images
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problem
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answer
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id
int64
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choices
null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/650.jpg" } ]
<image>J is the incenter of \angle A B C. Find m \angle J A C.
B
65,098
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/651.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/652.jpg" } ]
<image>Find the area of the figure.
A
65,100
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/653.jpg" } ]
<image>Quadrilateral A B C D is a rectangle. Find x.
A
65,101
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/654.jpg" } ]
<image>What is the perimeter of the figure?
A
65,102
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/655.jpg" } ]
<image>Find m \angle E.
D
65,103
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/656.jpg" } ]
<image>a = 14, b = 48, and c = 50, find \tan B.
A
65,104
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/657.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,105
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/658.jpg" } ]
<image>Find z.
A
65,106
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/659.jpg" } ]
<image>Find the area of the circle. Round to the nearest tenth.
C
65,107
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/660.jpg" } ]
<image>Find the exact circumference of the circle.
C
65,108
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/661.jpg" } ]
<image>Find the diameter of circle M.
C
65,109
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/662.jpg" } ]
<image>Find the measure of \angle 1.
D
65,110
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/663.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
D
65,111
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/664.jpg" } ]
<image>Each pair of polygons is similar. Find E G.
C
65,112
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/665.jpg" } ]
<image>Find m \angle M.
B
65,113
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/666.jpg" } ]
<image>In the figure at the right, what is the value of p in terms of m and n?
C
65,114
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/667.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/668.jpg" } ]
<image>Polygon A B C D \sim polygon A E F G, m \angle A G F = 108, G F = 14, A D = 12, D G = 4.5, E F = 8, and A B = 26. Find A G.
B
65,116
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/669.jpg" } ]
<image>Use parallelogram M N P R to find m \angle M Q R.
A
65,117
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/670.jpg" } ]
<image>Find the perimeter of the triangle.
D
65,118
null
D
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8lxbmS5IkIUxs/IoTuho1/wxvjoutNcuGNNcdry/f5EUB+XDjeYjUtmBO6d0YLzdH/hzaHNKm/NfzcDFleEKYnCRJQpjQ5sv3dctA1KpVjgktqgIwyqcS5auVAaCep3xQCcO7+vAxf++6pN3xcOHHXg0A8KngSo+W3gDUKyuzKoV5kyRJCBNRqTX0W3JMu2OpZMXYNhmOLximbU2SDypREMYsOw6qVABWj2qFjdWzj4PfBzcFKwvqlZUEXZg3SZKEMJFvd/jBgygAxnWqS8PyJTIc71azDD4NKtKofEkTRCeKs1Xn7nDuonZyQJOGFRnaqGKG41XdHBnTsQ4NpD6XMHNSAkAIEwiOjqfi1FWQoAIXe6JmDqOEnXWm8+4/TqCci50JIhTFVYIqBfuP10B4DFhZ4P/TUGp6OGc6LyohGRsLJfYycFuYMXn3C2ECr6zw1SZIwP8Nb6E3QQIkQRIG99nWS9oECXirewO9CRKAaxbvSSHMiXS3CWFkuwMfstv3OgCVvMvwVmtvE0ckzMXNiDjmpCs3MaN/I9MGJEQhJ0mSEEaUotbQa8lRbbE+pYJV41qjkAXWhZGMW/as3MSikS2lBpIQLyBJkhBGNGPvFVLuPgJgaIfatKgkyz0I49jkd49jZ7XlJmrXLs+4ZlVMHJEQhZ8kSUIYSWhsIp+vP6vdcbLjj6FNTRuQMBvJqWr6L01fbqK1aQMSooiQJEkII3l91UmIiIUnycwc3Aw3extThyTMxDfb/eDuI8rFJDKhcz0alCth6pCEKBIkSRLCCI4EhXN1ywV8fe/Q0MudKR1qmDokYSaCo+NZuOIE20/epaKtNb8O8jF1SEIUGTJqT4gCptHAqk/WsenUXSKtLPj1jQ4oZbS2MJI507aw4/BNXFSpTHz5JVxsrUwdkhBFhiRJQhQktYYDExbzwcFrADyuUJKe1dxNHJQwF2e/3coby09hodHwwMWOl7vUMXVIQhQpkiQJUUA0MYk8GL+Iykev6V5r2K6mCSMS5kKjUhM1ZQ2uq0/qXnNvUFHKTQiRS5IkCVEAUoMiCB29kMQboRleL9mksmkCEmZD/SieiPH/EnfyZobXPZt5mSgiIYouSZKEMLDkwzd4+NpiUiKfZDpm1ai8CSIS5iI1IJSHoxeSdDci0zHr+vLeEyK3JEkSwoDi//Ul9It1aFSpmY5ZOtthUaWUCaIS5iB5lz8P31pKSmyi3uOWkqALkWuSJAlhCClqoj/fTOS/h7M8xbZWWWRQiCgIcb8fJOKnrahT1HqPW3s4o/RwMm5QQhQDkiQJkU+amEQiJiwm9khgtudZ1y5npIiEudCoUnn8/loi/zuZ7Xk2NcsaKSIhihdJkoTIB/XNCB6OXkjizdAXnmtdX5IkYTjqR/GEj/uHJ6eCXniuTT157wmRF5IkCZFHyYeuawdoR8Xn6HzrhhUKOCJhLlL8HxI6eiFJwY9ydL4M2hYibyRJEiIP4heeIPSr9XoHaOtjYWeFZQ0pIinyL3mnPw/eWkpqnP4B2vrIrEoh8kaSJCFyI0VN9KebiFx8JFeX2VT3BEtZKlHkT9xvBwj7aRuk6h+grY9lCXssKsmsSiHyQpIkIXJI8zhBO0A7XQXtnLKpLQNnRd5pVKlEvfcf0WtO5/paWxm0LUSeSZIkRA6k3AgnbPRCEoPC8nS9TT3p7hB5o46II3zcIp6cfvEAbX1s6sigbSHySpIkIV4g+cA1Hr6+hJTonA3Q1seqkQzaFrmXcuUhoWMWknQvZwO09bGRQdtC5JkkSaLYGThgAKFhYXz99dd07do1X/eKn3+csK83oE7J2QBtfRRWFljVLaP3WHR0NAvmz8f35EnCw8Kws7PDx8eH3r1707JVqzw/U5hOREQESxYvxs/Pj1u3buHh4UHtOnV4b/JkXEqUyPF9krZf5eHby3I1QFufnA7aXrhwIf/88w8Aq1evpnx5Sa6EkCRJFCshISH4+voCEBMTk+/7WXiVwrpiqTx3swHYVnUHG6tMr589e5ZXXn6Z0NCMNZYuXbrEosWLefvtt/n000/z/FxhfOfOnePliRMz/EyvXbvGkSNH2LplC/8uWkTdunVzdC+lpzO23mV4cv52nuOxsLfGovqLZ1VGRkby888/ExcbC0Bs2v8KYe5kuo0oVqZPn27Q+9l0qoHnkY9w/7Q3Fg42ebqHba3MA2dTU1OZ9NZbug9TV1dXOnfujI+PDwqlEo1aze+//cb2bdvyFb8wntTUVF599VXdz9Tb25uevXpRv359AO7fv0/fPn24detWju5n1ag8HjvfwfOX4ViVztuSIjbVPUH54qVwvps2TZcgCSGekSRJFGmJiYncuXOHXbt2MWbMGNauWWPwZyisLHB8vyMVTnyKS7/GuV5/zapu5oGzq1at4u7duwA0atyYS35+LFm6lC1btzJ/3jwUac+Y/csv+f8HCKNYt3YtD0JCAHjllVc4dPgwCxYsYOeuXXz44YeA9v06b968nN9UocBudDPKn/iUUi+3Q2FlkauYcjJo+8qVK6xduzZX9xXCXEiSJIq0tydNomWLFkwYP559e/cW6LOUZZwpNX80FTa8hUV1zxxfZ9M486Bt3xMndNszZ87EwuLZh1/PXr3w8fEB4FpgICqVKh9RC2M5eVK7fpqVlRVTP/44w7F333kHewcHAC77+eX63gpnW1x+6kfFfR9i17Jajq/LyaDtzz79lNTUVBRK+TgQ4nnyWyFELlm1qsqEIQ2ZXNuDR9Yv+GavVGCp54Pq9u3bALi4uFC7du1Mx2vXqQNou3Dupp0rCrew8HAAKlWqhKOjY4ZjltbWlHZzAyAyKirPz7Co6cH3o5oyqmE5bttlHuf2PKuG2SdJmzdv5vTp0zg6OfH666/nOS4hiisZuC2KtDlz5zJj5kzd/v59+3j33XcL9Jlbr97nwNkgqFCCsLbV2RmjIuq/U3qrINtUdEPhlHks05MnTwAoWbKk3mdYpmtZiovPe+kBYTxdu3bFw92dSpUrZzqm0WgIC9MO/ncvXTrPzwgIjeF/Oy+ChyOdapXhUckSPF54GE1i5tZGhbUllnX0z6oESE5O5rtp0wB4++23dV28QohnJEkSRdrz39hdXV0L9HkqtYY+S46BBrBQ8r/X2uNawRXH8a2I/GR9pplI+gZtA7z9zjvcuHEDD3f9M49upWs9qlSpkoGiFwVpzJgxjBkzRu+xS5cukZCQAED1GjXy/Iyxy45D2nqBK8a1oWTjSriMa0HUpxuJ2Xclw7m2Xu4orLP+E//7b79x//59KlasyJtvvslff/2V57iEKK4kSRIiF77f6Qf3td0lozvVwaeCNil7OhMpYflpIn7chipCO1PIpp7+gbMDBw7M8hl37tzhRNqYpXLlylEiF7V1ROGSnJyMr68v702eDICNjY1uO7f+O3+X0xfuANC4QUVGNNYmzxaVS+G28mWcd/kT/uVGkm5ru/1s9EwYeCo0NJQ///wTgK++/horqxd33QlhjiRJEiKH7j9OYNrGc9odF3t+G9wk4wlPZyL1rU/MjzuJXHrshWNCnhcfH8+Y0aNJTGt1GDVqlCFCF0amUqmoU7s2CQkJpKZqW34qV67MrNmz8Syb+7XUklRqhi0/rt2xsmDp6MyFRq271aJsB2/ifj9E5P/tzXYpnG+/+Yb4+HhatmxJz549cx2PEOZCkiQhcujVlb6QkATA3CHNcLWz1nuewtkWl+n9cRzfEqWnc47vn5KczMQJE7hx4wYADRo04M233sp/4MIk4uLiMuzHx8fj7+9PqzxUUv9i+0UIfQzAa13rU7uMi97zFNaWOH3QCYeRTdCoMo+RA23By02bN2NhYcH3P/yQ61iEMCeSJAmRA/uvhbLj+HUAylcrwzsvvXhciUVNjxzfPykpiTGjR3P06FEAqnh5sWrVKmxs8lbAUpiWpaUl70+ZQujDh1y7do2zZ88SFhbGl198QVJiIm9NmpTjewVFxDFrS1oLZklHZg9o9MJrlJ76kyjQTvnXqNUMHTGCWrVq5TgOIcyRJElCvIBao6H/kmOg0YBSwepxrXNbTzJbCQkJjBwxQldnx7NsWdasWZOrdb5E4aJQKPjoo490+ydPnmTIkCGkqFTMnTuXCRMnYmdnl6N7TVjhC0kpACwY0QJHPUvc5NR/q1dz6dIlHJ2c+OLLL/N8HyHMhSRJQrzAzH0BxN7RDoYd2K4mrSq7GezesbGxDBs2jAvnzwNQrVo1/luzhjJlsp66LYqe5s2bM3LkSJYsXkxsbCynTp2iXbt2L7xuy+X7HD5zE4AaNcvxcouq+Ypjzpw5ALiWKMFfaQO3nzp77pxu+4//+z/KlS8vawcKsydJkhDZCItN4pN1p7Q7jrb8OaS5we4dHx/PkMGDuXTpEgANGzVi5cqVuLhk3VUiCie1Ws2mTZtIUalo0LAh1atXz3ROgwYNdNvBwcEvvKdKraHv0mflJlaMa53vOJ8uXBscHMzvv/+e5Xnr169HoVRKkiTMniRJQmTjzTUnIS4RgOmDmuGupzBkXk166y1dgtS+fXv+XbRIxiAVUdHR0UxKG2Q/ZcoUPkzX1fZU+iKSDmlLlGTnux1+EKItNzGmc10al89/DbDSpUtnWTQyISFBV+TU1dVVknUhkCRJiCwdvx3B+kMBADhVKs1HnWoa7N7nzp1j165dADT28WHxkiVSq6YIc3V1xcLSktSUFB4+fKj3nPtpi9+CthxAdu5FJ/DdpjPaHRd7fhvkY5A49x84kOWx33//nZ9+/BGAtevWyaBuIZC124TQS6OBoYuOgloDCgUbx7ZGacDR2ju2bwe0A3wXLFggCVIRp1AodNXTd+/eTbyepWRWrlgBaGe+eXl5ZXu/V1b6QoJ2qZHfhjWnRBblJoQQBUtaktLEJ6dwJCiCbjVlwKyA3w8Hcv9mKAA9WnnTsXrOp/PnxPG0itoWFhbsTmtRykrXbt1kIHcRMHTYMOb8+isRERH079ePr77+moYNG3L//n1+nj6dixcvAtCvf/9su7L2XQtl14lrAFSsVoa322Qe3yQKRuyPu7Bp7YV122qgLLi17FIuPyDp2E3sBjVE6eb44gvMSEJCAls2b0aVkpJtMd2kpCQOHTpE165dCzQes0+SzgQ/4pf9Aaw8cYMZQ5pJkiSISkhm8pq0wdp2Nswf0cLgzwgL1SZgKSkpfPLJJ9mem6pWM2HCBIPHIAzr1VdfZdnSpURERHD58mWGDhmS6ZwSJUowderULO+h1mjou/iIdrC2UsEqA5ebENmL2XCWpDm7sPYsgVOfRjgMb4JlXU+DPyf14WNCv1yPYtomnNpUx2FwE+z61AVb821Rjo+P548//uDff/4hOjoagKFDh2ZqZY+NjWXe33/zz7//kpqSgn9AQIEuzmyWSVJsoop5J24y+2AAD4K0H1YeXh580NFwY06EaVhYPntLW1vnrYvinbVn4LG2u+Sr/o0p55Kzeja58XSArCg+XF1d2bN3Ly+//DLnzp7NdLxp06b89fffeHpm/aH7896rxN99BMDgdrVoacByEy9ik8ffl+Io+UE0j+Yd4NG8A9jV9MS5f2PshjVBWc4wg9kVGu3/alSpxBzwJ+aAPxYf2+LctS72Q32waV+9QFuy9IlOSGbl2TuMb14FOyvjpQYajYbFixYxe/ZsHj16pHu9TJkyeoch9O3Th8DAQAA6dupUoAkSgEKj0WgK9AmFyNGb4cw+4M/GUzd0/f0AKBUc/WYArauUzvpiYRbOBkfR5Mu1kKqGciVJ/nEwVkb+YyWKvoiICC5cuMCdO3eoWqUK9Rs2pGTJktleExabhMdHq+BJIjjaETZzGKUdZbajMd1v+iNJdyL0H7RQ4tjUC6eBjbEd2BCFs22en5O8J4B7o+Zledzawxmn3mktWQ2yXqjY0Nr9tpfD/vcZ3cqbDzvWpkG5EgX6vMuXLzPl/fe5fPlypmO9evdm/vz5GV6LiIigQf36PE1bvv76a15/440CjbHYtyRFJSTz55Fr/HAoQPcN7XlD2teSBEkAMGLJUW2CpIAtY1tJgiTyxM3Njc6dO+fqmjdWn9QmSMDPg5tKgmQK2TUZpKqJ871BnO8NFF9twLl9LRyH+GDdvTYKK4vcPUedfdtEcmgMjxYe4tHCQ9h6l0lryfLBomL+y0BkZ/GYllSZupplu/1YtscPL29PpnSoxcQCal36bto0bty8SZcuXbh58yZBQUG6Y631rHF4YP9+0rfrdOjY0eAxPa/YtSTdehTH/uuhHLoRxoGbYdy7Ew6q1KwvcLYjfOYw3OzlD5K5m3/iBq/9bx8A7ZpV5eA7ufuQEyKvjt0Kp803G0CtwbVSaSK+G2DQ2ZQiZ+43+ZGku1m0JGXB0tUep+71cRzWFKuWlcnJILLkXf7cGzP/hedloFTg4FMFp4E+2A5qiLKE4YcBAHy65SLT//PN+KKjLaNaefNhh9o0LF/CYM+6e/curq6uODk5MXvWLGbPnq07dvTYsUyzQN95+23WrVsHaGt+XUyrM1eQinRLUnxyCkdvRXDwWiiHb4ZxLCgUonI31mPu0OaSIAliE1W8tkq7dho2lvw70vCDtYXQR6OBIYuO6cpNrBvXRhIkU8lDm0FKVDxRK32JWumLTflSOPVviMOwpljUcM/mOXmITa3hyekgnpwOQvHNBpxfqoXDkMbY9KyDwtpwH+Xf9qzH9COB8CDq2YtxiSzf7cfyPX5UrubJhx1rMaFZFezz+dyKFSvqtm/fvq3bdnd311sm4+msYIBmzQ23+kF2ilxLUlRCMr/uD+AP3xtE3nsEKeq838zWivrVZDabgEuhjyE8RrtTxoX6bs6mDUiYjUvRT+BepHbH1YH65bIfuyQKzp8Lj1EmOsEg97rh4cyxWmU4WrMMEQ4ZB8U3u/WIT9efN8hz4myt8PV252htTy6VL5Gn/Ot5IU+SiLgVlv1JVhaUq+hGx2oedKjmTqcanlR0tc/zM1u3asWtW7cA6NmzJwsWLsxw/Pbt27Rq2VK3P/3nnxk7dmyen5dTRS5JeupedAL7rz3k0I1QDt4MI+hOuG6lbCGEECK39hwJwite9eITcyFVoWBvKXvWeDpzwMMRLJQ0iHjC+rP3DPocgNt2VqzxdGKepwtqRxPMVizlRLuq7rSv6kGH6h60rOKGtcWLa1Y/PyD7+x9+YOLEiRnOWbhwIV9+8YVu/9Tp05QvX96w8etRZJOk56nUGk7dieDA9VAO3whjz81QbcvAi/511hbgKsW8zFr0k2cJdgkHsCnSvdCiKIlNhPgk7baTHdjLNHxTOrThIuVjkwrs/glWSlbWKIOfmwO/HrxeYM8B8C9lz6wmlTjo4ZS3G6SkwqO4/AVhbUnjWmX5sms9+tUrn+VwrY0bN/LWm2/q9o8cPkxVb+8M54wfN47du3cDUKFCBU6eOpW/2HKo2HwaWCkVtK5SWjtLLa0A58OYRDZfvsecgwH4B4To729OTmVO70ZMbl/DuAGLQmH