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answer
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null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/892.jpg" } ]
<image>Find the area of the rhombus.
C
65,340
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/893.jpg" } ]
<image>Find x.
A
65,341
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/894.jpg" } ]
<image>Find the length of \widehat A B. Round to the nearest hundredth.
B
65,342
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/895.jpg" } ]
<image>In \odot T, Z V = 1, and T W = 13. Find X Y.
B
65,343
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/896.jpg" } ]
<image>Find the area of the triangle.
B
65,344
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/897.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/898.jpg" } ]
<image>In \odot P, J K = 10 and \widehat J K L = 134. Find m \widehat J L.
B
65,346
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/899.jpg" } ]
<image>Find m \angle M P Q.
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65,347
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/900.jpg" } ]
<image>In the figure, line l is parallel to line m. Line n intersects both l and m. Which of the following lists includes all of the angles that are supplementary to \angle 1?
A
65,348
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/901.jpg" } ]
<image>In \triangle D E F, m \angle E = 108, m \angle F = 26, and f = 20. Find d to the nearest whole number.
B
65,349
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/902.jpg" } ]
<image>Find the value of x in the diagram.
A
65,350
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/903.jpg" } ]
<image>Express the ratio of \cos A as a decimal to the nearest hundredth.
A
65,351
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/904.jpg" } ]
<image>If A E = m - 2, E C = m + 4, A D = 4, and A B = 20, find m.
B
65,352
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/905.jpg" } ]
<image>Find G I if G H = 9, G K = 6, and K J = 4.
D
65,353
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/906.jpg" } ]
<image>If pentagons A B C D E and P Q R S T are similar, find S R.
B
65,354
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/907.jpg" } ]
<image>Find the length of \widehat J K. Round to the nearest hundredth.
B
65,355
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/908.jpg" } ]
<image>In \odot O, E C and A B are diameters, and \angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A. Find m \widehat A C.
B
65,356
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/909.jpg" } ]
<image>Find m \angle 6.
C
65,357
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/910.jpg" } ]
<image>a = 14, b = 48, and c = 50, find \cos A.
D
65,358
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/911.jpg" } ]
<image>Find h in the triangle.
D
65,359
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/912.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/913.jpg" } ]
<image>Find x in the figure.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/914.jpg" } ]
<image>Find the measure of \angle 3 in the figure.
D
65,362
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/915.jpg" } ]
<image>Find J Q if Q is the incenter of \triangle J L N. Rounded to the nearest hundredth.
B
65,363
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/916.jpg" } ]
<image>Find x. Round to the nearest tenth, if necessary.
A
65,364
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/917.jpg" } ]
<image>Find the measure of m \angle 2. Assume that segments that appear tangent are tangent.
B
65,365
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/918.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/919.jpg" } ]
<image>Find the area of the regular polygon figure. Round to the nearest tenth.
C
65,367
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/920.jpg" } ]
<image>Find the area of the shaded region. Round to the nearest tenth.
B
65,368
null
B
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s/72f4OBgnWwwMzejZs2adO3alclTJnPyv5P89PNPODk56fR8UdD7Ms3Z2ZmwR2FFGuPK1Sv536QjA5tVZ0Cnhuw9c5Pn95+y4OBVvumXd2Y7gUAX9u/bzzvvvKMVohkzZjBhwoRCjbXRN4T3V5+Udq4tzPjng150q5/9xA4kB8jAm9KhTKemztjo4BYxYsQInQ6QDMkrkVpv7aj2UM4GgPk7L3HnWfY1sUBQEHbu3Mnbb7+NQqFAJpczb968Qm/u7r4Sxtjfj0nLLjM5f77bg8HNnXO9f/vlh6CQ0oaM1OEUzVR4JcTI0daSlaM1TmopSkasPWNYgwQmzc6dO/nwgw9RKpWYW1iw7H//Y9rb0wo11vFbEQz55YgkLjIZv07qyph8BOYv3xCpYS5nZD5R+qbEKyFGAFM61MW9ZU0AAq8+ZMXZwp3SCV5tgoKC+Oijj0lLS8Pa2poN69Yx4vXCLX8uhr6gx08ZOYkWjO7IdI/6eT6TolBx4ooUodC4flUcbMrkeb8p8cqIEcC28Z213r7vePvwNC4lnycEgqx8u+BblAoFcrmc5SuW061H90KNc/VJDO2WHIAE6Xdw5vA2zO2d/aj9ZfZcewRJknh5laIlGrxiYlSnki3fjNCkpY1NYtwmH8MaJDApUlJStPmjh48YrnN6m5e5HxlP80w5iSb0bcHSIbo5SXqne13LZIzW4UjflDD+6EQ9M7d3U1acu0v4vQgO+tzin071GNIi981CgSCd8+fPa6tqREdF8+eGP3O9t6xtWYYPH57t9SexydRZuB801XeHdG3EGq/2Or2/Sq1m12VpiVbZxRGXCmUL+hGMmldOjOQyGf9O9qDNVztBqWLo+jPELxqhDT4UCHIjs8vKkSNHOHLkSK73Ojk5ZROjqKRU6i7eB0+iAejWti5/T/IgnzTvWk7cfqqdTY11dymQ7abAK7VMS6d1DQfe9tQEOj6L5f3tvtnuSU86ZWFuGhHlguInLkZ3lxBz86xfbvEpClotOUjiAykKoFWLGhx8txtyXZUI2JwpMHZ0KdsvApCp1fosE2o63s1JCiU2c3ZK31JyGWe/GUpHl9zLaQsEhSVFoaLtzwcJuiLNrOo0qMqVTz11clbMjGzWVoiIgSr2qJe8URymGpRXcmYEYG1hzoGJHiCTgUpN39UiVESgf5QqNT1/P64Vogq1HPGb1afAQuQfFikJETCpFPkWZeaVFSOAvo2rMqRLQwDiQp/x5b6gfJ4QCHRHrYahq05xxlcT7F3VnuufemJvXXDfoE2XMjJHjmqdf3pZU+SVFiNAOsmwl04lFu3244YJJokXGCdjN/mw94wmeX0lO+5/3h+nQub73pCeu8i+LK/VyzlmzdR55cXIwaYM68dkhIoMW3PasAYJSgUf7vRj02FNwLd9Wa591r/QR/H3I+OJ1CTjH9aqps6nb6bGKy9GAOPa1qGdZh1+/fojfvlP5L4WFJ6v91/hl12a+mS2VvjO9qSxU/acRLqy6VKI9mxoVCk80k9HiJGGLeM7g7WU+P/DLed5EitqxgsKzrKTN/lmy3mpY2XByZl9ca/hUKQxvf00+0XWlgzQIXeRqSLESINLhbIsfEMTKhKfzOg/zxnWIIHJsf7CPT5ad0qbk2jPx33oWsT9neeJKdzQlCnq3sJZW6KoNFJ6P1kh+LRHE2rVl7JSHrtwR8obIxDowK6gMCasOK7NSeQ9vScDmhStQgjAFr8HkCYlxC9tgbEvI8QoEzIZ7J7UBSzMAHhjwxniNOkdBILcOHozgmG/HAalCmQylk95TW95hrzTcxdZmDHCtaZexjRWhBi9RMvq9nwwwFXqPI/jnRxCRQSCdHxCntPrp4OQogQZLBzbibc7ZS9jVBgSU5X4BEuzc7cm1ShvIsUuC4sQoxz4YWArqCYVBdh89Cr/3XlqYIsExsiV8Bg6LjkAiVIk/+wRbfmsZxO9jb8z8JEkcsBIt9Lp6JgZIUY5YGkh5+ikLtpQkdfWnEIhQkUEmbj7PJ4Wi/ZBrFTGenI/VxYPctXre3j7aQJj5bJSv18EQoxypUcDJ97orvmWC4tkzp5AwxokMBoexSRRb9E+iJRyEo3o1phVI/VbIFSpUnMgUMpdVKuuE9XKlf5y60KM8uCPN9uAxmt26W4/rj6JMbBFAkPzPDGFGov3aYNWe7Srx9YJnfX+PodvhEO85Os2ys1F7+MbI0KM8sDeugybxml+0RRpDF19Gn0mXBGYFvEpClx/OIj6YSQArV1rcqCAOYl0ZXP6KRowppSll80NIUb5MMq9Fh5t6gBw5+Zjfjp5w8AWCQxBikJF+58O8+huBAD1G1Xjv/d7YpFPjfvC4h2g8bp2dqBREUJJTAkhRjrgPbYTlJVCRWZtvUBYdJKBLRKUJEqVmu6/HSP42iMAKteuzKWZBc9JpCs+Ic/huZRV8t1WpTN3UU4IMdIBZ3trlrzRTuokpDDqz7OGNUhQYqjVMPCP/ziXfrJVvQJXPvEsVp+fzEu0UW1L/5F+Oq9s2tmColZDg+/2ckdT49z74z6lqpqnIGe8Npzjr6NXpY5jOR58NZAa9jmnAjl48CAnTpzg6tWrKFIV1KtXj4GDBuLp6Vmg95R9vgPCIqGSHeqfRxb1I5gMQowKwNUnMTSfs0MqRexgS9SiEYXK2icwDabv8OW33f5Sp0JZbswdRMPKdtnuS0tT8tlnn7N50+Zs12QyGZOnTGbevHnaIg95cSMilsaztgDg1asZm8d2LNqHMCHEMq0ANKtSnpmD3KROZDxvb71kWIMExcbcfUEZQmRrRcDs/jkKEcCmjZu1QmRra4uHhwc9evbA3t4etVrNqpWrmDljpk7vu/FSiLY96hVwdMyMmBkVkNQ0FZZzd0rTaJmMo3MH0aOBk6HNEuiRH0/cYNa6U9Kvs7UFpz8bQOc6jrne36F9B0JDQ3FwcGDP3j3Uri3t80RERNDPsx/h4eGYW1gQGHiZChUq5PneLvP/JfT2E7C1QvHbGMyL6bTOGBEzowJSxkzOyUldQC4DtZqea0+RqknxIDB91py/y6z1pyUhKmPO/o/75ClEUVFRhIZKx/Cvv/G6VohAKuT45ltvAqBUKAgODs7zvR/HJhOqcR3wbFnzlRIiEGJUKLrWq4xXj6ZS51EUn+wOMKxBAr2w/fJDJv9xQspJZC5ny/SeeDbOOyfR48ePtW1XV9ds111quWjbz549y3Msb98Q6b0BL/dX5xQtHSFGhWTFG22goi0Av+y9TOCjaMMaJCgSh2484Y3/OyLlJJLLWDm1G2+2yj9/kKOjI6NGjcLLy4vGjRtnu/7gwQNtu1qVqnmO9Ze/xn3A0pyhLUtvetncEGJUSOysLNiaKVRk8JpTIlTERDl7/zl9fzqkzUn0w1gPpnSoq9OzlStXZsnSJSz9cSkNGjTIdt3XV8qHZW5uTv2G9XMdJyZZgf81aZbVoWkNyhaTQ6UxI8SoCLzRqibd20m/tKG3n7D42DUDWyQoKIGPoum85AAkSTmJPn+9HZ/0aFTkccPCwvhizhecOnUKgLdGvoWDQ8Vc799x+YHkMgKMbP1q+q8JMSoiG8d2AlspvcPn2y7xICrBwBYJdOXWszhcF++DOCm8Z9qAVnw/sGWRxly4cCF1atehbZu2rFu3DplczqRJk/jmm2/yfO4vX00smpmct16hEJDMCDEqItXKWbHsrfZSJymFt9aLqiKmQFh0Eg0X7QPNl8ebPZqy4s02RR43KTGJ5OSMMldqlYqQ0BCioiJzfSY1TcWxK1J62Yb1q+Boa1lkO0wRIUZ64IOuDWjcWNpw9PG/z4aL9wxskSAvnsVrchI9lUqZ9+5Qn7/GddLL2P379WPy5MkMHjwYe3t7AI4dPcbgQUOIic45H9a+4Mfa1LWvQkbH3BBipCd2TvIAS2nTcfxGH6KSUg1skSAn4pIVNF9yQHJaBdq51WLv26/prWR0uw7tmb9gPstXLCfgcgC9evUC4NGjR6xatSrHZ7x9NadoMhhdiivG5ocQIz3RyKkcnw12lzrRCUzafN6wBgmykaRQ0vanw0TckwosNGpcnRPTexRbTiJLS0uW/rgUcwspwv/kfyez3aNWazavAYdajtSpZFsstpgCQoz0yPz+LbCpKZ2Y7Dp1k0M3nhjYIkE6CpWa1349xo3rUk6iqnWcuDijN9YWRTtCv3HjBtu3bWfXrl05Xnd0dMSpslRVNuJJRLbrJ+881e5bjXtF0svmhhAjPWIhl3F4cldtqEjfNadIUigNbdYrj1oN/Vec5GKm7IlBn/bFTg85iVb+sZIPP/wwz0DYihWlLyhra+ts1zanL9GA0W1ezVO0dIQY6ZlOtSsxvndzqfMkmlm7RKiIoXlrw1mO+NyWOk7lefhpfyrZ6OfEytFRiltLSU0lMvJFjvc8fSotC6tXz+5VvcY/VGuXm7ODXmwyVYQYFQO/jnAHRyndxO8HAvF7mPuxrqB4mbblItuOaQJUHWy5/Wk/nO2zz1AKS42aNQDpCH9TDvmMjh09xpMn0nK9Xr2slWYDH0XDk2gAJryivkWZEWJUDNhaWrBrvAfIAKWKwWtOoxKxIiXO53sCWbnvstSxs+by7H7Uc8w5J1FhGTZsKLZ20phLfljCL7/8wv3794mJjmHH9h1Mnz4dAHMLC6ZOm5rl2U2Z08u2efUCY19GiFExMaSFM306SLFIj+5G8N3hvNNHCPTLD8eusWj7BaljbcnZ2Z60rG6v9/exsSnLtKmSyKSlpbFo4SI6dexE48aN+eCDD4iJkXyLxo8fR40aNbI8+6dfiNQob0O3+pX1bpupIcSoGNkwugPYSUuCr3Zc4t7zeANb9Gqw8twdPv3zrJSTyNKcgzP60NGlUrG938xZM1m4cCFWVtmrvlpbW7Nw4ULmz5+f5fWQqASehkgpRYa41iyW2mumhsj0WMwsP3Obd/84AUhF/y7N7Gtgi0o3WwMe8NYvh6VUIOZytn/UhxEta+T/oB5QKBTcvHmDwKAgLMwsaNa8GQ0bNsDMLLv7wPeHg/lio1RlZttMT153LRkbjRkhRiVAyx/2E3QlDIBV7/Zgso7pKQQF48D1x/RbehBSlSCXsfqd7kxqb5w/62YL90l12KwtSP5tHJYWYpEifgIlwPYJGaEiUzb78FwThyTQH6fvPaPfz4ckIZLBT+O7GK0QRSamEnwrHICuzWsKIdIgfgolQANHO74c2lrqxCQycZMIFdEn/mGRdFlyAJIUAHz5Zns+7tbQwFblzlb/UGkZCXi5iyP9dIQYlRBfeTanUm3pxGTPmZvsvfY4nycEunDzaRzuPxyAeCltx/TBbszv38LAVuWNt5/G0dFczhs6pLZ9VRBiVEKYy2XsmeQBZnJQw8C1p0lMFaEiReFBVAKNMuUk8urVjF9HtDawVXmTpFBy5qqUu6hlo+qiCGgmhBiVIO1rVWRyH823dkQMH+30N6xBJszTuBRqLd4Pz6ScRJ6dGrBpjPFXX/3nyiNIlpaTXq9oetncEGJUwiwb7gZO5QFYdTCIi6E5xzMJcicmWUHTJQfgURQAHd1r8+/UrnrLSVSceKdXjJXJXslyRHkhxKiEsSljzp6JmlCRNBX915xGqRIuEbqSmKqk9dJDPL8vBZ82a+rM8fd6mETBQ5Vazd4gKXeRc93Keo2RKw0IMTIAA5pUY0An6bTn+f2nzD9wxcAWmQYKlZouvxzlzk1p89+5nhM+H/cymaPxwzeeQKyU/H/0K567KCdM43+xFLJ2VHsobwPAgl2+3HkWZ2CLjBuVWo3n7yfwC5RmFrIaDgR+4omtZdFzEpUUmzMFxo4RgbHZEGJkIBxtLVk1qoPUSVEyfN1pwxpk5Ly+7gzHLtyROlXKE/bZABxsTOskalNAiNSoXoEmVcoZ1BZjRIiRAZncoS7uLSU/k6ArYSw/c9vAFhknk/+6wM4T16WOgy13Pu1PtXLZg1KNmYuhL0Az+53WysWwxhgpQowMzLbxnUGT/vRd7/M8jROhIpmZvfsya/YHSp1yNgR91p+6Jpi0flOW9LIuhjPEiBFiZGDqVLJl/ghN8cC4JMZuEkUg01l4JJglf1+UOjaW+Mz2pHnV8oY1qpAsT08v62BLp9qOhjXGSBFiZAR80bspVes4AXDI5zb/BIUZ2CLDs/zMbeZsPKfNSXR0Zl/a18q9Vr0xc+tZHMqHkj/Zm61qmYQ/lCEQYmQEyGUy9kz2AHMpVGTo+tPEpygMbZbB2OwXyrur/5PKepjL2flBb3o0cDK0WYVm86UQbXadV7libH4IMTIS3Gs48K5nS6nzLI73d/gZ1iADsefqI0b/dhTSVCCXsf6d7gxt4Wxos4rE5vT0smWt8GxSzaC2GDNCjIyIpUNbQRV7ANYfvsLZ+88Na1AJc/LOUwYtOwyKNJDJWDaxK+Pa1jG0WUUiIi6Zu3ek6iB9WtYotuq1pQEhRkaEtYU5ByZ6gEwGKjW9V//3yoSK+D6MpNvSg9og0q+92vNB1wYGtqroePuGgub/UMSi5Y0QIyOjb+OqDO0ihYokPnjBl/uCDGxR8XM9IpY2i/dDgpST6MOh7szr29zAVukHb3/NkX4Zc4a1zF7EUZCBECMjZLVXe7AvC8Ci3X7ciIg1sEXFR0hUAk0W7YOYRADG9GnO/4a5G9gq/RCfosBXk0SvbdPqJhW6YgiEGBkhDjZlWD8mI1Rk2JrSGSoSEZdM7YX74LnkmTzQoyEb0kNkSgE7Lj+UcnIDXiIwNl+EGBkp49rWoYObtMdw/fojfvnvloEt0i/RSak0XnwAwqMB8GhTh52Tu5QqHxxtelm5jJHuLga1xRTIXtBJYDRsGd+RWtcfQ1IKH245z4hWNfUWk3Xt2jXWrlnL7du3iYyMxKW2Cz2692DM2NE51vnSJwmpStyXHiIqVCpi2KK5M0ff624SOYl0RaFSc0STu6he/apUtrM0sEXGj5gZGTE1K5Rl4RuaUJH4ZMb+qZ9QkWXLltGnTx+8vb25dOkSd+/e5djRY8yZM4ehQ4YRH198lW9T01R4LDvCPU2pnlr1q3Duo96UMStdv4r7gx9BghRnOMpNpJfVhdL1G1AK+bRHE2rVrwLAsQt32H75YZHGO3DgAD/8sIQ0ZRrmFhZ07NSRrl27YmtnB4Cvry8///Rzke3OCZVaTe/fTxAQJH0Gm5oVCfikL2XLlL4JunaJJoMxbcWRvi6IirImQOCjaFy//FtyBqxoS+yi17GzKtzJTBePLty5cwe5XM727dvp0FHaMA4PD6dd23YolUrKlSvHjZs39PkRUKth6OpT7D6lGbeqPeFzB1HFxFKB6IJaDfIPN0NUAjY1K5Lw3XBDm2QSiJmRCdCyuj0fDHCVOi/ieWe7b6HG8fPz484dKUFZz549tUIEULVqVdzc3ACIjY3lyZMnRbL5ZSZ6n88Qokp23PusX6kUIoAz959pyydNERvXOlP65sellB8GtuKXC/fgcRSbj15lSoe6dK1XuUBjBAQEaNvT35+e7frcL+cSGBiIXC6nQoUKRbY5nRm7Alh/UOO8Wd6G4E/7U9vB9HIS6crGi5lzF4klmq6ImZGJYGkh5+ikLtpQkdfWnEJRwFCRK1ekxP9lypTB3T27Y2Hr1q2ZNGkSEyZMwNJSP6c/Cw5d5eedl6ROWUsuzvYs9SlXV/mHSI3K5Whdw8GgtpgSQoxMiB4NnHijexOpExbJnD2BBXr++jUpdWuNGjWQaRx6goOD2b9vP+Hh4Xq1FeDX07f4arOP1LGy4PhMT9rUNM2cRLpyJTxG6zs1TqSXLRBimWZi/PFmG7YFhEJkPEt3+zGuXW2aVdEt++HTp1KtserVq3P48GE+mfUJz549016vWq0qy5Yto3PnzkW2c6NvCB+k5ySyMGP3h72pkPCYFct35vlco4YNea17tyK/f2FJTExg2NDhxMXH0bVLV75f+H2Bnt90KWOJ5iXSyxYIIUYmhr11GbzHdcLr50OgSGPo6tPc+mKATp7LKSmS30tERATvvvsuiQmJWa6HPw7Ha6QXv//2GwMGDSy0jbuvhDH292NStLqZnI3v9GRQs+rM/WI5a9euzfPZwYMHG1SMli79kaAgaX+rXt16BX5+Y/qRfjkbeppwQjhDIJZpJshIt1p4tJHy/Ny5+ZgfT+h2DJ+amgrAzZs3SUlOYdasWRw+cohdO3cydOhQAJRKJd/Mn49KpSqUbcdvRTAkU06iXyd1ZXQbyenv8WMpaFQul2NlZZXjPwcHw+2xPHjwgLVr8hbLvHgYnUC4ptLtoJY1kJem2JYSQMyMTBTvsZ2ocU3y8v1k2wXecquVb7nkVEWqtj1z5kw++vgjbb9dh/bEx8dz5MgRHj16xJ49exg8eHCBbLoY+oIePx2EFCk4dMHojkz3qK+9ni5GvXv3Zu26wv/RFxdfzv1SK9iFYbNvqLQsBbzEKVqBETMjE8XZ3pqlb7aTOgkpeP15Nt9nLMwlR0m5XM648eOyXZ84aaK2ffXK1QLZc/VJDO2WHNCGQMwc3oa5vZtmuSciIgKAunXrFmjskuDMmTMcOXKkSKeI3ukVY60sGNRMpJctKEKMTJgZrzWiXkPpl/70pXtsTt+vyAVra2nmVL58+Rz9iJo3b6Zthz7Ie6zM3HseT/NMOYkm9G3B0iGtstyjUql4/kJKo1uvfsH3YooTlUrF3C/mAjBx4kRsbQvuAxWVlMqVm9LMz6N5DawtxKKjoAgxMmFkMtg12QMszAAY/edZopNyX2ZYWVlpnst5L8PW1k7bTlOm6WTD49hk6i7eDy+k4NohXRuxxqt9tvsinkRox6xfv36264Zkw4YN3Lp1i0qVKjFz1oxCjbHN/wEopX02L+F1XSiEGJk4zaqUZ9ZgjQNjZDzTtl7K9V6nKtLpTlxcXI7XXzx/oW3Xcsk/0jwyMZX6i/fBk2gAurWty9+TPHI82Xv44IG2bWNjw/z58xkx4nVGvjWSn378iatXr+T7fsVBbGwsS5csBeDTzz/FxqZsocbxTq8AYi7nTbeaerLu1UKIUSng+4EtwVk6hdp2/BrHbkXkeF/btm0BUCgUhISEZLt+zicjRYmLi0ue7xmfoqDVkoMkPpAEzK1lDQ6+2y3XE6QHYRnZBoYNHcaK5Ss4d/Ys//33H0uXLqWfZ3/++ss7z/csDhYvWkxUVBRNmjbBa6RXocZIUig5dUX6fM0aVqOCdRl9mvjKIMSoFGAhl3FyUheQy0CtpueaU6Qosh/Nd+rUSdtetXJVlmtqtRrvzZIYmJmZ5en4mKJQ0fHnIzzQlOCp26Aqpz/olWdOorCwjCq50dHRODo60qFjB+1RvlKpZNbMTzh5/IQOn1g/3L19h42bNiGTyfhuwbe5Ll/zY8/Vx9qqJqNEkcZCI8SolNC1XmVG9dRsQD+OYvaegGz3eHh4ULOmtITYsGEDS5YsISIiglu3bjFzxkx8fKTQjf79+1OnTs71ypQqNT1/P86VYElcHFwc8Z3VB5t8chKlH+sDTJ8+ncCgQP7++2+uBl9l4kTpFE+tVvN/v/9WsA9eBL6YOxelQkHfvn1p1yH7PpeubE73upbJGNVaJFIrLCKfUSkiLllBuc93SAnuLcy4vGA4LavbZ7nn+vXr9O8/gOSkpBzHqFixInv27slxmaZWw6CV/7H3zE3phWoVeDJ3IE52+acCOX36NBfOX8DOzo6p06Zmm4V06tSJ+/fuI5PJCAwKpFKlSjp95sJy9OhRxo4Zi6WlJafPnMbZOaNqbYP6DYiPj6dXr15s+HNDnuOo1GrMpm+G2ESq1nHi8TcF880SZCBmRqUIOysLto3TLK8UaQxec4qXv2oaN27M//36K5UrZ08/0rRpUw4fPpzrftHYTT4ZQuRox/3P+ukkRCDNymZ9Motpb0/LcTnUs2dPQJod3b9/T6cxC0tampJ58+YBMGnSpCxCVFCO3oqAWE2ZJXcxKyoKwhmilPG6aw16tKvHsQt3CL39hMXHrvFZzyZZ7unXvx+9evfi0qVL3A+5j5WlFW3atNEu4XLiw51+bDqsOfGyL8v1T/vjUqFwJ085UatWxh/yw4dhtGnTVm9jv8yunf9w/560tEpVpLLw+4VZrqd7Yd+5e4eF3y/Es58nrq6uOY7lfSlE2xa5i4qGEKNSyJ9jO1I9OAzik/l82yW83GtR8yXhsLCwoGPHjnTs2DHf8b7ef4VfdvlJHVsrfGd70shJvzmJzM3Nc2wXB9Ex0dr26lWrc73v/r37/Prrr6jV6lzFaENAiNSoak/zqrplTxDkjFimlUKqlbNi2VuaDdmkFN5aX/iqIstO3uSbLRk5iU7O7It7IRKGTZ40Ga+RXixcuDDH68+fPde2q1Ur3lCKsmVtqFSpUq7/Mi8jK1WqhK1dzh7Zvg8j4alU7XeKKNJYZMTMqJTyQdcGrDh7m+vXH+Hjf58NF+8xrm3OJ2S5sf7CPT5ad0o6l7AwY8/HfQqc6jYdHx8foqKiePHiBZ9//nm26+fPn9e2a9SoUaj30JWRI70YmYdPka4b2JlzFxXlSF+lUiGTyQrtWlBaEGJkQFavXk18XOFrlHX26Ezr1q1zvb5zkgeNv9gBKUrGb/RhYDNnHGx0c8jbGfiQCSuOa3MSeU/vyYAmhZ+xVKxYkaioKK5dv0Z4eDhVq1bVXrt7+45WjJo2bYqTUyHyAKnUpP53B/PGTshLKK3tWn+NV3mFsnSpq7tInz17lv379nPu3DmePn1KTEwMAOXt7anh7EzPnj0ZNXpUlp/Rq4AQIwMRGxvLvHlfoy5k3iCA5JTkPMWokVM5PhvszqJtFyA6gcne59k5uUu+4x69GcHwX49IsVYyGcunvMbIIhYi7D+gP8v+t4w0ZRpeI734YcliGjVqzMULF5n96WyUSintyEivkQUaVxn4iIStfsTtvUzqkxhq7v+wRMTo7vN44h5IWTJfb1VLp+R2YWFhzJo5i1OnTuV4PSoykqjISIKCgli5ciXzvpnHKK9R+jTbqBFiZCD8LvkWSYgA2rRuk+89C/q34Jfzd0h88IJdp25ysFN9+jbO/RvXJ+Q5vdJzEslg4dhOvN2p6FH2U6dOZcf2HTx69IibN28yeNCQbPd07NSR0aNH5ztW2oNIkrb6E/tPAMm39VtSSVc2+d7XutXlFxirUqlYvvx3fvrxZ5Jy8e96mfj4eD6Z+QkWZha88eYbRbTWNBBiZCAu+WXUPrOytmb4sGEFHqNN2/zFyFwu4/DkrnT+eheo1HiuPU3i98NyTHFxJTyGjksOQKKUk2j2iLbZ3AIKS4UKFdizdw/Tp0/Hx+d8FiG2sLCgZ8+eLF+xnDJlcl5GqqISSN4RSNwufxL8Q6TlYzFjUSb3QpnadC1lLenfrHqu96nVakZ5jeK///7L8nrv3r3p3r07LV1b0rBhQyIjX3D0yDHWr1/PjRsZmTvnfDGHnr164OBQugsZgPDANhheI704efIkAO7u7uzZu6dY32/C5vPa2mXvDmzFb29kFbK7z+Opt+BfiJT2sCb3c2XVyOLx9Xn48CGXLl0iMjKShg0b0rZt25yTmqUoSN57jfi//Yg7dRN1qjLfsWvu/xDz1sUbNf80LgWn6X+CSk2vDvU5/G7uObsXL17Msv8t0/Zr1KjB4kWLcs3zrUxV8Mabb2bZ0P/u+++YMGGC/j6AkSJmRgYivYYZkKsPiz75v9dbs97vPjyL4/cDgUzsUFd7RP8oJol6i/ZphWhEt8bFJkQg/UHmemKm2YiO3+5H/KErKOOSi82OwvKXX4h2ZuaVh9f1iWPH+fWXX7X9Vm6t2LVrV66zPwDzMhas37Cepk2bavM/+fj4vBJiJPyMDMDjx4948SIjd5B76+wFFfVN2TLm7BrvATJAqWLg6tOo1GqeJ6ZQY/E+iJBOdHq2r8fWCUUvVVRQlIGPiJnzL2GuCwh7cwXROy4ZpRABeKcXabQwY3jLnEU1PDyc96ZP1xY2qFixImvXrs1TiNIpV65clsokuu4zmTpiZmQAzp+/kKXfrm27EnnfIS2c6dOhPofO3Sb8XgTz9l1hne991A8jAWjtWpP97+Sek0jfpIVGkrTNsBvRBSUhVcnFa48AaN20OnZWOe8rrVy5kujoaADMzM34Y+UfBXJZmDptCv5+UuYFN/dW+dxdOhBiZAD8/fy17UqVKlG1Wsn5k/w5uiNOV8IgLolvt1/IshE8oGl1fjp+vVjf3zI+lVrn7uF87i4Vb0eQLZK3iGzwvc/z6ML7buXHxQcvtNVPvNxyjkVTq9X8u/tfbb9Lly46hd1kJj/HzNKIECMDcDnwsrbduHFjbXFFXZDL5VhY5H7Kkx+V7SxZPqoD76Q7NGbi6/RS1MVA48hEpjyIos+zBCyL8STsywOBhJfTLZNAkZDLGJnLftHZs2ezlAt/441X42i+qAgxKmFUKpW25j1IeX5qu+ge7T1+/PgCl1x+mbc71WP+4WDC7+WcnrY4uG5vzVaFijSZjH5P47EqgaP54qSqS2Wq5CJ6W7ds1bbt7Ozo79mvpMwyaYQYlTDXr18v0oZkq1b62T84Nb079T/bDqlKsLXiyEd9sLcp/IyrICTHJSM7eB2Lg8HIgx7o1Wfo4LTupDYvnkDb03eeMWOt5C80uW3uXyDHjh3Ttvv164d5Hv5KggyEGJUwly5mrd5R0HQZujg66kI9Rzu+Gt6G+X/5QHwyy07eYM+0rnoZWyeaVIMZPVCFRZOw1Y/43QEk3QjP/7n8hq1cDvNCZBXQhR+Pa5wRZTA6FzFSpiq0sWYALVu2LBZbSiNCjEoYP38/bbt2ndqcPZt/Jdji4su+zfj9/F2e33/K3rM32dOpHgPz8CYuDuTO9tjN7IHdzB4orz4mYYsfcXsukxoeXaJ25IdaDVs0R/oyZwcaONrleN/jJ+Fk9iOu7lyyP09TRohRCRMUGKRtt2jewoCWSKEi+yZ50G7eLkhTMWj9GRK+H55vcv1is6dZNcp/W43yCwaQevouidv8iD10BWWM4f1szoU81zqFvpdH7qLwJ1lndwVNaZuSksL//vc/rX/S4MGDadJEPyE5xo4QoxIkKSmJe/cy8ju3cjO8/0jbWhWZ0rcFq/ZdhogYPvzbv1De16tWrdK5Cm3DBg3o1qN77jfIZJTpUo8yXepRPnU4KQeukbDdn9j/rqNOyT8k5GV27NiBzzkfrt+4TkJ8ArVr12bgoIEMHz5c5zGy5C7KI73sk/Cs/lLx8TkXzMyNZcuWacNHLCwstJVTXgWEGJUg/v7+pKVl/MGmF1U0NP8b5sYq3/sQEcPqQ0FM6liX9rUKFpi58PuFJCfr5jE9YOCAvMUoE7Iy5lgNboHV4BY4xCSRtDOQ+J3+xF+6l+/Gd2xsLFOnTM2WsuP27dscPnyYA/sPsHLVSuTy/AMRVqR7XTva5fmzeTnGzs/XX+d83uGPw/ljxR/a/qDBgwqX28lEEeEgJcilSxmb15aWljRv3syA1mRgU8acPRM1oSJpKvqvPoWygCdcVlZW+f5Lx9yscN+BsvLW2ExoT+U97+LiOxenz/pj3Sh3h9GFCxdqhah8+fL06tWLzp07aw8N9u/fz9atW/J932tPYuFRFACjW7nkee/L+aX8A/xzuTMrarWazz77THvSam5hwUcffajTs6UFIUYlSIB/RmHFhg0bYlbIP8riYECTagzs3BCAyJBnzD9wJZ8nsnLt+jXu3b+X67/d//yDubk5crmcKVOnFNleubM9ZWd0p+qpWdQ8PpOKU1+jTDV77fWkpCQ2ayrk2pS14fiJ42z4cwPbtm/j998yCkVu/HNTvu+1sQDpZStVqkSVKlW0/YMHDnLw4ME8n1GmKpg4YSJHjhzRvjZr1kzq1i16HilTQohRCXL16lVtu0VLw25e58Ta0e2hvA0AC3b5cutZwfY7ckOhUPD+Bx+gVCoZPWa03nyl0pE2vgfiHDAXs5aSj9HNmzdRKqSS0+5u7llSuHr298Ta2hqABw8e5Dv+pvQlmp01PRtWyfNegJ69emrbSqWSt6e9zYljx3O819fXl8FDh3Do0CHtax4eHnzwwQf5vk9pw3i+mks5z549yxIisGnjJjZtzP9bOTOenp6sWbtG36ZpqWRjyapRHZjy+zFIUfL6utMEzi669/DSJUu5desWTk5OfPXVl3qwNBdkMmSapHHRkVHal+vVyzrDMDMzp06dOgQHBxMbl7fgPopJIuzeUwAGtKyJuTz/IOKvv57H8WPHtSW9U1NTGTV6NI0bN8a9tTsVK1YkMjKSAP+ALF9QAN26d2Pt2rX5f9ZSiBCjEuJlZ8fC0LxFcz1YkjeTO9Tlj3O38b38gKArYSw/c5t3Otcv9HjBwcEsX74cgO8Xfo+Njf4KP+aFU9WMGcztW7eyXX/48CEAtXOpnpvOZt/7GbmL2uR9bzo2NmX59ddfGT9+PHGZxO769etcv55zILKFhQVTp07l8zmf67ShXhp5NT+1Abh27VqRx2jTRj/e1/mxdVxn0KTGeNf7PBFFyCv07YJvUSqVuLq64unpqS8T86VevXpUrCidevlfDiAxMUF7LSAggNhYqd5Z8+Z5C7y3rya9rJUFgwvgENqhYwdOnzmd72d2cnJi9JjRHD92jC/mfvHKChGItLOCXFhw6CpfbZKKP/bpWJ+D7+SeWjU3rgQG0dfTE7VazYo/VjBo0CB9m5kn69atY+4Xc1Gr1dSuU5vXR7xOckoymzZuIjIykqrVqrJ3795cSwJFJ6VS4b2NoEijk3ttznzUq1B2xETHEHQliOCrwdy5cweZXEa1qtXo7NGpWMt4mxpCjAQ5olKrqfnNvzy6GwEy2DmrH0NbFMybePTo0Rw/dpwaNWpw/sJ5gxQp/Oeff/j8s8+zxIsB1KxZE++/vKlTJ/fClqt87jL1dyno9f+mdeO9IixXBfnz6s4JBXkil8nYPckDzOWghmHrTxOfotD5+eDgYE6cOAnApEkTDSJET548YdWqVdmECKRTtM9mf0p8fO6J2P7yDZEa5vIi140T5I8QI0GuuNdw4F1PTdT5szje3+GX9wOZWLF8BWqVCmtra8aMHVtMFuaOQqFg+PDhBPgHYGZuxsyZMzly9Ag7/t5Br17ScuvM2bOMHz8+x+dTFCpOXJGO/RvXr6pzJV5B4RFiJMiTpUNbQVV7ANYfvsLZ+8/zfUahUGgd+Nq3b6/16SlJVq1cxf17krPiF3O+YOasmTRt2pSOHTuyfsN6bSjOubPn8PfP7iW959ojSJJmgl75ODoK9IMQI0GeWFuYc3BiF5DJQKWm9+r/UOQTKnLixAntaVVmB8CS5MyZM4AUpjJ+wvgs12QyWZbXcio37Z3udS2TMVrHI31B0RBiJMiXPo2qMLSLFCqS+OAFX+0LyvP+f3b9A0h/9H379i1u83Lk7t27ADg4OGSJi0unQYMG2nZmZ1SQNu93XZaWaJVdHHGpUDK+Ua86QowEOrFmVHuwl/4oF/3jx/WI2BzvUygU2rSrDRo0yPXYvLhJPyQ2MzPL8XrmDAPly5XPcu3E7acQkwjAWHeX4jFQkA0hRgKdqGBdhg1jOkmdVCXD15zO8b7g4GCt13HrNq1zvKckSK9Y+/Tp0xxzjt++fVvbfjkB2uZMgbGjxX5RiSHESKAzY9u60EFTK+z69Uf88l/2MIvLAZe17fr1DeeX46IJ80hJSWHz5s3Zrm/cuFHbbumaNU/1ugCN13UVe1pWty8uEwUvIcRIUCC2jO8I1lICsQ+3nOdxbNZQkStXMlKPNKhnODGaNHmSNrRi/vwFrFy5kvDH4YSFhfHBBx9oC2m2cmuVJWm+f1ikttT3JOFbVKIIMRIUiJoVyrLoDU2MXHwyY/7MWlAgODhY227YqFFJmpaFJk2aaIsnKhUKvp73Ne7u7rRt05Yd23cAYGVtzZw5c7I8t+lSqLY9qrXu9ewERUeIkaDAzO7RBJf6UlT88Qt32RaQkRMoJCQEAGtr6xIt250TP/70I3Pnzs2WChagWrVq7Nz5N506dcry+ob03EX2ZXmtXuUSsFKQjohNExSKwEfRuH75NyjSoKItsYtex87KOIsVpqSkcO3aNYKDg7GysqJt27bUrFkz2333I+Op85G3FP7SrTF/T/QwgLWvLmJmJCgULavb8+EAV6nzIp63txU9X1NxYWlpSatWrRg9ejQjRozIUYgANl0K0X6fjhJH+iWOECNBoflhcCuoXgEA72PBnLzz1MAWFQ1vP81+kbUlA0q4mKVAiJGgCJQxk3MsU6hItzWnSE1TGdqsQvE8MYUbtyRP7O4tnCljJv40ShrxExcUie4NnHizu6biaVgkc/YEGtagQrLF7wFohFQExhoGIUaCIrPizTbgYAvAj//6c/VJ9vxBxo53eu4iCzNGuOa8pyQoXoQYCYqMvXUZvMdpjsgVaQxdfRp9ntEWN4mpSnyCpQT9bk2qUd5ITwVLO0KMBHphpFsturSRUrjeufmYH0/cMLBFurMz8BGkKAEY6SYcHQ2FECOB3tg8thOUlRwMP9l2gbDo7AGqxoi3nyYwVi4T+0UGRIiRQG8421uz9M12UichBa+XQkWMEaVKzYFAyYO8Vl0nqpXLnvtIUDIIMRLolRmvNaJ+I6nE9OlL99jsF5rPE4bl8I1wiJeCfUe5uRjWmFccIUYCvSKTwc5JHmAhJTUbveEM0UmpBrYqdzann6IBY0R6WYMixEigd5pVKc+swe5SJyqBaVuNN1TEOz13kbMDjZzKGdaYVxwhRoJi4fuBLcHZAYBtx69x7FaEgS3Kjk/Ic3guZaV8t5XIXWRohBgJigULuYyTk7qAXAZqNT3XnCJFYVyhIpmXaKPaiiN9QyPESFBsdK1XmVE9m0mdx1HM3hNgWINe4je/EKlRyY6OLpUMaotAiJGgmFn+emuoZAfAL3sCuBwWbViDNNyIiIWwSAC8xBLNKBBiJChW7Kws2Daus9RRqhiy9pReQkW2bt3K9Pem07tXbwYPGsyMj2cQFJR3PbfMbLwUom2PEo6ORoHI9CgoEXr+33GOXbgDwMJxnfmsZ5NCjZOUlMTb097Wls/OjEwm48effuStt97KdxyX+f8SevsJ2Fqh+G0M5nJZoewR6A8xMxKUCJvGdgRbybv5822XCIlKKNQ4H334kVaIypcvz2uvvUbtOtLms1qtZs7nc7IUBciJx7HJhN6VTvc8W9YUQmQkCDESlAhVylnxi1d7qZOUwlvrzxR4jFu3brFv3z4AGjZsiJ+/L95/eXP27FkWfLsAkCrFfvD+B3mO4+0bAippFu/lLk7RjAUhRoIS432PBjRtIqVzveAfyvoL9wr0/Mo/VqJSSe4BP//vZ2xsymqvTZo0ic6aSh83btwgKioq13H+8tcExlqaM7SlSC9rLAgxEpQoOyZ6gKU5ABM2+RCZqHuoSHpJaicnJ1xdXbNdHzBoICAt106fzrn8dkyyAv9rjwHo0LQGZcuYF8R8QTEixEhQojRyKsfn6aEi0QlM8j6v87NhYWEAudZja968ubbt5+eX4z07Lj+QyisBI1uLI31jQoiRoMSZ378FdrUcAfjn1E0OXg/X6bnnz58DYG6W82wmc7HG2JjYHO/5y1cTi2Ym5y3hX2RUCDESlDjmchkHJ3toQ0U8154mSaHM9zkHBynWLV2UXibzPlFCYvbTutQ0FceuSOllG9avgqNt9kqzAsMhxEhgEDq6VGJCb82y6kk0M3blHypSrbqUJykkJITQ0Ox5kg4dOqRtJyYmZru+L/gxJKYAogKIMSLESGAwfn29NThKaTtWHAjE92Fknvf36N5D2579yWzS0jJmUwEBAWzZslXbl8my+w55+2pO0WQwWlSMNTqEGAkMRtky5uwa3xlkgFLFoNWnUeUREDBl6hTs7KQ4t9OnT9PFoyszPp7BmDFjGDF8BAkJGUszK6us6WPVas3mNeBQy5E6lWz1/4EERUKIkcCgDGnhTN8ODQAIvxfBt4dz9562s7Nj9ZrVlCsnzabu37/Pli1bOHb0GElJScyaOVMrQlaWWcXo5J2noPH6HifSyxolQowEBmfD6A5QzhqAeTsuce95fK73enh4sP/AfiZOnIhrK1cqVapEt+7dWPzDYqa9PZXkZCmftU1ZmyzPbU5fogGj24hTNGNEeHwJDE5lO0uWe3XgnRXHIVnBG+vP4Durb67316lTh2+/+zbb65cvX9a2GzRokOXaGn/NhrdTedw0GSgFxoWYGQmMgrc71aNlsxoA+AU+YJXP3QKPcfPmTW07s4d24KNoeBINwAThW2S0CDESGA07JnYGTWnpqZt8eBafkuX6hvUb6NqlK127dOWCT3bP7V07dwFgZmZGs2bNtK9vypxeto0IjDVWhBgJjIZ6jnZ8NbS11IlNZOLmrIJTtmxZbt++ze3bt/nn391Zrt24cUMbj9a0adMs3th/pqeXLW9Dt/qVi81+QdEQYiQwKuZ5NqNSbUkw9p69yZ6rj7TX2rZri5m5VI/t393/cuzoMZKTkwkICGDqlKmk5wmcOm2q9pmQqASehjwDYIhrTeQ5+B8JjAMhRgKjQi6TsW+SB5jJQQ2D1p8hMVVybqxZsyYjho8ApNCPMWPGUKd2Hfr368+dO1IWyT59+jBs2DDteN6XQkjPc+vVWizRjBkhRgKjo22tikzp20LqRMTw4d/+2mtLfviBt956C5k866+umbkZY8aOYfmK5Vle905follbMKipyF1kzIgc2AKjJDFVSdk5f0NEDJjJ8flmKO1rVdRej4x8wYkTJ4mMjMTFxYUWLVrg5OSUZYzIxFQqvvcnKFV0bVuXk+/3ePltBEaE8DMSGCU2ZczZM9GDgYv2QpqK/qtPEfHNEG2+ageHigwfPjzPMbb6h4JSygzp5S6O9I0dsUwTGC0DmlRjYOeGAESGPGP+gSsFet7bT+PoaC7njVY19W2eQM8IMRIYNWtHt4fyUmjHgl2+3HoWp9NzSQolZ65KuYtaNqqOvXWZYrNRoB+EGAmMmko2lqwe3UHqpCgZsSbn3NYv88+VR5CsAMBLpJc1CYQYCYyeSe3r0tpVWmZdCQ5j+Znb+T7jnV4xViYT5YhMBCFGApNg24SMUJF3vc8TEZec670qtZq9QVLuIue6lXG2ty4RGwVFQ4iRwCSo7WDLgtfbSp24JMZu9Mn13sM3nkBsEgCjRe4ik0GIkcBkmNOrCdXrSr5Eh8/fZldQWI73bc4UGDtGBMaaDEKMBCaDXCZj9yQPMJdCRYatP018iiLbfZsCQqRG9Qo0qVKuZI0UFBohRgKTwr2GA+/1d5U6z+KYvj1rscaLoS9Ac/w/rZVLyRonKBJCjAQmx4+D3aCqPQAbjlzh7P2MOmqbsqSXdSlhywRFQYiRwOSwtJBzcGIXkMlApea11f+hUElxkcvT08s62NKptqMBrRQUFCFGApOkT6MqDHutEQDKBy/4cm8Qt57FoXz4AoA3W9VCpC4yLUSgrMBkWT2yHTsvP4CoBBbv9iM0KkGbOEJUjDU9xMxIYLJUsC7DhtGdpE6qki1Hr0rtslZ4NqlmOMMEhUKIkcCkGdvWhY4vhXv0aVkDC7lYo5kaQowEJs9f4zpm6YtYNNNEiJHA5KlZoSyLxnWWOmXMGdZSpJc1RYQYCUoFs3s0waV+Fdo2rY6tpYWhzREUAnGaJigVyGSwe1IXzoc+z/9mgVEiEvILBAKjQCzTBAKBUSDESCAQGAVCjAQCgVEgxEggEBgF4jRNYPKcOnUKfz//vG+SQbWq1ajfoD7169fH1ta2ZIwT6Iw4TROYPG+MeJ0zZ8/qfL+FhQXjJ4zn009nY2NTthgtExQEIUYCk6dpk6ZERUUV+DlHR0d2/L2D+vXrF4NVgoIixEhg0oSGhtKhfQdtf9iwYdSslbWUdWpKKjdu3uD6teuEh4dnudaiRQv2H9iPXC62Tw2N2DMSmDQXL1zM0v9q3ldUrlw51/v//vtvZnw8A4VCSuQfFBTEHyv+4J133ylWOwX5I74OBCaNn39GQv4qVarkKUQAw4cPZ/26dVleO3LkSLHYJigYQowEJs3lgMvadrNmzXR6pluP7tSqVUvbv3btmr7NEhQCIUYCkyUtTcmtW7e0fTc3N52ffa3ba9p2bGwsYWE5F4QUlBxCjAQmy9WrwSQnJ2v7rdu01vnZRg0bZelbWVnpzS5B4RBiJDBZLl7M2Lw2MzPD3d1d52efP89INWJmbkbFihX1apug4AgxEpgsAf4B2nbt2rWxtrbW+dnnLzLEqIJ9BWSirpHBEWIkMFmCgoK07ZYtWxbo2QcPHmjbDg4OerNJUHiEGAlMkvj4eEJCQrT9Vm6tdH42MTGBc2fPafsdO3bM425BSSHESGCS+Pn5oVKptP22bdvo/Oy+vftJSUnR9gcPHaxX2wSFQ4iRwCS5dPGStm1tbU2TJk11fvaf3f9o205OTrRr206fpgkKiRAjgUkScDlj87pR40Y6x5Zdv36d06fPaPuDBg/Su22CwiHESGCSBF8N1rZdW7rq9IxCoeDdd95FqYlLc3Jy4pNPPikO8wSFQIiRwOQIDw/n6dOn2r6bu26e19999x03b97M0hdJ1owHEbUvMDkyOzsCtGuX955PXFwcsz+Zze7du7Wv9ejZg379+xWLfYLCIcRIYHL4+WVE6js4OODs7JztHmWqgqCrV/D19eWPP/4g/HFGHqM6derw008/lYitAt0RYiQwOTJH6kdFRdE0h5O0uPh47d5QZpo2bcrWbVtwcBDhH8aGyPQoMCnUajX169cnMSGxQM9ZWVnx/vvv88GH72NmJr6DjRHxvyIwKcLCwnQSIhsbGxwdHalRowb9+/dn6LChlCtXrgQsFBQWMTMSCARGgTjaFwgERoEQI4FAYBQIMRIIBEaBnjewRYIqgUBQOMTMSCAQGAVCjAQCgVEgxEggEBgFQowEAoFRIMRIIBAYBUKMBAKBUSDESCAQGAX/DzmbKJF8if67AAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/921.jpg" } ]
<image>In the figure, m \angle 1 = 58, m \angle 2 = 47, and m \angle 3 = 26. Find the measure of \angle 5.
B
65,369
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/922.jpg" } ]
<image>Find m \angle A B C.
A
65,370
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/923.jpg" } ]
<image>Find the measure of \angle A to the nearest tenth.
B
65,371
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/924.jpg" } ]
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
C
65,372
null
C
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5qxMx9T/jXk1lydDhzE2NYM6uBTzVVM2NYLaqlIOxwxi2qSvvjbzEyvk/cLTYk47j5hL3epT0BVZI5UNlhatp/8uqX0px7P9fRPpLaNVxnj+OnIGM5cxfZ8+AN2czbWgTDn82k7idZ1Tf8C60p/KhcjnZB5PIpD7tHgrCS/7jV0d5LukpxRD0Cp8tf43OrvbQ358zW55j9c8nmNHLV712U5iFyituKbnH/wAaExrgJdu0VKIUnOL3Eg+6vfQkYa721x908qCJryNlBSVY/+XBbY+6WVIuci7n9vphpWAfX8fFsmDlQYrl2K4OFK7mZvEr9xP1oO+fJ/yVK1wqMOAa2AQPc44nVKHyIuhEA7fbaTkv8Nv3ccyK20Shrz+N5JC6DiooOHWCC+7tCWn2599aKThF2oX7eCzUX/a1WiF1g2vnhn/r+4BcduzLpOYLelRy8cAK3pmfgvuA8YyJ8FZtm5h1KiX7aAbUc8TB3viXq+DcoT0k1gsjPFTWW2uk8orbgDa9BhBmX0n+F3OZn5DNleqHwRXFZGxbyISxC0hrM5b57zxBUzl1UTdKEdlHzkL5OQovVF5/qPQ3Vi3/CfdnBvJoEzkjbo002KtcRta6d3lx8vecqqyPf8dIunUOxrP8D/Zu38aBU/VoPewd5kwfTDsPeZPV2eU9vN/lOVZcrE+zPqMY3deHnHWL+CL7cZb+8AZRKm0AEOal0ZcMDJRkJLFxzUZ2Je8j8cAlgiO68lDHh4ns2Z2IUF+cZaG9I0rWd4zo/g0h7/bj9MI4thc60azPK7z37gtEyC4qq2WxN7YWQtROTq0KoUMSXCF0SIIrhA5JcIXQIQmuEDokwRVChyS4QuiQBFcIHZLgCqFDElwhdEiCK4QOSXCF0CEJrhA6JMEVQockuELokARXCB2S4AqhQxJcIXTo34l3NI5RMSJ/AAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/925.jpg" } ]
<image>a = 14, b = 48, and c = 50, find \sin A.
B
65,373
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/926.jpg" } ]
<image>M C = 7, R M = 4, and A T = 16. Find M S.
B
65,374
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/927.jpg" } ]
<image>Find m \angle 1.
A
65,375
null
A
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OKdMX6ZhaatAd1ynuvBI5dGrTh3rl44s1/Hc3q22k/zMVzEgFErECQKi84MxP19uP/ElztxSq8R1/0pQb3VZMxTu0ZNpryuwxSnclNPH7asoukXIhVoC9EaoqOPPT9fZD4/V/Kw6r0cCn9fqTAxUbcW6KHMpNW6Q5Gzto/JTBfl9N2S1SLsQKsC9CVQn3SL3xwghdHeV2LV/xDi2b85FKb71bd3R3P6/lW3aNlAuxAuyJUFXg50j9qE5jZ2vxSyMvjJSKdfifb2jWxg4aPfYXivVjpeweKRdiBdhPmNPprOAjFuzr/Ei9qFcf7e92uM/lmFY9Pkzj3tlf5WvWHzVPqX/pp+gazEOkLsT3pEzYQ19JKrt3zt+3JQDBUuE9rbblPKb1s5/Ws1VGSpIiFd2qh/oPaO/hdU5ox6pNylJLdevXXk1aRdfom/3FxoMaOD+z/LFd/0N2V7ayUnmsEudlKHWM+N4AIYgVlRtnzqea3PdBfdZpihYteEBd6tXweF7eKj3RZ4zm626lrH1K/aKrf5Q1eVmmJq4+WP6YSF3I7isrVlSwA85RnadUp7as09fFkWo9sK861jRSPnBupHpGRejAI31s9R+wtzhnBYQ+Dv2d56yy9+1WgUp1/ONpmrC5fgXbRavn+Cd1X/cGfpnCPVJLJvRQXJNL/PJeoYDDgEBoI1TnydfBXQckOfTjtjX6eltF27VUs1GePj299ohUzRArIHRxjsogRKr27HbOinNUsAPOURmCSPkG56yA0EOoDECkfItYAaGFUAUZkfIPYgWEDkIVRETKv4gVEBoIVZAQqcAgVoD1EaoAKywq0ZR5m4lUABErwNoIVQAVFpVoUspmTc84IUm6vVk9IhUgxAqwLkIVIK5IpezJkySNuypa83/fi0gFELECrIlQBYCnSL08rpvq1eGDQQKNWAHWQ6j8jEiZh1gB1kKo/IhImYtYAdZBqPyESJmPWAHWQKj8gEhZB7ECzEeofIxIWQ+xAsxGqHyISFkXsQLMRah8hEhZH7ECzESofCAr57SSnksjUiGAWAHmIVS1lJVzWkOTN2pDfokkaWZSCyJlccQKMAuhqgVPkZowuCORCgHECjAHoaqhiiKF0EGsADMQqhogUvZBrIDgI1TVRKTsh1gBwUWoqoFI2RexAoKHUHmJSIFYAcFBqLxApOBCrIDAI1RVIFJwR6yAwCJUldiRdZJIwSNiBQQOoapAWka2OswgUqgYsQICg1B5kJaRrcR5GeWPU8fEEyl4RKwA/yNUbjxFKiG+WRAngumIFeBfhOocRAo1RawA/yFUPyFSqC1iBfgHoRKRgu8QK8D3bB8qIgVfI1aAb9k6VEQK/kKsAN+xbaiIFPyNWAG+YctQESkECrECas92oXrrn7uIFAKKWAG1Y6tQJS/L1D2f/yBJ6hkVQaQQMMQKqLkwp9PpDPYQgZC8LFMTVx+UVBapJRN6KK7JJUGeCnbjftj50+8OqNfXx2v8eo3/0FWStHhIGw1NbF3L6QAzRQR7gEAgUjBF2cpK5bEa1PUKfTW8g65rfHHNXjDtR98NBxgq5ENFpGCahPhmWnHRBg0srSdJ+tX2AqX2vapmh6HTvvLxdIB5QvocFZGCqfqEFWvFRYXljzlnBVQsZENFpGC6PmHFXGABeCEkQ0WkYBVcDQhULeRCRaRgNcQKqFxIhYpIwaqIFVCxkAkVkYLVESvAM8uHqrCoRPfN2kCkEBKIFXAhS4eqsKhEk1I2K2VPniRp3FXR+vyh3kQKlkasgPNZNlSeIvXyuG5qFF03yJMBtUesgJ9ZMlQVRapenZD/oA3YCLECylguVEQKdkKsAIuFikjBjogV7M4yoSJSsDNiBTuzRKiIFOA5VoAdGB8qIgX8zD1WgB0Y/Rt+3SMFwDN+wy9CmbHLkqyc0/rzwq1ECgBsztgVVVpGtrJ/LKx6QwCKbx2j9nENgj0G4BfGhgoAAMkCF1MAAOyNUAEAjEaoAABGI1QAAKMZd3m6M3eTFry5WkecksI76pYHblK7i8OCPRZgmFKdObJVa//1rTb8J13p/16jNduOSzGd1DfxWnXvkaCkG69X19j6Yu+B1Zl11Z/zhNZPH6ORs7//6S9u0wtr/67bmxvXUyBInCrJ+Y+WvjJNf33tW/1Y2abhnTVs6lQ98eurFUWtYGEGFcCpM9s+1Atzvz/n73Zp76EzUvOooE0FmKNIR9a9oSfHT9fXxx2S6qvlgDs1on83tWsTq+jIEuUd3q2t367QwvnfKMuRrsUP/05FkW/ob/99pUk7O1At5qyoSvbogwfv1CMrzura3ySpZNEy/UdNdMvspXppUGywpwOCrEiHV87Q/ePmapsjXA17jdajj9yrW7pdrroXrJYcyt86X3+862l9edwhNRmnN79+VAmXckoa1mTIv9wS5aycp7+tyJFa36lJ/ztUXS+VpBP6bm+OHMEeDwgqp87sWKI//zFF2xzhajTwab31+qMa1t1TpCQpXFFXD9dTT9yqSEnK+UZpW/MDOzLgQ0aEypn7reY+u0DH1FK3TRmlvs1jdFmDcEkOHd2XLT7tD7ZWnKkFTzyvL487FH7NeM2cOkJXR4VX8aRINe+RoN6SpBztOsxeBOsy4LB1ntLfm6239xUrvPe9Gn9DC4WFSy06RktZuSr+zz4dcUgxVe2XQEgq1uFP5mrqupOSumjck6PVy8udIaz5zfrb2l+oRGGKiLrMv2MCfhTkFZVTxXs+0YwX18oR3ke/f2yI2kWGSYpWbLsmZZtkZSn7dGlQpwSCpvQHrXx/lYolhfcbpTt7NfL+cvOIKDVu3lzNmzdT4ygDfiYFaii4oXIe1JcvvaJ/FYer8cj7NaJz9E9fuFgxzX4KVcFu/ZB9NmgjAsFUujtVi9aelNRcN9+RoDguM4cNBTFUDuWufl1/XrpfirxVj45PVEz5Thiphk2bqewAx2HtP8qv+4AdFWn/hm+ULknqpF6dLuPmXdhS8EJV+J3efOYdHVMD9XzstxoUG3nOF8MV0zxOl0qSjmv3oTyZcQ09EEintG/r7rI/xnRWxyvqBHccIEiCFKoC7VyQrDm7i6U2d2nysPaKdNsivGmc4iVJJ/X9niPi4B9sx3lSh3aeKPtzlzg15YIi2FQQzrA6VbL/M73w7Kqy+6N2J2tk5+RKn5G387ByJTUPxHiAKRwndXTHT/c/RUYqwuvjfk4VZ23Q5xsPqVQN1L7f9erUkMrBugK/onIe0cpZs/VlcTWe8++9OlTit4mA0OLMUdrcxzT5fydryvuHVTeaSMHaAryicih3zZv664I9UnhP3f/yQxoQ637Qz6VQmfP/n55ctF/K3asDx0rUnQ+nhZ2EX6a4Lg2k1SeldRnaXXC7mtevalnl0KlNCzTjvV2S2mr4AwPU2ojb+oGaC+z//Ge26oOX3td+Rarl6Im6b1Dvc670c1eiy/f/V1modEAHj56VCBXsJKyprknsIK1eL51aqeVpY9X3hthKrvxzKH/HB3r8/pe0xRGuxsMf1sSkplwpCMsL4M9ahdqzZJb+vv6kdNkQPTyuTyWRkqRwRTdpqrLPTT+o7VknAzIlYI66aps0SD3DJWmPPnjkL3rr++PyeBTcWaCstH/oDyMe0yfHHQrv9bBefeJXakKlEAICtkRxHv5aM1/4UsVqoJ4TR1dyyM8lTHWbxulKSen6UdsP5sqhWHG0HfYRpsh2t+vRh/6p30xLk+P4p3pm8AZ9fMddGpLUWW1joxVRnKfDuzO09tMPtDD1BzkUrkYDn9EbL3jzeYCANQQmVM6jWj37RS0/7pDajNHDwztecDm6Jxc1bKqW4VK6o1iHfjiq07pa0VU/DQgdYQ3V5f7peivyeT06dan2O3K0eeHftXmhh21jrtPox6fot7f/l5p4f4kgYLwAhOr8k7sjnxihbvW83IlimuvKaEm5UkH6PmWXStGcGIbdRMSq933T9eGAkVqzepVWpq7T+pWblOW4TB0Se+iaDt3U6xcJSuxztZrXZQdB6DHnFycCAOABP34BAIxGqAAARiNUAACjESoAgNEIFQDAaIQKAGA0QgUAMBqhAgAYjVABAIxGqAAARiNUAACjESoAgNEIFQDAaIQKAGA0QgUAMBqhAgAYjVABAIxGqAAARiNUAACjESoAgNEIFQDAaIQKAGA0QgUAMBqhAgAYjVABAIxGqAAARiNUAACjESoAgNEIFQDAaIQKAGA0QgUAMNr/B+vexRQUM5UEAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/928.jpg" } ]
<image>Find the measure of the altitude drawn to the hypotenuse.
B
65,376
null
B
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/7Rnk54dixDKX+gEbDdWVvxs7GvjT2zr40IpmWaQkJkzCVMwaw9kyP3g7zLd3DXJ2JH/ZIdUWo8KdvU388dYO7uhtwuMwS/9WAUBF08kWVfaH0jy+M8Rvjw+TKlzaUmM2KgQbLDyyNsDXb+ug1yelX3H9JEzFjKfrsOtikr97vY8XT8VJFdR6wwWDArd0NPLH29p5YImXFpdFVueK91RWdZKFMjsuJPnH7SFeOTNab1WoKOAwG9nc1cif39HJB5f7sBhllCqunYSpmNFGc2X+ZW+EJ3aGODV8+Wh0cbOdP9zSzqfWtNDutmE1Sbci8f5KanXl74un4vzDWwPs7kvV9yCbjQptjVY+vz7AH2/toNsrx76JayNhKmasPX0p/vvrfTx3coRkQa2v0rUaFT68opl/e2cXGzsasJuN0nReXBed6srf00M5vr0zxA/2RhjNV4BqtcNhNnJrdyN/cWcXDy71yZSBeF8SpmLGSeYr/Hh/hG/tCHEilrvs1BCAL29u5T/e002vzyE3OTEpqqaTLFR47sQIf/d6P2/3p+q/ZjYqdLitfGFDkK9tbaejSUap4sokTMWMsj+U5u9f7+e3x4cZzVfeda4owH+6t5u/ua+HRpv0XBVTo1DROBHN8viOED/aHyVZGDdKtRi5vcfNX9zVxf2LvbLFSrwnuRuJGSFVqPCzA1G+uSPE0WiWYvlSL12nxYim6+TLlxaLyNyomEo2k4HVrS7+jw/2cmu3m//+Rj/7Q2k0vbqn+eUzo5wezvPFjUG+ems7bW7rdF+ymGEkTMW0uzha4O9f7+NH+6IM58r10ajZoPDgUi9dHhu/Oz3KqaHcNF+pmMuMBgWf08Ij6wKsbHXxze0D/PRAlHRRpaTqnI/n+dvX+jkey/HX93SxsaNxui9ZzCCy9ltMq30Daf7mN2f49q5BYtlSPUg73Fb+twd6+MYnlnJrt1saL4ibQgFsZgNr21z8fx5eyN99bDGra318NR1SxQpPHxni3//qDL89Nowms2SiRkamYlpous7zJ0b4L6/2seNCsr7IyGRQuHeRh7+4s5PbFzThtBrZ3SdBKm4uk0GhxWXh0Q2trG5t4B/eGuDnh2JkSyqFisZbFxKMPFMmnCryhY2t2M0yLpnvJEzFTZcva/x4X4S/f6Of47FsvR1go83I729q5U+2VbvQyKZ5MZ0UwG42sKGjgf/rQwtZEXTwP94YYCBZpKzqHItm+c8vXiCcKvEnt3XQ7DRP9yWLaSRhKm6q4WyZb20f4Ildgwwki/Wybrvbyr+5vYPf29RKi8uCUVYYiRnCZFBobbDyx1s7aG2w8l9f7eNQOIOq6QwkC/z3N/oIp4r85d1dLGp2TPflimkiYSpumjPDOf7utT5+eiDGaL5cP29yddDFv7+ni4+vaqHBapKVumLGURRotJn4zNoAwQYr/+WVi7x0Oo6mw2iuwvf3hgmnS/yHe7rZ2uOe7ssV00DCVNwUOy4m+S8vX+SFU3FyJRWdahntvsUe/vqebu7o9ci8k5jxbGYDdy1qotll5u9f7+Mn+6MUVZ1sSePZEyMMZUr85V1dfGxVi+xHnWckTMUNpWo6vzo6xH97tY+3B9L13rpWo8Ij6wL8xZ1drGp1yvyomDUsxuqe1P/9A720Nlp5fEeIeL5CsaKxuz/F//bsWcKpIr+/uQ2nxTjdlytuEglTccPkSirffzvMN97o58xIvr7QyGM38dVb2/njre10emyy7UXMOiaDQrfHxl/d3UVro5W/e72PC/ECZVXn1HCe/+t3FwmnS/yb2zvl4PF5QsJU3BC5ksoTO0P8/Rv99CUuLTTq8dj48zs7+cKGID6nGYNMkIpZyqBUmzx8ZXMrrQ0W/u9X+3i7P4Wq6YTTRb65PUSxrPFXd3cTbJRAneskTMWUGx+kF0eL9Y3tt3Q28td3d/Hwch9Oiyw0ErOfArisJj6yqgV/g4X/9mofvz0+jKZDPFfmu3sGASRQ5wEJUzGlrhSkH1jq5T/c28O2Hjc2k8yPirnFZjKwracJ38Nm/C4zP9gboaTqjOYqEqjzhISpmDK5ksrjO0J8483Lg/Th5T7+07093NrtliPTxJxlNiosDzj563u6MRkNfG/3oATqPCJhKqbEWJD+/Zv99L0jSP/m3h62SJCKecBoUFjU7ODf3dkFIIE6j0i9TUxarqTy+M7qiPSyIF1WHZFKkIr5pBqodv7dnZ38/qZWLEYFnWpzh+/tCfPfXr1IJFWa7ssUU0zCVExKPUjfMUf68DIf/+k+Ke2K+WlshPqXd3VdFqjxXJnv7QnzXyVQ5xwp84oJkyAV4srGByrAP+0JU1L1eqAC/Hsp+c4ZEqZiQq4UpB9a7uM/ymIjIYArB+qoBOqcI2Vecd1KFY3v7h7kG28MvCtIZdWuEJe7Usl3LFD/++t9DGfL032ZYpIkTMV10XX4xeEYT+wc5OJo4V1BKouNhHi3qwXqD/ZG+N7uQQplbbovU0yChKm4Li+fifPEzkGORbMSpEJch/GB+uVNbfVAjaSLfG9PmJ8djFJ7SYlZSMJUXLPD4Qzf2hHizfNJKrVeu3f2NvFv7uiUIBXiGowF6tdv6+DTa/wogKbDqaEcT+wM8fzJkem+RDFBEqbimoSSRb61I8Qzx0coqdVy1HK/k69tbefuhR4JUiGukdGgsCLo5Ku3tnPvYg9QPapwV1+Kb+0IsW8gPc1XKCZCwlS8r3Sxwrd3hfjpgSjZkgpAoMHCH21t4yMrm7FKr10hrovJoLBtgZs/3trBmlYXAGVV54WTI3xz+wAXRwvTfIXiesldUFxVRdP5l70R/nlPhJFcdcWh02LkK5vb+Pz6IC6r7K4SYiIsRgMfXObjj7e20+62ApAra/zr4SG+tWOARL4yzVcoroeEqbiqp48M8e1dg/SNFtB1MCrwuXV+vryplRaXBSnuCjFxTquRz6zz89UtbTRYjQCM5sv8cG+Ef94zWJ9SETOfhKm4ojfPJXhiZ4jD4QxqfeVuM1+9tZ1enx2DJKkQk+ZzWPjSLa18cWMQk0FB12EgWeK7u8P868HYdF+euEYSpuI9nYxl+eaOEK+eTVBWq0G6pbuRr25tZ0NHI0ZJUiGmhKJAl8fGH2xp42OrmgHQdJ1j0SxP7Brk5dOj03yF4lpImIp3iaZLfGtHiF8fHaJYqZaZFvrsfO3Wdu5b7JWVu0JMMaNBYXVrA390azt39DYB1fUKb51P8s0dAxwJZ6b3AsX7ktUj4jIVTecn+yM8eTBGulhduetzmvmjW9v5xGo/drO8/xLiRjAbFe5a6GEoW2YoU+JELEdJ1XjuxAjdTTb+1wcW0GSXW/ZMJXdGcZlXzozyr4eHGEyV0AGbycCXN7XyhY1B3PJCFuKGspoMfHRFM3+8tYOAq9r8PlNUefroEE8dlvnTmUzCVNT1Jwr8dH+E3X2peqvAj61q4YsbW2ltlJW7QtwMLpuJR9b5+dItQcy1loPn4gWePBhjV19qui9PXIGEqQCqG8Z/diDKM8dH6vOka1pdPLLWz4qgE4MiUSrEzaBQbYryyTV+HljiBaodkl4/l+An+yLEc3LCzEwkYSoA+N3pOL84PEQ0UwKgwWrks+v83LfEi0lW7gpxUxkUhQ0dDXx2XYAFXhtQPUP4V8eG+ddDMXTpiD/jSJgKLsTz/PRAlLf7U9T61/PRlS18YrWfRpvMkwoxHSxGAw8t8/G5dYH6CTMXRwv8/FCM7ReS03154h0kTOe5UkXjpweiPHt8hFJtP+n69gY+s9bP4haHzJMKMY2anRY+sdrPQ8t8QLXc++a5BD/eF2GoVkUSM4OE6Tz3wqk4Tx0eYihbfWG6bSY+ty7AvYs8Ut4VYpoZFFjXXi33Lmq2A9X+vb85PsKTB6NompR7ZwoJ03ns7HC1vLsvlK6Xdz++uoWPr27BJeVdIWYEs1HhA0t9fH59EFvthKaBRJF/PTTEm+cT03txok7CdJ4q1sq7z58YqbcL3NTZyGfW+Fnos0t5V4gZxOsw84nVLTy8vFbu1XV2XEjy4/1RIuniNF+dAAnTeeu5EyM8dThWP1bNa6+Wd+9a6JG+u0LMMIoCq4IuHlkXYJnfAUC+ovHb48M8eSBW3xcupo+E6Tx0fiTPLw7FOBjOoOnVfW2fWN3CR1c146wdAyWEmFnMRoUHlnj53Pogjlpbz1CyxNNHh3nrvKzunW4SpvPQsydG3nEajJtPrw2wwCvlXSFmMo/dzMdXNfPhlZdOl9nVl+S3x4bJldRpvrr5TcJ0njkSzvDS6TihZHWepdFm5FNrWrijt0nKu0LMcIoCK4IuPrnaz5KW6urebFHltbOjvHY2Mb0XN89JmM4jqqbzzPER3jyXqB/2fe8iL/cu8uK0SHlXiNnAbFC4o7eJh5c1owA6cGAww7MnhknkK9N9efOWhOk88nZ/ipfPxOuLjvwuCw8t9bEq6JzmKxNCXI9gg4X7lnhZ1+4CoFDReO1sghdPjUzzlc1fEqbzRLGi8czxYXZevNQy8MGlXu5a5MFikqeBELOJQVHY2uPmQ8ub681VjseyPHd8hMGkbJWZDnIXnSfePJ/glTMJUsVqGajHa+PBpb56VxUhxOzitZu5Z5GHW7vdQPXkp9fPJ3jupIxOp4OE6TyQLlZ49vgIewdSjG1He2ipj7t6m6RloBCzlKLApi43H1ruw17bKnMhXuCFk3HODOem+ermHwnTeeCV06O8enaUXLl6TunKoJMHlnhpd1un+cqEEJPhshq5e6GHuxZ6AKhoOm+eT/DMsRE5pu0mkzCd44YyJZ49McLhcAYAowIPL/Nxu2yFEWLWU6g2wn94mY+mWj/tcKrE787EOVR7zYubQ8J0jnvxVJzXziXqx6tt7Gzk3sVemp2Wab4yIcRUsJkN3LnQw/1LvEC1kcP2C0meOT5CRU6VuWkkTOewvtECz58c4fRQdf7EalR4eJmPW7vdyKBUiLljRcDBQ8u8BBuqb5LjuTIvnxlld5+0GbxZJEznsBdPxXnrfLL+7nTbgibuWeTBLcerCTGnmI0G7uz18NDS6qkymg67+5I8d3yEsqpN89XNDxKmc1Q0XWL7hSQXRgsAuCxGHl7mY2NnI4qMSoWYcxb47Dy4zEuvr7rdLV1Q2dOf5uCgzJ3eDBKmc9SOi0n2h9KotVHp1h43W3vcOKRtoBBzksmgsKXLzX2Lqyt7deBgOC0HiN8kEqZzUL6ssf18ghOxLFB9kd2+oIk1bS45FUaIOazbY2Nrtxu/ywxANF1md1+Ki7UKlbhxJEznoH0DKfaF0uRr+0pXtzrZ2NGAyyJzpULMZUaDwto2F1t7ql2RNF3n4GCGt2R0esNJmM4xul5tHTh+nuS2nibWtjXIXKkQ88Ayv5Pbe5qw1XpunxnOs/1CklRBTpS5kSRM55hTQzne7k8Tr50M09lkZXNXI62Nsq9UiPnAbjGyvqOBDR0NAJRUjQOhNLv7UtN8ZXObhOkcs/1CggOD6frJMFu73axrb5BuR0LMEwqwptXF7Qua6p87Esny5vlEfUGimHoSpnPIcLbMzotJLsQvbYfZ1uNmSYtjmq9MCHEz+ZxmbulsrJ8KlSpW2DuQ5khEtsncKBKmc8iui0n2hzL1Jg23dDayvr0Bq5xXKsS8YlAU1rVdGp3qOhwczPDmOemIdKPIXXaOKFU03jqf4Fi0uh3GoMDtC9ysaXNN85UJIabDAq+drd1uvPbqKv7BVJFdfSlCcnj4DSFhOkccGEyzL5QmV1IBWO53srGjEbfNPM1XJoSYDiajwtp2F1tqh4erms7BwTTbLySm98LmKAnTOeKt80kODmYYW15w2wI369pdsh1GiHlsZcDJ7b1uzMbqjeDUUI63zifJ1t50i6kjYToHhJJF9ofSxDLV7TDBBgtbut10Ntmm+cqEENPJaTGxob2Rta3VbTKFisaRSIZD0q93ykmYzgFHIhlOD+fR9Oq4dHNXI2vbXLIdRoh5TlGq22S2LXDXP3d2OM/BwfQ0XtXcJGE6BxwOZzg3kgeqe8zWtrlY1CzbYYQQEGiwsCropKm2ECmULHI0kiVfllLvVJIwneWGs2VORHMMZ6sl3na3laUtThqt0odXCFHt17vQ52BFwAlAWdM5O5LnZCw3zVc2t0iYznLHo1nOjuTqJd6VQScLm+2y8EgIUdfrs7O69dI2uXMjeQ6FZd50KkmYznKHwxnO1kq8AKtbXSysHQ4shBBQrVitDDqxm6u3/IujBQ6HM5RVbZqvbO6QMJ3FMkWVY9Es4VQJgGanmWV+Jz6n7C0VQlxiNios8tlZ5q+upShWNM4M5+trLcTkSZjOYidiWc4M5+vtA1cEqiVeg9R4hRDv0Ouzs6pW6tWplnoPS6l3ykiYzmKHw9X50jGrpMQrhLiCbo+d1UEX5tqWufPxPIfDWXRdTpKZChKms1RJ1TgWydA/eumEmBUBB62N1mm+MiHETGQ1G1jU7GBh7SSZTEnl1FCO/oT06p0Ksn9iljo9lOP0SI6iWn1XuczvZJHPgWmyjRrUOOcPHeH4mSi5a33D6gyybPVKlnR5mRdHkOtlEn2H2fXyS7y66zBn+2Okijpml4+2BSvYeNf93Hv7ehY225CCu5gpFGChz86qoIsTsRy6DmdH8hwJZ+jySLe0yZIwnaWOhLOcHb60eGBVq5Pe5smXePXUWXb++p/5/i/3M3SNYWpovZ3f+zMP3Z1eLHM8PfR8mAPP/ZTv//BX7Dw9RKZQpFSuoOmgGM5z9sRh9rz+Is9t+QiPfeXzPLSxA8ccf0zE7LHAa2NNq5N/PVSdNz0fr26ReXhF83Rf2qwnYToLabrOkUiG87VDwC1GhVVBJ11T0ItXTY8yMhQlMjpK+lrD1JGhUFKZ84vsi2H2/eqfePzbP+et8wkKlcv/xrpaoaRWKBVyHP3dj/m2ZsBk/j0eXtssLzQxI7isJpa0OOny2Lg4WiCeq3BiKMdQpkSLa17UlW4YeY3PQn2jBU4P5+vHrS1udrCo2TElh4BrqRTpTJaCDkpDG4sX9dLV4rhqudLgW82iVjdze0NOkYHdL/DLX/ya7edGKahmPIs2cd9HP8ZD25YTsJUYOruXV379K17cfoxILsHZN5/nhWVLWbTgQ6xolOGpmH6KUl3VuzLo5OJoAU3XOT+S51g0y10SppMiYToLXYgXCKeK9ePWVgSd9E7JKl6dTCpNOpNDRcG1YBsf/6Pf5+Obgxiv8lWKwYLNYcc+h/NCix9h5+uv8OahKHlVoWnFA3zhj/6Iz9+3BK/DglHRWbRoKatWdBP45jf556f3M5S9yKF9hzh2xzaWbfTKaj8xI/R4bawKunjm+AgA4VSJ8/ECdy2c5gub5SRMZ6G+RIFoulT/eY/HRrBhKt5VqqRTKTLZPDoGmlqCtLZ30uJrnOcLaVQiRw+yb/8RwnkNpWEpWx/8IA/dswJ/g6n+2BhsTry9W9iyeQ+7dh9hqL/EUN95+gYGyW/w4pzfD6KYIbwOM90eGzaTgUJFI5Yp0VfbFSAmTt4sz0L9iSLRTDVMrUaFjiYbXsdUFFlV0uk02WweHRtNXi+NjVcv8c4LaoTTJ05w6myCCga8SzZwy4b19Daa3v3YGJ34A378PicKoKYSjCYSpOf8hLKYLYwGhUCDhXZ3dRtdulghlCzIgeGTJCPTWSZXUgklC6QKFQBa3VYCDZapObtUz5BKpcnkNDA04m1uwt0k77e0kT76LlwklFLB4KNn2VIWLfZfYeWyiZY1D/MH/68VPJwsgamBQM8C3Ferkwtxk/ldFjqbbJwdyaPpEE2X6U8U6+0GxfWTMJ1lQski0XSJWgdBupqmqsQLqCnSqQy5vA7mJrzeRtzO+R6mOoVomHAkRkIFxeGnvaONVt+VXzoWTysLG/0s0AEUDEaDlIDEjOJ3menyXGrwMlbqlTCdOAnTWead86WdTTb8U7UKr5ImlcmSLegYvF68TW4a5/2ISiM1OsroaAoVUDx+As3NNF+tqq4YMJoMV120JcR0CjRY6B63lS6WKdGfkHnTyZAwnWX6Rgv1+VKohmlgikamWiZFOp0hp4GpyYvP7caaDnH0wG7ePnSaUKKE0d6Ev2cZ6zauZ1mXD/ucTwyNZDJJMpVFA2yNbpoaGy5vxKBr1UqBYmAqqu1C3GiNNhPtTTYcZgO5sixCmgoSprNMf6JArDYytZsNdDRZabJPzT+jlkyRTmfJ6wYaPE7SJ1/kH375O17ce554rlw9nUYxYDRbcHh72PCBz/LYZx9kQ7d77j6R9AzpVJJ0tgwoOFwuHC4nFIY5s+81nn/md+w8dI5ouoLR4aFt4Qo23PkgD9yxnkUBh5R3xYxkUBT8LjPtbiunh/NkSiqDqSKpQoVG25x9Nd9Q8qjNItVVd0XStVV37Y1WAi7LlB25Vk6nSWWzFHUd5fzrPN2vkx0ZIl2svKu7USqZ5HffDxGKjvC1r36We5d55uaTSS9SKBYplgAULFYbptxFXvn+03z/py9xZDBNvlRC1QDFwIUzx9j35iu8uPEhPv+VR3l4Sw8NkqhiBgo0WOj22Dg9nEfXIZqulnpXBl3TfWmz0py8/81VA4ki0UyZsROTOj1TV+IFjUw6RTabR0MnNxwhp5hpaFvB7besZ2WPD0slxeDJA+zbd4yLwzmKmShHn/sxP2tpofnLH2VDYA72QNLLlEolymUdMGBmmL3PPkl41/PsC+coa+N6Luoq5WKOcjHP8dd/yuOFMqr+ZT6xtWtON7QQs5PfZbmsBWl13rQoYTpBEqazyLsXH1mnNExTqTTpbA4d0JVGltz/Ob78+5/izqUtOMxGFFTKxTShvb/iB9/5Ec++HSKXHWDP715m+9oVLHpoOXOua55eplIuU1EBdNKndrP9tEqm2Mzqhx/iIw/fydreZmyVUfqObOeFp5/htb1nGSmm6N/9LL/q7KGz43Pc3mWV/bpiRvG7LHSOOy0mmilxUeZNJ0zCdBbpHy0QG7f4qGtKR6Yl0qk02WwJHQPeNQ/wyUc+zUO3LKDBPK5O2dBI492f5dHUKCMjP+G1sxlyFw9x4PBJ7rh1KWs9c62mqaFpOpqmAzqp4RiGhsXc8+gf8IdfeJDlLU5sFiOKrtKzcAVr1y5nwbef4Ae/3kesOMSR7W+wa/N6VneuoUnSVMwgLquJdreVBquRdFFlKFOun48srp+E6SwyfmTqshhpb7TSYJ2qf0I7yz74df7PLY+Sq4DJ6aHZ58Flfmc4KhitXpZtvZWNb+3m4PlDjJainD11lr6BNGs87jk2AtPRdb1eWtc0Ex3r7+S+B+5lTbsb89hfVjFhsTfQvOROPvjQOc6cPs+vD41SCJ3g6NGTnLtzFRu8c+2NhpjNDEp13rTDbeV4LEeurDKYLjGar+CZokWN84m8umeJdLFCNF0iV64tPqqVeKduK4aCzd1M+4JFLF68iAVtzTTajFcIRgWrv5feBZ0EnQpQZjgSZmh4lLnXkExBUaqnbQBgDrJw+XKWLPJeCtLxv9vooH3VKlYuX4DHAJSHCPX1E47IO34x8/hdlvrB4LoOQ5kSoaQ8VydCwnSWSOQrpIpqfYQUcFnwTEk/3nEUBaX+431+r6WZ5mYvntpS1VIyQSKVIneNZ6DOHgYMhkv7RxVXCwF/Cy1XOfHb7Gujrb2VZhtAmfjQEKMjiZtxsUJcF4/dTGBc05d0UWU0V5nGK5q9JExniWS+QrZ4adzntptwWaazY4INh8OJvda1QS8WKJZKlOdamComTGYzJlM1PBWbA6fDjv1qrxxTAw0Njbhqv6mQz1HI52/CxQpxfVxWA+5xJd1sSSWRlzCdCAnTWSJZqJAZd6qD2zrdYapgNBoxGGpPIUWBOTZbCoBiw2a1Ya11tVeMRgxG4/uU102YTCZMRgAdTVPRNTk2Rsw8TosRt+3yME0WJEwnQsJ0lkgW3j0ydVqnM0x1KpUKlUrtmkxmzCYTprmWp4oDh8OB3Vb9i+m6Vv1x1S9SUdVKtZEDChaLDbNlqlZdCzF1nBbju0amEqYTI0u2rkBLhThz9iKheKF641QcBBctorujmes/SEUnHT7DuQsDjNQmFRVHCwsW9tDpb7imhujJQuWy8wYbbSacUzgyVQd28K8/e4rn94YoKU2sfOgRPvmRO1jivsJfVs9Uzz7NV6/J5Gqg0emYe80JFCtNTU00ue0oAxkoFsgXihQ0rnysmpYll8tWT99BweZwYrPPxdM4dPLD/Vw4d55w+tqXnikGA2arHWdTM4FgKy0ex3su5hI3nslooMFqqh8Uni2qJKXMOyESpu9JI374BX74+I954egoOqA0ruMzf/4nPNbejPN6v52e4MTLP+KJHzzDoeFquc+x6hP86Z/8Hp3+hmv6FqmCenmZ1za1ZV69OEr47DH27z5JTvHC0ju5t6CD+wpfUIoRiw4TT1Y7AzV6m2lqapqDTygTvmYfPk8jBjKo6QSjiSSpCgSu8PDrmTgjQ3ESBR2w4fMH8DZf6YGcxfQ8F/f8hu8+/n3e6L++ddyKYkAxGjFbXXjbFrFq853cd/+d3LK8DdfcexLNWArV0WmjzUQhU5KR6STI0/Y9FRnsu8CF8xcZGq7u67R4HDS6GmiYSH6VwvSfv8D5CzGGCwBGum0NOFzua66zJ/OXRqZWo0KD1YjZNHVVeoPTgcNmxqRWqGhJhmNxEskSesD+njOhhf4znDl/kUhBB6WBtq5OWoNNc3DeQMHR1k5bWxC3YZB4KUL/xQFCkTKLu99rNbVOpv8iFy/2M6IC5hbaOoK0zsVWi9ow0dB5zp6NMZya6MozhUiojzNHdvLKM79ky4c/z2OfeZB1be/9vBNTz2kx4LYZiWWgWNFIFyuUVQ2zce69mm8kebTeSyXKQCjK8Gi59gkD3vZOAr5mrFf9wvemxkIMRoaJjzUvMjTR1tFKS/O13zDGl3kbbdX50qm82Rg8QQL+ZjxWBSgROnmMs+f7yL7XPbIyzOGdu9l3+CJZHRRnN4uXdNM1FwMDMDYvZOHiXrqaDKCnOXdgLwcPn+Y986MS5dj+/Rw6NkgJsHUuZcWypSxomHvRoCWHiEUiDL3nk+Ra6aiVIvn0KNGze3n+n77B33/rSbZfzL3PvLSYKuMXIelU501Txbm3Y/xGk5Hpe9CSIQbDw8THNk0qTlo72mhudk3g3YdOejDE4NAwmbEFndYgbe0t+DzXNsytaDrpYoVCpfoNpnq+FABLD8uXL2Vh507OncqQP/8Wv/3lQrpaPdy/2o91LAvUJGde/TlPPvUSB8NFdIwEVt/ChlUraJura2zMAVauWcvqZds5un2Q3MXt/PbJNoLNjXx4c8elOXQ1xbnXf8Mvf/UyB4fK6AYPS9bfwrq1vTjnXpZSHooRDceIj913zT5616xl7cpOrvTeQdc1ysUcuXSSeGyAC+f6iMRzVABdq1BIXGTPM7/E39pO25fuZcFV9vOKqfHuRUgayXwF31TvY5/jJEzfQ2kwRDg2TGrsJmEK0t4ZoNk3kSdXmfDAILGhRL07kLGlnQ5/M83X+O3ShQqZklZv2DDV86UAKFa6N9/OrZve5kjfbgYLCc68+s/83317eXHjelYsaMamJgkd38/bew9xOjRKTtUx+VZzx313snllyxxeRGLCu/oO7rr7IIdPP82BoTQXdz7J3w8e5rWNG1m9uBUnacInD7B3zwFOhuLkVSPulbdz3wN3s7HDNgdLlirxWJRIJEa9fuNdyKYPPsbXPrX+6gce6BqapqFWSqQjJ9j+qx/z06df5/hwCXSV4sgxdr7xOus3rKF7c4uUz24w2R4zNSRM36VCLBQiOjJKvSrra6Mz6MM3sRovoVCEoXqNV8Hd2k6wxXfNK1/fc1vMlO8xVbD41/HQpx8hHEvw81dPMppPMHhiFyPnD/K6xYhB1yiXChSL1YPCDc5ubvvEZ/nUQ5vpvP4lzrOKwd7Blg8/Qiw6TOrJNziXSjN0dj+vDRxnp8WEgfGPjYKz5zY+9uijfOz2Xhrm3H4hQM8Qi0WIxDK1s24VnP42Ont6afU0ca1vO5ubmwkEmnBYDDz+gxc5k9FBKxI7d5qTp84xeksLvrn91Jp2Tus7wlRW9E6IhOk7aWkGQ2GGR7K1ORsFZ2snbS3NEzrkWc8MMhiOEb9U48Xf0UFL87Ufpp0sqGRLl57cjTbjDQhTwGCjedVDfOWvvHT0/Jif/WY7J8MZCrkyhdy436dYcPes54HPfonPf/QOlrc65t7+0ndSjNiDa/nQH/4VntYOfvjTZ3n77AiFfIbiuOZGitlNz+aHeOT3HuXDty8j6DLNwVEpUBlhKBYhOjL2vDTj87cSDPqvOUgBFKMFZ2AVW7beyt7db3NubxwNqMSHiEaiDFXAN1enD2YIGZlODQnTd6qECQ3GGE7Wa7wEOjrxN/uu6yYxphwOMRgdZrRe422mrcNP83XcIVLv2GPqtplw3aCGDQazg+bF2/jEn63k9k+c49SRQxw7fZHISIZCxYDd20rP8rWsX7OchZ0tNDpsTOGi4pnNYMEZWMadn/srVt/9SU4dPcSho2cZGEpRNthoDPSwbM161q5aTEdzIw6b6aaXKEsVjYODGV4/lyCULKDr4HOaubXbzZZuNw1T9LzRRmNEwxFiYz3RDU34gwGCwQmUbxQLzcFW2lt9mIhXK0KVPLlsjlxRB8ucfDsyYzjNEqZTQcL0HdTYAKHoMKP1Gq+Xts4Azc0TqvEyNBAiMhSnNLaWqbGVjtZmfNexIqUappfa0TXaTDjMN677kWK04HC30NXgoXXBKm4tlamo1TlbxWjCbLVhs5oxTd2RNbOHwYTV1USgdw2+jqWsv7tUfWxQMJjMWK02rBbTFJ7mc21ShQqvnR3lB3sj7OlPkcxXqGg6OmBSFBwWA6uCLj67LsDDK3wEGybyfB6jkx+KEg1HSdWeloqjhUBrK8ErNfl4HyaLFZvVhhmqYaorGK7lwAUxaU6LkcbxC5DKKikJ0+smYXoZnUxokEgsTrZ+k2ijo70F34RqvFkGQ4MMjaQZi0KLv532lma81/HIFysaJfVSmNpNBqw3oa6qGExY7CYs9hv+R806isGI2ebAbJv+zkaj+TJP7BzkW9tDDKaLFMvvbneYKMBwdpQDgxkOhTP8+Z2dLPBO9B9WZSQaIxIdZuyWa/L5aW0N4p/gHUUtFikUCvV1Cpht2J0OHFZJ0xvNZFSwmQyYDAoVTaes6hQrsjHpekmYXqZMJBQiNnLpXE5ToLry1juxGi+DoRjD9b0DBnztHfhbmq+rZKzqOtq457bRoGCUt+yCapA+viPE/3hzgHCqeNnz5J1Kqk4sU+Kf9oTRdJ1/d1fXxAJVS9YWH+VroW3A7Q8SCAaxTehpWSEWDTMwGKuHs9HTgj8QuGKXKTG1DEr1nlKheq9Rr/ZEEu9pvsx2XRt1mFAoynC8VL9JeDs6CTT7sE3o2w0Qig4Rr9d4Gwh2tNHsu779qpoGun7pyW00KBjmY4lVXEbX4enDQzy+c/B9g3S8ZKHCD96O8KO9EXKlCWzOLw0xFA0TG1sIoNhpDrYSnGAHLD19lmOH9nPwTLr2ujPR3NPLwkW9E1r0J66fwVD9AdV7japLmF4veaqOo+cGCYWHiKfrNV5aO9ppaW6cULOGXG2/6ti3w+ynvb2Fluup8VIdmarjntsylyQA+hMFtl9IcnG0cM1BOiZRqPDmhSSHw5nr/nPV4RixcIShsZqs0Ys/GCQ4gQ5YeiHKoZd+zVO/eoNztRXviqOLles2sn6F95oOgRCTNzYyBdA0HU1GptdNyrzjVGorbxOXary0d/on2KyhQjg0SGzoUsnY4GunI9h83ftVVV1/x8gUjBKm897egRS7+1MTLsnt7U+x62KKTV2NGK753ZlOZihGJByrt5o0uP0Eg0GC13NkkJpn+Nw+Xn7qZ/zimTc4MpCsHiyv2OnceBf33n87S2RYetMYlOp9BUCDy968i2sjYVqnEQ+FiA7HKYzdJLztdAaa8U2sxktoIMJQvDhuv2oHrc3NuK7zHqFpXDby+H/eHOAn+6I3fcWofvn/3DSpgspwrlz/+RM7Qjx1KHYdATD36FT3Hw9lS+/7e69kJFfmaDRLJFWizX2t7/DKDMdihKPx+vymoqfoP/gqv/j28avvN9ZUKqU86XiMgfNnOX+xn8hwkkyuSFnTATO+lffx8c9/hg+s8cmOmJvIoFB/PWmalHknQsJ0jJ6vrbxN1Tu6OGrNGhonspA3F2JwMMbw2N4BTATaOya0X7W6AOnSk3soW2Y4W77KV8w941/aw7kKIzlZuj/Z252mV+dPU8UKbdd6hIM2SiwWJjJUrH9KTVxg30thjr72fkVZHXQdTa1QLpUpVyr1N4mKpYnuWx7m0a88xkdvW0yTRUalN5NBUS6FqY6UeSdAwnSMGiEUijFyqbsC/o4O/C3eCTVrqIRDDMbGlYwNXlo7/BPcr/pu8/2pPt///lNFvc75MT0XYygSYSh1aasWWplirkzxyl92FSaaejfz4COP8ZmHNrO41Y3TOke7Rs1w87jQMyUkTGu0eIjByBDxeo3XR3tnEN/EaryMhAaIxEbqJWPFEaS9rQXfBIa5BoXLbi7BBgstLvPNL3PqOtpgFn04D3YTSrMd5SacLJEoVYjlKxRqEzl+l5mAyzKvVzTrOkTSJWKZiZd5AWwmA9braGGlDlc7Hw1PWWFAJTsSJTqcpmJxSpBOk/GjUWVcyVdcOwlTAHQKgwMMxkYY6yKoOIJ0dLTQ7J7AekI9z+BAmFi9ZAxGfzvtE9yvOr4EA/DohiBfvbXtxvTnvRpNJ/9/7qT4q3OY7uzE9shyTBsCN/yPffrIEN94s5/Tw9UmuJ9ZG+DPbu+4+X//GeZnB6L83ev9hJITGxPaTAYW+GzXMV+qkYjFiESGxq0rWME9H/k4H717Ma4rHrumo6tlSoUM8chFTu7dwY49hzk3XEBHp5y+yO7fPEkg6Mf/xbvpnprijbgO+rgdA9X7zfRez2wkYQqASnRgkOjw6KVN44EOOq6zU1FdJUxoMHpZswZvWwfB5uYJ7Vc1vuPJ3WA10tZopdF2c//5dFUjDxTSZcwVDbvTgskzkb/R9fE5L29d2Ggz0u620mCd30/fexd7az14JxamK4NObul0Y7vW1pR6keFYlEh0bIW6gs3fw4pNd3DPbQuvcgSfjq5XzzJVKyVKH/kw9z77L3z3u0/yVl8eXauQjx3n4L6DHLtrK92LJU1vNk2nvi6jurJX0vR6ySw/gDZKKBRmOH6po4u3rZNgs29CHV3U4QEGBocYuVTjJdjZQUuLe0L75gyGy0emqqZf975CMfcs9zvZ3Nk4obNtFeCWzkY2dzVce1lVG6l2Phqqn2CKN9BKW3s7dosZs/lKPyxYLBasVhsOZyNNgYVsvu9e7t62Au/YHUgrEB+OMTR0qfWmuHk0Xa9vsXpnJUxcGwlTgEqMcHSY+Nhp4IoNf1s7Pt9Ewk8n09/HQGSo3gQcSytdPa0EWiY2v2hUQBn35B7/LlLMXzazgU+s9vOxlS2Yr3Pj8d0LPXx2XQC/69pPL9LSMWLhMEOXNpjSEmwlEHRc5zynAVugi64F3eP2pmqUi0WKxaIsLpsG1XtK9WNl3J5Tce3md52sRksMMxJPkRl7w6148AebaGqawMOj57h49jyh8MilkrG/mwXtAQITrF5Vu5Nc+nm1icPEvpe4DmqZQj5LNldEM1pxOJ3YreYZNZ+0xO/g39/ThY7Ok4dilK9ht/3dCz38p/u62dbjvq4RSGUoRiwcpT57YfVVj13zTqDeYnLhdDXgsiuMdX/Q39GcRNw841sIysh0YiRMAS2bIZvPUxx7HRtcNLid2K+no0uNnjvLiVPn6IvVe60RWLSUBR0dOCf4bs9sVC6bwyirem2Tu5hKenGU/hP72PnWLvYdPsH5/gjxTIGKqqNjwGA0YWvwEexcwOIV69i0bRsbV3TisU3f23iTQWFVq4u/ub+HLo+Nn+yPcmG08J6/t8Vp5uHlzfzBljY2dzVe1ypeUIlHo4QjsfrJLkZPgGCwlcCEDu9WMBgN9X6woGA0mTCZZDXvzabrUNYulXlNBuW6Kx1CwrRKAeWyl3C1kfz1vznTiB/ex8FjZ4iMJbOxlaUrl9DT3TjhPqMuqxH7uE3sqUJlYg3KxXurJLjw9ks89dOn+N3eM0QTOQrFIqVy5V2t+hTDRc6fOsLeN1/kVz/xs2D9vXz8s5/mgc29eCYUKpNnMigs8zv5D/f28Ln1AV45M8rLp0cJJYvouo7PaWFbj5sPLPOyuNmB227Ccr11PD1HLBYlEkvXm5q4WgIEg36u42jecd+vQqVcpjxui43JbMZimaYHcR7Ll1XShUsNNOxmA64pOkR+PpEwBQwNjTQ47dgVyOiAFmcomiCZ1KD52m86evYMO9/cyYETQ/XDwK3dq1m7YjE9jRN/cjbaTJdtA0kWKmQlTKeElj7Pjqd+wPd+9Ax7L8TJFstXXdylayrlYp5yMU82nWR0OMT5E4c5+vmv8Ngn7mCxZ3peUiaDgsduotHmotfn4HPrg7VDy6u/ZjcbcVmNEz/QvTLMUCxMdHjseWfGFwgSCLRM7CailygWCxRLlx5ss8WC2WKRkelNli2pJAuX7idOixH3Td4pMBfIIwYYGjtob23B61QYSuugjXB0x26O3Laepbd147iWV7eW4uTLv+aZ3+3hXKr2dtvgYeW2rWxYvYCGSbzRc9tMl63YTBUqZIsSppOl5/vZ+Yt/4vHv/pI9A2lKlx3NY8Hh9tLib8HbaMekFUiNxIjGRkjlytXRma5RKWQYPrubp79bRlcMfOWRO+mZ0FBtahgVhQarkYYpHlloiep86VB9g6mnelJMcIIjSb1IsVigUA9TA2aLDatVwvRmq4bppRKBhOnEyCMGYGpn1epl9Hbu5vSxBBoqiWPP8aPvNmAzP8YHNnbSeLVHqjjMsRd+yBPf+QVvnhmtnn6BgnPhVu667RZWtNomdYNwv8fINCMj08nR81zc8Sy/evo53u5PUaqtvDa62lix9QE+/NEH2bK8E4/DhMloqPWULZEb6ef47pf57W9eZOfRftJl0LUSmcH9vPD0b+nu7uTz9/Re2xuwWUOnMBQjGomSGDud0NVCIBgkMMGTXfRykWKhyKWnsQmLxYJFevLedNmSRjL/zjC98Z3N5hoJUwDFQvuWe7h9836OXXyTi1kdvZTg3PYf83f9B3j9tru5+65tbFy1iDafk+rrXaM4GuLUwR28+txzvLx9P2fCKfLl2oq4xuXc+7GPcN+tC3FP8lF+d5iqUuadJG3kKLvfeJOdx4Yp1gLCGtzAw1/4Co99fBsLW1w43mPlrh5spb13Jes3b+bX3/8OP37mbUI5HbQS8eM72L5jMxvW9rDeN5dCQWOk1vlo7JZr8laPXZvgbi8oFikVCpcW/SkmTGYTZrmH33TvHpkacNtlzvR6SZjWGJtW8OAjnyUci/OT3x1juKijFtIMnd3Py4Mn2fXMD7DbHThdTpw2M1QKZNNp0pkM2UyGXKFEZWxfqbWNTR/7LJ/+0DYWNU2+bGU1GWiwGjEbFcqqTiovc6aTozJ8+iiHj50kUqj9o9m6ufXDn+Gzj9zLSr/9ikeJKUYzNlcTbSvu4tNfzJBKJvjxS6dJ66AVI5w4epSTZ+9ira9l7mzi1lLVZg2xXL2pSZM/SCAYmFBHLwCtVKZULHHpFq6hqhqqPK1vukzx8jB1SJl3QuQRG6NYaFpyL1/6Cwdu9xP88Jm3uZgso2tlitkkxWwSUFDGuhHpOpquvWu/p9mzmDs//RW+/PkPsL6r4ernO17rpSmXFiEl8hUp806WniF08SL9obEzORVcvWu5ZdMtrGi5cpCOp5hs+Jbfxratb7Pv4DnejqlAhZGBi/T3D5Ld1ELDXCn1locYioaJjm0wVew0B4IEg+4Jv2FQDLUV82Of0IskhocYjiXRFvrmzhuRWUDmTKeGPGLjKCY7noXb+MxfdbP6thf5zVO/5nd7ThNNlWrbAXR0Tee9YszoCLB40/187JGPc9+tK+hosmOZwr1a7nFhmi2rZIsqqqZLD82J0JLE46Mkkpd6J3uCHbQGg9iv4y6uWJrpXbiQnnY3+2JxNEAdjTMcj5NQoWGOvLrUkSixcIR6F0GjD3+wlYB/4jVZg7OBBncjLiMMaQAqw4df5aXnV7C09xE2BaTMeLNkS2p9ztRkqC5gs19rv2ZRN0de7lNHMVpxNfew7v4vsHDzwzw6cIZjBw9y9MQZLgzEGEmkyRcr6EYrjsYmmls76V2yhvUbV7NkQTstTQ04rKYp75IzfnuMXjvUOVdW532z9wnRq23riuNOL9Nr/3d9THg9HryeBhTi1e9TyJHN58nPoZ4aBv8tfPwvv8FdXy3W3lSacbib8Exm1bJ9EXd/+T+z7hP/iUu7YwxYXU14PHIjv5nGj0ydFgONNpOcbToBcid+TwZMNhcemxO3L0DX0o3cXSxRLleqe/d0HRQFxWDEZDJjsdqw2a1YTMYbtqzfbb98EVKqUCFTlDCdmGrjdYsZqidaq4xcPE9fXz/ZNSuueJTYe36n3jv4zF92suWL2WoUKw6aexbQNofyQDHZaWy209g8ld/UgrPJj7NpCr+nuG6arpMtXVrQ6LQYcdvlnjIR8qhdlYLBaMHmtGBzTu+VuG3Gy/aayoreSTA2E2xtxd9s4WimenxZoW8XLz6zhIU9fh5c1YzlGgPV4Gyma5mHjqWXPqcYjNIoXMwKuZJGclz3I5kvnTh5yc8SbpsJp1W6IE0JxUHP0qUsW9zBWPtlvZzgzKs/5H/+f/8r333uEOFM5erfo/69DBhNlx85ZjIapPGAmBXGz5eChOlkyKM2S7xXS8GMdEGaIAXnoq3cfuc+9h8PsXOgAOhU8nHO7/k1T5zdy8urt3D3Qx/kgTvW0et3TrivshAzmazknTryqM0STfbLWwrGs2VShWscPYl3UawtrP3gZ/n8UJz0D1/g6EgZ0FFLOZLRcxwaHeTMvpd5unMp629/gIceuosNS9toNMuYU8wdqUKFeK5c/7nTaqRJ5kwnRB61WcJjN9PsNNcbNwwki8Sy5ff/QnEFBmy+pdz7pX+Ds8nD9/7lN+w+l6AM1Z67xRypYo50YoTBswd54zc/YtHa27jvwx/i3i3LaW80SylXzHpD2TL9iWL9516HmWDjBA9enuckTGcJo0Gho8lKs8NMOF1iJFsmnCpSqGjYrutcSlGnmLD7FrH1kT+na9UtvPDUz/nli3s5N5xnrJmVrpbIp0vkMynikYsc3fkiT6/ayoOf+jQfumM1HXNlM6mYl6LpEn2182/NRoWgy0LAJcfgTYTcCWaRziYb/gYL4XQJVdcZSBQZzpToaJpoUzeBYsTq8tGz/kG+sGgT937iIDtfeobfvrCdo31xCpdSlXIhQ6KQJT0a5eLx/ey+/zN88Qsf5balPqSlrJhtihWNSKrIcK3C5XOY6WiyycHgEyRhOot0Ndkue9fYP1ogmpYwnTwFg9lOg9eGc4OP9iWbuO+T5zmy5zVeeu4ldhw8RzRTrrV0qM6rJsKn2PGLbzI0HCf51S/w0LogVrkHiVlkuFbiVWs9Uf0uC10euZdMlITpLNLpqY5Mx/QlCkQzpat8hbg+CgaTFWdTrbtV5xJueeBThE68zevPPM0zr+7nTCxXO8tUpZQZ4tQrT/LDxibc7s9xV69T5lHFrBFLl+hLFOo/97ssdMkb8wmTMJ1FWpxmWhssWI0KRVWnP1EkmpYwvREUgwmr043V2UiTN8iC1Vu598Nv8Osf/ohfvX6MaF6jup1miCOvvMRrq1ewtGsrrfKKErNENFPi4ui4MG0w0+WRxUcTJS/9WcRoUOhsstHsshBKFhnNVwinSuRKKg7Lzd0JqZ6IU3rmHNpI/ob/WZVIBjLTtXJZwWix0+BrZ+mtHyPY0UHQ/zjf/8V2LmY1QKM0fJKjR05y9q5NtHbIS0rMDrHMpZGpxajQ2mDFL4uPJkxe+bNMp8eGvxammq7TnygwlC3TfZPDVAtlKP7DAUrfPXzD/6xSVwPaCi+4J/hC1xOcePVZnn9hF+czGmCgcfEdfPDhB7h1UeM1lmYVjBYH3p4tfPTTMaKDEf7l5TPkdEBNER0ME41l0DuapNQrZrx8WSWcKjKaq+5Vb3Za6GyyySlUkyBhOst0NVkJvHPeNF2i+2YvHKho6KOF6z5nZSL0RguXTl6fAC3F4Ml9vPniCxzP6ICBtkInG++awPcyWGhauo41a5bRtessJzI6oJPLZsnm8mg0SbckMeMNZcr0jVbfkAP4XWY6m6TEOxkSprPMO1f09o0WiKaLV/mKqaMYDVj/aA3mB7tvyp83xhbOYDifgIk2qdBVyuUihXyBQqEaptlcjmKpukL3et+LK5YGGhsbcNkUyFRvRgajAYNBevKK2WF8iRfA3yAreSdLwnSW8TrNtDZasJsN5Msa/Td5Ra9xsQdjb9NN+/MAjAdjKLHsxMPUYMdht2OzKpDVAY1EOMRgJEpO913XkWsAaFmyuSy5wti4XMHpaqDB5ZKTI8SsEMtcatYAsi1mKkiYzjIGpboIqcVppi9RJF1UGUyWyBRVXNabUGA0GrjZdUzFpDCp04oNTbS0tNDstUC8egMpDRzh4MEjnLp1CRtaru9lUOw7zelTZxnI6fXv728N0OKXm5GYHWKZMv21kanNZKC10YLPKa1HJkPeSM9CXeP2m2o69CcKxGS/6VVY6Vi4kN7uVsbiTi9F2Pfir3nmpb2E8tc+86vnLrDzdy/x6s4zpGvTuAbPAhYv6mWBT2ZLxcyXLakMJgv102KanWa6mmwYJ/OGVUiYzkbdHhvBhkuLBU7EcpftFxPvpOBcuI71G9awyDP2lFfJDuzhl4//d/7HPz/P0WiOqy9xUslFDvLMd77BP/7geY4MFWuLr+x0rr2FDetX0CJv7MUs0J8ocCKWqx8IHpD50ikhZd5ZaKHPTrfHhsmgUNF0jkWznBvJc/dCz6SqoXOZYutk0/0Pcs/R0ww8f4yECqhFkn37eOZbfRx+dR2bb9vGxjVLWdDZTlugCZuWJxGLMNh/lhMHdrF9+x4OnRxgOJ2nrAEoOLo3c98H7mfbsiZ5MYlZ4fxInsPhTP3nXR4by/3OabyiuUFe/7OQ3WJkRcBJm9tK32iBRL7M8WiWWKZ02bYZMY5iorH3Tj75WJxE+js8tf0CGbV6KkxuNMyZvXEGju/kWZsVq8WM2WRCQUOtlCmXShTzObK5PKWKVhuRKtiCG/jg5x/j0w+spsUqRR4x85VVnbMjeU4O5QBwmI0sbnbQ45WR6WRJmM5CCrC61cVCr52+0QKaDkciGc7H8xKmV6GYXbRt/Bh/+JdNtAS+z89fOEBfqnYoeLlANlkgm7yGb2R0EFx5Fx//4hf55H3r6fJYZL5EzAoDyQJHIlkK1dIKXR4rq4JOzEZ5Bk+WhOkstSropNdn59Wzo+jAkUiWsyN5bu12T/elzWhGawOtq+7jsX+/mPW3vcyzv3qG1/adIpwsvc+caXV/aaB3Lbd/8KN86P5trFnQgstuQU6sErPFuZE8h8KZerOVXq+dNW2uab2muULCdJZy280sDzjxN1iIpktE0iVOxHKM5it47PLPejUGs53GwCJueaiNpdse5tH+s5w8coRjJ85wIRQlnsyQK1TQjRbsLjfeQBvdvUtZsWYVyxZ1EfC6aXDasUiKillE03XODuc5FqnOl5qNCgub7SxpcUzzlc0NctedpQwKrG510uu1E02XUDWdo+EMF+J5PO0N0315M59ixGxvwGt30eRrpWf5LdxVKFIqV1A1DU3TQVFQDEZMJjNmixWb3YbVbELal4rZKJIqcTyaJVVUAehwW1kZdGE3y5auqSBhOoutanWx0Gdnx8XqRN/hSIazI3nWS5heBwWDyYLNZMEmCxrFHHYuXivx1mq8C7x21rRKiXeqyKzzLBZwWVjqd9TLuhfiBU4P5ciV1Gm+MiHETHNuJM+RWonXoFS32K0MyjvIqSJhOosZDQqrWl0s8NoBqGg6R8IZLkgDByHEOMPZEidiWYaz1a5HwQYrK4JOGqxSnJwqEqaz3Oraqt4xhyMZzt2EA7uFELPHhXiBI+Fs/ci1BV4bq1td0uRlCkmYznLd3upqPGftcPDTQ3lOD+UoqZM4/1MIMaeMbYkZ0+uT+dKpJmE6y5kMCiuDzvrh4IWKxtFIhn4p9QohgHShwsmhHKFk9dxjn8PMMr9TTomZYhKmc8Dq2qreMbv6UhyNZqfxioQQM8WJoRy7Lqao1DrbL/BVS7wGqfFOKQnTOWBJi4OVQWe91HtqKMfe/jSj+co0X5kQYjqpms6hwTQ7a9vnFGBpi4ONnbJ9bqpJmM4BVpOBrT1ulvmrnUxKqs5bFxIcjWTe5yuFEHPZ+Xie7ReSjObLAHQ02djc5Sbgkh7eU03CdI7Y1