 0.78553, "Y3": 0.4948, "X4": 0.68947, "Y4": 0.4948, "page": 0}, {"Word": "Propylene glycol", "Confidence": 0.863, "X1": 0.125, "Y1": 0.5002, "X2": 0.29737, "Y2": 0.5, "X3": 0.29737, "Y3": 0.5168, "X4": 0.125, "Y4": 0.5178, "page": 0}, {"Word": "270,000", "Confidence": 0.97, "X1": 0.70921, "Y1": 0.5012, "X2": 0.78684, "Y2": 0.501, "X3": 0.78684, "Y3": 0.5178, "X4": 0.70921, "Y4": 0.5178, "page": 0}, {"Word": "The following is the annual usage of components used in the manufacturing", "Confidence": 0.98183, "X1": 0.17895, "Y1": 0.5392, "X2": 0.93026, "Y2": 0.539, "X3": 0.93026, "Y3": 0.5578, "X4": 0.17895, "Y4": 0.5558, "page": 0}, {"Word": "processes of tobacco:", "Confidence": 0.94333, "X1": 0.12368, "Y1": 0.5542, "X2": 0.34605, "Y2": 0.554, "X3": 0.34605, "Y3": 0.5698, "X4": 0.12368, "Y4": 0.5708, "page": 0}, {"Word": "Component", "Confidence": 0.551, "X1": 0.17763, "Y1": 0.5852, "X2": 0.27763, "Y2": 0.585, "X3": 0.27763, "Y3": 0.6008, "X4": 0.17763, "Y4": 0.6008, "page": 0}, {"Word": "Annual Usage (pounds)", "Confidence": 0.90233, "X1": 0.62632, "Y1": 0.5842, "X2": 0.84868, "Y2": 0.584, "X3": 0.84868, "Y3": 0.6028, "X4": 0.62632, "Y4": 0.6028, "page": 0}, {"Word": "Ammonia", "Confidence": 0.638, "X1": 0.125, "Y1": 0.6142, "X2": 0.20395, "Y2": 0.614, "X3": 0.20395, "Y3": 0.6288, "X4": 0.125, "Y4": 0.6288, "page": 0}, {"Word": "2,248,826", "Confidence": 0.916, "X1": 0.67895, "Y1": 0.6142, "X2": 0.77763, "Y2": 0.614, "X3": 0.77895, "Y3": 0.6298, "X4": 0.67895, "Y4": 0.6298, "page": 0}, {"Word": "Phenylacetic acid", "Confidence": 0.968, "X1": 0.12763, "Y1": 0.6362, "X2": 0.30921, "Y2": 0.636, "X3": 0.30921, "Y3": 0.6528, "X4": 0.12763, "Y4": 0.6528, "page": 0}, {"Word": "10,015", "Confidence": 0.991, "X1": 0.71316, "Y1": 0.6382, "X2": 0.77763, "Y2": 0.638, "X3": 0.77763, "Y3": 0.6528, "X4": 0.71316, "Y4": 0.6538, "page": 0}, {"Word": "Trichlorofluoromethane (Freon 11)", "Confidence": 0.841, "X1": 0.12632, "Y1": 0.6582, "X2": 0.47237, "Y2": 0.658, "X3": 0.47237, "Y3": 0.6778, "X4": 0.12632, "Y4": 0.6758, "page": 0}, {"Word": "1,702,382", "Confidence": 0.951, "X1": 0.67895, "Y1": 0.6602, "X2": 0.77763, "Y2": 0.66, "X3": 0.77763, "Y3": 0.6758, "X4": 0.67895, "Y4": 0.6758, "page": 0}, {"Word": "Propylene glycol", "Confidence": 0.8005, "X1": 0.12632, "Y1": 0.6822, "X2": 0.29868, "Y2": 0.682, "X3": 0.29868, "Y3": 0.6998, "X4": 0.12632, "Y4": 0.6988, "page": 0}, {"Word": "3,159,512", "Confidence": 0.934, "X1": 0.68158, "Y1": 0.6842, "X2": 0.77895, "Y2": 0.684, "X3": 0.77895, "Y3": 0.6988, "X4": 0.68158, "Y4": 0.6978, "page": 0}, {"Word": "The following is the annual usage of components used as top dressings:", "Confidence": 0.992, "X1": 0.17895, "Y1": 0.7212, "X2": 0.89737, "Y2": 0.721, "X3": 0.89737, "Y3": 0.7388, "X4": 0.17895, "Y4": 0.7368, "page": 0}, {"Word": "Component", "Confidence": 0.192, "X1": 0.16842, "Y1": 0.7512, "X2": 0.26842, "Y2": 0.751, "X3": 0.26842, "Y3": 0.7678, "X4": 0.16842, "Y4": 0.7688, "page": 0}, {"Word": "Annual Usage (pounds)", "Confidence": 0.78433, "X1": 0.62895, "Y1": 0.7512, "X2": 0.85, "Y2": 0.751, "X3": 0.85, "Y3": 0.7668, "X4": 0.62895, "Y4": 0.7678, "page": 0}, {"Word": "Menthol", "Confidence": 0.786, "X1": 0.125, "Y1": 0.7802, "X2": 0.20526, "Y2": 0.78, "X3": 0.20526, "Y3": 0.7958, "X4": 0.125, "Y4": 0.7958, "page": 0}, {"Word": "721,245", "Confidence": 0.886, "X1": 0.70263, "Y1": 0.7822, "X2": 0.77895, "Y2": 0.782, "X3": 0.77895, "Y3": 0.7978, "X4": 0.70263, "Y4": 0.7968, "page": 0}, {"Word": "Propylene glycol", "Confidence": 0.9495, "X1": 0.12632, "Y1": 0.8032, "X2": 0.29737, "Y2": 0.803, "X3": 0.29737, "Y3": 0.8198, "X4": 0.12632, "Y4": 0.8198, "page": 0}, {"Word": "2,012,552", "Confidence": 0.955, "X1": 0.68158, "Y1": 0.8032, "X2": 0.77895, "Y2": 0.803, "X3": 0.78026, "Y3": 0.8198, "X4": 0.68158, "Y4": 0.8208, "page": 0}, {"Word": "Hazelnut G3528829", "Confidence": 0.9725, "X1": 0.12763, "Y1": 0.8252, "X2": 0.30789, "Y2": 0.825, "X3": 0.30789, "Y3": 0.8408, "X4": 0.12763, "Y4": 0.8428, "page": 0}, {"Word": "12,380", "Confidence": 0.958, "X1": 0.71184, "Y1": 0.8272, "X2": 0.77895, "Y2": 0.827, "X3": 0.77895, "Y3": 0.8428, "X4": 0.71184, "Y4": 0.8428, "page": 0}, {"Word": "Specially denatured alcohol No. 4", "Confidence": 0.9188, "X1": 0.12895, "Y1": 0.8482, "X2": 0.47368, "Y2": 0.848, "X3": 0.47368, "Y3": 0.8648, "X4": 0.12895, "Y4": 0.8658, "page": 0}, {"Word": "5,170", "Confidence": 0.955, "X1": 0.72368, "Y1": 0.8512, "X2": 0.77895, "Y2": 0.851, "X3": 0.77895, "Y3": 0.8658, "X4": 0.72368, "Y4": 0.8648, "page": 0}, {"Word": "Frutarom 36.220", "Confidence": 0.975, "X1": 0.12632, "Y1": 0.8722, "X2": 0.28816, "Y2": 0.872, "X3": 0.28816, "Y3": 0.8868, "X4": 0.12632, "Y4": 0.8878, "page": 0}, {"Word": "1,924", "Confidence": 0.991, "X1": 0.72368, "Y1": 0.8732, "X2": 0.77895, "Y2": 0.873, "X3": 0.77763, "Y3": 0.8888, "X4": 0.72368, "Y4": 0.8888, "page": 0}, {"Word": "51553 6443", "Confidence": 0.9925, "X1": 0.97237, "Y1": 0.9072, "X2": 0.96974, "Y2": 0.907, "X3": 0.95, "Y3": 0.9068, "X4": 0.95263, "Y4": 0.8128, "page": 0}, {"Word": "Tobacco flavor 302.589 & 52.644", "Confidence": 0.9912, "X1": 0.12763, "Y1": 0.8942, "X2": 0.45526, "Y2": 0.894, "X3": 0.45658, "Y3": 0.9098, "X4": 0.12763, "Y4": 0.9108, "page": 0}, {"Word": "2,303", "Confidence": 0.97, "X1": 0.72368, "Y1": 0.8962, "X2": 0.77895, "Y2": 0.896, "X3": 0.77895, "Y3": 0.9118, "X4": 0.72368, "Y4": 0.9118, "page": 0}], "words_data": [{"Word": "PRIVILEGED", "Confidence": 0.992, "X1": 0.44211, "Y1": 0.0392, "X2": 0.63421, "Y2": 0.039, "X3": 0.63421, "Y3": 0.0648, "X4": 0.43947, "Y4": 0.0568, "page": 0, "Index": 0}, {"Word": "Prepared", "Confidence": 0.994, "X1": 0.36447, "Y1": 0.0622, "X2": 0.475, "Y2": 0.062, "X3": 0.47105, "Y3": 0.0968, "X4": 0.36053, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "for", "Confidence": 0.998, "X1": 0.48289, "Y1": 0.0642, "X2": 0.52237, "Y2": 0.064, "X3": 0.51974, "Y3": 0.0988, "X4": 0.48026, "Y4": 0.0978, "page": 0, "Index": 2}, {"Word": "Legal", "Confidence": 0.997, "X1": 0.53158, "Y1": 0.0672, "X2": 0.6, "Y2": 0.067, "X3": 0.59737, "Y3": 0.1018, "X4": 0.52895, "Y4": 0.0998, "page": 0, "Index": 3}, {"Word": "Counsel", "Confidence": 0.991, "X1": 0.60921, "Y1": 0.0722, "X2": 0.71447, "Y2": 0.072, "X3": 0.71316, "Y3": 0.1048, "X4": 0.60658, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "RIR", "Confidence": 0.32, "X1": 0.26184, "Y1": 0.1072, "X2": 0.29474, "Y2": 0.107, "X3": 0.29474, "Y3": 0.1238, "X4": 0.26184, "Y4": 0.1228, "page": 0, "Index": 5}, {"Word": "Interoffice", "Confidence": 0.957, "X1": 0.32105, "Y1": 0.1092, "X2": 0.53947, "Y2": 0.109, "X3": 0.53816, "Y3": 0.1278, "X4": 0.31974, "Y4": 0.1238, "page": 0, "Index": 6}, {"Word": "Memorandum", "Confidence": 0.804, "X1": 0.57237, "Y1": 0.1092, "X2": 0.76842, "Y2": 0.109, "X3": 0.76842, "Y3": 0.1258, "X4": 0.57368, "Y4": 0.1248, "page": 0, "Index": 7}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.13026, "Y1": 0.1802, "X2": 0.21711, "Y2": 0.18, "X3": 0.21579, "Y3": 0.1968, "X4": 0.12895, "Y4": 0.1988, "page": 0, "Index": 8}, {"Word": "Annual", "Confidence": 0.997, "X1": 0.23158, "Y1": 0.1812, "X2": 0.29605, "Y2": 0.181, "X3": 0.29474, "Y3": 0.1968, "X4": 0.23158, "Y4": 0.1968, "page": 0, "Index": 9}, {"Word": "Usage", "Confidence": 0.998, "X1": 0.30263, "Y1": 0.1812, "X2": 0.35789, "Y2": 0.181, "X3": 0.35658, "Y3": 0.1968, "X4": 0.30132, "Y4": 0.1968, "page": 0, "Index": 10}, {"Word": "of", "Confidence": 0.98, "X1": 0.36316, "Y1": 0.1812, "X2": 0.38947, "Y2": 0.181, "X3": 0.38816, "Y3": 0.1968, "X4": 0.36316, "Y4": 0.1968, "page": 0, "Index": 11}, {"Word": "Additives", "Confidence": 0.995, "X1": 0.39605, "Y1": 0.1822, "X2": 0.49211, "Y2": 0.182, "X3": 0.49079, "Y3": 0.1978, "X4": 0.39474, "Y4": 0.1968, "page": 0, "Index": 12}, {"Word": "Currently", "Confidence": 0.804, "X1": 0.49737, "Y1": 0.1832, "X2": 0.59342, "Y2": 0.183, "X3": 0.59342, "Y3": 0.1998, "X4": 0.49737, "Y4": 0.1978, "page": 0, "Index": 13}, {"Word": "Date:", "Confidence": 0.993, "X1": 0.625, "Y1": 0.1822, "X2": 0.68421, "Y2": 0.182, "X3": 0.68289, "Y3": 0.1998, "X4": 0.62368, "Y4": 0.1998, "page": 0, "Index": 14}, {"Word": "May", "Confidence": 0.998, "X1": 0.69474, "Y1": 0.1822, "X2": 0.73158, "Y2": 0.182, "X3": 0.73158, "Y3": 0.1998, "X4": 0.69474, "Y4": 0.1998, "page": 0, "Index": 15}, {"Word": "10,", "Confidence": 0.993, "X1": 0.73684, "Y1": 0.1822, "X2": 0.77237, "Y2": 0.182, "X3": 0.77237, "Y3": 0.1998, "X4": 0.73684, "Y4": 0.1998, "page": 0, "Index": 16}, {"Word": "1985", "Confidence": 0.988, "X1": 0.77763, "Y1": 0.1832, "X2": 0.82237, "Y2": 0.183, "X3": 0.82368, "Y3": 0.1988, "X4": 0.77763, "Y4": 0.1988, "page": 0, "Index": 17}, {"Word": "Used", "Confidence": 0.98, "X1": 0.23158, "Y1": 0.1962, "X2": 0.27368, "Y2": 0.196, "X3": 0.27368, "Y3": 0.2118, "X4": 0.23158, "Y4": 0.2118, "page": 0, "Index": 18}, {"Word": "on", "Confidence": 0.994, "X1": 0.28158, "Y1": 0.1972, "X2": 0.30526, "Y2": 0.197, "X3": 0.30526, "Y3": 0.2118, "X4": 0.28158, "Y4": 0.2118, "page": 0, "Index": 19}, {"Word": "Cigarette", "Confidence": 0.988, "X1": 0.31579, "Y1": 0.1972, "X2": 0.40921, "Y2": 0.197, "X3": 0.40789, "Y3": 0.2128, "X4": 0.31579, "Y4": 0.2118, "page": 0, "Index": 20}, {"Word": "Tobacco", "Confidence": 0.956, "X1": 0.41711, "Y1": 0.1982, "X2": 0.49079, "Y2": 0.198, "X3": 0.49079, "Y3": 0.2128, "X4": 0.41711, "Y4": 0.2128, "page": 0, "Index": 21}, {"Word": "(Pounds)", "Confidence": 0.976, "X1": 0.49605, "Y1": 0.1982, "X2": 0.58026, "Y2": 0.198, "X3": 0.58026, "Y3": 0.2128, "X4": 0.49605, "Y4": 0.2128, "page": 0, "Index": 22}, {"Word": "To:", "Confidence": 0.286, "X1": 0.18158, "Y1": 0.2552, "X2": 0.21447, "Y2": 0.255, "X3": 0.21447, "Y3": 0.2708, "X4": 0.18158, "Y4": 0.2708, "page": 0, "Index": 23}, {"Word": "Ms.", "Confidence": 0.991, "X1": 0.22895, "Y1": 0.2552, "X2": 0.26447, "Y2": 0.255, "X3": 0.26447, "Y3": 0.2708, "X4": 0.22895, "Y4": 0.2708, "page": 0, "Index": 24}, {"Word": "Suzanne", "Confidence": 0.851, "X1": 0.27105, "Y1": 0.2562, "X2": 0.34605, "Y2": 0.256, "X3": 0.34474, "Y3": 0.2708, "X4": 0.26974, "Y4": 0.2708, "page": 0, "Index": 25}, {"Word": "Jowdy", "Confidence": 0.996, "X1": 0.35263, "Y1": 0.2562, "X2": 0.40789, "Y2": 0.256, "X3": 0.40789, "Y3": 0.2718, "X4": 0.35263, "Y4": 0.2718, "page": 0, "Index": 26}, {"Word": "From:", "Confidence": 0.622, "X1": 0.62895, "Y1": 0.2562, "X2": 0.68289, "Y2": 0.256, "X3": 0.68289, "Y3": 0.2718, "X4": 0.62763, "Y4": 0.2718, "page": 0, "Index": 27}, {"Word": "Robert", "Confidence": 0.968, "X1": 0.69737, "Y1": 0.2562, "X2": 0.76053, "Y2": 0.256, "X3": 0.76053, "Y3": 0.2718, "X4": 0.69605, "Y4": 0.2718, "page": 0, "Index": 28}, {"Word": "L.", "Confidence": 0.981, "X1": 0.76842, "Y1": 0.2572, "X2": 0.79342, "Y2": 0.257, "X3": 0.79342, "Y3": 0.2718, "X4": 0.76842, "Y4": 0.2718, "page": 0, "Index": 29}, {"Word": "Suber", "Confidence": 0.997, "X1": 0.79868, "Y1": 0.2572, "X2": 0.85263, "Y2": 0.257, "X3": 0.85263, "Y3": 0.2718, "X4": 0.79868, "Y4": 0.2718, "page": 0, "Index": 30}, {"Word": "The", "Confidence": 0.997, "X1": 0.18026, "Y1": 0.3142, "X2": 0.21447, "Y2": 0.314, "X3": 0.21316, "Y3": 0.3298, "X4": 0.17895, "Y4": 0.3288, "page": 0, "Index": 31}, {"Word": "following", "Confidence": 0.997, "X1": 0.22895, "Y1": 0.3142, "X2": 0.32632, "Y2": 0.314, "X3": 0.325, "Y3": 0.3298, "X4": 0.22763, "Y4": 0.3298, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.997, "X1": 0.33816, "Y1": 0.3142, "X2": 0.36053, "Y2": 0.314, "X3": 0.35921, "Y3": 0.3308, "X4": 0.33684, "Y4": 0.3298, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.992, "X1": 0.37632, "Y1": 0.3142, "X2": 0.41053, "Y2": 0.314, "X3": 0.40921, "Y3": 0.3308, "X4": 0.375, "Y4": 0.3308, "page": 0, "Index": 34}, {"Word": "annual", "Confidence": 0.997, "X1": 0.425, "Y1": 0.3142, "X2": 0.48684, "Y2": 0.314, "X3": 0.48684, "Y3": 0.3308, "X4": 0.42368, "Y4": 0.3308, "page": 0, "Index": 35}, {"Word": "usage", "Confidence": 0.997, "X1": 0.50263, "Y1": 0.3152, "X2": 0.55658, "Y2": 0.315, "X3": 0.55526, "Y3": 0.3318, "X4": 0.50132, "Y4": 0.3308, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.983, "X1": 0.56842, "Y1": 0.3152, "X2": 0.59342, "Y2": 0.315, "X3": 0.59211, "Y3": 0.3318, "X4": 0.56711, "Y4": 0.3318, "page": 0, "Index": 37}, {"Word": "additives", "Confidence": 0.991, "X1": 0.60789, "Y1": 0.3152, "X2": 0.70263, "Y2": 0.315, "X3": 0.70132, "Y3": 0.3318, "X4": 0.60789, "Y4": 0.3318, "page": 0, "Index": 38}, {"Word": "which", "Confidence": 0.997, "X1": 0.71447, "Y1": 0.3162, "X2": 0.76842, "Y2": 0.316, "X3": 0.76842, "Y3": 0.3318, "X4": 0.71316, "Y4": 0.3318, "page": 0, "Index": 39}, {"Word": "are", "Confidence": 0.999, "X1": 0.78289, "Y1": 0.3162, "X2": 0.81711, "Y2": 0.316, "X3": 0.81711, "Y3": 0.3328, "X4": 0.78289, "Y4": 0.3318, "page": 0, "Index": 40}, {"Word": "currently", "Confidence": 0.993, "X1": 0.83158, "Y1": 0.3172, "X2": 0.92632, "Y2": 0.317, "X3": 0.92632, "Y3": 0.3328, "X4": 0.83158, "Y4": 0.3328, "page": 0, "Index": 41}, {"Word": "applied", "Confidence": 0.993, "X1": 0.12895, "Y1": 0.3292, "X2": 0.20395, "Y2": 0.329, "X3": 0.20263, "Y3": 0.3468, "X4": 0.12895, "Y4": 0.3468, "page": 0, "Index": 42}, {"Word": "as", "Confidence": 0.998, "X1": 0.21053, "Y1": 0.3302, "X2": 0.23421, "Y2": 0.33, "X3": 0.23421, "Y3": 0.3468, "X4": 0.21053, "Y4": 0.3468, "page": 0, "Index": 43}, {"Word": "casing", "Confidence": 0.997, "X1": 0.24079, "Y1": 0.3302, "X2": 0.30526, "Y2": 0.33, "X3": 0.30526, "Y3": 0.3458, "X4": 0.23947, "Y4": 0.3468, "page": 0, "Index": 44}, {"Word": "components:", "Confidence": 0.694, "X1": 0.31316, "Y1": 0.3312, "X2": 0.42895, "Y2": 0.331, "X3": 0.42895, "Y3": 0.3448, "X4": 0.31316, "Y4": 0.3458, "page": 0, "Index": 45}, {"Word": "Component", "Confidence": 0.529, "X1": 0.17895, "Y1": 0.3602, "X2": 0.27763, "Y2": 0.36, "X3": 0.27632, "Y3": 0.3768, "X4": 0.17895, "Y4": 0.3778, "page": 0, "Index": 46}, {"Word": "Anual", "Confidence": 0.611, "X1": 0.62632, "Y1": 0.3602, "X2": 0.69211, "Y2": 0.36, "X3": 0.69211, "Y3": 0.3768, "X4": 0.62632, "Y4": 0.3768, "page": 0, "Index": 47}, {"Word": "Usage", "Confidence": 0.941, "X1": 0.69737, "Y1": 0.3602, "X2": 0.75526, "Y2": 0.36, "X3": 0.75526, "Y3": 0.3768, "X4": 0.69605, "Y4": 0.3768, "page": 0, "Index": 48}, {"Word": "(pounds)", "Confidence": 0.991, "X1": 0.76184, "Y1": 0.3602, "X2": 0.84605, "Y2": 0.36, "X3": 0.84605, "Y3": 0.3788, "X4": 0.76053, "Y4": 0.3768, "page": 0, "Index": 49}, {"Word": "Invert", "Confidence": 0.996, "X1": 0.12763, "Y1": 0.3892, "X2": 0.19342, "Y2": 0.389, "X3": 0.19342, "Y3": 0.4058, "X4": 0.12632, "Y4": 0.4058, "page": 0, "Index": 50}, {"Word": "Sugar", "Confidence": 0.994, "X1": 0.2, "Y1": 0.3902, "X2": 0.25526, "Y2": 0.39, "X3": 0.25395, "Y3": 0.4058, "X4": 0.19868, "Y4": 0.4058, "page": 0, "Index": 51}, {"Word": "13,845,000", "Confidence": 0.882, "X1": 0.68158, "Y1": 0.3902, "X2": 0.78289, "Y2": 0.39, "X3": 0.78289, "Y3": 0.4058, "X4": 0.68026, "Y4": 0.4048, "page": 0, "Index": 52}, {"Word": "3,997,000", "Confidence": 0.895, "X1": 0.68947, "Y1": 0.4122, "X2": 0.78158, "Y2": 0.412, "X3": 0.78158, "Y3": 0.4278, "X4": 0.68947, "Y4": 0.4288, "page": 0, "Index": 53}, {"Word": "Corn", "Confidence": 0.606, "X1": 0.12763, "Y1": 0.4122, "X2": 0.17237, "Y2": 0.412, "X3": 0.17105, "Y3": 0.4288, "X4": 0.12632, "Y4": 0.4278, "page": 0, "Index": 54}, {"Word": "Syrup", "Confidence": 0.997, "X1": 0.17895, "Y1": 0.4132, "X2": 0.23421, "Y2": 0.413, "X3": 0.23421, "Y3": 0.4288, "X4": 0.17895, "Y4": 0.4288, "page": 0, "Index": 55}, {"Word": "Licorice", "Confidence": 0.991, "X1": 0.12632, "Y1": 0.4342, "X2": 0.21579, "Y2": 0.434, "X3": 0.21447, "Y3": 0.4508, "X4": 0.12632, "Y4": 0.4498, "page": 0, "Index": 56}, {"Word": "3,080,000", "Confidence": 0.991, "X1": 0.68947, "Y1": 0.4352, "X2": 0.78421, "Y2": 0.435, "X3": 0.78421, "Y3": 0.4508, "X4": 0.68947, "Y4": 0.4518, "page": 0, "Index": 57}, {"Word": "Cocos", "Confidence": 0.458, "X1": 0.13158, "Y1": 0.4562, "X2": 0.17895, "Y2": 0.456, "X3": 0.18026, "Y3": 0.4718, "X4": 0.13289, "Y4": 0.4718, "page": 0, "Index": 58}, {"Word": "4,446,000", "Confidence": 0.821, "X1": 0.69079, "Y1": 0.4572, "X2": 0.78289, "Y2": 0.457, "X3": 0.78421, "Y3": 0.4728, "X4": 0.69079, "Y4": 0.4728, "page": 0, "Index": 59}, {"Word": "Glycerin", "Confidence": 0.941, "X1": 0.12632, "Y1": 0.4792, "X2": 0.21316, "Y2": 0.479, "X3": 0.21184, "Y3": 0.4958, "X4": 0.12632, "Y4": 0.4958, "page": 0, "Index": 60}, {"Word": "8,280,840", "Confidence": 0.665, "X1": 0.68947, "Y1": 0.4802, "X2": 0.78289, "Y2": 0.48, "X3": 0.78289, "Y3": 0.4958, "X4": 0.69079, "Y4": 0.4958, "page": 0, "Index": 61}, {"Word": "Propylene", "Confidence": 0.949, "X1": 0.12763, "Y1": 0.5012, "X2": 0.225, "Y2": 0.501, "X3": 0.22368, "Y3": 0.5178, "X4": 0.12632, "Y4": 0.5178, "page": 0, "Index": 62}, {"Word": "glycol", "Confidence": 0.777, "X1": 0.23158, "Y1": 0.5002, "X2": 0.29605, "Y2": 0.5, "X3": 0.29605, "Y3": 0.5178, "X4": 0.23026, "Y4": 0.5178, "page": 0, "Index": 63}, {"Word": "270,000", "Confidence": 0.97, "X1": 0.71184, "Y1": 0.5022, "X2": 0.78289, "Y2": 0.502, "X3": 0.78289, "Y3": 0.5188, "X4": 0.71053, "Y4": 0.5178, "page": 0, "Index": 64}, {"Word": "The", "Confidence": 0.994, "X1": 0.18026, "Y1": 0.5392, "X2": 0.21447, "Y2": 0.539, "X3": 0.21316, "Y3": 0.5548, "X4": 0.18026, "Y4": 0.5538, "page": 0, "Index": 65}, {"Word": "following", "Confidence": 0.922, "X1": 0.21974, "Y1": 0.5392, "X2": 0.31711, "Y2": 0.539, "X3": 0.31711, "Y3": 0.5558, "X4": 0.21974, "Y4": 0.5548, "page": 0, "Index": 66}, {"Word": "is", "Confidence": 0.998, "X1": 0.32368, "Y1": 0.5392, "X2": 0.34737, "Y2": 0.539, "X3": 0.34737, "Y3": 0.5558, "X4": 0.32237, "Y4": 0.5558, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.997, "X1": 0.35263, "Y1": 0.5392, "X2": 0.38816, "Y2": 0.539, "X3": 0.38816, "Y3": 0.5568, "X4": 0.35132, "Y4": 0.5558, "page": 0, "Index": 68}, {"Word": "annual", "Confidence": 0.955, "X1": 0.39474, "Y1": 0.5392, "X2": 0.45921, "Y2": 0.539, "X3": 0.45921, "Y3": 0.5568, "X4": 0.39474, "Y4": 0.5568, "page": 0, "Index": 69}, {"Word": "usage", "Confidence": 0.997, "X1": 0.46447, "Y1": 0.5392, "X2": 0.52237, "Y2": 0.539, "X3": 0.52105, "Y3": 0.5568, "X4": 0.46447, "Y4": 0.5568, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.52763, "Y1": 0.5392, "X2": 0.55263, "Y2": 0.539, "X3": 0.55132, "Y3": 0.5578, "X4": 0.52632, "Y4": 0.5578, "page": 0, "Index": 71}, {"Word": "components", "Confidence": 0.955, "X1": 0.55789, "Y1": 0.5402, "X2": 0.66316, "Y2": 0.54, "X3": 0.66316, "Y3": 0.5578, "X4": 0.55658, "Y4": 0.5578, "page": 0, "Index": 72}, {"Word": "used", "Confidence": 0.988, "X1": 0.66842, "Y1": 0.5402, "X2": 0.71316, "Y2": 0.54, "X3": 0.71316, "Y3": 0.5578, "X4": 0.66711, "Y4": 0.5578, "page": 0, "Index": 73}, {"Word": "in", "Confidence": 0.998, "X1": 0.71974, "Y1": 0.5402, "X2": 0.74342, "Y2": 0.54, "X3": 0.74342, "Y3": 0.5578, "X4": 0.71974, "Y4": 0.5578, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.75, "Y1": 0.5402, "X2": 0.78553, "Y2": 0.54, "X3": 0.78421, "Y3": 0.5578, "X4": 0.75, "Y4": 0.5578, "page": 0, "Index": 75}, {"Word": "manufacturing", "Confidence": 0.982, "X1": 0.78947, "Y1": 0.5402, "X2": 0.92763, "Y2": 0.54, "X3": 0.92632, "Y3": 0.5578, "X4": 0.78947, "Y4": 0.5578, "page": 0, "Index": 76}, {"Word": "processes", "Confidence": 0.972, "X1": 0.12632, "Y1": 0.5552, "X2": 0.22237, "Y2": 0.555, "X3": 0.22237, "Y3": 0.5698, "X4": 0.12632, "Y4": 0.5708, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.23026, "Y1": 0.5552, "X2": 0.25395, "Y2": 0.555, "X3": 0.25263, "Y3": 0.5698, "X4": 0.23026, "Y4": 0.5698, "page": 0, "Index": 78}, {"Word": "tobacco:", "Confidence": 0.86, "X1": 0.26184, "Y1": 0.5562, "X2": 0.34605, "Y2": 0.556, "X3": 0.34474, "Y3": 0.5708, "X4": 0.26053, "Y4": 0.5698, "page": 0, "Index": 79}, {"Word": "Component", "Confidence": 0.551, "X1": 0.18026, "Y1": 0.5862, "X2": 0.27632, "Y2": 0.586, "X3": 0.27632, "Y3": 0.6018, "X4": 0.18026, "Y4": 0.6018, "page": 0, "Index": 80}, {"Word": "Annual", "Confidence": 0.727, "X1": 0.62763, "Y1": 0.5852, "X2": 0.69342, "Y2": 0.585, "X3": 0.69474, "Y3": 0.6018, "X4": 0.62895, "Y4": 0.6018, "page": 0, "Index": 81}, {"Word": "Usage", "Confidence": 0.995, "X1": 0.7, "Y1": 0.5852, "X2": 0.75526, "Y2": 0.585, "X3": 0.75526, "Y3": 0.6018, "X4": 0.7, "Y4": 0.6018, "page": 0, "Index": 82}, {"Word": "(pounds)", "Confidence": 0.985, "X1": 0.76053, "Y1": 0.5842, "X2": 0.85, "Y2": 0.584, "X3": 0.85, "Y3": 0.6028, "X4": 0.76053, "Y4": 0.6018, "page": 0, "Index": 83}, {"Word": "Ammonia", "Confidence": 0.638, "X1": 0.12763, "Y1": 0.6152, "X2": 0.20132, "Y2": 0.615, "X3": 0.20132, "Y3": 0.6298, "X4": 0.12763, "Y4": 0.6288, "page": 0, "Index": 84}, {"Word": "2,248,826", "Confidence": 0.916, "X1": 0.68158, "Y1": 0.6152, "X2": 0.775, "Y2": 0.615, "X3": 0.775, "Y3": 0.6308, "X4": 0.68158, "Y4": 0.6308, "page": 0, "Index": 85}, {"Word": "Phenylacetic", "Confidence": 0.955, "X1": 0.12895, "Y1": 0.6372, "X2": 0.25526, "Y2": 0.637, "X3": 0.25395, "Y3": 0.6528, "X4": 0.12763, "Y4": 0.6528, "page": 0, "Index": 86}, {"Word": "acid", "Confidence": 0.981, "X1": 0.26053, "Y1": 0.6372, "X2": 0.30789, "Y2": 0.637, "X3": 0.30658, "Y3": 0.6528, "X4": 0.26053, "Y4": 0.6528, "page": 0, "Index": 87}, {"Word": "10,015", "Confidence": 0.991, "X1": 0.71316, "Y1": 0.6382, "X2": 0.77368, "Y2": 0.638, "X3": 0.77237, "Y3": 0.6538, "X4": 0.71447, "Y4": 0.6528, "page": 0, "Index": 88}, {"Word": "Trichlorofluoromethane", "Confidence": 0.822, "X1": 0.12895, "Y1": 0.6602, "X2": 0.35921, "Y2": 0.66, "X3": 0.35789, "Y3": 0.6768, "X4": 0.12763, "Y4": 0.6758, "page": 0, "Index": 89}, {"Word": "(Freon", "Confidence": 0.757, "X1": 0.36447, "Y1": 0.6592, "X2": 0.43026, "Y2": 0.659, "X3": 0.42895, "Y3": 0.6778, "X4": 0.36316, "Y4": 0.6768, "page": 0, "Index": 90}, {"Word": "11)", "Confidence": 0.944, "X1": 0.43947, "Y1": 0.6592, "X2": 0.47237, "Y2": 0.659, "X3": 0.47105, "Y3": 0.6778, "X4": 0.43816, "Y4": 0.6778, "page": 0, "Index": 91}, {"Word": "1,702,382", "Confidence": 0.951, "X1": 0.68158, "Y1": 0.6612, "X2": 0.775, "Y2": 0.661, "X3": 0.775, "Y3": 0.6758, "X4": 0.68158, "Y4": 0.6758, "page": 0, "Index": 92}, {"Word": "Propylene", "Confidence": 0.991, "X1": 0.12895, "Y1": 0.6832, "X2": 0.22632, "Y2": 0.683, "X3": 0.22632, "Y3": 0.6998, "X4": 0.12763, "Y4": 0.6998, "page": 0, "Index": 93}, {"Word": "glycol", "Confidence": 0.61, "X1": 0.23158, "Y1": 0.6832, "X2": 0.29737, "Y2": 0.683, "X3": 0.29605, "Y3": 0.6998, "X4": 0.23026, "Y4": 0.6998, "page": 0, "Index": 94}, {"Word": "3,159,512", "Confidence": 0.934, "X1": 0.68289, "Y1": 0.6852, "X2": 0.775, "Y2": 0.685, "X3": 0.77368, "Y3": 0.6998, "X4": 0.68158, "Y4": 0.6988, "page": 0, "Index": 95}, {"Word": "The", "Confidence": 0.995, "X1": 0.18158, "Y1": 0.7192, "X2": 0.21579, "Y2": 0.719, "X3": 0.21447, "Y3": 0.7368, "X4": 0.18026, "Y4": 0.7368, "page": 0, "Index": 96}, {"Word": "following", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.7202, "X2": 0.31842, "Y2": 0.72, "X3": 0.31842, "Y3": 0.7378, "X4": 0.22105, "Y4": 0.7368, "page": 0, "Index": 97}, {"Word": "is", "Confidence": 0.998, "X1": 0.325, "Y1": 0.7202, "X2": 0.34868, "Y2": 0.72, "X3": 0.34868, "Y3": 0.7378, "X4": 0.325, "Y4": 0.7378, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.35526, "Y1": 0.7202, "X2": 0.38947, "Y2": 0.72, "X3": 0.38947, "Y3": 0.7378, "X4": 0.35526, "Y4": 0.7378, "page": 0, "Index": 99}, {"Word": "annual", "Confidence": 0.993, "X1": 0.39605, "Y1": 0.7212, "X2": 0.46184, "Y2": 0.721, "X3": 0.46184, "Y3": 0.7388, "X4": 0.39605, "Y4": 0.7378, "page": 0, "Index": 100}, {"Word": "usage", "Confidence": 0.997, "X1": 0.46711, "Y1": 0.7212, "X2": 0.52368, "Y2": 0.721, "X3": 0.52368, "Y3": 0.7388, "X4": 0.46711, "Y4": 0.7388, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.52763, "Y1": 0.7212, "X2": 0.55263, "Y2": 0.721, "X3": 0.55263, "Y3": 0.7388, "X4": 0.52763, "Y4": 0.7388, "page": 0, "Index": 102}, {"Word": "components", "Confidence": 0.961, "X1": 0.55921, "Y1": 0.7222, "X2": 0.66447, "Y2": 0.722, "X3": 0.66579, "Y3": 0.7388, "X4": 0.55921, "Y4": 0.7388, "page": 0, "Index": 103}, {"Word": "used", "Confidence": 0.988, "X1": 0.67105, "Y1": 0.7222, "X2": 0.71447, "Y2": 0.722, "X3": 0.71579, "Y3": 0.7388, "X4": 0.67105, "Y4": 0.7388, "page": 0, "Index": 104}, {"Word": "as", "Confidence": 0.998, "X1": 0.72105, "Y1": 0.7222, "X2": 0.74474, "Y2": 0.722, "X3": 0.74605, "Y3": 0.7388, "X4": 0.72105, "Y4": 0.7388, "page": 0, "Index": 105}, {"Word": "top", "Confidence": 0.998, "X1": 0.75132, "Y1": 0.7222, "X2": 0.78684, "Y2": 0.722, "X3": 0.78816, "Y3": 0.7388, "X4": 0.75263, "Y4": 0.7388, "page": 0, "Index": 106}, {"Word": "dressings:", "Confidence": 0.989, "X1": 0.79211, "Y1": 0.7222, "X2": 0.89737, "Y2": 0.722, "X3": 0.89737, "Y3": 0.7388, "X4": 0.79342, "Y4": 0.7388, "page": 0, "Index": 107}, {"Word": "Component", "Confidence": 0.192, "X1": 0.17105, "Y1": 0.7522, "X2": 0.26842, "Y2": 0.752, "X3": 0.26711, "Y3": 0.7678, "X4": 0.17105, "Y4": 0.7688, "page": 0, "Index": 108}, {"Word": "Annual", "Confidence": 0.7, "X1": 0.63158, "Y1": 0.7522, "X2": 0.69605, "Y2": 0.752, "X3": 0.69474, "Y3": 0.7678, "X4": 0.63026, "Y4": 0.7678, "page": 0, "Index": 109}, {"Word": "Usage", "Confidence": 0.658, "X1": 0.7, "Y1": 0.7522, "X2": 0.75658, "Y2": 0.752, "X3": 0.75658, "Y3": 0.7678, "X4": 0.7, "Y4": 0.7678, "page": 0, "Index": 110}, {"Word": "(pounds)", "Confidence": 0.995, "X1": 0.76579, "Y1": 0.7512, "X2": 0.85, "Y2": 0.751, "X3": 0.84868, "Y3": 0.7678, "X4": 0.76447, "Y4": 0.7678, "page": 0, "Index": 111}, {"Word": "Menthol", "Confidence": 0.786, "X1": 0.12763, "Y1": 0.7802, "X2": 0.20526, "Y2": 0.78, "X3": 0.20526, "Y3": 0.7968, "X4": 0.12632, "Y4": 0.7958, "page": 0, "Index": 112}, {"Word": "721,245", "Confidence": 0.886, "X1": 0.70526, "Y1": 0.7822, "X2": 0.77763, "Y2": 0.782, "X3": 0.77632, "Y3": 0.7978, "X4": 0.70395, "Y4": 0.7968, "page": 0, "Index": 113}, {"Word": "Propylene", "Confidence": 0.991, "X1": 0.12763, "Y1": 0.8042, "X2": 0.225, "Y2": 0.804, "X3": 0.225, "Y3": 0.8208, "X4": 0.12763, "Y4": 0.8208, "page": 0, "Index": 114}, {"Word": "glycol", "Confidence": 0.908, "X1": 0.23289, "Y1": 0.8042, "X2": 0.29737, "Y2": 0.804, "X3": 0.29737, "Y3": 0.8198, "X4": 0.23289, "Y4": 0.8208, "page": 0, "Index": 115}, {"Word": "2,012,552", "Confidence": 0.955, "X1": 0.68289, "Y1": 0.8042, "X2": 0.77763, "Y2": 0.804, "X3": 0.77763, "Y3": 0.8208, "X4": 0.68289, "Y4": 0.8208, "page": 0, "Index": 116}, {"Word": "Hazelnut", "Confidence": 0.951, "X1": 0.12895, "Y1": 0.8262, "X2": 0.21579, "Y2": 0.826, "X3": 0.21447, "Y3": 0.8428, "X4": 0.12895, "Y4": 0.8438, "page": 0, "Index": 117}, {"Word": "G3528829", "Confidence": 0.994, "X1": 0.21974, "Y1": 0.8262, "X2": 0.30789, "Y2": 0.826, "X3": 0.30789, "Y3": 0.8418, "X4": 0.21974, "Y4": 0.8428, "page": 0, "Index": 118}, {"Word": "12,380", "Confidence": 0.958, "X1": 0.71316, "Y1": 0.8272, "X2": 0.77763, "Y2": 0.827, "X3": 0.77763, "Y3": 0.8428, "X4": 0.71316, "Y4": 0.8428, "page": 0, "Index": 119}, {"Word": "51553", "Confidence": 0.994, "X1": 0.97368, "Y1": 0.8572, "X2": 0.97105, "Y2": 0.857, "X3": 0.95263, "Y3": 0.8568, "X4": 0.95263, "Y4": 0.8128, "page": 0, "Index": 120}, {"Word": "Specially", "Confidence": 0.967, "X1": 0.12895, "Y1": 0.8492, "X2": 0.22368, "Y2": 0.849, "X3": 0.22368, "Y3": 0.8658, "X4": 0.12895, "Y4": 0.8668, "page": 0, "Index": 121}, {"Word": "denatured", "Confidence": 0.991, "X1": 0.23026, "Y1": 0.8492, "X2": 0.32895, "Y2": 0.849, "X3": 0.32895, "Y3": 0.8658, "X4": 0.23026, "Y4": 0.8658, "page": 0, "Index": 122}, {"Word": "alcohol", "Confidence": 0.643, "X1": 0.33421, "Y1": 0.8492, "X2": 0.41053, "Y2": 0.849, "X3": 0.41053, "Y3": 0.8658, "X4": 0.33421, "Y4": 0.8658, "page": 0, "Index": 123}, {"Word": "No.", "Confidence": 0.998, "X1": 0.41579, "Y1": 0.8492, "X2": 0.45263, "Y2": 0.849, "X3": 0.45395, "Y3": 0.8658, "X4": 0.41579, "Y4": 0.8658, "page": 0, "Index": 124}, {"Word": "4", "Confidence": 0.995, "X1": 0.45789, "Y1": 0.8492, "X2": 0.47105, "Y2": 0.849, "X3": 0.47105, "Y3": 0.8658, "X4": 0.45789, "Y4": 0.8658, "page": 0, "Index": 125}, {"Word": "5,170", "Confidence": 0.955, "X1": 0.725, "Y1": 0.8512, "X2": 0.77763, "Y2": 0.851, "X3": 0.77763, "Y3": 0.8658, "X4": 0.72368, "Y4": 0.8648, "page": 0, "Index": 126}, {"Word": "Frutarom", "Confidence": 0.955, "X1": 0.12895, "Y1": 0.8722, "X2": 0.21316, "Y2": 0.872, "X3": 0.21184, "Y3": 0.8878, "X4": 0.12763, "Y4": 0.8888, "page": 0, "Index": 127}, {"Word": "36.220", "Confidence": 0.995, "X1": 0.22237, "Y1": 0.8722, "X2": 0.28684, "Y2": 0.872, "X3": 0.28553, "Y3": 0.8878, "X4": 0.22237, "Y4": 0.8878, "page": 0, "Index": 128}, {"Word": "1,924", "Confidence": 0.991, "X1": 0.72368, "Y1": 0.8732, "X2": 0.77763, "Y2": 0.873, "X3": 0.77895, "Y3": 0.8888, "X4": 0.72368, "Y4": 0.8888, "page": 0, "Index": 129}, {"Word": "6443", "Confidence": 0.991, "X1": 0.97105, "Y1": 0.9022, "X2": 0.96974, "Y2": 0.902, "X3": 0.95132, "Y3": 0.9028, "X4": 0.95263, "Y4": 0.8658, "page": 0, "Index": 130}, {"Word": "Tobacco", "Confidence": 0.976, "X1": 0.12895, "Y1": 0.8952, "X2": 0.20526, "Y2": 0.895, "X3": 0.20526, "Y3": 0.9108, "X4": 0.12763, "Y4": 0.9118, "page": 0, "Index": 131}, {"Word": "flavor", "Confidence": 0.997, "X1": 0.21447, "Y1": 0.8952, "X2": 0.27763, "Y2": 0.895, "X3": 0.27763, "Y3": 0.9108, "X4": 0.21447, "Y4": 0.9108, "page": 0, "Index": 132}, {"Word": "302.589", "Confidence": 0.994, "X1": 0.28684, "Y1": 0.8952, "X2": 0.36053, "Y2": 0.895, "X3": 0.36053, "Y3": 0.9108, "X4": 0.28684, "Y4": 0.9108, "page": 0, "Index": 133}, {"Word": "&", "Confidence": 0.992, "X1": 0.36711, "Y1": 0.8952, "X2": 0.38026, "Y2": 0.895, "X3": 0.38026, "Y3": 0.9108, "X4": 0.36711, "Y4": 0.9108, "page": 0, "Index": 134}, {"Word": "52.644", "Confidence": 0.997, "X1": 0.38947, "Y1": 0.8942, "X2": 0.45526, "Y2": 0.894, "X3": 0.45526, "Y3": 0.9108, "X4": 0.38947, "Y4": 0.9108, "page": 0, "Index": 135}, {"Word": "2,303", "Confidence": 0.97, "X1": 0.725, "Y1": 0.8962, "X2": 0.77763, "Y2": 0.896, "X3": 0.77895, "Y3": 0.9118, "X4": 0.725, "Y4": 0.9118, "page": 0, "Index": 136}]}