52TuMnrMTgGaNKnFySncTRyTMxZngRzT9cr12p3xJkn+QchOmdm//dZILIEmydLbDsWtdyg/x4ft23iTt9Od+ASVJNpVL49yvIRWHNaFXtbzP2u7x5wF2Hr+Wu4uUCijrSj8vd9pW86CDtwcNy5V44Ri748eP67bd3NwyJUgajYbTp0/r9luk63YraMUmSdKnjLMtr7WqxmutquEfGsPs/f4sPHoNYjKuq/TempOMalZZBnCbmfjkFEYvT/vltLJgyejMU06FKCgjFh/XlZvYPra1JEjFjMLGUju4elBjbHvVBpuCq6Zt5eaEU6+GOA7zwbJJxRdf8AI7/UPYeSIHCVIJB5p7ufOSV2le8nannZc7TnmoGn46XatQkyZNMh2/fOkSUVHPBpK/9NJLuX5GXhXrJCm9Wh7OLBjRnP8NbcrS07eYvd//WetSTAJvrT7FfxPamjpMYUSfbr2gG6z9ds+G1HCXwdrCOOYdv8GNwBAAOjarRo9aZU0ckQDyNussPQsljk2q4DjQB7uBDVBkVa1fk48JR08f5WCDY5e6OD6t0G1pmPXqVWoNPRYfzfr/i9LOTHmpJq+3rkb10nnsyksnJiaG69eftaq1at06w/GoqCi+++473b5CqaRDhw75fm5OmU2S9JS1hZKXW1Tl5RZVCUhrXVpw7BprDvpzrH1NKSppJm6Ex/LbNu2Co7g58XPfhiaNR5iP2EQVr69Kq0Nja8XCUVJuoqizq1UOp/6NsB/qY7ClS/RRWFk8W+utdx2wM/wYtq+2XYL7URlftLSgXePKvN++Jn3rZj22KC+OHTuGWv0saWzTpo1ue8+ePUx5//0My5VUq1r1hdXrDcnskqT0ano4M39Ec/4Y2pTlp2+x/UqIJElmYtzyE5CsHay9eETLfNf7ECKnpmw4p6vnNrVPYyq7Opg4IqGTi3lMNuVL4dS3AQ7Dm2JR06PgYlIqcGhUOW05lEYoS+V9mv2LBEXEMX3TmWcveJbg83a1eOel6ng45X0Zluw8vyRJpUqViI6OZtq337J69Wqen1v2fEtTQZNPBrStSxNaVDV1GGbvwoUL+KYrFqaPT5MmNG3aNF/P2XApmONntfU46tUpz9hmVbI9X6VS8e8//3DixAlu376NlZUVzZo1Y+SoUdSuXTtfsYjC4/z585z09X3xiWlGjhqFs3Puumj9HjxmwW4/7U4ZF6b1qJ/ja9euXcuJ48fxDwjgSVwclStXpm+/fgwaNChXMYi8syrlgGP3BjgO8clxde280i5H0gi7oU2wqFSwy5E8NXrpcdBAt1bVmdKxFl1rFHwdwfv372fY79OnD3fv3iUuNhY7Ozt69urFurVrdceNOR4JJEkShcjaNWv4559/sj2nb9+++UqSklPVDFyaNljb0oJlY7L/VhIaGsrAgQO5lW5NIdB++1m+fDmzZs+WD6liYv++fRmWRXiRbt275zpJGr3kmHZqNbBudGtsrF48jiQmJobXXn2Vw4cPZ3j9+vXr7Nmzh+3btjF/wQKUSsOMSTFrehqSLOytcepYG4fBTbDuUhNFDn5meWXt6YJTr0Y4DPMx6sK2AKGxifSsU5atr7enpBFLUcTFxmbYv3rlCgCdO3fm559/Zuu2bbokycLSkrZtjTt2WJIkUWiEhGgHsiqVSqyt9f+SWtvkbwbi19v94GE0ABO71KV+Nqtcq9Vqxo4Zo0uQKlSoQLVq1YiIiMDPz4+kpCQ++fhjOnToYNQ+clEwLK2ssLXNvkshMTFRt21hkbtFTZedvs2ly8EANG9chYENKuToup9++kmXILm4uNCsWTMSEhLwPXmSFJWKHTt2sHLlSkaNGpWreETWlJYWOLSshtOgxtj0rY/C0IsNp+tCsnS2w7FbPe1iuS9V006jNwEPJ1u+6FrX6M8tUyZja5Wrqyvf//ADAwYMAODokSO6Y3Vq18bR0bh1DSVJEoXGgwcPAOjatSv//Puvwe9/Nyqe6ZvPandcHfhloE+252/evBk/P23XSNu2bVm+bBmWacnbhx98wIoVK3jy5AkrV65k0qRJBo9XGNfkyZOZPHlytuc8LWjXrl27DOtOvUh8cgpjVqS1YFpbsmR0zuq8JCQksHz5cgDsHRzYf+AAnp6eAGzbupVXX30VgKVLlkiSZAB29Svi+no77Ac3RuGe/5lbWVHYWOHStR4Ogxtj26NgywMUdn169+bfRYtAo6Fv3778+NNPuLpquxefr4/U2sjjkUCSJFGIhIaGAuhd2NAQJi4/AYnaJQf+GtYClxfU81iR9uGkUCj45ttvdQkSwKBBg1ixYgUAAf7+BRKvKFw2bNjA7t27sbe3Z+asWbm69pMtFyBC263wTs8GOZ46HRgYSIpK+55t3KiRLkEC6NGzJ/b29sTHxxMcHJyreIR+pZaON8pzrLvUpFSXmkZ5VmHXvGVLDhw4gKWlZaa//X5+fkRHR+v227Vvb9zgkCRJFBJqtZrwiAgAvKtXN/j9d/qHsO/UDQCqVvfk9dbVXniNf1ry07JVK2rVqpXhWPMWLfj+hx/QaDTUlcHbxV5kZCRffP45AFOmTMnVmlHXwmP5ffuzchPT+zTM8bXRkZG6be/nqhArlUq8vLy4fPkysc+N6xCiKKmexd/8gwcP6rZtbW1p1cL45TIkSRKFQujDh6SmaKfkP/9hkF8pag09lhzTDspUKlg57sVNtmFhYbraHPoGiiuVykwLMIri66MPPyQqKoraderwRro1pnJi7LJn5SaWjmyVq3ITHulajgKvZa6A/LQFqXLlyrmKSYiiIP14pIYNG2ZozTcWSZJEoRB8965u297enmnTpnHp0iWsLC1p2rQpnbt0oX79nE+XTu/HPZfhnvYb+YiOdWhasdQLr7lw4YJu+2nSFhsby9GjR3Fzc6NRgwYm+YUVxnfhwgV27tSu7/f5p5/mahbZ+ovBnDynLTdRv24FRjetnKtnV69enVKlSvHo0SMunD9PXFycbuDqxYsXefz4MQD16tXL1X2FKOxSU1M5d/68br9VK9MsGyVJkigU7t67p9seOGBAhn7oQ4cO8eucOUyfPj3Xg1NDYhL4en3aYG1nO/5vSM7KB6Sv3VGhQgXGjhnDgYMHda1dVlZW9OrVizlz52Y5E08UDzNnzkSj0VCtWjU6dOqU4+uSVGoGLTum3bG0YNnY3A86tbCwYMoHH/DF558THx9Pt27dGDJ4MEnJySxbuhQAz7Jl+eLLL3N9byEKs7OnTxP/5Iluv0PHjiaJQ5IkUSjcS5ckRUdHU7p0aap5e3MtMJBHjx6RmpLC1I8+omyZMrn6oHp95UmI167q/euQ5jmu/5GYkKDb/m7aNM6cOZPhuEqlYuPGjQQFBbFl61asrMx3dkpxdvnyZQ4eOADAa6+/nqtrv9pxCR5qW3pe7lqPep55W65iwoQJuLq68tmnn3IrKIgZM2bojlWoUIGVq1ZlGNAtRHFw4NAh3bZn2bI0atTIJHFI9TFRKDytkQQwadIkLl66xLp16/C7fJlXXnkF0E4H/b///S/H9zx4I4ytx7TjODy8PJjcrkaOr01fD+fMmTPUrVuXfxct4sjhw8yZMwfXtLpIly5dYmXaLDdR/MycMQONRoObmxvDhw7N8XW3o54wY8s57Y6rA78OaJznGEJDQ5k/f36G1tWngoODmTp1KnFxcXm+vxCF0Z49e3Tbn3/+ucmKpUpLkigU+vTpg3vp0jg5OWX6xj7tu+/Yv38/QUFB+J44QXh4OKVLZ7/GnlqjYdDio9qibUoFa8e2ztUKAolJSbrtUqVKsXbdOl115are3tStV48uXbqgUauZP38+Y8eNy/nNRZEQEhLC3n37ABg+fHiuxqC9vNxXV27i7+EtcHpBuYmsqFQqXcV3C0tL3ps8mW7duxMTE8Pff/3Fnj17OH7sGOPGjWPdunV5eoYQhc2FCxd0lbeHDRvGwIEDTRaLJEmiUGjbtm225eY7d+nCvL//RqPREBQU9MIkafb+ACJvhwPQv21N2lTN3cLF1um6z7r36JFp+YnatWvTqFEjzp09y+3bt0lNTc11BWZRuK1duxZN2urkfXr3zvF1O/xD2J9WbqJajbK81urF5SayMn/ePF3F988/+yzDzLqWLVsycMAATp48yYnjxzl79iw+PtkXSBWisIuIiODdd94BoFHjxsyYOdOk8UiSJIqESpUq6bbv3btH8+bNszw3Ij6JqWvTqrQ62PLXsGa5fl760vfe1fR/yNWoXp1zZ8+SmprK3bt3qVIl+4VyRdGybetWAEqXLk29Bg1ydI1KraHn03ITFkpWjsvfjJyjR48C2hox4ydMyHBMoVAwfsIETp48CcCRw4clSRKFmlqt5s033gCgcpUqVKhQgVKlSmFhYcHj6GhOnT7N9u3biYqMpG7duqxcudLk4z0lSRJFgqXls7fqi1psJv13GuK0A69/GOiDh1P263HpY2dvr9tWZNEXbpnulzclbdabKB6Cg4O5fPkyAC+1a5fj637c/azcxMiOdWhS4cXlJrJz8+ZNAEqWLKl3Xbn0RfjupxvXJ0RhNH/ePLZs2fLC8+rWrZthiIMpycBtUSi88vLLjBwxgp9++knv8YjwcN12uXJZr47teyeC/w5cBcCyYimmdq6Tp3jSr8sVFRWl95yn01OVSiVV0rV0iaJv3bp1aNIWIe3WpUuOrgmJSeCbDU/LTdjzf0Oa5DuOpzFk9cUg/QQDl0LwgSJEVsLDw5mVg+V8hg8fzpatWwtFggTSkiQKiRMnThAVFUVERASffvpppuO+vr667ayWhNBoYPjiY6DWgAJ2jG2DZR5X1G7RogWWlpakpKRw/fp1veecTyt05u7uLoUlixnfEyd0221feilH17yartzEnCHNcLXL/3uiQoUK3Lt3j7CwMBISErCzs8tw/Hq6Kty5WSpFCGOzsLDgzTff5Nq1a9wNDubx48fEP3mCvb09Li4uNGzYkN59+pisaGRWJEkShUKpUqWIiorCPyCAByEheJYtqzt28+ZNTqR9aNWuUyfLmjD/O3adO9cfAtC1hTeda5TJczy2trbUqlULPz8/9uzeTWRkJCXTpv0DnPL1JShtQK2+ZUtE0RYYGAiAq6srLiVKvPD8A9fD2J5WbsLTy4N3c1FuIjuVK1fmxIkTJCUlsXz5cl05jKeWphWUBGhoojoyQuREyZIlmfLBB6YOI9eku00UCr379AEgNSWFESNGcPr0aWJjYzmwbx9Dhw7VjfkZMWKE3uujE5J5e1Vaa5OdFQtHtsx3TE+reycnJ9Ovb19Onz7N48eP2bZ1K6++9hqg/XY09aOP8v0sUXhERUURGhoKZJwwkJXny02sGZ+7chPZeeXVV3X1YaZNm8a8efN4EBLCvXv3mDx5MmfParv3GjZsSMOGDQ3zUCGEjkLztNNbCBOKioqia5cuGZYDeV7LVq1YsWIFNjY2mY6NX3aCxbsuAfD58JZ83ytv67w9760332Tjxo1ZHn/l1VeZNm2aQZ4lCod9e/cyZswYAAYMGMAfLyhgOmOfPx8vOqw9v10t1r+Ss+65nJry/vusWrUqy+O2dnYsWbKENm3aGPS5QghpSRKFhKurK1u2bqVV69aZZpNZWVnRo0cPVq5cqTdBunAvmsX7tDORKOvK1z0Mt9jnr3Pm0LVr10wxWVpZ8dVXX0mCVAxdSzfOp2rVqtmeGx6XxMcZyk1kXZoir2b/8gtffPGF3ve+Z9myrF+/XhIkIQqItCSJQic4OJjTp08TGRlJjRo1aNasmd4PiKdq/7gVf39tC9Smj3vTt27Ws9/y6u7du1z28yPi0SO8vLxo2rRptjEJ8zDknyOsTZtN+ePYNnzaJW+zKXMiKSmJq1evcuXKFWxtbWnWrFmGWZhCCMOTJEkUaf/63mTiH3sBaNvUi8Pv5my6thD5deJ2BK2+Xg9qDfYVSxH7/SCUhhqMJIQoFKS7TRRZcUkqJq5MG6xtY8kiAwzWFiInni83sXlcW0mQhCiGJEkSRdaHG89DpHb18/d7NcLLzfEFVwhhGH8cvcbdG9pyE91aVqdTdQ8TRySEKAiSJIkiyT80hr/TZrPh7swPvQ0zm02IF4lOSOad1dr10rCzYsGIFqYNSAhRYCRJEkXSmKXHQJUKwKrRrbGzkrqowjjeXXcWHscD8GW/JpQvYfeCK4QQRZUkSaLIWXXuDmcv3gXAp0FFhjWSGT7COM7di2Lp3mflJr40YLkJIUThI0mSKFISVCmMWH5cu2NlwdIxrU0bkDArIxcfg1Q1AJvHtMYqj2sDCiGKBkmSRJHy+dZLEBYDwBvd61PLo3CsFC2Kv4W+NwkM0NbjeqlpVfoUQD0uIUThIkmSKDJuRsTx67bz2p1STszq39i0AQmzEZek4pV05Sb+HSmDtYUwB5IkiSJj/PITkKRd6PbfES1wsJbB2sI4PtjwrNzEh30aS7kJIcyEJEmiSNh8+T5HzwQBUKtWOcY39zJxRMJcXH34mHm708pNeLjwfc8Gpg1ICGE0kiSJQi85VU2/Jce0O5ZKVoyVxTyF8YxZdlxXbmL1qFbYWMmfTSHMhfy2i0Lv2x1+8CAKgPGd69GwfAnTBiTMxspzdziXVm6iacNKDJVyE0KYFUmSRKEWHB3Pj5vPandKOPDrQBmsLYwjQZXCyGXPyk0sGd3KtAEJIYxOkiRRqL2ywhcSVAD837DmlLCzNnFEwlx8tvUShGvLTbzVvQE1pdyEEGZHkiRRaO0OfMhu3+sAVPIuw1utvU0ckTAXNyPimJOu3MSM/o1MG5AQwiQkSRKFUopaQ68lR0EDKBWsGtcahRQ3FkYybtmzchOLRraUchNCmClJkkShNGPvFVLuPgJgaIfatKjkZuKIhLnYeOkex85qy03Url2ecc2qmDgiIYSpSJIkCp3Q2EQ+X582WNvJjj+GNjVtQMJsJKeqGbAsfbkJWRtQCHMmSZIodF5fdRKeJAIwc3Az3OxtTByRMBffbPeDB9EATOhcjwblSpg0HiGEaUmSJAqVI0HhbDoSCIBbFXemdKhh4oiEuQiOjuen9OUmBvmYNiAhhMlJkiQKDY0Ghiw+pt1QKFgztjVKGa0tjGTicl9I1Jab+N+w5rjYWpk4IiGEqUmSJAqNOQcDCA0KBaBPm+q0r+Zu4oiEudgV8JC9J7XlJip7e/KGlJsQQiBJkigkIuOTmbL2lHbHwYZ5w1uYNiBhNlLUGnqkKzexWspNCCHSSJIkCoVJa05DTAIA3w7woYyzrYkjEubipz1X0ARry00M61CHZpVKmTgiIURhIUmSMLnTdx+xav8V7U75knzWpa5pAxJm42FMIl9tOKPdcbLj/4Y2MW1AQohCRZIkYXLDFx8DtQYUsGNsayyV0tchjENbbiIJgFlDpNyEECIjSZKESf117DpB1x4A0KlZNbrXKmviiIS5OHQjjM1HteUm3Ku4M6V9TRNHJIQobCRJEibzOFHFm6tPandsrfhnVEvTBiTMhlqjYeiSZ+Um/hsrg7WFEJlJkiRMZsr6sxD1BIBP+vpQ0dXexBEJc/HrwUDCboUB0LdNDdpJuQkhhB6SJAmTuHQ/mn/2+Gl3ypTg2571TBuQMBsR8Ul8uOZZuYm/hzc3bUBCiEJLkiRhEqOWHoMUNQDrx7TC2kLeisI43v7vDMRqy018N7CJlJsQQmRJPpmE0S05dYvLV+4B0MqnCgPqVzBxRMJcnLrziNUHtOUmFBVK8UnnOiaOSAhRmEmSJIzqSXIK41ae0O5YW7JYBmsLI9FoYFiGchNtpNyEECJbkiQJo/p483mIiAVgcq9GVCvtZOKIhLn469h1bl/Xlpvo0sKbbjXLmDgiIURhJ0mSMJrAsBj+2H5Ru1PamR971zdtQMJsPE5U8Va6chMLR8ragEKIF5MkSRjN2GXHQZUKwLJRrbC3tjRxRMJcvL/uLERry0182teHCiWk3IQQ4sUkSRJGsebCXU6dvwNAo/oVGOVTycQRCXNx8X40/+5NKzfhWYJvpNyEECKHJEkSBS5JpWbosuPaHUsLloxpbdqAhFkZueRZuYmNY1pLuQkhRI7JXwtR4L7cfhFCHwPward61C3jYuKIhLlYfOoWV69qy0209vGiX73yJo5ICFGUSJIkCtStR3HM3HJOu1PSkV8GNDZtQMJsPElOYfyKtHITNpYsHi3lJoQQuSNJkihQE1b4QlIKAPOHt8DRxsrEEQlzMXXjeXikLTfxXq9GVHVzNHFEQoiiRpIkUWC2Xr3PodM3AfCuWZZXWlY1cUTCXASExvC/nVJuQgiRPzIH24ysXr2aI4cPc+3aNezs7PDy8mLCxInUr2/4DxCVWkOfJcdAA1goWTm2jd7zNm3axIwZM6hYoQIrV63K8n6RkZHMnTuXy35+REREUK5cOZo1a8brb7yBnZ2dweMXeZPTn2d6AwcMIDQsjK+//pquXbsaJI4xy47pyk2sHN0KOyv9f+pyGu/B/ftZtXo1t2/f5smTJ1SpUoXWrVszctQonJykIKoQxZUkSWYgMTGR1197jT179mR4/fTp0/z333/MmDmTUaNGGfSZ3+/0g/tRAIzuVAefCq56z9uzeze3goK0a0Zk4datW3Tv1o3Y2Fjda9evX+fgwYOsWLGC/QcO4OgoXSmFQU5+numFhITg6+sLQExMjEFi+O/8Xc5cuAtA4wYVGd4463ITL4pXo9Hw4QcfsHLlygyv37x5k71797J48WIWL1mCt7e3QWIXQhQu0t1mBia/+64uQXJ2dqZ9+/ZU8fICtB8CX37xBZcvXzbY8+4/TmDaxrTB2i72/Da4id7zAgIC2LVr1wvv9+GHH+oSpDJlytC1a1dcXLQz5O7du8dnn31mmMBFvuT055ne9OnTDRpDkkrNsOVp5SasLFg6ulWW5+Yk3lWrVukSJKVSSd26denSpQvu7u4A3L59mzdef90wwQshCh1pSSrmrl+/zrZt2wCoUaMG27Zvx95eW234n3/+4YvPPycxMZF333mH/QcOGOSZr6zwhYQkAH4b1hxXO2tAm5A9evSI0NBQdu3cyaJFi3jy5Em291q7Zg0njms/9MaMHctPP/2EUqkkPDycvn36cOfOHdatXcuQIUNo27atQeIXOZOXn2diYiKhoaEEBASwbNky9u3da9CYPtv2rNzEa13rUztduYm8xPvL7NkAKJRK/vn3X113YFxcHMOHD+fc2bP4+/uzY8cOevToYdB/ixDC9CRJKub+/usv1GptIb1ffv1VlyABTJw4kV07d3LkyBECAwOJjIykZMmS+Xrevmuh7DxxHYDy1crwdpvqumNBQUG0baN/bFJWli9fDoCLiwuff/45SqW28bN06dK8O3kyH0yZgkajYdfOnZIkGVlefp5vT5rE9u3bCyaeiDh+2fqs3MTsAY0yHs9lvA8ePOD+/fsAdOzYMcN4KUdHRz755BOGDhkCaLuuJUkSoviR7rZi7vp1bcLi7u5Oo0aNMh3v3acPoP2Wffjw4Xw9S63RMGDJMe34DqWC1eNao1Dk65YEBAQA0LpNG5ydnTMcGzp0KK6u2rFOfn5++XuQKPLSl5tYMCL/5SZu3Lih227ZIvOCuA0bNtRt37l9O1/PEkIUTpIkFXP37mmrDZctV07v8Xr1nq1jde7cuXw9a8a+q8TeCQdgcLtatKrsluF4lSpVuHzlSob/atSokeX9goODefxY23VSu1atTMctLCyoWLEiAP5pyZQwntz+PAHmzJ2b4fzffvvNILFsuXyfw2nlJmrWKsfLLTKXm8htvLHpBpK7e3hkOm5l9SwJi4+Pz0/4QohCSrrbirmIiAgALC0s9B63sbHRbT9NSPIiLDaJT9ed0e442vLHkGaZzlEqlZm689I//3lXr17VbVespH+GUpkyZbh48SJxsbGoVKoMH1yiYOX25wlkmoX4tCUwP1RqDX2XHtPuWChZPlb/2oC5jdenSRPee/99ABo0aJDp+NNWWoByWXwJEUIUbZIkFXMlS5YkNDSU8PBwvcejo6J02/n5NvzmmpMQlwjA9EHNcHfK/sMyJ+Li4nTb6cdSpVeiRAnddkJCgiRJZui7HX4Qon0fj+lcl8bl8594AXh4eDB16tQsj/+zcKFuu1FjWW5HiOJIutuKuafdbHfu3OHOnTuZju9MNwU6/gUzfbJy7FY46w9pu7tcK5Xmo04183Sf56VP2qytrfWeo0g36CkxMdEgzxVFx73oBL7blNaC6WLPb4N8jPLc5cuXsyqt+KSrqyuDBg0yynOFEMYlSVIx16ljR9321I8+IjU1Vbd/4cKFDEXyFMrcvx00Ghi2+BioNaBQsHZsa5T5Ha2dJikpKd1z9Bf7S58kpaSkGOS5ouh4ZaUvJKgA+H1Yc0rY6U+mDenw4cN8nlabS6lU8tP06dja2hb4c4UQxifdbcXca6+/zt9//01sbCxHjhyhbZs2tGjRgvCICI4fO0ZiukTE9gXjSfT5/XAg92+GAtCjlTcdq2ce4JpXFunGUVlmkcA9LW8ASFebmdkb+JBdJ64BULFaGSalKzdRYM/cu5dXX3mF5ORkAKZ99x19+/Yt8OcKIUxDWpKKOUdHRxYsXKibPn/79m1WrVrFvr17SUhI4IMpU7BNW/vsRYNunxeVkMzk/05pd+xsmD8i8zTp/Ej/7VyRxcBzlUql93xRvKk1GvotOapdG1CpYJUByk28yPZt23h54kRdC+f7U6YwceLEgn2oEMKkJEkyA23btmX7jh1MnDiRho0a4ebmRoeOHfl5xgzefOstktLG8tg7OOTqvu+sPQMx2nFDX/f3oZyLYReaTZ+0ZdWVlpwuScpqcLcofn7ee5X4u48AGNK+Fi2fKzdhaOvXr+eNN95ApVKhUCr56quv+Oijjwr0mUII05PuNjPh5eXF9z/8kOn1ixcv6sb7vKjGTXpng6NYvu+KdqdcST7vXtcgcabnWaaMbjvy0SO950SkzdqzsbHJ0D0niq+w2CQ+05WbsNNbbsKQ1q9fz+R33yU1NRVLS0t++eUXBqdV2hZCFG+SJJm5wHRFGPXVgsnKiCVHIVUNCtg2tjVWSsP3ddSrXx+FUolGreZRFknS7bRKx15VMxcPFMXTG6tPwhNt6+fPg5tS2jH/5SaycunSJd577z1SU1Oxs7Nj3rx5dOrcucCeJ4QoXKS7rZhbvGgR7V56iXYvvcTJEycyHd+4cSOgHSSdvvp2duafuMH1gBAAOjStSs/aZQ0Wb3qOjo6U9fQE4MyZM5mOh4eHExoWBkDduoZvyRKFz9Gb4Ww4ok3sS1YuzYcdDVNuIivff/cdKSoVSqWSP//6SxIkIcyMJEnFnIOjI9evX+f69ets2LQpw7GAgAAOpa3XVqdOnRwNfI5NVPHaSl/tjq0VC0cadrD28+rXrw/A7j17CAkJyXBs1qxZaNJmt+WmFUwUTRoNDF2SvtxEG4OVm9AnKSmJ06dPAzBo8OAMC9wKISA5OZlLly4RGBhIREREhtnG6Z0/f56pU6dmmGhTVBT67ra4JBUO1lYFPnOluGrWrBkWlpakpqSwZfNmunTuTOs2bQgICODdd97RJRmvvvZaju43ZcM5iNIWnfyodyOqlHJ8wRX5M2HiRHbs2EFqSgpvvP46M2bOxNnZmaVLl7IqrcaTp6cnQ4cOLdA4hOn9diiQB0HachM9W1eng7d7gT7P19dXN5MtOiqKJYsXZ3muR5kydOvWrUDjMVeq47ewqOGBslQBT8xIVKG6FIJVM/1LIImMgoKC6Nq1a4YixAqlEgcHB1ycnXF2ccHW1pb79+4RFhaGtbU106dPN2HEeVNok6T910KZfcCf0NgEznzYw9ThFFkVK1Zk8KBBrF69mqioKMaMGZPpnC5duuSoYvDlh49ZsNtPu1PGhe96FnzrTZs2bejVuzfbtm7lzJkzdOzQIcNxhULB7FmzMq0JJoqXyPhk3luTVm7C3ob5I5oX+DOfLg4NsGfPHvbs2ZPlue7u7pIkFZCYvw8Ts+8KTm1q4DjYB9vedcDW8DXRNLFJBPeei03l0jj3a4jD8KYoqxbsrMmi7Keffsq0SoNGrSYuNpa42Fju37+ve93BwYH5CxagzEPBYlMrVElSeFwSfxy+xreHA+B+JFgqOfvdYFOHVeTNnDEDpVLJqtWrdS1HABaWlowYMYJvv/02R/cZvfgYpGgrdq8Z3Robq/y/4ZVpM9IsLbN+K/7+++/Y29uzdu3aDPHb2dnx7uTJtE9XVVyYVk5+nulZpDsvq6VnIGO5iW8G+FDW2TDlJrKLNy421iDPEPmk0aBJTiFm/xVi9l/B8mNbHLvVw3GID9btvMHAk0aSbocTPncP4b/txb5+RZwGNcZucCOUbqb5Inb14WNql3ExybOzEhERwe50S1plp3Tp0ixfsaLIjhtVaLJa78FINBrY4R/CL/v92XfuFqieLZsxoXsD/hlVsGNezElkZCQHDhwgMjKSypUrU79+fTw8clYhe/nZO4yesxOAZo0qcXJK94IMVa/g4GAunj9PxKNHlK9QAR8fH4OsIi8KtzPBj2j65XrtbMryJVH9MBjLAphNKQqnR2MX8XjnJb3HrD1dcOrVCIcRTbGs55mv52jCYrlV92u9xxRWFji28sZxSBPs+tQFIyx/81T3Pw8QEB7Dhx1qMbG5F/bWpm/bmD1rFrNnz6ZW7dr8+P33uKT7O/z48WPeeP11QkNDqeLlxerVqylfvrwJo80fkyVJITEJ/HYwkJ8PB0Do48wnuDoQM2MYTgXQrCpyJz45BYdP1kB4DFhZEDB9KDXcnU0dljAT3t9v4UZgCChg+6d96FGrYGZTisLp0ZhFPN6lP0lKz66GJ479G+MwzAdl+RK5fk52SVJ6Fg42OHeti/3QJth0qG7wlqzn3X+cQPmPVkNCEjjYMrKVNx90rEXj8qb5gqjRaGjSpAnRUVEcPXYMT89nyemdO3cYOXIkt4KCaNioEStXrMClRAmTxGkoRktJ45NTOBIUwaHroey99oDTl4MhRf9IeIAFI1tKglRIfLr1gjZBAt7u2VASJGE0847f0CZIQMdm1SRBEllKCHxAws/bCJ+5HcemXjgO9MFuUEMUzjlbriinzQWpT5KI2nCWqA1nsXJ3xrl3Q+yHNcGqUcG0lpRzseObgT58s/w4PElkxR4/Vuz1o1K1MiZpXbpx4wYPQkJ47fXXMyRIZ86cYdy4cURFRtKlSxfmL1iQbRd6UVFgLUn+oTHsvx7K4Ruh7LkRRtT9R9kmRenVrVMev096FURYIpeuhcdS45P/IDkF3Jx48vPQQtHcK4q/2EQVzlNXa2dT2lpxa8YwKrvmbukcUfQ9Gv0vj59OGMklha0Vzu1q4TjUB+vutVFYZV2VXx0ay+16L25JyoptNQ+c+zfGblgTLCoZtpUnRa3B+ot1aIL1FNV1sGVEy2p82Km20VqX5s6dy6hRo3Bz0w5s37hxI++/9x5JSUmMGTuW6dOnoygmU9INkiQlp6rZcTWEgzfCOHIzlLNB4RCbkLebKRW80qMBHk6GXQdM5M0PRwK1g+iBnm1q0Kh8SRNHJMzF2gt3CQzQzpDxaVCR7rXKmTgiYQqdfztAxfN38n2fJEcb7vhUIqhVNR54u6N57jPc/nECw99bne/naBQKwqu5c6uFFzeaVybJwTAV4W9GxLJq7+WsT1CAW2V3elUvQ3tvDzrVKEOFEgW/nuWcX39l5qxZoNHw0dSpvPfeewX+TGMyWEtScHQ8+wIfcuhGGAduhnLnToS29UEIIYTIo5kXQxj40LAzDYPsrfjP05n5ns7gkNYllJTKzYM3DPqcJKWC7aUdWOvpgm9phwIfv5SJmxMdvNxp5+1BJ+8yNK/iZrAlpFJTU5kyZQpr/vsPSysrZs2cydBhwwxy78KkwLrbklPVnLzziAPXH3L4ehj7gsJ041qEEEKInCiIJCm9syVsWV3GmXVuDtw8eqvAnhNtZcE6D0dWl3XhpquJekpsLPGqVJoO1bQtTYMaVMDaIvelXGJiYpgwYQInjh/H0cmJBQsW8NJLL2V5/u3bt6lcuXI+Ajcdo85uC4lJYH9gKLsDH7DU9wY8js/y3CmDmvF662rGCk08Z+beqyzYfgGAgR1q81OfhiaNR5iPjZfu8fEi7XI59eqUZ+3LWf/xFcWf9VsrUR8KePGJeaBwsUPRoTbqvvVRV3JD2WlmgTwHQFnFHU2Puqj7NSA1D7PvAPYEPuTtv/fnLQBnO3yqlKZtVQ/aV3PnpWruuOahlEFwcDAjR4zg5s2beJYty4oVK6hRo4bec8+dO8fnn33G3eBgrly5kre4TcxkJQCSU9UsP32LWQcCuOp/P/PUAgdbHs4chodTzmYmCMO5GxVPpamrIFElpRiEUcUnp+Dw8X8QEQvWlgROH0r10k6mDkuYUMSof4jZk81YnFyysLPCsX1tHAc3xrpbLRRpE1HUD2O4Xf8bgz0HwLqMC069G2I/1Aerhvmb/ZagSsH+07X6S+Y8z8oCjwpudPQqzUvV3GlfzYOaHvmflXzmzBnGjxtHZGQkdevWZfmKFZQuXVrvuadPn6Z///66AsD+/v5FshyAyaYpWVsomdCiKhNaVCUwLIbZ+/2Zf/Tas9alJ4m8tvIkm15rZ6oQzdbE5Se0CRLw17AWkiAJo/lkywVtggS807OBJEgCDPA1XmmpxL5ZVZwGNsa2fwP9ZQEM1F5g6WyHY7e6OA42bEXwT7dcyj5BKleST1tXp0tNT1pVdjPIighPqVQqZs2axZ//+x8pKSl4enqyZu1aXFyyrgTu5uaWYYUEtWnrVudZoZjLXcPdmXnDm/PH0GYsP32L2Qf8uXz1PpuPBnKgQ60CX8hSPLPDP4R9p7SDF6tW95QuT2E018Jj+X37Re2OmxPTpYtX5JN93Qo4DmiE/dDGKA3QkpIVhY0lzi/VwmFQY2x71QYbw36xDAiNYe7Wc5kP2FrRu4kXUzrWLrDPyTNnzjDl/fe5cePZoPYHDx5Qv149GjVqxISJE+nXr1+m69InUFWrVi2yqyMUiiTpKSulgvHNvRjf3EvXujR181lOfyAL3BpDilpDzyXHtN/clApWjmtt6pCEGRm77IRuRuzSka2kHpfQymULhE0lN5z7ags8WlTPReKQszJ+zygV2qKVAxpri1a6FNxg7OGLjmZYsqtk5dJ83L4Wr7WqSokCWiJFpVLx6SefsGrVKtTqzP/nqFQqTp06xalTp/j7r7/4/ocfaNy4se743rQFoW3t7Ph73rwCidEYCu1foaetS0W0ha5I+nHPZbinrYk0omMdmlYsZeKIhLlYfzGYk+e0M4vq163A6KaVTRuQKFKsSjni1KshDkN9sGpWqUCfZVezLM79G2E3NG/Ln+TW4lO3uHg5GOxtGNKiKu93qEXLym4F/tzY2FhOnz5Nr169sLWz4/r161z28yMlJXNpnwsXLtCnTx/at2tHs+bNCQoKYsuWLVhZWTFv3jxq165