u1mXZur3id2T3+K/aG0LEQSYh47FM7wxrlE/ezSVUEnd/Y2YZQ2XlNOwnSO8DrN3Nrtpqe25zRdVNl+PsnpIdkmI8R8FMuU2NOX4ny8uhjRbTNxS2cDKwLSqOFGkDCdIwyKwh29nvoJELoOb11IcnAwPc1XJoSYDkcjWd44n6gvPFoRcHL7giYsJrnt3wjyqM4hvT47mzobaa4teR9MFdnVl2KgtiReCDE/5Msq+0Np9g9U30ybjQrr2lxs6ZIjGm8UCdM5xGxUuH2Bm1W1fpuqpvPmuQSHZXQqxLxyMpbjrfMJcrVDwBf67GztcdNok/aBN4qE6RyzoaORDe2N2GulnKORLHsH0qSLsk1GiPlA03UODmZ460Ky/rk1rS7u6PVI+8AbSMJ0jnFYjGxb4GZpbZtMUdV463ySoxFp4iDEfNA3WmDnxSRDmep2mNZGC1u63HQ2Waf5yuY2CdM5RgG29bhZ29ZQfxe6qy/JgVCaiqpP67UJIW68w+HqwqOxpvargi5u73XLdpgbTMJ0Dgo0WLi1u7HerzdRqLDjQpKzI7lpvjIhxI0Uz5XZ05/i1FD1te6yGNnQ0cCaVul4dKNJmM5BBkXh9gVN9VMhdB1eO5dg70AaXZfRqRBz1cHBDK+ciVOuVaGWBZzc3tOEzSy3+htNHuE5aonfwS0djXjs1dV7A8kiL5yM19+xCiHmlpFsmVfPjPJ2f3X1vslQ3Q6ztUe2w9wMEqZzlMVo4IGlXjZ2NgLVbTLPnxzhzfNJmTsVYg7a3Z/iN8eGKVSq22GW+53ct9iLxyFHrd0MEqZz2Pr2Bu5d5MFfa2ody5R59sQIR6QBvhBzymCyyEun4hyprdq3mgzc3uvmgSVeZN3RzSFhOodZTQY+vKKZLd3V0amm67x8Os7r5xLky+o0X50QYiroOuy8mOQ3x4brB1usaXXx8PJmvDIqvWkkTOe4ZX4nDyz20tV0aWXvM8eH2R+S0akQc8G5eJ7nT8Y5N1I91MJlMXJnbxN39TZJk4abSMJ0jjMbFT60opmtPW4Upfou9s3zSV49M0qqIF2RhJjNVE1nx4UEz54Yrje039DRwIdXNOOS1oE3lYTpPNDlsfGBpV4WN1e7ImVLKs8cH2ZPf2qar0wIMRknYjmePTHCYLIEgNdh5p5FHrZ0NyKD0ptLwnQeMBkUHlrm4/YFbky11Qh7B9K8fHqUoUxpmq9OCDERpYrGm+cTvHgyjlrbP765s5GPrGjGbjZO89XNPxKm80SgwcJDy3ysrJ0oU6ho/ObYMLv6ZHQqxGx0KJzhmePDjOSqPXjbGq3ct8TD6lqzFnFzSZjOEwZF4b7FXu5Y0IStdqLMiViWF0/F6U8UpvnqhBDXI1tSef1sglfPjKLp1Z7cW7qro1I5/Ht6yKM+j3jsZh5e7mNde/Wda0nVeeb4MDsuJJEug0LMHvsH0vz2+DDpYnWL2wKfnQeXellYWxchbj4J03lEUeCO3ibuXuihwVqdU7kQL/DLI0PSyEGIWSKSKvLb48PsuJhEB4wKbO1u5OFlzfU1EeLmkzCdZ1xWEx9a0cymWpvBiqbz7PERfnNsmERetsoIMZOVVZ0XT8X5yYEo+XK1QcNSv5OHljXT7pbzSqeThOk8dEtnIx9e0UxH7cWXLFT44b4Ir5yJy6kyQsxgb/en+NG+KP2JIlBt0PDAEi8fXOaT80qnmYTpPGQzGfj0Wj8PLvViMSrowKmhHD89EONQODvdlyeEeA+DySJPHRni9XOjqLUGDbcvaOKxjUFpGzgDSJjOU+1uK49uCHJrd/V4prKq8+yJEX59dIh4bam9EGJmKKkaL5wa4af7o+Tq5V0Hn1nnZ02bS9oGzgASpvOUQVHY1tPEJ1f76317U4UKP9oX5eXTo2ialHuFmCl296X40d4ooWS1vNtgNfKhZT4+trIFi1Fu4zOB/CvMY3azgc+s9fPQMi/W2t6008M5fnIgyoFBWd0rxEwwkCjw1KEh3ryQQNV1FODO3iYe29gq5d0ZRMJ0ngs2Wnh0Q5CtPdVyb0XTeeHkCL86MsRwVsq9QkynYkXj+ZNxfnrw0urd5QEnj6wLsLLVKeXdGUTCdJ4zKApbut18anULPd5quTddVPnx/ggvnRqpL3QQQtx8Oy8m+eG+COFUtYe222biwyt81U5HUt6dUeRfQ1RX967x88GlPuy1cu+5eIGfHIiyL5Se5qsTYn66OFrgF4eH2HExiVYr797V28QXNrTSJOXdGUfCVADgb7DyhY1Bti24VO793alRnj4yRExOlhHipiqUNZ4/McKTB6MUauXdVa0uPrc+wPKAU45Xm4EkTAUABqXazOHTa/ws9NkByJRUfrg3wq+PDtdf0EKIG0vXdV45E+c7uwaJpqtvZD12Ex9e0czDy5sxGyVKZyIJU1FnNRn45Go/H1zmw1E7D7E/UeQftg/wwskR2S4jxE2wuy/FN3eEODCYQdOrb3TvXuThsY1BGu2m6b48cQUSpuIyLS4Lv7eplXsWeVAUUHWdw+EM/7A9xPaLyem+PCHmtJOxHN/ZPchLp0YpqdVq0Ib2Rr60sZUlLQ4p785gEqbiMooCa9pcfG1rO1u6LnVHev3cKN/eOcjRiLQbFOJGiKSL/HBfmCcPxsiVq0erLfTZ+f1NQR5Y6pUTYWY4qRmId7EYDdy32EMkXWQ0X+ZkLEe+rPHLIzFaGy382e2dckKFEFMoU1T510Mxvrs7XD+9qcVl5vPrA3xuQxCnxTjNVyjej4xMxXtyWIx8Zq2fxzYECTZYAEgWVP5pT5ifHoiSlOPahJgSZVXnmePD/MNbIcKpartAp8XIJ1a18NVb26XL0SwhYSquqMlu5sub2/j0Gn/9MPFopsS3tof41dEhShVZ4SvEZOg6vHZ2lP/55gCnhnJoOpgMCh9Y6uVPb+uko8kq86SzhISpuKrWRit/clsHH1ruw2xU0HU4G8/zD9sH+N3pOJqcfyrEhO0PpXl8Z4jd/Skq9WPV3PzpbR0sDzgxSL/AWUPCVFyVQYElLQ6+flsnd/d6UABV09k3kOGbO0Ls6UtN9yUKMSudG8nzvT2DPHN8hGKtyrOmzcVXb21nW0+T7CedZWQBknhfJoPC5q5G/mhrO/F8mb0DaUqqxkunRwk2WPE4zCxpcUz3ZQoxawxny/x4X4Qf74uQLVVX7nZ7bPzeLa18ZGUzNrOMc2YbCVNxTawmAx9c7iOaLpHI93F2JE+upPLkwSgeu4k/u72Djtq5qEKIK0sVKvx0f4THdw4Sz1UX8nkdJj63LsAXNwZpsMpteTaStz/imjktRj63IcCjG4K0OKsrDEfzFb6ze5B/3B5iIFGY5isUYmZLFSr8y94If/taPwPJIjrVgyY+trKFP9raTrPTMt2XKCZIwlRcF6/DzB9uaeNTa/z1vW8j2TKP7wxJoApxFWNB+t9e7ePCaAFN1zEqCg8s8fKnt3XQ7bHJ+aSzmISpuC4K0NFk5S/u7OSRtX4cZiM6EqhCXM17Byncv8TDX9/Tzeo2F0bpcDSrSZiK62ZQFBY1O/jre7r57Lp3B+o/bB+QQBWi5spB6uVv7uthc1ejHPQ9B8hMt5gQo0FhSUs1UAF+eqDaT3QkW+aJnYMAfH2bLEoS89v7Bemt3W6sJgnSuUD+FcWEjQ/UR94xQn1ipyxKEvNbqlDhh3sj/LfXJEjnAxmZikkZC9T/UBuh/mzcCPXxnSEA/mRbu4xQxbwyFqT/9bU+LsQlSOcDCVMxaRKoQlwiQTo/SZiKKTE+UBUun0N9fGcITdf5+rYOOj0SqGLuSuQr/HBvmL99vV+CdJ6RMBVT5mqLkh7fGWIkV+bf3tHJqqBrmq9UiKk3kCjynV0hvrN7kFCyJEE6z0iYiil1pUCN5yr8ZH+USKrEX97VxR29TbKvTswZRyNZvvFGP/96OEY8V0bXkSCdZyRMxZQbH6gmg8JPD0RJFVXSRZWXTscZypT4izu7+OiqZuxm43RfrhATpuo6b55L8Lev9fHqmVFSxWrTerNR4cElXv7jvd1s7pIgnQ8kTMUNMRao/8v9PbS4LHxvzyDhVIl8WWNvKM3//vw5opkiX9jQiq/W51eI2SRfVvnN0WH+7vV+DgymyZerx6g1WI18ao2fP7+jk+UBpwTpPCFhKm4Yo0Ghy2PnL+7spK3Rwv98K8SJWJayqnNmOM//7+WLhFMlvra1nR6vfbovV4hrNpIr86N9Ef6fNwc4F89TVqsHewcbLHx5Uytf3dpOZ5MNk0xlzBsSpuKGMijQ4rLwxVtaaW208rev97HjQhJV1wmnSnxrR4jBVIm/uKOT9R0N0325QryvC/E8j+8M8f09ESLpEqpeDdJlfgd/elsHj6wL0Oy0IDk6v0iYipui0WbioeU+WlwW/u61Pp45MUKxojGar/CLwzGi6SJ/eWcX9y72YjLKXUjMTPtDaf7+9X5+fXSI0XwFneobxq3dbv7dXV3cv8SL2ya31flI/tXFTeMwG9nS3ch//uBCgg0WfnwgSiJfIVNUee1sguFMmX97R6l6vJtVFiaJmaOi6rx8Js7fvtbHWxeSZGoLjawmhQ8u8/GXd3WzsaMBh0Wet/OVhKm4qSxGA8v8Dv7m/h5aG608sWuQ/kSBQkXjYDjD//vF85yN5/nypjZ6vNLgQUy/kWyZnx+M8a2dIY5HsxQq1YVGTXYTn10b4N/c0cHiFoec/DLPSZiKm85oUOhw2/j6bR20Nlr4xpsDHA5nqGg6F+J5/uebAxwIpfn6bR3cvdAz3Zcr5ilN19kfSvOP20M8c3yEoUyJiladH+1ssvKVzW18ZXMb7W6r7JkWEqZieigK+JxmPrsuQKChOo/6+rkEqg7xXJkXT8U5PZTnCxuCWGQOVdxko7kyTx0e4oldIY5GsqRrZV2AVUEX//b2Dj6xxo/PYUaRp6dAwlRMswabifuX+Ag2WPnmjgGeOlxd2JEva5wcyvF3b/Thc5iJ58rTfaliHtB1ODSY5h+3D/Cb4yPEMqX6thebycB9iz382e2dbOtx0ygLjcQ48mwQ085uNrCuvYH/46GFbO5s5B93hDg0mEHTdUayZRL5ynRfopgHkvkKTx8d4vEdIQ6FM2SKKnrt13o8Nn5vUyuPrg/Q5bVjk0YM4h0kTMWMYDYqtLmtPLohyMpWF0/sDPH0kWGShQqqpl/2e8uqTkXVr/CdhLg+ug5HIxm+uSPEr44OEUlfGo1aTQp3L/Tw9ds6uH1BE012Ewap64r3oOi6LnclMaOUVZ1IusivjgzxzR3VOavxT9Jer42vbe3gi7cEaW20Ttt1itkvVajwm2PDfGtHiAODGdKFSv251tlk5Uu3tPKFDUF6vHbsZhmNiiuTMBUzkg6kCxUOhNJ8a0eI3xwbrjcRNxoUvHYT9y328rVt7Wzrccu2BHFdNF3naCTLt3dVKyDhVJFSbTRqMSrc0evh67e1c1evB49DRqPi/UmYihmtpGqEkyWeOhLj8R2DHI9l67/msBjpclv54HIfv7epjVVBp2xREO/rQjzPj/dH+cWhGKeH86TGjUbb3VYe2xDgi7e00utzyGhUXDMJUzHj6TqkihX29qf41o4Qz5wYqXegMSjQYDXR67PzsVXNfGFDkEXNjmm+YjETRdIlfnk4xk/2RzkSzZLIX5qPNxsVbutx86e3dXD3Ii8ehwmjjEbFdZAwFbNGqaIRShX5xaEY3941yIlYrv5rRoOC22Ziud/BZ9b6+fTaAO1umU8VMJov8/yJOD/YG2bvQJp4rlxfYATQ2mjh0fVBvnRLK4ta7DjkjF0xARKmYlbRdUgWKhyLZPjJgRi/OBwjlCzWf91sUPA4zKxtc/HYxiAfWt4s56XOU9mSyhvnEnxv9yDbLyQZypYp1loBQrUd4INLfPzepiCbOhvxOswyTSAmTMJUzEplVWc0X+ZAKM2/7I3wzPERRsY1drCYDDQ7TGzpcvP7m1q5Z7GXBmmePy+UVI09fSm+tzvMK2dGiaSL5MqXQtRhNnJHbxNf3tTKbQvctLgscoC3mDQJUzGrFSsaI9kyOy8m+ac9YV45O1qfT4VqQ4iAy8KdC5v4/U1tbO12Y5NFJXOSqlVX6P7znjDPnRimL1kkO67xgsWosLGjgS9vbuPexV5aGyxyyouYMhKmYk7IlzUi6SKvn62W9XZeTFFUq6MRherK37ZGC7d2u/n0Gj939DbhcUj5dy7Il1X2DqR58mCM186OciFeIF2sMNbrw6DAyoCTL93SysPLm+n02HBZjUhBV0wlCVMxZ+hU58lCiSIvnBzhn/aEORjO1FdsKkq1xOd1mFkecPCh5c18eEUzC7x2aVY+C0XTJX53Ks5TR4Y4EEoTy5bJFFW0cbe0Xq+dRzcE+PiqFhY2O2i0mZBpUXEjSJiKOUfXIV2scG4kz6+PDvMv+yKcHspd1kXJYjTQZDfR5bFyZ28Tn14TYH17g5SAZzhV0zkZy/LUkSFeOBnnzEie0VyZ/Lg5UYC2RgufXO3nkXV+VgRcNNlNsrhI3FASpmLOUjWdZKHCyViO3xwbrm3SzzG+ra/RoOCyGPG7zGzoaOCTq/3cs8hLi0tKwDNJuqiy62KSnx+Ksf18gsF0iVShctkWF4D2RisPL/fxqTV+1rU34HWYMcsRfuImkDAVc15F00nmKwwkC7x5PsHPD8bY058mW7q0UEkBbGYDXoeZJS0OHlrq42Ormlnc7MAgI5ppE0oWeP5EnKePDnE4nGE4WyZbUhl/9oHZqLAy4OSTq/3cv8TLAp8dj90kK3TFTSVhKuYNTdfJFFWGs2UODmb45ZEYL56KE06VLvt9ZmO1AUS728qmzkbuX+xlW4+b9iar9Gi9CYazZfb0Jfnd6TjbLya5EC8wmqtQqFxeym2ym7itp4lPr2lhS7ebYIOFBpsJk7z5EdNAwlTMS4WyRjxf5txwnhdPxXnqcIzjsRyVcUMeg1JdBey2mWh2mlkVcHLXQg93Lmyi12fHLM31p4Sm64SSRbafT/DK2QT7Q2ki6RLJfIVsSb3s30QBuj02PrSiunhsRcCJz2nGYTbKIjIxrSRMxbxW0XRShQrhVImdF5M8eTDKjgspUsXLDyQ3KGAzGWm0GfHYTSxpcXB7bxP3LPKwwu/ELvsVr0tZ1Tg3kuf1cwlePTvK0UiW4WyZVKFCrqShvuO2ZDMZWNvm4lNr/Ny9yENXkw2P3YRFSrlihpAwFYLqCuBsSWUkW+JIJMtvjg3x3Ik4fYkC7zibHIVqh6VGa3XU2uO1s7XHzT2LPKxvb6DJbpqWv8NMlyurHI9mefXMKG+cS3BqKMdovkKqUCFf0XivO1GL08zdCz18fHULt3Q24ndZaLAaZWWumHEkTIV4h2JFYzRfIZYucSSS4bWzo7x2NsG5eP5dq0ehOsfaYDXRaDPS4bayurWBdW0uVgSdLGtx4HWa5+Vca6pQ4cxwjmPRLIcGMxwIZTg/mieZr5AqqpQqGu98NA1K9Ri023qauHuRh/XtLtrcNrx2E3aLNFoQM5eEqRBXoOvV7jqposporszpoRxvnE/w6plRjsWy5Erau77GZFCwmw04LUbsZiMN1mrALg84WRms/ljc7KDJbp5Tc3yZosr5eJ6jkSxHIxmORbNcHC2QrJVtc2WVbEm94puRhT47d/Y2cVevh5WtLpqdZhptJhwWgxyFJmYFCVMhroFO9Qi4VEElWShzIV5gx4Ukr5yJs38wQyJfec+vU6iGhd1sxGEx4DAbabAZ6WqysSLgZGXAxcqgk4XNdhpts6M8nC+rXBwtcDSc5Wg0y7FohvMjBUbzFXJllVxZJV/SKKnau0rkYxxmAysCTu5e5OGOBU0saXHQ5DDTaK2+CZH8FLONhKmYUcqJQS5c6COSLNZKgHZ83T10d/pxTXSNj5YhdvECfQMj5GqDSYOzhZ6ebjqanRO7TlUjXVRJFiqEkkX29qd55cwou/uSRNKld5Uvx1OUagcmh9mAw2LEbjbQaDXR4jLjd1locZppcVlqP8y0OC/9t8FqvGH7Xi/NG5eJZUoMZUsMZUoMZcsMZcrVjzNlhrIlEvkKubJGrlQNz2LlysE5psluYn1bA3cvamJrj5sFXjtum4kGW3VPqOSnmM0kTMWMUjr1HN994p94cvsAFQCDjw2f/kN+/4sfYq13Iis3dQrnXuaH3/lnnnztHHkdUGx03/UoX/nyZ7l70cTCdLyKppMtVYM1kavQlyhwLJrlWCTD0WiW00N5koX3HrmOUZRqidhsNGA2KJiNtR8GA2ajgsmoYDEYcFgM+Bzmari6LDQ7zTRYq3srjQYFkwFMBgPG2s8Vqp2gKppe/29F01F1nVypeuLOWGgOZ8uki9VSbFnTqv9958eqTkV7/+B0mo30eG2sCDprI3AnC3x2fE5zNUCtRtlaJOaU2VFXEvOG0WFBUQskwiGSGkCcxgsRRhIqTCRMtVFOvL2D7W+8zbmBPBpg8K7j1p4FLGizT8k1mwzVJg9um4lONyz1O7h9QVO15FlSSRVULo7mawFbLY2eG8mTHndUnK5TCyv1Kn9SdYFOPXSNSj1EFaqBrKDU/gv1oZ5eLVPrOujo9VWzqg4VVaOs1UJS1d+1JeVa2EyGatk6WA3NFUEnvT47Xkd1/6fDYsBuNmI1GaTJvJizJEzFjGL0NuPzNdFopBamJZLxEZLJLBpNXG+clvoPsWfXXo6EC1QrvDY6193Klk1rabNP/chIUcBqMmA1GepbZHQdVgSd3L3QUy2NllUSuQrn47WAjWY5M5RjMFVkNF+h9B6LdMZoOpRUndL7hO6NYDIoNNqMBBus9Prs1RFn0MlCn4Nmp7kemg6LAZvJMC9XMIv5S8JUzCxWLz6fF4/TQH9CAzSSo3ESieT1h6me5OTenezZd4rRcjWgDN5lbNq2hVuWNmG+Sfd6RamO3mwmA57a5zRdZ1Wri/uXeMmVVPIVjVJFp1BRSeQrl81PVucrL5VjY9kSyfzlnYEmw6hAg9VEc6107B+bsx0/d+s043WYsVsMWIzVv4vdYsRhrn4s+z7FfCdhKmYWoxefz0dToxESGqBTSMSJJ5PkdWi4jnt2aeAgu3e+zaFaeRdsdK27lS2b1tBqm975OoOiYDdXt9F4xx1Sruug6jpldfyc5aWfV2of58sa8VyZeLZMtqyhahqqxqU50dq8qK5Tnz81GcbKwtVRps1c7ebkc5hxWqpzmCajMm7O1lCbt61+bDIosspWiCuQMBUzjBWfz4fP48TQl0ADtESceCJJSoOGa13Rq6c4s28Xe/adJF4blRq9y9m0bQsbl9y8Uen1UhQwKQomgxH7VU6B0/Wx4KyGqF77pM6l+VFqH1+aTx37M6pzrAYFTEYFk0HmMoWYLAlTMcMY8TT78HoaMVINUz2XID6aJFnQaXde212/EjnMnl1vc7gvWxuV2ulcPzNGpVNBUaiNHqUnsBAzwey/q4g5x+r14fV6cIw9O9UEo/EEydS7Ow69Jz3Dmb272LP3OMOl2qjUt5xNW2f2qFQIMXtJmIoZZ2xFr3ts0KVnGB0ZJZG8ejOEMWrsKHt3vc3BCxmqa17tdK2/lS2b1xCcA6NSIcTMI3cWMfPUVvQ2OetDU5LxOMlk+v3DVM9xbv8udu89Rqx4aVS6edsWNi5xy6hUCHFDSJiKmWdsRW99aKqRHo2TSKa4eh8hUIeP8fbOPRw4l6qOShU73Ru2snmOzJUKIWYmubuIGciKz9eMt8lZf4JWEnFGE0kyV5s21fNc3L+LPXuPEC2MmyvdtpmNixtltZ0Q4oaRMBUzkBGPz4vP01h/gqqpOCPJBMmrNP7RRo+zb/ceDpypjWAVO90btnHrJpkrFULcWHKHETOS1efD5/XgGnuGlpLER5IkslcamhbpP7CbXW8fJlyo/h6jbwWbtm5i/SIZlQohbiwJUzEjGb0+vL4mGseeoVqC0ZEEyeR7h6meOMHenXvYfypBWQcUBz0yKhVC3CRylxEzk9VXXdE7NjTVCyTicZLJ/Hus6C0xcHA3u98+RChfG5U2r2DTtk1sWOSWUakQ4oaTMBUzU31Fb31oWt0ek0jyzrGpnjzFvp272X8qfmlUun4rt96ymqBN9sIIIW48CVMxQ42t6HXVnqQ6ucQIo8kkxcuGpmXCh6uj0v7afKqxZQWbtm1m/SI30mxPCHEzSJiKGeo9VvQmR+sN78fomTPs27WbfSdGKNVGpQvWb+PWTTIqFULcPBKmYsay+povW9Grp0eJjyZIlseGphWih/ewe89BLmaqe2aMLSvZtK26gldGpUKIm0XCVMxY71rRqyaJx5MkU9Uw1XPn2L9rN/uODV0alW7YWh2VWmVUKoS4eSRMxcw11qN3bGiqpUjEEySTFUBl+Mgedu85wPn02Kh0FZu3bWb9QhmVCiFuLglTMXO9a0VvhVQiQTqdRSv2cfDtPew/Fq0uSFKc9G7cypZbVhGQUakQ4iaTMBUz2DtX9Gqkk6OkUklGT+zj7bcPcjZZbX1v8suoVAgxfSRMxQz2zhW9OoVkgmT8FHvf3sP+wyEKGqA4WbBxK1tuWSmjUiHEtJDmMGJGszbXVvQqfSR00NJJBg+8Tix2gFPxMjrVUemWrZtY3yujUiHE9JAwFTOa0ePD6/PQaIREBbR0H2+/HkYtxMiogOKqzZWuxC+jUiHENJEwFTNbvUevQl9Ch/IQoQHQdbU6Kg2sYsu2zayTUakQYhrJnKmY2YwefD4fHnftfZ+uUqmoqLVR6UIZlQohZgAJUzHDWfH5fHibnLwzLs3B2qh0QYOMSoUQ00rCVMxw1RW9Xs87jlJTXPRu2MbmW1bQIqNSIcQ0kzAVM151RW8TznGZWR2VbmJdj4xKhRDTT9F1/d1nLQsxk5QzjMRiDCdyVGrPVsXSQLPfj6/JLmEqhJh2EqZCCCHEJEmZVwghhJgkCVMhhBBikiRMhRBCiEmSMBVCCCEmScJUCCGEmCQJUyGEEGKSJEyFEEKISZIwFUIIISZJwlQIIYSYJAlTIYQQYpIkTIUQQohJkjAVQgghJknCVAghhJgkCVMhhBBikiRMhRBCiEmSMBVCCCEmScJUCCGEmCQJUyGEEGKSJEyFEEKISZIwFUIIISZJwlQIIYSYJAlTIYQQYpIkTIUQQohJkjAVQgghJknCVAghhJgkCVMhhBBikiRMhRBCiEmSMBVCCCEmScJUCCGEmCQJUyGEEGKSJEyFEEKISZIwFUIIISZJwlQIIYSYJAlTIYQQYpIkTIUQQohJkjAVQgghJknCVAghhJgkCVMhhBBikiRMhRBCiEmSMBVCCCEm6f8PaI46h7aQkskAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/929.jpg" } ]
<image>In \odot R, find T V. Round to the nearest hundredth.
D
65,377
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/930.jpg" } ]
<image>Find the value of x.
C
65,378
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/931.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/932.jpg" } ]
<image>Find x.
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65,380
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/933.jpg" } ]
<image>Find the side length in isosceles triangle D E F.
D
65,381
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/934.jpg" } ]
<image>Quadrilateral W X Y Z is a rectangle. Find the measure of \angle 6 if m \angle 1 = 30.
C
65,382
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/935.jpg" } ]
<image>Quadrilateral W X Y Z is a rectangle. Find the measure of \angle 3 if m \angle 1 = 30.
C
65,383
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/936.jpg" } ]
<image>In \odot P, m \angle M P L = 65 and N P \perp P L. Find m \widehat N M.
A
65,384
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/937.jpg" } ]
<image>Use parallelogram A B C D to find m \angle A C D.
B
65,385
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/938.jpg" } ]
<image>Find m \angle H.
B
65,386
null
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/939.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/940.jpg" } ]
<image>If L K = 4, M P = 3, P Q = 6, K J = 2, R S = 6, and L P = 2, find J H.
C
65,388
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/941.jpg" } ]
<image>Find y.
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Mv/z1r7jmumuRJAmn08X27TvYt3ffaZNrhaHF7/P1bF8GUEIKaenp51wNdsP6DXR0duo5IIpKZFQkY8aM7qvhDltiZuMCEQqF+Hj5chob9LbZwWCQadOnc/Ell37hOJvNRtjnKui5nE5aWsT21+Hk+BRuamoqt95+O7//3e8A2Ld/H1e0XUV8QvwpH3u8WqamP9GXdle89eabFBUWkpGZwfQZ00lKOnVvls9TQgpr1qzhuaefpq6+Hk3TOMv2E70WDIW46uqruO/++896+S8YDPLeu+/idrkIhULMnj2biRMnnfYxc+fOZfeuXezYvoOuzk4++OB9xk8Yf1Ylr4XB4fV6OXjg4BcKeRVMKCAuLu6cni+kKLzy8ss0NTZiNBrxeX0kJiYxa5aoIio+DReIxsZGXnjueTweT3eFyBDTZ8xg3vz5Xzp29OjRlBQX4/F4aOlFcSdhaAoLC2PuvLn8/nd6Ge59e/bSeobAMS0tjcju3Scul+sLs1p7du+mtLSU9vZ2Fi1ezKLFi3s9lmAoyPIPP2Tfvn36bIkk9VuwoWoaL77wTzIzR3HzLTdjOYs7VEmS2Ld3L6FQiFAoxLTp08nLP30J8ozMTDIzR7Ft6zb8fj8H9x8QMxvDRGdHB8VFxT1BtaIoTJo0mdhzCDZCoRBP/P3v7Nu7F7/fj6qqRMVEMXv2bObMvaivhz7siGDjAuB2ufj4o48oKixEVVX8fj+zZs9m4cKF2GxfvhCnpadhs9twu92EQiFaW1vwer3YTtP9Uuh/x44do7WlFQmIiY0hf+zY0x4vSRKJ3TMPkiTR1NiI1+s97WOOVwPVVBWfz0tLy4lllzdee53GhgaioqKYMXMm489iu6sEGI0GPB4Pfr8fg8Fwmo4j56+6qgpZls8q0FAUhWNHj+J2u3v6ncQnxJ9xhiIsLLynDHwwGKSqslIEG8OEx+Ohvr7uxMyGojB56lRGjRrV6+coLiri6NGjbNzwGZs3b8bZ1YWmqng9Xi6++GJuuuXmfhr98CKCjQtAXV0dr778Ss8OA1mWufqaa5g5e9ZJj49PSMBqsaKpKgaDAa/HS1VlJXn5+QM5bOFfvP/ue2zfug1Jlpg5a9YZgw0A4+caSvkDAVTlzL0ewhxhWG02vYlb93dmc1MzWzZvpq2tjRkzZzJx0sSzGrvRZOLmW2/F7nDQ3t4B0H8zG6pKSmoqF82be1aPCwaDVFfX9OzGAnrVkMtoNPYEJKqq6sWhhGHB5XJRU1PTM7NhMBrZuWMHbpcLq9WCqp46aDQYZNrbO6goL6e0tJQjhw4hyXJPF9jFS+dwx913ietmNxFsjHAup5MN69dz+PBhwsPDCYVCjCsoYOasmadMgEpPz8But6NqGrIk4fP5aGxsEh+aQVZUWMiGDesJBoMnnZE6qe47Nk3TiIuLw2I9886RmNhYYmJi8Ho9tLW1A7B27Vra29vRNI0lS5dQUDD+rMZuMBiYc9FFFIwfj8vp0hte9VO4oaoqGZl6gS1N085YNfU4o9FIXFxcTydXSZII+M/ciNAf8PccZzAYSBRbX4cNp9P5hWUUk8nEB++9x1uvv46qaad9j2roO/aOlxAwmc1IkkRGZgYXzZ3LjTfdzKTJp8/3uZCIYGOEO3DwIK++8uoX2pHfdPPNZGaOOuVjMjMzsTscqMdnNny+kxZ3EgZWWnoaCQkJ3V1Ge7eR7HjnVlVVmTR5EjExMWd8TExMNLGxsRw9epSiwkKCwSAfvP8ePp+P7Jwc5s2fT1R01DmdQ0REBBGn6Tzb13obaIAebGTnZGM2m/H5fMiyTEN9Az6vF+tplhDbWltpaWlBAqw2K5OnThFly4eJluYW6uvriO5uUKgoCmazGbPJ1Lsn6O72evwfTdOYOHEi991/f6+3mV8oxCdiBGtqbNJrIhw42HPxS8/IYOnFy3qSAE8mPDyspxOsJEn4fF4aG0WwMdgSEhKIiIxAlmWaGhvZsH7DaY8PBAIcPngQ0O/wExISe5V3Ex0TQ2RUFJIkoagqRYWFbN28Ba/XqweqZ7GePdw4HA4yMjN7uh8fOXKEsrLy0z6mqqqK6uoqZIMBo9FESkrKWQU5wuBobm7m6NGjmD9XcMtmsxEREUFkVFSv/omIiOjp8nr8evnWG2/y43/7ETu2bx/Esxt6xMzGCLZv317WrPoEm93WswZ95113nfHuNiExkfDwcFRVRZZlvbmXmNkYdOMKCkhJSaWqsoqamhreeP11Zs6ehe0Uy2Gtra18+OGH0H3HlZWd3atZhejoGKKiopBlmbbWVl5+6SW9M7DZzCWXXnLO2wKHA4PBwIyZM6iuqsJsNrNu7VomTp7EuIJxJz2+ra2NVSs/Ye/uvVisFmxWKzNmzBTBxjDQ0txCTXW1nqzcHSjcfOstzJs/H4cjrCfH7VQMBgNtra3s2rmTzzZsoKysDEmSsNps7Ni+nd/99rd8/wc/OOmOvwuRCDZGqPa2drZs3kJRYRFWmw1ZlklJTeWOu+7s1RdOTm4OO3fE4Xa7aW9rY++ePQMwauF0pk+fTm5uLrt27sTr9bJ540Z+9tOfcseddzFl6pQvHNvW2sbzzz7Hxx8tR0Kfrbjqmqt7VUpb09Seom7t7e289867aJrGLbfdRlz8qWt0jARms5lrr7uO9999D1VV8Xg8vPbyK5iMRu75yle+kDDa3t7OE3/7O1u3bMFsNmG1Whk3fjyLly4ZxDMQesvp7KK1tRX5c0uSkyZNZtbs2YSFhaEoJ28r/3maprFk2VK+9o0H+fjDj3js0UdxezyYTCa2b93G8o+Wk5efT/wI/9z0hgg2Rqi1a9eybu1aDEZjz1pic1MTd952e3ckr3Kq/QCyLFNXV0cgEECWZYKahsfjxdnV1bPFTxh44RERLLvkYg4fPsyO7dsxGGQ+WbGSXTt3MWbMGFJTU7DZbDQ3t1BSUkJ1VRWBQABFUfjmww+Tlta78svJySkkJCZ2d8DU8Hq9WCwWbrzpRmJjz6051XAhyzITJ03i7nvv5YXnnqO9vZ2amhr+9pe/svyj5eTk5mK3WXF7vBw9cpjKyipcTieqqpKVncU3H/7mYJ+C0Eutra36ThSDHmyoqsqMWTMJDw8H6HVRNpPJRHJyMtffeAO1tbW88frreDweNE3j6JEjHNi/n6XLlvXbeQwXItgYgepqa/l07VoqKyowfS7Rye/3s2f37jO2Gdc0DbPZjLE7UJFlGUVRqK9vICw8XEwRD6L58xfg9XpRVZWtW7Zgs3lobmqmsrKSsDAHJqMJt9tFZ2cXqqoSHR3NNdddxy233dpzET0To8nYk7Ojafo2vssuv5ys7OwLIvHRZDLxlfvvQ1EUXn7xRWpqaujq6qK+vp7CY8cwGo0EQyHa29r0HkOhEHPmzuW73/8eU6dNG+zhC73U0tJCRXk55u5dJNHR0eeVvBwTG8utd9zOhx98gNPpxGwyUVlZwdEjR0WwgQg2RqTlHy1n9+7dPXkagUCAYDD4xXmM0xQd0tBrDkiShMFo6GmTXFZaSk5uTr+OXTg9q83KsosvxuEIY82qTzhy5AhNTU3U19VTV1tHKBgkIjKS0aNHk5Obw+w5c7j0sstJS0/v9WskJiYSHx/fPbOhr1vfcOON2O32/jqtIScuLo6777mHlJRkdmzfQUV5OZWVlVRXV+vBtqaRkZlJekYG48aN4/Irr2DRokWnDeKFoUNRFGpravB6vJjNZgwGA2Oys877RiovL+9EI0ujkeamZmpra/po1MObCDZGmLbWNtZ/+in1dfUYjUbMZjOZ3RfFMyU8HSdJEm6Xi4qKCtra2k4EG2VlZ1W3QOh7mqZht9tZumwpM2ZMZ9u2bdTV1VFTXY3T6SIUChIZGcWo0aMoKChgytSpZz0bYTAYiImNIRQKYTabyc7JYdKUyb0qcDWSpKSmcPe997JoyRIOHTxISXExlRWVyLKMqqmMGTOGrKxsps2YPqKTZkei0pJSqquqMZlNPflJ+fn5ffMe774+SpKE1+vF7XKf/3OOACLYGGH++cILFB47BmgEg0EyMjK476sPsHDhIkK9SHgCMMgybW1tPPboo6xcsQKr1UooGKSxsb5/By+c0ecDvYjISC659NLTHH1ufD4fTY2NaKpKZGQkt995x4DWxhhq0tPTST+LmSFh6GtsbKSlublnJ4rBYCQvLx+j4fy+El0uF6qq9OTJ2e12wsLD+mjUw5sINkaQ1tZWPvrgA1paWjAajQQCAcaOG8edd96JfJYRe+aoTLKysgiFQkiSRDAYpKa6tp9GLgwl27duY9fOXVgsFlJSU7nuuusGe0iC0Kfa2lrp6OzoqY9hMBrIy8/HYDz3mQ0lFGLlxyvw+fw9zS4zR2UythdtBS4EIz/b6wIRCoV49+13aG1tBfQ8jXHjxnHJZZeedaBxnMVq6VmnDwQCFBUVovVyKUYYvnbu2sme3bsZk5XFNdddi/1z1WcFYSSoramlob6hZ9nEaDCQk5tzXssoHq+XDz94H5/X2xNsZGRkkpOb21fDHtZEsDFCOJ1OXvrnP3E6nRiNRnw+HxMnTeTS85hmT0lJITkluSdR0NnlxOly9eGohaFm75697N6xk7a2NkaNHs2NN9442EMShD5XV1tLQ309siwjyzLh4eHntVTodDr57W9+w/Zt2wkGg4Ce+1QwvoBJkyf30aiHNxFsjABut5tnn36ahoYGNE3P1ZgwcSJz588/r7vS6JgYoqNjehJLFUWhuKiYUCjUV0MXhphXX36Z7du2k5+fz+IlS4jq7hkhCCNFY2MjDY2NSN1LKFarlbz8vHNKfA91L51888Fv8P577/Xs4nO73cyeM4fFS5b0qkXAhUDkbIwAtTU1vPLSyz35FW6XiwULFpx3mdyoqGiioqJQVRWj0Yiqqhw9coTxE8b3uuCNMHT5/X727d3HO2+/TUpKMlWVlWzY8BlOZxfX3nAdN94kZjWEkaekuIS21tae5FCj0YjFYmHd2nU925