|
"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"
|
ffnb0024
| 0 |
{"lines_data": [{"Word": "Bob", "Confidence": 0.522, "X1": 0.84948, "Y1": 0.0252, "X2": 0.95942, "Y2": 0.025, "X3": 0.95812, "Y3": 0.0558, "X4": 0.84948, "Y4": 0.0538, "page": 0}, {"Word": "RR Interoffice", "Confidence": 0.836, "X1": 0.25524, "Y1": 0.1152, "X2": 0.53796, "Y2": 0.115, "X3": 0.53796, "Y3": 0.1298, "X4": 0.25524, "Y4": 0.1288, "page": 0}, {"Word": "Memorandum", "Confidence": 0.798, "X1": 0.56283, "Y1": 0.1162, "X2": 0.76832, "Y2": 0.116, "X3": 0.76832, "Y3": 0.1308, "X4": 0.56283, "Y4": 0.1298, "page": 0}, {"Word": "Subject: List of Additives used in", "Confidence": 0.97783, "X1": 0.12042, "Y1": 0.1892, "X2": 0.48691, "Y2": 0.189, "X3": 0.48691, "Y3": 0.2068, "X4": 0.12042, "Y4": 0.2078, "page": 0}, {"Word": "Date: May 10, 1985", "Confidence": 0.92625, "X1": 0.6178, "Y1": 0.1902, "X2": 0.81545, "Y2": 0.19, "X3": 0.81545, "Y3": 0.2068, "X4": 0.6178, "Y4": 0.2068, "page": 0}, {"Word": "Cigarette Products", "Confidence": 0.947, "X1": 0.22644, "Y1": 0.2052, "X2": 0.41099, "Y2": 0.205, "X3": 0.41099, "Y3": 0.2208, "X4": 0.22644, "Y4": 0.2208, "page": 0}, {"Word": "To: Ms. Suzame Jowdy", "Confidence": 0.7535, "X1": 0.17408, "Y1": 0.2652, "X2": 0.40314, "Y2": 0.265, "X3": 0.40314, "Y3": 0.2818, "X4": 0.17408, "Y4": 0.2818, "page": 0}, {"Word": "From: Robert L. Suber", "Confidence": 0.919, "X1": 0.6178, "Y1": 0.2652, "X2": 0.84555, "Y2": 0.265, "X3": 0.84555, "Y3": 0.2808, "X4": 0.6178, "Y4": 0.2818, "page": 0}, {"Word": "Attached is a list of additives used in cigarettes with the annual usage", "Confidence": 0.98392, "X1": 0.17408, "Y1": 0.3252, "X2": 0.91492, "Y2": 0.325, "X3": 0.91492, "Y3": 0.3408, "X4": 0.17408, "Y4": 0.3398, "page": 0}, {"Word": "rate in pounds of additive. Several proprietary numbers have been corrected", "Confidence": 0.90282, "X1": 0.12304, "Y1": 0.3412, "X2": 0.91754, "Y2": 0.341, "X3": 0.91754, "Y3": 0.3558, "X4": 0.12304, "Y4": 0.3558, "page": 0}, {"Word": "from the earlier list.", "Confidence": 0.91075, "X1": 0.12435, "Y1": 0.3552, "X2": 0.35079, "Y2": 0.355, "X3": 0.35079, "Y3": 0.3698, "X4": 0.12435, "Y4": 0.3688, "page": 0}, {"Word": "There are several discrepancies between this list and the List furnished", "Confidence": 0.96718, "X1": 0.17408, "Y1": 0.3842, "X2": 0.92016, "Y2": 0.384, "X3": 0.92016, "Y3": 0.3998, "X4": 0.17408, "Y4": 0.4008, "page": 0}, {"Word": "by Dr. Brian Lawrence. Dr. Lawrence listed several flavors as being in cer-", "Confidence": 0.97585, "X1": 0.12304, "Y1": 0.3992, "X2": 0.91885, "Y2": 0.399, "X3": 0.91885, "Y3": 0.4148, "X4": 0.12304, "Y4": 0.4148, "page": 0}, {"Word": "tain products; however, the Flavor Mixing Department in cur manufacturing", "Confidence": 0.9459, "X1": 0.12435, "Y1": 0.4152, "X2": 0.91623, "Y2": 0.415, "X3": 0.91623, "Y3": 0.4298, "X4": 0.12435, "Y4": 0.4298, "page": 0}, {"Word": "facilities does not have these items in inventory. We are trying to find the", "Confidence": 0.98836, "X1": 0.12435, "Y1": 0.4292, "X2": 0.91885, "Y2": 0.429, "X3": 0.91885, "Y3": 0.4458, "X4": 0.12435, "Y4": 0.4448, "page": 0}, {"Word": "source of these discrepancies.", "Confidence": 0.98575, "X1": 0.12173, "Y1": 0.4442, "X2": 0.43325, "Y2": 0.444, "X3": 0.43325, "Y3": 0.4598, "X4": 0.12173, "Y4": 0.4598, "page": 0}, {"Word": "R28", "Confidence": 0.75, "X1": 0.68717, "Y1": 0.4972, "X2": 0.78272, "Y2": 0.497, "X3": 0.78272, "Y3": 0.5358, "X4": 0.68717, "Y4": 0.5388, "page": 0}, {"Word": "1 tv", "Confidence": 0.411, "X1": 0.12304, "Y1": 0.5472, "X2": 0.16361, "Y2": 0.547, "X3": 0.1623, "Y3": 0.5638, "X4": 0.12304, "Y4": 0.5648, "page": 0}, {"Word": "Attachment", "Confidence": 0.81, "X1": 0.12304, "Y1": 0.5772, "X2": 0.23429, "Y2": 0.577, "X3": 0.23429, "Y3": 0.5928, "X4": 0.12304, "Y4": 0.5928, "page": 0}, {"Word": "Xc: Dr. A. W. Hayes", "Confidence": 0.9646, "X1": 0.12435, "Y1": 0.6082, "X2": 0.33115, "Y2": 0.608, "X3": 0.33115, "Y3": 0.6228, "X4": 0.12435, "Y4": 0.6238, "page": 0}, {"Word": "Mr. W. W. Juchatz", "Confidence": 0.99625, "X1": 0.1767, "Y1": 0.6222, "X2": 0.35602, "Y2": 0.622, "X3": 0.35602, "Y3": 0.6378, "X4": 0.1767, "Y4": 0.6358, "page": 0}, {"Word": "51553 6442", "Confidence": 0.985, "X1": 0.9856, "Y1": 0.8932, "X2": 0.98822, "Y2": 0.893, "X3": 0.96859, "Y3": 0.8938, "X4": 0.96597, "Y4": 0.7998, "page": 0}], "words_data": [{"Word": "Bob", "Confidence": 0.522, "X1": 0.86649, "Y1": 0.0252, "X2": 0.9411, "Y2": 0.025, "X3": 0.9411, "Y3": 0.0558, "X4": 0.86649, "Y4": 0.0558, "page": 0, "Index": 0}, {"Word": "RR", "Confidence": 0.68, "X1": 0.25785, "Y1": 0.1152, "X2": 0.28796, "Y2": 0.115, "X3": 0.28796, "Y3": 0.1288, "X4": 0.25654, "Y4": 0.1298, "page": 0, "Index": 1}, {"Word": "Interoffice", "Confidence": 0.992, "X1": 0.31675, "Y1": 0.1162, "X2": 0.5301, "Y2": 0.116, "X3": 0.5288, "Y3": 0.1298, "X4": 0.31675, "Y4": 0.1288, "page": 0, "Index": 2}, {"Word": "Memorandum", "Confidence": 0.798, "X1": 0.56545, "Y1": 0.1172, "X2": 0.75916, "Y2": 0.117, "X3": 0.75916, "Y3": 0.1308, "X4": 0.56545, "Y4": 0.1308, "page": 0, "Index": 3}, {"Word": "Subject:", "Confidence": 0.926, "X1": 0.12304, "Y1": 0.1902, "X2": 0.21073, "Y2": 0.19, "X3": 0.21073, "Y3": 0.2068, "X4": 0.12173, "Y4": 0.2088, "page": 0, "Index": 4}, {"Word": "List", "Confidence": 0.982, "X1": 0.22644, "Y1": 0.1902, "X2": 0.26963, "Y2": 0.19, "X3": 0.26832, "Y3": 0.2068, "X4": 0.22513, "Y4": 0.2068, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.997, "X1": 0.27618, "Y1": 0.1902, "X2": 0.30105, "Y2": 0.19, "X3": 0.30105, "Y3": 0.2058, "X4": 0.27487, "Y4": 0.2068, "page": 0, "Index": 6}, {"Word": "Additives", "Confidence": 0.981, "X1": 0.30628, "Y1": 0.1902, "X2": 0.40183, "Y2": 0.19, "X3": 0.40052, "Y3": 0.2068, "X4": 0.30497, "Y4": 0.2058, "page": 0, "Index": 7}, {"Word": "used", "Confidence": 0.987, "X1": 0.40838, "Y1": 0.1902, "X2": 0.45288, "Y2": 0.19, "X3": 0.45157, "Y3": 0.2068, "X4": 0.40707, "Y4": 0.2068, "page": 0, "Index": 8}, {"Word": "in", "Confidence": 0.994, "X1": 0.45942, "Y1": 0.1912, "X2": 0.48298, "Y2": 0.191, "X3": 0.48298, "Y3": 0.2068, "X4": 0.45942, "Y4": 0.2068, "page": 0, "Index": 9}, {"Word": "Date:", "Confidence": 0.768, "X1": 0.61911, "Y1": 0.1912, "X2": 0.67539, "Y2": 0.191, "X3": 0.67408, "Y3": 0.2068, "X4": 0.61911, "Y4": 0.2078, "page": 0, "Index": 10}, {"Word": "May", "Confidence": 0.992, "X1": 0.68717, "Y1": 0.1912, "X2": 0.72382, "Y2": 0.191, "X3": 0.72382, "Y3": 0.2068, "X4": 0.68717, "Y4": 0.2068, "page": 0, "Index": 11}, {"Word": "10,", "Confidence": 0.958, "X1": 0.73037, "Y1": 0.1912, "X2": 0.76571, "Y2": 0.191, "X3": 0.7644, "Y3": 0.2068, "X4": 0.73037, "Y4": 0.2068, "page": 0, "Index": 12}, {"Word": "1985", "Confidence": 0.987, "X1": 0.76963, "Y1": 0.1912, "X2": 0.81414, "Y2": 0.191, "X3": 0.81414, "Y3": 0.2068, "X4": 0.76963, "Y4": 0.2068, "page": 0, "Index": 13}, {"Word": "Cigarette", "Confidence": 0.993, "X1": 0.22644, "Y1": 0.2062, "X2": 0.31937, "Y2": 0.206, "X3": 0.31937, "Y3": 0.2218, "X4": 0.22644, "Y4": 0.2218, "page": 0, "Index": 14}, {"Word": "Products", "Confidence": 0.901, "X1": 0.32592, "Y1": 0.2062, "X2": 0.41099, "Y2": 0.206, "X3": 0.40969, "Y3": 0.2208, "X4": 0.32592, "Y4": 0.2218, "page": 0, "Index": 15}, {"Word": "To:", "Confidence": 0.812, "X1": 0.17801, "Y1": 0.2662, "X2": 0.21073, "Y2": 0.266, "X3": 0.21073, "Y3": 0.2818, "X4": 0.1767, "Y4": 0.2818, "page": 0, "Index": 16}, {"Word": "Ms.", "Confidence": 0.994, "X1": 0.22513, "Y1": 0.2662, "X2": 0.26047, "Y2": 0.266, "X3": 0.26047, "Y3": 0.2808, "X4": 0.22382, "Y4": 0.2818, "page": 0, "Index": 17}, {"Word": "Suzame", "Confidence": 0.217, "X1": 0.26571, "Y1": 0.2662, "X2": 0.34162, "Y2": 0.266, "X3": 0.34031, "Y3": 0.2818, "X4": 0.2644, "Y4": 0.2808, "page": 0, "Index": 18}, {"Word": "Jowdy", "Confidence": 0.991, "X1": 0.34686, "Y1": 0.2662, "X2": 0.40183, "Y2": 0.266, "X3": 0.40052, "Y3": 0.2828, "X4": 0.34555, "Y4": 0.2818, "page": 0, "Index": 19}, {"Word": "From:", "Confidence": 0.863, "X1": 0.62042, "Y1": 0.2662, "X2": 0.6767, "Y2": 0.266, "X3": 0.67539, "Y3": 0.2818, "X4": 0.61911, "Y4": 0.2818, "page": 0, "Index": 20}, {"Word": "Robert", "Confidence": 0.846, "X1": 0.6911, "Y1": 0.2662, "X2": 0.75393, "Y2": 0.266, "X3": 0.75393, "Y3": 0.2818, "X4": 0.68979, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "L.", "Confidence": 0.97, "X1": 0.75785, "Y1": 0.2662, "X2": 0.78534, "Y2": 0.266, "X3": 0.78534, "Y3": 0.2818, "X4": 0.75785, "Y4": 0.2818, "page": 0, "Index": 22}, {"Word": "Suber", "Confidence": 0.997, "X1": 0.79058, "Y1": 0.2662, "X2": 0.84293, "Y2": 0.266, "X3": 0.84293, "Y3": 0.2818, "X4": 0.78927, "Y4": 0.2818, "page": 0, "Index": 23}, {"Word": "Attached", "Confidence": 0.997, "X1": 0.17801, "Y1": 0.3252, "X2": 0.26047, "Y2": 0.325, "X3": 0.26047, "Y3": 0.3398, "X4": 0.17801, "Y4": 0.3398, "page": 0, "Index": 24}, {"Word": "is", "Confidence": 0.995, "X1": 0.26963, "Y1": 0.3252, "X2": 0.29319, "Y2": 0.325, "X3": 0.29188, "Y3": 0.3398, "X4": 0.26832, "Y4": 0.3398, "page": 0, "Index": 25}, {"Word": "a", "Confidence": 0.991, "X1": 0.30105, "Y1": 0.3252, "X2": 0.31414, "Y2": 0.325, "X3": 0.31414, "Y3": 0.3408, "X4": 0.30105, "Y4": 0.3398, "page": 0, "Index": 26}, {"Word": "list", "Confidence": 0.991, "X1": 0.32199, "Y1": 0.3252, "X2": 0.36518, "Y2": 0.325, "X3": 0.36518, "Y3": 0.3408, "X4": 0.32199, "Y4": 0.3408, "page": 0, "Index": 27}, {"Word": "of", "Confidence": 0.997, "X1": 0.37304, "Y1": 0.3252, "X2": 0.39791, "Y2": 0.325, "X3": 0.3966, "Y3": 0.3408, "X4": 0.37304, "Y4": 0.3408, "page": 0, "Index": 28}, {"Word": "additives", "Confidence": 0.988, "X1": 0.40576, "Y1": 0.3252, "X2": 0.49869, "Y2": 0.325, "X3": 0.49869, "Y3": 0.3408, "X4": 0.40576, "Y4": 0.3408, "page": 0, "Index": 29}, {"Word": "used", "Confidence": 0.989, "X1": 0.50785, "Y1": 0.3252, "X2": 0.54974, "Y2": 0.325, "X3": 0.54974, "Y3": 0.3408, "X4": 0.50785, "Y4": 0.3408, "page": 0, "Index": 30}, {"Word": "in", "Confidence": 0.995, "X1": 0.5589, "Y1": 0.3252, "X2": 0.58246, "Y2": 0.325, "X3": 0.58246, "Y3": 0.3408, "X4": 0.55759, "Y4": 0.3408, "page": 0, "Index": 31}, {"Word": "cigarettes", "Confidence": 0.884, "X1": 0.59031, "Y1": 0.3252, "X2": 0.69503, "Y2": 0.325, "X3": 0.69503, "Y3": 0.3408, "X4": 0.59031, "Y4": 0.3408, "page": 0, "Index": 32}, {"Word": "with", "Confidence": 0.991, "X1": 0.70288, "Y1": 0.3252, "X2": 0.74346, "Y2": 0.325, "X3": 0.74346, "Y3": 0.3408, "X4": 0.70288, "Y4": 0.3408, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.983, "X1": 0.75131, "Y1": 0.3262, "X2": 0.78534, "Y2": 0.326, "X3": 0.78534, "Y3": 0.3408, "X4": 0.75131, "Y4": 0.3408, "page": 0, "Index": 34}, {"Word": "annual", "Confidence": 0.995, "X1": 0.7945, "Y1": 0.3262, "X2": 0.85602, "Y2": 0.326, "X3": 0.85602, "Y3": 0.3408, "X4": 0.7945, "Y4": 0.3408, "page": 0, "Index": 35}, {"Word": "usage", "Confidence": 0.995, "X1": 0.86387, "Y1": 0.3262, "X2": 0.91492, "Y2": 0.326, "X3": 0.91492, "Y3": 0.3408, "X4": 0.86387, "Y4": 0.3408, "page": 0, "Index": 36}, {"Word": "rate", "Confidence": 0.9, "X1": 0.12435, "Y1": 0.3412, "X2": 0.16623, "Y2": 0.341, "X3": 0.16623, "Y3": 0.3558, "X4": 0.12435, "Y4": 0.3548, "page": 0, "Index": 37}, {"Word": "in", "Confidence": 0.939, "X1": 0.17932, "Y1": 0.3412, "X2": 0.20026, "Y2": 0.341, "X3": 0.19895, "Y3": 0.3558, "X4": 0.17801, "Y4": 0.3558, "page": 0, "Index": 38}, {"Word": "pounds", "Confidence": 0.997, "X1": 0.20942, "Y1": 0.3412, "X2": 0.27356, "Y2": 0.341, "X3": 0.27356, "Y3": 0.3558, "X4": 0.20942, "Y4": 0.3558, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.993, "X1": 0.28272, "Y1": 0.3412, "X2": 0.30759, "Y2": 0.341, "X3": 0.30628, "Y3": 0.3558, "X4": 0.28141, "Y4": 0.3558, "page": 0, "Index": 40}, {"Word": "additive.", "Confidence": 0.99, "X1": 0.31545, "Y1": 0.3412, "X2": 0.40969, "Y2": 0.341, "X3": 0.40838, "Y3": 0.3568, "X4": 0.31545, "Y4": 0.3558, "page": 0, "Index": 41}, {"Word": "Several", "Confidence": 0.971, "X1": 0.42932, "Y1": 0.3412, "X2": 0.50262, "Y2": 0.341, "X3": 0.50262, "Y3": 0.3568, "X4": 0.42932, "Y4": 0.3568, "page": 0, "Index": 42}, {"Word": "proprietary", "Confidence": 0.993, "X1": 0.51047, "Y1": 0.3412, "X2": 0.62565, "Y2": 0.341, "X3": 0.62435, "Y3": 0.3568, "X4": 0.51047, "Y4": 0.3568, "page": 0, "Index": 43}, {"Word": "numbers", "Confidence": 0.238, "X1": 0.63482, "Y1": 0.3412, "X2": 0.70812, "Y2": 0.341, "X3": 0.70812, "Y3": 0.3568, "X4": 0.63482, "Y4": 0.3568, "page": 0, "Index": 44}, {"Word": "have", "Confidence": 0.991, "X1": 0.71466, "Y1": 0.3412, "X2": 0.76047, "Y2": 0.341, "X3": 0.75916, "Y3": 0.3568, "X4": 0.71466, "Y4": 0.3568, "page": 0, "Index": 45}, {"Word": "been", "Confidence": 0.987, "X1": 0.76832, "Y1": 0.3422, "X2": 0.81152, "Y2": 0.342, "X3": 0.81152, "Y3": 0.3558, "X4": 0.76702, "Y4": 0.3568, "page": 0, "Index": 46}, {"Word": "corrected", "Confidence": 0.932, "X1": 0.82068, "Y1": 0.3422, "X2": 0.91361, "Y2": 0.342, "X3": 0.91361, "Y3": 0.3558, "X4": 0.82068, "Y4": 0.3558, "page": 0, "Index": 47}, {"Word": "from", "Confidence": 0.663, "X1": 0.12565, "Y1": 0.3552, "X2": 0.16623, "Y2": 0.355, "X3": 0.16492, "Y3": 0.3698, "X4": 0.12435, "Y4": 0.3698, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.1767, "Y1": 0.3562, "X2": 0.20942, "Y2": 0.356, "X3": 0.20812, "Y3": 0.3698, "X4": 0.17539, "Y4": 0.3698, "page": 0, "Index": 49}, {"Word": "earlier", "Confidence": 0.991, "X1": 0.21728, "Y1": 0.3562, "X2": 0.28927, "Y2": 0.356, "X3": 0.28927, "Y3": 0.3698, "X4": 0.21597, "Y4": 0.3698, "page": 0, "Index": 50}, {"Word": "list.", "Confidence": 0.991, "X1": 0.29843, "Y1": 0.3552, "X2": 0.35079, "Y2": 0.355, "X3": 0.35079, "Y3": 0.3698, "X4": 0.29843, "Y4": 0.3698, "page": 0, "Index": 51}, {"Word": "There", "Confidence": 0.998, "X1": 0.17801, "Y1": 0.3862, "X2": 0.23298, "Y2": 0.386, "X3": 0.23168, "Y3": 0.4008, "X4": 0.17801, "Y4": 0.3998, "page": 0, "Index": 52}, {"Word": "are", "Confidence": 0.999, "X1": 0.23822, "Y1": 0.3862, "X2": 0.27356, "Y2": 0.386, "X3": 0.27356, "Y3": 0.4008, "X4": 0.23822, "Y4": 0.4008, "page": 0, "Index": 53}, {"Word": "several", "Confidence": 0.993, "X1": 0.28272, "Y1": 0.3852, "X2": 0.3534, "Y2": 0.385, "X3": 0.35209, "Y3": 0.4008, "X4": 0.28141, "Y4": 0.4008, "page": 0, "Index": 54}, {"Word": "discrepancies", "Confidence": 0.993, "X1": 0.36126, "Y1": 0.3852, "X2": 0.49869, "Y2": 0.385, "X3": 0.49869, "Y3": 0.4008, "X4": 0.36126, "Y4": 0.4008, "page": 0, "Index": 55}, {"Word": "between", "Confidence": 0.997, "X1": 0.50654, "Y1": 0.3852, "X2": 0.57853, "Y2": 0.385, "X3": 0.57723, "Y3": 0.4008, "X4": 0.50654, "Y4": 0.4008, "page": 0, "Index": 56}, {"Word": "this", "Confidence": 0.992, "X1": 0.58639, "Y1": 0.3852, "X2": 0.63089, "Y2": 0.385, "X3": 0.62958, "Y3": 0.4008, "X4": 0.58639, "Y4": 0.4008, "page": 0, "Index": 57}, {"Word": "list", "Confidence": 0.987, "X1": 0.63874, "Y1": 0.3852, "X2": 0.68194, "Y2": 0.385, "X3": 0.68194, "Y3": 0.4008, "X4": 0.63874, "Y4": 0.4008, "page": 0, "Index": 58}, {"Word": "and", "Confidence": 0.997, "X1": 0.6911, "Y1": 0.3852, "X2": 0.72382, "Y2": 0.385, "X3": 0.72251, "Y3": 0.4008, "X4": 0.6911, "Y4": 0.4008, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.997, "X1": 0.72906, "Y1": 0.3852, "X2": 0.7644, "Y2": 0.385, "X3": 0.7644, "Y3": 0.4008, "X4": 0.72906, "Y4": 0.4008, "page": 0, "Index": 60}, {"Word": "List", "Confidence": 0.977, "X1": 0.77356, "Y1": 0.3852, "X2": 0.81414, "Y2": 0.385, "X3": 0.81414, "Y3": 0.4008, "X4": 0.77225, "Y4": 0.4008, "page": 0, "Index": 61}, {"Word": "furnished", "Confidence": 0.709, "X1": 0.8233, "Y1": 0.3852, "X2": 0.91885, "Y2": 0.385, "X3": 0.91754, "Y3": 0.4008, "X4": 0.82199, "Y4": 0.4008, "page": 0, "Index": 62}, {"Word": "by", "Confidence": 0.992, "X1": 0.12435, "Y1": 0.4002, "X2": 0.14791, "Y2": 0.4, "X3": 0.1466, "Y3": 0.4148, "X4": 0.12435, "Y4": 0.4148, "page": 0, "Index": 63}, {"Word": "Dr.", "Confidence": 0.993, "X1": 0.15576, "Y1": 0.4002, "X2": 0.18979, "Y2": 0.4, "X3": 0.18979, "Y3": 0.4148, "X4": 0.15445, "Y4": 0.4148, "page": 0, "Index": 64}, {"Word": "Brian", "Confidence": 0.996, "X1": 0.19764, "Y1": 0.4002, "X2": 0.25, "Y2": 0.4, "X3": 0.25, "Y3": 0.4148, "X4": 0.19764, "Y4": 0.4148, "page": 0, "Index": 65}, {"Word": "Lawrence.", "Confidence": 0.991, "X1": 0.25916, "Y1": 0.4012, "X2": 0.35471, "Y2": 0.401, "X3": 0.35471, "Y3": 0.4148, "X4": 0.25785, "Y4": 0.4148, "page": 0, "Index": 66}, {"Word": "Dr.", "Confidence": 0.955, "X1": 0.37173, "Y1": 0.4012, "X2": 0.40576, "Y2": 0.401, "X3": 0.40576, "Y3": 0.4148, "X4": 0.37042, "Y4": 0.4148, "page": 0, "Index": 67}, {"Word": "Lawrence", "Confidence": 0.991, "X1": 0.41492, "Y1": 0.4012, "X2": 0.49869, "Y2": 0.401, "X3": 0.49869, "Y3": 0.4148, "X4": 0.41492, "Y4": 0.4148, "page": 0, "Index": 68}, {"Word": "listed", "Confidence": 0.832, "X1": 0.50916, "Y1": 0.4012, "X2": 0.57068, "Y2": 0.401, "X3": 0.57068, "Y3": 0.4148, "X4": 0.50785, "Y4": 0.4148, "page": 0, "Index": 69}, {"Word": "several", "Confidence": 0.995, "X1": 0.58115, "Y1": 0.4012, "X2": 0.65314, "Y2": 0.401, "X3": 0.65314, "Y3": 0.4148, "X4": 0.58115, "Y4": 0.4148, "page": 0, "Index": 70}, {"Word": "flavors", "Confidence": 0.991, "X1": 0.66492, "Y1": 0.4012, "X2": 0.7356, "Y2": 0.401, "X3": 0.7356, "Y3": 0.4148, "X4": 0.66492, "Y4": 0.4148, "page": 0, "Index": 71}, {"Word": "as", "Confidence": 0.998, "X1": 0.74607, "Y1": 0.4012, "X2": 0.76832, "Y2": 0.401, "X3": 0.76832, "Y3": 0.4148, "X4": 0.74607, "Y4": 0.4148, "page": 0, "Index": 72}, {"Word": "being", "Confidence": 0.998, "X1": 0.77749, "Y1": 0.4012, "X2": 0.83115, "Y2": 0.401, "X3": 0.83115, "Y3": 0.4148, "X4": 0.77749, "Y4": 0.4148, "page": 0, "Index": 73}, {"Word": "in", "Confidence": 0.998, "X1": 0.84162, "Y1": 0.4012, "X2": 0.86257, "Y2": 0.401, "X3": 0.86126, "Y3": 0.4148, "X4": 0.84031, "Y4": 0.4148, "page": 0, "Index": 74}, {"Word": "cer-", "Confidence": 0.956, "X1": 0.87304, "Y1": 0.4012, "X2": 0.91623, "Y2": 0.401, "X3": 0.91623, "Y3": 0.4148, "X4": 0.87173, "Y4": 0.4148, "page": 0, "Index": 75}, {"Word": "tain", "Confidence": 0.991, "X1": 0.12565, "Y1": 0.4152, "X2": 0.16754, "Y2": 0.415, "X3": 0.16754, "Y3": 0.4298, "X4": 0.12565, "Y4": 0.4298, "page": 0, "Index": 76}, {"Word": "products;", "Confidence": 0.81, "X1": 0.18194, "Y1": 0.4152, "X2": 0.27618, "Y2": 0.415, "X3": 0.27618, "Y3": 0.4298, "X4": 0.18194, "Y4": 0.4298, "page": 0, "Index": 77}, {"Word": "however,", "Confidence": 0.991, "X1": 0.28796, "Y1": 0.4152, "X2": 0.37304, "Y2": 0.415, "X3": 0.37304, "Y3": 0.4298, "X4": 0.28796, "Y4": 0.4298, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.998, "X1": 0.38743, "Y1": 0.4152, "X2": 0.41885, "Y2": 0.415, "X3": 0.41885, "Y3": 0.4298, "X4": 0.38613, "Y4": 0.4298, "page": 0, "Index": 79}, {"Word": "Flavor", "Confidence": 0.955, "X1": 0.43325, "Y1": 0.4152, "X2": 0.49607, "Y2": 0.415, "X3": 0.49476, "Y3": 0.4298, "X4": 0.43325, "Y4": 0.4298, "page": 0, "Index": 80}, {"Word": "Mixing", "Confidence": 0.994, "X1": 0.50916, "Y1": 0.4152, "X2": 0.5733, "Y2": 0.415, "X3": 0.5733, "Y3": 0.4298, "X4": 0.50916, "Y4": 0.4298, "page": 0, "Index": 81}, {"Word": "Department", "Confidence": 0.905, "X1": 0.58377, "Y1": 0.4152, "X2": 0.6911, "Y2": 0.415, "X3": 0.6911, "Y3": 0.4298, "X4": 0.58377, "Y4": 0.4298, "page": 0, "Index": 82}, {"Word": "in", "Confidence": 0.991, "X1": 0.70157, "Y1": 0.4152, "X2": 0.72382, "Y2": 0.415, "X3": 0.72382, "Y3": 0.4298, "X4": 0.70157, "Y4": 0.4298, "page": 0, "Index": 83}, {"Word": "cur", "Confidence": 0.882, "X1": 0.7356, "Y1": 0.4152, "X2": 0.76963, "Y2": 0.415, "X3": 0.76832, "Y3": 0.4298, "X4": 0.7356, "Y4": 0.4298, "page": 0, "Index": 84}, {"Word": "manufacturing", "Confidence": 0.942, "X1": 0.78141, "Y1": 0.4162, "X2": 0.91492, "Y2": 0.416, "X3": 0.91361, "Y3": 0.4298, "X4": 0.78141, "Y4": 0.4298, "page": 0, "Index": 85}, {"Word": "facilities", "Confidence": 0.994, "X1": 0.12565, "Y1": 0.4292, "X2": 0.23037, "Y2": 0.429, "X3": 0.23037, "Y3": 0.4448, "X4": 0.12565, "Y4": 0.4438, "page": 0, "Index": 86}, {"Word": "does", "Confidence": 0.982, "X1": 0.23691, "Y1": 0.4292, "X2": 0.2801, "Y2": 0.429, "X3": 0.2801, "Y3": 0.4448, "X4": 0.23691, "Y4": 0.4448, "page": 0, "Index": 87}, {"Word": "not", "Confidence": 0.998, "X1": 0.28665, "Y1": 0.4292, "X2": 0.32068, "Y2": 0.429, "X3": 0.32068, "Y3": 0.4448, "X4": 0.28534, "Y4": 0.4448, "page": 0, "Index": 88}, {"Word": "have", "Confidence": 0.991, "X1": 0.32592, "Y1": 0.4302, "X2": 0.37173, "Y2": 0.43, "X3": 0.37173, "Y3": 0.4458, "X4": 0.32592, "Y4": 0.4448, "page": 0, "Index": 89}, {"Word": "these", "Confidence": 0.994, "X1": 0.37958, "Y1": 0.4302, "X2": 0.43325, "Y2": 0.43, "X3": 0.43325, "Y3": 0.4458, "X4": 0.37827, "Y4": 0.4458, "page": 0, "Index": 90}, {"Word": "items", "Confidence": 0.994, "X1": 0.4411, "Y1": 0.4302, "X2": 0.49738, "Y2": 0.43, "X3": 0.49738, "Y3": 0.4458, "X4": 0.4411, "Y4": 0.4458, "page": 0, "Index": 91}, {"Word": "in", "Confidence": 0.998, "X1": 0.50393, "Y1": 0.4302, "X2": 0.52618, "Y2": 0.43, "X3": 0.52618, "Y3": 0.4458, "X4": 0.50393, "Y4": 0.4458, "page": 0, "Index": 92}, {"Word": "inventory.", "Confidence": 0.91, "X1": 0.53534, "Y1": 0.4302, "X2": 0.64136, "Y2": 0.43, "X3": 0.64005, "Y3": 0.4468, "X4": 0.53534, "Y4": 0.4458, "page": 0, "Index": 93}, {"Word": "We", "Confidence": 0.997, "X1": 0.65576, "Y1": 0.4302, "X2": 0.68325, "Y2": 0.43, "X3": 0.68325, "Y3": 0.4468, "X4": 0.65576, "Y4": 0.4468, "page": 0, "Index": 94}, {"Word": "are", "Confidence": 0.998, "X1": 0.68717, "Y1": 0.4302, "X2": 0.7212, "Y2": 0.43, "X3": 0.7212, "Y3": 0.4468, "X4": 0.68717, "Y4": 0.4468, "page": 0, "Index": 95}, {"Word": "trying", "Confidence": 0.997, "X1": 0.72906, "Y1": 0.4302, "X2": 0.79319, "Y2": 0.43, "X3": 0.79319, "Y3": 0.4468, "X4": 0.72906, "Y4": 0.4468, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.79974, "Y1": 0.4302, "X2": 0.82199, "Y2": 0.43, "X3": 0.82199, "Y3": 0.4468, "X4": 0.79974, "Y4": 0.4468, "page": 0, "Index": 97}, {"Word": "find", "Confidence": 0.988, "X1": 0.83115, "Y1": 0.4302, "X2": 0.87435, "Y2": 0.43, "X3": 0.87435, "Y3": 0.4468, "X4": 0.83115, "Y4": 0.4468, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.8822, "Y1": 0.4292, "X2": 0.91754, "Y2": 0.429, "X3": 0.91754, "Y3": 0.4468, "X4": 0.8822, "Y4": 0.4468, "page": 0, "Index": 99}, {"Word": "source", "Confidence": 0.994, "X1": 0.12565, "Y1": 0.4452, "X2": 0.18979, "Y2": 0.445, "X3": 0.18848, "Y3": 0.4608, "X4": 0.12435, "Y4": 0.4608, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.19764, "Y1": 0.4442, "X2": 0.2212, "Y2": 0.444, "X3": 0.2199, "Y3": 0.4608, "X4": 0.19634, "Y4": 0.4608, "page": 0, "Index": 101}, {"Word": "these", "Confidence": 0.996, "X1": 0.22775, "Y1": 0.4442, "X2": 0.28141, "Y2": 0.444, "X3": 0.2801, "Y3": 0.4608, "X4": 0.22644, "Y4": 0.4608, "page": 0, "Index": 102}, {"Word": "discrepancies.", "Confidence": 0.955, "X1": 0.28796, "Y1": 0.4462, "X2": 0.43325, "Y2": 0.446, "X3": 0.43194, "Y3": 0.4608, "X4": 0.28665, "Y4": 0.4608, "page": 0, "Index": 103}, {"Word": "R28", "Confidence": 0.75, "X1": 0.69241, "Y1": 0.4972, "X2": 0.77749, "Y2": 0.497, "X3": 0.7801, "Y3": 0.5348, "X4": 0.69503, "Y4": 0.5378, "page": 0, "Index": 104}, {"Word": "1", "Confidence": 0.316, "X1": 0.12696, "Y1": 0.5462, "X2": 0.1322, "Y2": 0.546, "X3": 0.1322, "Y3": 0.5648, "X4": 0.12696, "Y4": 0.5648, "page": 0, "Index": 105}, {"Word": "tv", "Confidence": 0.506, "X1": 0.13613, "Y1": 0.5462, "X2": 0.1623, "Y2": 0.546, "X3": 0.1623, "Y3": 0.5648, "X4": 0.13613, "Y4": 0.5648, "page": 0, "Index": 106}, {"Word": "Attachment", "Confidence": 0.81, "X1": 0.12565, "Y1": 0.5792, "X2": 0.23298, "Y2": 0.579, "X3": 0.23168, "Y3": 0.5938, "X4": 0.12435, "Y4": 0.5938, "page": 0, "Index": 107}, {"Word": "Xc:", "Confidence": 0.847, "X1": 0.12565, "Y1": 0.6092, "X2": 0.15969, "Y2": 0.609, "X3": 0.15969, "Y3": 0.6248, "X4": 0.12435, "Y4": 0.6248, "page": 0, "Index": 108}, {"Word": "Dr.", "Confidence": 0.991, "X1": 0.1767, "Y1": 0.6092, "X2": 0.21204, "Y2": 0.609, "X3": 0.21204, "Y3": 0.6248, "X4": 0.17539, "Y4": 0.6248, "page": 0, "Index": 109}, {"Word": "A.", "Confidence": 0.997, "X1": 0.21859, "Y1": 0.6092, "X2": 0.24215, "Y2": 0.609, "X3": 0.24215, "Y3": 0.6238, "X4": 0.21728, "Y4": 0.6248, "page": 0, "Index": 110}, {"Word": "W.", "Confidence": 0.992, "X1": 0.24607, "Y1": 0.6092, "X2": 0.27356, "Y2": 0.609, "X3": 0.27225, "Y3": 0.6238, "X4": 0.24607, "Y4": 0.6238, "page": 0, "Index": 111}, {"Word": "Hayes", "Confidence": 0.996, "X1": 0.2788, "Y1": 0.6092, "X2": 0.33115, "Y2": 0.609, "X3": 0.33115, "Y3": 0.6228, "X4": 0.2788, "Y4": 0.6238, "page": 0, "Index": 112}, {"Word": "Mr.", "Confidence": 0.994, "X1": 0.17801, "Y1": 0.6212, "X2": 0.21335, "Y2": 0.621, "X3": 0.21204, "Y3": 0.6368, "X4": 0.1767, "Y4": 0.6368, "page": 0, "Index": 113}, {"Word": "W.", "Confidence": 0.998, "X1": 0.21728, "Y1": 0.6222, "X2": 0.24346, "Y2": 0.622, "X3": 0.24215, "Y3": 0.6368, "X4": 0.21597, "Y4": 0.6368, "page": 0, "Index": 114}, {"Word": "W.", "Confidence": 0.998, "X1": 0.24738, "Y1": 0.6232, "X2": 0.27356, "Y2": 0.623, "X3": 0.27225, "Y3": 0.6378, "X4": 0.24607, "Y4": 0.6368, "page": 0, "Index": 115}, {"Word": "Juchatz", "Confidence": 0.995, "X1": 0.2788, "Y1": 0.6232, "X2": 0.35079, "Y2": 0.623, "X3": 0.35079, "Y3": 0.6378, "X4": 0.2788, "Y4": 0.6378, "page": 0, "Index": 116}, {"Word": "51553", "Confidence": 0.995, "X1": 0.98691, "Y1": 0.8492, "X2": 0.98822, "Y2": 0.849, "X3": 0.96859, "Y3": 0.8498, "X4": 0.96597, "Y4": 0.8028, "page": 0, "Index": 117}, {"Word": "6442", "Confidence": 0.975, "X1": 0.98822, "Y1": 0.8932, "X2": 0.98822, "Y2": 0.893, "X3": 0.9699, "Y3": 0.8928, "X4": 0.96859, "Y4": 0.8558, "page": 0, "Index": 118}]}
|
"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"
|
ffnb0024
| 2 |
{"lines_data": [{"Word": "Component", "Confidence": 0.675, "X1": 0.17454, "Y1": 0.0982, "X2": 0.27559, "Y2": 0.098, "X3": 0.27559, "Y3": 0.1158, "X4": 0.17323, "Y4": 0.1148, "page": 0}, {"Word": "Annual Deage (pounde)", "Confidence": 0.80133, "X1": 0.66929, "Y1": 0.0972, "X2": 0.90026, "Y2": 0.097, "X3": 0.90026, "Y3": 0.1178, "X4": 0.66929, "Y4": 0.1168, "page": 0}, {"Word": "Vanillin U.S.P. from Lignin", "Confidence": 0.97075, "X1": 0.12205, "Y1": 0.1332, "X2": 0.40551, "Y2": 0.133, "X3": 0.40551, "Y3": 0.1518, "X4": 0.12205, "Y4": 0.1508, "page": 0}, {"Word": "1,438", "Confidence": 0.864, "X1": 0.7126, "Y1": 0.1352, "X2": 0.76772, "Y2": 0.135, "X3": 0.76772, "Y3": 0.1508, "X4": 0.7126, "Y4": 0.1508, "page": 0}, {"Word": "Phenyl ethyl alcohol N.F.", "Confidence": 0.86475, "X1": 0.12467, "Y1": 0.1552, "X2": 0.38058, "Y2": 0.155, "X3": 0.38058, "Y3": 0.1708, "X4": 0.12467, "Y4": 0.1718, "page": 0}, {"Word": "1,027", "Confidence": 0.941, "X1": 0.71129, "Y1": 0.1572, "X2": 0.76772, "Y2": 0.157, "X3": 0.76772, "Y3": 0.1718, "X4": 0.71129, "Y4": 0.1718, "page": 0}, {"Word": "Tobacco flavor artificial 5-10497", "Confidence": 0.93975, "X1": 0.12336, "Y1": 0.1772, "X2": 0.46719, "Y2": 0.177, "X3": 0.46719, "Y3": 0.1938, "X4": 0.12336, "Y4": 0.1948, "page": 0}, {"Word": "1,296", "Confidence": 0.934, "X1": 0.7126, "Y1": 0.1792, "X2": 0.76772, "Y2": 0.179, "X3": 0.76772, "Y3": 0.1938, "X4": 0.7126, "Y4": 0.1938, "page": 0}, {"Word": "Tobacco enhancer imitation 57.552", "Confidence": 0.9735, "X1": 0.12336, "Y1": 0.1992, "X2": 0.46719, "Y2": 0.199, "X3": 0.46719, "Y3": 0.2158, "X4": 0.12336, "Y4": 0.2158, "page": 0}, {"Word": "474", "Confidence": 0.998, "X1": 0.73491, "Y1": 0.2022, "X2": 0.76772, "Y2": 0.202, "X3": 0.7664, "Y3": 0.2158, "X4": 0.73491, "Y4": 0.2158, "page": 0}, {"Word": "Phenyl acetic acid", "Confidence": 0.91667, "X1": 0.12336, "Y1": 0.2222, "X2": 0.31496, "Y2": 0.222, "X3": 0.31496, "Y3": 0.2378, "X4": 0.12336, "Y4": 0.2378, "page": 0}, {"Word": "1;107", "Confidence": 0.639, "X1": 0.7126, "Y1": 0.2232, "X2": 0.76772, "Y2": 0.223, "X3": 0.76772, "Y3": 0.2378, "X4": 0.7126, "Y4": 0.2378, "page": 0}, {"Word": "Immortelle absolute'", "Confidence": 0.6635, "X1": 0.12336, "Y1": 0.2442, "X2": 0.32808, "Y2": 0.244, "X3": 0.32808, "Y3": 0.2588, "X4": 0.12336, "Y4": 0.2588, "page": 0}, {"Word": "146", "Confidence": 0.998, "X1": 0.7336, "Y1": 0.2462, "X2": 0.76772, "Y2": 0.246, "X3": 0.7664, "Y3": 0.2608, "X4": 0.7336, "Y4": 0.2608, "page": 0}, {"Word": "gamma-Valerolactone", "Confidence": 0.818, "X1": 0.12336, "Y1": 0.2662, "X2": 0.32546, "Y2": 0.266, "X3": 0.32546, "Y3": 0.2808, "X4": 0.12336, "Y4": 0.2818, "page": 0}, {"Word": "842", "Confidence": 0.996, "X1": 0.7336, "Y1": 0.2672, "X2": 0.76772, "Y2": 0.267, "X3": 0.7664, "Y3": 0.2828, "X4": 0.73228, "Y4": 0.2828, "page": 0}, {"Word": "Butter imitation 52.453/A", "Confidence": 0.97367, "X1": 0.12336, "Y1": 0.2872, "X2": 0.38583, "Y2": 0.287, "X3": 0.38583, "Y3": 0.3028, "X4": 0.12336, "Y4": 0.3038, "page": 0}, {"Word": "118", "Confidence": 0.841, "X1": 0.73491, "Y1": 0.2862, "X2": 0.76903, "Y2": 0.286, "X3": 0.76903, "Y3": 0.3038, "X4": 0.73622, "Y4": 0.3058, "page": 0}, {"Word": "Tobacco enhancer imitation 57.652", "Confidence": 0.93775, "X1": 0.12205, "Y1": 0.3092, "X2": 0.46982, "Y2": 0.309, "X3": 0.46982, "Y3": 0.3258, "X4": 0.12205, "Y4": 0.3268, "page": 0}, {"Word": "238", "Confidence": 0.993, "X1": 0.73491, "Y1": 0.3102, "X2": 0.7664, "Y2": 0.31, "X3": 0.7664, "Y3": 0.3278, "X4": 0.73491, "Y4": 0.3288, "page": 0}, {"Word": "Isovaleric acid", "Confidence": 0.8715, "X1": 0.12336, "Y1": 0.3322, "X2": 0.28478, "Y2": 0.332, "X3": 0.28478, "Y3": 0.3468, "X4": 0.12336, "Y4": 0.3468, "page": 0}, {"Word": "598", "Confidence": 0.776, "X1": 0.73491, "Y1": 0.3302, "X2": 0.76772, "Y2": 0.33, "X3": 0.7664, "Y3": 0.3478, "X4": 0.7336, "Y4": 0.3478, "page": 0}, {"Word": "Helichrysum absolute", "Confidence": 0.9035, "X1": 0.12073, "Y1": 0.3542, "X2": 0.33333, "Y2": 0.354, "X3": 0.33333, "Y3": 0.3698, "X4": 0.12073, "Y4": 0.3698, "page": 0}, {"Word": "73", "Confidence": 0.943, "X1": 0.74147, "Y1": 0.3542, "X2": 0.77165, "Y2": 0.354, "X3": 0.77034, "Y3": 0.3708, "X4": 0.74147, "Y4": 0.3728, "page": 0}, {"Word": "Benzyl benzoate U.S.P. (N.P.)", "Confidence": 0.90225, "X1": 0.12205, "Y1": 0.3762, "X2": 0.42388, "Y2": 0.376, "X3": 0.42388, "Y3": 0.3928, "X4": 0.12205, "Y4": 0.3938, "page": 0}, {"Word": "96", "Confidence": 0.858, "X1": 0.74409, "Y1": 0.3732, "X2": 0.77297, "Y2": 0.373, "X3": 0.77165, "Y3": 0.3928, "X4": 0.74278, "Y4": 0.3938, "page": 0}, {"Word": "Caproic acid (N-) (hexanoic acid)", "Confidence": 0.9462, "X1": 0.12205, "Y1": 0.3992, "X2": 0.46457, "Y2": 0.399, "X3": 0.46457, "Y3": 0.4158, "X4": 0.12205, "Y4": 0.4168, "page": 0}, {"Word": "1,413", "Confidence": 0.614, "X1": 0.71391, "Y1": 0.3982, "X2": 0.77297, "Y2": 0.398, "X3": 0.77165, "Y3": 0.4168, "X4": 0.71391, "Y4": 0.4178, "page": 0}, {"Word": "1-octen-3-01", "Confidence": 0.757, "X1": 0.12598, "Y1": 0.4212, "X2": 0.25197, "Y2": 0.421, "X3": 0.25197, "Y3": 0.4378, "X4": 0.12598, "Y4": 0.4378, "page": 0}, {"Word": "298", "Confidence": 0.959, "X1": 0.73622, "Y1": 0.4202, "X2": 0.77297, "Y2": 0.42, "X3": 0.77165, "Y3": 0.4388, "X4": 0.73622, "Y4": 0.4408, "page": 0}, {"Word": "Tobacco imitation 52.648 (302.690)", "Confidence": 0.93375, "X1": 0.12336, "Y1": 0.4432, "X2": 0.47507, "Y2": 0.443, "X3": 0.47507, "Y3": 0.4598, "X4": 0.12336, "Y4": 0.4608, "page": 0}, {"Word": "90", "Confidence": 0.939, "X1": 0.74016, "Y1": 0.4422, "X2": 0.77165, "Y2": 0.442, "X3": 0.77165, "Y3": 0.4598, "X4": 0.74016, "Y4": 0.4608, "page": 0}, {"Word": "Terpinyl acetate", "Confidence": 0.9, "X1": 0.12336, "Y1": 0.4662, "X2": 0.29265, "Y2": 0.466, "X3": 0.29265, "Y3": 0.4838, "X4": 0.12336, "Y4": 0.4838, "page": 0}, {"Word": "205", "Confidence": 0.999, "X1": 0.73491, "Y1": 0.4652, "X2": 0.76772, "Y2": 0.465, "X3": 0.7664, "Y3": 0.4848, "X4": 0.7336, "Y4": 0.4848, "page": 0}, {"Word": "Leaf alcohol (cis-3-hexen-1-01)", "Confidence": 0.658, "X1": 0.12336, "Y1": 0.4872, "X2": 0.44619, "Y2": 0.487, "X3": 0.44619, "Y3": 0.5048, "X4": 0.12336, "Y4": 0.5048, "page": 0}, {"Word": "564", "Confidence": 0.994, "X1": 0.73491, "Y1": 0.4862, "X2": 0.76772, "Y2": 0.486, "X3": 0.7664, "Y3": 0.5068, "X4": 0.7336, "Y4": 0.5068, "page": 0}, {"Word": "Special compound 57.623/A", "Confidence": 0.88667, "X1": 0.12336, "Y1": 0.5112, "X2": 0.38451, "Y2": 0.511, "X3": 0.38451, "Y3": 0.5268, "X4": 0.12336, "Y4": 0.5278, "page": 0}, {"Word": "71", "Confidence": 0.684, "X1": 0.74147, "Y1": 0.5082, "X2": 0.77297, "Y2": 0.508, "X3": 0.77165, "Y3": 0.5278, "X4": 0.74147, "Y4": 0.5288, "page": 0}, {"Word": "Geranyl acetone", "Confidence": 0.756, "X1": 0.12336, "Y1": 0.5342, "X2": 0.28346, "Y2": 0.534, "X3": 0.28346, "Y3": 0.5498, "X4": 0.12336, "Y4": 0.5488, "page": 0}, {"Word": "170", "Confidence": 0.881, "X1": 0.73622, "Y1": 0.5322, "X2": 0.77297, "Y2": 0.532, "X3": 0.77034, "Y3": 0.5498, "X4": 0.73491, "Y4": 0.5508, "page": 0}, {"Word": "Limonene (D-) Tech.", "Confidence": 0.95767, "X1": 0.12336, "Y1": 0.5552, "X2": 0.32283, "Y2": 0.555, "X3": 0.32283, "Y3": 0.5718, "X4": 0.12336, "Y4": 0.5718, "page": 0}, {"Word": "10\u20ac", "Confidence": 0.161, "X1": 0.73622, "Y1": 0.5562, "X2": 0.76509, "Y2": 0.556, "X3": 0.76509, "Y3": 0.5728, "X4": 0.73622, "Y4": 0.5728, "page": 0}, {"Word": "Benzyl isovalerate", "Confidence": 0.894, "X1": 0.12467, "Y1": 0.5782, "X2": 0.31496, "Y2": 0.578, "X3": 0.31496, "Y3": 0.5938, "X4": 0.12467, "Y4": 0.5938, "page": 0}, {"Word": "217", "Confidence": 0.998, "X1": 0.73753, "Y1": 0.5762, "X2": 0.77428, "Y2": 0.576, "X3": 0.77428, "Y3": 0.5948, "X4": 0.73753, "Y4": 0.5958, "page": 0}, {"Word": "Linalool", "Confidence": 0.78, "X1": 0.12336, "Y1": 0.6012, "X2": 0.20997, "Y2": 0.601, "X3": 0.20997, "Y3": 0.6158, "X4": 0.12336, "Y4": 0.6158, "page": 0}, {"Word": "73", "Confidence": 0.997, "X1": 0.74541, "Y1": 0.5992, "X2": 0.77297, "Y2": 0.599, "X3": 0.77297, "Y3": 0.6158, "X4": 0.74672, "Y4": 0.6178, "page": 0}, {"Word": "17", "Confidence": 0.993, "X1": 0.74541, "Y1": 0.6212, "X2": 0.77428, "Y2": 0.621, "X3": 0.77428, "Y3": 0.6378, "X4": 0.74672, "Y4": 0.6398, "page": 0}, {"Word": "Methyl benzoate", "Confidence": 0.875, "X1": 0.12336, "Y1": 0.6232, "X2": 0.28478, "Y2": 0.623, "X3": 0.28478, "Y3": 0.6398, "X4": 0.12336, "Y4": 0.6398, "page": 0}, {"Word": "para-Cymene", "Confidence": 0.991, "X1": 0.12336, "Y1": 0.6472, "X2": 0.24278, "Y2": 0.647, "X3": 0.24278, "Y3": 0.6618, "X4": 0.12336, "Y4": 0.6628, "page": 0}, {"Word": "76", "Confidence": 0.998, "X1": 0.74672, "Y1": 0.6442, "X2": 0.77559, "Y2": 0.644, "X3": 0.77559, "Y3": 0.6618, "X4": 0.74672, "Y4": 0.6628, "page": 0}, {"Word": "Eucalyptol N.F.", "Confidence": 0.991, "X1": 0.12336, "Y1": 0.6682, "X2": 0.28084, "Y2": 0.668, "X3": 0.28084, "Y3": 0.6838, "X4": 0.12336, "Y4": 0.6858, "page": 0}, {"Word": "64", "Confidence": 0.959, "X1": 0.74672, "Y1": 0.6662, "X2": 0.77559, "Y2": 0.666, "X3": 0.77559, "Y3": 0.6838, "X4": 0.74803, "Y4": 0.6848, "page": 0}, {"Word": "Coriander oil", "Confidence": 0.921, "X1": 0.12467, "Y1": 0.6912, "X2": 0.26378, "Y2": 0.691, "X3": 0.26378, "Y3": 0.7068, "X4": 0.12467, "Y4": 0.7068, "page": 0}, {"Word": "64", "Confidence": 0.998, "X1": 0.74803, "Y1": 0.6902, "X2": 0.77559, "Y2": 0.69, "X3": 0.77559, "Y3": 0.7078, "X4": 0.74803, "Y4": 0.7078, "page": 0}, {"Word": "alpha-Phellandrene", "Confidence": 0.885, "X1": 0.12467, "Y1": 0.7142, "X2": 0.31496, "Y2": 0.714, "X3": 0.31496, "Y3": 0.7298, "X4": 0.12467, "Y4": 0.7308, "page": 0}, {"Word": "63", "Confidence": 0.996, "X1": 0.74934, "Y1": 0.7142, "X2": 0.7769, "Y2": 0.714, "X3": 0.77559, "Y3": 0.7308, "X4": 0.74803, "Y4": 0.7308, "page": 0}, {"Word": "Tetrahydro linalool", "Confidence": 0.813, "X1": 0.12467, "Y1": 0.7362, "X2": 0.32677, "Y2": 0.736, "X3": 0.32677, "Y3": 0.7528, "X4": 0.12467, "Y4": 0.7528, "page": 0}, {"Word": "63", "Confidence": 0.998, "X1": 0.74803, "Y1": 0.7372, "X2": 0.7769, "Y2": 0.737, "X3": 0.7769, "Y3": 0.7538, "X4": 0.74803, "Y4": 0.7538, "page": 0}, {"Word": "Ethyl phenyl acetate", "Confidence": 0.776, "X1": 0.12467, "Y1": 0.7602, "X2": 0.33727, "Y2": 0.76, "X3": 0.33727, "Y3": 0.7758, "X4": 0.12467, "Y4": 0.7768, "page": 0}, {"Word": "11", "Confidence": 0.941, "X1": 0.74541, "Y1": 0.7592, "X2": 0.77297, "Y2": 0.759, "X3": 0.77428, "Y3": 0.7758, "X4": 0.74672, "Y4": 0.7748, "page": 0}, {"Word": "45", "Confidence": 0.998, "X1": 0.74934, "Y1": 0.7812, "X2": 0.77559, "Y2": 0.781, "X3": 0.7769, "Y3": 0.7978, "X4": 0.74934, "Y4": 0.7988, "page": 0}, {"Word": "Terpineol Domestic (4-terpineol)", "Confidence": 0.96833, "X1": 0.12467, "Y1": 0.7802, "X2": 0.46063, "Y2": 0.78, "X3": 0.46063, "Y3": 0.7998, "X4": 0.12467, "Y4": 0.7998, "page": 0}, {"Word": "Trimethyl pyrazine", "Confidence": 0.779, "X1": 0.12336, "Y1": 0.8052, "X2": 0.31496, "Y2": 0.805, "X3": 0.31496, "Y3": 0.8208, "X4": 0.12336, "Y4": 0.8208, "page": 0}, {"Word": "70", "Confidence": 0.805, "X1": 0.74934, "Y1": 0.8032, "X2": 0.77559, "Y2": 0.803, "X3": 0.7769, "Y3": 0.8188, "X4": 0.75066, "Y4": 0.8208, "page": 0}, {"Word": "6-Methy1-3, 5-heptadien-2-one", "Confidence": 0.948, "X1": 0.12467, "Y1": 0.8272, "X2": 0.41995, "Y2": 0.827, "X3": 0.41995, "Y3": 0.8448, "X4": 0.12467, "Y4": 0.8448, "page": 0}, {"Word": "131", "Confidence": 0.996, "X1": 0.74147, "Y1": 0.8272, "X2": 0.77297, "Y2": 0.827, "X3": 0.77297, "Y3": 0.8448, "X4": 0.74147, "Y4": 0.8448, "page": 0}, {"Word": "gamma-Heptalactone", "Confidence": 0.797, "X1": 0.12467, "Y1": 0.8522, "X2": 0.31627, "Y2": 0.852, "X3": 0.31627, "Y3": 0.8668, "X4": 0.12467, "Y4": 0.8688, "page": 0}, {"Word": "189", "Confidence": 0.998, "X1": 0.74147, "Y1": 0.8512, "X2": 0.77428, "Y2": 0.851, "X3": 0.77428, "Y3": 0.8668, "X4": 0.74147, "Y4": 0.8678, "page": 0}, {"Word": "38", "Confidence": 0.943, "X1": 0.74934, "Y1": 0.8702, "X2": 0.77559, "Y2": 0.87, "X3": 0.7769, "Y3": 0.8878, "X4": 0.75197, "Y4": 0.8908, "page": 0}, {"Word": "Linalyl acetate", "Confidence": 0.83, "X1": 0.12467, "Y1": 0.8732, "X2": 0.28478, "Y2": 0.873, "X3": 0.28478, "Y3": 0.8898, "X4": 0.12467, "Y4": 0.8908, "page": 0}, {"Word": "51553 6444", "Confidence": 0.9875, "X1": 0.96457, "Y1": 0.8982, "X2": 0.96194, "Y2": 0.898, "X3": 0.94226, "Y3": 0.8978, "X4": 0.94357, "Y4": 0.8028, "page": 0}, {"Word": "Cloves oil (Nat. bud type) F.C.C.", "Confidence": 0.93367, "X1": 0.12336, "Y1": 0.8942, "X2": 0.46982, "Y2": 0.894, "X3": 0.46982, "Y3": 0.9138, "X4": 0.12336, "Y4": 0.9148, "page": 0}, {"Word": "25", "Confidence": 0.994, "X1": 0.75328, "Y1": 0.8942, "X2": 0.77559, "Y2": 0.894, "X3": 0.77559, "Y3": 0.9108, "X4": 0.75459, "Y4": 0.9128, "page": 0}], "words_data": [{"Word": "Component", "Confidence": 0.675, "X1": 0.17585, "Y1": 0.0982, "X2": 0.27428, "Y2": 0.098, "X3": 0.27428, "Y3": 0.1158, "X4": 0.17585, "Y4": 0.1148, "page": 0, "Index": 0}, {"Word": "Annual", "Confidence": 0.92, "X1": 0.67192, "Y1": 0.0982, "X2": 0.73753, "Y2": 0.098, "X3": 0.73622, "Y3": 0.1148, "X4": 0.6706, "Y4": 0.1158, "page": 0, "Index": 1}, {"Word": "Deage", "Confidence": 0.773, "X1": 0.74278, "Y1": 0.0982, "X2": 0.79396, "Y2": 0.098, "X3": 0.79265, "Y3": 0.1158, "X4": 0.74016, "Y4": 0.1148, "page": 0, "Index": 2}, {"Word": "(pounde)", "Confidence": 0.711, "X1": 0.79921, "Y1": 0.0982, "X2": 0.89108, "Y2": 0.098, "X3": 0.88976, "Y3": 0.1188, "X4": 0.7979, "Y4": 0.1158, "page": 0, "Index": 3}, {"Word": "Vanillin", "Confidence": 0.991, "X1": 0.12336, "Y1": 0.1332, "X2": 0.20735, "Y2": 0.133, "X3": 0.20735, "Y3": 0.1508, "X4": 0.12336, "Y4": 0.1508, "page": 0, "Index": 4}, {"Word": "U.S.P.", "Confidence": 0.955, "X1": 0.2126, "Y1": 0.1332, "X2": 0.28084, "Y2": 0.133, "X3": 0.28084, "Y3": 0.1508, "X4": 0.2126, "Y4": 0.1508, "page": 0, "Index": 5}, {"Word": "from", "Confidence": 0.982, "X1": 0.2874, "Y1": 0.1342, "X2": 0.33202, "Y2": 0.134, "X3": 0.33202, "Y3": 0.1518, "X4": 0.2874, "Y4": 0.1508, "page": 0, "Index": 6}, {"Word": "Lignin", "Confidence": 0.955, "X1": 0.33727, "Y1": 0.1342, "X2": 0.40157, "Y2": 0.134, "X3": 0.40157, "Y3": 0.1518, "X4": 0.33727, "Y4": 0.1518, "page": 0, "Index": 7}, {"Word": "1,438", "Confidence": 0.864, "X1": 0.71391, "Y1": 0.1352, "X2": 0.7664, "Y2": 0.135, "X3": 0.7664, "Y3": 0.1508, "X4": 0.71391, "Y4": 0.1508, "page": 0, "Index": 8}, {"Word": "Phenyl", "Confidence": 0.766, "X1": 0.12598, "Y1": 0.1562, "X2": 0.18898, "Y2": 0.156, "X3": 0.18766, "Y3": 0.1728, "X4": 0.12467, "Y4": 0.1718, "page": 0, "Index": 9}, {"Word": "ethyl", "Confidence": 0.932, "X1": 0.19554, "Y1": 0.1562, "X2": 0.25066, "Y2": 0.156, "X3": 0.24934, "Y3": 0.1728, "X4": 0.19423, "Y4": 0.1728, "page": 0, "Index": 10}, {"Word": "alcohol", "Confidence": 0.771, "X1": 0.25591, "Y1": 0.1562, "X2": 0.33202, "Y2": 0.156, "X3": 0.33071, "Y3": 0.1718, "X4": 0.25591, "Y4": 0.1728, "page": 0, "Index": 11}, {"Word": "N.F.", "Confidence": 0.99, "X1": 0.33858, "Y1": 0.1562, "X2": 0.38058, "Y2": 0.156, "X3": 0.37927, "Y3": 0.1718, "X4": 0.33727, "Y4": 0.1718, "page": 0, "Index": 12}, {"Word": "1,027", "Confidence": 0.941, "X1": 0.71391, "Y1": 0.1572, "X2": 0.76772, "Y2": 0.157, "X3": 0.76772, "Y3": 0.1718, "X4": 0.71391, "Y4": 0.1718, "page": 0, "Index": 13}, {"Word": "Tobacco", "Confidence": 0.891, "X1": 0.12467, "Y1": 0.1792, "X2": 0.19816, "Y2": 0.179, "X3": 0.19816, "Y3": 0.1938, "X4": 0.12467, "Y4": 0.1948, "page": 0, "Index": 14}, {"Word": "flavor", "Confidence": 0.997, "X1": 0.20472, "Y1": 0.1782, "X2": 0.26903, "Y2": 0.178, "X3": 0.26903, "Y3": 0.1938, "X4": 0.20472, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "artificial", "Confidence": 0.909, "X1": 0.27559, "Y1": 0.1782, "X2": 0.38189, "Y2": 0.178, "X3": 0.3832, "Y3": 0.1938, "X4": 0.2769, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "5-10497", "Confidence": 0.962, "X1": 0.38976, "Y1": 0.1772, "X2": 0.46588, "Y2": 0.177, "X3": 0.46588, "Y3": 0.1938, "X4": 0.38976, "Y4": 0.1938, "page": 0, "Index": 17}, {"Word": "1,296", "Confidence": 0.934, "X1": 0.71391, "Y1": 0.1792, "X2": 0.7664, "Y2": 0.179, "X3": 0.7664, "Y3": 0.1938, "X4": 0.71391, "Y4": 0.1938, "page": 0, "Index": 18}, {"Word": "Tobacco", "Confidence": 0.96, "X1": 0.12467, "Y1": 0.2002, "X2": 0.19816, "Y2": 0.2, "X3": 0.19816, "Y3": 0.2168, "X4": 0.12467, "Y4": 0.2168, "page": 0, "Index": 19}, {"Word": "enhancer", "Confidence": 0.983, "X1": 0.20341, "Y1": 0.2002, "X2": 0.29003, "Y2": 0.2, "X3": 0.29003, "Y3": 0.2168, "X4": 0.20341, "Y4": 0.2168, "page": 0, "Index": 20}, {"Word": "imitation", "Confidence": 0.956, "X1": 0.29659, "Y1": 0.1992, "X2": 0.39108, "Y2": 0.199, "X3": 0.39108, "Y3": 0.2158, "X4": 0.29659, "Y4": 0.2168, "page": 0, "Index": 21}, {"Word": "57.552", "Confidence": 0.995, "X1": 0.39895, "Y1": 0.1992, "X2": 0.46457, "Y2": 0.199, "X3": 0.46457, "Y3": 0.2158, "X4": 0.39895, "Y4": 0.2158, "page": 0, "Index": 22}, {"Word": "474", "Confidence": 0.998, "X1": 0.73491, "Y1": 0.2022, "X2": 0.76509, "Y2": 0.202, "X3": 0.7664, "Y3": 0.2158, "X4": 0.73491, "Y4": 0.2158, "page": 0, "Index": 23}, {"Word": "Phenyl", "Confidence": 0.797, "X1": 0.12467, "Y1": 0.2222, "X2": 0.19029, "Y2": 0.222, "X3": 0.19029, "Y3": 0.2378, "X4": 0.12467, "Y4": 0.2378, "page": 0, "Index": 24}, {"Word": "acetic", "Confidence": 0.995, "X1": 0.19554, "Y1": 0.2222, "X2": 0.26115, "Y2": 0.222, "X3": 0.26115, "Y3": 0.2378, "X4": 0.19554, "Y4": 0.2378, "page": 0, "Index": 25}, {"Word": "acid", "Confidence": 0.958, "X1": 0.2664, "Y1": 0.2222, "X2": 0.31365, "Y2": 0.222, "X3": 0.31365, "Y3": 0.2378, "X4": 0.26772, "Y4": 0.2378, "page": 0, "Index": 26}, {"Word": "1;107", "Confidence": 0.639, "X1": 0.71391, "Y1": 0.2232, "X2": 0.76772, "Y2": 0.223, "X3": 0.76772, "Y3": 0.2378, "X4": 0.71391, "Y4": 0.2378, "page": 0, "Index": 27}, {"Word": "Immortelle", "Confidence": 0.636, "X1": 0.12467, "Y1": 0.2452, "X2": 0.22835, "Y2": 0.245, "X3": 0.22703, "Y3": 0.2598, "X4": 0.12467, "Y4": 0.2588, "page": 0, "Index": 28}, {"Word": "absolute'", "Confidence": 0.691, "X1": 0.23753, "Y1": 0.2452, "X2": 0.3294, "Y2": 0.245, "X3": 0.32808, "Y3": 0.2588, "X4": 0.23622, "Y4": 0.2598, "page": 0, "Index": 29}, {"Word": "146", "Confidence": 0.998, "X1": 0.73491, "Y1": 0.2462, "X2": 0.7664, "Y2": 0.246, "X3": 0.7664, "Y3": 0.2608, "X4": 0.73491, "Y4": 0.2608, "page": 0, "Index": 30}, {"Word": "gamma-Valerolactone", "Confidence": 0.818, "X1": 0.12467, "Y1": 0.2672, "X2": 0.32152, "Y2": 0.267, "X3": 0.32152, "Y3": 0.2808, "X4": 0.12467, "Y4": 0.2828, "page": 0, "Index": 31}, {"Word": "842", "Confidence": 0.996, "X1": 0.7336, "Y1": 0.2672, "X2": 0.76772, "Y2": 0.267, "X3": 0.76772, "Y3": 0.2828, "X4": 0.7336, "Y4": 0.2828, "page": 0, "Index": 32}, {"Word": "Butter", "Confidence": 0.994, "X1": 0.12467, "Y1": 0.2882, "X2": 0.18766, "Y2": 0.288, "X3": 0.18766, "Y3": 0.3038, "X4": 0.12467, "Y4": 0.3038, "page": 0, "Index": 33}, {"Word": "imitation", "Confidence": 0.934, "X1": 0.19423, "Y1": 0.2872, "X2": 0.29003, "Y2": 0.287, "X3": 0.29003, "Y3": 0.3038, "X4": 0.19423, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "52.453/A", "Confidence": 0.993, "X1": 0.29921, "Y1": 0.2882, "X2": 0.3832, "Y2": 0.288, "X3": 0.3832, "Y3": 0.3038, "X4": 0.29921, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "118", "Confidence": 0.841, "X1": 0.73491, "Y1": 0.2862, "X2": 0.76509, "Y2": 0.286, "X3": 0.76772, "Y3": 0.3038, "X4": 0.73622, "Y4": 0.3058, "page": 0, "Index": 36}, {"Word": "Tobacco", "Confidence": 0.955, "X1": 0.12467, "Y1": 0.3102, "X2": 0.19816, "Y2": 0.31, "X3": 0.19816, "Y3": 0.3268, "X4": 0.12467, "Y4": 0.3268, "page": 0, "Index": 37}, {"Word": "enhancer", "Confidence": 0.945, "X1": 0.20604, "Y1": 0.3102, "X2": 0.28871, "Y2": 0.31, "X3": 0.28871, "Y3": 0.3268, "X4": 0.20604, "Y4": 0.3268, "page": 0, "Index": 38}, {"Word": "imitation", "Confidence": 0.855, "X1": 0.2979, "Y1": 0.3102, "X2": 0.39239, "Y2": 0.31, "X3": 0.39239, "Y3": 0.3268, "X4": 0.2979, "Y4": 0.3268, "page": 0, "Index": 39}, {"Word": "57.652", "Confidence": 0.996, "X1": 0.39895, "Y1": 0.3092, "X2": 0.46457, "Y2": 0.309, "X3": 0.46457, "Y3": 0.3268, "X4": 0.40026, "Y4": 0.3268, "page": 0, "Index": 40}, {"Word": "238", "Confidence": 0.993, "X1": 0.73491, "Y1": 0.3102, "X2": 0.76509, "Y2": 0.31, "X3": 0.7664, "Y3": 0.3278, "X4": 0.73622, "Y4": 0.3288, "page": 0, "Index": 41}, {"Word": "Isovaleric", "Confidence": 0.853, "X1": 0.12598, "Y1": 0.3332, "X2": 0.22835, "Y2": 0.333, "X3": 0.22703, "Y3": 0.3478, "X4": 0.12467, "Y4": 0.3478, "page": 0, "Index": 42}, {"Word": "acid", "Confidence": 0.89, "X1": 0.23753, "Y1": 0.3332, "X2": 0.27953, "Y2": 0.333, "X3": 0.27953, "Y3": 0.3478, "X4": 0.23753, "Y4": 0.3478, "page": 0, "Index": 43}, {"Word": "598", "Confidence": 0.776, "X1": 0.73491, "Y1": 0.3302, "X2": 0.7664, "Y2": 0.33, "X3": 0.7664, "Y3": 0.3468, "X4": 0.73491, "Y4": 0.3478, "page": 0, "Index": 44}, {"Word": "Helichrysum", "Confidence": 0.993, "X1": 0.12205, "Y1": 0.3562, "X2": 0.24016, "Y2": 0.356, "X3": 0.23885, "Y3": 0.3708, "X4": 0.12205, "Y4": 0.3698, "page": 0, "Index": 45}, {"Word": "absolute", "Confidence": 0.814, "X1": 0.24672, "Y1": 0.3552, "X2": 0.33202, "Y2": 0.355, "X3": 0.33202, "Y3": 0.3698, "X4": 0.24672, "Y4": 0.3708, "page": 0, "Index": 46}, {"Word": "73", "Confidence": 0.943, "X1": 0.74672, "Y1": 0.3542, "X2": 0.76903, "Y2": 0.354, "X3": 0.77034, "Y3": 0.3708, "X4": 0.74803, "Y4": 0.3718, "page": 0, "Index": 47}, {"Word": "Benzyl", "Confidence": 0.899, "X1": 0.12467, "Y1": 0.3772, "X2": 0.19029, "Y2": 0.377, "X3": 0.18898, "Y3": 0.3938, "X4": 0.12336, "Y4": 0.3948, "page": 0, "Index": 48}, {"Word": "benzoate", "Confidence": 0.775, "X1": 0.19423, "Y1": 0.3772, "X2": 0.28084, "Y2": 0.377, "X3": 0.27953, "Y3": 0.3938, "X4": 0.19291, "Y4": 0.3938, "page": 0, "Index": 49}, {"Word": "U.S.P.", "Confidence": 0.991, "X1": 0.28609, "Y1": 0.3772, "X2": 0.35433, "Y2": 0.377, "X3": 0.35433, "Y3": 0.3938, "X4": 0.28609, "Y4": 0.3938, "page": 0, "Index": 50}, {"Word": "(N.P.)", "Confidence": 0.944, "X1": 0.36089, "Y1": 0.3772, "X2": 0.42388, "Y2": 0.377, "X3": 0.42388, "Y3": 0.3938, "X4": 0.35958, "Y4": 0.3938, "page": 0, "Index": 51}, {"Word": "96", "Confidence": 0.858, "X1": 0.74541, "Y1": 0.3732, "X2": 0.77165, "Y2": 0.373, "X3": 0.77428, "Y3": 0.3918, "X4": 0.74672, "Y4": 0.3938, "page": 0, "Index": 52}, {"Word": "Caproic", "Confidence": 0.971, "X1": 0.12336, "Y1": 0.4002, "X2": 0.19816, "Y2": 0.4, "X3": 0.19816, "Y3": 0.4168, "X4": 0.12336, "Y4": 0.4178, "page": 0, "Index": 53}, {"Word": "acid", "Confidence": 0.982, "X1": 0.20472, "Y1": 0.3992, "X2": 0.25066, "Y2": 0.399, "X3": 0.25066, "Y3": 0.4168, "X4": 0.20472, "Y4": 0.4168, "page": 0, "Index": 54}, {"Word": "(N-)", "Confidence": 0.983, "X1": 0.25853, "Y1": 0.3992, "X2": 0.30315, "Y2": 0.399, "X3": 0.30315, "Y3": 0.4168, "X4": 0.25853, "Y4": 0.4168, "page": 0, "Index": 55}, {"Word": "(hexanoic", "Confidence": 0.84, "X1": 0.31102, "Y1": 0.3992, "X2": 0.4042, "Y2": 0.399, "X3": 0.4042, "Y3": 0.4158, "X4": 0.31102, "Y4": 0.4168, "page": 0, "Index": 56}, {"Word": "acid)", "Confidence": 0.955, "X1": 0.41076, "Y1": 0.4002, "X2": 0.46457, "Y2": 0.4, "X3": 0.46457, "Y3": 0.4158, "X4": 0.41076, "Y4": 0.4158, "page": 0, "Index": 57}, {"Word": "1,413", "Confidence": 0.614, "X1": 0.71391, "Y1": 0.3982, "X2": 0.76903, "Y2": 0.398, "X3": 0.76903, "Y3": 0.4158, "X4": 0.71522, "Y4": 0.4178, "page": 0, "Index": 58}, {"Word": "1-octen-3-01", "Confidence": 0.757, "X1": 0.12598, "Y1": 0.4212, "X2": 0.25197, "Y2": 0.421, "X3": 0.25197, "Y3": 0.4388, "X4": 0.12598, "Y4": 0.4378, "page": 0, "Index": 59}, {"Word": "298", "Confidence": 0.959, "X1": 0.73622, "Y1": 0.4202, "X2": 0.76903, "Y2": 0.42, "X3": 0.77034, "Y3": 0.4388, "X4": 0.73753, "Y4": 0.4398, "page": 0, "Index": 60}, {"Word": "Tobacco", "Confidence": 0.847, "X1": 0.12467, "Y1": 0.4442, "X2": 0.19816, "Y2": 0.444, "X3": 0.19816, "Y3": 0.4608, "X4": 0.12467, "Y4": 0.4608, "page": 0, "Index": 61}, {"Word": "imitation", "Confidence": 0.904, "X1": 0.20604, "Y1": 0.4442, "X2": 0.30184, "Y2": 0.444, "X3": 0.30184, "Y3": 0.4618, "X4": 0.20604, "Y4": 0.4608, "page": 0, "Index": 62}, {"Word": "52.648", "Confidence": 0.993, "X1": 0.3084, "Y1": 0.4442, "X2": 0.3727, "Y2": 0.444, "X3": 0.3727, "Y3": 0.4608, "X4": 0.3084, "Y4": 0.4618, "page": 0, "Index": 63}, {"Word": "(302.690)", "Confidence": 0.991, "X1": 0.38189, "Y1": 0.4442, "X2": 0.47507, "Y2": 0.444, "X3": 0.47507, "Y3": 0.4608, "X4": 0.38189, "Y4": 0.4608, "page": 0, "Index": 64}, {"Word": "90", "Confidence": 0.939, "X1": 0.74541, "Y1": 0.4422, "X2": 0.77034, "Y2": 0.442, "X3": 0.77165, "Y3": 0.4598, "X4": 0.74672, "Y4": 0.4608, "page": 0, "Index": 65}, {"Word": "Terpinyl", "Confidence": 0.806, "X1": 0.12598, "Y1": 0.4672, "X2": 0.20997, "Y2": 0.467, "X3": 0.20997, "Y3": 0.4838, "X4": 0.12598, "Y4": 0.4848, "page": 0, "Index": 66}, {"Word": "acetate", "Confidence": 0.994, "X1": 0.21654, "Y1": 0.4682, "X2": 0.29134, "Y2": 0.468, "X3": 0.29134, "Y3": 0.4838, "X4": 0.21654, "Y4": 0.4838, "page": 0, "Index": 67}, {"Word": "205", "Confidence": 0.999, "X1": 0.7336, "Y1": 0.4652, "X2": 0.76509, "Y2": 0.465, "X3": 0.76509, "Y3": 0.4848, "X4": 0.7336, "Y4": 0.4848, "page": 0, "Index": 68}, {"Word": "Leaf", "Confidence": 0.987, "X1": 0.12467, "Y1": 0.4882, "X2": 0.16929, "Y2": 0.488, "X3": 0.16929, "Y3": 0.5058, "X4": 0.12467, "Y4": 0.5058, "page": 0, "Index": 69}, {"Word": "alcohol", "Confidence": 0.655, "X1": 0.17454, "Y1": 0.4892, "X2": 0.25066, "Y2": 0.489, "X3": 0.25066, "Y3": 0.5058, "X4": 0.17454, "Y4": 0.5058, "page": 0, "Index": 70}, {"Word": "(cis-3-hexen-1-01)", "Confidence": 0.332, "X1": 0.25853, "Y1": 0.4882, "X2": 0.44619, "Y2": 0.488, "X3": 0.44619, "Y3": 0.5058, "X4": 0.25853, "Y4": 0.5058, "page": 0, "Index": 71}, {"Word": "564", "Confidence": 0.994, "X1": 0.7336, "Y1": 0.4862, "X2": 0.7664, "Y2": 0.486, "X3": 0.7664, "Y3": 0.5068, "X4": 0.7336, "Y4": 0.5068, "page": 0, "Index": 72}, {"Word": "Special", "Confidence": 0.856, "X1": 0.12467, "Y1": 0.5112, "X2": 0.19816, "Y2": 0.511, "X3": 0.19816, "Y3": 0.5278, "X4": 0.12336, "Y4": 0.5288, "page": 0, "Index": 73}, {"Word": "compound", "Confidence": 0.809, "X1": 0.20604, "Y1": 0.5112, "X2": 0.29134, "Y2": 0.511, "X3": 0.29134, "Y3": 0.5278, "X4": 0.20604, "Y4": 0.5278, "page": 0, "Index": 74}, {"Word": "57.623/A", "Confidence": 0.995, "X1": 0.2979, "Y1": 0.5112, "X2": 0.38451, "Y2": 0.511, "X3": 0.38451, "Y3": 0.5278, "X4": 0.2979, "Y4": 0.5278, "page": 0, "Index": 75}, {"Word": "71", "Confidence": 0.684, "X1": 0.74409, "Y1": 0.5082, "X2": 0.77165, "Y2": 0.508, "X3": 0.77297, "Y3": 0.5278, "X4": 0.74541, "Y4": 0.5288, "page": 0, "Index": 76}, {"Word": "Geranyl", "Confidence": 0.611, "X1": 0.12598, "Y1": 0.5342, "X2": 0.19816, "Y2": 0.534, "X3": 0.19816, "Y3": 0.5508, "X4": 0.12467, "Y4": 0.5498, "page": 0, "Index": 77}, {"Word": "acetone", "Confidence": 0.901, "X1": 0.20735, "Y1": 0.5352, "X2": 0.28084, "Y2": 0.535, "X3": 0.28084, "Y3": 0.5498, "X4": 0.20735, "Y4": 0.5508, "page": 0, "Index": 78}, {"Word": "170", "Confidence": 0.881, "X1": 0.73753, "Y1": 0.5322, "X2": 0.77165, "Y2": 0.532, "X3": 0.77297, "Y3": 0.5488, "X4": 0.73885, "Y4": 0.5508, "page": 0, "Index": 79}, {"Word": "Limonene", "Confidence": 0.954, "X1": 0.12336, "Y1": 0.5562, "X2": 0.20997, "Y2": 0.556, "X3": 0.20997, "Y3": 0.5728, "X4": 0.12336, "Y4": 0.5718, "page": 0, "Index": 80}, {"Word": "(D-)", "Confidence": 0.923, "X1": 0.21654, "Y1": 0.5562, "X2": 0.26378, "Y2": 0.556, "X3": 0.26247, "Y3": 0.5728, "X4": 0.21522, "Y4": 0.5728, "page": 0, "Index": 81}, {"Word": "Tech.", "Confidence": 0.996, "X1": 0.26903, "Y1": 0.5562, "X2": 0.32283, "Y2": 0.556, "X3": 0.32152, "Y3": 0.5728, "X4": 0.26903, "Y4": 0.5728, "page": 0, "Index": 82}, {"Word": "10\u20ac", "Confidence": 0.161, "X1": 0.73622, "Y1": 0.5562, "X2": 0.76247, "Y2": 0.556, "X3": 0.76247, "Y3": 0.5728, "X4": 0.73622, "Y4": 0.5728, "page": 0, "Index": 83}, {"Word": "Benzyl", "Confidence": 0.797, "X1": 0.12598, "Y1": 0.5782, "X2": 0.19029, "Y2": 0.578, "X3": 0.18898, "Y3": 0.5948, "X4": 0.12467, "Y4": 0.5938, "page": 0, "Index": 84}, {"Word": "isovalerate", "Confidence": 0.991, "X1": 0.19554, "Y1": 0.5792, "X2": 0.31365, "Y2": 0.579, "X3": 0.31234, "Y3": 0.5938, "X4": 0.19554, "Y4": 0.5948, "page": 0, "Index": 85}, {"Word": "217", "Confidence": 0.998, "X1": 0.73753, "Y1": 0.5762, "X2": 0.77297, "Y2": 0.576, "X3": 0.77428, "Y3": 0.5948, "X4": 0.73885, "Y4": 0.5958, "page": 0, "Index": 86}, {"Word": "Linalool", "Confidence": 0.78, "X1": 0.12467, "Y1": 0.6022, "X2": 0.20866, "Y2": 0.602, "X3": 0.20866, "Y3": 0.6168, "X4": 0.12467, "Y4": 0.6158, "page": 0, "Index": 87}, {"Word": "73", "Confidence": 0.997, "X1": 0.74803, "Y1": 0.5992, "X2": 0.77165, "Y2": 0.599, "X3": 0.77297, "Y3": 0.6158, "X4": 0.74934, "Y4": 0.6178, "page": 0, "Index": 88}, {"Word": "17", "Confidence": 0.993, "X1": 0.74541, "Y1": 0.6212, "X2": 0.77165, "Y2": 0.621, "X3": 0.77428, "Y3": 0.6378, "X4": 0.74803, "Y4": 0.6398, "page": 0, "Index": 89}, {"Word": "Methyl", "Confidence": 0.8, "X1": 0.12467, "Y1": 0.6242, "X2": 0.18898, "Y2": 0.624, "X3": 0.18766, "Y3": 0.6398, "X4": 0.12467, "Y4": 0.6408, "page": 0, "Index": 90}, {"Word": "benzoate", "Confidence": 0.95, "X1": 0.19554, "Y1": 0.6252, "X2": 0.28084, "Y2": 0.625, "X3": 0.27953, "Y3": 0.6398, "X4": 0.19423, "Y4": 0.6398, "page": 0, "Index": 91}, {"Word": "para-Cymene", "Confidence": 0.991, "X1": 0.12467, "Y1": 0.6482, "X2": 0.24147, "Y2": 0.648, "X3": 0.24016, "Y3": 0.6618, "X4": 0.12467, "Y4": 0.6638, "page": 0, "Index": 92}, {"Word": "76", "Confidence": 0.998, "X1": 0.74934, "Y1": 0.6442, "X2": 0.77297, "Y2": 0.644, "X3": 0.77428, "Y3": 0.6618, "X4": 0.75066, "Y4": 0.6628, "page": 0, "Index": 93}, {"Word": "Eucalyptol", "Confidence": 0.991, "X1": 0.12467, "Y1": 0.6682, "X2": 0.23097, "Y2": 0.668, "X3": 0.23097, "Y3": 0.6848, "X4": 0.12467, "Y4": 0.6858, "page": 0, "Index": 94}, {"Word": "N.F.", "Confidence": 0.991, "X1": 0.23753, "Y1": 0.6682, "X2": 0.28215, "Y2": 0.668, "X3": 0.28215, "Y3": 0.6848, "X4": 0.23753, "Y4": 0.6848, "page": 0, "Index": 95}, {"Word": "64", "Confidence": 0.959, "X1": 0.74934, "Y1": 0.6662, "X2": 0.77428, "Y2": 0.666, "X3": 0.77559, "Y3": 0.6828, "X4": 0.75197, "Y4": 0.6848, "page": 0, "Index": 96}, {"Word": "Coriander", "Confidence": 0.995, "X1": 0.12467, "Y1": 0.6912, "X2": 0.21916, "Y2": 0.691, "X3": 0.22047, "Y3": 0.7068, "X4": 0.12598, "Y4": 