d4PEWlEKbJD1VTIp2FnohMQl8vf6sdsfZjv8b0tS0AQmzkaRSM2jZMe2OpQXLxkoLpkgniy/KFg42OHaug9PQJlh3qA6W+RyDk803cutyrjj3bYT98CZY1iqTv+fkMqSVZ28z95X2vNyyKg5GbF0tWbIkhw4fzvBaWFgYixcvZtWqVTwICckYq1rNgQMHOHDgAAD29vbM/+cfOnXubLSYC0KhT5KEcby+8iTEJwHw65DmlLQv+mvuiKLhqx2X4KF2QOorXetRzzPrwaDCvCmsLHBqUx2HQT7Y9akLBdTVBGDpao9T9/o4DvPBqqWXSb6xKxSw880ORn9uVtzd3fnoo4/48MMP2b17N4sXLeLIkSOkpqZmOK9SpUr8PW8e9evXN1GkhiNJUiEwcMAAQsPC+Prrr+natavecyIiIliyeDF+fn7cunULDw8Patepw3uTJ+d7WuXBG2FsPXYNAA8vDya301/zIqexPi8hIYEB/fsTGxdHp06dmDZtWr7iFYaxadMmZsyYQcUKFVi5apXecxYsWECKSpXlPSytrBg3bhxWVnkbqHo76gkztqQNSHV14JcBjbM8N6fvPX9/fxYuWMD169eJjIykUuXKdOrUibFjx2JhkfXaXaKQUoCDTxXtzLSBjVCWKqClNjRgYWeNY4daOA7xwbprrWzXejNnCoWCbt260a1bNx6EhLBp0yZu3ryJra0tPk2a0KdPn2LzuyZJkomFhITg6+sLaKuY6nPu3DlenjiR0NBQ3WvXrl3jyJEjbN2yhX8XLaJu3bp5er5ao2HQ4qPadl2lgrVjW2f5hSknseoza+ZMLl26BMBtL688xSkMb8/u3dwKCsqymyExMZGvvvzyhffp2rUrFStWzFMME5c9Kzfx9/Csy03k9L3322+/MXPmTFLTjZu4efMm+/ftY/26daxYuRInJykrUJSUmjcahZNh1j/LjsLDkYqXvzXKs4oTz7JleePNN00dRoExXCEFkSfTp0/P9nhqaiqvvvqqLkHy9vamZ69eumbM+/fv07dPH27dyls5/dn7A4i8HQ5A/7Y1aVNVf2GwnMSqz927d/nnn3/yFJsoOAEBAezatSvbc4KDg3XbVlZW2Nra6v0vr6t9b78awoHTNwGoVqMsr7XKutxETt57O3bs4OeffyY1JQVLKytatW5Nu3btdEnR2bNn+eWXX/IUqzAdYyUtCmtLSZBEJtKSZGSJiYmEhoYSEBDAsmXL2Ld3b7bnr1u7VjdA7pVXXmHad9/pjv0yezazZs0iMTGRefPm8dNPP+UqlvC4JKauPa3dcbDlr2HN8hWrPl99+SVJSUm5vk4Ylkaj4dGjR4SGhrJr504WLVrEkydPsr3m3t27uu29+/bh7e1tsHhUag29npabsFCyclyrDMfz8t776ccf0ajVKJVKVq1aRatW2ns+ePCA5s2bk6JSsWL5cr7++muD/TuEEMWbJElG9vakSWzfvj3H5588eRLQfpOf+vHHGY69+847/O/PP4l/8oTLfn65jmXSmlMQlwDADwN9Mi0Bk9tYn3f06FF2796NtbU1ycnJeb6PyL+goCDatmmTq2uC790DwMLSEi8Dd5P+sPMy3NeWmxjZsQ5NKmQsN5Hb9965c+d0xe46deqkS5AAPD098WncmJMnTxIbG8uDBw/w9PQ0wL9CCFHcSZJUyIWFa7vCKlWqhKOjY4ZjltbWlHZz486TJ0RGReXqvr53Ilhz0F97n4qlmNq5jmECTqPRaPjyiy8AmPjyyyxbtoy42IJbyVsY3r20JKmsp6dBB2GGxCTw7aan5Sbs+b8hTfJ9z3PnnlUjfufddzMd/+LLL7lw4QJKpbLIVv4VQhifJElGNmfuXGbMfLbS9P59+3hXzx/1p7p27YqHuzuVKlfOdEyj0RAWFgaAexaLDOqj0cCwRcdArQEF7BjbBks96wvlNtb0Fi1aRGBgIG5ubnz44YcsW7Ysx/EJw6tSpQqXn1uFe9DAgQQGBmZ5TUhaN2+lSoYtzvdqunITc4Y007sSeW7fe35pLanW1tb4+PhkOu7j46P3dSGEyI4kSUb2fGvQi77VjhkzhjFjxug9dunSJRIStN1l1WtkPW3/eX8cvcbdGw8B6NrCm8419BdHy22sT8XExDAr7QNu6scfY29fQFN2RY4plUpKliyZ4TUbm+wHqT548AAAr6pVWfPffxw8eJDbd+5Qs0YNWrRoQZ++fbG11bNQaDYOXA9je1q5CU8vD97NotxEbt97/levAlC+fHndQPIrV65w5/ZtGjVuLN1rQog8kSSpCEpOTsbX15f3Jk8GtB92T7dfJDohmXdWa8c5YWfFwpEtDR7fz9OnExUVRe06dRg1apTB7y+M4+FDbSK9bu1alixerHv9/LlzrFy5koULF7Jy1aocJ8/Pl5tYMz7rchO59bRFtXz58uzZs4cPP/iA8LSuatBOU54zZw5t27Y1zAOFEGZBSgAUISqViure3lT18mL4sGE8fPiQypUrs3zFCjzLls3RPd5bdxYexwPweb8mlC9h2EUZb968ydJly1AoFPzw3Xd5nh4uTC80LfF48uQJlpaW1K9fnzp16mBpqf1udenSJUaNHJnj+83aH0DUHW3iMqBtTVpXyXkX8Ys8nUEZGhrKm2++mSFBAngQEsKokSPZtGmTwZ4phCj+JEkqYuLi4jKUgI+Pj8ff3z9H1164F83ifZe1O2Vd+bpHPYPH9/lnn5GiUtG9e3eatzR8K5UwjpiYGOLTSgSUKlWKkydPsnPXLvbs3cvBQ4coVUo7G+3ChQu6GZjZCY9L4uOn5SYcbflrWHODxvt09mRgYCBJiYnaZRP27GHjhg0MGDAAgJSUFL6bNi3TEgpCCJEV6W4rQiwtLXl/yhRCHz7k2rVrnD17lrCwML784guSEhN5a9KkbK8fseQopKgB2DSmNVZ6Bmvnx769ezl8+DA2NjZ88+23Br23MC5bW1umfvwxKSoVXbp2zdBS6eXlxbfTpvF22vtt1cqVNG+efdLz1n/Pyk38NKgJ7gYu2pecbumUDz74gPfef1+336xFC548ecLu3bsJCQlh8+bNusRJCCGyI0lSEaJQKPjoo490+ydPnmTIkCGkqFTMnTuXCRMnYmenv/vsX9+bBPjfB6BtUy/61i1n0NhSU1P5Kq1I38svv0yFChUMen9hXNbW1rz33ntZHu/RoweWVlakqFTcTVeZW58TtyNYe0jb2mlfsRRTO9U2ZKgAWFlakpqSglKpZNz48ZmOT3z5ZXbv3g3AZT8/SZKEEDkiSVIR1rx5c0aOHMmSxYuJjY3l1KlTtGvXLtN5cUkqJq7UrnuFjSWLCmCw9ob167XrgKH9Vv/Tjz9mOJ6cNmbEz8+Pn378kTZt28og2iLMzs6Okq6uhIWF6QZ466PRwNDFz8pNbB7XFmUBjFOzs7MjMTERFxcXvQPJ69V71rX8oqROCCGekiSpEFOr1WzatIkUlYoGDRtSvXr1TOc0aNBAtx2cxR//Dzeeh8g4AKb0boyXm6Pe8/Ij+vFj3faC+fOzPC80NJTff/8dtVotSVIRZ5E2gNtCmfXQxv87eo17aeUmuresTqfqHgUSy9NSBFlNFHBycNBtp1/8VgghsiNJUiEWHR3NpLfeAmDKlCl8mK6r7an0RSQd0n0QPOUfGsPfuy5pdzxc+L6X4QdrP322m5tblscfRUaiUauxtrbG2dk5x7PxhGls27qV5cuXA/DttGl6122LTqvy7u6hP/GJTkjmXV25CRvmj2hRMMECHmXK8ODBA2KzqOoeERmp265o4OKYQojiS5KkQszV1RWLtLEWWXVp3E+rigxQWU9V7jFLj4FKO5tn1ahW2FkVzI98xIgRjBgxIsvj1atXJy42lpdeeoklS5cWSAzCcO7du8fBgwcBuHXrVqYk6fz587pCpp5l9BcjfTdduYkv+zU2eLmJ9Jo1a8aF8+dRqVTcunWLKlWqZDh+/Phx3bbXc8eEECIrUgKgEFMoFHi4uwOwe/du4uPjM52zcsUKQDvz7flFSFedu8PZi9qV3Js0rMiwRhULOGJRXHikS3x26Flodt7ff+u2e/Xunen4uXtRLN2bVm6inCtfFkC5ifRat26t29bX3fu0VczCwoLWuVzoVwhhviRJKuSGDhsGQEREBP379ePo0aPExcURGBjIxAkTuHjxIgD9+vfHxcVFd12CKoURy9O+PVtZsGR060z3FiIrXbt2xdHJCYC1a9fyy+zZPHz4kDt37vDVl1/qijK6u7vTtWvXTNePXHwMUtXawdqjDV9u4nlt27bVrTG3ePFiZsyYQWhoKNeuXeODKVM4kdaS1LNnT6pWrVqgsQghig/pbivkXn31VZYtXUpERASXL19m6JAhmc4pUaIEU6dOzfDa51svQVgMAG90r08tD2ejxCuKB3t7e96bPJnvv/+e1NRUZs2axaxZszKcY21tzc8zZqB8buD2Qt+bBAZoy0281KQqfQxcbkIfW1tb/vn3X3r36kVCQgJzfv2VOb/+muGcUqVK8elnnxV4LEKI4kNakkzs6Qwh0H7oPM/V1ZU9e/fSOIsVzJs2bcq+/fsz1CW6GRHHr9vOa3dKOTGrf2OjxJodKysrg8QgDEdpYQGgW2bkeW9NmsS0777TVddOz8PDg4ULF9KtW7cMr8clqXglfbmJUYYZrJ2T916tWrX4/fffcU/rok6vdp067Nq9W++4PSGEyIpCo9FoTB2EyJmIiAguXLjAnTt3qFqlCvUbNsy0sjtA27l7OHpGW7Po37e7ML65V6ZzhMip1NRUjh49yp07d7C2tqZVq1ZUrKh/fNvrq04xLy1B/3BwM2b2a2TMUAHtGoenT5/m1q1b2Nra0qRJE11XnBBC5IYkScXMJr979J+xDYBatcpx9bPMg2qFKAhXHz6mzmdrtLMpPVxI/GkoNlbSWC2EKLrkL1gxkpyqpv/StMHalkpWjpNZPMJ4RqcrN7F6VCtJkIQQRZ78FStGvt3hBw+0Bf7Gd65Hg3IlTBuQMBsrz93h/CVtxfemDSsxVMpNCCGKAUmSiong6Hh+3HxWu1PCgTmD9A/0FsLQElQpjFyWvtxEK9MGJIQQBiJJUjHx8gpfSFAB8L9hzXGxldlkwjg+3XIJwrXlJt7q3oCaUm5CCFFMSJJUDOwOfMge3+sAVPIuwxutM6+zJURBuBEey9ztaeUm3JyY0d/4s9mEEKKgSJJUxKWoNXRffBQ0gFLBqnGtyWIhdCEMbvxyX0hKAWDRiJY4WEt9WiFE8SFJUhE3fe8VNMGPABjaoTYtKrmZOCJhLjZeusexs9p6XLVrl2dcM1k4VghRvEiSVISFxiby5foz2h0nO/4Y2tS0AQmzkZyqZsCyY9odSyUrx8ragEKI4keSpCLs9VUn4UkSADMHN8PN3sbEEQlz8c12P3gQDcCEzvWoL+UmhBDFkCRJRdSRoHA2HQkEwK2KO1M61DBxRMJc3I2K56d05SZ+lXITQohiSpKkIkijgcGLjmo3FArWjm2NUkZrCyN5eYUvJGrLTfw5XMpNCCGKL0mSiqA5BwMIuxUGQJ821WlXLfOq50IUhF0BD9l7Ultuwqu6J6+3knITQojiS5KkIiYyPpkpa09pdxxsmDe8hWkDEmYjRa2hx5Jn5SZWjpVyE0KI4k2SpCJm0prTEJMAwLQBTSjjbGviiIS5+GnPs3ITwzvWoVmlUiaOSAghCpYkSUXI6buPWLX/inanfEk+7VLHtAEJs/EwJpGvNqSVm3C24/chTUwbkBBCGIEkSUXI8MXHQK0BBewY2xpLpfR1CONIX25ilpSbEEKYCUmSioi/jl0n6NoDADo396Z7rbImjkiYi0M3wth8VFtuwr2KO1Pa1zRxREIIYRySJBUBjxNVvLn6pHbH1oqFI2WwtjAOtUbD4CXHnpWbGN9GBmsLIcyGJElFwJT1ZyHqCQCf9PWhoqu9iSMS5uLXg4FEpJWb6NumBm29Sps4IiGEMB5Jkgq5S/ej+WePn3bHswTf9qxn2oCE2YiIT+LDNc/KTfw9vLlpAxJCCCOTJKmQG7X0GKSoAdgwujXWFvIjE8bx9n9nIFZbbuK7gVJuQghhfuQTtxBbcuoWl6/cA6CVTxX61y9v4oiEuTh15xGrD2jLTSgqlOKTzlJuQghhfiRJKqSeJKcwbuUJ7Y61JYtHtTRtQMJsaDQwLEO5iTZSbkIIYZYkSTKha+GxWR77ePN5iNAen9yrEdVKOxkrLGEG7kUn8CQ5Re+xv45d5/Z1bbmJLi286VazjDFDE0KIQkOSJBOavc+fJaduZXo9MCyGP7Zf1O6UduanPvWNHJko7tZduMu0nZczvf44UcVbUm5CCCEASZJMyu9BNOPWniJFrcnw+pilx0GVCsCK0a2ws7I0RXiiGPN7EM2MbRcIj0vK8Pp7685CtLbcxGf9fKhQQspNCCHMlyRJJnTiQTQ8iObXAwG619ZcuMvpC3cAaFS/AiMaVzJRdKI4uxQSBfFJTN10XvfaxfvRLNr7tNyEK1/3kHITQgjzJkmSiajUGgiPAWDqprM8SU4hSaVm6LLj2hOsLFg2prUJIxTF2emH0QAs2neZoIg4AEYueVZuYuOYVlJuQghh9qQfx0QCQmMgRdulRtQTvtmR9g0+9DEAr3WtT+0yLiaKThRnyalqeDppQJXK22tPM7RRJa5e1ZabaNPEi371pNyEEEJIkmQiF+9FZdiftfW8du41QElHZg9oZIKohDm4+iAGUtW6/R0nrrPjyn3tjo0li6TchBBCAJIkmcylkIxJEokq3ebrrbzZ4f+AVLWGlFQNao2GVLUaV3sbKSgp8u3i8+89tUY3WLtHEy/O3YvkTHAkKWoNqalqUtVqlEol45pVMUG0QghhOpIkmYhfSHSWx/7eep6/tz73YklH9r/dpUBjEubh4v2oLI/tOHaNHceuZXzRzoYlr7Yv2KCEEKIQkiTJRM4/fJzjc2vXLs++SZ1k7SxhEJcfROf85PIluTK5q4yPE0KYJUmSTCQ0bXZRthQK3ujdkD+GNEWpkGUhhGGczWGS1L1Vdda+3BYHa/kzIYQwT/LXzwTuRSdAfFL2JznYsOr1jgxrVNE4QQmzEfmiBN3Kgp9HtWZqp1pGiUcIIQorSZJM4Ny9yGyPO1Uqzel3O1PD3dlIEQlzERQRl2GSQCZuThx+pwttvUobLyghhCikJEkygQ0Xg7M81rdtTVaOb429dHGIArAum/deg7oV2P1WJ9ydbIwYkRBCFF7ySWwCi85mXtQWKwt+GdOG9zvUNH5AwmwsOR2U+UWlgnf7NebXAT4y9k0IIdKRJMnIjt0K1y1HouNoy9GpPWldRbo4RMEJj0vickBIxhctLVj5TheGyxqBQgiRiSzOZGSLTz73Td7WigMf9JAESRS45WduZ6i0jVLBojc7SYIkhBBZkCTJyOafSdfVZmXBpsndaF/N3XQBCbOx5PTNZzsK+HVCO6miLYQQ2ZAkyYhO332kW8AWpYLFb3Sib91ypg1KmIWohGTOX33W1fb5sJa8176GCSMSQojCT5IkI1rkm9bVplAwZ0I7xsq3eGEky8/chpRUAN7o04jve9U3bUBCCFEESJJkRP9Lm9X21fAWTJZv8cKIlqbNahvaqQ5/Dm1m4miEEKJokCTJSC7ci4aQKCb1a8y3PeVbvDCex4kqTl2+R6fm1Vg5rrWpwxFCiCJDkiQjWXQqiOGd6/J/g5uaOhRhZlafu4NP7XLseKuj1EESQohckCTJSBxtLFkxVr7FC+MLi0vk8LtdsFJKgiSEELmh0Gg0GlMHUdxpNJCi0ciHlDAJlVree0IIkReSJAkhhBBC6CHdbUIIIYQQekiSJIQQQgihhyRJQgghhBB6SJIkhBBCCKGHJElCCCGEEHr8P9VrkEA3Dew7AAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/671.jpg" } ]
<image>In the figure, m \angle 12 = 64. Find the measure of \angle 3.
D
65,119
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/672.jpg" } ]
<image>Solve for x in the figure.
A
65,120
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/673.jpg" } ]
<image>Find z in the figure.
B
65,121
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/674.jpg" } ]
<image>Find the area of the figure.
C
65,122
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/675.jpg" } ]
<image>If m \widehat F E = 118, m \widehat A B = 108, m \angle E G B = 52, and m \angle E F B = 30. Find m \widehat A C.
A
65,123
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/676.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/677.jpg" } ]
<image>What is E D?
D
65,125
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/678.jpg" } ]
<image>Find x.
A
65,126
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/679.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
C
65,127
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/680.jpg" } ]
<image>Find y so that the quadrilateral is a parallelogram.
B
65,128
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/681.jpg" } ]
<image>Find y in the figure.
C
65,129
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/682.jpg" } ]
<image>Find the area of the shaded region formed by the circle and regular polygon. Round to the nearest tenth.
B
65,130
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/683.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
B
65,131
null
B
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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/684.jpg" } ]
<image>a = 14, b = 48, and c = 50, find \sin B.
D
65,132
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/685.jpg" } ]
<image>Find y.
A
65,133
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/686.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,134
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/687.jpg" } ]
<image>A B C D is a rhombus. If E B = 9, A B = 12 and m \angle A B D = 55. Find m \angle A C B.
D
65,135
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/688.jpg" } ]
<image>Find z in the figure.
C
65,136
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/689.jpg" } ]
<image>If L K = 4, M P = 3, P Q = 6, K J = 2, R S = 6, and L P = 2, find Q K.