pPRzYYKC8rpaS4hJqaGqqqqqipriYYDGIwGHC73YwrGMdX7ruPmbNmDdBZDX3iG2OY6+zsZPWqVTQ2NGK1Wbvba2cyfeaM896OFxMTTUzMiZkNVVNpaWnp9RZaYWjzer3s37ePt954g+joaJqbm3E6ncyePYerr7mGmBFeLVS4MDU21ON0OnuWUAKBAPv37aeysqpXj5dlmebmJpoaG3G7PEiyhMlkQlEUPB4P8+bP5yv338fipYvFTdnniN/EMFdUWMibb7yBxWoB9G2L8xcsIL8PMqAdjjDsDodeHEyS0FSNhob6XvUMEIa+UChER3s77e3tdHR0kJKSzPjx47nvgQeYc9FFgz08QegXdXV1dHV1Ictyz0678vJylJKSs3oeWZaRDTJKKERIkhg9ZjTjx4/n5ltvY+GihT3bX0VdIp0INoaxutpaPvzgA/bs2k1EpN4y3mq1snDxIjIyMs/7+WNiY4iIiMDjdmOQZULBIHt37yEYCJz3cwuDz2KxkJefz9XXXIMsS+Tk5jJ//gKmz5gh1pmFEevIkaPU19URCoXO6cZJ0zQiIiJwhDmw2+yEhYeTnJLMosWLufyKK74woywCjRNEsDGMVVdXU1pSwoxZM5Flff0xPz+PGTNmYDabzvwEZ+BwOJg4aSL548b1ZGpbLRZRknmECA8P59rrr+Pa668b7KEIwoBQNQ2DQSYjI+Ocy++HFIWxY/MZNXo0qWlpjBs7joLxBZjM5j4e7cgiadoZsmGEC5aYAhQEQRD6gtj6KpySCDQEQRCEviCCDUEQBEEQ+pUINgRBEARB6Fci2BAEQRAEoV+JYEMQBEEQhH4lgg1BEARBEPqVqLMhnFJAUWnzhOjyhZAlUDWQxQ4VQRAGkappqJqGLEnIkoQkQZjZQEKYWZQAGsJEsCGc0rEmD//YWsvaknYsBplASMFiMiA+z4IgDAZJknD7Q/hCKhajjM1kwGaSuXVyIg9dlIrFKCbrhyoRbAintLGsgzf3N9HU6QeDCDEEQRhiFI2YcDNT08IxyuIaNZSJYEM4KU2DPTVOmlo9YDnJ20QVhWcFQehnUvf/nCyO0ABZIi3SwtzRkRjEGsqQJoIN4aRWHGthf53zpH1QrEaZjBgrRlkmqKhiWUUQhD5lNsiYDBJOf4jaTj/eoPrlg1SN+Agzt09NEoHGMCCCDeGkPj7aysF6Nxhl/Q5C06B7mtIXUkmNsPDQRWnkxttx+kNIIuQQBOE8aGh6HobRwK6aLv65q57CZg9B5RSzqCGVSJuJu6YmDexAhXMigg3hS+q7AuytdRLwBsFkwGyUsZlkOl0BPfhQNY41uWlw+rlufBwmg0jKEgTh/HX6QnxyrI01RW0UNnnweEN6vpgGoJ2YaVU1zHYTMzMiSIuyDOaQhV4SwYbwJW8fbKKy3afPZKgqieEWFmVFs7q4jYZOP8gS9S1e/ri+CqMs8cDMFMwiC1wQhHMUVFT21rp4fV8jr+5ppL7Fo9/YGCRQNJDAYTXiC6koqgaKxpgkK9eNjx/soQu9JIIN4UtWHmul0RnQP+ghjaxYOz9cnElegoPfrqvA5VPAbKCy3sVfNtUQazdxy+TEwR62IAjDUFmrl01lHfx1Sw07Kjr15HOLQf9/TSMl2kp2nI2KNh91Xf6eZd2sWDtLc6IHe/hCL4lgQ+ihaVDa6mV/rZOQXwGDhNlqZHySg4nJYUxMDuNYk5t3Dzbj9itgNXKkopM/rK9ibKKDCclhg30KgiAMAxrQ5QtxpMHNI59V8ebuBv0HRllfKtHAZJLJibPz1VkpzMiI4PrnDhAKqiCBzWFiUkoYMXbToJ6H0Hsi2BB6qJrGP7bW0tUdaKBojM9wsCw3pueYf9w8lnZvkDVF7fiDCtiM7Kzo5KuvH+WDByaRGG4exDMQBGE4KG/18pfNNTy6oQpN0/Qg43Oi7UZumpTAry7LIsZh4qtvHMXlV/QGG0GVObmxXDE2bnAGL5wTsdAunCDBm/sb6fKG9HyNkMrYBAfLcmN7DrGZZH5/VQ4FiQ44vhtNhgP1Lr725tGTb1ETBEEAVBX+sbWOy5/axyMbqvS8z88lfaJoXD42lre/MpF/3DyWhHAzza4gK4+24gup+rFBlYkpYcwdHTmYpyKcJTGzIQDgD6ksP9pKoyugr6eokJBgZ86oSBzmL8akYxMdPHpdLt9+t5D9pR1gM+ILKqwvaefHy0t47LrcwTkJQRgmjh09xuZNG9mwfj21NbXExMZSUFDA/IULWLps2WAPr1+sONbKo59Vsbm8E09Q0a8zUnfTpYDC1Oxofrx4FAuzooh16Msj3qDKpyXttHqC+tqLqpGVGcHszIjBPRnhrIlgQwD02hmv7W3U97RLEgQVZqaf+kM9f0wUP1qcya8VjSOVnWA14vQpvLy7gexYG1+fk4pV7FARhC9QFIX1n67nz488QmNDA3V1dTidTqwWC4cPH2bTpo2sW7OWf/vxj4iKHhnJj4ca9ETyjWUdHGvyoAYVMHTX71FUEqIsfOOiNK4cG8fk1DDMn9tK3+UL8dyOOkKqviOFoMKCMVFMSwsftPMRzo0INgQAml1BVhe16h9qAIPE3NGRTE099R3ETRMTaHQG+F93gOZ2P5hk2lwB/rC+ktExNi7Lj8UkeqoIAgCBQIBtW7byp9//nl27dhEdHc3ixYvJGDUKr8fDvr172b9vPzXVNQD87Of/g8UyvGpIaJyoLN7iDvL6vkbeP9TMxrIOfL7umhkGfYnWajNyWX4s985IZt7oKOIcX072LG/zsqGs/cQfGGRmZUSSHWcfkPMR+o4INgScfoV1JW10OLuLdmka2UkOpqSGn7Zls9koc8fUJFo8QR7ZUIXXr4AsUd3k4X/XVRDnMDFnlFhXFQSAyspKXnj+eXbv2sWoUaO45yv3MnvORaSmpuIP+Nm9cxfvvP02Gz79lLfefJOLL72Ei+bOxWwePknXEuAOKGws62DF0VbeOtBEXU/NDBmCCrLFyNQx4Vw1No6rCmKZlnbyG5pmd4BPClsJ+hQw6cUEJ2ZEiF1vw5QINgQanH6e31GvXwwAgiqX5ceSn+A47eM0IDHczINzUqnr9PP8znr9B2YDWw+38LcYG+EWA+PFxUEQKCkqZtWqVcTExnL1NVfz8Le//YWfZ2ZmkpSUSE11NTU1Nbz2yqtMmDiR2NjYUzzj0KKoGuVtXj480sLzO+o5UNmpX1PMJ2pmZCQ6WDAmijumJnF5/unPq7zVxxv7msDYfccTVLllciJ58WJWYzgSwYZARZuPraXtJ7afGWUWZkWTGW097eOOT3pkRFn5j6WjKG31srG0Q/+Bw8RLW2uRJfify8YwOsbWn6cgCF/idHbhdrnx+wMEgwEkWcZkMmGz2QgLC8NmO/v3ZFdXF263G4/Hg6ZpyJKE2WLBbrfjcDhOuewRCASora3B5XSSEB/Pvfffj6ZpSP8ydVgwfjzX33gjj/7pT2zbtg2f13tO5z7QOrwhdlR38rt1law72qr/odnQk9QZYTcyKtrGDxdncNuUJEy9aAdf1OzhSI1Tn9UAsBhYlBXdkzwqDC8i2LjAVbb7+OBwS3fvAUDVWJgbw9gzzGr8q5x4O3+9IZ9LntxDgzOg/6FJ5o0DTSRGWPj15Vkif0MYEKFQiMaGRt579x02btxIcVExtdXVmC0W0tPTmTZ9GgsXLWb+wgUkJCT0+nlra2p5+623+GzDenbu2EkwGMRqtZKTm8v0GdNZuHARyy65GFn+cmK0y+mivb0Dg8GAwWAgPT39pK9hMptJT09H0zRaW1pQFOWcfw8DIaCotLlD/HptOc/tqMftDp4IDgCDQcJqNPCtuel8c24aqZG9y0EpbvGwvrRd37ECoMFNkxNEH5RhTAQbF7jSFi+fFLbqSVsAmsbVBXGk9PKi8HljE+28f99EljyxF7dPr9Xh8ys8s70Ok0Hi15dn9fHoBeHLXnjuOZ5+6mkaGxowGAxomoYjTF/Ka2xsZOWKlXz4wYcsWLSQb3zzm8yZM+eMz7l2zRp+8T8/p7amBkmSMBqNGI1GkCTKSkspKS5mxfKPuXzDFfzsf76c2GmxWnA47GiahqIo1NbUkJKa+qWZDb/PT11tLZIkERERcdLAZajwBlX+trmGP6yvpNkVRNG0E4GGqmEyySzLieHR63IZE2vD2IvZjOP21jr54FDzidlWTeP68fHEh4lZjeFq6L6ThQFxtNFNcY2zp318hN3E5fmxRNvOPg41yhJT0yP4/dU5RDlMEFJBlmhzBXhpdwN/3ljd18MXhB7BYJA3Xnudp578B40NDYRCIYLBILGxsUyZOoX8sflIkoS3e2li02cb+eP//Z5P16077fN+smIlv/7lr6iuqiIUCuF2u0lLS2PipIlER0Xh9/sJBoN0dnby0Qcf8sPv/+BLz+FwOBg9Zgxmsxm/38/yjz466Wt1dnWyfPlyjEYjCxYtxGYfmvkJnxxrZfHfd/M/q8pocAb05mig52b4FSamhvPWvRN49e7x5MTZzyrQ8IdUDtS5aG7z9VyXYsJMzBsdhd1k6I/TEQaAmNm4gO2tdbK2pE3PsdBAliWuHBdHQti5Z78bZYl7ZyRzpNHFCzvrcbqDYJCpavPy5NZaZmdGMitDFOQR+l5XVxfPPfsszc3NBAIB8vLzuOnmW1i4aCE2uw1VUXE6nbzz1ju8+cbrOJ1Odu7YwepPVjFl6jSior68c6q4qIgPP/iA4qIiZFkmNjaWf//pTxk/YTwWiwVV1di+bRuvvPQyu3btRNM0Nm3Ua2XMWzD/CztJxowZwyWXXsraNWt47plnsVgsXH7FFSQk6k0Mt2zezEv/fJHCY8dQFIXFS5bgGGLBxr5aJ09ureWjIy3UdvnRFE0PCDQNPCEy08K5f2YKN05MICfe9oWaGb21uaKTz8o6eq5LZqPEHVOSRR+UYU4EGxewXdVdrClq69nuqqpw+5Qkwi3nd/dgN8n8ZMko2r0h3tzXRCCggATHGt386MNinrt9HGNEwqjQh7weDxvWr6ekuBhN04iMjOSuu+/m1ttvx/4vX9gJCYm0d7Sxft2nNDc1sX//PrZv28qll132pefd+NlGdmzfTjAYJD09nW9885tce921mD+3TJI5KhOz2UQg6KeosAin08kLz7/AtBnTvxBsZGVlc98DD1BaWkpxYSHPPPU06z9dT0xsDKFgiPLyMg4fOoSqqtx2xx0sXLgIi/X0SdoDpardx0u7G/j4aCv76524nAEwGfQCgAGFyAgLN8xO4frx8cwdHXVegcGW8k52VnXp1yVVQ9UkvjIzGZtJTMQPZyLYuEC5/Aq7qp04O/1gMSLJkBNnZ3ZmJJY+qPyZGmnh+wsyaPMEWXG4BSQJTdX4rKiNX6wq5+eXjjnjbhdB6K3Ori7WrVmL2p0TMX3GTBYuWvylQAMgJTWFK6+6isOHDtPW1kZJSQmbN236UrDh7Opi9+5d1NXXY7PZyB87ljvuuvMLgQaAyWTi8iuuoK6+nl///JeYIk1s37aV2poaIiNPzJYYTUYumnsRP/jh/+P1V15jy5bN7Nu7D1VV0TQVR1gYY7KyWLx4MV//xjdITErsn1/WWXAHFFYVtvH+4WbeO9hMZ6devA+TARS9V8lFubHcMjmB68bHn/dnutkd5EC9C587CGYDBqPElLRwJiaHYTiLpRhh6BHBxgVqbUk7u2q69MRQTcNmNHL9hASi7H33lpiWFs73F2TQ4QmxtbhN3wonS7ywtZaMKAvfnZ8htrEJfcLn81FUVIiEXhJ84aKFxMWduivorNmz9foVmkZbaxvlZeVfOmbPnj1UllcQ8PtJSU5m2ozpp9wuGxYezpw5c4hPTMDn9eL1ejmwfz+Zo0bhcJzY2WU2m7nhxhtJTEhkbME4qior8Xg8GAwGEhMTmTptGouXLCY1Le28fyfnQ1E1DjW4+OhIC8/vbKCkwaUva1iOBxmQlehgwZhobp+ayMWf6wx9PlYXtnKowaUvzagaEQ4jd0xNwih2sg17Iti4QG0q6+BIo7unkFekzchNE+Pp68/0xbkxeIMq32jzUt/p1y8iBplHPqtmVIyN26ckielR4bwFg0EaGhoBUFWV3LxcIiJPnRsUHR1NWJgDRVUxmUwEg0FaW1qI/VyAUllRgdPpBCApOZlp06addgwJCQlcNPci1qxajcFg4NChwyxasuQLwcZxc+fPY+78eXR2dtLS3ILD4SApOelcTr1PaUBDV4BtlZ08v7OOD3Y36DMZ3UsaaBBuNzEpNZyvzEjmgZkpffr6K461cqzRrRfyUjRi7CauGSdayY8EIti4ALW6g+ytdeJzBsBixGCQGJtoZ3p6/yRuXjk2lkeuy+Wrrx/F5dfzN1yeEP++vBSH2cCtkwd/ulgY3oKBIE0NjTjCHGiqSkzMmatuqt07KCRJwufz0dz8xWCjvKyMjo4OACIiIsjIyDzt89ntdkaPGtNTrKupqZFAwH/ax0RGRn5hqWUwBRV9NuMf22p5alsdSkABa/dXhAZGo0x6lJU7pyby8Lw0ksL7tuZFUbOHI41utIBentxoNlCQ6GBMrMjvGglEsHEBenVvAyXH+xWoKomRNm6c0PviRmfLIEsszYnhJ0tH8Z/LS/SkMoNEU4eP36ytwGKUuW58fL+9vjDySRIYDDKSJCHJMpqmnuXj9cd9Xnl5OZ2dnUiShN1uJyHx9O9Ri9VKYlJiT7DRWF+P3x8463MZDF0+hd+vr+TJrbU0d/r15dXP5W4ZDRJ3TUvmh4syKEg6u4J/vfXS7gaqO3z6bKuiMTrext3TkvvltYSBJ4KNC9DyI61Utnp7GiPFOUzcOLH/gg2AOIeJB2alUNPh44kttei3SjIHqrp4YkstKREWZootscI5io2L41vf+S4ms4lgIEBc/JmDV0VRkCQJRVEIDw8nJyf7Cz93udwEAgG9KJjDgc12+m2oRqORsPATrc9dbg9KaGhXAAV4cVc9f91cw4F6F96g2lPbAk0DRWPmmCh+dvEY5o2OJPIc6u/0hqJqrC5qo9kZ0F/fr5AcYea6CeImZKQQwcYFZmtlJyWtXn39VYbwcDPzx0SRGN7/nSWTws3858Wjqe7088mxVkLdRb8+KWzFZpJ55LpcRokdKsI5iI2N5RsPP4QkSWiaRkTE6QPXomOFdHV19VToDAtznKRap9bzb/9a6fNkJKSe4yRJorioCI/HfXYnMoD21Tn575Vl7Kp20uAMoKr67hI0DUIaiTFWfnHZGJZkx5ARbcXcT0maqgYbyzr0WY3upa34OBtLc2POqhiYMLSJYOMC8+b+Jppd3XcPIZVRMTYuO0P3xb6UGmnhfy4ZTVmrl6MNLkAfxyeFrfxqdTl/vi4Xh1lUCRTOjsFgIDo6utfHr1mzmsaGBgCSU1LIHzv2Cz+vranF4/b0BCDal57hyzQ40csD8Hm9Q6a3icaJxon1XQEe21TNmqJW9tS4UEOfm83whrBFmPnKjGTunJrEpJRwws6z7s6ZyBI8t7OONk9QD3aCKuMSHVzSRztchKFBBBsXEG9QZXVhG52+kP6hliQKkhwsyxnYD/X09Ah+fXkW33uviKomN5gNeH0Kbx9oIj3Swn9fOmZAxyNcWI4eOcqqT1bR1taGz+cjLy+Piy+55AvHNDc3EwgGezWjcSqSLJ/X4/uSBLR7Q6wqbOW9g82sONaq18wwy/q3fUBBthpZOCGGWyYlcll+DKMGqPBeQ5eftcXteAPdMysSjEt0MCtzaCTOCn1DBBsXiJCqsaG0nfI2Lyj63VdCtIVZGRFYB2Hr6fUT4ilp8fCnDVU0tPvAKNPhDvLYphqy4+zcOW3wtwEKI09FeQV/ffxxjh09isfjIS0tjQULFzJ23LgvHGcwGoZMoHC+fCGV/XVOPjzcwuv7miipderJnxaDfi2QNCaMimRRdjR3TkliVubA5U75QyorjrXS5Aros0IapCc4mJEeycj47QvHiWDjAhFUNJ7cWktQ6Z4yDYSYnh7BgjG9n3ruaz9YmIE7oPDoZ9V0ugJglGlzB/n++0Vkx9tFDxWhT1VWVPL0P/7BRx9+iKZpmM1mrrn2Wq686qrBHlq/qe30s7qojb9trmFnZaceXFgMem6EohEfaWFaajgPzU3lqnFxyAMcYHX5Qrywq0FP1ZD069KS7GgWZUcN6DiE/ieCjQtEqyfIymOtBEKaPqcqSUxJjWBqWvgZH9tfDLLEQxel0eYJ8fjGKv3ORpJodgb44QfF/O3GPCYkhw3a+ISRo7Kykmeefppnn3kGm82GpmlMmz6NG266kbT0wa3W2R+6fCHK23w8trGa53fWoQZUvThXdzBhMRtICjfz1VkpfGd+BhHWwcmTqmr3s7m840TXWIPEjIwIRoveSSOOCDYuAJ2+EK/tbcQX6q49oKgUZEQMiZmDxHAzD89N0+9wttXqlQNliU1FbTy+qYYfLc4kO05ceIRzV1lRwVP/eIpnn366p1fKmKwsfvSTnzBl6tSTP6g3GaFDVIMzwNPb6/jV6nL8QUUPMD63VBpjN3FNQRz/tWw0Ywbxs9XqDrKi8MSuNBSV+XmxTEoRNxgjkQg2LgAd3hBvHWjS/0MCQhoLxkQzcYh8qPMS7HxzXholrR42l3ToBYVMMk9tqsZskPi3xZmiaZtwTsrLyvn73/7Ga6+80jOjMWrUKP746CNMmDDhlI/TNO0LO0vOhaZp5/sUZ8UbVHj7QDN/WF/FwXrniaUJ0JdNVI2FebH858WjWJYTM6BjO5l6p5/nd9adGKOisSw3hrGJ/VM0TBhcIti4AFS0+dhe3qHfPWggWQwszo4eUl/gM9Mj+O2V2VzzzH7aPSE9KJIlntleR1qkhR8uyhTNmISzUlZWxl/+/BgfvP8+Enr9jcmTJ/PzX/+KcePGnTYBNCc3B5vdrteeOAeappGdk4PdcfpCYH1lVWEbj2+qZn1pO56AqpdiP14zw6eQmxHB9xdmcN34eOK6mx8OZv6romocbnBT2uDuqVQqWw3Mzogg9jza0wtDlwg2RriaDj/vHWrWE8O6OykuzI0hJ37oLU3MzozkH7eM5SuvHsHtV0CW8PkV/vRZNVaTzPcWZAz2EIVhorSkhMf//BifrFyJ2+0mMjKSiy+5hO9877vk5Oae8fE2mw2j0aDPcPSSJEkYDCcuqTEx0ZhN/fvFWdbq5e9ball5rIXCJg/BgNLTXJGAQni4ma8uzOD6CQlMTQsfMjVsSlq8fHC4+cRylapx7aREsmIHJjgTBp4INka46g4fb+xr1HMhAIIK146PH5IJWEZZ4tqCeH66bBQ/X1WOP6CAQaK5zcsTW2tJjrCIpm3CGfn9fl584Z+sXbOG1tZW4uLjugON75GVldXr5zGbLXpRL613swA+r5fa2poTMyaa1qepH58vzOUJqDy7o45VRa18Vtqh7+bq7qhMSEUyy1wzNYlbJiWwMCua1Mi+bZp2vo41uVl5rO3EdSmgcNvkRNKihtY4hb4jgo0RLKRq7K5xUtfs0be7AdHRVuaMiiTSOjT/6k0GiYfnplHW6uWFXfUE/QqYDBQ2uPn9p5VkRluZLYr9CKfgcrl48YUX+Hj5cj3QiIvj0ksv48GHvnFWgQZAUlIiDocDv99PMBA84/GBYICO9nZAX0ZJSU3Dau27pUoJUDWN9SXtfHiklVf3NtDY5gW5uwV8UAUDTMiI4MaJCVw9Lm5Qd5udijugcKDeRVu7DywGJCA10cG09HAsxoGv+SMMjKH5jSP0if11Lj4pbIXjn18NriqIJ2OI3z1EWI38x7JRNLuDfHy0hWBQXzc/UO/it+sqefz6XNKjhk6+iTA0KIrCyo8/5m9/+Svt7e1ERkZyyWWX8vWHHiR/7Niebqy9NSYri6joKFpbW3F73LS3t5+2JHooGKKrqwvQg42c3Fwc9r5bFqhs97GmqI2nt9ey7Uir3v7ddKJmRmKMlbmjo7h9SiI39XNjxfOxt9bJhtIO/bqkgSTD7VOTRK7GCCeCjRHsUIOLTeWdPWu4sixxw4R4oofBh3p0jI1fX56FO6Cw5mgryBLBoMryIy0khZv51eVZPYluggDQ1NjIXx//C16vF7PZzLKLl/Hwt75FTm7uWQcaAKPHjCEyMgpN03A5XdTV1p022Ghra2XXzp3IsoyqqsTExGDqg5yNDm+IA/Uu/ra5htd314MKOEz6uoqm4bAaGRVj5WuzU/nqrJQhk5dxKtsqO9lQ2t6TGGo2yFw7Pq7fe7AIg0sEGyOUN6iyv9ZFR6sH7CYkCcbEWlmUFY11mExVFiQ5uH9mCg3OAIdqnGCQCCkqT26tZXSMjW/MSe23ltfC8OJyuVi9ajVVVVUoisLESRN58KGHepJBz6X0eHZWNtHR0ciSRFNjI/v27qFgfMEpj6+srOTw4cNERurLfFOnTT1j99nTCSoatZ1+/rShin/urqezy6/PZHR/JxsMEtE2E7dNTuTHSzJJGwazfY3OAPtrXYTcQbAakWWJnDg701IjRIfXEW54fOsIZ21NURsbyzv0i5OmYTHI3DY5sd/aRPeX26ck8t356SRGWbr7OOjj/8WqcjaWdejl14ULntvtZu+e3UiShBIKcckll5KcknJezzm2YBzZ2dlYbTYqKir4ZOVK1FPsTikrLWXDp+uxWCxIskx+/ljS0tPPeX+pBjy/s55lT+zhL5ur6fSG9M8ygKYhSTArI5KVX5vCn67NHRaBBsDHR1vYXt2lFxnTNMIsBr42OxWDCDRGPBFsjFBbKjrZVdmpT1Wq+hLKbVOSsJqG31TlvdOT+e9LRhNmN+rr04AnoHDPq4dZXdQ+yKMThgKfz0dRUTEAIUVhybJlxMbGnvfzLlqymClTp+Lz+di/bz//9oMf0NXZ+YVjjm+zffedd/RlE03jqquvwmE/++JUGrCmuI2lf9/Dv31UTFmrF+14PN2dm5Gf6ODFOwr44P6JTE4NwzSMbiA2l3dS3OTWl3ZVDbNB4vapicPqHIRzI+agR6DiZg97a516drpZxmw2MH90FLnxdobjDYTJIHHDhARqO/38+uNSMBtAgnZngJ+tLMVuklmUPXgN5YTB5/f7OXrkCLIsYzabee6ZZ0hITCAYPPMuEkVRiI6OZtbs2cyYOfMLP7v4kksoPHaMI4cP09nRwaqVn1BcVMTYseOIio6iq7OLY8eOUVJcTCAQwGq1MmvObG6+9ZazLuhV2OThzxurWX60hbpO/4ky3mjgCZGc5ODrs1O5fkICOfE27MPsxuFQg5vCZo9+XTLK2O0mLsuPFblXFwgRbIxAK461crTJrZf9VjUirAaunxg/rO8eEsPN3DcjhSZXgKfWV4HFCAaZ3VVdPPJZNRFWI1PTwr9Qi0C4cLS1tOL1enE4HBiNRlZ98gkGo6FXPU4CgQCjR48mIyPzpD+/8eab6ezs4rlnnqGpsZGmpiZKikuwWq34fD5cThf+gB+bzcrESRP57ve/T3xC73eDNLuCvL6vkTf3N7K31onTGdCXGWQJ/ArWMDNXTUrktimJLMyKHrZfzm8faKSwuXtWQ9GId5i4adLQ3TUj9C0RbIxAn5V1UNXm6w42IDXSwnUF8YM9rPOWFWfj+wszKG/1saawtSeqWHGshfgwE/+5bDSjYobH2rXQd3xeH5WVFbjdbhRFAaCjo0PfgdKLx/v9fqxWK4Fg4KQ/T05O5v4HHiAqKoqNn31GWVkpFWXlBEMhzGYziUmJpKenU1AwnquvvYYZM2b0atwBReXTkg4+ONTMe4ea9Xo4JlmfuQupoGnMzo3h2vHxXFsQN6x7hgQVjXXF7TR3dRcf0zTSoiwsy4kZ7KEJA0QEGyPM3lonRxrdEFTAKBNmMzIrI5LEcPNgD61PjE1w8IvLx1De5qW0xQsSBP0Kb+5vIspq5OeXjRnyW/+EvqWhkZScwj333ntOW02DoSBJScmMHj3mlMckpyTz8Le/xbTp0zmwfx+FxwoJKSHMJjNp6Wnk5uUxYcIEPSm0Fw7Wu1hT1MY/dzWwr6ZLT362GPT/VzWyEh3MSI/g/lkpXJw7/L+Q15W0Ud7m08/PAFHhZi4aFSU+qxcQEWyMMC/srKe+y68nhioqGdFWrhs//Gc1Pm9OZiTfWZDO79ZWUtfhA6NMV5efl/c0MDrWxsNz0wZ7iMIAstlsLFy0kIWLFvb7a82eM5vZc2af8+ObXQF2VDl5cmsNH+7v7sRslPUrsabhsBkZl6jnZjwwK2VQm6X1pX/uaqDVE9RnW4MqYxMc3DJJtB64kIhgYwRRNfiksI0OV7Cnw+uYWBvLRsCd0b/6zrx0Ktt8vLCznlZXAMwGGtq8/GJVOVNTw5mVGYE8Uq7UwrAXUjVKWjw8v7Oe362uADR9yQT9Xw2yTEqkmasL4vjhoswh2bvoXGhAszPAxrIOPL6QvhVYgrwEO9PTh14pdaH/iGBjhFBUjdf3NdHs7l53VlVS4+0szo4e1omhp/PHa3JwBxRe3F2Px6f3UGlyBrjphYNseHgaWbG2EXNnKAxfx5um/d+nlVS3eror+p54Y8qyxFUFcfx4cSZzRo2svj9BReXjY610eLt3BSkq+WnhLBG5GhccEWyMEKoGb+xvxOVX9OopAY2CJAeLR/iW0P+9IptOX4jXttfpiXVAoyvAPa8e5s17Jgy5bpfCheW9Q838/tNKtlZ26rf58onZDIIKs3Ji+NnFo1mUFTUsa+CcSUDR+MfWWrxBVZ/VCClMSQ1n3uiRFVQJZyaCjRGiyRXgs9J2/EEVkMAkMz0tgimpI3uqMtpu5BeXjkFRNd7cXIMUZkZRNXZUdfHvy0t55LocYu0msSVWGFAlrR7+a0UZm8s7qO30oylazy4MQhoOh4mfX5vDVePiyIq1jchS3aoGJc0e9tQ6CSnde5BNBialhI+YZSKh90SwMQK4/Apv7m+ky6cAepXBgrTwC2ZNNCfezkMXpVHXFWDz0RawGlEUlbcONJIQbuIHCzNIibCIgEPoF59/XzU5A/xjex0rj7Wwu9qJz6/oQYYEBBVsdhM3TEjgvpnJTEuLIGoE9/bp8AZ5dV9j9w0QoKjMyYpmRsa594sRhq+R+06/gPhCKs/tqEelu3dIIMS80VHMzLhwpirnj4niu/PTqe7wUdXsAaOM1xfiH91N2746KwXLMGlAJwwvEnrAv/xoCx8dbuGTojaa27z6LhNZgqCCbDEyPz+GmycmsDgnmnHDuGZGbzW5gry1v+lEJOZXuCQvlulpIti4EIlgY5hTNb2V/IFaZ88OFGOYmVkZkRdUvoJRlrg8P5YGp5+frSyjwxMEg4yzK8ATW2qJc5i4dbLYaif0rZCqcbjBzfuHmnllbwOFNU49AdRsAEUFDbJTwrgkL5ZbJyeyYEzUYA95QAQUjUMNLsqO90HRwBFtZUZ6OBHWkZebIpyZCDaGufouP2/sazrxB4rK4rw4JqaM/Dunz9OAMIuBB2alUN7m4++ba/CFVLAYOFTWzp83GkgIM4/4hFlh4NR1+tlY3sHT2+tYU9imV/00G7rzMlTioyyMTwrjKzOSuWlSwrDrZXI+ajp8fHi45US5eEXl2vFJ5MSfXb8YYeQQwcYwV9flZ/nRlhOtrDW4JC+GrNgL60N9fKbWbjLw3xePprjZwyeFrQRDKthNbC1q4+cGmYQwEwVJYYM6VmF4c/oVajv9/HFDJS/tasDnCert3036HbzFZCA20sQ356by1VmpI6Z679koavbw7sGm7m2+ukvzYsiIFu0ELlRiEXsYC6kaRxrcVNW79G9bDaIjzCzMih7RiWdnEmkz8tQtY8mNt+tBmAYYZbZWdPDzVeV4AuoZn0MQTqbdE+SxjdXMeWwnT2+pxRdUe7oQo0G41cAVY+PY+p0Z/HTZ6Asy0HD5Fb2hXKe/5y4gPsrC9PQIrCJv6oIl/uaHsUP1Lt452KQnogFoGtdNiCcx7MK7wP2rpHAzb90zgalp4XpiiywRCKqsONrKN94+NtjDE4aZoKLx4eFm5v1lN//zSRkd3tCJXSaaBorKhJQwXri9gDfvGU969IWTL/WvdtV08dGRlhPXJeD+manEO8R16UImgo1hrLjFy/IjrSemKkMqN0xIIDniwr3QfV5+ooMfLxlFTqIDurcguvwhPjrczM8+KUPVetF/XLjg7azq4r7XjnDXK0c41uQmpHTPjGmAN8SYODuPXJ/Hx1+dzBVjYzHI0gW9xfpgvYutFZ09iaGEVG6ZlEB82Nk3yRNGjgt3rn2Ya3IF2FzegeILgsWILMG4zEgmJIeN2PLk5+L68fHUdfr404Yqqps8YDbQ7gnx5JZa5mRGclle7Igqaa5pGq++/DJvvfkWDsf55e1oGkiSRFp6Or/57f8ijaRfVC+Utnp5YkstK461UNbqxesNnSg1HlAw24x8bdkobpucyMSUMCKs4nJa0+lnX60Lza+A2YDBIDE3O4bRMSJX40InPh3D1I6qLjaWd3TfPWggydw4MYFYu7h7+DyTQeK+mSl0+hT+vLGadqcfZJmmLj8//bgUm1FmQVbUiGna1tLczM4dO1m1ciXhEedXz0BVFKw2GwsGoJvqUKJq8OKuet491Mynxe10Obu7KBv0TspIcPH4eG6ZnMhleTGkRYkv0uM2lLazqbxD7+6qaZhkmTumJGEXreQveCLYGKb21DjZW+vSP9RIRFgN3DAhHrtZrIx9ngZEWo3cNyOZBqefJzbV6D+QJfaWtvO/6yoIs2QxPX1kFBqqrq6mra2NyMgobHYbmqYRCATO6blCQHhEOJMnT+7TMQ5Vx8vcf3SkhVf2NlLR5NZzMswGfVurDOPTwrlibBzXFMQzV/T3+JKtFZ0UNbh7boIibUYuHxuL2SCuSxc6EWwMQ1XtPvbWOtE8QbAaMRklpqWFMyE57IJeKz6Z47+PjGgr35iTRlW7j48PNOvbFK1GVh1sJi3Swr8vHUV23PDfLlxbW0tTUyOyQUbTNAwGA3l5eef0XMFQiMTERCZNmjzil1DKWr2sL23ntb2NrN7fpL8/js8aahpxkRbmjIrkjilJ3DZFFIc7mb21Tg7WuyCogMWA1WxgTmYkGWLmR0AEG8PSB4eb2VPjBLMMqobDbOSOKUmoqoZhBDZ06iuTUsL4v6tyONLgpqLNp0ciJgPPbq0j3mHmP5aNGvbr7tVVVTTU12M0GFFVlcjISL77gx/oPzzLhFhFVQkPC2P6jOn9MNKhwR1Q2F3j5LkddTy/sx6CKtiM+pSYpmExG8iLt3PblES+NjuVOIdYpjyVdw82c6TRrdccUTRiokx8dVbqYA9LGCKG95X1ArWxrKOn/weqSozdxLXj40Wg0QtjE+28fFcB1z93kCZXQA84JPjTZ1WYjBK/vCxrsId4XkpKSqipriEiUp/iT0xM5Oprrh7kUQ09IVWjyRngqe11PLG1hoYWr75c0l2YS5YlIixGri6I44eLMpmYIgrBnU5Q0dhS0UlLp787t0UjMczMleNiB3towhAhgo1hZl1xO4XNHv0/NI0Ih5lL82KJFXdcvSJLElNSI/jV5Vl8573Cnq6cQb/CS7sbSAyz8K15aYM9zHPS0txMZ0cnRqMRVdVwOOzk5uUO9rCGpOd31PHnjdUcbnTrEz5fSGDUmDs6ip9fOoa5oyIxi0JUZ7S2uI3qDp/+H6pGYrSV6ybED+6ghCFFBBvDzIdHWqhs9+mJoYpGYriZa8fHDfawhhWbSebOaYmUt3l4bGMNbm8IjDIVzV6e2l5LbrydS/JiBnuYZ+3ggYM0NTVhMBpRVYWwsDCmThu5SyDnYmd1Fz/8oJgD9S46fSE0FX12S9VzM1JjbPzhmhyWZEcT6zBhGOG5Kn3ln7vq9WBDliCkkh5l5apx4roknCCCjWEkENLYVN5Bhyuof6gNkBtn59I8MVV5tuwmAz9aPIq6rgBv7m/C4w2BDAfqXPzXylJSIs2MH2Y9VBoaG3C5XMiyjKaq2Gx2cs8xOXQk0DiRINzgDPCnDVW8c7CJijYfSkjt7iekgVfBEWnhwTmp3DY5kYJkxwXVNO18aECTM8COqi68PqX7uiSRE2djamr4YA9PGEJEsDFMaMD7h5qp6fDpiX4qpERbWZgVNdhDG7aibEZ+cdkYGpwBPjncov+hqrGzuov//LiMf9ycT8Iw6m1RU11NV2cnsiwTDAaxWC3k5+cP9rAGjQS0uoO8daCJdw82s7O6i7bO7poZsgR+Bdlq5Ipp8dw7I5k5mZGkRorqu2dD1TTe2N9Iszuo/4Gikp3kYEnO8JsZFPqXCDaGCQl4flcdbZ7uKob+ELnxdq4YK6Yqz0dGlJV/X5KJ26+wqbgNDDKaqvHhkRb+a2UZf7gmh3DL8LjLLSoqpr29HVmWMRqNxMTEEB0TPdjDGhTeoMrG8g7eP9jMR0dbqGpw60GGSdZrZigaM7KjuWpcHNeOj2eSSAA9J/6gyqt7G/EEumc1vCEmpYRzpbguCf9CBBvDgIZeW2N7ZReBoKJHHhYjk1LCKEhyDPbwhr2FWdF8f0E67Z4gh2ucYJJRVY1/bKxmfJKDe2ckD/ktsR0dHdTX1eHzerFYrYSFh5ORmTHYwxoURc0elh9t4YWd9eyvdur5GBaD/v9BlfR4O1NTw3nwolQuy48VtWnOkappFDZ7OFDn6ukXIztMTE0NJzli+MwICgNjaF9BBQB8QZUXdzfgDij6H4Q0JmaEM39M1KCOayS5fkICHd4QP1leSnOnT78LNsr8eHkJUTYTt05OGNK7EgqPFeLz+bqTQ1WiIiMZkzW8t/GerWZ3kEP1Lp7aVstrexvRAope80FGb/9uMzIm1sa905P5+pxUHKKE9nlxBRTeOtCEL9SdZRtSmJ8fx0WisqpwEiLYGAY8AYV3DzYTVDQ9qU1VmZERwexM8aHuK5IEN05KoM0b5N8+LOnJLvR6Q/xxQyXx4SYuG8KJuCXFxXg8HmRZRlEUIqOiyM7KHuxhDYiQqlHZ7uO5HfX879oK1KCiLzWaDaCBJEukRFi4piCe/1iaKXqZ9JF2T4iXdtWjqlr3jh6YnRnBFJEYKpyECDaGOFWDkhYve6o70T/RGma7USSz9YNIq5G7piXT7Aryf2sr9AjEKLO/opM/fFqJ3WRgwRCdTSouLtKDDUkmqAYJDw8nLUNfRlEU5ayeS5Kknn+Gug5viHcONPF/n1ZR2NDdK+hzM1CyDPNGR/OTJZlcPnboBovDTSCksrfGSVWrt6esu7V7CSVyiC85CoNDvCuGuEZngOd31gGSHmuENBblR4tcjX6SFG7m4XlpHGpw8fHRVn2Gw2xg7dFWwi1GYuwmxg/B3/2e3XtwdnUhG2RsNhv79u7l5htuwCDLnE2RclVRiIiM5OFvf4vbbr+938bbF9aXtPP79ZV8fLQVWaK7KSH631lAYVxmBD9ZMoobJsRjHcJLYMNRTaefF/c0dG8fBhSNG6YlMCFZJNoKJyeCjSGu0xfitX2NJwoGBBSWZMcwMVlMVfaXjCgrj12fx5HGPVS0ekGTQJb4+GgrCWFmHr0uB9sQqsPQ0d5Oa2sLoVAIk0mvJBsKhejq7EQ7y34ogUCAxKREIiOH7hJdYbOHP62vYnVRGzWdPlA01O6W5oRUoiIsfPuS0dw4MYH8BDsWEWj0uaoOH58ca9V3oAD4FS7PjyU/YegF4sLQIIKNIczlV1hf0k5HV6C7Z4NGSnIY09MjRCv5fpYVa+PpW8by7XcLOdroASQCAYXX9zXiMBv407U5gz1EQF8i2btnLz6fX1/2kEAJKQSDwbMONAD8fj/R0THExAy9Ogkuv8Ijn1WzqrCVvbVOvfKrjP6FF1SRzQZun5XMPdOTmZoWLpqm9ZMOb4idVV24XYGevJj80VEUJDkYBitvwiARwcYQVt7m5f3DzfoFFUDRuDw/lqxY26CO60KxNCeGf1uUyU9XlFHf6gWTTKcrwIu768mNt/ONiwa/o6WqqpSWlqKEQkiShBJSSEhMJDMzE5vNdtYBh9/vZ+GihaSlDZ3+MKqm8dGRFj460sp7h5pp7vDp0/cGSW9nbpCZNiaK2ycncvnYWMYlirvr/nSsyd19XeqOLFSVGyfFkyZyyITTEMHGEFba6mVDaYee5QZgkLhqXJxIDB1Ad05NorLdx1821dDa4QOzgRZXgF+vKWd0rI1LB7mHiqZpVFdVEuoONnxeH+PHF3D3PfcSERmB0l3/oLcURSE1NYXEpKR+GvHZOdzg5qMjLbyxv5E9FZ09Sbso+pJJZoKDS/NjuXpcnOjFMUAO1rvYXNahJ4YCkkHm0txY4hyitoZwaiLYGKLaPfpUpbfTB3Z9OrggKYxpaeGYDGKucqCYjTI/XJxJuzfEk1tr8Xd3ia3p9PPL1eUkhpmYPIhb/TRN48CBAwQCAX1mQ1XIyc1l0ZLFgzamvtDQFWBbVSfP76zj/X1NetKnsbtgRlAlKsLMhKQw7p6exN3Tk0UC6ACpavexvaoLfArYjEgSTE+LYGyiWEIRTk8EG0PUtspOfTeExdBT8+HWKYmEWcRf2UALMxv4wcIMnH6F57bWABJosLmkjf/4uJRHrs0lL8E+KGNzu1wcOniIUCiELMuEhYURFzd87/DdAYVmV5A/rK/kuZ31eJwB/TMAoGmYjDKRYUbumZ7MDxdlkBwhZvkG0mdlHXxa0g5mPYfMIMt8fU4qdlEgTTgD8c01RB2od7GvokOvgAgYZYnrxscTZRN/ZYMhM9rKvdOTKGr2sLmkXc8XMMisONjE2EQH31+QQVrUwH7x+f1+duzYicFgQFEUQqEQo0ePJjExcUDH0RdUDfwhled21PO7dRXUtHfnZXyuL43NbGDOqCgevTZHbLEcJHtrnZQd7zOjaVhNMtcWxGM3iZkl4fTEN9cQdKDexdbKTo4XSDAZJS7JiyUz2ir6OAyihVnR/OLSMTzQeZSKFo+eIGcy8KfV5aRHWXjoorQB3Wbp9/spKixE0zR9CUVRyM7NJSMzc8DG0BeCisbq4lb+Z2U5B+pd+EPqieRDTa+aOyE5jF9cNobL8mKxii+2QbG7xsmhBpf+d6Jp2CwGbpmUSKRNzGoIZyaCjSFoU3knu2ucYNRrB5gNBm6elIB1CNV2uFAtyIri8etzue+1I7S4gnr9E6PMf64owyDLfHvewO3iCIVCNNTX9+w4URSFtLQ0EhOHRnJnbxxucPPbdRUsP9JCl19BUbpLX2sa+BUS4uw8dFEq989MITHcLGpmDKLlR1rYWd3VM6vhMBu4ZXICRlncAglnJoKNIWhnVRc1LZ7ubG+N5Agz1xbEYxaJoYPOKEsszIrmvy8ZzbffLgT0gl9ud5C/bqom2mbkrmkD82Xv9/vZu3dvz8xGMBjUg42kob+M0uAM8Oz2Ol7b10hpqxePJ6i/3yXAr2APN3PLzBTunJrE1LRwYuyiZsZg8gVVdlZ30d4Z6CkHnxxhYVFWNLLIDBV6QQQbQ8zGsg59qlLRQNYItxlZmhMjcjWGkHCLgdumJNHmCfHfK0tBAUwyhY1u/ralhsRwMxfn9v+WWJfLRUlxMZqmoWkaYWFhJCQmDOmeJoGQyvuHW3jnYBNri9tpbvP2dNglpIKqsXR8PLdMTuDi3BhGx4iaMkPB8qMtFDV79P9QNWLDzVw5Lk7MNAm9Jr7Bhpi3DzRR2OTWK4YqGtE2E7dNHvp3qheaOIeJ7y9I52CDi/cONhMKqiDB9souHtlQRWqkpV+LSwWDQcpKSvF6vVitVlRVJSs7m/j4+H57zfO1taKTj4608M7BZo41uPSsULOhp2ZGVpKDK/LjuGVyAvNGRw32cIXPefdQM1Udvu5CaiqJ4WbuHqAZPGFkEMHGEOIOKGyr7MTpCnbf7UF2vJ35Y6IHe2jCSYRbjfz80jE0OQN8VtYBqoYaUllb3M6v11Tw2PW5xPbT9H9XVxfHjh3DYNDzeBRFIScnh+ghWGa8ptPPxrIOnttRx+rDLYAGRoNeGVfViAwzMSM9gpsnJfC1WamiXsMQU9flZ2+NE583pAcbZgMFSQ5RqVU4K0Mq2AgGArS2tdHW2obJZCQ7J+espoRVVcXtcuN0OfF6PARDIQCsFgsWq5WwsDAcjjDkIZrQ9Pq+Jmo6/fq6taKSEmvj8vzY44X6hCFoXKKDHyzMwOVX2FPdBbJEIBDi7QNNjE1w8N0F6YRb+j6x1+vxUltT0/P50DSNhIREHPah8wXgCSgcbHDz+r5G/rqpmoBfOdH+XdOwmA1kxdq4clws35mfTlqkdXAHLJzUewebaXYF9K3IIY28VAdXFQzfWi7C4BhSwUZ1TQ1/e/wvPPnEE6SmpXH42NGeO7feKCosYv2nn7Jp00YO7j9IU1MjADk5OWTn5DBr9mwWLV5Mbl7ukFzX/uBwMy3uoL7tL6QyJkYPNoSh7drx8TS7g/x2XQWljXpirz+g8F8rSsiKs3FNQRyOPi561NHRzv59e5G7S9krikJWdtaQmNlQVI1Wd5AXdjXwh/WVNLV59XoxRhk0vfq+w2zkqnHx/GBhBtPTRQfjoSqkary4u542b6jnupQXb2dp9uC/z4ThZUgFGy6Xi87ODsLCwrDZzi4x7OPly/nb439h//79WCx6cSWHQ7/Lq6uro66ujjWrV/P2W2/x0MPf5Pobbujz8Z8rTdOnKndUdeL36x9qyWJgcmoYBUlD505VOLWvzkqhzRPk12vK6fKEeupEfPX1o7x+93guyYvB3IfJdC6Xi9LSsp6gWVEUxk8YT1jY4L9f3j/czC9XlbOvqnub5OcDLVVjUloEv74iSwTSQ5yiahyqd3G00YMS0nOSJKuBgqQw0Z9JOGtDKtioqqxi545dmIxnN6xP167jib/9nUOHDiHLMoFAgKioKHJy9Tbgu3buIhgMYjabKS4q4u9//RvBQIBbbrutP07jrAVVlWd31OH0Kz1TlRMzw1kwJmqwhyachYcuSsPlV/jlRyU9lS89AYWffFxCYvg4ZmRE9MnrBAIBSktKcbvdOBwONE0jOycHu2NwA42jTW5+/FEJm8o66PB1r++DHk2rGpEOM7+9Kpurx8WJMuPDgC+k8vSOOnzdgQYhlfl5sSzNEbMawtkbMsFGVWUV69aupaWlGeNZBBsej4cnn3iCQwcP4vP5yMvL486772bZxct6lmD8fj+rV63m1VdeobS4hOKiIl5/7XVmzZlD5hCotihLEi/vbsAd0Jt84QsxITmMJWKqclgJtxj4+uxUPAGFP35cCg4TSHC43s1Plpfyh2uymZIafrzVzTlramzk8KFDdHV2EgwG0VSNJcuWEhY2cCW8P38O9V0B/rShio+PtlDc4iEYVOnJ8gypOOwm7pyayDfnppMVayOsH3JYhL7X6Q3x/qEWAkr336dfYXp6BAvFTZBwDoZEsFFVWcUTf/sba1evPqtAQ9M0tm/bTlmpvgVw1OjR3HTLzdx9zz3Y7F9chklNSyMQ8PPaq69SXVVNVWUlmz7bSObdgxtsBBWNDWXtlLV50VQNNIiIsTEzI5JYhyhkNNykRVm4f2YKx5o9LN/XqC8haBrrStr404Yq/n3pqPPO4o+OieG2O25n9kVzMBgMaJrGqNGjB3Tbq4R+5/v2/iZe3tPAtqou2rv8erAsSRDUk0EX5sXy0EWpzMyIEDUzhhFfSGV7VRe1HT40DdA0kpLDmJEegVEUFxTOwYAHGx6Ph/KychQlRFVlJc3NLezetYvNmzbR2tqK1WYlFAz16rk0TWPL5k0EAgFUVWX8hPEsWbbsS4EG6PkbSy++mAP7D1BZUYnH42HLls3cefddfX2KZ6XLH+LVPY2E1O57xZDC7MxIZoikuWErP9HBT5ZkUt7q5UidS/8CVlTe3N9EcoSF/7p49HntUHE4HEycNImJkyb14ah7L6RqbKvs5P1DzSw/2srRGqd+jscLc6ExITOSK8fFceXYOOaNjhyUcQrnrtUd5OU9DXqgIQFBlWW5MUxKFQ3whHMz4MFGW2sbr73yCg0NDZQUF1NVVYXP68VkNmOz2Xr6PPTWwQMH8Hq9qIpCXl4+OTk5pzw2Py+f7JwcVEXB6/Vy7Oix8z2d89biCuqt5I9/qCVYmBXFxBTxoR6uZAkuGhXJT5eN4r9WllHW6gVZxu8J8vreRtIiLXxrXtqwLPNc0uJhdVEbr+xpZFNZOwRVffZG1SCgkBZvZ1ZmJLdNSeSqcXFYRYXJYamy3cfHR1tOrJVJMG90FLnx9kEdlzB8DXiw4Xa72Lp1C/v27sNkMmE0GDAYjaiqSigUOqutrpqmUVZahsfjwR8IEB8fj9lsPuXxZouZhIR4VFVFCYXoaG/vi1M6Z97ufgMNrZ6eC3ZyrI2Z6RHYRdO1YU2WJO6YmkSTK8hv1lbQ3OUHs4GqBhePfFZFRrSVawrihk3A0ewKUNzi5e9banhjXyMBT0h/z5r0963dYiQjycLXZqdy7/RksQQ4jLV7gmwu78DrCuqJzprGqEQHk1LCMAyT96sw9Ax4sGG2WMjIyMDj8X6h1oUsS7hcbjo7Os7q+ewOB3FxcdhsNsyWUwcax6mqCoAky5jMg3tBrGzz8uKu+hOFjhSNq8bFMTpWrG2PFN+dn86hehev72/E5Q2B1UhFs4f/90ExyeFmZmUO7SWGkKrR4AzwxJZaHv2sCrcnqO8ysRh6ambEh1lYlhPDf148ivyEwd96K5yfwmYPb+xv0lsmACgad01NZpTIuRHOw4AHG6NHj+bZF1446c9eeO55fvC97xEe3rt8BVmW+cOf/kQwGERRFLKzs8/4mONNq8xmM6mpA9cO/GRqOv2sOtbaU5MBTeOS3FjGiGBjxJAkePrWsTS7A3xwsFlfLpNlqtp9/OCDYt67bxLxYUNzFsDlV1hT1MYvVpezt6YLkE4ExujnNjk1nF9dlsXlY0XNjJGiqNnLrorOz21dhsvHxpIUfuabOUE4lSGxG+U4TVPPakugJElMnTa1J8/jeDXFU2lpbqGyohLZIGO1WnvqcAyGmk4/K4+16gl1Zv0ucUZ2NAVJjvPaFikMTY9fn4dBlnh3byMYZUKKxs7qLq59dj+fPDilX0qan4/N5Z38/tMKPjzSgl7N6cQXD4EQeekR/GBBBrdNSRRbWUeQijYf2yo7QVGhe0n78onxpEeJuijC+RliwcbZP+ZMAcbn7d27hwMHDiBLMhaLhUmTJp/9C/aRwiYPq4ra6Gl8ompcNz6eRHH3MCJlRFt5eG46Ta4gm4+0gM1IMKSxo7qL//i4hJ9fOoaYfmradjZqO/38bl0lbx9ootUTRFW0E0mCQQWrw8R3l2Rx17QksuPsWE0iAXQk2VHdyfKjLfp1qft6fNPEhCHx3hSGtyEVbPQFTdNO2vdk1Sef8MJzz3H40CHCIyKYM/cirrzqqkEYoe5Ig4uDNV36ojfgsBm5elyc+FCPYIuzo2hxp9HuCXKkugvMBhRF47kd9eTFO/jKjORBmyVQVXh8czUfHm5hR1UnTnd3boakb9sFuG5qEvdMT2b+mCjiRALoyKPB/loXVU1uvSuvBJFWI0uyo/u0t8/nr9Ed7e18/PHHVFdVUV5ejt/nJzw8nMxRmUycNIkpU6cSFyeavo0EIy7YkCSJxoYGVq9ahdFkor29nbqaWvbs2cPBAweIjIzkuhuu58677yIism/KR5+tY00etlR06tsGLTIGWWJRVhSZ0aLr5UgmSxLXFMTR5Qvx35+UU9/uA4OE2xPkD+sribYbuWVSIqYBLJqkahrritt5Y38THx9tobbNq//geM0MSWPa6Ehun5zEkpxopqSK+i8j1dbKTrZXdYEKoGExGrhyXBxJfVha/nig4XQ6WbN6NWtXr+bI4SO0tLbS2NBAMBDA7nAQn5BA6rpPGTtuHFdfezULFizsszGMZB0dHfz5kUcwyIZzKlOshBSioqP57ve/1+djG3HBBkBVVRW//93/4Qhz0NbW3rPFNScnh+tuuJ7b7riD1NTUU86C9LfPStv5tLRd3zaoaUhI3DktGYuoSTCiaYDNZODmSYnUdQX4xaoyVBUwylTWuXhsYzXRNhNXDFCyZVGzh/cONfPh4RY2HeueOjfIes2MkEpClJUrxsZyw8QErh4n7i5HurUl7eyu6dJ3oahglCW+NjsVo9x310hJkvC4Paz8eAV/efxxDh08iNlsxmAwkJySjNlsprOjk4b6emqrqzl44ACVFeX4vD6WLlt2VqURLkRdnV38/rf/d9Y7LSVJ6ukrlpmZKYKN3vJ6vBQXFRERGYnBYMBisRAKhUhNSyMlJRW/34+iKIP2xt1V46Sx2QMWI0iQEqlvHRTBxsh2/JIdZTPytdkpFDW5eWN/EyFFA5uRHcXt/MVeTWK4iWlp/Tfr1uwKsrumizf2N/LctjpQNP292N0wLdxuZGyig5smJvC1OalEWYfXZcLr9dHa2kJzUzNutwuj0UhERAQxsbEkJSUN9vCGJFdAYV+tk45Ov34TJMPoGBvzR0di6MNgA2Dbtq08/+yzHDtylJiYGOLi4ygoKCA3Lw+bzUZzUzNFRUWUFBfT1NjI9m3b8Xi85OXnD4leVkOZ0WggIzMDo9HY6xtpSdI/+oFAAJfLRURE/1x7htdVpJccYXo557CwMEKhED6fD5fLxZbNm9m8aRNLli7lx//+E8YVFAz42FYea2V/XXd5Z00jzGrkmoJ4UQTpApMSYeHvN42lqsPPtspOPeAwG1hxuIUwi4G/35jf5+8JT1Chqt3PCzvreWp7La2tXj3IMEmgaphMMknhFq4cG8t35qcz9jx7uAwGt9vNurXr2PjZZ6z/dB1lJaWEhYczrqCA2XNmc8uttzImK+u0xf8uRGuL2ihq9ugRsaoRG2HmtqmJfR5oBINBNm/axN69e3GEOYiMjOQr993HfQ888IW/k+bmZp78+xP88/nnURSF/fv2sf7T9dxw4w29Lo1wIbLZ7Vx9zdX6jXSv/uokDLJMZWUVBw8cIBgMMnr06H4Z24gMNqZNn862XTsBaGlpYd+evXz00Uds2bSJxsZGtm/bxpNPPMmfH39swMe2rqSdY00efU1c04iyGrlx4sA10BKGjnCLgWduGcv1zx/gSKO7p2T9uwebMcgSr941vk9eR9U0NA2e217HYxtrKGp0gwx0z1hIgMkkszg7hv+6eDRzh2kvE4/Hw5uvv8Fvf/MbvF4vVquVxKQkNE2juKiII4cP8+7b7/DYXx5n1pw5IuD4nLcPNHGsyd2zjBbvMHFdQd8vnW3etJl9e/ehaRo2m43Zc+bw4EMPfem4+Ph47rn3Hurr6lj+0UeYzWY+Xv4RCxcuEMHGaURHR/O7P/zhrB4TCAT44//9H2tWr2b8hAn84Ic/7Jexjfh5+9jYWJYsW8qjj/2Zu+65m8jISFxOJ3t272blipUDOhZPQGVXdRddXX597sogkx1nZ1FWNH18AyEMA5IEuQl2Hr0uV08ODqkgS4RCKquL2vjPlaXn/RoaeuLfxU/u5Ucfleh3r8d3mWj6AZnRVp66ZSxv3DN+WAcaK5Z/zG9/8xt8Ph8ZmZnc85Wv8Mif/8wf/vQnbrr5ZqxWK06nk+9869uUlZ7/73akqOnwcbDBTdCn6O8Lo35dKkjq+/5MxUWF1NbUABAXF8cVV155ymNjYmO5aO48VFVFkiQ2bviMjo7OPh/The6Vl17inbffITExkcuuuJyp06f1y+uM+GDjeOILwJKlS5k5axbBYBCX08nu7tmPgfLavgbKW736Eoqqkhxh4apxovLihe7i3Bj+8+LRjEqwQ0ABWaLVFeCZbXX8Y1vtOT9vbaefb759jOufO8jGsg48AVWfxtAAf4hwq4H/umQ0qx6cws2TEokYZrkZn9fc3Mzf//Y3AoEguXm5/Pnxx/i3H/2IRUsWc8lll/L//u3f+MWvf4XRaKS9vZ0333iDxoaGwR72kPDingZqO/093Ymz4+zcNDGhX16rpaWFzk49YIiIjGT6jOmnPDYsLIxp06f1tJjQVJXmpsZ+GVd/2L9vPw8/9E2WLlrEE3/762AP56S2bN7CB+9/QFVlJXPnzePBh77Rb6814oONzxs7bpze9VVVcblc7Nq5a0Bf/+0DTVR1+PWpypBKUriZGyb0z4daGF7unZ7MndOSiI6ydLdpl2joCvDr1RV8fLSVkNr7infN7iB/WF/Fdc8d4JU9jTR3+vWcEAkIKBgNErfOSuWD+yfxnfnp5MTbsfVDca6z7eB8PmpraigqLESWJe67/34Kxo/HbDFjNpsxGo3ExcexZMkSrr/hBsxmM2tWr6GpqWnAxjdUqRp8dLiFFndADzaCCpnRVq7vp+tSS/OJYMNqtZKQmHja4y3WE9tuZYOB+oYG3G53r1/vZO/BgXpfrlm9mrWrVnP40GHWrF5DS0vLgLxub4VCId547TX27t5DwYQJLLvkEhz2/svTGra3MsFAgN27dwMSihJiXEEB0dHRp32MwWAgIjICDT1Rqb6+fkDGqgFHG90caXCjBvU7V4vDzIyMCNF0TQDAZJD47vx0WtxBntxco6eHSxJVrV5+ubqczGjLGae1NQ3eP9zMa3sb+aysg/pWr75kYpD0ACakMjM3hjumJHHFuDhy4vruvRcIBPjTH/5Ie3sbHo+H2++4k4vmXtTrx+/asZNDhw5SVFhEMBQiIiKChMQExo0bx9Rp03A4Tn0R9Hq91NTUEAoGMZvNLFy0CIvly7UhoqKjmb9gIe+//z7FRUW4XK5zOteRQtU0dlc7KW3xooX0YDQ8ysqczAgirP2zU8/lduF0OjEajYSCwTM/4F8CA6/HS/Akj9M0jT/8/ve0NDcTDATJy89n2cXLyDpJvyxJkjhw4ACrP/mEmuoa7A4706ZN4/obb+zTUgi1NTW0t7djNBlpb++gual5SBUoe/+999i5cwcer5ely5Zy6WWX9uvrDdtgw+128+ifHsFgMOBxe/jZz//njMEGgKF7SUVVVfw+X38PE9BvKF/d00ibN9QzVZkTH86ynJgBeX1h6NOA+DAzD89No8kV0HuodAcK28o6+OXqCv73yixGn6Lz5r5aJ8uPtvLa3gYO1Tr1JzTJ+rZWv0J2ahiLs2K4cVI8i7NjMPdh4TBVVdm7Zw/PPfMMra2tdHR2MGXKlDMGG5qmUVFezrq161j/6acUFxVRWlpKMBgkIiKC+Ph4Ro8Zw5yLLuLSyy9j/PiTJ8wqikIwEOzp32IwnPyypqqqviUQ/Wbl+PT8hUrV4KU9DXT5Q/pFKqQyOTWcpbn9d13Ky8tn/oIFGGSZggkTznh8MBQ6MV5VJT4+HrvdftJjS4qKWfHxx7S3t5M/Np+oqKiTBhstzc288dprvPLSy7S1tTF+wgSWLlt27id1CnrTTxVZlpEl6QvnMpg0TaO1tZXXXnmF6qpq5s6by7KLL8Fm698b32EbbASCQbZv20YgEKCzo5Nvf+87vXykhKZpmEwmEhIGZgnDG1T56GgLLr/Sk5g3IcnBkpwzB0fCheH4V/+E5DB+smQUdZ1+tpd16LuWZInXt9YyOsbG9xakf6F/Tk2Hn62Vnbyyp4H3DjWDX+lu7KfXzIgOMzM5NYzbpyRy59Rk7GY92NY4pwKDJ9XW1sbzzz6HpmlERkaCRq92ehQVFvLsM8/y3rvv0tHejiRJxMXHY7VYcDqdNDQ0UF1Vxb69eykpKeab3/oWE07yBWW320lKTuq5K923dw/LLrnkS3V0NE1j184dhEIhRmeNOe1syYWgzRPk3YNNeINqz3VpYnIYszP7L0n48iuvYMrUKUhIRMecPqhRVZX6urqev1dJkkhLTzvpe0uSJO64804OHjiApqo0NTZx7Nixkz7v22+9zZpVq3G7XBQUFHDf/fexZOnS8z+5Lw/qRANDSWIQ6keelKZprFyxgsOHDuP3+bnmumuZNv3UuTN9ZdgGG0ajkeycHCrKywkGAvi8vZulCAaDqKqKw+Fg8pTJ/TtIIKRq7Kt16kso3T0mwsPNTE+PIFb0QRFOYkZGBL+6PIuvv3mM8haPPhtmNfCH9ZXYzTL/b2EmZqPEgXoXL+1q4JHPqvTS90a5J9AwGmWy4mxcWxDP9xekf6nkdF9d9wKBADu2b+e9d9/Fbrf3ehra4/Hwzttv89orryBJEvHx8aSlpTF23DiiY6Kpr6unrLSU2ro6Ojs6WLNqNbIs8+vf/C9R0VFfeC5ZlsnKziYjI4PGxkbeeust0tLTyR87tifgCPj9HDl8mBUrVuDz+bh28XXEx1+4W859IZWNZR3UdPr1wFSDmGgrU1LDsfZXcUFNY+zYsYwdO7ZXh7e1trF96zZkWUYDkpKSTrvtdeasmcTHx1NXV4fX66WivIyKigpGjRrVc0xRYSErli+nqqqK2Lg4Fi9Zwm133HGeJza8NDY08OZrr+H3+8nJy2XcuHEYjf1f4HLYBhsGg4H09DSqKisxmkxs3bqV8RMnkJGRccrHtLS0UFtTg0E2YDKZSEpO7vdxugMKT26tRUNfgyeoMGdUZL/ePQjDmwQsyo7m8RtyufmFgz13nqGAwou7G4i2m0gJt/CDD4qoPF6zxaR36ZRlsJuNzBsdxb8tyuz32bOKigqefuopbDbbWa13f/j++6z65BNCoRAxMTEsWrKEX/zql19YCi0uKubxxx7jw/ffJxQKsWrlJ8ydO4/rb7zhS1O+MdEx3Hvfffz5kUdY/uFHoMFNN9/MlKlTUBSFDevX8+wzz1BTVYXNZmP+/AXExF64O8HaPUGe3VGHhKQ3dw0pXJ4fy5xR/XhdOstb+4qKclat+gSDwYCmqiy75OLTzobY7HZmzZ5FdU01DfUNVFdVs2P79p5gQ1EUHnv0UYqKigCYO28ed91z9wU1w9XZ2cnrr73OwYOHCAaD3HTzzYwZkzUgrz1sgw2z2cz0GTPZvm07JpOJVSs/YdKkSacNNrZv28b+/fswmozYbDZyc/P6fZyegMJbB5oIHt8NoGjMzIhkVsbgNIEThgejLLEkO4bHrs/j2+8U4gsoYJQpbvbw7XcKTxz4+V0kisqk9Ej+fckobp7U/0uEXV1dfLZ+A9u3bjur9V6v18un69Zx5PAR7HY7BQUF/OKXv/hSzlVObg7f+d53MRmNvP7aaxiNRl5+8UWWXXLxl14vIjKCu++9h8OHD7Fm1WrWrlnDp+vWfeEYVVUxWyz8+N//nSXLlvb7GvVQVtcVYG1RO6qm9eRrzB0dybghUjW2qLCIl/75EseOHsNisaCqKrfedhuJZ1j6vmjuPDZ+tpHG+gaqqqrYuWMnt9x6K6FQiBdf+CebN2+hs7OT8RPGc/2NN5Dfy1mWkaK9rY1XX3kFWZZJTErisisuJy5+YJJWh+3WV4vFwtJlSwkPD8dgMNDY2MDTT/2DJ//+BA0n2T+/betWXnjueQ4dPITd4SA7J4crr+7fFvNdvhDvHmzG7e9ODFI1stLCmZ4e3udlgIWRx2aSuWtaEndNS8JhNeoZfdBTjKvn30Mq8WEmfnttDm/fO4Eb+6lGwr86euQIL734IhEREVx19VUYjcZebStct3YN5eUVSOhT4/MXLjjlHWt2djYXX3IJZrMZVVU5evQotdXVJz3W4XDwv7/7Hd/53vdITErC6/Hg8XhwuVwoisKkyZP59W9+w6233XZB3c3+qzZPkPUl7fgDiv4Hisa0vBgmJPd9Ea9zUVFRwdP/+Afvv/cuJpMJg8HA1x/8Brl5eUjy6b+y5s6fR+aoTAwGIx6Ph2NHj7Jvz15Kiov5y2OP0dHejiMsjLvuvodLL798gM5oaPB6fezZs5f6ujo0TeOKK68kdgBn94btzIYsy4weM4YbbryR5559FpfTSXlZOU89+SQfffgho8eMIb47YqsoL6esrJyG+nq8Xi8FWVkDsk7X4g7y1oFmelbIgypLcmIY3w+V+YSRKaScpDPx5/4zwmbg6nFJPb1Mwi0D01ywsbGR1atWU1RYSFZWFvfcey9r16zF7/ef8bH79u6jqbERDUhJTeWiefNOe3zmqEwKxhdw+NBhVEVhz569ZGVnExH55Sn/sLAw7rjrTi67/HJKS0uor6/HbDKTlp5GRmYmsTGx2B0n381woajp8PPS7voT7yNF5fL8WHLiBv/3Ul5ezuN/fozlH36IoiiYzWYmTJzA1x78eq/KlJtMJqbPmMGBAwcpLyvD2dXFp5+uo/BYIZ2dnXR1dfGt73xH7yB7hsBlpKmpruK9d95BkiQCgQBLly4lKipqwF5/2AYboC+l3HPfV/AHArz68ss0NjbS1dVFQ30DRYWFPReV9rZ2fF4vGjBh4kS+ct99LF68qN/HV9Xh57Oy9hMfapPMspxoskRtDeEMNA1e2dvAOwea2VXdhS+kfnnNWwO7ycD3F2QwLX1g+0Vs3bKVj5cvJyoqiiuuuopx48f3VOo9k+KiYtra2gCIiYk5Y8JgREQEefljOXTwEJIs09baSuA0NRoiIyOJjIxk1OhM3G4PBtmAzS4+c8cda3Kzr9qpb60GMMnMHx31hV1Og6GivILHH/0zK1eswOVyYbFYyM/P5yf/8R9nNdU/fcZM1q1dR1lJCS0tLbz7zru0tbYSDAa55NJLufGmG0lNS+3HMxmaSktL2bxpE2azmXEF48gfNxaTaeA2KQypYCMQ8NPR1dmzH743kpKS+Mr995GWlsbWLVsoLy+jqbGJ5qYmmpuaAY3EpGRy83KZMGECS5YuY978eVis1n49l0ZngLVFbSjeEFgMoGrMyIwclp00hYG1s7qLN/Y18vHRVo7UOrv76OidWVFUvQJt9xeFO6CwuriVcUmOfqkCejIN9Q1s2riR8rIyZs2ezS233dqzHbE3yyidnZ0EAgEAbDYb1jN8Fh1hYeTm5qJpGrIsU1JSgsfthjMUSJIkmbAwMYv4eaWtXlYXtelF3gwG0GBJTgzZgzyrUVlRyV8ff5yVK1bQ0dGBxWJhwsSJfPu732HGzJln9VwTJk4gLz+fjZ99hsfjwdnVhcFoJCIigq89+CAFp6jX0tfMJlN3rQ39fRvmGLz3YkNDA7t27qSrq4v4+Hjmzp3Xb63kT2VIBRvjCgr4xjcewmK14HCE9Tq7PT09nfseuJ958+dx6OBB6urqaKhvwOf3AxopKSmMGTOG6TNmkJqW1r8n0a2o2cOb+xtPJPApKjdOTCAl8suVDQUBoLrDz7qSNl7e08Dqwy16PkZ3d2D8CklxNnLj7dR2+imtd4HZgNOv8Js1FSSHW7h9aiJmQ/8HHKs++YTNGzcSFxfH/AULyMrKOmlVx5NpbW0lFAoiyzKKoiD3YrwWi4W4+PieQKa2phrvABXkG2kO1LlYcaz1C9ele2ekDOqsRlVVFU/87W+89+67uN1uHA47k6dM5b4H7mfZxRef9fMZDAYmTZ7E6DFjqKyowGgyYTKZuPX225k7b+6X6q/0hqIo1NTUcPjQIXw+3xkL1djtdsrKSjGbzRgMBro6O/nwgw9IT0/jtOG4BhoaOTk55OXnn7QS7rkoLipiy+bNWMwWJElm7vx5AzqrAUMo2NA0jfkLFjB/wYJzfo6c3FxycnP7cFTn7nCDm8Iapz6rAVhsJpZkR4vaGsKXtHtClLV6eX5XHS/uaqCzwweW7o+mqmGxGMhIdHDv9CSuHhfPmuI2frayDLc3BAYJpzfEz1eXkxhu5tK82H4tHlRVWcmqTz6htKSEK6++muuuv/6sHl9dVY3P5z+x5NKLNhWapp2o9ilJhBRlQPuujBQhVeNgvYvaJk/PdSky3MzCrCgc5oHJ9flX1VVVPP3kP3jl5ZfRVJWoqCimz5jB177+NeYvXHjOzxseHk50dDTlZWU9M+X3P3D/OX95ez0eXn7xJZ5/5hna2tt72gmciqZpOBwO7HY7GhqNjY38+pe/RFGUM76Wqqosu/hifv3b/yUnJ+ecxvuviouLOXrkKCazidjYGKZNn97r1YO+MmSCjb6sST/Y9te5WFPc1tNhU5LgynFxZMb079KNMLwEFJUOb4jnd9bzyIYqGtp8+vKI1djzvomNMDN3dBS/vTKb/AR9qjsl0kKnL8QvVpbpX9ayRHmDm1+sKsdmklmY1X+1Nd566y0OHzpEWkYGixYvJiv77PboWywWvUhTd7Cg9SLa0DSNUHepZwmora0bsFYDI8meGifbq7p6rksmo8QdU5OItg3O10BDfQPPPfsczzz1FBarFYPZzJJlS/neD35A9knKjPeW3+9n/bpP2b1rFxaLpSdYLS0tJT4h4Zzu6H1+P1s2b0JRVcLDw3v1fSVJUs/7XJb1Jb3eBsmfrltHTXV1nwQbVVVVHDp4CJfLRVJSErNmzz7j0mV/GDLBxkiyt9bJ5vJOfQockGWJmyYmEG4Rv25B5/IrrCpq5b9XlnGowX2il0k3WZbIirXx+A25XJr3xe1pcQ4Td05NYneNk+WHuztJmmS2FrXxZIyVOIeZgqS+zw0qLS1lxUfLqaio4GsPPshl57B1MDU1BYvFjKZpPVnxZ+Lz+nrKVkuSRFNDQ692vQhftKG0nQ2l7T1LcyaDgZsmxmMzDfyshtvtZv2n63jpn//EZrejaRoXX3oJP/rxj8nIzDyv5/7nCy+wdu0aDAZDT1CgKArvvfsuEyZOPKcdGFarlQULF1JZUYnf7+9VMrTyLzNwRqOxV0GKpmlMmTKF5JSUsx7nyZSVllBZUYHBYMButzNl2rSez99AEt9+fUzT9JmNhmY3WIxIEqRGWLg8P3bAEviEoe1Ig5vffVrJK3sa9KJK0HO3SVAhOc7Od+en87XZKURaT/4RzY2389h1uXT6Qmwq69AfazHw6vY6Yuwm/u+qbOx9PDX+1BNPUFNTw+QpU1iydAmJSadvD34yEZGRGI2mnqntluYWDh88RMGEUyft+f0+mpoaT1wcR9As6EDp8oXYX+fC7fSD2QgSpEVauCgzClMfNuXrDa/XyxuvvsYffv97QqEQkiRx2eWX8dOf/YyU8/yC3bZlKx++/wFVlVVEx8RgtVppbWlBURQ+XbuOH//kJ+f0vGFhYXz3+99n6dKltHfomxhO92XtcDh4/M9/5rP16zGaTKSmpXH/Aw+Q+bnS6aeiaRozZ83ss22phw4e5uiRIxgNBiwWCzm5uYOykiCCjT62uqiNHVWdej8LTcNmMXL9hPieBljChau2089fNtXwyp4Gmt0BQiFVf58A+BXCIy3cMy+N+2Ykk5/oOOM6+uhYG49em8vNLxygvK07ac0g88z2OkwGmUeu7Zv1XkVR2LNrNxs2bKC+vp4HH/oG8+bPP+fnmz5zBuXlZTQ2NNLa0sLhI4dPG2x0OZ1s/Gxjr7fWCl/20ZEW9tY69Xr2mkaU3cTd05IxGwf+S2fD+vW8+OKLdHZ2YrfbWXbJxX0SaPh9Pp5+6imOHT1KKBTiyiuvZOGiRXzzwQfRZJmO9g5WrljJ9Tfe0KuaHf/KYrEwacoUVFXleOHVUzFbzLz+2quEQiHk7hmFqdOmMf74+/w0qykaWp8lhmqaRlVlBe3djQ4tFgszZvR/07WTEZ/ePraupI1d1V36lLiqYZL1dVGjqBh6wfIFVZ7dUccDrx/lia01VLV48PoVPdAIqeBXuHpKIs/dOpb/vHg009IjepWwJwGTU8L483V5+gyIqoFBwucL8fq+Bn7//9u76/A4zmvx49+ZnV2ttGJmMsnMdhw7dshOYocZC2napu1tynhv4fb29tfbpiknhTRtmJOG2XFMMcQko2Qxs1bSMsz8/hhZthODZEsW+HyeJ88TS7uz79o7s2fe97znvF89aO/hLw88QHNTM0vOO48l5513WltKZ0yfQXKy2QStpqaG1197DZ/Pe8zHulwu3n7zLWqqq8dUXteZ9t7BTkpaPaApENaJslq4Y146yqC15OufttY2Pnh/DSUHDuBwOJg3fx7f/8EPTjvQAPjtfb9l20cf0dnZyeIlS7j+xhuZNn0aM2bNxNB1DAy2btlCV1fXKb+GpmnYbDYiImzYTvAfmLtiDsUUh77obTab+d8JnjtYgQbAgf0HaGhoRNd14uLimDx1yqAde6Ak2BhETT0BdtT3EPCYyWwWm4VZWTHMzopBlQvlWWlDpZOvv1TKz9+p4q39bTh7Aoe3swbCTMmO4X+umsh/X1rIdTNSSR/gFkSLqrBqSjL/fUkhcQ4r9PZQaXT6+euH9fxza+NpjT8YDPLBmg/48MMPCQaC3HLrrUyZOvW0jrn0/GVMmDABVVXx+/3s2LadX//yVxzYv/+ox1WUl/OX+x/g+WefJSrqcB0I2YkyMBXtXvY3uwn7QmCAzW7lnPw48hLsZ3xFau/ePZSUlBAIBEhMSuKylStPO0fDMAy2btnKS//+Nx0dHWRkZHD5lVcwb/484uLjufSyy8wZBlVl/fp1tLa2DtK7Odm4jv6zbuhn5HWPVF9fR3dXF4qiEBMTQ0FBwRkfwyGyjDKIXt7bysFWb18BpqQYK1dNSz7ja6Ji+JW3e3ljfzuv7G3l7f3toOugWXqb8ekkx0Zw4YQErp2eyg0z0zidiS9Vgf9Yks3BNg//3NKIxxsEi0p5m5dfra5mXFIkSwvjT+nYLS0tPPTgg3jdbmbOmsWixece9cV/KmJjY7n8yiuoqKhgd3Ex3V1dPP7YYzQ1NTF12lRiYmPxeb3sLi5m9er3ezt+ruD1V19FVVWsmlVmOQbghd0tVHV6zQ9K2CArOYLrZ6QMy1gqKyppbjbzb9JSU7nm2mtP+5hNjY386Q9/oLWlhYDfz6orrmD5CrM+R2xsLOcuXow9MhI9HKauto5dO3YwceLEs6I/TnV1NR29Syh2u53klOH5dwcJNgbVu6Wd1Dp95kmtG2TFRXDV1OH7xxVnXocnyOaabl7c3cI/tzQS8pszDagW0HUckVZmZEZz+eRk7lyYQXrM4EyZWlSF71yQR4cnyFM7mzF6uwwfaHbz/dfKePTWqQMukx8IBNixfTvr1q4lOiaGL3zpbvJyj30XeuR2QgMDi+XEl5ZLLr2Enu5u/vrAX6ioqMDtdvPcs8/y1JNPYuhG7zEsJCYmctXVV3PNddfyyksvmV9S6WmDOtU8lhkGvLy3jcbugFl5NqSTkxDBiklnrgHXkWpra2ltacFisaAbBk6nk+rq/i33GYZBbGwsqWlpfVs3u7q6ePGFF3nn7bfRNI3JU6Zyw403kJ2d0/e8rOxsioqK2L9vH5GRkby/eg1z589n+vTpQ/IeR5L9e/fR3NSEqig4HNHkHPH3cqZJsDFIKtq97GroIeQLgaYSYdeYlRVNofRBOSv4Qzp1XX6e3N7MfWtr6Oz0mln/vbk7Fk0lJdbOqsnJ3LM0hxlD0GEzL8HOl87Npt0d5O0D7RxKYfuw3Mn9G+r41vm5ZMb2/0u6vLycpw61o05LY+bMGXR1OT/Rl0RVVQJ+f992OlVV6ezswO124/F4iIqK+sRdpMWicf0NNxAbF8cDf76fhvp6gqEgoWAIwzCw2mzEREezdNky7vrC57FFRJjr7oZBbl7uWd0evr8MYHN1F+VtXjM3SFWIjNKYnRkzbMUFGxsb6OzsJCYmhsqKCr58993o/Sh0BRAMhVh2/gXcdvvt5OXnEQ6H2bxpE3/8/e+JiopCVVW+/B9f+UTbeLvdziWXXkLJgQNYVJWdO3dQU119VgQbDQ0NfeXaoxxRZOdIsDHq/WNzA23uoHkXGzYYnxzJyqL+Nw8So5NuGCgoPF/cwn0f1LCtutvMhDqipopFUzknL47vXpDHFVOSh3Sd/LzCeL6xLJcWd5CdNd3mkp5F4b63K8mKi+Az8zNI7OcXTW1NDa+9+hopKSmEw2G+/c1vmjtCPr4YrSjouo7P50NVVRwOB88+8wxr3l9NUnIKV111NZeu/GRNDoumcdnKlSw7/3xeeellysoO0lBfTyAQYOKkIi644AJmzZmNqiq89cZbJ20vLo6m6wYPbmmgyxfqS0aeXRjP1dNTh2U8rp4efF5vX/0Lj8fD7uLd/X5+IBBg5qzZfYXgdhcX889//AO3201ERATLL1nB+Rde8IllPofDwcpVq3jgz/cTCARoqK9n965ilixZQtwZ7Hp6pjmdTgIB/1FF9IZz+VGCjUHy4u5WOtwB86QOhClMjOSyycMzVSnOnN2NLr79chnrKp34Q/rhTpoABqREW/n1lRO4amoK8WeoUuOlRUm4/GG+9PwB2lwBsy6FzcJ3XykjQlO5c0FGvwo5KYqCpmnouk5DfT0N9fUnfPyhmQ1N06irraOivILx48fjv/TEBbiioqK44aYb+5pWHXptVVX7vpTcHk/fa0ycNOmsWG8/XV2+EO+UdOA+YufTpFQH54+LH5bxNDU309PjQtf1fpXt/jhD1zF0A5vNRl1tHY898ijvr34fu91OdHQ03/ne90g+RnM+RVHIzMxk4qRJ7Nq5E1VV2bVrJ/v37+ecRYsG462NSI0NjbjdHnRdJxgKkZCQMOCKv4NJgo3TFNIN3tjfTlOP35y31A1SkqNYUjh8/QbE0Ov2hfnuqwd5dV8bzT0BQr05EhhAKAxWC19flsPXl+aSHmMjQjuzd+VXT0/BAG78xy5zu6MC4ZDOb9ZUkxZt4/qZJ7+7DYVC5hSsqvanhQnR0dF9VT69Xi89PT30uFz9atJ2ohoabreb8rKyvrsyR5QDyxnu6zDa+EM6qw92mrOthgG6QUF2LOedYqLwYMjPy+eBv/2VgN9/SnfYBmZgGhMTg2EY/OePf8Q3vvUtVNUMTFNSj/+ZjrDb+ftD/yAQCGDoOraIiFOqtTGwARuH62kYxicmBIfa+AnjeeTxxwgGAhgw7EuPcsaeplDY4KmdzXiCuvllE9SZmRk9rCe1GDreoM6jHzXyyEeNFDe56fEEe1MjzBktrBaWT03lW8tymZkVPeCtrINFUxVWTErk3msn8u1XyswfqgqVbV7+7/1q7FaVy6ckn7B55aJzz+WDDetP+sWuKiqBgJ+77vwcbpcLr8fDPd/4Oldfey16OPyJGgoN9Q14vV4MIDY2htQTfEkAeNxuKirKUXqXa/Ly84f9wjnS+UI6f99cb862KeZnc0FuLOfmxw3bmDSrdsyZh1OVkJBAQkL/+wAlJZ3ZmWaLZsFiMbsb64ZBZOSZ7UditVpJGcbdJx8nwcZpavcEeae0wzypMdfHF+TEsihv+E5qMfhCusG7pR08vbOZNeVOqlrc5tT0ocJcGMwfn8BNM9NYPjGRGZmDnwA6UHF2jU/Ny2Bfs4eHNtf3tcX+qLqLP6yrJclhPe7n1DAM4uPjWXjOOf1+PYvFgmEYBEMhxo8fz5Qpxy4g9Jf772ffvn1mP4wVy7n7y18+4XFbW1v5cMPGvmWVOXPnEhsb2+9xnY2qOrysq3ASPnQ7bVGZmx3DpJTT27Ys+m/u3HmseX8NVZWVjBs3jvx+lCofyyTYOA3uQJi3Szpo7fabdw+6QWGag7k5Qzw9J86o4kYXL+9t5d+7W9lW2w0ho2+XCb4QWWkOLi1K4oaZqZw/LuGML5mcSEq0jW+dn0t1p5fVZZ3mllgD3i/rJO6DGu67ciI58Z/coTLQae5gMNiXOKpw4gZrtbW1bFi/jp7uHhwOB3d+7q6+qosf53a72bxpM42NjcTHxzN9xgxycocvo3406PQEeXVfO15fuK/mz7ScWGZnyXXpTFp2wflomkZDQz1z5807pW6zY4kEG6fB6Q3xj831h/tbBMNcOD6BWZlyUo8FzT0BNtd086+tDby6r42gO2juMtGAsE5MlI3phfHcMDOV2+ZkkBI9Mi8mU9Ic/Gh5Ad3+MFtrusEwCAXCvHmgney4Gn56ScFxG74NhSXnLaG0pITysjJqa2p5+qmnuPnWWz5xMQ6Hw7z95lu88tJLREZGomkat95+myyhnERDd4CndjQfvi4Fwlw9LYWZcl06YwzDIDMzkxtuuvGon53Nxegk2DgN1Z0+NpQ7D+9AsFo4Nz9eamuMct6gTlWHl6d3NvPrNTV4XAFzJqO3/4hqUSlMsbN8YhLfWpbDuOSRPzW9bFwCX12Sw/++W0lJoxs0FZc7yAMb6yhMsnPXwswz1mr83MVLWPP+GmpqaigvL+PBv/2NqKgopk2fRmRkJIqimDUiPtzEo488wrZt24iPj2fqtGmsXLWqr6CT+CTDgNJWD3vqus1t+AB2jcUFcSM2GB6LjhVUnM2BBkiwccrqu/w8X9zSO3VslgFePD6B6ZmyJW+00g1odQV4t7SDX7xXxb76HjOQtFnAMFfKHHaNOdkx/HhFIRdN6H9y2khwx9x0yts8/MldR3u32aPFH9T54evljE+K5KKJidgsQ78ENHnKZM6/8AIOlpbS3NxMdXU1X/vqV4mOjqaoaBK2iAgqKyppaWkBICYmhtzcXL77ve/JrMZJVHf6eLe04/AuCN3g6pmpcgMkhp0EG6eo1unjtf3th2c1dIOVRUnkJ8hJPVqtLe/kl6ureWtvq3lXeGTuRVhnWmYs3z4/d1R38f3pJYV4gjq/fqcSDHNLrNsf5s6n9/PO3XOYln5mguVrrrkGj9vDY48+SktzM3a7nVAoxJ49e/seo2kaiqIwbdo0vnLPPSw4Z+EZGdtotr/FzbPFzeZ2ZwDd4IopyWTFSXl3Mbwk2DhFJS0eSmq7IcKcenY4rCyflEiyQ6YqR5vKDi+//aCGp3e2mHUJjry7D+nERlv54qI87lyQwaQUxxnvlDnYvrUsl3DY4L73qsBq1tBo6glw86O7efZT05mcdmoBh8fjMQtwud0EQ6ETPjYhMZEv/8dXuHj5xbz4wousX7eWHdt3AGauxqSiScydO5cLLrqI85YuJU52n5yUP6RT3NBDa7uv77oUG23l3Pw4qfkjhp0EG6dgd6OLNw60Hy5QYMDKyUlkDFNNBXFqQrrBL1dX8+LuFkpaPLj9IUDp68wKCrfMz+SLi7KYlRVNrF07bk2K0SQtxsYd89Kp6vTxwpYG6K1surfBxc/freKnlxQwITnqhDU4Pk7TNF5543X0sI6uh8nMyjrh4xVFwWKxUDR5Mnd/OZ3bbr8NzxFVQu2RkTgcDmJjY2XppJ+21nbzTmmHWS7fAFWlN3FZrkti+EmwMQCHLr57mty8vr/NnGY3gLDOTTPTSHbIST1a/HtPK//a0sjG6i5z67KBuSQW0sGAWflxfHNpLgvzYpk4BmsTzMyM4RvLcuj2hXh3X5uZAAs8u6uZ3Hg731yWO6CEQkVRKCoqOupn/cm+VxSFxMREEhMTB/4mxFG21fawoaqr97pkoIfhjnnpxJ/BnUZCHI98CgdAAVz+MB/VdtPT5Qe7hqJAQbKD+Xmx2K0jp76COLZ9zW6e2tHMa/vb2F7pNLM+Lb3NxYJhMpOiuHl2GismJXLJMLXhPhMUBRbnx/PdC/Oo6PBS0eYFVSHoC/PPrQ1ER1j4yuLs0+rncrZn359Jbe4gxY0ufK4g2CxYNIXpGdFMS4/GMkrzi8TYIsHGAK2vdLKxqsu8CzYMrBYL10xPGfW5Gu3t7dTV1lJbW4vP6yU6Jobk5GQKCgpIGsQSw8OlzulnbUUnL+5p5bkdzRA2wGoxg4ywTnyMjYW5cVwzPYVb56QREzH2Tw1FgYsmJPCDi/L51suldHtDYFVpbvXwtw/rSXZY+eKiEy+HiJFhTXknH9V1m7U1DINIq4Xb5qRhH0EF5sTZbexfUQfZ5ppudjb09N4NgyNC5foZqWdky+BQMAyDsoNlvPrKK2zZvJkPN26ko72d9MxMJk+ezAUXXsilKy9j0qRJo/JO1eUPs7fJzePbm3h0WyPODp9ZL0MztytbrCqT0qO4Ykoyn1uYyYQxuGRyIqqicNfCTLbXdfPotiZc3hDYNWpaPdy/oY7CpEiWT5QljpFu9cEOihtc5udah1i7xpVTU2RWQ4wYEmwMQIcnyI76HnzdAbBrWCwKU1IdnDOK+6CUHCjhL/ffz2OPPkpcXBwJCQmkpqURCgbZu2cPmzdtYs3q1fzPL/6X6TNmDPdw+y0YNnAHwjy1s5nfflBDaYPLnI2K1MyaGSrERVmZlxPLT1YUsqTA/DccSFLkWHL/dUU09wR4bX87/kAYrCrFNd3c82Ip7949W7ZOjmBlbR72NLnBHwabimZVmZbuGJO5RmL0kmBjAJ7b1cKeRldfX4yEaCs3zkrD6C34NNpUV1Xzz3/8gycef5zU1FRmzprFVVdfTeG4cTQ3NfHiCy+wYf16duzYwX9+/wc89dyzREWN/AuYL6SzvtLJj9+sYEt1N+Gw3pcACWDTFAqSIvnZpYVcPS3lqFmpUfjPOGj+eM0kun37DheF0lQOtnm44eHdvHTnTKlAOUI9vbOFg60eMzE0bJCZGMFn52ee/IlCnEESbAzAO6UdlLd4zCWUkE6cXeP6GWmjMtAAWLv2A1555RWSkpK4aPnF3Pe736EoCqqqoqoqCxedw9//8lceuP9+6uvreeKxx7jzrrtQ1ZG7ZFTd6ePHb1bw3K4WvKGwWeC1r3eNTkKsje9ekMen52eSEm0dtcW5hkJmXAQ/X1mIJxhm44F2sGuEwwY76nv40Vvl/PbKiURKEvSI835ZJ01dfvNzHtBJirJy7YzU4R6WEEeRK0c/ba7ppqTVY9a0NgwcDivLxieQGTc6t7sahkFVZSUN9fXk5OZw1+c/j9VqRdO0vmAiNTWVlZevYvmKFXR0dPDO2+9gHGpZPcI09QT46VuVXPTAdp7d1YzHH8LQe38ZCBOhqdyyIINXPzeTr56XQ0asTQKNY1iYG8d3Lshj7vhEc1peMWeKHvuoiT+sq8HlDw/3EMUR1lU4qe70mdcl3SAp0c4lRUnYLPLZFiOLzGz004u7W6k/dPcQNsiKi+DyKcO3S6O9vZ11H6xlx47tVJRXoGkaKSkpZOdks3jJecyeM/uEMxAtLS10tHcQDoeJi4tn5qxZx3xcbl4e06ZP5/XXXqO8rGyI3s2pC+sG/97TysMfNbGh0klHj99c01J7a2aEdM6bksxdCzO5cHwiWfERZ/VSSX9cOTWZ5p4ADd0+Gjt8oKm4fSHuXVNDWkwEN85MJUoqUo4Ij3zUSFO3v+/zXpgYyeVTxu6WbTF6SbDRDyHdYPXBDjrcwb7qfJNSo7j0BHUYQqEQxbt28dwzz2Kz9W/2IxAMsOryK5g7b+5xO1v6/X7WfvABb73xJrt27aS+ro7m5hZURSUuPo6ExETWfrCW8y+8gFWrVlFQWHjM4xi60TdLcaLZCl3Xzd8bBrquH/dxw2FDZRfP7WrmzZIOSlrcGCHdXLfWDfCFmJofx1VTU1g1JZl5ObFyt9dPqqJw8+w0unwhfvJWBT5/GFSFNqePe9dUkxkbwYpJskNluHV4grxf1onLHzIDbEVhQkoU5+bHD/fQhPgECTZOQjcMVh/spKLda5awVhSS4yI4JzfuhOvXgUCA4l3F/P53vyMqKgo93Js/wPG/2D0eLxkZWUybNu24wcarr7zCvx76J7t27sTj8RAREUFOTg6aptHS0kJdbS1VlZWUHTxIR3s7d3z60xQUFHziOGlpqSQmJaKqKt3dXezaufOYsxvNTc3s3L4dR3Q0k6dMPtlf1xlR5/Tz0p5W/r2nlXcPdvRm4Vv67u5io61cOjuNa2ekcuXUFMkzGCADiLNrfGZ+Bg1dAe7fWEswZNYl2Vvbzb1rqomzW1g4indhjXYh3eDVfW009QRABzDISo7k3Pw4mbkTI5IEGyel8OCmetyBsLl1MqAzPSP6pLUHvB4vXV1dJCQkYLfbsdvtWCwWc7vDceINn89LbGwMynFyCcrKynjowX9QvGsXVquNyZMnM3X6NMaNG4fNZqO6qpoD+/dTXl5OU1MTLzz/PFFRDr7+zW+gaUf/UyuqyqRJReTm5lJXV8eTTzxBcnIy6RkZ5jgxl2pWv/cumzdvJjo6mouWLx/WWhuuQJitNd28sq+N366pgaC5RRObBXQdq83C9IxoLpmUyDeX5pIsPSFOyaF/4dRoG9+7MJdap5cXilvNz63Vwju7WkhyWPllbAR5CccOisXQ8gTCPPxRI4GwbgbZvhCL8uLGdNVbMbpJsHES7e4Ab5d24AuGATMXYEZGNPNzT9yFsrunm/q6OhRFQVEU5i1YQGZGBppmOe6yRSAYZNy4QqzWT24xDIVC/OX++6mqrMQwDPLz87jzrru4/VN3HPW49evW89vf/IbiXbtoamzizddfZ9bs2Vy8/OJPHHPBOQu58qqreOThh3n26WfQdZ1LL72UvPx82traePH553nj9dfx+XxMmz6d85YuG5ZgIxDWaegK8Nr+Nn7xbhUNrR4zwLBZQDewaAopsXaWFibwH0uyOa8w/oyPcaxKj43gZ5cWUtrqZU+Tyww47Bae3tlMhKZy35UTSYySy8iZZAC1Tj8fVnWZM04Amsrs7BjGJ0vTOjEyyVXiBNyBMI9vb8YT7M3AD+sUZcVwbv7Jp48VAEXpa0b12TvvZNn5y05pHLquU11ZydtvvkVPTw92u50bb76J2++4/ROPXXLeEsDgN7++l82bNlFfX89LL754zGCjoKCAW267lerqajZ9+CHPPPU0Tz72OHrvmA/NhsyZO5fvfv97TJgw/pTGfzrcgTDvlHTwmw9qWL+vzaz+GXFEcqKqsDA3lu9ckMfV01LO+PjGOgWYkh7NQzdP5qqHiml0+kBVMEIGL+1pJdlh5d4rJgz3MM8q3b4Qr+5rwxfszaEK65wzIYEFJ7kBEmI4yWL2CbgDYZ4rbjG7jWPuQjknL5Z5OSc/qd1uNy3NTX0zG3Pmzjnlcfh9Pv79738TDofRdZ3Zc2Yzc/as41YSW3LeeUybPg2r1UpPTw+lJSV0dnQc87HTpk/n3vvu4zN33klMTAxWmw2bzYaqqiQlJ3PzLbfw3//zMxade+4pj/9UHWzzcNfT+7nl8T2sr3Ca1T8PvWXdICbCwq+vGM+Ln50hgcYQUoB5ObH84eqJZCfYzV0+FgWnK8jj25r41erq4R7iWaXdHeShLQ3maqwChHSWFsYzMzN6mEcmxPHJzMYJ1HT62VDpPPyDCAvnFcZTmHTyqUq3201zczMWiwWHw3FahbCCwRBbNm8hFAoRDoWYM3ce4wpPPMswecoUcvNyKT9YhsvlYuvWray45JJjPjYtPY1vfPObfP6LX+DA/v10djpJTEwgLy+P5ORk7PYzOzXb6Qnx/1ZX8XxxCzWdPkJh43Cui25gtarcsSCDb5+fR2FSJBHSbGrIKcD1M1PZXNvNg5vqcfYEQFNp6vLzpw11zMiM5pKiJElOHGJh3WBfs5vSJndvM0hQ7Brzc2JJcUiOkhi5JNg4juaeAM/s6u0OalFA11k6IZEpaY5+PT8YDOJyubFarUyYMOG0go1QOMSe3bvNYEPXKSwsJDXtxBUCc7JzyMjIpLSklHBYp8vZddzHKoqCI9qBI9pBYmIioVCor8DXmaQbBg9uauCJ7c0UN7nodAXMX6gKBHXQFC4sSuLr5+UwKyuanHhJTjzTfrw8H6cnyL+2NhIKmsmJtZ0+vv7vUl7//Kx+BeLi1FV3+niuuMXsVox5XbpiRhpFqf27LgkxXCTYOI4WV4AntjcdLnUdCHNpUVK/T+qe7h5qqqtxOBzk5uWeVrDh8/nweDyoqophGMTHx5/0OVk52WRkZGIYBl6fh71793C9ccNJEzytVusxE1SH2oZKJ49ta+Ktkg4q2zzmDw8V5gobTMqK5o65GaycnMTsrJgzPj5hionQ+O4FeXiCOk9sa+RQ67qSJhf/8UIJ919XRH6iBIFDpbLDy6t728yWCQD+MNdMT2GCJIaKEU6CjWMIhA221fVQf2jXgwFxCZGckxdHfGT//spcbhdOp5O4uDgyMjP7tpMOVDgcpram5qhgxaKd/FjRjmiiHFFgGISCIVpbWk7p9YdaWZuXl/e28tKeVtZVOjECvYW5DAO8ITLSolg+MYkrpyazYlISMRFSuXK4TUiJ4htLc3B6g7y+owXsFrCovLG7lfuSo/j+RXlkxkqX2MHmCYTZWe+ivdPXlySdmRHNnOwYWUoUI54EG8dQ0uLmlb1thxMwdYNVU5L7PUUcCoXo7OhA0zQsmkZOTi6BQIDa2lpqa2ro6enBYrEQGxtHaloqGekZOKKPPWMSCARobGg8+of9aE9iGL0VQnt3xPj9/n6N/Uxp7gmws8HFUzuaeL64hR6n3/zS0lQI60RGaszIj+emWancOCtNWpyPMPNyYvnWsjzqu/zsquoyg3JN5YGNdWTGRfClc7OIs2u98x5iMOxpcvN2acfh2VbD4KZZaaTHSK6GGPkk2DiG0lYP75d3mrkaAKrClVOTSe1nkajOzk5aWlrN7qmKgs1m45233mLN+++z5v011NTUYLfbKSgoYPacOSw691wuuvgi0tLTP3EsVVWJ/Fhbd904ednwYChIKBRCVRQCgQB1dfX9GvtQC4R0qjt9PLatifs31tHWafbeIFIzy4yrkJscxfnjE/jR8gKpGzCCXTghgV+uGs/Nj+6hyxMEVSEUDPP7tTUkRmncuSBTmt0Nou313aw+2AGa+XeqqgqXT0kiMerML3sKMVASbHyMN6izq8FFZ5sHoqwoCuQl2llaGN/vsteHZhUOfdGvWfM+Lzz3PIZhEGGPICU1hXAoTF1dHdXV1bzy8svcfOstfOvb3yYl9ejET5vNRnZWZl+9DkVR6O7qPukYOtrbcXZ2YrFYCAaDtDQ3n9Lfx2AxDOj0BtlY1cW3Xj5IabPb/EXvMhWAw64xLimSn15ayDWylXVUWFIQz/9dPp6vvlhCMGyARaWpw8f/e68KTVW4c0HmcA9xTGhxBdhR5yLkDkKkhqrAxJQoZmfGSEAnRgUJNj5mbUUn75Z29H0JWlSFm2alEWntf65Ac1MztTU1WK1WvF4vr7z0MprVSnp6Ojk5OcTGxlBdXU3JgRIiIszlgaeffIqYmFi+cPcXSUk5/EWrKArpmZl9iZ2aprF/3z4aGxrJyMw47hg6OjpwOjtRVLUvSBlOuxp6+OXqap4+lHR75AVS18lLjuIbS3P54rlZ2GX9edSIjrBwy+w0dje6+Num+t4eKipVTW4e+aiJolRHv4rgiRN772An6yqdZnl+3SAiwsIXzskmYgDXJSGGkwQbH7O9rocPK51mtrdhYKBw08w0Yuz9P6kVRTF3jmDOcjgcDn7ys5+xdNlSHA4HiqLg9XhY+8EH/PmPf6SsrBxVVXnwr39j4cIFXLxixVHHs9lsXHDRhaxfuw6/309JaQmNjQ0nDDb27tnL/n37sVqtJ+zqOtSqOnz8bm0N/9raaPaXOTLoCeokxkXw2QUZfOGcLAqTIuUubRSKtWv8YuU4ap1+3jjQRjCog9XCB6Xt/JcC/7x5ivRQOU1bqrvY3+gyr0u60deZN0qaDIpRQj6pRyhr87K1ttus6QBYrSpLC+OZmBqFZQAzAw0N9Rw4cACn04lhGHz9m9/kkktWkJKSQlRUFJGRkSQmJXHZqlV874c/JCY2FqV3yeX999+npuboioxWq5V58+ajqiqaprFh3Xo2rN9w3Nffs3s3G9avp8vpPOVdMIPhgY313PTobv6+qYEuT5BQWO+reEggzMoZqTx261R+sqKQiSlREmiMYrF2jd9cOYG52TGHZ60UhfUVTr76Qglth2qmiAHb1+xmX4vbPG8Mg0i7hVVTkkmLkVwNMXpIsHGE98s62dXg6i3iZRBltXD9zFTsA7x7mDlrFj//xS94/t8v8s+HH+aa664lOuaTtSEiIiKYN28+V111FaqqYrVZWb9uPTXVNZ943JVXXUVCYiKKohAMBnnumWf43X2/pbbm8GPD4TDvvvMOv/rl/3HgwAGiY2L68kfO5OzGO6Ud3PrYHv733Uq2VHfj8YXMLyDdAH+Y2XlxPHDLVH51+XiWT0qU7axjxPjkSH65aoJZiyYYBlUhGNJZXdbJz9+t6s8mKnEML+1ppfiI61KcXeOmWamow7w0KsRAyDLKETZWOalo8/aVAU6NsXHNtJQBndSGYZCWlkZaWlq/Hh/liGLJeefx7DPPoKoqZQcP0vWxBFBFUcjMyuTOz93Jn//0Z9paWqisrOTJxx+n5MABsnOy0TSNnu4eiot3sXnTZi648EI0TeODNWvQNA2bbei3x+1rdvP0zmbeLe1gY4XTrL56KP8ipJOWYOfa6SlcOTWFFZMS5WI5Bi0bF89/XpzPT9+qoLy+B+wabn+Yx7Y3kZ8YydeX5gz3EEcVXTdYV+mkyekHVQVdJz3GxvKJicM9NCEGRIKNXrsaXOxpdEMgDFaVKLvGuXlxZAywONFAEzFtNhsTJh7umun3+2luajrmY2+57TY6Ozt5/rnnqautpaamhoqKCsLhcN/shc1mY8KEiXz6M5+h7OBB3nrzTRISEsjOzh7QuAai1R3k/bJOXihuMRvX+cNmkKEBYZ2oKCuL8mK5bkYq189MlR4OY9ztc9Np6Pbzy/eq6OwOgFWlvSfAL1dXkZ9o5/IpybJk1k/vlXVS1uqFsA6KSpzDxnmFCcREyKVbjC7yie31xPYmKjq8ZrZ32CA92sb1M0/cf2SwZGZl9QUpVk2jrq6O5uYW0j7W/yQqKoqvfPWrxMXF88brr9PU1ITf5yMQCKAoCnFxcaSnp3PjzTdx8Yrl1NfXEw6FsdlsZGZnDfq43YEwB5o9vLS3lQc3N9DY4jYrG1rNwlya1UJhaiTLJybymfkZ/eqWK8aGz8zPoNMT4r61NQQC5pJKs9PPf71RTmq0TXao9NOTO5po7PGbwXtIpyApktvnfrIejxAjnQQbvVaXddLR7TezvRWD3AQ7KyYmnZHXDofDff9vABaLBctxeqlERkby+S9+gUsvu5R1a9dRU1NNW1sbVk1j1uw5LDt/GekZGXR3d1NTU20miCqgDWKiaEg3cAfCPLOzmT+ur2N3Tbe59GTX+mpmxDrML5SvnZfDpUVn5u9RjByp0TY+f04mnd4gf/2wvveDrbC3upu/flhPfKTW76aGZ6sOT5CNlV24PL05T4rCuKRIFuRK0C5GHwk2gGd2ttDQ1VvOWzdIT7Bz8cREbNqpTfXqun5UQuZJd4R8LHmzP3UxcnJzufX22477e7fLjd/nx8DAbo9kUlHRoNTaCOkGH9V2851Xylhf6TSTPo9IoNUsChmxNv7v8vFcPS2134XQxNhTmBTJN5flUt/l59W9rYACERYeWVdLQpTG9y7IG/Ay5dkirBu8tr+dNk/w0A8Yn+GQwF2MWhJsAM8Xt9DpDfZ1GZ2QEsWKSaeWgNXT08O2jz7iYOlBLBYLMTEx3HDTjSd+jsvV9//hcJicnBySkk/volJfX09jYxMWVcWiqkQ5Tv8ustMT4p5/l/DK3ja6fCHzh4fW3nuXTb59fi5fXJRNdnyErMsLJqZE8eMVBexudFHd6TN/aLfw+7W1aIrCTy4pkPyDY9ANeHBTPV3e3lkNf5ip6dFcOD5huIcmxCk568/yVleQdZVOvP7eglOayqzMGOafYn5Bd1c3b7z+Bi+9+CJWq5Xs7OwTBhvBYJCyg2V9MyE2m43YuKNfOxQKcbD0IGAGI3n5ecQcYyvtkZqaGmlpaUbp7c0yfvyEEz7+RNyBMH/f1MBfP6ynutOLNxAGFLNmRlAHq8qq6an8dEUhE5IjietnZ1xxdpiTFcPTd0xnyZ8+IhTS+7ZB/2NzAzERGj+5pGC4hzii6AYcbPWwo77HrE2DAjYL09Id/W4GKcRIc1Z/K/hCOk/vbDJnNQDCOkWZ0ZyTd+promnpadhsNpqamnA4HERGRdLT03Pc4CAQCFC8ayeGYRAOh5k1ezaZmUf3k3D1uPjGPfegaRout5t77/sN8+bPP+E4inft4sD+/WhWK/Hx8Sd9/DHHFtZ5dV8bD29tZEtNt7n9TqFvBoigzvyJiXx5cTbLxsVTkCgXQvFJFlVhXk4Mf72+iG++fLCvaZvTHeQfWxqItVv4xrLc4R7miOEOhHl8RxOe3uKChHXmF8SzOD9+WMclxOk4q4MNwzB4aEsjgZBhfoH6QszPiWVp4alPVWqaRlp6GtHR0VgsFvSwzvZt21h2/vnHfHxrSwtvvP46uq4TCoWYNGkSiUlHL6EYGDidTurr6+hydlG8q5g5c+eiHieJtLSkhD27d+Pq6SE7J4f5CxdgtQ7sn3pXg4sntjfx0t5WSpo95tY7zSyVjCdIQXYsV05N5trpqSzKj8NqkSUTcXwWVeG2uensb/Hw5w21eL0hsKjUtnv526Z6pqQ7uGSS5COA2bDw2Z0t6IZhzrb6Qywdl8DigvjhHpoQp+yszd4LGwa7GlzsbOhB1w0wDLRoG/NyYsmOP72ktcLCQiZMnEg4FMLj8fDIvx5m186dn3hcU2Mjzzz1NHv37MUwDDRNY8HChZ+Y2bDZbKy4ZAVRUQ5i4+J44/XXWf3ue8d87cbGRv710D85sP8AFk2joLCAa6+7rt9jr3X6eWhzAz9+s5w/rq+lpLbH/IVFgaBOvMPKFfMy+NHyfH68ooCl4+Il0BD9EqGpfPW8bK6amoItQgPdLF9f2urh5+9WcaDFM9xDHHbBsMHuRjcHW91m3rhh4EiwMy87htgB9GcSYqQ5a2c2OtxBntjRjNG7JErQYMn4eOYOQi2ImTNncf4FF1BRXo7H4+HtN99E0zSuvuYaMrMysVqtdDm7WPP++zz5xBMYhkEgEGDpsmUsXbaUyMijlyMiIiK4bOUq3n7rbQKBAB9u2EBERAROp5O8/DzskZEYuo7L5eatN97g1VdeobGxkaysLJadfwHTpk8/6Zhd/jDFjS6eK27hLxvr8brMYkzYLGbjJ01lZn40lxUl8YVzMsmTJRNxCnLj7Xzngjx6/CFe39+OoRvoYYMNFU7+33tV/O/KcWTHnb07VJpdAV4objG3CitAyGDlrCSmZcg2YTG6nbXBRosryKt728wTGsAwuGBCwqDs/c/KzuKylZexu7iYnTt2oCgKr77yCm+8/joFhQUkJCRQV1dHdVU1DocDTdNITk7mO9/7LhkZn+zkqmkaixafy7Lzz+ftt97C6XTy/urVrH7vPZKTk8nLzyMUClFaUorX68VqtZKQkMDKVau46ZabTzjWsG5Q6/Tx5oF2fvNBLWWNvT0YIswgQ1EhOSaCBTmxfP+iPJbIVK44TXOyY/ja0lycvhAbDnaCpmIYBo98WM+4pEi+dG4WKdFnZ5XZ6g4vzxe3HN7lhcGFExIZnxw1rOMS4nSdlcFGSDfY1+ymstFlfqkaEBcbwZL8eBIGaSfFgoUL+dn//pwffPd7lB08iN1uJxQKUVtTS3WVWWwrMTERzaqRkZHJl7/yFSZPmYJynDwMgK9+7R4Mw2DNmjU4OzsxDAOXy8We3XsAsztsXFwckZGRXHnVVXz6s589ZvAC5o2TNxBmU3U3v19Xw8vbmg5X/6Q3BlMVpmdE89UlOdy1MPOYxxHiVCyfmEi7O0hFu5dGp9/8crUq/OStCnLjI7h+ZhrRZ1mDPpc/zLa6Hrq6fBBhFshLjrczNysGu3bWrniLMeKsDDZKWz08uaPpcJMw3eDKqcnkJAzu9O2UKVN44qmneOH55zl4sJStW7ZSWVGB2+0mISGB6TNmsHjJYi6/4goyMjOPm/B5SHZODr/6zb1s3LCRN157lXVr11FeXo6maaiqytx5c5k9Zy5XXX014yeMP2ExsZIWD/d9UM2T25tx+cNm9c9DdIPkGBt3L87m8wszyYm3D9ZfiRB9bp6dhm4YfO7p/fiCZv4GBtzz71KSHDaumJo83EM8o/Y0ucxZjUPXJcPgU/MyyDrNHDIhRgLFOJO9x0eIt0raWfX3XYR1w7zA+UI8/fnZXDM9ZUiSHX0+H6FQiEAgYDZN03VUiwWrpmGLiMButw+oumcoFMLn8xHw+wmFQmbGOmYiqc1qwx5pP27g4gvq/OydSp7e2Uyt00cw1PvPr2DuNFHgswuzuGdJNlPSHVhVFWnOKoZKlzfEw1sb+doLJebyHYBuMC4lil+uGn/G+hONBP/a2sidT+0zE0MVIBBm/TcXsrhA+siI0e+sm9lodQX5oNxJ2Bcylw2AKXlxzMh0DNmuCrt9cGcGNE0jOjoaoqMH9Lwntjfx6EdNbKntpsMdMNdSDtXMMGD+uHi+tTSXRQVx5MpshjgD4iI1rpuZSk2Xj9+8XQlWCygK5S1u/vJhPemxNpYUxPflS45VDd1+ttX1YPjDYLOgKrBoUhIFSXIeirHhrAs2ihtdvFvaYd5FGQAGV09PIXUMJ6TtqO/hbx/Ws6a8kwPNHrMXS28VRwJhslOj+NK52VwwPoF52bGylVWcUVlxEdy9KJvKdh8vFDf37sRQ+KC8kz+vt5LssFKUOrZ3Y3xY1cW7pe29szsGoHLL7DTi7GfdJVqMUWfdJ3l3o4uP6nq7lCoQabVwzbQU4sdgie3ydi+v7Wvjtf1tvL2/3QwuLKp5i+gNEZdg57LJSVw7PZXLJicRbTu7EvLEyDE+OZL/Wp5PVaeX7XU9YBiEAmFe3ttGjN3C/1w6jrSYsXtDsLW2mwONLvP8BGIiLFxalIRDzkkxRoy9b9gTqHX6+Ki2G8MTBLsVi6qwICeWqenRqGMoMaHTG2JLdTdP72zmud0t9HT6zARQi7lkotktTBsfy9XTUvj0vHTypWaGGAFmZ8Xwg4vy+c4rB6lq9YJFxeMJ8szOFrLj7Pzw4vwx2dyvuMHFzvoes89QhIrNqrKkMJ6CRFlCEWPHWRVsvF3SwcYqp1moyjCIsFi4bW46Y+X65Q/pNHb7ea64lQc21lHR4DK3skZqZs0Mi0JWSiTn5MXxnfPzWJBrFjAb6+vhYvS4fkYquxtdPLipgYYuH1hVutxB/ryhjqlpDq6dkTrmEpZfO9DGjnqXma+i60TbrHzhnKzDiaJCjAFnVbDxYXUXlU1u86Q2DOIiNa6YmoJtlO9hNwCnN8jacif/804l22q7QaevhghAdKTGpJQofrS8gCunphx1wZbrmRhJ/vuSQgwD/ryhlg5XECwKLd1+PvPUPianOyhKdYyZG4SQbrClupuWTl9v7yFIcVhZOTkJy1h5k0JwFvVG+aDcyZ5Gt/kHwyA6UuOyyUmkx9hG9ZetYUBZm5e7nyvhmn8Vs622x9wKeyjJ0zBIclj51rJc3vvSHK6aljLm7gzF2PP1pTlcN71322vvril3MMy1/yrmQIt7WMc2mN4v66Siw2v+QTdIirVx3czUMblcJM5uZ83Mxlsl7Rxs85gJWLpBQqSV66anDPewTkurO8hfNtbx+7W1dPlCR0+7BnUcDis3zkrjm0tzmJgahc1y1sSWYpRLjLLyw+UFhAyDf66pgSgrhmEWo/vvtyv5zRUTTrth4kjw5I4mytq85s1BWCct2sbV00b3dUmIYzkrgo2QbrCxqouObr8ZbBgwLimSlZNHZ4XCYFjnqR0t/GNLA9vruunx9hb2UjBrZoR0Lp6eylfPy2FpYTxxdk1mM8Sok59g5yuLc+jyhnlha4OZ5GzAC8UtJERqfP/CvFGd3NzmCrCtrgePJ2helywqBYmRzB+EZpBCjDRnRbDx0p5Wqjq85nSsbpAWH8FFExKGe1in5N3SDh75qJEPyp3UdvkwQnrfbA2+MLPHJ3DH3HSWT0xkUurQFSoT4kyYmx3DF8/NYldjD+XNbrCohII6D29tJDsugv9YkjNqt60/s6uFxm6/eZMQ1slPdbByctJwD0uIITE6z9IBenxbE009AdAU8IfJjbdz1Sibqqzs8PLMzhZe2dvKxuous9Jgb7VFgjpxMTauXpjJjTPTuHBCgjRuEmPG0sJ4fry8gK+/dJBOVwAsCj5PkAc21pMcbePuRVnDPcQBC+sGz+5qodMTAlUFX5BJKVFcPf3sKc8uzi5jOtgwDKjv8rO1thu/P2RWzbRrzMiMZnrGwEp9D5cuX4h3Sjt4Y387T+9sxu0OmkGT1QJhnQi7xqL8OFZNTuKmWWnSNE2MKQZg11RunZNOZYeP335QQ5c3BDYLDc1u7t9QR2aMjStH0c2DbsD+Fg+7G12EQmYDOovDxpzsGDJjx27hMnF2G9PBRtgweGx7E12+3pyGkMHk7GguHD/yl1ACYZ39zR5e29/G79fW0tLuNWtmWFUI6yiaQkGyg+UTE/nsgkwW5so6rxh7Di0CaqrCDy/Kp7rTy5Pbm/EFwhCpsbuqi5+9U0VWvJ252THDOtb+CoR1ntnZjDsQNn8Q1FlYEM/5o+C6JMSpGtPBhi+o8+89rXiCuhls6DozM6M5rzB+uId2XLph4AnovFnSzq/fr2bL/nazKNehmhkGOCKtzMmO4Z7zcrh+hky7irOD1aLwP5eOo7Ldx9oKJ3pYB5vK9vpuvvvqQR69dSqZsSN/h0q3L8Tj2xvxh3uvSwbMyY5hgSSGijFszC7s6731J7bVdhMO6YCBLUpjQW7siFxq6M1dZU+Tm089uZcbHt7NlqoucFg5VMFIVRVSY2z8YtU4Xv3cTAk0xFknKy6Cv95QxOzsaPOEURSMsMGHVV18++UyAmFjuId4QoGwzva6HirafBg6gIHdYWVWZsyoTXQVoj/GbLDh9Ab5x+b63toT5hLK4oJ45mSNzKnW1p4g97xYwsV/2cGLxa3mDw8V9jHMhnF3L8rko2/M554lOcRKN0hxlpqYEsUvV41nbn48BMKgKngDYV7e28qP3ijHF9KHe4jH1eoK8tDWBnN9qHer+uVTkpknsxpijBuz31jeoM4TO5oJG4Z5UgfCLM6PZ35O3HAP7Shh3eCP62v555ZGKtq9uPzhw78M6aAqLC5M4P+tGseUNAdJDuvwDVaIEeLiCYl8cZGXX3qDVDS6wGbB7Q/zwMY6ZmRGc92M1BG5I6ux28+b+9sP/yCgc+GEBGZmjo6EdSFO1ZgMNtyBMO+UdtDRY26TQzfIyIhmXm4sUbaRcwF672AHf/uwnnWVThq7Aub2GdXszIoB03JjuXtRFhdPSGRCStSY6QchxGD41LwMevxh/vfdKjp6zIJ9Pd4Q332ljNx4+4jLzeryhfiwupsed7C3D4rBpIK4UbMzTojTMSaDjcbuAC8UtxxOZQ/rXDwxkcmpUcM6rkP2Nbt5ckcTr+1rZ1dDD3qwtzAXgCdIbmYM10xP4fIpySzKj8NhswzvgIUYYQwgQlO5fW46ra4g//d+lZkDoSo0tHr44evl/PyyQpaNGzk7PCo7vDy7q5m+cr5hgyunplCYNHqroArRX2My2Kju9PFeWefhk1pVubQocdhP6lqnn7UVnby4u5U3S9pxd/nNXSYWFUJhohw2Fk1K4qZZqVw5NYW0GNlzL8SxHLqPSI228flzMmno9vPIxjqwWSDCwvr97fzOYSU+UmNm5sjI09rf7GZdhfNwLpZF4aIJCaNiB40Qp2vMBRud3hCbq7vwdPnNLaMGFGU4mJMVM2ydFP0hnb1Nbh7b3sTDWxvp6PSZ9TLsGoQNUGFKdiwrJiVx18JMpqY7hmWcQoxGhUmRfP/CfMrbPGwo7zQrckaovLS3lYzYCH54Uf6wN22rc/rYWNUFvpB53gNzcmOZnCrnujg7jLlgY1dDDy/sbjHvcAB0gxtnppEUdeYTK3UD6rp8rK9w8us1Neys6TZ/EWExfwmkxEUwOTWK71+Yz2XSF0GIUzI5LYq/3lDEir/tpMHpN7fEhgwe2tJApFXll6vGD2ufoC21Pbx5oMOs/Nu7O/euhVkkDMN1SYjhMOaCjQPNHrZVOA8HGxaFVVOSSYk+s0sSvqDO9voefv1+Nf/e3mQmhB1xsVNUhaJUB/ecl80XF2VLV1YhTtOkVAd/uHoiX3zuAO29yeF+X4hHtzURa9f4yYqCYRvb7gYXZY0u8zoA2DSFVZOTiImQfCxxdhhTwca+ZjcfVHT2Vdq0WBSWTzzzuRq1Th+/W1vL79bWohvG4cAHQDeIjdL43IJMvnNBHhmyXivEoNBUhetmpFLc4OJPG+rM3WiaSqvTx2PbmliQEzsss4e7GlzsaOjpnc00sFkt3DwrjUSZ1RBnkTEVbGyt7ebDqi6zUZlhYFFUrp+ZesZ2cxgG/HZtDQ9ubqCszYOuG0fsiDHAMLhmdjpfX5rDorw4NGn/LsSg+9GKAjzBMP/Y0khn75bYshY3X3uplJyE6UxLP7NbTd8pbTcTQ60qGGCzKNw4K5WIEVgHRIihMqaCjR11PVS3eMypSgVSY6xcOTWFSOvQn9Sv7G3lzxvq2VLbTacnaN7FqGaND4I6Cycm8K1leSzMjSUrLgKLFM0QYkhoqsK3z8+jutPHs7tazLsABcpaPXzhmQM8eusUxiWfmW3w/pBZnrzD6TPzNTBIi7Zx/riEYc0hEeJMGzPBxsaqLrbX905VGgZRERorJiaSPMQVNw+2efjd2lo2VDrZVd9jzmAcqpkRCBMfF8FXFmezcnIyC3NjJcgQ4gxIi7Hx00sKcQfCvL69GSI1DAM+rO7iZ+9U8rurJpEQNfSXvzcPtLOnyW3+wTCId1i5evqZm20VYqQYM8HGa/va2FnfY05V6gZRVpXb5mSYNzWD9P1ucHhVpKHbz2v72nizpJ2X9rQRDoTNIEMFQjrR0VYuHJ/AtdNTuWJqsqzPCnGGTUlz8I2luXR6QnxY1mleG4Bnd7WQHhPB9y/MIyHKetR5Pdhe3d9GWVvvbGtIJz5S4zPzM4bo1YQYucZEsOEOhNlS001PT8CcqrQoTEiOYklB/KCW+FYwSw5/VNvNK3vbeGJHM62tHrAfKsylY7VbmJEbw6VFidw4M40Z0vNAiGFz8cREuv0hvuMKUNHkBquK1x/m3jXV5CbYuXNB5pAtszb1BNhV78LrCYGmoNgsTE2PZprU0RFnoTERbLywu5WKDm9vjoROapydy6cmY9MGL9IIhg0au/08X9zC3zc1sL+u2wwwIrXeVteQlmhn2bgEvrgoiwvHj5wyyUKczS6ekMg3lubyg9fKcPlCoCroQZ1711STEGXl1tlpQ/K6L+1ppb7bb96lhA0K0qK4ZnrKkLyWECPdmAg2Xt/fRkOX3ww2wgbZ8RFcPiV50I7v8ofZXNPFf75RzuYKJ6CY21l7t9g67Bp5CXa+c0EeN81KOyMJqUKI/om1a9w6J43mHj//9341wbABmkpVo4u/bKwjxWFl+cTEQX/dp3Y00dwdMG9KgmHyE+1cMmnwX0eI0WDUBxvNPQG21nTj8x6aqlSZnh7NjEHopKgb0OIK8KM3y3l8WxNef/hw8mevqAgL37kgly8uyiZdepkIMSIlRln51vl5VHX6eGpHM6GwAREa6/a3c69VJS3GNijXDDCvG/uaXOxv8RAOhUFVUCMsTElzkB1nH5TXEGK0GdXBhm7AQ1sa6PCG+mY1itKjuXgQ7lK6fSH+tKGOP6+vo80dJBDWDzdQCulYIyxcMSWF/7dqHLkJdtkzL8QIFx+p8fPLxrG70cXuRhe6DthU3i7pwGGr4O83TCZpEHavhXSdB7c00OMPm9npIZ354xJZOXnwZluFGG1G9TekqsCTO5pxeoJmKfBAmIkpUVxadHpVAl/Y3cKqB3fyq9XVNHT5CIR08xdhHXwhFo1L4JlPTeevNxQxMSUKu6YOWTa7EGLw5MbbeeqO6WTF2c3zWTFr4bxd0sF3Xy0blNdw+cO8srcNb8Cc1SCgMz3DMSRLNUKMFqN2ZiOkG2yodFLV4cXobWoWkxjJwtzYU66tsaWmm39tbeCNA+1Udfh6a2b0FubyhpiQG8ftc9O5cloKU9MdWKVmhhCjiqJAUWoUv71qAt97tYzy3h0qbl+IF3e3kBZj5Rcrx5/y8f0hnQ+ruqhz+jEMAwxIS3ewMC9u2LpOCzESjNpgwxfSeWJ7M76QbmZ7B3XmZsVwbkH8gI9V0e7luV0tvFnSzodVXfjcQTMBVDWPmxgXwRULMrlyWjIXjU8kLnLU/rUJIYDrZqTS0O3n/1ZXU9/igQgLne4gf9/UwOysWG6YmXpKx3UFwjyyrZGgrgMKBMOcVxjPwtzYwX0DQowyo/Zbs9MT4vX9bWaiV+8ixqL8OBbk9P+k9od03i3t4IXdrTy5owmvK2gW/rFZIKyjaCrnjI/nuhmp3Dw7jaw4aZomxFjxmfmZNPcE+POGOpw95q6RNleQn75dQYrDyrJxCQMuCFjv9PP6/naMQ5clBRbmxjJVamuIs9yoDDZ8QZ3N1V3UtXvN3SGGQXpSJPNzYvu17TQQNihr87CmrJNfr6mhqtllHieiN8iwKOQlRbE4P547F2Ry4QSpmSHEWBMTYeHuRdk4vSEe2FjX2zhRYV9dDz9/t5LoCAvzBnDz0uULsaa8E9ehmxbdIC/NwazMGNTBKmMsxCg1KoONpp4A/9zSYAYIvUsoKyYlMjntxM2VdAM6PEE2VDp5YGMdb+1oBrtmVh010z6ItGvMzorh7nOzuWNu+tC/GSHEsDCA7PgIPn9OFrVOHy8Xt4IF0FTe293Kn+Ls/OCifCal9q9pW3Wnjyd2NJldpwFCOjfOSmNymsxqCDEqg43mngCv72s7vBXVgPPHJVKUeuKTurixh9+treXxbU2Egjoc2a9EgZz4CL64KIvPn5NFarTUzBBiLDs01zAzM5r/Wl7A7kYXle0+8xd2jYc3N1CYFMlXl2ST0I/eRhVtXjZXdnFkj4SLJyTK8qsQjMJgo7E7wMv7Ws2dIr0t3OeMi2d65vEDjW6f2Qvh4a2N1HR6zZT0Q+2dDQPNonLTrDR+cFEeU9OjD01yCCHOEvNzYnn8tmmsfHAnTm/I/KGq8JM3ytFUhR9enH/C59c6faytdEJI760ubLBiegoFSVLESwgYhcFGZYeX1/e3Hw4WdIMrpiSTG3/sk/ofmxv4+6YG9jW76fGHDv8ibLaiXzwhkf+6uIC52dEkO8zZDFldFeLsMysrhr9eX8QdT+wza+sogG7wpw212K0q31yWe9zn7m508WJxi9ndFUCHa6anSFVhIXqNumCjtNXDzpouUM2TOsKusXJy8ieWPTbXdPGr1dV8VNdDTafPTNhQFdABPUxBmoPvXJDHsnEJTEiOwmqREEOIs1mkVeXSoiR+sqKA/3yj3Cz6ZVFp7PTxyEeNFCRFcs20TzZSMwwobnRR1ew2ZzWAKLuF88clEBMx6i6xQgyJUXUmHGz18EF5JwR1sKsoClwwPoHchMOzGhXtXh7+qJG3SzrYVOXsDTJ67zY8QRKSI7lueipXTUvhwgkJRFktw/NmhBAjTqxd465zMmnqCfCPzQ14vEFQFXY3uvnD2lqy4yKY/7EdKh/VdbOuwtnXmFGzKFw5NYWMWMnVEOKQURVsbK3t5s0D7X1rooYOd8xNJz3GRocnyJpyJ8/vauGlva24u/0QoZmzGcEw1kiNxRNSuXZGCldMSSY/MXK4344QYgRKjbbxvQvzKG/38saBNoywgR7SWVfp5H/freK+KydQmHT4+rGhsouNVV3mdlfDwEDhcwuz5EZGiCOMqmBje10PTa0eiNBQFMiMj2BeTiy7Gly8sLuFf21tpKa3/DB2rW/pZHJOLOcVxnP3oixmZ8UM99sQQoxwWXERfH1pDk5vkI0VTlAhHNR5eU8reQl2/vuSQuIjNTyBMLsaenA6/eZNkAKFSZGcmx8rS7NCHGHUBBurD3ayuaa7d1uZQYRmYUlBPOsqnPx5Qx07arrNxdMIixlkGAbJvW2jv3NB3mk3ZxNCnD0MYPnERFpdQTq9IfY3usCiYBhw/4Y6ZmRE86l5GaytcLKnyW0mkxoGsZFWbpuTTkQ/igsKcTYZNcHGukonuxtdvdne5h1DpzfIXU/tM68MFqXv5xZNJSs2gi+dm8XXlub2q6qoEEIccmhO4tY5afhDYf7zjXIanX5QFUK6wV1P7SM3wc5zxS3sOXRdMgzi7RpXT09B+kALcbRREWx4gzrb63rocvrM5RHMkuNvl3QcVUCHsEFCjI2bZqby3QvyKEiSvAwhxOm5YWYazT0BfnBkC3pF4UvPHaDFFcAXDIOioKgK45IjmZkRPXyDFWKEGhXBxnO7mjnQ4j68hx3QjSNKbxmAYXDd7DS+fX4u5+TFnflBCiHGpOgIC19Zko2qKnzvhZK+3IzKDi+6gVkkMKSTmxLFrXOkxYEQxzIqgo0X97RS2uo5XMjrY2IjNbLjI/CHdP65pZGnd7YQDBsYUgtUCHGaVEXBMAyaewJkpURR3+UHzNSwPiGd1GjbKbemF2KsG/HBxoEWD/ubPWZtjePkXvhCOs09AVp6AgTDRu+sh6yZCiEGh6KYK7Zh4xg3MLpBTFwESwrjibOP+EuqEMNixJ8ZT+9sptUVODo342MCQZ32QPgMjkoIcVZSMCOPI4V0ilIdXCY73oQ4rhEdbHgCYZ4vbqHd6TO3tYZktkIIMcKEdCamRHFeYfxwj0SIEWvEBhuGAV2+MBmxNiLGJWCTAjlCiBFGN0BTFS6emIhdky32QhyPYhjHWoQUQggxEIbxyRUWIYRJQnEhhBgEEmgIcXwSbAghhBBiSEmwIYQQQoghJcGGEEIIIYaUBBtCCCGEGFIjduurEEKMVbqu09TYSENDA93d3XR2duJxe1AUBVVViYmJITommrS0NPLy83E4HMM9ZCFOiwQbQghxhvj9fqqrqthdXMy+vfvYs3cPTY1N1NXW0tHRgaqqWCwWUtPSSElOZlJREfPmzWPy1ClMmDiR1FTpvSJGJ6mzIYQQQ0zXdZqbmti6ZQvPPP0M777zDhaLBYvFgqqqKIqCcsTeWcMwMAyDcDiMz+cjIyODm26+iVtvv52s7GxsNtswvhshBm7AwYZhGPj9fnRdH9ALqb3Tg2rvCabIpnQhxFli+7bt/PmPf+TVl1/GER2NqvamyymgKmpfwHGIruuEw+Gj/qzrOtOnT+fL//EfXLZq5Zl+C0KclgEHGy3NzXz+c3dRdvAguq6fNGgwDAO73U5OTg6TiiYxY9Ysli1bRm5e3mkNXAghRoOnn3qKhx58kNIDpVg0C0DfrEVySgrjx49nytQppKSkous6gUCAffv28tGWrXR1dR016xEKBskvKOAX//d/nLv43OF8W0IMyICDjQMHDnDZ8hUDexFFQdM0rFYrVquVuLg4zl2ymBtvupnZc2YP6FhCCDFa/O6+3/LMU0/R3NwMHBFkJCfzubvu4tKVK0lMSjSXVFQVA8CAQDBAR0cHb73xJk898QQ1NTVYLBYMw0BVVaZOncqD/3yI5JQUmSUWo8KAEkQDgQCVFZWEw+G+NcNgMEg4HOZ4Mcuh7GrDMAiFQrjdbpxOJ06nk61btvLVe+7hslUrZQ1SCDGmvPbqq7z6yivU19ejaRrBYJDIyEiuu+F6PvXpT5OTk0t8Qvwxn+vAQUJCArffcQczZs7gj7//PevXrScyMhJd1ykrK+OF55/nM3feSURExJl9Y0KcggEFGy6Xi7KDB/vWG8PhMEWTJ5OZmYnVav1EwKEoCv6An5bmZsrLyuno6CAqKgqr1Up3dzdtra38/re/Rdd1Lrn0UqIcUYP3zsRZyTAMudMTw66qsoqHHnyQqspKLBYLfr+ftPR0brzxRm6+7Vby+rmMHBsXy5LzzsPv9xMKhdm4YQMOhwN/wM8Tjz3OZStXypK0GBUGFGy4XW7Ky8v6LubBYJCly5Zy0cUX44iORj8iocmkEAwG6Ghvp7KykgP7D7Bnzx5KD5SgWTUio6LYt28fD/z5z8THx3PBRRcO1vsSZ4mmxiY2b95ERXk5kydP4dKVlw34GJ0dnZSWllBVWUl7RweaxUJkZCRZ2dlkZWUxqahoCEYuxiqfz8ff//pXdhfvJhQKoSgKsXGxXLx8OXd98QskJSUN+JgXXXwxFRUV7Nm9m2AohGJARUUFH330ESkpKURGyY2aGNkGOLPRw769+/qCjUAgwKzZszln0aJ+Pd/pdPL2m2/x4vPPs2nTJiwWCzExMWzZsoW333qTqdOnkpqaNvB3Ic5aBw4c4M9//BPvrH6Pm2+4ccDBxoH9B3j7zTfZsGE9xbuKqa+vx6ppxMbFUTS5iPHjJ7Ly8pUsWbKEmNjYIXoXYqzQdZ19+/bxwvPPEwqF0DSNQCDA/PkLuOXWW04p0Dhk1qxZTJ8xnS2bt2C12bDZbGzZtJnFi5dIsCFGvAGVK+/o6ODA/v19yyhRUVFkZmb2+/nx8fHcePNN/OePf8TkyZMB8+SMi4tj48aNrFu7biDDEYKGhnqCwQAJ0bE4ogdWZfHgwYP8+L/+i9/cey9rP1iLz+cjJyeHtIx0APYU7+bZZ57mRz/8Ic888wzd3d1D8RbEGOLsdPLMk0/1zWiEQiEyMzO5bNUqZs0+vWT4nJxcZs2eY5YeCIfRdZ3S0lK8Xs8gjV6IodPvYCMUDFJfV0cgEADMIGHe/HnExMQM+EWnTJ3Kf//850RHR2MYBlarlT2797B185YBH0uc3bZs3kJtTS2adWDFcD0eD9/79nfYvn07qqoSFxfHuPHjOW/ZUpYtW0Z+fj7xCQlER0fT2trGfb++l2effnqI3oUYK6qqq3jxhRf6cocCgQArV63iwgtPf4k4PSOdyZOLiIyMxOFw4HA4aGxsxO8PDMLIhRha/b5CNzY1sXfPXjTNfIphGMyaPYfYuLgBv6iqqsyeM5tzFp3Td0dpt9uprq7moy1bmbdg/oCPKc4+L77wIjt37CAQCKAOICnU6/Xy8D//RcmBA4R770A/d9ddfOFLdxPX+3kOBYM88vAj/OH3v6fL6aSzs5M1769hzty5zJ4zZ6jekhjF2tva+eD9Nfj9fjRNQ9d1EpOSWLjoHFLTBqfM+Nz58/nmt7/dtwMlGAiQkJgwKMcWYij1O9hwu1y0tbUelemfnp5+ytuuVFXlggsvYttH2/B4PKiKgsvVQ1t72ykdT5xd/v3Ci/z23nupq6vDarUSGMDdXSAQ4N8vvkggEMDr8fDVr3+d2+64oy/QANCsVu749Kfo6enm8Ucfo7Gxke3btvHO2+9IsCGOqavLya5dO49KoL/88ssHNcE4NzeXL3zxC3DoOmwY2GTrqxgF+h1sdHZ2Hi4sg7ntdfz4cafVjTA7JwdN08xCNRYLHe3t1NbUnPLxxNhUUV7BwdLS3ov5LiorKqmuquorlGRe3PtXm87n87Fh3XoqKyoIh8NkZGVx3tKlZGZ9MvfIarVyx6c+xdtvvU1tTQ1Op5OSAwdw9fQQfQrLh2Jsq6urY+0HH2CxmFVCfT4fi89b0u9trv2hqir2yMhBO54QZ0q/g43W1lb27tlr9jUBEhITySso6FtWGShVVZk1exZ2ux1d17FarbS2tlFVWXVKxxNj18HSEh7+17+or6uns7OT7u5uDMNA07TDPSb6ye12s7u4mGAwiGEYLFi4kJycnOM+PjEpibnz5lJTXU1raystzc3s3r2bRedKqWhxmKunhwP79+PucRETG4thGIwbP478ggKp+yIE/UwQ1XWd6qoqurq6zCepKoXjCok9za2ADocDi6ZBbwlel8tFe3v7aR1TjD0dnZ3s2rmTj7Zupb6uHrfbjdfjobu7uy/rv7+8Xi9lZWZhOl3XmTlzJnHxJ847mj5jBqlpaWAY9Lh6qKysPN23JMaYjo5OamtqsfZWQjYMg/nzF5CQIPkUQkA/ZzaqqqqoqqwiovdEUhSFoqIitN7pwtNiGID5ZREOhwmFgqd/TDGmTJw4kdtuv4P2jnYs6uHPnNVm5f33VtPQ0NDvY3k8HkpLSgHzCyE7J+ekS4GZmVnExsZiAF6Pl9aWllN6H2Ls6uruoqGxsW+mzTAMJkyciEPqXwgB9DPYaGttpaWlBfWIRkATJ07qi+JPiwJHrrcPqCucGPMMw2DuvHnMnTfvmL+/67OfpaK8vN/H8/t8VFdX9+UKpaelnTTJOSkxkajedXKfz0eHzL6Jj+nu6qKxoeGoZb20tFRJ3hSiV7+WUTo6Omhvb+trqKYoCpOnTBmU5mnmxIY5s2GxWLBq1tM+phg7TrZEEgyGDmfm94Ou6/i8XsAMZJJSkk/6nIjISDSr+bkMBAJ0dff0+/XE2cHv9+N29aAoCgbmZyszK0uapAnRq1/BRmVlJeVl5X3JoBZNY87cOaecHArmyVhaUkLA70dRlL62y/kF+ad8TCFOxjCMo4ITQ9f78yQMAyyqSndX14BmUsTZoaO9g6qqanNmwzAwDIPx48ef1jVSiLGkX8FGS3MznZ2dKIqCzWZj0qRJp51hbRgGJQdK8AcC5t2AYWCz2bDb7ad1XCGOx9XjYtfOXX1bE0+JogxkIkWcJQIBP263+6jroiwJC3HYSYONlpYW2traURUFXdfNYKNocIKN5uamvt0E4VCI9IwMioomn9ZxhTge3dAJhcOcfqwg0YY4mgG9a8If/+EgHPvjxxViFDrpHF9tTQ3tbW1mMa/e2YeJE08/2FBVlQ3rN+D1eFBVlaCuExcbZ24xFGJIKFLzQAwJwzDQPxYUWLRB2K2Hmbe0b+9eNm/aRGdnJ6qqoGlW5s2bz9z587BaJc9NjHwnDTYOlpbS1NSIpTd7f7CWURobGtmzZw9+vx9VVfH5fKRlpDNt2rTTOq4QQpxpdrvd3B7du5VfURQaGxpIG6Sbp7fefIvHH3sUQzfQdZ2oqCjmz18gwbMYNU66jFJeVkZTYxOW3sZCFouFoimTT+tDHggE2Lp1C66eHvOOQNdJS09nytQp2CIGYTutEEKcQdHR0SSnpKDrOopizkZUV1Xj7d35dDpqa2rYuWM7lRWVtLe309HeAYpC0eQiSUAVo8ZJg426unq6u7tRFQVN00hOSSE+Pv60gg2Px8Mbr7+Orut9sxrz5s9n1qxZp3xMIU7O6N/ukxMdwTj9Y4ixJyE+gZycbPQjPhvV1dX4vL7TPvbq91ZTWVmFw+FAURRiYmNYvHgxcfHxp31sIc6UEwYblRWVtLa2ous64XCYhIQE5s2be1ovqOs6+/bu5f33VhMOhwGzvsb0GTOYOGnSaR1biBOxWCxEREScct6eccQxhDhSWkY6RZOnEA6FAHNmY8uWzTidnad13Pb2dt54/XUqKyqwWq3ouk5SUhJXXXONJI6KUeWEwUZFRQWuHhcWiwVd14mNi2P6zFmn9YJlBw/y29/8hmDQLEseDoWZOm0q5y4+97R7rQhxIg6Hg8JxhUfdffabAno4TFxcHIXjxw/+4MSolpiYSH5+fl8AoKoqmzZsPK0+OoZh8Lvf3seB/fv7EvQjIyOZNmMGi5cslnwNMaqcMNhobWnG5/Oi9G57tUdEkH4aCU+NDY089+xzbP5wU19ZX5/fx8pVlzNl6tRTPq4Q/RXlcAz8jlBRONTE3mrVcDik34U4WmxsLHPnzSU5JaXv8xUIBvn3Cy9w8GDpgI9nGAZ/uf9+Xn/lNbq6utA0DZ/PR9HkyXzlq/8x2MMXYsidMNjYtauYjo6OvpmNqKgoxk84tbs6wzB44/XXePBvf+sr/RwMBrn8yiu49LLLpDuiOCMsFguOqMON15R+tKivrKigs6MDi2reXeq9y39CHCk7J4drrr22b9bWarXy6iuv8vgjj9HY2Njv4+i6zl8feIAH//Z3nE4nFovFDDSKirjplpuZMmXKUL0FIYbMCa+0JQcO4HQ6URQFu91ORlYWSckn7yXxcQ0NDfzv//ycP//xT4RCob723ikpKdzx6U8zbnzhKb8BIQYi0m6nYFxBX4+f9ta2kz5H13UMA8J6mISERIrkYi+OIT09netuvIHUtLS+z5ceDvP8c8/xq//3S4p37TrpMTas38DX7/kaD/3jITo7zXyPUCiE3R7J+RdewOVXXDHUb0OIIXHcfVNNTU10dnai67qZlJScxIQBzmq0t7ezYd063n7rLdatXU9bWyuRkZGEQiFiYmP54X/9FwsWLMBike1b4syIjIpi4sSJVFZUoigKzS3N+P3+EyZ91tXW0NXVG3RHRpKcnHIGRyxGk0mTJvG1r3+Nn/30vwkEAlitVpxOJ+++8w61tTVMKipiypQpjBs/nkP1OFyuHmpqaig5UMK+vXspKSnB5/VitVrx+XxERERwy2238qlPf5qYmJjhfotCnJJjfssbhkHxzmL8fv/hxCR7JLquU15Wht8fOObBFEUhEPBTW1NDa1sbZaUH2bJlC+VlZYTDYWw2G8FgkOycHD5z52e5+tprjmrJLMRQi4yMZNz48RjGmyiKQkV5OS6X64TBxo7t2/umwR0OB7m5uWdquGKUsdlsXHvddVRVVvHaa6/R2NCAxWLB5XKxYf0GNn24iYKCAnLz8gDzmunxuKmvq6epqYlgMIjdbkdRFNxuN0WTJ3PZypXcfOst8rkTo9pxpxQOHizF7/OhKErvCeHhw40fUlFRedxsflVR8Xo9HNi/n7q6Ovx+PzabDYvFQjgUJiI6gqlTp7Fy1So+/4UvDNmbEuJ4YqJjmDNnLoqiYLFYWLd2HSsuvZSkpKRjPr6xsZGDpQdx9fQQERFBVlYWEydNPMOjFqOJIzqae77xdVJSU1n93nvs27uXrq4ubDYbqqJSVVVFRUVF3+MVRUFVVVRVRdM0wqEQSSnJFBQUcv2NN3D9DTdISXIx6h0z2FAUhdLSkr5S4qqq4uzqYsumTWZtjJNsubJYLKiqSmRkJOFwmMjISNLT05kzdw633n47i5csGZI3I8TJWG1W5s2fR35+PtXV1WzetIkN69eTnZ39iSnqrq4unnz8Cdra2lBUlYyMDKbPmD5MIxejSVxcHHd/+UssWLiA5559lo+2bMXpdOL1egkGg0dVFtU0DavVSmRkJFFRUSQmJrJo8blcc+11TJ4ijSnF2HDMYCMUClFaUtp3Qui6uZXLolmxaCeKsM2kKKvViqZpfUsk5y5ezG133M6SJUv6lf0vxFCy2mx89nOf41e//CXBYJA//eGPeD1ebrjpRqKjowHweb08+sijPPi3v+F2u9EsFmbOmsXiJecN8+jFaDJn7lzmzJ1LeVk5az/4gL1799DU2ERpaSn0Nm9LSkoiIyOd8RMmMG/efGbNmU16evpwD12IQfWJYMMwDOrr6mhsaCAcDg+o9r6uGzgcDhaes5CJkyaRnp7B+RecT1Z2tuRmiBHDbrdz6+238dabb7J1yxa6u7q47957eeRf/2Lc+PFomoWamloaGur72oRPnjqFa667Vu40xSkZN34c48aPG+5hCDFsPhFJKIpCTm4ua9atPaWyzoqiYNU0LJqGqihYbTapdCdGHFVV+e0ffs93vvkt1n7wAcFAgI6ODrq3bwcgHA4TCoUIBoMUFORz95e/zPIVK4Z51EIIMTodc9pCVVXipciWGAXcbjdOpxMMA4/bPaDnJicn86vf3Ms7b7/N6nffZcuWLVRXVWOz2YiLi2PuvLlMnTadq66+imnTp0uHTSGEOEWKId18xCi27aOPaG5qxsAgMzOT2XPmDPgYLpeLhvoGWlqacfW4UC0qNpuNpKQkEpOSyMrKGoKRCyHE2UOCDTFqHarSeLKfCSGEGF4SbAghhBBiSMkWESGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ0qCDSGEEEIMKQk2hBBCCDGkJNgQQgghxJCSYEMIIYQQQ+r/A5XiwL2lpPxmAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/942.jpg" } ]
<image>Use parallelogram A B C D to find m \angle D A B.
D
65,390
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/943.jpg" } ]
<image>Find x. Round to the nearest hundredth.
C
65,391
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/944.jpg" } ]
<image>If S T = 8, T R = 4, and P T = 6, find Q R.
C
65,392
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/945.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/946.jpg" } ]
<image>Find the area of the rhombus.
B
65,394
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/947.jpg" } ]
<image>Find the measure of \angle C F D on \odot F with diameter A C.
D
65,395
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/948.jpg" } ]
<image>Find m \angle A B C.
B
65,396
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/949.jpg" } ]
<image>In \odot O, E C and A B are diameters, and \angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A. Find m \widehat A D.
B
65,397
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/950.jpg" } ]
<image>Find the measure of \angle 2 if A B \perp B C.
B
65,398
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/951.jpg" } ]
<image>Find m \angle R.
A
65,399
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/952.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
65,400
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/953.jpg" } ]
<image>In the figure, K L is tangent to \odot M at K. Find the value of x.
B
65,401
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/954.jpg" } ]
<image>Find the measure of \angle Z to the nearest tenth.
B
65,402
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/955.jpg" } ]
<image>Find the measure of m \widehat Y X Z.
B
65,403
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/956.jpg" } ]
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/957.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,405
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/958.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/959.jpg" } ]
<image>Find m \angle W.
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65,407
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/960.jpg" } ]
<image>m \angle 2 = 2 x, m \angle 3 = x. Find m \angle 3.
A
65,408
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/961.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,409
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/962.jpg" } ]
<image>Find the area of the shaded region. Assume that the polygon is regular unless otherwise stated. Round to the nearest tenth.
A
65,410
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/963.jpg" } ]
<image>Quadrilateral W X Y Z is a rectangle. Find the measure of \angle 2 if m \angle 1 = 30.
B
65,411
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/964.jpg" } ]
<image>In rhombus A B C D, m \angle D A B = 2, m \angle A D C and C B = 6. Find m \angle A C D.
B
65,412
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/965.jpg" } ]
<image>In \odot F, m \angle D F A = 50 and C F \perp F B. Find m \widehat A C E.
D
65,413
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/966.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest hundredth.
D
65,414
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/967.jpg" } ]
<image>find \sin S.
C
65,415
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/968.jpg" } ]
<image>Find m \angle S.
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65,416
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/969.jpg" } ]
<image>m \angle 4 = 42. Find m \angle 7.
D
65,417
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/970.jpg" } ]
<image>Find m \angle R C M.
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65,418
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/971.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,419
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/972.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/973.jpg" } ]
<image>A D and C G are diameters of \odot B. Find m \widehat A G.
D
65,421
null
D
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", 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/975.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/976.jpg" } ]
<image>Find P Q.
C
65,424
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/977.jpg" } ]
<image>Find the measure of m \angle 1. Assume that segments that appear tangent are tangent.
D
65,425
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/978.jpg" } ]
<image>Find the area of the regular polygon figure. Round to the nearest tenth.
C
65,426
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/979.jpg" } ]
<image>Find the area of the parallelogram.
A
65,427
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/980.jpg" } ]
<image>The degree measure of minor arc \widehat A C and major arc \widehat A D C are x and y respectively. If m \angle A B C = 70, find x.
C
65,428
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/981.jpg" } ]
<image>Find x in the figure.
B
65,429
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/982.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/983.jpg" } ]
<image>Find x so that a \parallel b.
B
65,431
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/984.jpg" } ]
<image>Express the ratio of \cos N as a decimal to the nearest hundredth.
A
65,432
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/985.jpg" } ]
<image>For trapezoid Q R S T, A and B are midpoints of the legs. Find m \angle S.
D
65,433
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/986.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/987.jpg" } ]
<image>E B \parallel D C. Find A B.
B
65,435
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/988.jpg" } ]
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
B
65,436
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/989.jpg" } ]
<image>Find \cos C.
C
65,437
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/990.jpg" } ]
<image>J K L M is a rectangle. M L P R is a rhombus. \angle J M K \cong \angle R M P, m \angle J M K = 55, and m \angle M R P = 70. Find m \angle K L P.
D
65,438
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/991.jpg" } ]
<image>Solve for x in the figure. Round to the nearest tenth if necessary.
A
65,439
null
A