0.7078, "page": 0, "Index": 97}, {"Word": "oil", "Confidence": 0.847, "X1": 0.22703, "Y1": 0.6912, "X2": 0.26115, "Y2": 0.691, "X3": 0.26247, "Y3": 0.7068, "X4": 0.22703, "Y4": 0.7068, "page": 0, "Index": 98}, {"Word": "64", "Confidence": 0.998, "X1": 0.74803, "Y1": 0.6902, "X2": 0.77297, "Y2": 0.69, "X3": 0.77297, "Y3": 0.7078, "X4": 0.74803, "Y4": 0.7078, "page": 0, "Index": 99}, {"Word": "alpha-Phellandrene", "Confidence": 0.885, "X1": 0.12598, "Y1": 0.7152, "X2": 0.31365, "Y2": 0.715, "X3": 0.31365, "Y3": 0.7298, "X4": 0.12598, "Y4": 0.7318, "page": 0, "Index": 100}, {"Word": "63", "Confidence": 0.996, "X1": 0.75197, "Y1": 0.7142, "X2": 0.77428, "Y2": 0.714, "X3": 0.77428, "Y3": 0.7308, "X4": 0.75197, "Y4": 0.7308, "page": 0, "Index": 101}, {"Word": "Tetrahydro", "Confidence": 0.941, "X1": 0.1273, "Y1": 0.7372, "X2": 0.23097, "Y2": 0.737, "X3": 0.23097, "Y3": 0.7538, "X4": 0.12598, "Y4": 0.7538, "page": 0, "Index": 102}, {"Word": "linalool", "Confidence": 0.685, "X1": 0.23885, "Y1": 0.7372, "X2": 0.32546, "Y2": 0.737, "X3": 0.32546, "Y3": 0.7538, "X4": 0.23885, "Y4": 0.7538, "page": 0, "Index": 103}, {"Word": "63", "Confidence": 0.998, "X1": 0.75066, "Y1": 0.7372, "X2": 0.77428, "Y2": 0.737, "X3": 0.77428, "Y3": 0.7538, "X4": 0.75066, "Y4": 0.7538, "page": 0, "Index": 104}, {"Word": "Ethyl", "Confidence": 0.666, "X1": 0.12598, "Y1": 0.7602, "X2": 0.17979, "Y2": 0.76, "X3": 0.17979, "Y3": 0.7768, "X4": 0.12467, "Y4": 0.7758, "page": 0, "Index": 105}, {"Word": "phenyl", "Confidence": 0.667, "X1": 0.18504, "Y1": 0.7602, "X2": 0.25197, "Y2": 0.76, "X3": 0.25197, "Y3": 0.7768, "X4": 0.18504, "Y4": 0.7768, "page": 0, "Index": 106}, {"Word": "acetate", "Confidence": 0.995, "X1": 0.25853, "Y1": 0.7602, "X2": 0.33465, "Y2": 0.76, "X3": 0.33596, "Y3": 0.7748, "X4": 0.25853, "Y4": 0.7768, "page": 0, "Index": 107}, {"Word": "11", "Confidence": 0.941, "X1": 0.74934, "Y1": 0.7592, "X2": 0.77297, "Y2": 0.759, "X3": 0.77297, "Y3": 0.7758, "X4": 0.74803, "Y4": 0.7748, "page": 0, "Index": 108}, {"Word": "Terpineol", "Confidence": 0.969, "X1": 0.12467, "Y1": 0.7822, "X2": 0.2231, "Y2": 0.782, "X3": 0.2231, "Y3": 0.7988, "X4": 0.12467, "Y4": 0.7988, "page": 0, "Index": 109}, {"Word": "Domestic", "Confidence": 0.989, "X1": 0.22966, "Y1": 0.7822, "X2": 0.31759, "Y2": 0.782, "X3": 0.31759, "Y3": 0.7998, "X4": 0.22966, "Y4": 0.7988, "page": 0, "Index": 110}, {"Word": "(4-terpineol)", "Confidence": 0.947, "X1": 0.32283, "Y1": 0.7802, "X2": 0.46063, "Y2": 0.78, "X3": 0.46063, "Y3": 0.8008, "X4": 0.32283, "Y4": 0.7998, "page": 0, "Index": 111}, {"Word": "45", "Confidence": 0.998, "X1": 0.74934, "Y1": 0.7812, "X2": 0.77428, "Y2": 0.781, "X3": 0.77559, "Y3": 0.7988, "X4": 0.75066, "Y4": 0.7988, "page": 0, "Index": 112}, {"Word": "Trimethyl", "Confidence": 0.564, "X1": 0.12467, "Y1": 0.8062, "X2": 0.22178, "Y2": 0.806, "X3": 0.22047, "Y3": 0.8218, "X4": 0.12467, "Y4": 0.8208, "page": 0, "Index": 113}, {"Word": "pyrazine", "Confidence": 0.994, "X1": 0.22703, "Y1": 0.8052, "X2": 0.31496, "Y2": 0.805, "X3": 0.31496, "Y3": 0.8198, "X4": 0.22703, "Y4": 0.8218, "page": 0, "Index": 114}, {"Word": "70", "Confidence": 0.805, "X1": 0.75197, "Y1": 0.8032, "X2": 0.77297, "Y2": 0.803, "X3": 0.77428, "Y3": 0.8198, "X4": 0.75328, "Y4": 0.8208, "page": 0, "Index": 115}, {"Word": "6-Methy1-3,", "Confidence": 0.91, "X1": 0.1273, "Y1": 0.8282, "X2": 0.23622, "Y2": 0.828, "X3": 0.23491, "Y3": 0.8448, "X4": 0.12598, "Y4": 0.8448, "page": 0, "Index": 116}, {"Word": "5-heptadien-2-one", "Confidence": 0.986, "X1": 0.24016, "Y1": 0.8282, "X2": 0.41995, "Y2": 0.828, "X3": 0.42126, "Y3": 0.8448, "X4": 0.24016, "Y4": 0.8448, "page": 0, "Index": 117}, {"Word": "131", "Confidence": 0.996, "X1": 0.74147, "Y1": 0.8272, "X2": 0.77165, "Y2": 0.827, "X3": 0.77297, "Y3": 0.8448, "X4": 0.74147, "Y4": 0.8458, "page": 0, "Index": 118}, {"Word": "51553", "Confidence": 0.994, "X1": 0.96457, "Y1": 0.8492, "X2": 0.96457, "Y2": 0.849, "X3": 0.94357, "Y3": 0.8488, "X4": 0.94488, "Y4": 0.8038, "page": 0, "Index": 119}, {"Word": "gamma-Heptalactone", "Confidence": 0.797, "X1": 0.12598, "Y1": 0.8532, "X2": 0.31496, "Y2": 0.853, "X3": 0.31496, "Y3": 0.8678, "X4": 0.12598, "Y4": 0.8688, "page": 0, "Index": 120}, {"Word": "189", "Confidence": 0.998, "X1": 0.74147, "Y1": 0.8512, "X2": 0.77297, "Y2": 0.851, "X3": 0.77297, "Y3": 0.8668, "X4": 0.74278, "Y4": 0.8678, "page": 0, "Index": 121}, {"Word": "38", "Confidence": 0.943, "X1": 0.74934, "Y1": 0.8702, "X2": 0.77165, "Y2": 0.87, "X3": 0.7769, "Y3": 0.8878, "X4": 0.75197, "Y4": 0.8908, "page": 0, "Index": 122}, {"Word": "Linalyl", "Confidence": 0.664, "X1": 0.12598, "Y1": 0.8742, "X2": 0.20079, "Y2": 0.874, "X3": 0.20079, "Y3": 0.8908, "X4": 0.12598, "Y4": 0.8918, "page": 0, "Index": 123}, {"Word": "acetate", "Confidence": 0.996, "X1": 0.20735, "Y1": 0.8742, "X2": 0.28215, "Y2": 0.874, "X3": 0.28215, "Y3": 0.8908, "X4": 0.20735, "Y4": 0.8908, "page": 0, "Index": 124}, {"Word": "6444", "Confidence": 0.981, "X1": 0.96457, "Y1": 0.8942, "X2": 0.96325, "Y2": 0.894, "X3": 0.94226, "Y3": 0.8948, "X4": 0.94357, "Y4": 0.8578, "page": 0, "Index": 125}, {"Word": "Cloves", "Confidence": 0.995, "X1": 0.12336, "Y1": 0.8972, "X2": 0.19029, "Y2": 0.897, "X3": 0.19029, "Y3": 0.9148, "X4": 0.12467, "Y4": 0.9148, "page": 0, "Index": 126}, {"Word": "oil", "Confidence": 0.644, "X1": 0.19554, "Y1": 0.8972, "X2": 0.23228, "Y2": 0.897, "X3": 0.23228, "Y3": 0.9148, "X4": 0.19554, "Y4": 0.9148, "page": 0, "Index": 127}, {"Word": "(Nat.", "Confidence": 0.997, "X1": 0.24016, "Y1": 0.8962, "X2": 0.29396, "Y2": 0.896, "X3": 0.29528, "Y3": 0.9148, "X4": 0.24147, "Y4": 0.9148, "page": 0, "Index": 128}, {"Word": "bud", "Confidence": 0.998, "X1": 0.29921, "Y1": 0.8962, "X2": 0.33727, "Y2": 0.896, "X3": 0.33858, "Y3": 0.9148, "X4": 0.30052, "Y4": 0.9148, "page": 0, "Index": 129}, {"Word": "type)", "Confidence": 0.972, "X1": 0.34252, "Y1": 0.8952, "X2": 0.39895, "Y2": 0.895, "X3": 0.39895, "Y3": 0.9148, "X4": 0.34383, "Y4": 0.9148, "page": 0, "Index": 130}, {"Word": "F.C.C.", "Confidence": 0.996, "X1": 0.4042, "Y1": 0.8952, "X2": 0.46982, "Y2": 0.895, "X3": 0.46982, "Y3": 0.9148, "X4": 0.4042, "Y4": 0.9148, "page": 0, "Index": 131}, {"Word": "25", "Confidence": 0.994, "X1": 0.75328, "Y1": 0.8942, "X2": 0.77165, "Y2": 0.894, "X3": 0.77428, "Y3": 0.9108, "X4": 0.75459, "Y4": 0.9128, "page": 0, "Index": 132}]}
|
"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"
|
ffwx0011
| 1 |
{"lines_data": [{"Word": "WEEKLY OVERVIEW", "Confidence": 0.983, "X1": 0.409, "Y1": 0.12149, "X2": 0.563, "Y2": 0.12129, "X3": 0.563, "Y3": 0.14535, "X4": 0.409, "Y4": 0.14266, "page": 0}, {"Word": "ACTUALS FOR WEEK ENDING 10/10/97", "Confidence": 0.9088, "X1": 0.297, "Y1": 0.15249, "X2": 0.504, "Y2": 0.15229, "X3": 0.504, "Y3": 0.16826, "X4": 0.297, "Y4": 0.16826, "page": 0}, {"Word": "OUTLOOK FOR WEEK ENDING 10/17/97", "Confidence": 0.8418, "X1": 0.684, "Y1": 0.15114, "X2": 0.893, "Y2": 0.15094, "X3": 0.893, "Y3": 0.17096, "X4": 0.684, "Y4": 0.17231, "page": 0}, {"Word": "Variance vs. L.E.", "Confidence": 0.482, "X1": 0.357, "Y1": 0.1754, "X2": 0.441, "Y2": 0.1752, "X3": 0.441, "Y3": 0.18983, "X4": 0.358, "Y4": 0.19117, "page": 0}, {"Word": "VOL % CHG QTD vs. YAG", "Confidence": 0.9795, "X1": 0.504, "Y1": 0.17405, "X2": 0.643, "Y2": 0.17385, "X3": 0.643, "Y3": 0.19387, "X4": 0.504, "Y4": 0.19387, "page": 0}, {"Word": "Most", "Confidence": 0.988, "X1": 0.777, "Y1": 0.17675, "X2": 0.803, "Y2": 0.17655, "X3": 0.802, "Y3": 0.19387, "X4": 0.776, "Y4": 0.19657, "page": 0}, {"Word": "Est. Based On", "Confidence": 0.956, "X1": 0.838, "Y1": 0.17675, "X2": 0.911, "Y2": 0.17655, "X3": 0.911, "Y3": 0.19387, "X4": 0.838, "Y4": 0.19252, "page": 0}, {"Word": "Actual", "Confidence": 0.993, "X1": 0.167, "Y1": 0.19966, "X2": 0.199, "Y2": 0.19946, "X3": 0.199, "Y3": 0.21274, "X4": 0.167, "Y4": 0.21274, "page": 0}, {"Word": "10/6 LE.", "Confidence": 0.871, "X1": 0.247, "Y1": 0.19831, "X2": 0.292, "Y2": 0.19811, "X3": 0.292, "Y3": 0.21274, "X4": 0.247, "Y4": 0.21274, "page": 0}, {"Word": "Week", "Confidence": 0.988, "X1": 0.341, "Y1": 0.19966, "X2": 0.371, "Y2": 0.19946, "X3": 0.371, "Y3": 0.21274, "X4": 0.341, "Y4": 0.21409, "page": 0}, {"Word": "QTD", "Confidence": 0.993, "X1": 0.431, "Y1": 0.19831, "X2": 0.457, "Y2": 0.19811, "X3": 0.456, "Y3": 0.21543, "X4": 0.431, "Y4": 0.21543, "page": 0}, {"Word": "IND", "Confidence": 0.994, "X1": 0.606, "Y1": 0.19831, "X2": 0.628, "Y2": 0.19811, "X3": 0.628, "Y3": 0.21543, "X4": 0.606, "Y4": 0.21543, "page": 0}, {"Word": "10/6 LE.", "Confidence": 0.5925, "X1": 0.679, "Y1": 0.19831, "X2": 0.726, "Y2": 0.19811, "X3": 0.726, "Y3": 0.21678, "X4": 0.679, "Y4": 0.21678, "page": 0}, {"Word": "Likely", "Confidence": 0.388, "X1": 0.774, "Y1": 0.19831, "X2": 0.804, "Y2": 0.19811, "X3": 0.804, "Y3": 0.21678, "X4": 0.774, "Y4": 0.21678, "page": 0}, {"Word": "Current Orders", "Confidence": 0.93, "X1": 0.838, "Y1": 0.19966, "X2": 0.911, "Y2": 0.19946, "X3": 0.911, "Y3": 0.21678, "X4": 0.838, "Y4": 0.21678, "page": 0}, {"Word": "2225", "Confidence": 0.986, "X1": 0.258, "Y1": 0.22257, "X2": 0.283, "Y2": 0.22237, "X3": 0.283, "Y3": 0.237, "X4": 0.257, "Y4": 0.237, "page": 0}, {"Word": "Total", "Confidence": 0.965, "X1": 0.082, "Y1": 0.22257, "X2": 0.109, "Y2": 0.22237, "X3": 0.108, "Y3": 0.23834, "X4": 0.081, "Y4": 0.237, "page": 0}, {"Word": "2356", "Confidence": 0.849, "X1": 0.17, "Y1": 0.22392, "X2": 0.197, "Y2": 0.22372, "X3": 0.197, "Y3": 0.23834, "X4": 0.17, "Y4": 0.23834, "page": 0}, {"Word": "131", "Confidence": 0.998, "X1": 0.346, "Y1": 0.22122, "X2": 0.367, "Y2": 0.22102, "X3": 0.368, "Y3": 0.23834, "X4": 0.347, "Y4": 0.23969, "page": 0}, {"Word": "209", "Confidence": 0.994, "X1": 0.433, "Y1": 0.22122, "X2": 0.453, "Y2": 0.22102, "X3": 0.453, "Y3": 0.23834, "X4": 0.433, "Y4": 0.23969, "page": 0}, {"Word": "-11.5%", "Confidence": 0.844, "X1": 0.512, "Y1": 0.22257, "X2": 0.549, "Y2": 0.22237, "X3": 0.549, "Y3": 0.23834, "X4": 0.512, "Y4": 0.23969, "page": 0}, {"Word": "-9.5%", "Confidence": 0.963, "X1": 0.602, "Y1": 0.22257, "X2": 0.631, "Y2": 0.22237, "X3": 0.632, "Y3": 0.23834, "X4": 0.601, "Y4": 0.23834, "page": 0}, {"Word": "2149", "Confidence": 0.991, "X1": 0.691, "Y1": 0.22392, "X2": 0.717, "Y2": 0.22372, "X3": 0.716, "Y3": 0.23834, "X4": 0.69, "Y4": 0.23834, "page": 0}, {"Word": "225", "Confidence": 0.904, "X1": 0.775, "Y1": 0.22122, "X2": 0.8, "Y2": 0.22102, "X3": 0.8, "Y3": 0.23969, "X4": 0.775, "Y4": 0.24104, "page": 0}, {"Word": "2300", "Confidence": 0.987, "X1": 0.862, "Y1": 0.22527, "X2": 0.889, "Y2": 0.22507, "X3": 0.888, "Y3": 0.24104, "X4": 0.861, "Y4": 0.23969, "page": 0}, {"Word": "Full Price", "Confidence": 0.9675, "X1": 0.082, "Y1": 0.24953, "X2": 0.13, "Y2": 0.24933, "X3": 0.129, "Y3": 0.26395, "X4": 0.082, "Y4": 0.2626, "page": 0}, {"Word": "1478", "Confidence": 0.988, "X1": 0.171, "Y1": 0.24953, "X2": 0.197, "Y2": 0.24933, "X3": 0.197, "Y3": 0.2626, "X4": 0.171, "Y4": 0.26395, "page": 0}, {"Word": "1361", "Confidence": 0.982, "X1": 0.258, "Y1": 0.24818, "X2": 0.282, "Y2": 0.24798, "X3": 0.283, "Y3": 0.2626, "X4": 0.258, "Y4": 0.2626, "page": 0}, {"Word": "117", "Confidence": 0.985, "X1": 0.347, "Y1": 0.24414, "X2": 0.368, "Y2": 0.24394, "X3": 0.37, "Y3": 0.26395, "X4": 0.348, "Y4": 0.26665, "page": 0}, {"Word": "186", "Confidence": 0.955, "X1": 0.433, "Y1": 0.24683, "X2": 0.456, "Y2": 0.24663, "X3": 0.456, "Y3": 0.2653, "X4": 0.433, "Y4": 0.26665, "page": 0}, {"Word": "-12.7%", "Confidence": 0.791, "X1": 0.513, "Y1": 0.24953, "X2": 0.549, "Y2": 0.24933, "X3": 0.549, "Y3": 0.26395, "X4": 0.513, "Y4": 0.26395, "page": 0}, {"Word": "-9.6%", "Confidence": 0.652, "X1": 0.602, "Y1": 0.24953, "X2": 0.632, "Y2": 0.24933, "X3": 0.632, "Y3": 0.26395, "X4": 0.602, "Y4": 0.2626, "page": 0}, {"Word": "1322", "Confidence": 0.988, "X1": 0.691, "Y1": 0.24953, "X2": 0.717, "Y2": 0.24933, "X3": 0.716, "Y3": 0.2653, "X4": 0.691, "Y4": 0.2653, "page": 0}, {"Word": "1422", "Confidence": 0.988, "X1": 0.777, "Y1": 0.24414, "X2": 0.804, "Y2": 0.24394, "X3": 0.803, "Y3": 0.26799, "X4": 0.776, "Y4": 0.26799, "page": 0}, {"Word": "1450", "Confidence": 0.993, "X1": 0.863, "Y1": 0.24818, "X2": 0.889, "Y2": 0.24798, "X3": 0.889, "Y3": 0.26665, "X4": 0.863, "Y4": 0.26799, "page": 0}, {"Word": "878", "Confidence": 0.998, "X1": 0.173, "Y1": 0.27109, "X2": 0.194, "Y2": 0.27089, "X3": 0.193, "Y3": 0.28417, "X4": 0.173, "Y4": 0.28417, "page": 0}, {"Word": "854", "Confidence": 0.616, "X1": 0.261, "Y1": 0.26974, "X2": 0.28, "Y2": 0.26954, "X3": 0.279, "Y3": 0.28551, "X4": 0.26, "Y4": 0.28551, "page": 0}, {"Word": "14", "Confidence": 0.995, "X1": 0.352, "Y1": 0.26974, "X2": 0.365, "Y2": 0.26954, "X3": 0.365, "Y3": 0.28417, "X4": 0.352, "Y4": 0.28417, "page": 0}, {"Word": "22", "Confidence": 0.721, "X1": 0.438, "Y1": 0.26839, "X2": 0.452, "Y2": 0.26819, "X3": 0.451, "Y3": 0.28282, "X4": 0.437, "Y4": 0.28417, "page": 0}, {"Word": "-9.5%", "Confidence": 0.991, "X1": 0.516, "Y1": 0.27109, "X2": 0.545, "Y2": 0.27089, "X3": 0.545, "Y3": 0.28551, "X4": 0.515, "Y4": 0.28417, "page": 0}, {"Word": "-8.7%", "Confidence": 0.9, "X1": 0.602, "Y1": 0.27109, "X2": 0.631, "Y2": 0.27089, "X3": 0.631, "Y3": 0.28551, "X4": 0.602, "Y4": 0.28551, "page": 0}, {"Word": "827", "Confidence": 0.994, "X1": 0.693, "Y1": 0.2657, "X2": 0.714, "Y2": 0.2655, "X3": 0.713, "Y3": 0.28417, "X4": 0.693, "Y4": 0.28417, "page": 0}, {"Word": "828", "Confidence": 0.999, "X1": 0.779, "Y1": 0.26705, "X2": 0.801, "Y2": 0.26685, "X3": 0.799, "Y3": 0.28417, "X4": 0.778, "Y4": 0.28551, "page": 0}, {"Word": "850", "Confidence": 0.997, "X1": 0.866, "Y1": 0.26705, "X2": 0.886, "Y2": 0.26685, "X3": 0.886, "Y3": 0.28551, "X4": 0.866, "Y4": 0.28551, "page": 0}, {"Word": "Savings", "Confidence": 0.992, "X1": 0.082, "Y1": 0.27109, "X2": 0.124, "Y2": 0.27089, "X3": 0.124, "Y3": 0.28821, "X4": 0.082, "Y4": 0.28551, "page": 0}, {"Word": "Shipments for the week ending 10/10 exceeded L.E. levels primarity", "Confidence": 0.9696, "X1": 0.083, "Y1": 0.30613, "X2": 0.41, "Y2": 0.30593, "X3": 0.41, "Y3": 0.3219, "X4": 0.083, "Y4": 0.3219, "page": 0}, {"Word": "Shipments for the week ending 10/17/97 should", "Confidence": 0.95943, "X1": 0.661, "Y1": 0.30748, "X2": 0.891, "Y2": 0.30728, "X3": 0.891, "Y3": 0.32325, "X4": 0.661, "Y4": 0.3219, "page": 0}, {"Word": "due to continued strong performance on Winston and BSGSF", "Confidence": 0.93011, "X1": 0.084, "Y1": 0.3223, "X2": 0.383, "Y2": 0.3221, "X3": 0.383, "Y3": 0.33673, "X4": 0.084, "Y4": 0.33807, "page": 0}, {"Word": "exceod L.E. lovels.", "Confidence": 0.62767, "X1": 0.661, "Y1": 0.325, "X2": 0.755, "Y2": 0.3248, "X3": 0.755, "Y3": 0.33807, "X4": 0.661, "Y4": 0.33942, "page": 0}, {"Word": "shipments on Camel greater than assumed in the L.E.", "Confidence": 0.93511, "X1": 0.083, "Y1": 0.33982, "X2": 0.344, "Y2": 0.33962, "X3": 0.344, "Y3": 0.35425, "X4": 0.083, "Y4": 0.3556, "page": 0}, {"Word": "NOTE: Vol. % Chg. vs YAG delorled due to one additional trading day in the '93", "Confidence": 0.75438, "X1": 0.085, "Y1": 0.37486, "X2": 0.395, "Y2": 0.37466, "X3": 0.395, "Y3": 0.38929, "X4": 0.085, "Y4": 0.38929, "page": 0}, {"Word": "carlod. This lo parloulorly evident in the early part of the quarter.", "Confidence": 0.677, "X1": 0.084, "Y1": 0.39104, "X2": 0.328, "Y2": 0.39084, "X3": 0.328, "Y3": 0.40411, "X4": 0.084, "Y4": 0.40411, "page": 0}, {"Word": "FOURTH QUARTER OUTLOOK", "Confidence": 0.99433, "X1": 0.377, "Y1": 0.44494, "X2": 0.601, "Y2": 0.44474, "X3": 0.601, "Y3": 0.46745, "X4": 0.377, "Y4": 0.46745, "page": 0}, {"Word": "Outlook Scenarios- Variance vs. 10/6 LE.", "Confidence": 0.7785, "X1": 0.508, "Y1": 0.47325, "X2": 0.724, "Y2": 0.47305, "X3": 0.724, "Y3": 0.48902, "X4": 0.508, "Y4": 0.48902, "page": 0}, {"Word": "6-Oct", "Confidence": 0.849, "X1": 0.258, "Y1": 0.49211, "X2": 0.287, "Y2": 0.49191, "X3": 0.287, "Y3": 0.50789, "X4": 0.257, "Y4": 0.50789, "page": 0}, {"Word": "Most", "Confidence": 0.82, "X1": 0.604, "Y1": 0.49346, "X2": 0.63, "Y2": 0.49326, "X3": 0.63, "Y3": 0.50789, "X4": 0.604, "Y4": 0.51058, "page": 0}, {"Word": "Current", "Confidence": 0.954, "X1": 0.425, "Y1": 0.49346, "X2": 0.464, "Y2": 0.49326, "X3": 0.464, "Y3": 0.50923, "X4": 0.425, "Y4": 0.50923, "page": 0}, {"Word": "Op. Plan", "Confidence": 0.8765, "X1": 0.161, "Y1": 0.51368, "X2": 0.208, "Y2": 0.51348, "X3": 0.208, "Y3": 0.5281, "X4": 0.161, "Y4": 0.5281, "page": 0}, {"Word": "BSAP L.E.", "Confidence": 0.9575, "X1": 0.244, "Y1": 0.51368, "X2": 0.299, "Y2": 0.51348, "X3": 0.298, "Y3": 0.52945, "X4": 0.244, "Y4": 0.52675, "page": 0}, {"Word": "Fin. L.E.", "Confidence": 0.948, "X1": 0.337, "Y1": 0.51368, "X2": 0.378, "Y2": 0.51348, "X3": 0.378, "Y3": 0.5281, "X4": 0.337, "Y4": 0.5281, "page": 0}, {"Word": "Outlook", "Confidence": 0.768, "X1": 0.426, "Y1": 0.51368, "X2": 0.464, "Y2": 0.51348, "X3": 0.464, "Y3": 0.52945, "X4": 0.426, "Y4": 0.5281, "page": 0}, {"Word": "Low", "Confidence": 0.97, "X1": 0.522, "Y1": 0.51233, "X2": 0.543, "Y2": 0.51213, "X3": 0.542, "Y3": 0.53215, "X4": 0.521, "Y4": 0.53349, "page": 0}, {"Word": "Ukety", "Confidence": 0.546, "X1": 0.602, "Y1": 0.51098, "X2": 0.633, "Y2": 0.51078, "X3": 0.633, "Y3": 0.52945, "X4": 0.602, "Y4": 0.52945, "page": 0}, {"Word": "High", "Confidence": 0.938, "X1": 0.694, "Y1": 0.51098, "X2": 0.716, "Y2": 0.51078, "X3": 0.715, "Y3": 0.5308, "X4": 0.693, "Y4": 0.53349, "page": 0}, {"Word": "Total", "Confidence": 0.952, "X1": 0.084, "Y1": 0.53255, "X2": 0.111, "Y2": 0.53235, "X3": 0.111, "Y3": 0.54562, "X4": 0.083, "Y4": 0.54562, "page": 0}, {"Word": "29754", "Confidence": 0.995, "X1": 0.168, "Y1": 0.53255, "X2": 0.201, "Y2": 0.53235, "X3": 0.201, "Y3": 0.54697, "X4": 0.168, "Y4": 0.54697, "page": 0}, {"Word": "28304", "Confidence": 0.994, "X1": 0.255, "Y1": 0.53255, "X2": 0.288, "Y2": 0.53235, "X3": 0.288, "Y3": 0.54562, "X4": 0.255, "Y4": 0.54562, "page": 0}, {"Word": "28304", "Confidence": 0.997, "X1": 0.342, "Y1": 0.53255, "X2": 0.374, "Y2": 0.53235, "X3": 0.374, "Y3": 0.54562, "X4": 0.342, "Y4": 0.54562, "page": 0}, {"Word": "28648", "Confidence": 0.994, "X1": 0.428, "Y1": 0.53255, "X2": 0.461, "Y2": 0.53235, "X3": 0.461, "Y3": 0.54562, "X4": 0.428, "Y4": 0.54562, "page": 0}, {"Word": "344", "Confidence": 0.994, "X1": 0.606, "Y1": 0.52985, "X2": 0.628, "Y2": 0.52965, "X3": 0.628, "Y3": 0.54697, "X4": 0.607, "Y4": 0.54967, "page": 0}, {"Word": "N/A", "Confidence": 0.772, "X1": 0.52, "Y1": 0.52715, "X2": 0.542, "Y2": 0.52695, "X3": 0.541, "Y3": 0.54967, "X4": 0.519, "Y4": 0.54967, "page": 0}, {"Word": "N/A", "Confidence": 0.722, "X1": 0.692, "Y1": 0.52581, "X2": 0.715, "Y2": 0.52561, "X3": 0.715, "Y3": 0.54967, "X4": 0.693, "Y4": 0.55101, "page": 0}, {"Word": "Full Price", "Confidence": 0.757, "X1": 0.084, "Y1": 0.55546, "X2": 0.131, "Y2": 0.55526, "X3": 0.131, "Y3": 0.56988, "X4": 0.084, "Y4": 0.56853, "page": 0}, {"Word": "18673", "Confidence": 0.909, "X1": 0.17, "Y1": 0.55546, "X2": 0.201, "Y2": 0.55526, "X3": 0.201, "Y3": 0.56853, "X4": 0.169, "Y4": 0.56853, "page": 0}, {"Word": "17473", "Confidence": 0.996, "X1": 0.257, "Y1": 0.55546, "X2": 0.288, "Y2": 0.55526, "X3": 0.288, "Y3": 0.56853, "X4": 0.257, "Y4": 0.56853, "page": 0}, {"Word": "17473", "Confidence": 0.993, "X1": 0.342, "Y1": 0.55411, "X2": 0.373, "Y2": 0.55391, "X3": 0.373, "Y3": 0.56853, "X4": 0.342, "Y4": 0.56853, "page": 0}, {"Word": "17800", "Confidence": 0.995, "X1": 0.429, "Y1": 0.55411, "X2": 0.461, "Y2": 0.55391, "X3": 0.461, "Y3": 0.56853, "X4": 0.429, "Y4": 0.56988, "page": 0}, {"Word": "N/A", "Confidence": 0.769, "X1": 0.521, "Y1": 0.55007, "X2": 0.543, "Y2": 0.54987, "X3": 0.542, "Y3": 0.57123, "X4": 0.52, "Y4": 0.57258, "page": 0}, {"Word": "327", "Confidence": 0.998, "X1": 0.606, "Y1": 0.55007, "X2": 0.628, "Y2": 0.54987, "X3": 0.628, "Y3": 0.57123, "X4": 0.607, "Y4": 0.57392, "page": 0}, {"Word": "N/A", "Confidence": 0.924, "X1": 0.692, "Y1": 0.54872, "X2": 0.715, "Y2": 0.54852, "X3": 0.715, "Y3": 0.57392, "X4": 0.692, "Y4": 0.57527, "page": 0}, {"Word": "10830", "Confidence": 0.994, "X1": 0.343, "Y1": 0.57567, "X2": 0.375, "Y2": 0.57547, "X3": 0.375, "Y3": 0.5874, "X4": 0.343, "Y4": 0.58875, "page": 0}, {"Word": "18", "Confidence": 0.885, "X1": 0.61, "Y1": 0.56759, "X2": 0.625, "Y2": 0.56739, "X3": 0.625, "Y3": 0.58605, "X4": 0.61, "Y4": 0.58875, "page": 0}, {"Word": "Savings", "Confidence": 0.886, "X1": 0.084, "Y1": 0.57567, "X2": 0.125, "Y2": 0.57547, "X3": 0.125, "Y3": 0.59144, "X4": 0.084, "Y4": 0.5901, "page": 0}, {"Word": "11081", "Confidence": 0.994, "X1": 0.17, "Y1": 0.57432, "X2": 0.2, "Y2": 0.57412, "X3": 0.2, "Y3": 0.58875, "X4": 0.17, "Y4": 0.58875, "page": 0}, {"Word": "10830", "Confidence": 0.955, "X1": 0.256, "Y1": 0.57432, "X2": 0.287, "Y2": 0.57412, "X3": 0.287, "Y3": 0.58875, "X4": 0.256, "Y4": 0.58875, "page": 0}, {"Word": "10848", "Confidence": 0.885, "X1": 0.429, "Y1": 0.57432, "X2": 0.461, "Y2": 0.57412, "X3": 0.461, "Y3": 0.5901, "X4": 0.429, "Y4": 0.5901, "page": 0}, {"Word": "N/A", "Confidence": 0.929, "X1": 0.521, "Y1": 0.57163, "X2": 0.542, "Y2": 0.57143, "X3": 0.541, "Y3": 0.5901, "X4": 0.52, "Y4": 0.5901, "page": 0}, {"Word": "N/A", "Confidence": 0.867, "X1": 0.692, "Y1": 0.56624, "X2": 0.715, "Y2": 0.56604, "X3": 0.714, "Y3": 0.59144, "X4": 0.692, "Y4": 0.59144, "page": 0}, {"Word": "OTHER KEY POINTS/RECOMMENDATIONS", "Confidence": 0.77067, "X1": 0.291, "Y1": 0.62284, "X2": 0.557, "Y2": 0.62264, "X3": 0.557, "Y3": 0.64535, "X4": 0.291, "Y4": 0.64535, "page": 0}, {"Word": "This report Incorporates the 10/6 LE.", "Confidence": 0.9385, "X1": 0.089, "Y1": 0.65923, "X2": 0.284, "Y2": 0.65903, "X3": 0.284, "Y3": 0.68039, "X4": 0.089, "Y4": 0.68039, "page": 0}, {"Word": "Most Likely Q4 reflects positive variance over the next several weeks due to strong Winston performance, BSGSF shipments greater than", "Confidence": 0.9238, "X1": 0.088, "Y1": 0.69562, "X2": 0.755, "Y2": 0.69542, "X3": 0.755, "Y3": 0.71409, "X4": 0.088, "Y4": 0.71274, "page": 0}, {"Word": "assumed in the L.E ., and possible continued trade inventory build. Positive variance will grow during the quarter if Winston shipments continue", "Confidence": 0.94136, "X1": 0.091, "Y1": 0.71314, "X2": 0.771, "Y2": 0.71294, "X3": 0.771, "Y3": 0.73026, "X4": 0.091, "Y4": 0.72891, "page": 0}, {"Word": "to be strong or additional trade inventory build ocours.", "Confidence": 0.829, "X1": 0.092, "Y1": 0.73066, "X2": 0.347, "Y2": 0.73046, "X3": 0.347, "Y3": 0.74643, "X4": 0.092, "Y4": 0.74643, "page": 0}, {"Word": "53173 5072", "Confidence": 0.9935, "X1": 0.125, "Y1": 0.95438, "X2": 0.026, "Y2": 0.95418, "X3": 0.026, "Y3": 0.92972, "X4": 0.125, "Y4": 0.92972, "page": 0}], "words_data": [{"Word": "WEEKLY", "Confidence": 0.996, "X1": 0.411, "Y1": 0.12149, "X2": 0.476, "Y2": 0.12129, "X3": 0.476, "Y3": 0.144, "X4": 0.41, "Y4": 0.144, "page": 0, "Index": 0}, {"Word": "OVERVIEW", "Confidence": 0.97, "X1": 0.48, "Y1": 0.12284, "X2": 0.557, "Y2": 0.12264, "X3": 0.558, "Y3": 0.14535, "X4": 0.479, "Y4": 0.144, "page": 0, "Index": 1}, {"Word": "ACTUALS", "Confidence": 0.958, "X1": 0.298, "Y1": 0.15249, "X2": 0.348, "Y2": 0.15229, "X3": 0.349, "Y3": 0.16826, "X4": 0.298, "Y4": 0.16961, "page": 0, "Index": 2}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.351, "Y1": 0.15249, "X2": 0.373, "Y2": 0.15229, "X3": 0.373, "Y3": 0.16826, "X4": 0.351, "Y4": 0.16826, "page": 0, "Index": 3}, {"Word": "WEEK", "Confidence": 0.788, "X1": 0.376, "Y1": 0.15249, "X2": 0.409, "Y2": 0.15229, "X3": 0.409, "Y3": 0.16826, "X4": 0.377, "Y4": 0.16826, "page": 0, "Index": 4}, {"Word": "ENDING", "Confidence": 0.997, "X1": 0.412, "Y1": 0.15249, "X2": 0.453, "Y2": 0.15229, "X3": 0.454, "Y3": 0.16826, "X4": 0.412, "Y4": 0.16826, "page": 0, "Index": 5}, {"Word": "10/10/97", "Confidence": 0.803, "X1": 0.457, "Y1": 0.15249, "X2": 0.5, "Y2": 0.15229, "X3": 0.501, "Y3": 0.16961, "X4": 0.458, "Y4": 0.16826, "page": 0, "Index": 6}, {"Word": "OUTLOOK", "Confidence": 0.627, "X1": 0.685, "Y1": 0.15249, "X2": 0.738, "Y2": 0.15229, "X3": 0.738, "Y3": 0.17096, "X4": 0.685, "Y4": 0.17231, "page": 0, "Index": 7}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.741, "Y1": 0.15249, "X2": 0.765, "Y2": 0.15229, "X3": 0.764, "Y3": 0.17096, "X4": 0.741, "Y4": 0.17096, "page": 0, "Index": 8}, {"Word": "WEEK", "Confidence": 0.957, "X1": 0.768, "Y1": 0.15249, "X2": 0.8, "Y2": 0.15229, "X3": 0.799, "Y3": 0.16961, "X4": 0.767, "Y4": 0.16961, "page": 0, "Index": 9}, {"Word": "ENDING", "Confidence": 0.991, "X1": 0.802, "Y1": 0.15249, "X2": 0.845, "Y2": 0.15229, "X3": 0.844, "Y3": 0.17096, "X4": 0.802, "Y4": 0.16961, "page": 0, "Index": 10}, {"Word": "10/17/97", "Confidence": 0.636, "X1": 0.848, "Y1": 0.15249, "X2": 0.892, "Y2": 0.15229, "X3": 0.891, "Y3": 0.17231, "X4": 0.847, "Y4": 0.17096, "page": 0, "Index": 11}, {"Word": "Variance", "Confidence": 0.415, "X1": 0.358, "Y1": 0.17675, "X2": 0.4, "Y2": 0.17655, "X3": 0.4, "Y3": 0.19117, "X4": 0.358, "Y4": 0.19252, "page": 0, "Index": 12}, {"Word": "vs.", "Confidence": 0.663, "X1": 0.403, "Y1": 0.1754, "X2": 0.417, "Y2": 0.1752, "X3": 0.417, "Y3": 0.19117, "X4": 0.403, "Y4": 0.19117, "page": 0, "Index": 13}, {"Word": "L.E.", "Confidence": 0.368, "X1": 0.419, "Y1": 0.1754, "X2": 0.441, "Y2": 0.1752, "X3": 0.441, "Y3": 0.19117, "X4": 0.419, "Y4": 0.19117, "page": 0, "Index": 14}, {"Word": "VOL", "Confidence": 0.955, "X1": 0.506, "Y1": 0.17405, "X2": 0.529, "Y2": 0.17385, "X3": 0.529, "Y3": 0.19252, "X4": 0.505, "Y4": 0.19387, "page": 0, "Index": 15}, {"Word": "%", "Confidence": 0.994, "X1": 0.534, "Y1": 0.17405, "X2": 0.542, "Y2": 0.17385, "X3": 0.541, "Y3": 0.19252, "X4": 0.533, "Y4": 0.19252, "page": 0, "Index": 16}, {"Word": "CHG", "Confidence": 0.997, "X1": 0.545, "Y1": 0.1754, "X2": 0.57, "Y2": 0.1752, "X3": 0.569, "Y3": 0.19252, "X4": 0.544, "Y4": 0.19252, "page": 0, "Index": 17}, {"Word": "QTD", "Confidence": 0.995, "X1": 0.573, "Y1": 0.1754, "X2": 0.595, "Y2": 0.1752, "X3": 0.595, "Y3": 0.19252, "X4": 0.572, "Y4": 0.19252, "page": 0, "Index": 18}, {"Word": "vs.", "Confidence": 0.955, "X1": 0.598, "Y1": 0.1754, "X2": 0.613, "Y2": 0.1752, "X3": 0.612, "Y3": 0.19387, "X4": 0.598, "Y4": 0.19252, "page": 0, "Index": 19}, {"Word": "YAG", "Confidence": 0.981, "X1": 0.616, "Y1": 0.1754, "X2": 0.638, "Y2": 0.1752, "X3": 0.638, "Y3": 0.19522, "X4": 0.615, "Y4": 0.19387, "page": 0, "Index": 20}, {"Word": "Most", "Confidence": 0.988, "X1": 0.776, "Y1": 0.17675, "X2": 0.803, "Y2": 0.17655, "X3": 0.804, "Y3": 0.19252, "X4": 0.776, "Y4": 0.19522, "page": 0, "Index": 21}, {"Word": "Est.", "Confidence": 0.987, "X1": 0.839, "Y1": 0.1781, "X2": 0.857, "Y2": 0.1779, "X3": 0.857, "Y3": 0.19387, "X4": 0.839, "Y4": 0.19387, "page": 0, "Index": 22}, {"Word": "Based", "Confidence": 0.884, "X1": 0.86, "Y1": 0.1781, "X2": 0.891, "Y2": 0.1779, "X3": 0.891, "Y3": 0.19387, "X4": 0.86, "Y4": 0.19387, "page": 0, "Index": 23}, {"Word": "On", "Confidence": 0.997, "X1": 0.894, "Y1": 0.1781, "X2": 0.909, "Y2": 0.1779, "X3": 0.909, "Y3": 0.19522, "X4": 0.894, "Y4": 0.19387, "page": 0, "Index": 24}, {"Word": "Actual", "Confidence": 0.993, "X1": 0.168, "Y1": 0.19966, "X2": 0.199, "Y2": 0.19946, "X3": 0.199, "Y3": 0.21409, "X4": 0.167, "Y4": 0.21409, "page": 0, "Index": 25}, {"Word": "10/6", "Confidence": 0.886, "X1": 0.249, "Y1": 0.19966, "X2": 0.268, "Y2": 0.19946, "X3": 0.269, "Y3": 0.21409, "X4": 0.249, "Y4": 0.21409, "page": 0, "Index": 26}, {"Word": "LE.", "Confidence": 0.856, "X1": 0.27, "Y1": 0.19831, "X2": 0.292, "Y2": 0.19811, "X3": 0.293, "Y3": 0.21409, "X4": 0.271, "Y4": 0.21409, "page": 0, "Index": 27}, {"Word": "Week", "Confidence": 0.988, "X1": 0.342, "Y1": 0.19966, "X2": 0.37, "Y2": 0.19946, "X3": 0.369, "Y3": 0.21409, "X4": 0.342, "Y4": 0.21409, "page": 0, "Index": 28}, {"Word": "QTD", "Confidence": 0.993, "X1": 0.431, "Y1": 0.19831, "X2": 0.454, "Y2": 0.19811, "X3": 0.454, "Y3": 0.21543, "X4": 0.431, "Y4": 0.21543, "page": 0, "Index": 29}, {"Word": "IND", "Confidence": 0.994, "X1": 0.606, "Y1": 0.19831, "X2": 0.624, "Y2": 0.19811, "X3": 0.625, "Y3": 0.21543, "X4": 0.607, "Y4": 0.21543, "page": 0, "Index": 30}, {"Word": "Likely", "Confidence": 0.388, "X1": 0.774, "Y1": 0.19831, "X2": 0.804, "Y2": 0.19811, "X3": 0.804, "Y3": 0.21543, "X4": 0.774, "Y4": 0.21678, "page": 0, "Index": 31}, {"Word": "Current", "Confidence": 0.979, "X1": 0.838, "Y1": 0.20101, "X2": 0.873, "Y2": 0.20081, "X3": 0.873, "Y3": 0.21678, "X4": 0.838, "Y4": 0.21678, "page": 0, "Index": 32}, {"Word": "Orders", "Confidence": 0.881, "X1": 0.876, "Y1": 0.20101, "X2": 0.911, "Y2": 0.20081, "X3": 0.911, "Y3": 0.21678, "X4": 0.876, "Y4": 0.21678, "page": 0, "Index": 33}, {"Word": "10/6", "Confidence": 0.512, "X1": 0.68, "Y1": 0.19966, "X2": 0.7, "Y2": 0.19946, "X3": 0.701, "Y3": 0.21813, "X4": 0.68, "Y4": 0.21678, "page": 0, "Index": 34}, {"Word": "LE.", "Confidence": 0.673, "X1": 0.703, "Y1": 0.19966, "X2": 0.726, "Y2": 0.19946, "X3": 0.726, "Y3": 0.21813, "X4": 0.703, "Y4": 0.21813, "page": 0, "Index": 35}, {"Word": "2225", "Confidence": 0.986, "X1": 0.258, "Y1": 0.22257, "X2": 0.282, "Y2": 0.22237, "X3": 0.282, "Y3": 0.23565, "X4": 0.258, "Y4": 0.237, "page": 0, "Index": 36}, {"Word": "Total", "Confidence": 0.965, "X1": 0.082, "Y1": 0.22257, "X2": 0.109, "Y2": 0.22237, "X3": 0.109, "Y3": 0.23834, "X4": 0.082, "Y4": 0.237, "page": 0, "Index": 37}, {"Word": "2356", "Confidence": 0.849, "X1": 0.17, "Y1": 0.22392, "X2": 0.195, "Y2": 0.22372, "X3": 0.195, "Y3": 0.23834, "X4": 0.171, "Y4": 0.23834, "page": 0, "Index": 38}, {"Word": "131", "Confidence": 0.998, "X1": 0.347, "Y1": 0.22122, "X2": 0.367, "Y2": 0.22102, "X3": 0.368, "Y3": 0.23834, "X4": 0.347, "Y4": 0.23969, "page": 0, "Index": 39}, {"Word": "209", "Confidence": 0.994, "X1": 0.433, "Y1": 0.22122, "X2": 0.452, "Y2": 0.22102, "X3": 0.453, "Y3": 0.23834, "X4": 0.434, "Y4": 0.23969, "page": 0, "Index": 40}, {"Word": "-11.5%", "Confidence": 0.844, "X1": 0.513, "Y1": 0.22257, "X2": 0.544, "Y2": 0.22237, "X3": 0.544, "Y3": 0.23969, "X4": 0.513, "Y4": 0.23969, "page": 0, "Index": 41}, {"Word": "-9.5%", "Confidence": 0.963, "X1": 0.601, "Y1": 0.22257, "X2": 0.628, "Y2": 0.22237, "X3": 0.628, "Y3": 0.23834, "X4": 0.601, "Y4": 0.23834, "page": 0, "Index": 42}, {"Word": "2149", "Confidence": 0.991, "X1": 0.69, "Y1": 0.22392, "X2": 0.714, "Y2": 0.22372, "X3": 0.715, "Y3": 0.23834, "X4": 0.691, "Y4": 0.23834, "page": 0, "Index": 43}, {"Word": "225", "Confidence": 0.904, "X1": 0.776, "Y1": 0.22122, "X2": 0.796, "Y2": 0.22102, "X3": 0.797, "Y3": 0.23969, "X4": 0.777, "Y4": 0.24104, "page": 0, "Index": 44}, {"Word": "2300", "Confidence": 0.987, "X1": 0.862, "Y1": 0.22527, "X2": 0.888, "Y2": 0.22507, "X3": 0.887, "Y3": 0.24104, "X4": 0.862, "Y4": 0.23969, "page": 0, "Index": 45}, {"Word": "Full", "Confidence": 0.941, "X1": 0.083, "Y1": 0.24953, "X2": 0.1, "Y2": 0.24933, "X3": 0.099, "Y3": 0.26395, "X4": 0.083, "Y4": 0.2626, "page": 0, "Index": 46}, {"Word": "Price", "Confidence": 0.994, "X1": 0.102, "Y1": 0.25087, "X2": 0.128, "Y2": 0.25067, "X3": 0.127, "Y3": 0.2653, "X4": 0.101, "Y4": 0.26395, "page": 0, "Index": 47}, {"Word": "1478", "Confidence": 0.988, "X1": 0.171, "Y1": 0.24953, "X2": 0.195, "Y2": 0.24933, "X3": 0.195, "Y3": 0.26395, "X4": 0.172, "Y4": 0.26395, "page": 0, "Index": 48}, {"Word": "1361", "Confidence": 0.982, "X1": 0.258, "Y1": 0.24818, "X2": 0.283, "Y2": 0.24798, "X3": 0.283, "Y3": 0.26126, "X4": 0.259, "Y4": 0.2626, "page": 0, "Index": 49}, {"Word": "117", "Confidence": 0.985, "X1": 0.347, "Y1": 0.24414, "X2": 0.368, "Y2": 0.24394, "X3": 0.369, "Y3": 0.26395, "X4": 0.348, "Y4": 0.26665, "page": 0, "Index": 50}, {"Word": "186", "Confidence": 0.955, "X1": 0.433, "Y1": 0.24683, "X2": 0.453, "Y2": 0.24663, "X3": 0.454, "Y3": 0.2653, "X4": 0.434, "Y4": 0.26665, "page": 0, "Index": 51}, {"Word": "-12.7%", "Confidence": 0.791, "X1": 0.514, "Y1": 0.24953, "X2": 0.544, "Y2": 0.24933, "X3": 0.544, "Y3": 0.2653, "X4": 0.514, "Y4": 0.26395, "page": 0, "Index": 52}, {"Word": "-9.6%", "Confidence": 0.652, "X1": 0.602, "Y1": 0.24953, "X2": 0.628, "Y2": 0.24933, "X3": 0.628, "Y3": 0.26395, "X4": 0.602, "Y4": 0.2626, "page": 0, "Index": 53}, {"Word": "1322", "Confidence": 0.988, "X1": 0.692, "Y1": 0.24953, "X2": 0.715, "Y2": 0.24933, "X3": 0.715, "Y3": 0.2653, "X4": 0.692, "Y4": 0.2653, "page": 0, "Index": 54}, {"Word": "1422", "Confidence": 0.988, "X1": 0.776, "Y1": 0.24414, "X2": 0.802, "Y2": 0.24394, "X3": 0.802, "Y3": 0.26799, "X4": 0.776, "Y4": 0.26799, "page": 0, "Index": 55}, {"Word": "1450", "Confidence": 0.993, "X1": 0.863, "Y1": 0.24818, "X2": 0.887, "Y2": 0.24798, "X3": 0.888, "Y3": 0.26665, "X4": 0.863, "Y4": 0.26799, "page": 0, "Index": 56}, {"Word": "878", "Confidence": 0.998, "X1": 0.174, "Y1": 0.27109, "X2": 0.191, "Y2": 0.27089, "X3": 0.191, "Y3": 0.28417, "X4": 0.174, "Y4": 0.28417, "page": 0, "Index": 57}, {"Word": "854", "Confidence": 0.616, "X1": 0.26, "Y1": 0.26974, "X2": 0.28, "Y2": 0.26954, "X3": 0.28, "Y3": 0.28417, "X4": 0.261, "Y4": 0.28551, "page": 0, "Index": 58}, {"Word": "14", "Confidence": 0.995, "X1": 0.352, "Y1": 0.26974, "X2": 0.363, "Y2": 0.26954, "X3": 0.363, "Y3": 0.28417, "X4": 0.352, "Y4": 0.28417, "page": 0, "Index": 59}, {"Word": "22", "Confidence": 0.721, "X1": 0.438, "Y1": 0.26839, "X2": 0.451, "Y2": 0.26819, "X3": 0.451, "Y3": 0.28282, "X4": 0.438, "Y4": 0.28417, "page": 0, "Index": 60}, {"Word": "-9.5%", "Confidence": 0.991, "X1": 0.515, "Y1": 0.27109, "X2": 0.542, "Y2": 0.27089, "X3": 0.542, "Y3": 0.28551, "X4": 0.515, "Y4": 0.28417, "page": 0, "Index": 61}, {"Word": "-8.7%", "Confidence": 0.9, "X1": 0.602, "Y1": 0.26974, "X2": 0.628, "Y2": 0.26954, "X3": 0.628, "Y3": 0.28551, "X4": 0.602, "Y4": 0.28417, "page": 0, "Index": 62}, {"Word": "827", "Confidence": 0.994, "X1": 0.693, "Y1": 0.2657, "X2": 0.714, "Y2": 0.2655, "X3": 0.714, "Y3": 0.28417, "X4": 0.693, "Y4": 0.28417, "page": 0, "Index": 63}, {"Word": "828", "Confidence": 0.999, "X1": 0.779, "Y1": 0.26705, "X2": 0.8, "Y2": 0.26685, "X3": 0.8, "Y3": 0.28417, "X4": 0.78, "Y4": 0.28551, "page": 0, "Index": 64}, {"Word": "850", "Confidence": 0.997, "X1": 0.866, "Y1": 0.26705, "X2": 0.885, "Y2": 0.26685, "X3": 0.885, "Y3": 0.28551, "X4": 0.866, "Y4": 0.28551, "page": 0, "Index": 65}, {"Word": "Savings", "Confidence": 0.992, "X1": 0.083, "Y1": 0.27244, "X2": 0.123, "Y2": 0.27224, "X3": 0.122, "Y3": 0.28821, "X4": 0.083, "Y4": 0.28686, "page": 0, "Index": 66}, {"Word": "Shipments", "Confidence": 0.95, "X1": 0.085, "Y1": 0.30748, "X2": 0.135, "Y2": 0.30728, "X3": 0.135, "Y3": 0.32325, "X4": 0.084, "Y4": 0.32325, "page": 0, "Index": 67}, {"Word": "for", "Confidence": 0.993, "X1": 0.137, "Y1": 0.30748, "X2": 0.151, "Y2": 0.30728, "X3": 0.15, "Y3": 0.32325, "X4": 0.137, "Y4": 0.32325, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.153, "Y1": 0.30748, "X2": 0.169, "Y2": 0.30728, "X3": 0.168, "Y3": 0.32325, "X4": 0.153, "Y4": 0.32325, "page": 0, "Index": 69}, {"Word": "week", "Confidence": 0.985, "X1": 0.171, "Y1": 0.30748, "X2": 0.198, "Y2": 0.30728, "X3": 0.197, "Y3": 0.32325, "X4": 0.171, "Y4": 0.32325, "page": 0, "Index": 70}, {"Word": "ending", "Confidence": 0.994, "X1": 0.2, "Y1": 0.30748, "X2": 0.233, "Y2": 0.30728, "X3": 0.232, "Y3": 0.32325, "X4": 0.2, "Y4": 0.32325, "page": 0, "Index": 71}, {"Word": "10/10", "Confidence": 0.969, "X1": 0.235, "Y1": 0.30613, "X2": 0.263, "Y2": 0.30593, "X3": 0.262, "Y3": 0.32325, "X4": 0.235, "Y4": 0.32325, "page": 0, "Index": 72}, {"Word": "exceeded", "Confidence": 0.991, "X1": 0.265, "Y1": 0.30613, "X2": 0.311, "Y2": 0.30593, "X3": 0.311, "Y3": 0.32325, "X4": 0.265, "Y4": 0.32325, "page": 0, "Index": 73}, {"Word": "L.E.", "Confidence": 0.978, "X1": 0.314, "Y1": 0.30748, "X2": 0.334, "Y2": 0.30728, "X3": 0.334, "Y3": 0.32325, "X4": 0.313, "Y4": 0.32325, "page": 0, "Index": 74}, {"Word": "levels", "Confidence": 0.847, "X1": 0.336, "Y1": 0.30748, "X2": 0.364, "Y2": 0.30728, "X3": 0.364, "Y3": 0.32325, "X4": 0.336, "Y4": 0.32325, "page": 0, "Index": 75}, {"Word": "primarity", "Confidence": 0.991, "X1": 0.366, "Y1": 0.30748, "X2": 0.41, "Y2": 0.30728, "X3": 0.41, "Y3": 0.3219, "X4": 0.366, "Y4": 0.32325, "page": 0, "Index": 76}, {"Word": "Shipments", "Confidence": 0.891, "X1": 0.663, "Y1": 0.30883, "X2": 0.714, "Y2": 0.30863, "X3": 0.713, "Y3": 0.32325, "X4": 0.663, "Y4": 0.3219, "page": 0, "Index": 77}, {"Word": "for", "Confidence": 0.992, "X1": 0.716, "Y1": 0.30883, "X2": 0.73, "Y2": 0.30863, "X3": 0.729, "Y3": 0.32325, "X4": 0.715, "Y4": 0.32325, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.902, "X1": 0.732, "Y1": 0.30883, "X2": 0.747, "Y2": 0.30863, "X3": 0.747, "Y3": 0.32325, "X4": 0.732, "Y4": 0.32325, "page": 0, "Index": 79}, {"Word": "week", "Confidence": 0.986, "X1": 0.749, "Y1": 0.30883, "X2": 0.775, "Y2": 0.30863, "X3": 0.775, "Y3": 0.32325, "X4": 0.749, "Y4": 0.32325, "page": 0, "Index": 80}, {"Word": "ending", "Confidence": 0.997, "X1": 0.778, "Y1": 0.30883, "X2": 0.811, "Y2": 0.30863, "X3": 0.811, "Y3": 0.32325, "X4": 0.777, "Y4": 0.32325, "page": 0, "Index": 81}, {"Word": "10/17/97", "Confidence": 0.993, "X1": 0.813, "Y1": 0.30883, "X2": 0.854, "Y2": 0.30863, "X3": 0.854, "Y3": 0.32325, "X4": 0.813, "Y4": 0.32325, "page": 0, "Index": 82}, {"Word": "should", "Confidence": 0.955, "X1": 0.857, "Y1": 0.30883, "X2": 0.89, "Y2": 0.30863, "X3": 0.89, "Y3": 0.32325, "X4": 0.857, "Y4": 0.32325, "page": 0, "Index": 83}, {"Word": "BSGSF", "Confidence": 0.993, "X1": 0.343, "Y1": 0.32365, "X2": 0.38, "Y2": 0.32345, "X3": 0.381, "Y3": 0.33673, "X4": 0.344, "Y4": 0.33807, "page": 0, "Index": 84}, {"Word": "due", "Confidence": 0.963, "X1": 0.085, "Y1": 0.325, "X2": 0.103, "Y2": 0.3248, "X3": 0.103, "Y3": 0.33807, "X4": 0.085, "Y4": 0.33807, "page": 0, "Index": 85}, {"Word": "to", "Confidence": 0.998, "X1": 0.106, "Y1": 0.32365, "X2": 0.115, "Y2": 0.32345, "X3": 0.115, "Y3": 0.33807, "X4": 0.106, "Y4": 0.33807, "page": 0, "Index": 86}, {"Word": "continued", "Confidence": 0.804, "X1": 0.117, "Y1": 0.32365, "X2": 0.164, "Y2": 0.32345, "X3": 0.163, "Y3": 0.33807, "X4": 0.117, "Y4": 0.33807, "page": 0, "Index": 87}, {"Word": "strong", "Confidence": 0.991, "X1": 0.166, "Y1": 0.32365, "X2": 0.197, "Y2": 0.32345, "X3": 0.197, "Y3": 0.33942, "X4": 0.166, "Y4": 0.33807, "page": 0, "Index": 88}, {"Word": "performance", "Confidence": 0.631, "X1": 0.2, "Y1": 0.32365, "X2": 0.26, "Y2": 0.32345, "X3": 0.261, "Y3": 0.33807, "X4": 0.2, "Y4": 0.33942, "page": 0, "Index": 89}, {"Word": "on", "Confidence": 0.998, "X1": 0.263, "Y1": 0.32365, "X2": 0.275, "Y2": 0.32345, "X3": 0.276, "Y3": 0.33807, "X4": 0.263, "Y4": 0.33807, "page": 0, "Index": 90}, {"Word": "Winston", "Confidence": 0.995, "X1": 0.278, "Y1": 0.32365, "X2": 0.317, "Y2": 0.32345, "X3": 0.318, "Y3": 0.33807, "X4": 0.278, "Y4": 0.33807, "page": 0, "Index": 91}, {"Word": "and", "Confidence": 0.998, "X1": 0.32, "Y1": 0.32365, "X2": 0.338, "Y2": 0.32345, "X3": 0.339, "Y3": 0.33807, "X4": 0.32, "Y4": 0.33807, "page": 0, "Index": 92}, {"Word": "exceod", "Confidence": 0.581, "X1": 0.664, "Y1": 0.325, "X2": 0.698, "Y2": 0.3248, "X3": 0.698, "Y3": 0.33942, "X4": 0.663, "Y4": 0.33942, "page": 0, "Index": 93}, {"Word": "L.E.", "Confidence": 0.638, "X1": 0.7, "Y1": 0.325, "X2": 0.72, "Y2": 0.3248, "X3": 0.72, "Y3": 0.33942, "X4": 0.7, "Y4": 0.33942, "page": 0, "Index": 94}, {"Word": "lovels.", "Confidence": 0.664, "X1": 0.722, "Y1": 0.325, "X2": 0.755, "Y2": 0.3248, "X3": 0.755, "Y3": 0.33942, "X4": 0.722, "Y4": 0.33942, "page": 0, "Index": 95}, {"Word": "shipments", "Confidence": 0.987, "X1": 0.084, "Y1": 0.33982, "X2": 0.134, "Y2": 0.33962, "X3": 0.133, "Y3": 0.3556, "X4": 0.084, "Y4": 0.35694, "page": 0, "Index": 96}, {"Word": "on", "Confidence": 0.997, "X1": 0.136, "Y1": 0.33982, "X2": 0.149, "Y2": 0.33962, "X3": 0.148, "Y3": 0.3556, "X4": 0.135, "Y4": 0.3556, "page": 0, "Index": 97}, {"Word": "Camel", "Confidence": 0.958, "X1": 0.151, "Y1": 0.33982, "X2": 0.183, "Y2": 0.33962, "X3": 0.182, "Y3": 0.3556, "X4": 0.15, "Y4": 0.3556, "page": 0, "Index": 98}, {"Word": "greater", "Confidence": 0.955, "X1": 0.185, "Y1": 0.33982, "X2": 0.22, "Y2": 0.33962, "X3": 0.219, "Y3": 0.3556, "X4": 0.184, "Y4": 0.3556, "page": 0, "Index": 99}, {"Word": "than", "Confidence": 0.951, "X1": 0.222, "Y1": 0.33982, "X2": 0.244, "Y2": 0.33962, "X3": 0.244, "Y3": 0.3556, "X4": 0.222, "Y4": 0.3556, "page": 0, "Index": 100}, {"Word": "assumed", "Confidence": 0.631, "X1": 0.246, "Y1": 0.33982, "X2": 0.291, "Y2": 0.33962, "X3": 0.29, "Y3": 0.35425, "X4": 0.246, "Y4": 0.3556, "page": 0, "Index": 101}, {"Word": "in", "Confidence": 0.998, "X1": 0.293, "Y1": 0.33982, "X2": 0.302, "Y2": 0.33962, "X3": 0.302, "Y3": 0.35425, "X4": 0.293, "Y4": 0.35425, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.998, "X1": 0.304, "Y1": 0.33982, "X2": 0.32, "Y2": 0.33962, "X3": 0.319, "Y3": 0.35425, "X4": 0.304, "Y4": 0.35425, "page": 0, "Index": 103}, {"Word": "L.E.", "Confidence": 0.941, "X1": 0.322, "Y1": 0.33982, "X2": 0.345, "Y2": 0.33962, "X3": 0.344, "Y3": 0.35425, "X4": 0.321, "Y4": 0.35425, "page": 0, "Index": 104}, {"Word": "NOTE:", "Confidence": 0.993, "X1": 0.086, "Y1": 0.37486, "X2": 0.121, "Y2": 0.37466, "X3": 0.121, "Y3": 0.38929, "X4": 0.085, "Y4": 0.38929, "page": 0, "Index": 105}, {"Word": "Vol.", "Confidence": 0.618, "X1": 0.123, "Y1": 0.37621, "X2": 0.139, "Y2": 0.37601, "X3": 0.138, "Y3": 0.38929, "X4": 0.123, "Y4": 0.38929, "page": 0, "Index": 106}, {"Word": "%", "Confidence": 0.876, "X1": 0.141, "Y1": 0.37621, "X2": 0.147, "Y2": 0.37601, "X3": 0.146, "Y3": 0.38929, "X4": 0.14, "Y4": 0.38929, "page": 0, "Index": 107}, {"Word": "Chg.", "Confidence": 0.724, "X1": 0.15, "Y1": 0.37621, "X2": 0.168, "Y2": 0.37601, "X3": 0.168, "Y3": 0.38929, "X4": 0.149, "Y4": 0.38929, "page": 0, "Index": 108}, {"Word": "vs", "Confidence": 0.796, "X1": 0.17, "Y1": 0.37621, "X2": 0.18, "Y2": 0.37601, "X3": 0.179, "Y3": 0.38929, "X4": 0.17, "Y4": 0.38929, "page": 0, "Index": 109}, {"Word": "YAG", "Confidence": 0.981, "X1": 0.182, "Y1": 0.37621, "X2": 0.199, "Y2": 0.37601, "X3": 0.199, "Y3": 0.38929, "X4": 0.181, "Y4": 0.38929, "page": 0, "Index": 110}, {"Word": "delorled", "Confidence": 0.679, "X1": 0.201, "Y1": 0.37621, "X2": 0.233, "Y2": 0.37601, "X3": 0.233, "Y3": 0.38929, "X4": 0.201, "Y4": 0.38929, "page": 0, "Index": 111}, {"Word": "due", "Confidence": 0.955, "X1": 0.235, "Y1": 0.37621, "X2": 0.249, "Y2": 0.37601, "X3": 0.249, "Y3": 0.38929, "X4": 0.235, "Y4": 0.38929, "page": 0, "Index": 112}, {"Word": "to", "Confidence": 0.884, "X1": 0.251, "Y1": 0.37621, "X2": 0.259, "Y2": 0.37601, "X3": 0.258, "Y3": 0.38929, "X4": 0.251, "Y4": 0.38929, "page": 0, "Index": 113}, {"Word": "one", "Confidence": 0.717, "X1": 0.261, "Y1": 0.37621, "X2": 0.275, "Y2": 0.37601, "X3": 0.275, "Y3": 0.38929, "X4": 0.26, "Y4": 0.38929, "page": 0, "Index": 114}, {"Word": "additional", "Confidence": 0.252, "X1": 0.277, "Y1": 0.37621, "X2": 0.313, "Y2": 0.37601, "X3": 0.313, "Y3": 0.38929, "X4": 0.277, "Y4": 0.38929, "page": 0, "Index": 115}, {"Word": "trading", "Confidence": 0.926, "X1": 0.315, "Y1": 0.37621, "X2": 0.341, "Y2": 0.37601, "X3": 0.34, "Y3": 0.38929, "X4": 0.315, "Y4": 0.38929, "page": 0, "Index": 116}, {"Word": "day", "Confidence": 0.827, "X1": 0.343, "Y1": 0.37621, "X2": 0.356, "Y2": 0.37601, "X3": 0.356, "Y3": 0.38929, "X4": 0.342, "Y4": 0.38929, "page": 0, "Index": 117}, {"Word": "in", "Confidence": 0.998, "X1": 0.358, "Y1": 0.37621, "X2": 0.365, "Y2": 0.37601, "X3": 0.365, "Y3": 0.38929, "X4": 0.358, "Y4": 0.38929, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.313, "X1": 0.367, "Y1": 0.37621, "X2": 0.378, "Y2": 0.37601, "X3": 0.378, "Y3": 0.38929, "X4": 0.367, "Y4": 0.38929, "page": 0, "Index": 119}, {"Word": "'93", "Confidence": 0.531, "X1": 0.38, "Y1": 0.37621, "X2": 0.394, "Y2": 0.37601, "X3": 0.394, "Y3": 0.38929, "X4": 0.38, "Y4": 0.38929, "page": 0, "Index": 120}, {"Word": "carlod.", "Confidence": 0.413, "X1": 0.085, "Y1": 0.39238, "X2": 0.114, "Y2": 0.39218, "X3": 0.114, "Y3": 0.40411, "X4": 0.085, "Y4": 0.40546, "page": 0, "Index": 121}, {"Word": "This", "Confidence": 0.784, "X1": 0.116, "Y1": 0.39238, "X2": 0.13, "Y2": 0.39218, "X3": 0.13, "Y3": 0.40411, "X4": 0.115, "Y4": 0.40411, "page": 0, "Index": 122}, {"Word": "lo", "Confidence": 0.621, "X1": 0.132, "Y1": 0.39238, "X2": 0.14, "Y2": 0.39218, "X3": 0.139, "Y3": 0.40411, "X4": 0.132, "Y4": 0.40411, "page": 0, "Index": 123}, {"Word": "parloulorly", "Confidence": 0.395, "X1": 0.141, "Y1": 0.39238, "X2": 0.182, "Y2": 0.39218, "X3": 0.182, "Y3": 0.40411, "X4": 0.141, "Y4": 0.40411, "page": 0, "Index": 124}, {"Word": "evident", "Confidence": 0.909, "X1": 0.184, "Y1": 0.39238, "X2": 0.211, "Y2": 0.39218, "X3": 0.211, "Y3": 0.40411, "X4": 0.184, "Y4": 0.40411, "page": 0, "Index": 125}, {"Word": "in", "Confidence": 0.956, "X1": 0.213, "Y1": 0.39238, "X2": 0.22, "Y2": 0.39218, "X3": 0.22, "Y3": 0.40411, "X4": 0.213, "Y4": 0.40411, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.294, "X1": 0.222, "Y1": 0.39238, "X2": 0.234, "Y2": 0.39218, "X3": 0.234, "Y3": 0.40411, "X4": 0.221, "Y4": 0.40411, "page": 0, "Index": 127}, {"Word": "early", "Confidence": 0.611, "X1": 0.236, "Y1": 0.39238, "X2": 0.255, "Y2": 0.39218, "X3": 0.254, "Y3": 0.40411, "X4": 0.236, "Y4": 0.40411, "page": 0, "Index": 128}, {"Word": "part", "Confidence": 0.703, "X1": 0.257, "Y1": 0.39238, "X2": 0.271, "Y2": 0.39218, "X3": 0.271, "Y3": 0.40411, "X4": 0.256, "Y4": 0.40411, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.955, "X1": 0.273, "Y1": 0.39238, "X2": 0.28, "Y2": 0.39218, "X3": 0.28, "Y3": 0.40411, "X4": 0.273, "Y4": 0.40411, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.882, "X1": 0.282, "Y1": 0.39238, "X2": 0.295, "Y2": 0.39218, "X3": 0.295, "Y3": 0.40411, "X4": 0.282, "Y4": 0.40411, "page": 0, "Index": 131}, {"Word": "quarter.", "Confidence": 0.601, "X1": 0.297, "Y1": 0.39238, "X2": 0.328, "Y2": 0.39218, "X3": 0.328, "Y3": 0.40411, "X4": 0.297, "Y4": 0.40411, "page": 0, "Index": 132}, {"Word": "OUTLOOK", "Confidence": 0.997, "X1": 0.522, "Y1": 0.44629, "X2": 0.596, "Y2": 0.44609, "X3": 0.596, "Y3": 0.46745, "X4": 0.522, "Y4": 0.4688, "page": 0, "Index": 133}, {"Word": "FOURTH", "Confidence": 0.993, "X1": 0.378, "Y1": 0.44494, "X2": 0.438, "Y2": 0.44474, "X3": 0.438, "Y3": 0.4688, "X4": 0.378, "Y4": 0.46745, "page": 0, "Index": 134}, {"Word": "QUARTER", "Confidence": 0.993, "X1": 0.443, "Y1": 0.44494, "X2": 0.516, "Y2": 0.44474, "X3": 0.516, "Y3": 0.4688, "X4": 0.443, "Y4": 0.4688, "page": 0, "Index": 135}, {"Word": "Outlook", "Confidence": 0.763, "X1": 0.509, "Y1": 0.47459, "X2": 0.549, "Y2": 0.47439, "X3": 0.549, "Y3": 0.48902, "X4": 0.509, "Y4": 0.48902, "page": 0, "Index": 136}, {"Word": "Scenarios-", "Confidence": 0.6, "X1": 0.551, "Y1": 0.47325, "X2": 0.61, "Y2": 0.47305, "X3": 0.61, "Y3": 0.48902, "X4": 0.551, "Y4": 0.48902, "page": 0, "Index": 137}, {"Word": "Variance", "Confidence": 0.63, "X1": 0.612, "Y1": 0.47325, "X2": 0.658, "Y2": 0.47305, "X3": 0.658, "Y3": 0.49037, "X4": 0.612, "Y4": 0.48902, "page": 0, "Index": 138}, {"Word": "vs.", "Confidence": 0.956, "X1": 0.66, "Y1": 0.47325, "X2": 0.677, "Y2": 0.47305, "X3": 0.677, "Y3": 0.49037, "X4": 0.66, "Y4": 0.49037, "page": 0, "Index": 139}, {"Word": "10/6", "Confidence": 0.835, "X1": 0.679, "Y1": 0.47325, "X2": 0.7, "Y2": 0.47305, "X3": 0.7, "Y3": 0.49037, "X4": 0.679, "Y4": 0.49037, "page": 0, "Index": 140}, {"Word": "LE.", "Confidence": 0.887, "X1": 0.703, "Y1": 0.47325, "X2": 0.724, "Y2": 0.47305, "X3": 0.724, "Y3": 0.49037, "X4": 0.703, "Y4": 0.49037, "page": 0, "Index": 141}, {"Word": "6-Oct", "Confidence": 0.849, "X1": 0.259, "Y1": 0.49211, "X2": 0.286, "Y2": 0.49191, "X3": 0.286, "Y3": 0.50654, "X4": 0.259, "Y4": 0.50789, "page": 0, "Index": 142}, {"Word": "Most", "Confidence": 0.82, "X1": 0.604, "Y1": 0.49346, "X2": 0.63, "Y2": 0.49326, "X3": 0.63, "Y3": 0.50654, "X4": 0.604, "Y4": 0.50923, "page": 0, "Index": 143}, {"Word": "Current", "Confidence": 0.954, "X1": 0.426, "Y1": 0.49346, "X2": 0.464, "Y2": 0.49326, "X3": 0.464, "Y3": 0.50923, "X4": 0.426, "Y4": 0.50923, "page": 0, "Index": 144}, {"Word": "Op.", "Confidence": 0.962, "X1": 0.163, "Y1": 0.51502, "X2": 0.18, "Y2": 0.51482, "X3": 0.18, "Y3": 0.5281, "X4": 0.162, "Y4": 0.5281, "page": 0, "Index": 145}, {"Word": "Plan", "Confidence": 0.791, "X1": 0.182, "Y1": 0.51502, "X2": 0.205, "Y2": 0.51482, "X3": 0.205, "Y3": 0.52945, "X4": 0.182, "Y4": 0.5281, "page": 0, "Index": 146}, {"Word": "BSAP", "Confidence": 0.934, "X1": 0.245, "Y1": 0.51368, "X2": 0.273, "Y2": 0.51348, "X3": 0.273, "Y3": 0.5281, "X4": 0.245, "Y4": 0.5281, "page": 0, "Index": 147}, {"Word": "L.E.", "Confidence": 0.981, "X1": 0.276, "Y1": 0.51502, "X2": 0.299, "Y2": 0.51482, "X3": 0.299, "Y3": 0.52945, "X4": 0.276, "Y4": 0.5281, "page": 0, "Index": 148}, {"Word": "Fin.", "Confidence": 0.955, "X1": 0.338, "Y1": 0.51502, "X2": 0.355, "Y2": 0.51482, "X3": 0.355, "Y3": 0.5281, "X4": 0.337, "Y4": 0.5281, "page": 0, "Index": 149}, {"Word": "L.E.", "Confidence": 0.941, "X1": 0.357, "Y1": 0.51368, "X2": 0.378, "Y2": 0.51348, "X3": 0.378, "Y3": 0.5281, "X4": 0.357, "Y4": 0.5281, "page": 0, "Index": 150}, {"Word": "Outlook", "Confidence": 0.768, "X1": 0.427, "Y1": 0.51368, "X2": 0.463, "Y2": 0.51348, "X3": 0.463, "Y3": 0.52945, "X4": 0.426, "Y4": 0.5281, "page": 0, "Index": 151}, {"Word": "Low", "Confidence": 0.97, "X1": 0.521, "Y1": 0.51233, "X2": 0.542, "Y2": 0.51213, "X3": 0.543, "Y3": 0.53215, "X4": 0.521, "Y4": 0.53349, "page": 0, "Index": 152}, {"Word": "Ukety", "Confidence": 0.546, "X1": 0.602, "Y1": 0.51098, "X2": 0.632, "Y2": 0.51078, "X3": 0.632, "Y3": 0.52945, "X4": 0.602, "Y4": 0.52945, "page": 0, "Index": 153}, {"Word": "High", "Confidence": 0.938, "X1": 0.693, "Y1": 0.51098, "X2": 0.714, "Y2": 0.51078, "X3": 0.715, "Y3": 0.52945, "X4": 0.693, "Y4": 0.53215, "page": 0, "Index": 154}, {"Word": "Total", "Confidence": 0.952, "X1": 0.084, "Y1": 0.53255, "X2": 0.111, "Y2": 0.53235, "X3": 0.111, "Y3": 0.54562, "X4": 0.084, "Y4": 0.54562, "page": 0, "Index": 155}, {"Word": "29754", "Confidence": 0.995, "X1": 0.169, "Y1": 0.53389, "X2": 0.199, "Y2": 0.53369, "X3": 0.199, "Y3": 0.54697, "X4": 0.169, "Y4": 0.54697, "page": 0, "Index": 156}, {"Word": "28304", "Confidence": 0.994, "X1": 0.256, "Y1": 0.53389, "X2": 0.286, "Y2": 0.53369, "X3": 0.286, "Y3": 0.54697, "X4": 0.257, "Y4": 0.54697, "page": 0, "Index": 157}, {"Word": "28304", "Confidence": 0.997, "X1": 0.343, "Y1": 0.53389, "X2": 0.372, "Y2": 0.53369, "X3": 0.372, "Y3": 0.54697, "X4": 0.343, "Y4": 0.54697, "page": 0, "Index": 158}, {"Word": "28648", "Confidence": 0.994, "X1": 0.429, "Y1": 0.53389, "X2": 0.458, "Y2": 0.53369, "X3": 0.458, "Y3": 0.54697, "X4": 0.429, "Y4": 0.54697, "page": 0, "Index": 159}, {"Word": "N/A", "Confidence": 0.772, "X1": 0.519, "Y1": 0.52715, "X2": 0.541, "Y2": 0.52695, "X3": 0.542, "Y3": 0.54832, "X4": 0.519, "Y4": 0.54967, "page": 0, "Index": 160}, {"Word": "344", "Confidence": 0.994, "X1": 0.606, "Y1": 0.52985, "X2": 0.626, "Y2": 0.52965, "X3": 0.627, "Y3": 0.54832, "X4": 0.607, "Y4": 0.54967, "page": 0, "Index": 161}, {"Word": "N/A", "Confidence": 0.722, "X1": 0.692, "Y1": 0.52581, "X2": 0.714, "Y2": 0.52561, "X3": 0.715, "Y3": 0.54967, "X4": 0.693, "Y4": 0.55101, "page": 0, "Index": 162}, {"Word": "Full", "Confidence": 0.886, "X1": 0.085, "Y1": 0.55546, "X2": 0.101, "Y2": 0.55526, "X3": 0.101, "Y3": 0.56988, "X4": 0.085, "Y4": 0.56853, "page": 0, "Index": 163}, {"Word": "Price", "Confidence": 0.628, "X1": 0.103, "Y1": 0.5568, "X2": 0.129, "Y2": 0.5566, "X3": 0.129, "Y3": 0.57123, "X4": 0.103, "Y4": 0.56988, "page": 0, "Index": 164}, {"Word": "18673", "Confidence": 0.909, "X1": 0.171, "Y1": 0.55546, "X2": 0.199, "Y2": 0.55526, "X3": 0.199, "Y3": 0.56988, "X4": 0.17, "Y4": 0.56853, "page": 0, "Index": 165}, {"Word": "17473", "Confidence": 0.996, "X1": 0.257, "Y1": 0.55411, "X2": 0.287, "Y2": 0.55391, "X3": 0.287, "Y3": 0.56853, "X4": 0.257, "Y4": 0.56719, "page": 0, "Index": 166}, {"Word": "17473", "Confidence": 0.993, "X1": 0.344, "Y1": 0.55546, "X2": 0.372, "Y2": 0.55526, "X3": 0.372, "Y3": 0.56853, "X4": 0.343, "Y4": 0.56853, "page": 0, "Index": 167}, {"Word": "17800", "Confidence": 0.995, "X1": 0.43, "Y1": 0.55546, "X2": 0.459, "Y2": 0.55526, "X3": 0.459, "Y3": 0.56988, "X4": 0.429, "Y4": 0.56988, "page": 0, "Index": 168}, {"Word": "N/A", "Confidence": 0.769, "X1": 0.522, "Y1": 0.55007, "X2": 0.542, "Y2": 0.54987, "X3": 0.543, "Y3": 0.57123, "X4": 0.523, "Y4": 0.57258, "page": 0, "Index": 169}, {"Word": "327", "Confidence": 0.998, "X1": 0.606, "Y1": 0.55007, "X2": 0.627, "Y2": 0.54987, "X3": 0.628, "Y3": 0.57123, "X4": 0.608, "Y4": 0.57392, "page": 0, "Index": 170}, {"Word": "N/A", "Confidence": 0.924, "X1": 0.692, "Y1": 0.54872, "X2": 0.714, "Y2": 0.54852, "X3": 0.715, "Y3": 0.57392, "X4": 0.692, "Y4": 0.57527, "page": 0, "Index": 171}, {"Word": "18", "Confidence": 0.885, "X1": 0.61, "Y1": 0.56759, "X2": 0.623, "Y2": 0.56739, "X3": 0.625, "Y3": 0.58471, "X4": 0.612, "Y4": 0.5874, "page": 0, "Index": 172}, {"Word": "Savings", "Confidence": 0.886, "X1": 0.085, "Y1": 0.57702, "X2": 0.124, "Y2": 0.57682, "X3": 0.123, "Y3": 0.59144, "X4": 0.084, "Y4": 0.5901, "page": 0, "Index": 173}, {"Word": "11081", "Confidence": 0.994, "X1": 0.17, "Y1": 0.57432, "X2": 0.199, "Y2": 0.57412, "X3": 0.199, "Y3": 0.58875, "X4": 0.17, "Y4": 0.58875, "page": 0, "Index": 174}, {"Word": "10830", "Confidence": 0.955, "X1": 0.256, "Y1": 0.57567, "X2": 0.286, "Y2": 0.57547, "X3": 0.286, "Y3": 0.58875, "X4": 0.257, "Y4": 0.5901, "page": 0, "Index": 175}, {"Word": "10830", "Confidence": 0.994, "X1": 0.344, "Y1": 0.57567, "X2": 0.372, "Y2": 0.57547, "X3": 0.371, "Y3": 0.58875, "X4": 0.344, "Y4": 0.58875, "page": 0, "Index": 176}, {"Word": "10848", "Confidence": 0.885, "X1": 0.43, "Y1": 0.57432, "X2": 0.46, "Y2": 0.57412, "X3": 0.46, "Y3": 0.5901, "X4": 0.43, "Y4": 0.5901, "page": 0, "Index": 177}, {"Word": "N/A", "Confidence": 0.929, "X1": 0.52, "Y1": 0.57163, "X2": 0.541, "Y2": 0.57143, "X3": 0.541, "Y3": 0.5901, "X4": 0.52, "Y4": 0.5901, "page": 0, "Index": 178}, {"Word": "N/A", "Confidence": 0.867, "X1": 0.692, "Y1": 0.56624, "X2": 0.714, "Y2": 0.56604, "X3": 0.715, "Y3": 0.5901, "X4": 0.692, "Y4": 0.59144, "page": 0, "Index": 179}, {"Word": "OTHER", "Confidence": 0.359, "X1": 0.292, "Y1": 0.62419, "X2": 0.334, "Y2": 0.62399, "X3": 0.335, "Y3": 0.64535, "X4": 0.292, "Y4": 0.6467, "page": 0, "Index": 180}, {"Word": "KEY", "Confidence": 0.998, "X1": 0.339, "Y1": 0.62419, "X2": 0.365, "Y2": 0.62399, "X3": 0.365, "Y3": 0.64535, "X4": 0.339, "Y4": 0.64535, "page": 0, "Index": 181}, {"Word": "POINTS/RECOMMENDATIONS", "Confidence": 0.955, "X1": 0.368, "Y1": 0.62554, "X2": 0.553, "Y2": 0.62534, "X3": 0.553, "Y3": 0.64535, "X4": 0.368, "Y4": 0.64535, "page": 0, "Index": 182}, {"Word": "This", "Confidence": 0.985, "X1": 0.092, "Y1": 0.66058, "X2": 0.112, "Y2": 0.66038, "X3": 0.112, "Y3": 0.68174, "X4": 0.092, "Y4": 0.68174, "page": 0, "Index": 183}, {"Word": "report", "Confidence": 0.845, "X1": 0.115, "Y1": 0.66058, "X2": 0.146, "Y2": 0.66038, "X3": 0.146, "Y3": 0.68174, "X4": 0.115, "Y4": 0.68174, "page": 0, "Index": 184}, {"Word": "Incorporates", "Confidence": 0.884, "X1": 0.149, "Y1": 0.66058, "X2": 0.213, "Y2": 0.66038, "X3": 0.213, "Y3": 0.68039, "X4": 0.149, "Y4": 0.68174, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.991, "X1": 0.216, "Y1": 0.66058, "X2": 0.234, "Y2": 0.66038, "X3": 0.234, "Y3": 0.68039, "X4": 0.216, "Y4": 0.68039, "page": 0, "Index": 186}, {"Word": "10/6", "Confidence": 0.933, "X1": 0.237, "Y1": 0.66058, "X2": 0.258, "Y2": 0.66038, "X3": 0.258, "Y3": 0.68039, "X4": 0.237, "Y4": 0.68039, "page": 0, "Index": 187}, {"Word": "LE.", "Confidence": 0.993, "X1": 0.261, "Y1": 0.66058, "X2": 0.284, "Y2": 0.66038, "X3": 0.284, "Y3": 0.68039, "X4": 0.261, "Y4": 0.68039, "page": 0, "Index": 188}, {"Word": "Most", "Confidence": 0.849, "X1": 0.091, "Y1": 0.69697, "X2": 0.114, "Y2": 0.69677, "X3": 0.114, "Y3": 0.71409, "X4": 0.091, "Y4": 0.71409, "page": 0, "Index": 189}, {"Word": "Likely", "Confidence": 0.903, "X1": 0.117, "Y1": 0.69562, "X2": 0.145, "Y2": 0.69542, "X3": 0.145, "Y3": 0.71409, "X4": 0.116, "Y4": 0.71409, "page": 0, "Index": 190}, {"Word": "Q4", "Confidence": 0.96, "X1": 0.148, "Y1": 0.69562, "X2": 0.162, "Y2": 0.69542, "X3": 0.162, "Y3": 0.71409, "X4": 0.148, "Y4": 0.71409, "page": 0, "Index": 191}, {"Word": "reflects", "Confidence": 0.943, "X1": 0.165, "Y1": 0.69562, "X2": 0.2, "Y2": 0.69542, "X3": 0.2, "Y3": 0.71409, "X4": 0.164, "Y4": 0.71409, "page": 0, "Index": 192}, {"Word": "positive", "Confidence": 0.955, "X1": 0.203, "Y1": 0.69562, "X2": 0.24, "Y2": 0.69542, "X3": 0.239, "Y3": 0.71274, "X4": 0.203, "Y4": 0.71409, "page": 0, "Index": 193}, {"Word": "variance", "Confidence": 0.514, "X1": 0.242, "Y1": 0.69562, "X2": 0.284, "Y2": 0.69542, "X3": 0.284, "Y3": 0.71274, "X4": 0.242, "Y4": 0.71274, "page": 0, "Index": 194}, {"Word": "over", "Confidence": 0.987, "X1": 0.287, "Y1": 0.69562, "X2": 0.307, "Y2": 0.69542, "X3": 0.307, "Y3": 0.71274, "X4": 0.286, "Y4": 0.71274, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.994, "X1": 0.31, "Y1": 0.69562, "X2": 0.325, "Y2": 0.69542, "X3": 0.325, "Y3": 0.71274, "X4": 0.31, "Y4": 0.71274, "page": 0, "Index": 196}, {"Word": "next", "Confidence": 0.991, "X1": 0.327, "Y1": 0.69562, "X2": 0.349, "Y2": 0.69542, "X3": 0.349, "Y3": 0.71274, "X4": 0.327, "Y4": 0.71274, "page": 0, "Index": 197}, {"Word": "several", "Confidence": 0.94, "X1": 0.352, "Y1": 0.69562, "X2": 0.386, "Y2": 0.69542, "X3": 0.385, "Y3": 0.71274, "X4": 0.351, "Y4": 0.71274, "page": 0, "Index": 198}, {"Word": "weeks", "Confidence": 0.955, "X1": 0.388, "Y1": 0.69562, "X2": 0.42, "Y2": 0.69542, "X3": 0.419, "Y3": 0.71274, "X4": 0.388, "Y4": 0.71274, "page": 0, "Index": 199}, {"Word": "due", "Confidence": 0.937, "X1": 0.422, "Y1": 0.69562, "X2": 0.441, "Y2": 0.69542, "X3": 0.44, "Y3": 0.71274, "X4": 0.422, "Y4": 0.71274, "page": 0, "Index": 200}, {"Word": "to", "Confidence": 0.896, "X1": 0.443, "Y1": 0.69562, "X2": 0.453, "Y2": 0.69542, "X3": 0.452, "Y3": 0.71274, "X4": 0.443, "Y4": 0.71274, "page": 0, "Index": 201}, {"Word": "strong", "Confidence": 0.983, "X1": 0.455, "Y1": 0.69562, "X2": 0.485, "Y2": 0.69542, "X3": 0.485, "Y3": 0.71274, "X4": 0.455, "Y4": 0.71274, "page": 0, "Index": 202}, {"Word": "Winston", "Confidence": 0.992, "X1": 0.488, "Y1": 0.69562, "X2": 0.528, "Y2": 0.69542, "X3": 0.527, "Y3": 0.71409, "X4": 0.487, "Y4": 0.71274, "page": 0, "Index": 203}, {"Word": "performance,", "Confidence": 0.885, "X1": 0.53, "Y1": 0.69697, "X2": 0.594, "Y2": 0.69677, "X3": 0.594, "Y3": 0.71409, "X4": 0.53, "Y4": 0.71409, "page": 0, "Index": 204}, {"Word": "BSGSF", "Confidence": 0.934, "X1": 0.596, "Y1": 0.69697, "X2": 0.633, "Y2": 0.69677, "X3": 0.633, "Y3": 0.71409, "X4": 0.596, "Y4": 0.71409, "page": 0, "Index": 205}, {"Word": "shipments", "Confidence": 0.96, "X1": 0.636, "Y1": 0.69697, "X2": 0.685, "Y2": 0.69677, "X3": 0.685, "Y3": 0.71409, "X4": 0.635, "Y4": 0.71409, "page": 0, "Index": 206}, {"Word": "greater", "Confidence": 0.907, "X1": 0.688, "Y1": 0.69697, "X2": 0.722, "Y2": 0.69677, "X3": 0.722, "Y3": 0.71543, "X4": 0.688, "Y4": 0.71543, "page": 0, "Index": 207}, {"Word": "than", "Confidence": 0.991, "X1": 0.724, "Y1": 0.69831, "X2": 0.748, "Y2": 0.69811, "X3": 0.747, "Y3": 0.71543, "X4": 0.724, "Y4": 0.71543, "page": 0, "Index": 208}, {"Word": "assumed", "Confidence": 0.994, "X1": 0.093, "Y1": 0.71449, "X2": 0.135, "Y2": 0.71429, "X3": 0.134, "Y3": 0.73026, "X4": 0.092, "Y4": 0.73026, "page": 0, "Index": 209}, {"Word": "in", "Confidence": 0.998, "X1": 0.137, "Y1": 0.71449, "X2": 0.146, "Y2": 0.71429, "X3": 0.146, "Y3": 0.73026, "X4": 0.137, "Y4": 0.73026, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.657, "X1": 0.149, "Y1": 0.71449, "X2": 0.164, "Y2": 0.71429, "X3": 0.164, "Y3": 0.73026, "X4": 0.148, "Y4": 0.73026, "page": 0, "Index": 211}, {"Word": "L.E", "Confidence": 0.958, "X1": 0.166, "Y1": 0.71449, "X2": 0.181, "Y2": 0.71429, "X3": 0.181, "Y3": 0.73026, "X4": 0.166, "Y4": 0.73026, "page": 0, "Index": 212}, {"Word": ".,", "Confidence": 0.603, "X1": 0.184, "Y1": 0.71449, "X2": 0.19, "Y2": 0.71429, "X3": 0.19, "Y3": 0.73026, "X4": 0.183, "Y4": 0.73026, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.998, "X1": 0.192, "Y1": 0.71449, "X2": 0.21, "Y2": 0.71429, "X3": 0.21, "Y3": 0.73026, "X4": 0.192, "Y4": 0.73026, "page": 0, "Index": 214}, {"Word": "possible", "Confidence": 0.987, "X1": 0.213, "Y1": 0.71449, "X2": 0.253, "Y2": 0.71429, "X3": 0.253, "Y3": 0.73026, "X4": 0.212, "Y4": 0.73026, "page": 0, "Index": 215}, {"Word": "continued", "Confidence": 0.993, "X1": 0.256, "Y1": 0.71449, "X2": 0.303, "Y2": 0.71429, "X3": 0.302, "Y3": 0.73026, "X4": 0.255, "Y4": 0.73026, "page": 0, "Index": 216}, {"Word": "trade", "Confidence": 0.996, "X1": 0.305, "Y1": 0.71314, "X2": 0.33, "Y2": 0.71294, "X3": 0.329, "Y3": 0.73026, "X4": 0.305, "Y4": 0.73026, "page": 0, "Index": 217}, {"Word": "inventory", "Confidence": 0.992, "X1": 0.332, "Y1": 0.71314, "X2": 0.376, "Y2": 0.71294, "X3": 0.375, "Y3": 0.73026, "X4": 0.332, "Y4": 0.73026, "page": 0, "Index": 218}, {"Word": "build.", "Confidence": 0.955, "X1": 0.378, "Y1": 0.71314, "X2": 0.408, "Y2": 0.71294, "X3": 0.407, "Y3": 0.73026, "X4": 0.378, "Y4": 0.73026, "page": 0, "Index": 219}, {"Word": "Positive", "Confidence": 0.959, "X1": 0.41, "Y1": 0.71314, "X2": 0.449, "Y2": 0.71294, "X3": 0.448, "Y3": 0.73026, "X4": 0.41, "Y4": 0.73026, "page": 0, "Index": 220}, {"Word": "variance", "Confidence": 0.955, "X1": 0.451, "Y1": 0.71314, "X2": 0.492, "Y2": 0.71294, "X3": 0.492, "Y3": 0.73161, "X4": 0.451, "Y4": 0.73026, "page": 0, "Index": 221}, {"Word": "will", "Confidence": 0.991, "X1": 0.494, "Y1": 0.71449, "X2": 0.51, "Y2": 0.71429, "X3": 0.509, "Y3": 0.73161, "X4": 0.494, "Y4": 0.73161, "page": 0, "Index": 222}, {"Word": "grow", "Confidence": 0.988, "X1": 0.512, "Y1": 0.71449, "X2": 0.535, "Y2": 0.71429, "X3": 0.534, "Y3": 0.73161, "X4": 0.512, "Y4": 0.73161, "page": 0, "Index": 223}, {"Word": "during", "Confidence": 0.994, "X1": 0.538, "Y1": 0.71449, "X2": 0.567, "Y2": 0.71429, "X3": 0.567, "Y3": 0.73161, "X4": 0.538, "Y4": 0.73161, "page": 0, "Index": 224}, {"Word": "the", "Confidence": 0.962, "X1": 0.57, "Y1": 0.71449, "X2": 0.586, "Y2": 0.71429, "X3": 0.586, "Y3": 0.73161, "X4": 0.569, "Y4": 0.73161, "page": 0, "Index": 225}, {"Word": "quarter", "Confidence": 0.993, "X1": 0.589, "Y1": 0.71449, "X2": 0.623, "Y2": 0.71429, "X3": 0.622, "Y3": 0.73161, "X4": 0.588, "Y4": 0.73161, "page": 0, "Index": 226}, {"Word": "if", "Confidence": 0.797, "X1": 0.625, "Y1": 0.71449, "X2": 0.631, "Y2": 0.71429, "X3": 0.63, "Y3": 0.73161, "X4": 0.625, "Y4": 0.73161, "page": 0, "Index": 227}, {"Word": "Winston", "Confidence": 0.955, "X1": 0.633, "Y1": 0.71449, "X2": 0.674, "Y2": 0.71429, "X3": 0.673, "Y3": 0.73161, "X4": 0.633, "Y4": 0.73161, "page": 0, "Index": 228}, {"Word": "shipments", "Confidence": 0.991, "X1": 0.676, "Y1": 0.71583, "X2": 0.726, "Y2": 0.71563, "X3": 0.725, "Y3": 0.73161, "X4": 0.676, "Y4": 0.73161, "page": 0, "Index": 229}, {"Word": "continue", "Confidence": 0.994, "X1": 0.728, "Y1": 0.71583, "X2": 0.77, "Y2": 0.71563, "X3": 0.77, "Y3": 0.73161, "X4": 0.728, "Y4": 0.73161, "page": 0, "Index": 230}, {"Word": "to", "Confidence": 0.351, "X1": 0.093, "Y1": 0.73201, "X2": 0.101, "Y2": 0.73181, "X3": 0.101, "Y3": 0.74643, "X4": 0.093, "Y4": 0.74643, "page": 0, "Index": 231}, {"Word": "be", "Confidence": 0.94, "X1": 0.103, "Y1": 0.73201, "X2": 0.116, "Y2": 0.73181, "X3": 0.116, "Y3": 0.74643, "X4": 0.103, "Y4": 0.74643, "page": 0, "Index": 232}, {"Word": "strong", "Confidence": 0.997, "X1": 0.118, "Y1": 0.73201, "X2": 0.148, "Y2": 0.73181, "X3": 0.148, "Y3": 0.74643, "X4": 0.118, "Y4": 0.74643, "page": 0, "Index": 233}, {"Word": "or", "Confidence": 0.943, "X1": 0.15, "Y1": 0.73201, "X2": 0.161, "Y2": 0.73181, "X3": 0.161, "Y3": 0.74643, "X4": 0.15, "Y4": 0.74643, "page": 0, "Index": 234}, {"Word": "additional", "Confidence": 0.983, "X1": 0.163, "Y1": 0.73066, "X2": 0.209, "Y2": 0.73046, "X3": 0.209, "Y3": 0.74643, "X4": 0.163, "Y4": 0.74643, "page": 0, "Index": 235}, {"Word": "trade", "Confidence": 0.658, "X1": 0.212, "Y1": 0.73066, "X2": 0.237, "Y2": 0.73046, "X3": 0.237, "Y3": 0.74643, "X4": 0.212, "Y4": 0.74643, "page": 0, "Index": 236}, {"Word": "inventory", "Confidence": 0.955, "X1": 0.239, "Y1": 0.73066, "X2": 0.284, "Y2": 0.73046, "X3": 0.284, "Y3": 0.74643, "X4": 0.239, "Y4": 0.74643, "page": 0, "Index": 237}, {"Word": "build", "Confidence": 0.962, "X1": 0.286, "Y1": 0.73066, "X2": 0.31, "Y2": 0.73046, "X3": 0.31, "Y3": 0.74643, "X4": 0.286, "Y4": 0.74643, "page": 0, "Index": 238}, {"Word": "ocours.", "Confidence": 0.672, "X1": 0.312, "Y1": 0.73201, "X2": 0.347, "Y2": 0.73181, "X3": 0.347, "Y3": 0.74643, "X4": 0.312, "Y4": 0.74643, "page": 0, "Index": 239}, {"Word": "5072", "Confidence": 0.991, "X1": 0.07, "Y1": 0.95573, "X2": 0.029, "Y2": 0.95553, "X3": 0.03, "Y3": 0.93107, "X4": 0.07, "Y4": 0.93107, "page": 0, "Index": 240}, {"Word": "53173", "Confidence": 0.996, "X1": 0.125, "Y1": 0.95438, "X2": 0.078, "Y2": 0.95418, "X3": 0.078, "Y3": 0.93107, "X4": 0.125, "Y4": 0.92972, "page": 0, "Index": 241}]}
|
"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"
|
ffwx0011
| 7 |
{"lines_data": [{"Word": "YEAR TO DATE SHIPMENT STATUS - WEEK ENDING 10/10/97", "Confidence": 0.98444, "X1": 0.425, "Y1": 0.04872, "X2": 0.746, "Y2": 0.04852, "X3": 0.746, "Y3": 0.06853, "X4": 0.425, "Y4": 0.06719, "page": 0}, {"Word": "Tota", "Confidence": 0.963, "X1": 0.268, "Y1": 0.09993, "X2": 0.292, "Y2": 0.09973, "X3": 0.292, "Y3": 0.1157, "X4": 0.268, "Y4": 0.11705, "page": 0}, {"Word": "Year to Date", "Confidence": 0.99167, "X1": 0.355, "Y1": 0.09993, "X2": 0.421, "Y2": 0.09973, "X3": 0.421, "Y3": 0.11705, "X4": 0.355, "Y4": 0.1157, "page": 0}, {"Word": "Weekly Pattern", "Confidence": 0.5715, "X1": 0.524, "Y1": 0.09993, "X2": 0.604, "Y2": 0.09973, "X3": 0.604, "Y3": 0.1157, "X4": 0.524, "Y4": 0.11436, "page": 0}, {"Word": "10/10/1997", "Confidence": 0.614, "X1": 0.36, "Y1": 0.12149, "X2": 0.417, "Y2": 0.12129, "X3": 0.417, "Y3": 0.13592, "X4": 0.36, "Y4": 0.13727, "page": 0}, {"Word": "Week", "Confidence": 0.859, "X1": 0.478, "Y1": 0.12149, "X2": 0.51, "Y2": 0.12129, "X3": 0.51, "Y3": 0.13592, "X4": 0.478, "Y4": 0.13592, "page": 0}, {"Word": "Avg. of", "Confidence": 0.9885, "X1": 0.546, "Y1": 0.12284, "X2": 0.586, "Y2": 0.12264, "X3": 0.586, "Y3": 0.13727, "X4": 0.546, "Y4": 0.13727, "page": 0}, {"Word": "1997", "Confidence": 0.986, "X1": 0.269, "Y1": 0.12015, "X2": 0.293, "Y2": 0.11995, "X3": 0.292, "Y3": 0.13996, "X4": 0.268, "Y4": 0.13996, "page": 0}, {"Word": "Avg. Req'd", "Confidence": 0.9605, "X1": 0.605, "Y1": 0.11745, "X2": 0.671, "Y2": 0.11725, "X3": 0.671, "Y3": 0.13861, "X4": 0.606, "Y4": 0.13996, "page": 0}, {"Word": "LE", "Confidence": 0.903, "X1": 0.268, "Y1": 0.1444, "X2": 0.294, "Y2": 0.1442, "X3": 0.294, "Y3": 0.16018, "X4": 0.267, "Y4": 0.16018, "page": 0}, {"Word": "Actual", "Confidence": 0.994, "X1": 0.336, "Y1": 0.14845, "X2": 0.37, "Y2": 0.14825, "X3": 0.37, "Y3": 0.16018, "X4": 0.336, "Y4": 0.16018, "page": 0}, {"Word": "VS. LE.\"", "Confidence": 0.107, "X1": 0.401, "Y1": 0.1471, "X2": 0.446, "Y2": 0.1469, "X3": 0.447, "Y3": 0.16018, "X4": 0.402, "Y4": 0.16153, "page": 0}, {"Word": "10/10/1997 Last 4 Wks. to Meet L.E.", "Confidence": 0.85957, "X1": 0.466, "Y1": 0.14575, "X2": 0.666, "Y2": 0.14555, "X3": 0.666, "Y3": 0.16153, "X4": 0.466, "Y4": 0.16153, "page": 0}, {"Word": "Comments", "Confidence": 0.991, "X1": 0.767, "Y1": 0.1498, "X2": 0.824, "Y2": 0.1496, "X3": 0.824, "Y3": 0.16422, "X4": 0.767, "Y4": 0.16287, "page": 0}, {"Word": "24,121", "Confidence": 0.886, "X1": 0.28, "Y1": 0.19292, "X2": 0.315, "Y2": 0.19272, "X3": 0.315, "Y3": 0.20735, "X4": 0.28, "Y4": 0.20869, "page": 0}, {"Word": "Winston (Total)", "Confidence": 0.993, "X1": 0.078, "Y1": 0.19427, "X2": 0.153, "Y2": 0.19407, "X3": 0.153, "Y3": 0.21139, "X4": 0.078, "Y4": 0.20869, "page": 0}, {"Word": "19,251", "Confidence": 0.85, "X1": 0.354, "Y1": 0.19292, "X2": 0.386, "Y2": 0.19272, "X3": 0.386, "Y3": 0.20869, "X4": 0.353, "Y4": 0.20869, "page": 0}, {"Word": "111", "Confidence": 0.998, "X1": 0.44, "Y1": 0.19292, "X2": 0.457, "Y2": 0.19272, "X3": 0.456, "Y3": 0.20869, "X4": 0.44, "Y4": 0.21004, "page": 0}, {"Word": "503", "Confidence": 0.826, "X1": 0.509, "Y1": 0.19292, "X2": 0.527, "Y2": 0.19272, "X3": 0.527, "Y3": 0.21004, "X4": 0.509, "Y4": 0.21004, "page": 0}, {"Word": "510", "Confidence": 0.964, "X1": 0.579, "Y1": 0.19427, "X2": 0.6, "Y2": 0.19407, "X3": 0.599, "Y3": 0.21004, "X4": 0.578, "Y4": 0.21139, "page": 0}, {"Word": "418", "Confidence": 0.994, "X1": 0.65, "Y1": 0.19292, "X2": 0.67, "Y2": 0.19272, "X3": 0.669, "Y3": 0.21004, "X4": 0.649, "Y4": 0.21139, "page": 0}, {"Word": "22,442", "Confidence": 0.676, "X1": 0.281, "Y1": 0.21314, "X2": 0.318, "Y2": 0.21294, "X3": 0.318, "Y3": 0.22756, "X4": 0.281, "Y4": 0.22891, "page": 0}, {"Word": "17,878", "Confidence": 0.852, "X1": 0.353, "Y1": 0.21449, "X2": 0.388, "Y2": 0.21429, "X3": 0.388, "Y3": 0.22756, "X4": 0.353, "Y4": 0.22756, "page": 0}, {"Word": "109", "Confidence": 0.99, "X1": 0.439, "Y1": 0.20909, "X2": 0.458, "Y2": 0.20889, "X3": 0.459, "Y3": 0.22756, "X4": 0.439, "Y4": 0.22756, "page": 0}, {"Word": "Winston (Base)", "Confidence": 0.9945, "X1": 0.078, "Y1": 0.21314, "X2": 0.156, "Y2": 0.21294, "X3": 0.156, "Y3": 0.23026, "X4": 0.078, "Y4": 0.22891, "page": 0}, {"Word": "475", "Confidence": 0.986, "X1": 0.507, "Y1": 0.20909, "X2": 0.529, "Y2": 0.20889, "X3": 0.529, "Y3": 0.23026, "X4": 0.508, "Y4": 0.23026, "page": 0}, {"Word": "480", "Confidence": 0.994, "X1": 0.579, "Y1": 0.21044, "X2": 0.6, "Y2": 0.21024, "X3": 0.6, "Y3": 0.23026, "X4": 0.579, "Y4": 0.23026, "page": 0}, {"Word": "392", "Confidence": 0.93, "X1": 0.647, "Y1": 0.20909, "X2": 0.671, "Y2": 0.20889, "X3": 0.67, "Y3": 0.23161, "X4": 0.646, "Y4": 0.23161, "page": 0}, {"Word": "28", "Confidence": 0.592, "X1": 0.51, "Y1": 0.22931, "X2": 0.529, "Y2": 0.22911, "X3": 0.529, "Y3": 0.24778, "X4": 0.51, "Y4": 0.24778, "page": 0}, {"Word": "30", "Confidence": 0.982, "X1": 0.583, "Y1": 0.23066, "X2": 0.6, "Y2": 0.23046, "X3": 0.6, "Y3": 0.24778, "X4": 0.583, "Y4": 0.24913, "page": 0}, {"Word": "Winston (Select)", "Confidence": 0.965, "X1": 0.077, "Y1": 0.23335, "X2": 0.159, "Y2": 0.23315, "X3": 0.159, "Y3": 0.25047, "X4": 0.077, "Y4": 0.25047, "page": 0}, {"Word": "1.680", "Confidence": 0.857, "X1": 0.288, "Y1": 0.23335, "X2": 0.317, "Y2": 0.23315, "X3": 0.317, "Y3": 0.24913, "X4": 0.288, "Y4": 0.24778, "page": 0}, {"Word": "1,373", "Confidence": 0.801, "X1": 0.358, "Y1": 0.23335, "X2": 0.386, "Y2": 0.23315, "X3": 0.387, "Y3": 0.24913, "X4": 0.358, "Y4": 0.24913, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.446, "Y1": 0.23201, "X2": 0.458, "Y2": 0.23181, "X3": 0.458, "Y3": 0.24913, "X4": 0.447, "Y4": 0.24913, "page": 0}, {"Word": "26", "Confidence": 0.998, "X1": 0.65, "Y1": 0.22796, "X2": 0.673, "Y2": 0.22776, "X3": 0.672, "Y3": 0.24913, "X4": 0.65, "Y4": 0.25047, "page": 0}, {"Word": "Salem", "Confidence": 0.848, "X1": 0.079, "Y1": 0.27378, "X2": 0.112, "Y2": 0.27358, "X3": 0.111, "Y3": 0.29091, "X4": 0.078, "Y4": 0.29091, "page": 0}, {"Word": "16,232", "Confidence": 0.934, "X1": 0.282, "Y1": 0.27378, "X2": 0.317, "Y2": 0.27358, "X3": 0.317, "Y3": 0.28821, "X4": 0.282, "Y4": 0.28821, "page": 0}, {"Word": "12,903", "Confidence": 0.993, "X1": 0.353, "Y1": 0.27244, "X2": 0.387, "Y2": 0.27224, "X3": 0.387, "Y3": 0.28821, "X4": 0.353, "Y4": 0.28821, "page": 0}, {"Word": "44", "Confidence": 0.998, "X1": 0.444, "Y1": 0.27244, "X2": 0.458, "Y2": 0.27224, "X3": 0.457, "Y3": 0.28821, "X4": 0.443, "Y4": 0.28821, "page": 0}, {"Word": "308", "Confidence": 0.997, "X1": 0.508, "Y1": 0.27244, "X2": 0.527, "Y2": 0.27224, "X3": 0.527, "Y3": 0.28821, "X4": 0.508, "Y4": 0.28821, "page": 0}, {"Word": "314", "Confidence": 0.992, "X1": 0.579, "Y1": 0.27378, "X2": 0.6, "Y2": 0.27358, "X3": 0.6, "Y3": 0.28821, "X4": 0.579, "Y4": 0.28821, "page": 0}, {"Word": "286", "Confidence": 0.994, "X1": 0.648, "Y1": 0.27109, "X2": 0.671, "Y2": 0.27089, "X3": 0.67, "Y3": 0.28956, "X4": 0.648, "Y4": 0.29091, "page": 0}, {"Word": "18,524", "Confidence": 0.991, "X1": 0.353, "Y1": 0.31287, "X2": 0.388, "Y2": 0.31267, "X3": 0.388, "Y3": 0.32729, "X4": 0.353, "Y4": 0.32864, "page": 0}, {"Word": "10", "Confidence": 0.617, "X1": 0.447, "Y1": 0.31287, "X2": 0.456, "Y2": 0.31267, "X3": 0.456, "Y3": 0.32729, "X4": 0.447, "Y4": 0.32729, "page": 0}, {"Word": "Camel (Total)", "Confidence": 0.982, "X1": 0.078, "Y1": 0.31287, "X2": 0.147, "Y2": 0.31267, "X3": 0.147, "Y3": 0.32999, "X4": 0.078, "Y4": 0.33134, "page": 0}, {"Word": "23,720", "Confidence": 0.945, "X1": 0.281, "Y1": 0.31422, "X2": 0.316, "Y2": 0.31402, "X3": 0.316, "Y3": 0.32864, "X4": 0.281, "Y4": 0.32864, "page": 0}, {"Word": "502", "Confidence": 0.997, "X1": 0.51, "Y1": 0.31287, "X2": 0.529, "Y2": 0.31267, "X3": 0.528, "Y3": 0.32864, "X4": 0.51, "Y4": 0.32999, "page": 0}, {"Word": "465", "Confidence": 0.998, "X1": 0.581, "Y1": 0.31422, "X2": 0.6, "Y2": 0.31402, "X3": 0.599, "Y3": 0.32864, "X4": 0.58, "Y4": 0.32864, "page": 0}, {"Word": "448", "Confidence": 0.745, "X1": 0.65, "Y1": 0.31017, "X2": 0.671, "Y2": 0.30997, "X3": 0.671, "Y3": 0.32999, "X4": 0.65, "Y4": 0.33268, "page": 0}, {"Word": "20,726", "Confidence": 0.991, "X1": 0.282, "Y1": 0.33174, "X2": 0.317, "Y2": 0.33154, "X3": 0.318, "Y3": 0.34751, "X4": 0.282, "Y4": 0.34886, "page": 0}, {"Word": "443", "Confidence": 0.999, "X1": 0.51, "Y1": 0.32904, "X2": 0.529, "Y2": 0.32884, "X3": 0.528, "Y3": 0.34751, "X4": 0.51, "Y4": 0.34886, "page": 0}, {"Word": "Camel (Ex. NF)", "Confidence": 0.98233, "X1": 0.077, "Y1": 0.33174, "X2": 0.156, "Y2": 0.33154, "X3": 0.156, "Y3": 0.3502, "X4": 0.077, "Y4": 0.3502, "page": 0}, {"Word": "16,149", "Confidence": 0.991, "X1": 0.355, "Y1": 0.33174, "X2": 0.388, "Y2": 0.33154, "X3": 0.388, "Y3": 0.34886, "X4": 0.355, "Y4": 0.34886, "page": 0}, {"Word": "407", "Confidence": 0.995, "X1": 0.582, "Y1": 0.33039, "X2": 0.6, "Y2": 0.33019, "X3": 0.6, "Y3": 0.34886, "X4": 0.582, "Y4": 0.3502, "page": 0}, {"Word": "393", "Confidence": 0.998, "X1": 0.65, "Y1": 0.32769, "X2": 0.671, "Y2": 0.32749, "X3": 0.671, "Y3": 0.34886, "X4": 0.649, "Y4": 0.3502, "page": 0}, {"Word": "Camel NF", "Confidence": 0.951, "X1": 0.078, "Y1": 0.3533, "X2": 0.13, "Y2": 0.3531, "X3": 0.13, "Y3": 0.36772, "X4": 0.078, "Y4": 0.36772, "page": 0}, {"Word": "2.994", "Confidence": 0.661, "X1": 0.287, "Y1": 0.3533, "X2": 0.317, "Y2": 0.3531, "X3": 0.317, "Y3": 0.36638, "X4": 0.287, "Y4": 0.36638, "page": 0}, {"Word": "2.375", "Confidence": 0.663, "X1": 0.358, "Y1": 0.3533, "X2": 0.388, "Y2": 0.3531, "X3": 0.388, "Y3": 0.36638, "X4": 0.358, "Y4": 0.36638, "page": 0}, {"Word": "6", "Confidence": 0.519, "X1": 0.45, "Y1": 0.35195, "X2": 0.459, "Y2": 0.35175, "X3": 0.458, "Y3": 0.36638, "X4": 0.45, "Y4": 0.36503, "page": 0}, {"Word": "59", "Confidence": 0.932, "X1": 0.514, "Y1": 0.3506, "X2": 0.527, "Y2": 0.3504, "X3": 0.527, "Y3": 0.36772, "X4": 0.513, "Y4": 0.36907, "page": 0}, {"Word": "58", "Confidence": 0.807, "X1": 0.584, "Y1": 0.34926, "X2": 0.6, "Y2": 0.34906, "X3": 0.6, "Y3": 0.36907, "X4": 0.584, "Y4": 0.37177, "page": 0}, {"Word": "53", "Confidence": 0.969, "X1": 0.653, "Y1": 0.34656, "X2": 0.671, "Y2": 0.34636, "X3": 0.671, "Y3": 0.36907, "X4": 0.653, "Y4": 0.37042, "page": 0}, {"Word": "Camel (Ex. NF/Kam/Men.)", "Confidence": 0.90233, "X1": 0.079, "Y1": 0.37486, "X2": 0.207, "Y2": 0.37466, "X3": 0.207, "Y3": 0.39198, "X4": 0.079, "Y4": 0.39198, "page": 0}, {"Word": "18.725", "Confidence": 0.641, "X1": 0.282, "Y1": 0.37486, "X2": 0.318, "Y2": 0.37466, "X3": 0.318, "Y3": 0.39064, "X4": 0.283, "Y4": 0.39198, "page": 0}, {"Word": "14,650", "Confidence": 0.981, "X1": 0.354, "Y1": 0.37621, "X2": 0.387, "Y2": 0.37601, "X3": 0.387, "Y3": 0.39064, "X4": 0.354, "Y4": 0.39198, "page": 0}, {"Word": "24", "Confidence": 0.994, "X1": 0.445, "Y1": 0.37352, "X2": 0.458, "Y2": 0.37332, "X3": 0.457, "Y3": 0.39064, "X4": 0.445, "Y4": 0.39064, "page": 0}, {"Word": "406", "Confidence": 0.994, "X1": 0.51, "Y1": 0.37352, "X2": 0.529, "Y2": 0.37332, "X3": 0.528, "Y3": 0.39198, "X4": 0.51, "Y4": 0.39333, "page": 0}, {"Word": "377", "Confidence": 0.998, "X1": 0.581, "Y1": 0.37352, "X2": 0.601, "Y2": 0.37332, "X3": 0.602, "Y3": 0.39198, "X4": 0.581, "Y4": 0.39333, "page": 0}, {"Word": "350", "Confidence": 0.997, "X1": 0.65, "Y1": 0.37082, "X2": 0.671, "Y2": 0.37062, "X3": 0.671, "Y3": 0.39333, "X4": 0.65, "Y4": 0.39333, "page": 0}, {"Word": "Kamel Tot", "Confidence": 0.995, "X1": 0.079, "Y1": 0.39912, "X2": 0.132, "Y2": 0.39892, "X3": 0.132, "Y3": 0.41355, "X4": 0.079, "Y4": 0.41355, "page": 0}, {"Word": "753", "Confidence": 0.991, "X1": 0.297, "Y1": 0.39777, "X2": 0.317, "Y2": 0.39757, "X3": 0.316, "Y3": 0.4122, "X4": 0.297, "Y4": 0.4122, "page": 0}, {"Word": "568", "Confidence": 0.955, "X1": 0.368, "Y1": 0.39912, "X2": 0.388, "Y2": 0.39892, "X3": 0.387, "Y3": 0.4122, "X4": 0.368, "Y4": 0.4122, "page": 0}, {"Word": "3", "Confidence": 0.31, "X1": 0.447, "Y1": 0.39508, "X2": 0.458, "Y2": 0.39488, "X3": 0.458, "Y3": 0.41624, "X4": 0.447, "Y4": 0.41759, "page": 0}, {"Word": "15", "Confidence": 0.999, "X1": 0.516, "Y1": 0.39643, "X2": 0.529, "Y2": 0.39623, "X3": 0.529, "Y3": 0.41489, "X4": 0.516, "Y4": 0.41624, "page": 0}, {"Word": "13", "Confidence": 0.997, "X1": 0.585, "Y1": 0.39508, "X2": 0.599, "Y2": 0.39488, "X3": 0.6, "Y3": 0.41624, "X4": 0.586, "Y4": 0.41759, "page": 0}, {"Word": "16", "Confidence": 0.997, "X1": 0.655, "Y1": 0.39508, "X2": 0.67, "Y2": 0.39488, "X3": 0.67, "Y3": 0.41489, "X4": 0.656, "Y4": 0.41759, "page": 0}, {"Word": "Camel Menthol", "Confidence": 0.921, "X1": 0.08, "Y1": 0.41934, "X2": 0.154, "Y2": 0.41914, "X3": 0.154, "Y3": 0.43241, "X4": 0.08, "Y4": 0.43241, "page": 0}, {"Word": "1,248", "Confidence": 0.992, "X1": 0.289, "Y1": 0.41799, "X2": 0.317, "Y2": 0.41779, "X3": 0.317, "Y3": 0.43376, "X4": 0.289, "Y4": 0.43376, "page": 0}, {"Word": "931", "Confidence": 0.994, "X1": 0.368, "Y1": 0.41934, "X2": 0.387, "Y2": 0.41914, "X3": 0.387, "Y3": 0.43241, "X4": 0.369, "Y4": 0.43241, "page": 0}, {"Word": "-11", "Confidence": 0.942, "X1": 0.444, "Y1": 0.41529, "X2": 0.457, "Y2": 0.41509, "X3": 0.458, "Y3": 0.43107, "X4": 0.443, "Y4": 0.43241, "page": 0}, {"Word": "2", "Confidence": 0.777, "X1": 0.515, "Y1": 0.4126, "X2": 0.527, "Y2": 0.4124, "X3": 0.527, "Y3": 0.43241, "X4": 0.515, "Y4": 0.43241, "page": 0}, {"Word": "18", "Confidence": 0.998, "X1": 0.584, "Y1": 0.4126, "X2": 0.6, "Y2": 0.4124, "X3": 0.601, "Y3": 0.43241, "X4": 0.585, "Y4": 0.43376, "page": 0}, {"Word": "27", "Confidence": 0.997, "X1": 0.653, "Y1": 0.41125, "X2": 0.672, "Y2": 0.41105, "X3": 0.672, "Y3": 0.43107, "X4": 0.653, "Y4": 0.43241, "page": 0}, {"Word": "Vantage", "Confidence": 0.934, "X1": 0.079, "Y1": 0.45842, "X2": 0.122, "Y2": 0.45822, "X3": 0.122, "Y3": 0.47285, "X4": 0.079, "Y4": 0.4715, "page": 0}, {"Word": "4,692", "Confidence": 0.718, "X1": 0.289, "Y1": 0.45707, "X2": 0.317, "Y2": 0.45687, "X3": 0.317, "Y3": 0.47015, "X4": 0.289, "Y4": 0.4715, "page": 0}, {"Word": "3,737", "Confidence": 0.901, "X1": 0.359, "Y1": 0.45573, "X2": 0.388, "Y2": 0.45553, "X3": 0.388, "Y3": 0.4715, "X4": 0.359, "Y4": 0.47285, "page": 0}, {"Word": "86", "Confidence": 0.93, "X1": 0.517, "Y1": 0.45573, "X2": 0.528, "Y2": 0.45553, "X3": 0.528, "Y3": 0.4715, "X4": 0.516, "Y4": 0.47285, "page": 0}, {"Word": "88", "Confidence": 0.997, "X1": 0.583, "Y1": 0.45438, "X2": 0.6, "Y2": 0.45418, "X3": 0.6, "Y3": 0.47285, "X4": 0.584, "Y4": 0.47419, "page": 0}, {"Word": "82", "Confidence": 0.821, "X1": 0.654, "Y1": 0.45573, "X2": 0.671, "Y2": 0.45553, "X3": 0.671, "Y3": 0.47285, "X4": 0.654, "Y4": 0.47419, "page": 0}, {"Word": "More", "Confidence": 0.956, "X1": 0.08, "Y1": 0.48133, "X2": 0.108, "Y2": 0.48113, "X3": 0.108, "Y3": 0.49306, "X4": 0.08, "Y4": 0.49306, "page": 0}, {"Word": "2,131", "Confidence": 0.941, "X1": 0.288, "Y1": 0.47864, "X2": 0.317, "Y2": 0.47844, "X3": 0.317, "Y3": 0.49306, "X4": 0.288, "Y4": 0.49441, "page": 0}, {"Word": "1.703", "Confidence": 0.659, "X1": 0.36, "Y1": 0.47864, "X2": 0.389, "Y2": 0.47844, "X3": 0.389, "Y3": 0.49306, "X4": 0.36, "Y4": 0.49306, "page": 0}, {"Word": "5", "Confidence": 0.998, "X1": 0.451, "Y1": 0.47998, "X2": 0.458, "Y2": 0.47978, "X3": 0.458, "Y3": 0.49306, "X4": 0.451, "Y4": 0.49306, "page": 0}, {"Word": "42", "Confidence": 0.998, "X1": 0.515, "Y1": 0.47864, "X2": 0.53, "Y2": 0.47844, "X3": 0.528, "Y3": 0.49441, "X4": 0.515, "Y4": 0.49441, "page": 0}, {"Word": "39", "Confidence": 0.996, "X1": 0.583, "Y1": 0.47459, "X2": 0.601, "Y2": 0.47439, "X3": 0.602, "Y3": 0.49576, "X4": 0.584, "Y4": 0.49576, "page": 0}, {"Word": "37", "Confidence": 0.99, "X1": 0.654, "Y1": 0.4719, "X2": 0.673, "Y2": 0.4717, "X3": 0.674, "Y3": 0.49441, "X4": 0.654, "Y4": 0.49441, "page": 0}, {"Word": "Now", "Confidence": 0.994, "X1": 0.08, "Y1": 0.50155, "X2": 0.105, "Y2": 0.50135, "X3": 0.104, "Y3": 0.51193, "X4": 0.079, "Y4": 0.51193, "page": 0}, {"Word": "1,890", "Confidence": 0.883, "X1": 0.289, "Y1": 0.49885, "X2": 0.318, "Y2": 0.49865, "X3": 0.318, "Y3": 0.51328, "X4": 0.289, "Y4": 0.51328, "page": 0}, {"Word": "1,503", "Confidence": 0.688, "X1": 0.36, "Y1": 0.49885, "X2": 0.389, "Y2": 0.49865, "X3": 0.389, "Y3": 0.51328, "X4": 0.36, "Y4": 0.51328, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.451, "Y1": 0.5002, "X2": 0.458, "Y2": 0.5, "X3": 0.458, "Y3": 0.51193, "X4": 0.451, "Y4": 0.51193, "page": 0}, {"Word": "35", "Confidence": 0.811, "X1": 0.517, "Y1": 0.49616, "X2": 0.53, "Y2": 0.49596, "X3": 0.529, "Y3": 0.51193, "X4": 0.516, "Y4": 0.51328, "page": 0}, {"Word": "36", "Confidence": 0.99, "X1": 0.585, "Y1": 0.49481, "X2": 0.602, "Y2": 0.49461, "X3": 0.602, "Y3": 0.51597, "X4": 0.585, "Y4": 0.51597, "page": 0}, {"Word": "33", "Confidence": 0.998, "X1": 0.656, "Y1": 0.49616, "X2": 0.674, "Y2": 0.49596, "X3": 0.674, "Y3": 0.51597, "X4": 0.656, "Y4": 0.51597, "page": 0}, {"Word": "All Other Full Price", "Confidence": 0.89, "X1": 0.08, "Y1": 0.52042, "X2": 0.172, "Y2": 0.52022, "X3": 0.172, "Y3": 0.53349, "X4": 0.08, "Y4": 0.53349, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.299, "Y1": 0.52042, "X2": 0.318, "Y2": 0.52022, "X3": 0.317, "Y3": 0.53215, "X4": 0.299, "Y4": 0.53349, "page": 0}, {"Word": "80", "Confidence": 0.991, "X1": 0.375, "Y1": 0.52042, "X2": 0.388, "Y2": 0.52022, "X3": 0.388, "Y3": 0.53215, "X4": 0.375, "Y4": 0.53215, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.451, "Y1": 0.52042, "X2": 0.457, "Y2": 0.52022, "X3": 0.458, "Y3": 0.53215, "X4": 0.452, "Y4": 0.53215, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.521, "Y1": 0.51907, "X2": 0.53, "Y2": 0.51887, "X3": 0.529, "Y3": 0.53215, "X4": 0.521, "Y4": 0.53349, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.591, "Y1": 0.51637, "X2": 0.603, "Y2": 0.51617, "X3": 0.602, "Y3": 0.53349, "X4": 0.591, "Y4": 0.53484, "page": 0}, {"Word": "2", "Confidence": 0.846, "X1": 0.663, "Y1": 0.51637, "X2": 0.672, "Y2": 0.51617, "X3": 0.671, "Y3": 0.53215, "X4": 0.662, "Y4": 0.53349, "page": 0}, {"Word": "TOTAL FULL PRICE", "Confidence": 0.995, "X1": 0.08, "Y1": 0.55815, "X2": 0.185, "Y2": 0.55795, "X3": 0.185, "Y3": 0.57527, "X4": 0.08, "Y4": 0.57662, "page": 0}, {"Word": "72,887", "Confidence": 0.991, "X1": 0.283, "Y1": 0.5595, "X2": 0.318, "Y2": 0.5593, "X3": 0.318, "Y3": 0.57527, "X4": 0.282, "Y4": 0.57392, "page": 0}, {"Word": "57,701", "Confidence": 0.943, "X1": 0.352, "Y1": 0.5595, "X2": 0.389, "Y2": 0.5593, "X3": 0.389, "Y3": 0.57392, "X4": 0.352, "Y4": 0.57527, "page": 0}, {"Word": "186", "Confidence": 0.936, "X1": 0.44, "Y1": 0.5595, "X2": 0.459, "Y2": 0.5593, "X3": 0.459, "Y3": 0.57258, "X4": 0.441, "Y4": 0.57392, "page": 0}, {"Word": "1,478", "Confidence": 0.847, "X1": 0.504, "Y1": 0.5595, "X2": 0.53, "Y2": 0.5593, "X3": 0.53, "Y3": 0.57392, "X4": 0.504, "Y4": 0.57392, "page": 0}, {"Word": "1,455", "Confidence": 0.993, "X1": 0.571, "Y1": 0.55815, "X2": 0.602, "Y2": 0.55795, "X3": 0.601, "Y3": 0.57662, "X4": 0.571, "Y4": 0.57662, "page": 0}, {"Word": "1,305", "Confidence": 0.806, "X1": 0.644, "Y1": 0.55815, "X2": 0.674, "Y2": 0.55795, "X3": 0.673, "Y3": 0.57662, "X4": 0.643, "Y4": 0.57797, "page": 0}, {"Word": "Doral", "Confidence": 0.997, "X1": 0.081, "Y1": 0.59993, "X2": 0.11, "Y2": 0.59973, "X3": 0.11, "Y3": 0.61436, "X4": 0.08, "Y4": 0.61436, "page": 0}, {"Word": "29,800", "Confidence": 0.653, "X1": 0.283, "Y1": 0.59858, "X2": 0.318, "Y2": 0.59838, "X3": 0.318, "Y3": 0.61436, "X4": 0.283, "Y4": 0.61436, "page": 0}, {"Word": "23,159", "Confidence": 0.96, "X1": 0.353, "Y1": 0.59858, "X2": 0.389, "Y2": 0.59838, "X3": 0.389, "Y3": 0.61436, "X4": 0.353, "Y4": 0.6157, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.444, "Y1": 0.59993, "X2": 0.455, "Y2": 0.59973, "X3": 0.455, "Y3": 0.6157, "X4": 0.445, "Y4": 0.61705, "page": 0}, {"Word": "627", "Confidence": 0.893, "X1": 0.511, "Y1": 0.59858, "X2": 0.529, "Y2": 0.59838, "X3": 0.527, "Y3": 0.61301, "X4": 0.51, "Y4": 0.6157, "page": 0}, {"Word": "577", "Confidence": 0.971, "X1": 0.58, "Y1": 0.59724, "X2": 0.6, "Y2": 0.59704, "X3": 0.599, "Y3": 0.61436, "X4": 0.579, "Y4": 0.6157, "page": 0}, {"Word": "571", "Confidence": 0.991, "X1": 0.65, "Y1": 0.59724, "X2": 0.67, "Y2": 0.59704, "X3": 0.669, "Y3": 0.61436, "X4": 0.65, "Y4": 0.6157, "page": 0}, {"Word": "Century", "Confidence": 0.993, "X1": 0.082, "Y1": 0.62149, "X2": 0.12, "Y2": 0.62129, "X3": 0.12, "Y3": 0.63592, "X4": 0.082, "Y4": 0.63457, "page": 0}, {"Word": "320", "Confidence": 0.998, "X1": 0.299, "Y1": 0.62015, "X2": 0.318, "Y2": 0.61995, "X3": 0.318, "Y3": 0.63322, "X4": 0.299, "Y4": 0.63322, "page": 0}, {"Word": "270", "Confidence": 0.992, "X1": 0.369, "Y1": 0.6188, "X2": 0.389, "Y2": 0.6186, "X3": 0.389, "Y3": 0.63322, "X4": 0.369, "Y4": 0.63457, "page": 0}, {"Word": "4", "Confidence": 0.909, "X1": 0.658, "Y1": 0.61745, "X2": 0.672, "Y2": 0.61725, "X3": 0.67, "Y3": 0.63322, "X4": 0.656, "Y4": 0.63322, "page": 0}, {"Word": ".. .", "Confidence": 0.687, "X1": 0.176, "Y1": 0.6444, "X2": 0.176, "Y2": 0.6442, "X3": 0.17, "Y3": 0.64535, "X4": 0.17, "Y4": 0.62244, "page": 0}, {"Word": "Magna", "Confidence": 0.991, "X1": 0.081, "Y1": 0.63901, "X2": 0.117, "Y2": 0.63881, "X3": 0.117, "Y3": 0.65344, "X4": 0.081, "Y4": 0.65209, "page": 0}, {"Word": "115", "Confidence": 0.998, "X1": 0.297, "Y1": 0.63497, "X2": 0.319, "Y2": 0.63477, "X3": 0.318, "Y3": 0.65344, "X4": 0.297, "Y4": 0.65344, "page": 0}, {"Word": "95", "Confidence": 0.979, "X1": 0.374, "Y1": 0.63497, "X2": 0.392, "Y2": 0.63477, "X3": 0.391, "Y3": 0.65344, "X4": 0.373, "Y4": 0.65344, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.516, "Y1": 0.64036, "X2": 0.53, "Y2": 0.64016, "X3": 0.531, "Y3": 0.65344, "X4": 0.517, "Y4": 0.65613, "page": 0}, {"Word": "2", "Confidence": 0.991, "X1": 0.589, "Y1": 0.63767, "X2": 0.603, "Y2": 0.63747, "X3": 0.601, "Y3": 0.65074, "X4": 0.589, "Y4": 0.65344, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.659, "Y1": 0.63767, "X2": 0.672, "Y2": 0.63747, "X3": 0.671, "Y3": 0.65209, "X4": 0.659, "Y4": 0.65344, "page": 0}, {"Word": "175", "Confidence": 0.612, "X1": 0.299, "Y1": 0.65249, "X2": 0.319, "Y2": 0.65229, "X3": 0.318, "Y3": 0.66692, "X4": 0.299, "Y4": 0.66692, "page": 0}, {"Word": "136", "Confidence": 0.743, "X1": 0.37, "Y1": 0.65114, "X2": 0.389, "Y2": 0.65094, "X3": 0.389, "Y3": 0.66692, "X4": 0.37, "Y4": 0.66826, "page": 0}, {"Word": "3", "Confidence": 0.763, "X1": 0.517, "Y1": 0.65114, "X2": 0.531, "Y2": 0.65094, "X3": 0.531, "Y3": 0.66557, "X4": 0.517, "Y4": 0.66557, "page": 0}, {"Word": "Storting", "Confidence": 0.627, "X1": 0.082, "Y1": 0.65653, "X2": 0.121, "Y2": 0.65633, "X3": 0.121, "Y3": 0.66961, "X4": 0.082, "Y4": 0.66826, "page": 0}, {"Word": "3", "Confidence": 0.994, "X1": 0.588, "Y1": 0.65519, "X2": 0.604, "Y2": 0.65499, "X3": 0.602, "Y3": 0.66826, "X4": 0.587, "Y4": 0.66692, "page": 0}, {"Word": "Monarch", "Confidence": 0.994, "X1": 0.082, "Y1": 0.67271, "X2": 0.125, "Y2": 0.67251, "X3": 0.125, "Y3": 0.68578, "X4": 0.082, "Y4": 0.68578, "page": 0}, {"Word": "2,550", "Confidence": 0.746, "X1": 0.29, "Y1": 0.67001, "X2": 0.318, "Y2": 0.66981, "X3": 0.318, "Y3": 0.68578, "X4": 0.29, "Y4": 0.68713, "page": 0}, {"Word": "2,000", "Confidence": 0.847, "X1": 0.361, "Y1": 0.66866, "X2": 0.389, "Y2": 0.66846, "X3": 0.389, "Y3": 0.68578, "X4": 0.361, "Y4": 0.68578, "page": 0}, {"Word": "45", "Confidence": 0.601, "X1": 0.514, "Y1": 0.67136, "X2": 0.532, "Y2": 0.67116, "X3": 0.53, "Y3": 0.68713, "X4": 0.513, "Y4": 0.68578, "page": 0}, {"Word": "45", "Confidence": 0.958, "X1": 0.583, "Y1": 0.66866, "X2": 0.602, "Y2": 0.66846, "X3": 0.601, "Y3": 0.68578, "X4": 0.582, "Y4": 0.68713, "page": 0}, {"Word": "47", "Confidence": 0.982, "X1": 0.653, "Y1": 0.67136, "X2": 0.671, "Y2": 0.67116, "X3": 0.67, "Y3": 0.68848, "X4": 0.652, "Y4": 0.68713, "page": 0}, {"Word": "All Other Branded Savings", "Confidence": 0.96975, "X1": 0.081, "Y1": 0.68753, "X2": 0.209, "Y2": 0.68733, "X3": 0.209, "Y3": 0.7033, "X4": 0.081, "Y4": 0.7033, "page": 0}, {"Word": "0", "Confidence": 0.463, "X1": 0.31, "Y1": 0.68888, "X2": 0.318, "Y2": 0.68868, "X3": 0.318, "Y3": 0.70061, "X4": 0.31, "Y4": 0.70061, "page": 0}, {"Word": "0", "Confidence": 0.361, "X1": 0.658, "Y1": 0.68484, "X2": 0.671, "Y2": 0.68464, "X3": 0.671, "Y3": 0.7033, "X4": 0.658, "Y4": 0.70196, "page": 0}, {"Word": "TOTAL BRANDED SAV.", "Confidence": 0.95, "X1": 0.083, "Y1": 0.7037, "X2": 0.204, "Y2": 0.7035, "X3": 0.204, "Y3": 0.72082, "X4": 0.083, "Y4": 0.72217, "page": 0}, {"Word": "32,990", "Confidence": 0.656, "X1": 0.283, "Y1": 0.70236, "X2": 0.319, "Y2": 0.70216, "X3": 0.318, "Y3": 0.71948, "X4": 0.283, "Y4": 0.71948, "page": 0}, {"Word": "25,659", "Confidence": 0.799, "X1": 0.354, "Y1": 0.70236, "X2": 0.39, "Y2": 0.70216, "X3": 0.39, "Y3": 0.71948, "X4": 0.354, "Y4": 0.71948, "page": 0}, {"Word": "633", "Confidence": 0.548, "X1": 0.578, "Y1": 0.70101, "X2": 0.602, "Y2": 0.70081, "X3": 0.601, "Y3": 0.72082, "X4": 0.578, "Y4": 0.72082, "page": 0}, {"Word": "627", "Confidence": 0.706, "X1": 0.648, "Y1": 0.70101, "X2": 0.671, "Y2": 0.70081, "X3": 0.671, "Y3": 0.72217, "X4": 0.648, "Y4": 0.72217, "page": 0}, {"Word": "Best Value", "Confidence": 0.9705, "X1": 0.081, "Y1": 0.74144, "X2": 0.138, "Y2": 0.74124, "X3": 0.138, "Y3": 0.75586, "X4": 0.081, "Y4": 0.75586, "page": 0}, {"Word": "1,170", "Confidence": 0.797, "X1": 0.291, "Y1": 0.74009, "X2": 0.319, "Y2": 0.73989, "X3": 0.319, "Y3": 0.75452, "X4": 0.291, "Y4": 0.75452, "page": 0}, {"Word": "911", "Confidence": 0.994, "X1": 0.37, "Y1": 0.74009, "X2": 0.388, "Y2": 0.73989, "X3": 0.388, "Y3": 0.75452, "X4": 0.37, "Y4": 0.75452, "page": 0}, {"Word": "19", "Confidence": 0.998, "X1": 0.513, "Y1": 0.73874, "X2": 0.532, "Y2": 0.73854, "X3": 0.531, "Y3": 0.75721, "X4": 0.513, "Y4": 0.75856, "page": 0}, {"Word": "19", "Confidence": 0.998, "X1": 0.585, "Y1": 0.73605, "X2": 0.603, "Y2": 0.73585, "X3": 0.602, "Y3": 0.75452, "X4": 0.585, "Y4": 0.75721, "page": 0}, {"Word": "2", "Confidence": 0.612, "X1": 0.652, "Y1": 0.73605, "X2": 0.673, "Y2": 0.73585, "X3": 0.672, "Y3": 0.75721, "X4": 0.651, "Y4": 0.75856, "page": 0}, {"Word": "Forsyth Products", "Confidence": 0.993, "X1": 0.083, "Y1": 0.75761, "X2": 0.166, "Y2": 0.75741, "X3": 0.166, "Y3": 0.77204, "X4": 0.083, "Y4": 0.77338, "page": 0}, {"Word": "8.559", "Confidence": 0.653, "X1": 0.291, "Y1": 0.75761, "X2": 0.319, "Y2": 0.75741, "X3": 0.319, "Y3": 0.77204, "X4": 0.291, "Y4": 0.77069, "page": 0}, {"Word": "6.631", "Confidence": 0.936, "X1": 0.36, "Y1": 0.75626, "X2": 0.389, "Y2": 0.75606, "X3": 0.389, "Y3": 0.77204, "X4": 0.36, "Y4": 0.77204, "page": 0}, {"Word": "0", "Confidence": 0.623, "X1": 0.448, "Y1": 0.75626, "X2": 0.459, "Y2": 0.75606, "X3": 0.459, "Y3": 0.77204, "X4": 0.449, "Y4": 0.77069, "page": 0}, {"Word": "175", "Confidence": 0.996, "X1": 0.509, "Y1": 0.75357, "X2": 0.53, "Y2": 0.75337, "X3": 0.53, "Y3": 0.77608, "X4": 0.509, "Y4": 0.77608, "page": 0}, {"Word": "157", "Confidence": 0.983, "X1": 0.58, "Y1": 0.75492, "X2": 0.601, "Y2": 0.75472, "X3": 0.6, "Y3": 0.77743, "X4": 0.579, "Y4": 0.77743, "page": 0}, {"Word": "166", "Confidence": 0.761, "X1": 0.653, "Y1": 0.74953, "X2": 0.672, "Y2": 0.74933, "X3": 0.673, "Y3": 0.77204, "X4": 0.655, "Y4": 0.77473, "page": 0}, {"Word": "TOTAL PL/B&W", "Confidence": 0.978, "X1": 0.083, "Y1": 0.77513, "X2": 0.166, "Y2": 0.77493, "X3": 0.166, "Y3": 0.78821, "X4": 0.083, "Y4": 0.78956, "page": 0}, {"Word": "9,729", "Confidence": 0.936, "X1": 0.29, "Y1": 0.77513, "X2": 0.319, "Y2": 0.77493, "X3": 0.318, "Y3": 0.78821, "X4": 0.29, "Y4": 0.78956, "page": 0}, {"Word": "7,542", "Confidence": 0.802, "X1": 0.361, "Y1": 0.77244, "X2": 0.39, "Y2": 0.77224, "X3": 0.39, "Y3": 0.78821, "X4": 0.361, "Y4": 0.78956, "page": 0}, {"Word": "-6", "Confidence": 0.635, "X1": 0.448, "Y1": 0.77378, "X2": 0.46, "Y2": 0.77358, "X3": 0.459, "Y3": 0.79091, "X4": 0.447, "Y4": 0.78821, "page": 0}, {"Word": "194", "Confidence": 0.999, "X1": 0.51, "Y1": 0.77109, "X2": 0.53, "Y2": 0.77089, "X3": 0.529, "Y3": 0.78821, "X4": 0.509, "Y4": 0.78821, "page": 0}, {"Word": "176", "Confidence": 0.714, "X1": 0.581, "Y1": 0.76974, "X2": 0.601, "Y2": 0.76954, "X3": 0.6, "Y3": 0.79091, "X4": 0.581, "Y4": 0.79091, "page": 0}, {"Word": "188", "Confidence": 0.95, "X1": 0.651, "Y1": 0.77378, "X2": 0.673, "Y2": 0.77358, "X3": 0.672, "Y3": 0.79225, "X4": 0.65, "Y4": 0.79225, "page": 0}, {"Word": "TOTAL SAVINGS", "Confidence": 0.995, "X1": 0.083, "Y1": 0.80613, "X2": 0.172, "Y2": 0.80593, "X3": 0.172, "Y3": 0.82325, "X4": 0.083, "Y4": 0.8246, "page": 0}, {"Word": "42.689", "Confidence": 0.59, "X1": 0.284, "Y1": 0.80748, "X2": 0.319, "Y2": 0.80728, "X3": 0.319, "Y3": 0.82325, "X4": 0.284, "Y4": 0.82325, "page": 0}, {"Word": "33.201", "Confidence": 0.661, "X1": 0.355, "Y1": 0.80748, "X2": 0.389, "Y2": 0.80728, "X3": 0.389, "Y3": 0.82325, "X4": 0.355, "Y4": 0.82325, "page": 0}, {"Word": "21", "Confidence": 0.998, "X1": 0.444, "Y1": 0.80613, "X2": 0.461, "Y2": 0.80593, "X3": 0.461, "Y3": 0.8246, "X4": 0.443, "Y4": 0.82325, "page": 0}, {"Word": "878", "Confidence": 0.992, "X1": 0.509, "Y1": 0.80613, "X2": 0.532, "Y2": 0.80593, "X3": 0.53, "Y3": 0.82325, "X4": 0.508, "Y4": 0.82325, "page": 0}, {"Word": "809", "Confidence": 0.901, "X1": 0.581, "Y1": 0.80478, "X2": 0.602, "Y2": 0.80458, "X3": 0.6, "Y3": 0.82325, "X4": 0.579, "Y4": 0.8246, "page": 0}, {"Word": "815", "Confidence": 0.71, "X1": 0.654, "Y1": 0.80613, "X2": 0.673, "Y2": 0.80593, "X3": 0.672, "Y3": 0.82595, "X4": 0.654, "Y4": 0.82595, "page": 0}, {"Word": "& NOTION YOU A", "Confidence": 0.24625, "X1": 0.46, "Y1": 0.83443, "X2": 0.461, "Y2": 0.83423, "X3": 0.446, "Y3": 0.83403, "X4": 0.445, "Y4": 0.59684, "page": 0}, {"Word": "TOTAL RJR", "Confidence": 0.9805, "X1": 0.083, "Y1": 0.84252, "X2": 0.146, "Y2": 0.84232, "X3": 0.146, "Y3": 0.85694, "X4": 0.083, "Y4": 0.85694, "page": 0}, {"Word": "115,576", "Confidence": 0.774, "X1": 0.279, "Y1": 0.84117, "X2": 0.32, "Y2": 0.84097, "X3": 0.32, "Y3": 0.85694, "X4": 0.279, "Y4": 0.85694, "page": 0}, {"Word": "90,902", "Confidence": 0.955, "X1": 0.355, "Y1": 0.84252, "X2": 0.391, "Y2": 0.84232, "X3": 0.391, "Y3": 0.85694, "X4": 0.355, "Y4": 0.85694, "page": 0}, {"Word": "208", "Confidence": 0.672, "X1": 0.442, "Y1": 0.84252, "X2": 0.462, "Y2": 0.84232, "X3": 0.461, "Y3": 0.85694, "X4": 0.441, "Y4": 0.85694, "page": 0}, {"Word": "2.358", "Confidence": 0.755, "X1": 0.501, "Y1": 0.83982, "X2": 0.533, "Y2": 0.83962, "X3": 0.532, "Y3": 0.85694, "X4": 0.499, "Y4": 0.85694, "page": 0}, {"Word": "2,264", "Confidence": 0.833, "X1": 0.566, "Y1": 0.83982, "X2": 0.605, "Y2": 0.83962, "X3": 0.604, "Y3": 0.85964, "X4": 0.565, "Y4": 0.85829, "page": 0}, {"Word": "2,120", "Confidence": 0.955, "X1": 0.641, "Y1": 0.83982, "X2": 0.673, "Y2": 0.83962, "X3": 0.672, "Y3": 0.85829, "X4": 0.64, "Y4": 0.85964, "page": 0}, {"Word": ". 1997 L.E. (Issued 10/6/97)", "Confidence": 0.6976, "X1": 0.082, "Y1": 0.87352, "X2": 0.219, "Y2": 0.87332, "X3": 0.219, "Y3": 0.89198, "X4": 0.082, "Y4": 0.89198, "page": 0}, {"Word": "No. of weeks left in year =", "Confidence": 0.93014, "X1": 0.084, "Y1": 0.89373, "X2": 0.21, "Y2": 0.89353, "X3": 0.21, "Y3": 0.9095, "X4": 0.084, "Y4": 0.9095, "page": 0}, {"Word": "11.64 Seasonality:", "Confidence": 0.78, "X1": 0.291, "Y1": 0.89104, "X2": 0.386, "Y2": 0.89084, "X3": 0.386, "Y3": 0.9095, "X4": 0.291, "Y4": 0.9095, "page": 0}, {"Word": "Q1: 0.9485", "Confidence": 0.9305, "X1": 0.411, "Y1": 0.89238, "X2": 0.473, "Y2": 0.89218, "X3": 0.473, "Y3": 0.90816, "X4": 0.411, "Y4": 0.9095, "page": 0}, {"Word": "Q2 1.0248 Q3: 1.0306", "Confidence": 0.814, "X1": 0.499, "Y1": 0.88969, "X2": 0.654, "Y2": 0.88949, "X3": 0.654, "Y3": 0.91085, "X4": 0.499, "Y4": 0.91085, "page": 0}, {"Word": "04: 0.9861", "Confidence": 0.6245, "X1": 0.679, "Y1": 0.89104, "X2": 0.741, "Y2": 0.89084, "X3": 0.741, "Y3": 0.9095, "X4": 0.679, "Y4": 0.91085, "page": 0}, {"Word": "53173 5078", "Confidence": 0.993, "X1": 0.121, "Y1": 0.97729, "X2": 0.023, "Y2": 0.97709, "X3": 0.022, "Y3": 0.95398, "X4": 0.12, "Y4": 0.94724, "page": 0}], "words_data": [{"Word": "YEAR", "Confidence": 0.988, "X1": 0.426, "Y1": 0.05007, "X2": 0.455, "Y2": 0.04987, "X3": 0.455, "Y3": 0.06853, "X4": 0.426, "Y4": 0.06719, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.998, "X1": 0.458, "Y1": 0.05007, "X2": 0.472, "Y2": 0.04987, "X3": 0.472, "Y3": 0.06853, "X4": 0.458, "Y4": 0.06853, "page": 0, "Index": 1}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.475, "Y1": 0.05007, "X2": 0.505, "Y2": 0.04987, "X3": 0.505, "Y3": 0.06853, "X4": 0.475, "Y4": 0.06853, "page": 0, "Index": 2}, {"Word": "SHIPMENT", "Confidence": 0.994, "X1": 0.508, "Y1": 0.04872, "X2": 0.564, "Y2": 0.04852, "X3": 0.564, "Y3": 0.06853, "X4": 0.508, "Y4": 0.06853, "page": 0, "Index": 3}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.567, "Y1": 0.04872, "X2": 0.611, "Y2": 0.04852, "X3": 0.611, "Y3": 0.06853, "X4": 0.567, "Y4": 0.06853, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.991, "X1": 0.613, "Y1": 0.04872, "X2": 0.616, "Y2": 0.04852, "X3": 0.616, "Y3": 0.06853, "X4": 0.613, "Y4": 0.06853, "page": 0, "Index": 5}, {"Word": "WEEK", "Confidence": 0.982, "X1": 0.619, "Y1": 0.04872, "X2": 0.652, "Y2": 0.04852, "X3": 0.652, "Y3": 0.06853, "X4": 0.619, "Y4": 0.06853, "page": 0, "Index": 6}, {"Word": "ENDING", "Confidence": 0.993, "X1": 0.655, "Y1": 0.05007, "X2": 0.698, "Y2": 0.04987, "X3": 0.698, "Y3": 0.06853, "X4": 0.655, "Y4": 0.06853, "page": 0, "Index": 7}, {"Word": "10/10/97", "Confidence": 0.929, "X1": 0.7, "Y1": 0.05007, "X2": 0.745, "Y2": 0.04987, "X3": 0.745, "Y3": 0.06853, "X4": 0.7, "Y4": 0.06853, "page": 0, "Index": 8}, {"Word": "Tota", "Confidence": 0.963, "X1": 0.268, "Y1": 0.09993, "X2": 0.291, "Y2": 0.09973, "X3": 0.292, "Y3": 0.1157, "X4": 0.269, "Y4": 0.11705, "page": 0, "Index": 9}, {"Word": "Year", "Confidence": 0.995, "X1": 0.356, "Y1": 0.09993, "X2": 0.378, "Y2": 0.09973, "X3": 0.378, "Y3": 0.11705, "X4": 0.356, "Y4": 0.11705, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.997, "X1": 0.381, "Y1": 0.09993, "X2": 0.392, "Y2": 0.09973, "X3": 0.392, "Y3": 0.11705, "X4": 0.38, "Y4": 0.11705, "page": 0, "Index": 11}, {"Word": "Date", "Confidence": 0.983, "X1": 0.395, "Y1": 0.09993, "X2": 0.42, "Y2": 0.09973, "X3": 0.42, "Y3": 0.11705, "X4": 0.395, "Y4": 0.11705, "page": 0, "Index": 12}, {"Word": "Weekly", "Confidence": 0.882, "X1": 0.526, "Y1": 0.09993, "X2": 0.562, "Y2": 0.09973, "X3": 0.562, "Y3": 0.1157, "X4": 0.525, "Y4": 0.1157, "page": 0, "Index": 13}, {"Word": "Pattern", "Confidence": 0.261, "X1": 0.564, "Y1": 0.10128, "X2": 0.603, "Y2": 0.10108, "X3": 0.603, "Y3": 0.11705, "X4": 0.564, "Y4": 0.1157, "page": 0, "Index": 14}, {"Word": "10/10/1997", "Confidence": 0.614, "X1": 0.362, "Y1": 0.12284, "X2": 0.415, "Y2": 0.12264, "X3": 0.415, "Y3": 0.13727, "X4": 0.361, "Y4": 0.13727, "page": 0, "Index": 15}, {"Word": "Week", "Confidence": 0.859, "X1": 0.478, "Y1": 0.12284, "X2": 0.507, "Y2": 0.12264, "X3": 0.508, "Y3": 0.13727, "X4": 0.478, "Y4": 0.13727, "page": 0, "Index": 16}, {"Word": "1997", "Confidence": 0.986, "X1": 0.268, "Y1": 0.12015, "X2": 0.292, "Y2": 0.11995, "X3": 0.292, "Y3": 0.13996, "X4": 0.268, "Y4": 0.13996, "page": 0, "Index": 17}, {"Word": "Avg.", "Confidence": 0.981, "X1": 0.547, "Y1": 0.12284, "X2": 0.57, "Y2": 0.12264, "X3": 0.569, "Y3": 0.13861, "X4": 0.547, "Y4": 0.13861, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.996, "X1": 0.572, "Y1": 0.12284, "X2": 0.586, "Y2": 0.12264, "X3": 0.585, "Y3": 0.13861, "X4": 0.572, "Y4": 0.13861, "page": 0, "Index": 19}, {"Word": "Avg.", "Confidence": 0.958, "X1": 0.607, "Y1": 0.12149, "X2": 0.63, "Y2": 0.12129, "X3": 0.63, "Y3": 0.13996, "X4": 0.607, "Y4": 0.13996, "page": 0, "Index": 20}, {"Word": "Req'd", "Confidence": 0.963, "X1": 0.633, "Y1": 0.1188, "X2": 0.666, "Y2": 0.1186, "X3": 0.666, "Y3": 0.13996, "X4": 0.632, "Y4": 0.13996, "page": 0, "Index": 21}, {"Word": "LE", "Confidence": 0.903, "X1": 0.268, "Y1": 0.1444, "X2": 0.285, "Y2": 0.1442, "X3": 0.285, "Y3": 0.16018, "X4": 0.268, "Y4": 0.16018, "page": 0, "Index": 22}, {"Word": "Actual", "Confidence": 0.994, "X1": 0.336, "Y1": 0.14845, "X2": 0.37, "Y2": 0.14825, "X3": 0.37, "Y3": 0.16153, "X4": 0.336, "Y4": 0.16153, "page": 0, "Index": 23}, {"Word": "VS.", "Confidence": 0.03, "X1": 0.402, "Y1": 0.1498, "X2": 0.417, "Y2": 0.1496, "X3": 0.417, "Y3": 0.16153, "X4": 0.402, "Y4": 0.16153, "page": 0, "Index": 24}, {"Word": "LE.\"", "Confidence": 0.184, "X1": 0.419, "Y1": 0.14845, "X2": 0.444, "Y2": 0.14825, "X3": 0.444, "Y3": 0.16018, "X4": 0.419, "Y4": 0.16153, "page": 0, "Index": 25}, {"Word": "10/10/1997", "Confidence": 0.991, "X1": 0.467, "Y1": 0.1471, "X2": 0.52, "Y2": 0.1469, "X3": 0.52, "Y3": 0.16287, "X4": 0.467, "Y4": 0.16287, "page": 0, "Index": 26}, {"Word": "Last", "Confidence": 0.988, "X1": 0.533, "Y1": 0.1471, "X2": 0.557, "Y2": 0.1469, "X3": 0.557, "Y3": 0.16287, "X4": 0.533, "Y4": 0.16287, "page": 0, "Index": 27}, {"Word": "4", "Confidence": 0.998, "X1": 0.559, "Y1": 0.1471, "X2": 0.565, "Y2": 0.1469, "X3": 0.565, "Y3": 0.16287, "X4": 0.559, "Y4": 0.16287, "page": 0, "Index": 28}, {"Word": "Wks.", "Confidence": 0.71, "X1": 0.568, "Y1": 0.1471, "X2": 0.598, "Y2": 0.1469, "X3": 0.598, "Y3": 0.16287, "X4": 0.568, "Y4": 0.16287, "page": 0, "Index": 29}, {"Word": "to", "Confidence": 0.997, "X1": 0.605, "Y1": 0.1471, "X2": 0.615, "Y2": 0.1469, "X3": 0.615, "Y3": 0.16287, "X4": 0.604, "Y4": 0.16287, "page": 0, "Index": 30}, {"Word": "Meet", "Confidence": 0.674, "X1": 0.617, "Y1": 0.1471, "X2": 0.642, "Y2": 0.1469, "X3": 0.642, "Y3": 0.16287, "X4": 0.617, "Y4": 0.16287, "page": 0, "Index": 31}, {"Word": "L.E.", "Confidence": 0.659, "X1": 0.645, "Y1": 0.1471, "X2": 0.667, "Y2": 0.1469, "X3": 0.667, "Y3": 0.16287, "X4": 0.644, "Y4": 0.16287, "page": 0, "Index": 32}, {"Word": "Comments", "Confidence": 0.991, "X1": 0.768, "Y1": 0.1498, "X2": 0.825, "Y2": 0.1496, "X3": 0.824, "Y3": 0.16557, "X4": 0.768, "Y4": 0.16287, "page": 0, "Index": 33}, {"Word": "111", "Confidence": 0.998, "X1": 0.44, "Y1": 0.19292, "X2": 0.456, "Y2": 0.19272, "X3": 0.457, "Y3": 0.20735, "X4": 0.44, "Y4": 0.21004, "page": 0, "Index": 34}, {"Word": "Winston", "Confidence": 0.995, "X1": 0.078, "Y1": 0.19427, "X2": 0.117, "Y2": 0.19407, "X3": 0.117, "Y3": 0.21004, "X4": 0.078, "Y4": 0.21004, "page": 0, "Index": 35}, {"Word": "(Total)", "Confidence": 0.991, "X1": 0.12, "Y1": 0.19562, "X2": 0.154, "Y2": 0.19542, "X3": 0.154, "Y3": 0.21139, "X4": 0.119, "Y4": 0.21004, "page": 0, "Index": 36}, {"Word": "24,121", "Confidence": 0.886, "X1": 0.281, "Y1": 0.19292, "X2": 0.315, "Y2": 0.19272, "X3": 0.315, "Y3": 0.20869, "X4": 0.281, "Y4": 0.21004, "page": 0, "Index": 37}, {"Word": "19,251", "Confidence": 0.85, "X1": 0.354, "Y1": 0.19292, "X2": 0.386, "Y2": 0.19272, "X3": 0.386, "Y3": 0.20869, "X4": 0.354, "Y4": 0.20869, "page": 0, "Index": 38}, {"Word": "503", "Confidence": 0.826, "X1": 0.509, "Y1": 0.19292, "X2": 0.526, "Y2": 0.19272, "X3": 0.526, "Y3": 0.21004, "X4": 0.509, "Y4": 0.21004, "page": 0, "Index": 39}, {"Word": "510", "Confidence": 0.964, "X1": 0.578, "Y1": 0.19427, "X2": 0.599, "Y2": 0.19407, "X3": 0.599, "Y3": 0.21004, "X4": 0.579, "Y4": 0.21139, "page": 0, "Index": 40}, {"Word": "418", "Confidence": 0.994, "X1": 0.649, "Y1": 0.19292, "X2": 0.669, "Y2": 0.19272, "X3": 0.67, "Y3": 0.21004, "X4": 0.65, "Y4": 0.21139, "page": 0, "Index": 41}, {"Word": "109", "Confidence": 0.99, "X1": 0.439, "Y1": 0.20909, "X2": 0.457, "Y2": 0.20889, "X3": 0.458, "Y3": 0.22756, "X4": 0.439, "Y4": 0.22756, "page": 0, "Index": 42}, {"Word": "Winston", "Confidence": 0.994, "X1": 0.078, "Y1": 0.21449, "X2": 0.117, "Y2": 0.21429, "X3": 0.117, "Y3": 0.22891, "X4": 0.078, "Y4": 0.22891, "page": 0, "Index": 43}, {"Word": "(Base)", "Confidence": 0.995, "X1": 0.119, "Y1": 0.21449, "X2": 0.155, "Y2": 0.21429, "X3": 0.155, "Y3": 0.23026, "X4": 0.119, "Y4": 0.22891, "page": 0, "Index": 44}, {"Word": "22,442", "Confidence": 0.676, "X1": 0.281, "Y1": 0.21314, "X2": 0.315, "Y2": 0.21294, "X3": 0.315, "Y3": 0.22891, "X4": 0.281, "Y4": 0.22891, "page": 0, "Index": 45}, {"Word": "17,878", "Confidence": 0.852, "X1": 0.354, "Y1": 0.21449, "X2": 0.384, "Y2": 0.21429, "X3": 0.385, "Y3": 0.22891, "X4": 0.354, "Y4": 0.22891, "page": 0, "Index": 46}, {"Word": "475", "Confidence": 0.986, "X1": 0.507, "Y1": 0.20909, "X2": 0.528, "Y2": 0.20889, "X3": 0.528, "Y3": 0.23026, "X4": 0.507, "Y4": 0.23026, "page": 0, "Index": 47}, {"Word": "480", "Confidence": 0.994, "X1": 0.579, "Y1": 0.21044, "X2": 0.6, "Y2": 0.21024, "X3": 0.6, "Y3": 0.22891, "X4": 0.579, "Y4": 0.23026, "page": 0, "Index": 48}, {"Word": "392", "Confidence": 0.93, "X1": 0.649, "Y1": 0.20909, "X2": 0.671, "Y2": 0.20889, "X3": 0.671, "Y3": 0.23161, "X4": 0.649, "Y4": 0.23161, "page": 0, "Index": 49}, {"Word": "28", "Confidence": 0.592, "X1": 0.514, "Y1": 0.22931, "X2": 0.528, "Y2": 0.22911, "X3": 0.529, "Y3": 0.24778, "X4": 0.514, "Y4": 0.24778, "page": 0, "Index": 50}, {"Word": "30", "Confidence": 0.982, "X1": 0.586, "Y1": 0.23066, "X2": 0.598, "Y2": 0.23046, "X3": 0.598, "Y3": 0.24778, "X4": 0.587, "Y4": 0.24913, "page": 0, "Index": 51}, {"Word": "Winston", "Confidence": 0.995, "X1": 0.078, "Y1": 0.23335, "X2": 0.117, "Y2": 0.23315, "X3": 0.117, "Y3": 0.25047, "X4": 0.078, "Y4": 0.25047, "page": 0, "Index": 52}, {"Word": "(Select)", "Confidence": 0.935, "X1": 0.119, "Y1": 0.2347, "X2": 0.16, "Y2": 0.2345, "X3": 0.16, "Y3": 0.25182, "X4": 0.119, "Y4": 0.25047, "page": 0, "Index": 53}, {"Word": "1.680", "Confidence": 0.857, "X1": 0.288, "Y1": 0.23335, "X2": 0.316, "Y2": 0.23315, "X3": 0.315, "Y3": 0.24913, "X4": 0.288, "Y4": 0.24778, "page": 0, "Index": 54}, {"Word": "1,373", "Confidence": 0.801, "X1": 0.359, "Y1": 0.23335, "X2": 0.386, "Y2": 0.23315, "X3": 0.386, "Y3": 0.24913, "X4": 0.359, "Y4": 0.24913, "page": 0, "Index": 55}, {"Word": "2", "Confidence": 0.996, "X1": 0.449, "Y1": 0.23066, "X2": 0.457, "Y2": 0.23046, "X3": 0.456, "Y3": 0.24913, "X4": 0.448, "Y4": 0.24913, "page": 0, "Index": 56}, {"Word": "26", "Confidence": 0.998, "X1": 0.652, "Y1": 0.22796, "X2": 0.671, "Y2": 0.22776, "X3": 0.671, "Y3": 0.24913, "X4": 0.652, "Y4": 0.25047, "page": 0, "Index": 57}, {"Word": "Salem", "Confidence": 0.848, "X1": 0.078, "Y1": 0.27378, "X2": 0.108, "Y2": 0.27358, "X3": 0.108, "Y3": 0.29091, "X4": 0.079, "Y4": 0.29091, "page": 0, "Index": 58}, {"Word": "16,232", "Confidence": 0.934, "X1": 0.283, "Y1": 0.27378, "X2": 0.315, "Y2": 0.27358, "X3": 0.314, "Y3": 0.28821, "X4": 0.282, "Y4": 0.28821, "page": 0, "Index": 59}, {"Word": "12,903", "Confidence": 0.993, "X1": 0.354, "Y1": 0.27378, "X2": 0.386, "Y2": 0.27358, "X3": 0.386, "Y3": 0.28821, "X4": 0.354, "Y4": 0.28821, "page": 0, "Index": 60}, {"Word": "44", "Confidence": 0.998, "X1": 0.444, "Y1": 0.27244, "X2": 0.457, "Y2": 0.27224, "X3": 0.457, "Y3": 0.28821, "X4": 0.444, "Y4": 0.28821, "page": 0, "Index": 61}, {"Word": "308", "Confidence": 0.997, "X1": 0.509, "Y1": 0.27244, "X2": 0.526, "Y2": 0.27224, "X3": 0.526, "Y3": 0.28821, "X4": 0.509, "Y4": 0.28821, "page": 0, "Index": 62}, {"Word": "314", "Confidence": 0.992, "X1": 0.579, "Y1": 0.27378, "X2": 0.598, "Y2": 0.27358, "X3": 0.598, "Y3": 0.28821, "X4": 0.58, "Y4": 0.28821, "page": 0, "Index": 63}, {"Word": "286", "Confidence": 0.994, "X1": 0.649, "Y1": 0.27109, "X2": 0.671, "Y2": 0.27089, "X3": 0.671, "Y3": 0.28956, "X4": 0.65, "Y4": 0.29091, "page": 0, "Index": 64}, {"Word": "10", "Confidence": 0.617, "X1": 0.447, "Y1": 0.31287, "X2": 0.455, "Y2": 0.31267, "X3": 0.456, "Y3": 0.32729, "X4": 0.447, "Y4": 0.32729, "page": 0, "Index": 65}, {"Word": "Camel", "Confidence": 0.97, "X1": 0.079, "Y1": 0.31422, "X2": 0.11, "Y2": 0.31402, "X3": 0.11, "Y3": 0.33134, "X4": 0.078, "Y4": 0.33134, "page": 0, "Index": 66}, {"Word": "(Total)", "Confidence": 0.994, "X1": 0.113, "Y1": 0.31287, "X2": 0.147, "Y2": 0.31267, "X3": 0.146, "Y3": 0.33134, "X4": 0.112, "Y4": 0.33134, "page": 0, "Index": 67}, {"Word": "23,720", "Confidence": 0.945, "X1": 0.283, "Y1": 0.31556, "X2": 0.315, "Y2": 0.31536, "X3": 0.315, "Y3": 0.32999, "X4": 0.282, "Y4": 0.32864, "page": 0, "Index": 68}, {"Word": "18,524", "Confidence": 0.991, "X1": 0.354, "Y1": 0.31422, "X2": 0.386, "Y2": 0.31402, "X3": 0.386, "Y3": 0.32864, "X4": 0.354, "Y4": 0.32864, "page": 0, "Index": 69}, {"Word": "502", "Confidence": 0.997, "X1": 0.51, "Y1": 0.31287, "X2": 0.527, "Y2": 0.31267, "X3": 0.528, "Y3": 0.32864, "X4": 0.51, "Y4": 0.32999, "page": 0, "Index": 70}, {"Word": "465", "Confidence": 0.998, "X1": 0.58, "Y1": 0.31422, "X2": 0.599, "Y2": 0.31402, "X3": 0.599, "Y3": 0.32864, "X4": 0.58, "Y4": 0.32864, "page": 0, "Index": 71}, {"Word": "448", "Confidence": 0.745, "X1": 0.65, "Y1": 0.31017, "X2": 0.671, "Y2": 0.30997, "X3": 0.672, "Y3": 0.32864, "X4": 0.65, "Y4": 0.33134, "page": 0, "Index": 72}, {"Word": "443", "Confidence": 0.999, "X1": 0.51, "Y1": 0.32904, "X2": 0.528, "Y2": 0.32884, "X3": 0.529, "Y3": 0.34751, "X4": 0.51, "Y4": 0.34886, "page": 0, "Index": 73}, {"Word": "Camel", "Confidence": 0.991, "X1": 0.079, "Y1": 0.33308, "X2": 0.11, "Y2": 0.33288, "X3": 0.11, "Y3": 0.3502, "X4": 0.078, "Y4": 0.3502, "page": 0, "Index": 74}, {"Word": "(Ex.", "Confidence": 0.963, "X1": 0.113, "Y1": 0.33308, "X2": 0.132, "Y2": 0.33288, "X3": 0.131, "Y3": 0.3502, "X4": 0.112, "Y4": 0.3502, "page": 0, "Index": 75}, {"Word": "NF)", "Confidence": 0.993, "X1": 0.134, "Y1": 0.33308, "X2": 0.157, "Y2": 0.33288, "X3": 0.156, "Y3": 0.35155, "X4": 0.134, "Y4": 0.3502, "page": 0, "Index": 76}, {"Word": "20,726", "Confidence": 0.991, "X1": 0.283, "Y1": 0.33174, "X2": 0.315, "Y2": 0.33154, "X3": 0.315, "Y3": 0.34886, "X4": 0.283, "Y4": 0.34886, "page": 0, "Index": 77}, {"Word": "16,149", "Confidence": 0.991, "X1": 0.355, "Y1": 0.33308, "X2": 0.386, "Y2": 0.33288, "X3": 0.386, "Y3": 0.34886, "X4": 0.355, "Y4": 0.34886, "page": 0, "Index": 78}, {"Word": "407", "Confidence": 0.995, "X1": 0.582, "Y1": 0.33039, "X2": 0.599, "Y2": 0.33019, "X3": 0.6, "Y3": 0.34886, "X4": 0.582, "Y4": 0.3502, "page": 0, "Index": 79}, {"Word": "393", "Confidence": 0.998, "X1": 0.649, "Y1": 0.32769, "X2": 0.669, "Y2": 0.32749, "X3": 0.669, "Y3": 0.3502, "X4": 0.649, "Y4": 0.3502, "page": 0, "Index": 80}, {"Word": "Camel", "Confidence": 0.904, "X1": 0.079, "Y1": 0.3533, "X2": 0.111, "Y2": 0.3531, "X3": 0.11, "Y3": 0.36772, "X4": 0.078, "Y4": 0.36772, "page": 0, "Index": 81}, {"Word": "NF", "Confidence": 0.998, "X1": 0.113, "Y1": 0.3533, "X2": 0.128, "Y2": 0.3531, "X3": 0.127, "Y3": 0.36772, "X4": 0.113, "Y4": 0.36772, "page": 0, "Index": 82}, {"Word": "2.994", "Confidence": 0.661, "X1": 0.288, "Y1": 0.3533, "X2": 0.316, "Y2": 0.3531, "X3": 0.316, "Y3": 0.36638, "X4": 0.288, "Y4": 0.36638, "page": 0, "Index": 83}, {"Word": "2.375", "Confidence": 0.663, "X1": 0.359, "Y1": 0.3533, "X2": 0.386, "Y2": 0.3531, "X3": 0.386, "Y3": 0.36638, "X4": 0.359, "Y4": 0.36638, "page": 0, "Index": 84}, {"Word": "6", "Confidence": 0.519, "X1": 0.451, "Y1": 0.35195, "X2": 0.457, "Y2": 0.35175, "X3": 0.456, "Y3": 0.36638, "X4": 0.45, "Y4": 0.36503, "page": 0, "Index": 85}, {"Word": "59", "Confidence": 0.932, "X1": 0.513, "Y1": 0.3506, "X2": 0.527, "Y2": 0.3504, "X3": 0.528, "Y3": 0.36772, "X4": 0.514, "Y4": 0.36907, "page": 0, "Index": 86}, {"Word": "58", "Confidence": 0.807, "X1": 0.584, "Y1": 0.34926, "X2": 0.599, "Y2": 0.34906, "X3": 0.6, "Y3": 0.36772, "X4": 0.586, "Y4": 0.37042, "page": 0, "Index": 87}, {"Word": "53", "Confidence": 0.969, "X1": 0.653, "Y1": 0.34656, "X2": 0.67, "Y2": 0.34636, "X3": 0.671, "Y3": 0.36907, "X4": 0.653, "Y4": 0.37042, "page": 0, "Index": 88}, {"Word": "Camel", "Confidence": 0.991, "X1": 0.08, "Y1": 0.37756, "X2": 0.111, "Y2": 0.37736, "X3": 0.11, "Y3": 0.39198, "X4": 0.08, "Y4": 0.39198, "page": 0, "Index": 89}, {"Word": "(Ex.", "Confidence": 0.869, "X1": 0.113, "Y1": 0.37621, "X2": 0.133, "Y2": 0.37601, "X3": 0.133, "Y3": 0.39198, "X4": 0.113, "Y4": 0.39198, "page": 0, "Index": 90}, {"Word": "NF/Kam/Men.)", "Confidence": 0.847, "X1": 0.135, "Y1": 0.37486, "X2": 0.207, "Y2": 0.37466, "X3": 0.207, "Y3": 0.39198, "X4": 0.135, "Y4": 0.39198, "page": 0, "Index": 91}, {"Word": "18.725", "Confidence": 0.641, "X1": 0.283, "Y1": 0.37621, "X2": 0.316, "Y2": 0.37601, "X3": 0.316, "Y3": 0.39198, "X4": 0.283, "Y4": 0.39198, "page": 0, "Index": 92}, {"Word": "14,650", "Confidence": 0.981, "X1": 0.354, "Y1": 0.37621, "X2": 0.387, "Y2": 0.37601, "X3": 0.387, "Y3": 0.39064, "X4": 0.355, "Y4": 0.39198, "page": 0, "Index": 93}, {"Word": "24", "Confidence": 0.994, "X1": 0.445, "Y1": 0.37352, "X2": 0.457, "Y2": 0.37332, "X3": 0.457, "Y3": 0.39064, "X4": 0.445, "Y4": 0.39064, "page": 0, "Index": 94}, {"Word": "406", "Confidence": 0.994, "X1": 0.51, "Y1": 0.37352, "X2": 0.528, "Y2": 0.37332, "X3": 0.529, "Y3": 0.39198, "X4": 0.51, "Y4": 0.39333, "page": 0, "Index": 95}, {"Word": "377", "Confidence": 0.998, "X1": 0.581, "Y1": 0.37352, "X2": 0.601, "Y2": 0.37332, "X3": 0.601, "Y3": 0.39198, "X4": 0.581, "Y4": 0.39333, "page": 0, "Index": 96}, {"Word": "350", "Confidence": 0.997, "X1": 0.65, "Y1": 0.37082, "X2": 0.67, "Y2": 0.37062, "X3": 0.67, "Y3": 0.39333, "X4": 0.65, "Y4": 0.39333, "page": 0, "Index": 97}, {"Word": "Kamel", "Confidence": 0.992, "X1": 0.08, "Y1": 0.39912, "X2": 0.111, "Y2": 0.39892, "X3": 0.111, "Y3": 0.41355, "X4": 0.08, "Y4": 0.41489, "page": 0, "Index": 98}, {"Word": "Tot", "Confidence": 0.998, "X1": 0.113, "Y1": 0.39912, "X2": 0.132, "Y2": 0.39892, "X3": 0.132, "Y3": 0.41489, "X4": 0.113, "Y4": 0.41355, "page": 0, "Index": 99}, {"Word": "753", "Confidence": 0.991, "X1": 0.298, "Y1": 0.39777, "X2": 0.316, "Y2": 0.39757, "X3": 0.316, "Y3": 0.4122, "X4": 0.298, "Y4": 0.4122, "page": 0, "Index": 100}, {"Word": "568", "Confidence": 0.955, "X1": 0.369, "Y1": 0.39777, "X2": 0.387, "Y2": 0.39757, "X3": 0.386, "Y3": 0.4122, "X4": 0.368, "Y4": 0.41085, "page": 0, "Index": 101}, {"Word": "3", "Confidence": 0.31, "X1": 0.448, "Y1": 0.39508, "X2": 0.457, "Y2": 0.39488, "X3": 0.459, "Y3": 0.41489, "X4": 0.449, "Y4": 0.41624, "page": 0, "Index": 102}, {"Word": "15", "Confidence": 0.999, "X1": 0.516, "Y1": 0.39643, "X2": 0.527, "Y2": 0.39623, "X3": 0.528, "Y3": 0.41355, "X4": 0.516, "Y4": 0.41489, "page": 0, "Index": 103}, {"Word": "13", "Confidence": 0.997, "X1": 0.585, "Y1": 0.39508, "X2": 0.598, "Y2": 0.39488, "X3": 0.6, "Y3": 0.41489, "X4": 0.587, "Y4": 0.41759, "page": 0, "Index": 104}, {"Word": "16", "Confidence": 0.997, "X1": 0.655, "Y1": 0.39508, "X2": 0.669, "Y2": 0.39488, "X3": 0.671, "Y3": 0.41489, "X4": 0.656, "Y4": 0.41759, "page": 0, "Index": 105}, {"Word": "Camel", "Confidence": 0.966, "X1": 0.081, "Y1": 0.41934, "X2": 0.111, "Y2": 0.41914, "X3": 0.111, "Y3": 0.43376, "X4": 0.081, "Y4": 0.43376, "page": 0, "Index": 106}, {"Word": "Menthol", "Confidence": 0.876, "X1": 0.113, "Y1": 0.41934, "X2": 0.154, "Y2": 0.41914, "X3": 0.154, "Y3": 0.43241, "X4": 0.113, "Y4": 0.43376, "page": 0, "Index": 107}, {"Word": "1,248", "Confidence": 0.992, "X1": 0.289, "Y1": 0.41799, "X2": 0.317, "Y2": 0.41779, "X3": 0.317, "Y3": 0.43376, "X4": 0.289, "Y4": 0.43376, "page": 0, "Index": 108}, {"Word": "931", "Confidence": 0.994, "X1": 0.368, "Y1": 0.41934, "X2": 0.387, "Y2": 0.41914, "X3": 0.387, "Y3": 0.43241, "X4": 0.368, "Y4": 0.43241, "page": 0, "Index": 109}, {"Word": "-11", "Confidence": 0.942, "X1": 0.443, "Y1": 0.41529, "X2": 0.456, "Y2": 0.41509, "X3": 0.457, "Y3": 0.43107, "X4": 0.443, "Y4": 0.43241, "page": 0, "Index": 110}, {"Word": "2", "Confidence": 0.777, "X1": 0.515, "Y1": 0.4126, "X2": 0.526, "Y2": 0.4124, "X3": 0.527, "Y3": 0.43107, "X4": 0.515, "Y4": 0.43241, "page": 0, "Index": 111}, {"Word": "18", "Confidence": 0.998, "X1": 0.584, "Y1": 0.4126, "X2": 0.6, "Y2": 0.4124, "X3": 0.601, "Y3": 0.43241, "X4": 0.585, "Y4": 0.43376, "page": 0, "Index": 112}, {"Word": "27", "Confidence": 0.997, "X1": 0.656, "Y1": 0.41125, "X2": 0.671, "Y2": 0.41105, "X3": 0.672, "Y3": 0.43107, "X4": 0.657, "Y4": 0.43241, "page": 0, "Index": 113}, {"Word": "Vantage", "Confidence": 0.934, "X1": 0.08, "Y1": 0.45977, "X2": 0.12, "Y2": 0.45957, "X3": 0.12, "Y3": 0.47285, "X4": 0.08, "Y4": 0.4715, "page": 0, "Index": 114}, {"Word": "4,692", "Confidence": 0.718, "X1": 0.289, "Y1": 0.45707, "X2": 0.316, "Y2": 0.45687, "X3": 0.316, "Y3": 0.4715, "X4": 0.289, "Y4": 0.4715, "page": 0, "Index": 115}, {"Word": "3,737", "Confidence": 0.901, "X1": 0.359, "Y1": 0.45573, "X2": 0.387, "Y2": 0.45553, "X3": 0.388, "Y3": 0.4715, "X4": 0.36, "Y4": 0.47285, "page": 0, "Index": 116}, {"Word": "86", "Confidence": 0.93, "X1": 0.516, "Y1": 0.45573, "X2": 0.527, "Y2": 0.45553, "X3": 0.529, "Y3": 0.47015, "X4": 0.518, "Y4": 0.47285, "page": 0, "Index": 117}, {"Word": "88", "Confidence": 0.997, "X1": 0.585, "Y1": 0.45438, "X2": 0.599, "Y2": 0.45418, "X3": 0.6, "Y3": 0.47285, "X4": 0.585, "Y4": 0.47419, "page": 0, "Index": 118}, {"Word": "82", "Confidence": 0.821, "X1": 0.656, "Y1": 0.45573, "X2": 0.67, "Y2": 0.45553, "X3": 0.671, "Y3": 0.47285, "X4": 0.656, "Y4": 0.47419, "page": 0, "Index": 119}, {"Word": "More", "Confidence": 0.956, "X1": 0.08, "Y1": 0.48268, "X2": 0.104, "Y2": 0.48248, "X3": 0.104, "Y3": 0.49441, "X4": 0.08, "Y4": 0.49306, "page": 0, "Index": 120}, {"Word": "2,131", "Confidence": 0.941, "X1": 0.288, "Y1": 0.47864, "X2": 0.317, "Y2": 0.47844, "X3": 0.317, "Y3": 0.49306, "X4": 0.289, "Y4": 0.49441, "page": 0, "Index": 121}, {"Word": "1.703", "Confidence": 0.659, "X1": 0.36, "Y1": 0.47864, "X2": 0.387, "Y2": 0.47844, "X3": 0.387, "Y3": 0.49306, "X4": 0.361, "Y4": 0.49306, "page": 0, "Index": 122}, {"Word": "5", "Confidence": 0.998, "X1": 0.451, "Y1": 0.47998, "X2": 0.457, "Y2": 0.47978, "X3": 0.457, "Y3": 0.49306, "X4": 0.451, "Y4": 0.49306, "page": 0, "Index": 123}, {"Word": "42", "Confidence": 0.998, "X1": 0.516, "Y1": 0.47729, "X2": 0.529, "Y2": 0.47709, "X3": 0.529, "Y3": 0.49441, "X4": 0.515, "Y4": 0.49306, "page": 0, "Index": 124}, {"Word": "39", "Confidence": 0.996, "X1": 0.583, "Y1": 0.47459, "X2": 0.6, "Y2": 0.47439, "X3": 0.6, "Y3": 0.49576, "X4": 0.583, "Y4": 0.49576, "page": 0, "Index": 125}, {"Word": "37", "Confidence": 0.99, "X1": 0.654, "Y1": 0.4719, "X2": 0.672, "Y2": 0.4717, "X3": 0.672, "Y3": 0.49441, "X4": 0.654, "Y4": 0.49441, "page": 0, "Index": 126}, {"Word": "Now", "Confidence": 0.994, "X1": 0.08, "Y1": 0.50155, "X2": 0.099, "Y2": 0.50135, "X3": 0.099, "Y3": 0.51193, "X4": 0.08, "Y4": 0.51193, "page": 0, "Index": 127}, {"Word": "1,890", "Confidence": 0.883, "X1": 0.289, "Y1": 0.49885, "X2": 0.316, "Y2": 0.49865, "X3": 0.316, "Y3": 0.51328, "X4": 0.29, "Y4": 0.51328, "page": 0, "Index": 128}, {"Word": "1,503", "Confidence": 0.688, "X1": 0.361, "Y1": 0.49885, "X2": 0.387, "Y2": 0.49865, "X3": 0.387, "Y3": 0.51328, "X4": 0.361, "Y4": 0.51328, "page": 0, "Index": 129}, {"Word": "3", "Confidence": 0.995, "X1": 0.451, "Y1": 0.5002, "X2": 0.457, "Y2": 0.5, "X3": 0.457, "Y3": 0.51193, "X4": 0.451, "Y4": 0.51193, "page": 0, "Index": 130}, {"Word": "35", "Confidence": 0.811, "X1": 0.517, "Y1": 0.49616, "X2": 0.53, "Y2": 0.49596, "X3": 0.53, "Y3": 0.51058, "X4": 0.517, "Y4": 0.51193, "page": 0, "Index": 131}, {"Word": "36", "Confidence": 0.99, "X1": 0.585, "Y1": 0.49481, "X2": 0.6, "Y2": 0.49461, "X3": 0.6, "Y3": 0.51597, "X4": 0.585, "Y4": 0.51597, "page": 0, "Index": 132}, {"Word": "33", "Confidence": 0.998, "X1": 0.656, "Y1": 0.49616, "X2": 0.672, "Y2": 0.49596, "X3": 0.672, "Y3": 0.51597, "X4": 0.656, "Y4": 0.51597, "page": 0, "Index": 133}, {"Word": "All", "Confidence": 0.636, "X1": 0.081, "Y1": 0.52042, "X2": 0.093, "Y2": 0.52022, "X3": 0.092, "Y3": 0.53349, "X4": 0.081, "Y4": 0.53484, "page": 0, "Index": 134}, {"Word": "Other", "Confidence": 0.991, "X1": 0.095, "Y1": 0.52042, "X2": 0.123, "Y2": 0.52022, "X3": 0.122, "Y3": 0.53349, "X4": 0.094, "Y4": 0.53349, "page": 0, "Index": 135}, {"Word": "Full", "Confidence": 0.942, "X1": 0.125, "Y1": 0.52042, "X2": 0.143, "Y2": 0.52022, "X3": 0.142, "Y3": 0.53349, "X4": 0.124, "Y4": 0.53349, "page": 0, "Index": 136}, {"Word": "Price", "Confidence": 0.991, "X1": 0.145, "Y1": 0.52042, "X2": 0.17, "Y2": 0.52022, "X3": 0.17, "Y3": 0.53484, "X4": 0.144, "Y4": 0.53349, "page": 0, "Index": 137}, {"Word": "100", "Confidence": 0.998, "X1": 0.299, "Y1": 0.52042, "X2": 0.316, "Y2": 0.52022, "X3": 0.316, "Y3": 0.53349, "X4": 0.299, "Y4": 0.53349, "page": 0, "Index": 138}, {"Word": "80", "Confidence": 0.991, "X1": 0.375, "Y1": 0.52042, "X2": 0.387, "Y2": 0.52022, "X3": 0.387, "Y3": 0.53215, "X4": 0.375, "Y4": 0.53215, "page": 0, "Index": 139}, {"Word": "1", "Confidence": 0.996, "X1": 0.451, "Y1": 0.52042, "X2": 0.457, "Y2": 0.52022, "X3": 0.457, "Y3": 0.53215, "X4": 0.451, "Y4": 0.53215, "page": 0, "Index": 140}, {"Word": "2", "Confidence": 0.995, "X1": 0.521, "Y1": 0.51907, "X2": 0.526, "Y2": 0.51887, "X3": 0.527, "Y3": 0.5308, "X4": 0.522, "Y4": 0.53215, "page": 0, "Index": 141}, {"Word": "2", "Confidence": 0.995, "X1": 0.592, "Y1": 0.51637, "X2": 0.599, "Y2": 0.51617, "X3": 0.6, "Y3": 0.53215, "X4": 0.593, "Y4": 0.53349, "page": 0, "Index": 142}, {"Word": "2", "Confidence": 0.846, "X1": 0.663, "Y1": 0.51637, "X2": 0.671, "Y2": 0.51617, "X3": 0.673, "Y3": 0.5308, "X4": 0.665, "Y4": 0.53349, "page": 0, "Index": 143}, {"Word": "TOTAL", "Confidence": 0.997, "X1": 0.081, "Y1": 0.5595, "X2": 0.116, "Y2": 0.5593, "X3": 0.116, "Y3": 0.57527, "X4": 0.081, "Y4": 0.57662, "page": 0, "Index": 144}, {"Word": "FULL", "Confidence": 0.991, "X1": 0.118, "Y1": 0.5595, "X2": 0.146, "Y2": 0.5593, "X3": 0.146, "Y3": 0.57527, "X4": 0.118, "Y4": 0.57527, "page": 0, "Index": 145}, {"Word": "PRICE", "Confidence": 0.997, "X1": 0.149, "Y1": 0.55815, "X2": 0.182, "Y2": 0.55795, "X3": 0.182, "Y3": 0.57662, "X4": 0.149, "Y4": 0.57527, "page": 0, "Index": 146}, {"Word": "72,887", "Confidence": 0.991, "X1": 0.284, "Y1": 0.56085, "X2": 0.317, "Y2": 0.56065, "X3": 0.316, "Y3": 0.57527, "X4": 0.284, "Y4": 0.57527, "page": 0, "Index": 147}, {"Word": "57,701", "Confidence": 0.943, "X1": 0.354, "Y1": 0.56085, "X2": 0.388, "Y2": 0.56065, "X3": 0.387, "Y3": 0.57527, "X4": 0.353, "Y4": 0.57527, "page": 0, "Index": 148}, {"Word": "186", "Confidence": 0.936, "X1": 0.44, "Y1": 0.5595, "X2": 0.457, "Y2": 0.5593, "X3": 0.458, "Y3": 0.57258, "X4": 0.44, "Y4": 0.57392, "page": 0, "Index": 149}, {"Word": "1,478", "Confidence": 0.847, "X1": 0.504, "Y1": 0.5595, "X2": 0.528, "Y2": 0.5593, "X3": 0.528, "Y3": 0.57392, "X4": 0.504, "Y4": 0.57392, "page": 0, "Index": 150}, {"Word": "1,455", "Confidence": 0.993, "X1": 0.571, "Y1": 0.55815, "X2": 0.601, "Y2": 0.55795, "X3": 0.601, "Y3": 0.57662, "X4": 0.571, "Y4": 0.57662, "page": 0, "Index": 151}, {"Word": "1,305", "Confidence": 0.806, "X1": 0.643, "Y1": 0.55815, "X2": 0.671, "Y2": 0.55795, "X3": 0.671, "Y3": 0.57662, "X4": 0.643, "Y4": 0.57797, "page": 0, "Index": 152}, {"Word": "Doral", "Confidence": 0.997, "X1": 0.081, "Y1": 0.59993, "X2": 0.109, "Y2": 0.59973, "X3": 0.109, "Y3": 0.61436, "X4": 0.081, "Y4": 0.61436, "page": 0, "Index": 153}, {"Word": "29,800", "Confidence": 0.653, "X1": 0.284, "Y1": 0.59858, "X2": 0.317, "Y2": 0.59838, "X3": 0.317, "Y3": 0.61436, "X4": 0.284, "Y4": 0.61436, "page": 0, "Index": 154}, {"Word": "23,159", "Confidence": 0.96, "X1": 0.355, "Y1": 0.59993, "X2": 0.388, "Y2": 0.59973, "X3": 0.388, "Y3": 0.6157, "X4": 0.354, "Y4": 0.6157, "page": 0, "Index": 155}, {"Word": "2", "Confidence": 0.995, "X1": 0.444, "Y1": 0.59993, "X2": 0.451, "Y2": 0.59973, "X3": 0.452, "Y3": 0.6157, "X4": 0.445, "Y4": 0.61705, "page": 0, "Index": 156}, {"Word": "&", "Confidence": 0.062, "X1": 0.46, "Y1": 0.61341, "X2": 0.46, "Y2": 0.61321, "X3": 0.446, "Y3": 0.61301, "X4": 0.446, "Y4": 0.60088, "page": 0, "Index": 157}, {"Word": "627", "Confidence": 0.893, "X1": 0.51, "Y1": 0.59858, "X2": 0.528, "Y2": 0.59838, "X3": 0.529, "Y3": 0.61166, "X4": 0.51, "Y4": 0.61436, "page": 0, "Index": 158}, {"Word": "577", "Confidence": 0.971, "X1": 0.58, "Y1": 0.59724, "X2": 0.599, "Y2": 0.59704, "X3": 0.6, "Y3": 0.61436, "X4": 0.58, "Y4": 0.6157, "page": 0, "Index": 159}, {"Word": "571", "Confidence": 0.991, "X1": 0.65, "Y1": 0.59724, "X2": 0.669, "Y2": 0.59704, "X3": 0.67, "Y3": 0.61436, "X4": 0.651, "Y4": 0.6157, "page": 0, "Index": 160}, {"Word": "Century", "Confidence": 0.993, "X1": 0.083, "Y1": 0.62284, "X2": 0.12, "Y2": 0.62264, "X3": 0.12, "Y3": 0.63727, "X4": 0.082, "Y4": 0.63457, "page": 0, "Index": 161}, {"Word": "..", "Confidence": 0.63, "X1": 0.176, "Y1": 0.63497, "X2": 0.176, "Y2": 0.63477, "X3": 0.17, "Y3": 0.63457, "X4": 0.17, "Y4": 0.62379, "page": 0, "Index": 162}, {"Word": "320", "Confidence": 0.998, "X1": 0.3, "Y1": 0.62015, "X2": 0.317, "Y2": 0.61995, "X3": 0.317, "Y3": 0.63322, "X4": 0.3, "Y4": 0.63322, "page": 0, "Index": 163}, {"Word": "270", "Confidence": 0.992, "X1": 0.369, "Y1": 0.6188, "X2": 0.387, "Y2": 0.6186, "X3": 0.388, "Y3": 0.63322, "X4": 0.369, "Y4": 0.63457, "page": 0, "Index": 164}, {"Word": "4", "Confidence": 0.909, "X1": 0.663, "Y1": 0.61745, "X2": 0.67, "Y2": 0.61725, "X3": 0.67, "Y3": 0.63188, "X4": 0.663, "Y4": 0.63322, "page": 0, "Index": 165}, {"Word": ".", "Confidence": 0.744, "X1": 0.176, "Y1": 0.64171, "X2": 0.176, "Y2": 0.64151, "X3": 0.17, "Y3": 0.64131, "X4": 0.17, "Y4": 0.63727, "page": 0, "Index": 166}, {"Word": "Magna", "Confidence": 0.991, "X1": 0.082, "Y1": 0.64036, "X2": 0.115, "Y2": 0.64016, "X3": 0.115, "Y3": 0.65344, "X4": 0.082, "Y4": 0.65344, "page": 0, "Index": 167}, {"Word": "115", "Confidence": 0.998, "X1": 0.298, "Y1": 0.63497, "X2": 0.318, "Y2": 0.63477, "X3": 0.318, "Y3": 0.65344, "X4": 0.299, "Y4": 0.65344, "page": 0, "Index": 168}, {"Word": "95", "Confidence": 0.979, "X1": 0.375, "Y1": 0.63497, "X2": 0.391, "Y2": 0.63477, "X3": 0.392, "Y3": 0.65209, "X4": 0.375, "Y4": 0.65344, "page": 0, "Index": 169}, {"Word": "2", "Confidence": 0.994, "X1": 0.521, "Y1": 0.64036, "X2": 0.528, "Y2": 0.64016, "X3": 0.529, "Y3": 0.65479, "X4": 0.522, "Y4": 0.65479, "page": 0, "Index": 170}, {"Word": "2", "Confidence": 0.991, "X1": 0.592, "Y1": 0.63767, "X2": 0.598, "Y2": 0.63747, "X3": 0.6, "Y3": 0.65074, "X4": 0.594, "Y4": 0.65209, "page": 0, "Index": 171}, {"Word": "2", "Confidence": 0.995, "X1": 0.663, "Y1": 0.63767, "X2": 0.669, "Y2": 0.63747, "X3": 0.67, "Y3": 0.65209, "X4": 0.664, "Y4": 0.65344, "page": 0, "Index": 172}, {"Word": "175", "Confidence": 0.612, "X1": 0.299, "Y1": 0.65249, "X2": 0.317, "Y2": 0.65229, "X3": 0.318, "Y3": 0.66692, "X4": 0.3, "Y4": 0.66692, "page": 0, "Index": 173}, {"Word": "136", "Confidence": 0.743, "X1": 0.37, "Y1": 0.65114, "X2": 0.387, "Y2": 0.65094, "X3": 0.387, "Y3": 0.66692, "X4": 0.37, "Y4": 0.66826, "page": 0, "Index": 174}, {"Word": "3", "Confidence": 0.763, "X1": 0.523, "Y1": 0.65114, "X2": 0.53, "Y2": 0.65094, "X3": 0.53, "Y3": 0.66557, "X4": 0.523, "Y4": 0.66557, "page": 0, "Index": 175}, {"Word": "Storting", "Confidence": 0.627, "X1": 0.083, "Y1": 0.65653, "X2": 0.119, "Y2": 0.65633, "X3": 0.119, "Y3": 0.67096, "X4": 0.082, "Y4": 0.66961, "page": 0, "Index": 176}, {"Word": "3", "Confidence": 0.994, "X1": 0.593, "Y1": 0.65519, "X2": 0.599, "Y2": 0.65499, "X3": 0.598, "Y3": 0.66826, "X4": 0.593, "Y4": 0.66826, "page": 0, "Index": 177}, {"Word": "Monarch", "Confidence": 0.994, "X1": 0.082, "Y1": 0.67271, "X2": 0.124, "Y2": 0.67251, "X3": 0.124, "Y3": 0.68713, "X4": 0.082, "Y4": 0.68713, "page": 0, "Index": 178}, {"Word": "2,550", "Confidence": 0.746, "X1": 0.29, "Y1": 0.67001, "X2": 0.318, "Y2": 0.66981, "X3": 0.318, "Y3": 0.68578, "X4": 0.291, "Y4": 0.68713, "page": 0, "Index": 179}, {"Word": "2,000", "Confidence": 0.847, "X1": 0.361, "Y1": 0.66866, "X2": 0.388, "Y2": 0.66846, "X3": 0.389, "Y3": 0.68444, "X4": 0.362, "Y4": 0.68578, "page": 0, "Index": 180}, {"Word": "45", "Confidence": 0.601, "X1": 0.515, "Y1": 0.67136, "X2": 0.529, "Y2": 0.67116, "X3": 0.529, "Y3": 0.68713, "X4": 0.515, "Y4": 0.68578, "page": 0, "Index": 181}, {"Word": "45", "Confidence": 0.958, "X1": 0.586, "Y1": 0.66866, "X2": 0.601, "Y2": 0.66846, "X3": 0.601, "Y3": 0.68578, "X4": 0.586, "Y4": 0.68713, "page": 0, "Index": 182}, {"Word": "47", "Confidence": 0.982, "X1": 0.656, "Y1": 0.67136, "X2": 0.669, "Y2": 0.67116, "X3": 0.669, "Y3": 0.68848, "X4": 0.655, "Y4": 0.68713, "page": 0, "Index": 183}, {"Word": "All", "Confidence": 0.927, "X1": 0.083, "Y1": 0.68888, "X2": 0.094, "Y2": 0.68868, "X3": 0.093, "Y3": 0.70465, "X4": 0.082, "Y4": 0.70465, "page": 0, "Index": 184}, {"Word": "Other", "Confidence": 0.992, "X1": 0.097, "Y1": 0.68888, "X2": 0.124, "Y2": 0.68868, "X3": 0.123, "Y3": 0.70465, "X4": 0.096, "Y4": 0.70465, "page": 0, "Index": 185}, {"Word": "Branded", "Confidence": 0.98, "X1": 0.127, "Y1": 0.68888, "X2": 0.167, "Y2": 0.68868, "X3": 0.166, "Y3": 0.70465, "X4": 0.126, "Y4": 0.70465, "page": 0, "Index": 186}, {"Word": "Savings", "Confidence": 0.98, "X1": 0.169, "Y1": 0.68888, "X2": 0.209, "Y2": 0.68868, "X3": 0.209, "Y3": 0.70465, "X4": 0.169, "Y4": 0.70465, "page": 0, "Index": 187}, {"Word": "0", "Confidence": 0.463, "X1": 0.31, "Y1": 0.68888, "X2": 0.316, "Y2": 0.68868, "X3": 0.316, "Y3": 0.70061, "X4": 0.31, "Y4": 0.70061, "page": 0, "Index": 188}, {"Word": "0", "Confidence": 0.361, "X1": 0.664, "Y1": 0.68484, "X2": 0.671, "Y2": 0.68464, "X3": 0.67, "Y3": 0.7033, "X4": 0.663, "Y4": 0.70196, "page": 0, "Index": 189}, {"Word": "TOTAL", "Confidence": 0.997, "X1": 0.083, "Y1": 0.70505, "X2": 0.118, "Y2": 0.70485, "X3": 0.117, "Y3": 0.72082, "X4": 0.083, "Y4": 0.72352, "page": 0, "Index": 190}, {"Word": "BRANDED", "Confidence": 0.996, "X1": 0.12, "Y1": 0.70505, "X2": 0.173, "Y2": 0.70485, "X3": 0.172, "Y3": 0.71948, "X4": 0.12, "Y4": 0.72082, "page": 0, "Index": 191}, {"Word": "SAV.", "Confidence": 0.857, "X1": 0.176, "Y1": 0.70505, "X2": 0.204, "Y2": 0.70485, "X3": 0.204, "Y3": 0.72082, "X4": 0.175, "Y4": 0.71948, "page": 0, "Index": 192}, {"Word": "32,990", "Confidence": 0.656, "X1": 0.285, "Y1": 0.70236, "X2": 0.319, "Y2": 0.70216, "X3": 0.319, "Y3": 0.71948, "X4": 0.285, "Y4": 0.71948, "page": 0, "Index": 193}, {"Word": "25,659", "Confidence": 0.799, "X1": 0.356, "Y1": 0.70236, "X2": 0.389, "Y2": 0.70216, "X3": 0.389, "Y3": 0.71948, "X4": 0.356, "Y4": 0.71948, "page": 0, "Index": 194}, {"Word": "NOTION", "Confidence": 0.747, "X1": 0.46, "Y1": 0.71853, "X2": 0.461, "Y2": 0.71833, "X3": 0.446, "Y3": 0.71813, "X4": 0.446, "Y4": 0.62109, "page": 0, "Index": 195}, {"Word": "633", "Confidence": 0.548, "X1": 0.58, "Y1": 0.70101, "X2": 0.602, "Y2": 0.70081, "X3": 0.602, "Y3": 0.71948, "X4": 0.58, "Y4": 0.72082, "page": 0, "Index": 196}, {"Word": "627", "Confidence": 0.706, "X1": 0.65, "Y1": 0.70101, "X2": 0.669, "Y2": 0.70081, "X3": 0.669, "Y3": 0.72217, "X4": 0.65, "Y4": 0.72217, "page": 0, "Index": 197}, {"Word": "Best", "Confidence": 0.986, "X1": 0.082, "Y1": 0.74144, "X2": 0.104, "Y2": 0.74124, "X3": 0.104, "Y3": 0.75586, "X4": 0.082, "Y4": 0.75721, "page": 0, "Index": 198}, {"Word": "Value", "Confidence": 0.955, "X1": 0.107, "Y1": 0.74144, "X2": 0.135, "Y2": 0.74124, "X3": 0.135, "Y3": 0.75586, "X4": 0.107, "Y4": 0.75586, "page": 0, "Index": 199}, {"Word": "1,170", "Confidence": 0.797, "X1": 0.292, "Y1": 0.74009, "X2": 0.318, "Y2": 0.73989, "X3": 0.318, "Y3": 0.75452, "X4": 0.292, "Y4": 0.75452, "page": 0, "Index": 200}, {"Word": "911", "Confidence": 0.994, "X1": 0.37, "Y1": 0.74009, "X2": 0.388, "Y2": 0.73989, "X3": 0.388, "Y3": 0.75452, "X4": 0.37, "Y4": 0.75452, "page": 0, "Index": 201}, {"Word": "19", "Confidence": 0.998, "X1": 0.516, "Y1": 0.73874, "X2": 0.529, "Y2": 0.73854, "X3": 0.53, "Y3": 0.75721, "X4": 0.516, "Y4": 0.75856, "page": 0, "Index": 202}, {"Word": "19", "Confidence": 0.998, "X1": 0.586, "Y1": 0.73605, "X2": 0.6, "Y2": 0.73585, "X3": 0.602, "Y3": 0.75317, "X4": 0.588, "Y4": 0.75586, "page": 0, "Index": 203}, {"Word": "2", "Confidence": 0.612, "X1": 0.654, "Y1": 0.73605, "X2": 0.671, "Y2": 0.73585, "X3": 0.672, "Y3": 0.75586, "X4": 0.655, "Y4": 0.75856, "page": 0, "Index": 204}, {"Word": "Forsyth", "Confidence": 0.991, "X1": 0.083, "Y1": 0.75896, "X2": 0.118, "Y2": 0.75876, "X3": 0.118, "Y3": 0.77338, "X4": 0.083, "Y4": 0.77338, "page": 0, "Index": 205}, {"Word": "Products", "Confidence": 0.995, "X1": 0.12, "Y1": 0.75896, "X2": 0.165, "Y2": 0.75876, "X3": 0.165, "Y3": 0.77338, "X4": 0.12, "Y4": 0.77338, "page": 0, "Index": 206}, {"Word": "8.559", "Confidence": 0.653, "X1": 0.291, "Y1": 0.75761, "X2": 0.318, "Y2": 0.75741, "X3": 0.318, "Y3": 0.77204, "X4": 0.291, "Y4": 0.77069, "page": 0, "Index": 207}, {"Word": "6.631", "Confidence": 0.936, "X1": 0.361, "Y1": 0.75626, "X2": 0.389, "Y2": 0.75606, "X3": 0.389, "Y3": 0.77204, "X4": 0.361, "Y4": 0.77204, "page": 0, "Index": 208}, {"Word": "0", "Confidence": 0.623, "X1": 0.452, "Y1": 0.75626, "X2": 0.459, "Y2": 0.75606, "X3": 0.458, "Y3": 0.77204, "X4": 0.451, "Y4": 0.77069, "page": 0, "Index": 209}, {"Word": "175", "Confidence": 0.996, "X1": 0.509, "Y1": 0.75357, "X2": 0.529, "Y2": 0.75337, "X3": 0.529, "Y3": 0.77608, "X4": 0.509, "Y4": 0.77608, "page": 0, "Index": 210}, {"Word": "157", "Confidence": 0.983, "X1": 0.579, "Y1": 0.75492, "X2": 0.599, "Y2": 0.75472, "X3": 0.599, "Y3": 0.77743, "X4": 0.579, "Y4": 0.77743, "page": 0, "Index": 211}, {"Word": "166", "Confidence": 0.761, "X1": 0.653, "Y1": 0.74953, "X2": 0.671, "Y2": 0.74933, "X3": 0.673, "Y3": 0.77069, "X4": 0.655, "Y4": 0.77473, "page": 0, "Index": 212}, {"Word": "TOTAL", "Confidence": 0.995, "X1": 0.084, "Y1": 0.77513, "X2": 0.118, "Y2": 0.77493, "X3": 0.118, "Y3": 0.78956, "X4": 0.084, "Y4": 0.79091, "page": 0, "Index": 213}, {"Word": "PL/B&W", "Confidence": 0.961, "X1": 0.12, "Y1": 0.77513, "X2": 0.159, "Y2": 0.77493, "X3": 0.159, "Y3": 0.78956, "X4": 0.12, "Y4": 0.78956, "page": 0, "Index": 214}, {"Word": "9,729", "Confidence": 0.936, "X1": 0.29, "Y1": 0.77513, "X2": 0.318, "Y2": 0.77493, "X3": 0.318, "Y3": 0.78821, "X4": 0.291, "Y4": 0.78956, "page": 0, "Index": 215}, {"Word": "7,542", "Confidence": 0.802, "X1": 0.361, "Y1": 0.77244, "X2": 0.389, "Y2": 0.77224, "X3": 0.39, "Y3": 0.78956, "X4": 0.362, "Y4": 0.78956, "page": 0, "Index": 216}, {"Word": "-6", "Confidence": 0.635, "X1": 0.448, "Y1": 0.77378, "X2": 0.458, "Y2": 0.77358, "X3": 0.457, "Y3": 0.79091, "X4": 0.447, "Y4": 0.78821, "page": 0, "Index": 217}, {"Word": "YOU", "Confidence": 0.107, "X1": 0.461, "Y1": 0.78861, "X2": 0.461, "Y2": 0.78841, "X3": 0.446, "Y3": 0.78956, "X4": 0.446, "Y4": 0.74508, "page": 0, "Index": 218}, {"Word": "194", "Confidence": 0.999, "X1": 0.511, "Y1": 0.77109, "X2": 0.53, "Y2": 0.77089, "X3": 0.53, "Y3": 0.78821, "X4": 0.511, "Y4": 0.78821, "page": 0, "Index": 219}, {"Word": "176", "Confidence": 0.714, "X1": 0.581, "Y1": 0.76974, "X2": 0.6, "Y2": 0.76954, "X3": 0.6, "Y3": 0.79091, "X4": 0.581, "Y4": 0.79091, "page": 0, "Index": 220}, {"Word": "188", "Confidence": 0.95, "X1": 0.652, "Y1": 0.77378, "X2": 0.672, "Y2": 0.77358, "X3": 0.672, "Y3": 0.79225, "X4": 0.652, "Y4": 0.79225, "page": 0, "Index": 221}, {"Word": "TOTAL", "Confidence": 0.996, "X1": 0.083, "Y1": 0.80883, "X2": 0.118, "Y2": 0.80863, "X3": 0.118, "Y3": 0.8246, "X4": 0.083, "Y4": 0.8246, "page": 0, "Index": 222}, {"Word": "SAVINGS", "Confidence": 0.994, "X1": 0.121, "Y1": 0.80748, "X2": 0.169, "Y2": 0.80728, "X3": 0.169, "Y3": 0.8246, "X4": 0.121, "Y4": 0.8246, "page": 0, "Index": 223}, {"Word": "42.689", "Confidence": 0.59, "X1": 0.285, "Y1": 0.80748, "X2": 0.319, "Y2": 0.80728, "X3": 0.318, "Y3": 0.82325, "X4": 0.285, "Y4": 0.82325, "page": 0, "Index": 224}, {"Word": "33.201", "Confidence": 0.661, "X1": 0.356, "Y1": 0.80613, "X2": 0.389, "Y2": 0.80593, "X3": 0.389, "Y3": 0.82325, "X4": 0.355, "Y4": 0.8219, "page": 0, "Index": 225}, {"Word": "21", "Confidence": 0.998, "X1": 0.446, "Y1": 0.80613, "X2": 0.461, "Y2": 0.80593, "X3": 0.46, "Y3": 0.8246, "X4": 0.446, "Y4": 0.8246, "page": 0, "Index": 226}, {"Word": "A", "Confidence": 0.069, "X1": 0.46, "Y1": 0.82365, "X2": 0.46, "Y2": 0.82345, "X3": 0.446, "Y3": 0.8246, "X4": 0.446, "Y4": 0.81112, "page": 0, "Index": 227}, {"Word": "878", "Confidence": 0.992, "X1": 0.51, "Y1": 0.80613, "X2": 0.53, "Y2": 0.80593, "X3": 0.53, "Y3": 0.82325, "X4": 0.51, "Y4": 0.82325, "page": 0, "Index": 228}, {"Word": "809", "Confidence": 0.901, "X1": 0.58, "Y1": 0.80478, "X2": 0.601, "Y2": 0.80458, "X3": 0.602, "Y3": 0.8219, "X4": 0.581, "Y4": 0.8246, "page": 0, "Index": 229}, {"Word": "815", "Confidence": 0.71, "X1": 0.654, "Y1": 0.80613, "X2": 0.672, "Y2": 0.80593, "X3": 0.672, "Y3": 0.82595, "X4": 0.654, "Y4": 0.82595, "page": 0, "Index": 230}, {"Word": "208", "Confidence": 0.672, "X1": 0.442, "Y1": 0.84252, "X2": 0.459, "Y2": 0.84232, "X3": 0.459, "Y3": 0.85694, "X4": 0.442, "Y4": 0.85694, "page": 0, "Index": 231}, {"Word": "2.358", "Confidence": 0.755, "X1": 0.502, "Y1": 0.83982, "X2": 0.532, "Y2": 0.83962, "X3": 0.532, "Y3": 0.8556, "X4": 0.503, "Y4": 0.85694, "page": 0, "Index": 232}, {"Word": "TOTAL", "Confidence": 0.998, "X1": 0.084, "Y1": 0.84252, "X2": 0.119, "Y2": 0.84232, "X3": 0.119, "Y3": 0.85829, "X4": 0.084, "Y4": 0.85829, "page": 0, "Index": 233}, {"Word": "RJR", "Confidence": 0.963, "X1": 0.121, "Y1": 0.84252, "X2": 0.142, "Y2": 0.84232, "X3": 0.142, "Y3": 0.85829, "X4": 0.121, "Y4": 0.85829, "page": 0, "Index": 234}, {"Word": "115,576", "Confidence": 0.774, "X1": 0.279, "Y1": 0.84252, "X2": 0.319, "Y2": 0.84232, "X3": 0.318, "Y3": 0.85829, "X4": 0.279, "Y4": 0.85694, "page": 0, "Index": 235}, {"Word": "90,902", "Confidence": 0.955, "X1": 0.356, "Y1": 0.84252, "X2": 0.39, "Y2": 0.84232, "X3": 0.389, "Y3": 0.85829, "X4": 0.356, "Y4": 0.85829, "page": 0, "Index": 236}, {"Word": "2,264", "Confidence": 0.833, "X1": 0.572, "Y1": 0.83982, "X2": 0.602, "Y2": 0.83962, "X3": 0.602, "Y3": 0.85964, "X4": 0.572, "Y4": 0.85964, "page": 0, "Index": 237}, {"Word": "2,120", "Confidence": 0.955, "X1": 0.643, "Y1": 0.83982, "X2": 0.672, "Y2": 0.83962, "X3": 0.673, "Y3": 0.85829, "X4": 0.643, "Y4": 0.85964, "page": 0, "Index": 238}, {"Word": ".", "Confidence": 0.167, "X1": 0.083, "Y1": 0.87486, "X2": 0.089, "Y2": 0.87466, "X3": 0.089, "Y3": 0.89198, "X4": 0.083, "Y4": 0.89198, "page": 0, "Index": 239}, {"Word": "1997", "Confidence": 0.987, "X1": 0.092, "Y1": 0.87621, "X2": 0.114, "Y2": 0.87601, "X3": 0.113, "Y3": 0.89198, "X4": 0.091, "Y4": 0.89198, "page": 0, "Index": 240}, {"Word": "L.E.", "Confidence": 0.971, "X1": 0.116, "Y1": 0.87621, "X2": 0.136, "Y2": 0.87601, "X3": 0.136, "Y3": 0.89198, "X4": 0.116, "Y4": 0.89198, "page": 0, "Index": 241}, {"Word": "(Issued", "Confidence": 0.681, "X1": 0.139, "Y1": 0.87621, "X2": 0.175, "Y2": 0.87601, "X3": 0.175, "Y3": 0.89333, "X4": 0.139, "Y4": 0.89198, "page": 0, "Index": 242}, {"Word": "10/6/97)", "Confidence": 0.682, "X1": 0.178, "Y1": 0.87486, "X2": 0.219, "Y2": 0.87466, "X3": 0.219, "Y3": 0.89333, "X4": 0.178, "Y4": 0.89333, "page": 0, "Index": 243}, {"Word": "No.", "Confidence": 0.998, "X1": 0.084, "Y1": 0.89373, "X2": 0.1, "Y2": 0.89353, "X3": 0.1, "Y3": 0.9095, "X4": 0.084, "Y4": 0.9095, "page": 0, "Index": 244}, {"Word": "of", "Confidence": 0.991, "X1": 0.103, "Y1": 0.89373, "X2": 0.112, "Y2": 0.89353, "X3": 0.112, "Y3": 0.9095, "X4": 0.103, "Y4": 0.9095, "page": 0, "Index": 245}, {"Word": "weeks", "Confidence": 0.996, "X1": 0.114, "Y1": 0.89373, "X2": 0.145, "Y2": 0.89353, "X3": 0.145, "Y3": 0.9095, "X4": 0.114, "Y4": 0.9095, "page": 0, "Index": 246}, {"Word": "left", "Confidence": 0.672, "X1": 0.148, "Y1": 0.89373, "X2": 0.163, "Y2": 0.89353, "X3": 0.163, "Y3": 0.9095, "X4": 0.147, "Y4": 0.9095, "page": 0, "Index": 247}, {"Word": "in", "Confidence": 0.998, "X1": 0.165, "Y1": 0.89373, "X2": 0.174, "Y2": 0.89353, "X3": 0.174, "Y3": 0.9095, "X4": 0.165, "Y4": 0.9095, "page": 0, "Index": 248}, {"Word": "year", "Confidence": 0.955, "X1": 0.176, "Y1": 0.89373, "X2": 0.199, "Y2": 0.89353, "X3": 0.198, "Y3": 0.9095, "X4": 0.176, "Y4": 0.9095, "page": 0, "Index": 249}, {"Word": "=", "Confidence": 0.901, "X1": 0.201, "Y1": 0.89373, "X2": 0.208, "Y2": 0.89353, "X3": 0.207, "Y3": 0.9095, "X4": 0.201, "Y4": 0.9095, "page": 0, "Index": 250}, {"Word": "11.64", "Confidence": 0.883, "X1": 0.292, "Y1": 0.89238, "X2": 0.319, "Y2": 0.89218, "X3": 0.318, "Y3": 0.9095, "X4": 0.292, "Y4": 0.9095, "page": 0, "Index": 251}, {"Word": "Seasonality:", "Confidence": 0.677, "X1": 0.321, "Y1": 0.89373, "X2": 0.386, "Y2": 0.89353, "X3": 0.385, "Y3": 0.91085, "X4": 0.321, "Y4": 0.9095, "page": 0, "Index": 252}, {"Word": "Q1:", "Confidence": 0.998, "X1": 0.414, "Y1": 0.89238, "X2": 0.434, "Y2": 0.89218, "X3": 0.433, "Y3": 0.9095, "X4": 0.413, "Y4": 0.9095, "page": 0, "Index": 253}, {"Word": "0.9485", "Confidence": 0.863, "X1": 0.437, "Y1": 0.89238, "X2": 0.471, "Y2": 0.89218, "X3": 0.47, "Y3": 0.9095, "X4": 0.436, "Y4": 0.9095, "page": 0, "Index": 254}, {"Word": "Q2", "Confidence": 0.665, "X1": 0.503, "Y1": 0.89238, "X2": 0.52, "Y2": 0.89218, "X3": 0.518, "Y3": 0.91085, "X4": 0.501, "Y4": 0.91085, "page": 0, "Index": 255}, {"Word": "1.0248", "Confidence": 0.867, "X1": 0.527, "Y1": 0.89104, "X2": 0.562, "Y2": 0.89084, "X3": 0.56, "Y3": 0.9122, "X4": 0.525, "Y4": 0.91085, "page": 0, "Index": 256}, {"Word": "Q3:", "Confidence": 0.9, "X1": 0.592, "Y1": 0.89104, "X2": 0.613, "Y2": 0.89084, "X3": 0.612, "Y3": 0.9122, "X4": 0.591, "Y4": 0.9122, "page": 0, "Index": 257}, {"Word": "1.0306", "Confidence": 0.824, "X1": 0.616, "Y1": 0.89373, "X2": 0.651, "Y2": 0.89353, "X3": 0.649, "Y3": 0.91085, "X4": 0.615, "Y4": 0.9122, "page": 0, "Index": 258}, {"Word": "04:", "Confidence": 0.607, "X1": 0.682, "Y1": 0.89373, "X2": 0.701, "Y2": 0.89353, "X3": 0.701, "Y3": 0.91085, "X4": 0.681, "Y4": 0.91085, "page": 0, "Index": 259}, {"Word": "0.9861", "Confidence": 0.642, "X1": 0.704, "Y1": 0.89104, "X2": 0.74, "Y2": 0.89084, "X3": 0.74, "Y3": 0.91085, "X4": 0.703, "Y4": 0.91085, "page": 0, "Index": 260}, {"Word": "5078", "Confidence": 0.989, "X1": 0.065, "Y1": 0.97729, "X2": 0.025, "Y2": 0.97709, "X3": 0.025, "Y3": 0.95398, "X4": 0.065, "Y4": 0.95263, "page": 0, "Index": 261}, {"Word": "53173", "Confidence": 0.997, "X1": 0.12, "Y1": 0.97459, "X2": 0.073, "Y2": 0.97439, "X3": 0.073, "Y3": 0.95128, "X4": 0.121, "Y4": 0.94724, "page": 0, "Index": 262}]}
|
"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"
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.