D
65,137
null
D
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emt6j2XOtYUokxWnypvD4K2hLmsJiFkikQO6JXlmN6uEf0DxwHPkLcQR+egs3T4hh2TWG5khrSnV8si3f7u+787CyUeqTuziBicNsi4onDgu1mCaXUme85vBoYVFr9Ly615ACpQTIRHWtm6I9WoTqtu3o1ijw23Y9AUtT8fIzzLI8dkcPbutqSDfuT6sgI6fSLu+p1uh55ct8Jm0qbpT6tLYu6h+31p+X5tG1lPFoYVmz2+xLnxQhUiA3xJj6eEX7EJh9Kz4TEix+7ufjzWv/r743yoI1eShV2na9Z75Cwz3vZltsXrdvdkyLqU9TJMb4W1QOS6m4ryk89kpSqrSmnHdqpNzm0FTQMbCW+shirBc7mm8hclgHS1fntPl9dx5WEreyftP6+XG+bHowrt2FlvPGR1kU90ndyPVYYTGvDXh1ZkwzRwo6Gs2lPk0xLTWcx6+u1WmL32Ke+hhZNSqEN++zT1MwPx9vlo6r7+f73SFpTz97pLBkFVSb9vxdkhwgDFs3oqXUpzn+OSuWFF/DJdEavyWroNpq6vPI5Gi7pte3DA81RS2v7i2VdNTikcLy0d5Lpsf3j4tw4UgE9qI1qU9T+Pl4s+7+WNPzBWtabrGwJU1B/7dz7Z76NDU+YwsIqUctHicsIlpxP9qS+jRFQ7/l+Q/OWj1OrdHz5PrzzNxWYvq/NRPCWL3Asft2pyYHMzXS8LdJOWrxOGER0Yp7odmV3ebUpynM/ZaVhbVs3mlZmJZVUM24FVmmG1RKgIz0B2KZc1O3dr+3LSz5U32fXKlGLR4lLEqVVkQrbkan/uF4De+MV7gP3qH2+z6X3hlj8lvu2ltmKkwzpj7GMoX5cb5sXxTPkHjn7ULYEaIWjxKWz38W0Yq7IYsJxm/FdejWKFCvPWq33xsaKOe92T1Mz+95L7fJ1McVLQ3mXGfY/j29SseRbFULRzsfjxEWtUZvsYuhiFbch84jY+n8el+u/P0MV37Na/kFNmK+hchhHS5LfaxhPkO04oeSFo52Ph4jLOa56NxRYS4cicAR+M29Btm8cNRLDqArcFxl6tRIOXuXJDo19bGGn483C0eGAIZqXHstRbAXHiMs6w5cBgx3G9Fu0v3w8pPj/8z1AFT/63fq1O0ry1eqtCx4L9uiGRMYLuLSdpb824tbr62vFt9xpMx1A7GCRwhLRk6lqc7AWL0ocD/s5bdk5FQy+fVsPs4z9GgZJsM0BQ3S2UIkNFBu6ob37KGKdq9xsiceISzmaj52kIhW3Jn2+C1qjZ51ey6S8mEe6TUG4Vgc3YmfnkliWmq4JLdsnTQ0xPT4p2PSWZzo9sKi1uhNpdbLhgd1uKbEgtbTFr8lX6Hh0TXnLFKfL8aF8Npf+5rK8qW4ZeuQ+C6mqWdjui8F3F5Y9p8oMz0e2z/QdQMROI3W+i1pmeXMeOecKfW5tTPkLk7gzonRFsdJdcvWaYMN6dDWEq1kGkG5vbBsTC8DhGnradjit1j0ob2a+rzQS87nTyU1WZYvxS1bxw0OMT3eebTMZeMwx62FRanSmloC3jtURCuehrnfotmVbfEzY+pj3of221tC+Z8HE1tckdxwy9Y1u4ubPd7R9Aj3MaVonx6RRrGcWwvLoaz6Dzk1KciFIxG4Cv+HUwx+y5TfTX7LzsNKq6nPzWNsb01qvmXrov1lLu/qNjMlBDBU4kqhpsWthcU8DXJ1QZPAdQS8NAqv4Z0pfXw/r/w3z9CH9mrq88+YTs2mPk1h9FuMuHrL1uGJ9RH5sdwql43DiNsKi1qjF2mQAADvUH8uLx/B/dE9ePao4W4+rE7Pj5O68szCvm1uxtQj3IcdM+r7o7y4ucBlfktooNw0O7TljwqXjMEctxUW84VZQ+ICXDgSgavZeVhJnx0V7PA1XHj3ddazeWEco0Z3b/fvbrhlqyv9FvPZIVfPVrmtsGSYhYNDE0TE4olY60P7emJn3noqmR497JcaPzYl2hQtuNJvGdGv/jw/mefadMhthcXoji9JDhDbenggTfWh/du8PnY/H/x8vFk1u76l5eItxS4pr0+M8TfV2OzOdO3skFtecfkKjakRz/XxIg3yNGzqQ6vYw2PJqfTrl0q/h7/H1gRGe3Yj9ySn0q/fKFL/mcblOsP/N/RbntxwwY5/ke3cnlS/kbwrcUthMQ8DB/YSfVc8hVb1oQ2JoLcxc7igoExnwxvUKUhbv5l0HSAfx+P3D6erV/2PG/ot6/ZcbNff0xZSetef766swnVLYUk/V/+BioZOnkGr+9B2Cqf3sKu1TUUKlJq6Ft6hDvXx7bz5xXmgC8MX38OtPRtPUT82JdqUjszbVer0mpL+sfUR+vHzQljsysELasDgrwjcn7b1oQ2mZ/+r7UkrFSgqWpgmritk5/tfcEIHxN7OX+9MxNfKYX4+3qybW79l60MbCpzqt/QI9zEJ26miGqe9b0PcTliUKq0ptxb+inujVGlZsDqnjX1oOxPRw1jgVkiB4kozx+oo+/UrVu1UArFMf3IGI0NkTR5tvoWIK/yWG3sZJO/rU67zWdxOWPIu1c/f946ydk8RuAMZOZVMXpVjKoJMCZBxcmFcK/rQygiN6o7h1lNGkVLd9KHac2x952suAPLRd/OXMd3wavpowLCFiDFidrbfYryhplfpXNb8qZNL3tWBnCuuD/9iIxy3cZR7oefy7lcZ/cg3tHwahtA3dTjDrh/BzbeMZWRclxYvMnuzbs9Fi74pS5IDeH5mz1ZOI3vhFx1LfyCdKkrKmyooq+XSvi28d7ASZENY+Oh4etvY0uf5mT35cUUW6VU65u0qZUS/QKd4fuY31LxLGpf0IHK7iOX3nHrzTjR1shUN+VlnbRAVgDLOpO3m89dfYt7kv/PKT8XUOnh0Roypj7mobJwSyfLZvdpUm+IVFkWCP0AFh88prP8d6kz+b8U3lOJN2F2zmTXQ9sK6hn7LnLUXnFLyb35DNb/ROhO3i1jOXM2VjXmmwAbqSjlz0OADyFIX8M6i4TTZuaa2nOyfNrPig9+4rDvBJ09/wY3f/ZXUQMfeozJyKnloQ4HJoE0JkLFubs/2RQD+YfSK6QRZtVxRVlINWK6B13Bhx0Y+yKkF+USefPA6i+llWzD6LTO3lZBepeOFjRdYPrtX28dsA+Y3VFcZuG4nLEbjdkC0EBabqbzA0cOVgB/9bxrNmKEJzYayQ1P6EaJ8kIVfFoPiKEfPa0gd6OeQoak1etbsLrbom9K21McKsmCi+wZBlhL1hVIq6iDITDjqLh/iw//sRUsXUpbOYVL3tl0u01LDmX+8go9za1iRWcX1aQqmpYa3b+wtsCQ5gBWZVZwrbc6UdhxulQqZFwRFhYg0yFZ0BTkcqgaIYFhCWMsnhVcoA0cOcPi48hUaHv0k10JUdsyIanPq05ggevS9avYeL+KSRZGcmrPbNrFRoYf46Tx6RzztOaOW393TNA08c1uJw4vXYkMNozWa287GrYTFnLhuImKxjVouZZ3mHICsL4Ns6ltzhUsFV7vUy/uQGGN/kzwts5wZ7+eaLoypkXJyFycwcVhoC69sDZ2JiLna17ZKQamq3v+oK9rHG6/+ho5Ypi+5g2vbmeqFBsp57+76/i2O9lu6h3Q2PXbFzJBbCYt5pWFYkIhYbKOSnGNn0AHE96NvhA3hvjaPAztzAZDffD3XhNjvNLLoQ3vVT1k2PIjPHk5odTOmlpER3iPW4CdpFSjKjfatioyNX7BLa/v0si2Yb9lq9FschfnMUGmFEBa7IWaEbERfytnDlwDwS4knuum6r6toyP/uCz44rjZMv869jgg7zTc3lfo8Nb2Hw1aoyyK6MxCAEi5eNgiL9ux3rHjvZKunl21hzk3dTC0tV2RWOWwLkQCzz+tSuRCWdmE+1SywkfICMk+pAX8GJEXTZOeaOg1l5zPZ9dHLzF26g8tEMf7pRcxpxfRrc+w8rCRuZbaDU5/GeEXE0D8I4DLnLqrMFhp2ouec+7jbTn+fOeZ+i6O2EOkRXh+xXCxzvrC43awQiKnm1qA5e5xdWoBq0p+/m6TnW36NLHYiT7ywgHtGxuDbzmhFrdHzxrZCU98UgFWjQpg3Pso5fXQ6h9Kznz8cVHPhkoqq42mGhYaht/L4vOGEOKD6z+i3pHxo2Klx0fo8Pns4wa5/r6t7ELlVxHKm2fUegsZcoSg7m9a1BPImKLY70ZFB+LTzostXaKw2Y3pkcrTzLgyvQLr3CQbUXFCe5Lv3v+CErgspj/yZCVGOu+8Oie9isYWII7ZsNUZFxkjembhVxCJqWFpLBWePXt1vZ+g83l46gjCrx9WhrThP2hf/x+pd57m8/1MeezKUb7+4iz5tvP53HlZatIycH+fLc3fGOMCgbQl/usVGAkWUv/MKTwPEz2fJjIR2TS/bwrzxUWTk1/Bxbg3PHqogpbfSrqnfjb18SXdRwye3EhYjXXyFx2ITuktk/a4AIDAlhdFDB9H0ZT2Y61L7EjjrEV47robzCpRaaOYFVnF56tOIznTrFYuco1eXNPRi1lN3MMTP8SugjFuI/PG+oeXDpE3F5MYGuEBc7Y9bpUKC1lF34RT7C/RAJBOG9mxZI+Q9GTb2at2Htxy5Ff3OKqhm3Z6LPLn+POv2XLRoLG1sxuTS1KcR3gR1687VzizIJ8zmgdRwpy2sdMaWrT+ed36RnNtELK7e7qDjoUeVl80JAGJJ7mXLTgbVlBZddWQGdifCTFjUGj0vbLxg2Wv16uOpkSVMTg7koR/rp1bnx/my/O6ekigLkA2cy97Tc132/oYtW6tYtL/MtGXrI5OjW35hCwyI9oXMKlM9kDNxG2FRa+o/vG6inN8GrlB4Nhs1QJcE+kR3bukFlqlT/xiL+pVHP8ltsnx8a4mWrSX1orJmQlgr+qZ4BuZ+y6L9ZQyJC7Bs/t0GXGkJuGUqFBEshKVF6pScOXQeANmIJOJt8RQuF3G6WA90YXB8BEYpSssst2lNSmwnr+b70HowUtuytb24pbAIbEBdwLHfyoBO9B7e26bqWV1xHkd1AOH07xls8iF+OmnbhHVoZy+xh3YzSGnL1vYihMVD0Ree43AlQATD+4TTctCsp0qp4DIA4XTrWp86latty+EzqjvmReJMpLRla3sQwuKR6FCePcVJABK5Jj6oheMB6qguLzd4MmTy5faTOHdjC8+h4Zatzt5CxB64jXkraA0ywm95jszTz7XqNVG3LeP0bcsa/cTY+6MljBeLoHmMW7ZuXWkoXnxoQwHbF9my84B0EBGLoN1MvCbEpuMeHmO9rlfQGKls2dpW3FJYqjqo4dVRSYzxZ9/smGaPWTUqxOErld2NicNCXbaFSHtxS2FxVWdyTyY1OZgnBjTeIC4lQMbGKZF2KfjyRJ6f2dOlW7a2FbfxWMQeza5FqdLy2glDpe2DCX48douhVkV8L+3DuIVI/7dzgdb5La5Y1WzELSMWgfP56Vj9mqB7RoaSGOMvRMVOtHfLVmPHOmcihEXQbtQaPa/uNWwiNjVS3u5SdEFjGm7ZuiVNYfNrQ/2dX9rvVsLiysY2nsyRbJVpoZuY+XEc5n6LLVuIKKudv/jQiFsJi2hJ6RpW/FACGIR91IAQ1w7GjWntlq3G9Vu21hnZE7cSFiOuVGpPIy2z3NS5b+HIEJf3WnV3EmP8W72FiPkeQ87Crc4CV+/+5olsPVxmenzrtaJOxRk03ELEmt/i6pXRbiUs5srcUVeFdiSyCqpNjZ1WjQrpUCXnHZ2Wtmw17080sJfzZ+fcSljMGzzlK0TU4mh2Hi0zPZ56nTBtnUlLW7bmXqw///18xKxQuzBv8OSK3d88CaVKa9qxcEmyezSA7mg03LLVfAuRypp6kXHFd+NWwuLq3d88iW8P1reanJUqohVXYe63PHuowrRlq7HkwlUryt1KWPx8vE1556kikQo5CrVGz9u/lgGGE1d0hXMt1rZsNW7e1zfc2oyQigMr/h/9+qXS78YPOWLTPn8X2bF4iuE1928jv675o91KWKC+luXgBbWLR+K+7D9RZiqIW/KnSBePRhAaKLfYQmThp3nNb95XpyQnw1B7JB/ZlzhbZqM1hRz/WQl4E31tAt1baGXqdsJi/CCNH6zA/ry7z1C+nxIgY2iCLduGCByNYQuREAC+VdSf+wlRVoSl7DwZGdWAP9dc04sQG36//kIWv1UAdGN0crcWW5m6nbCYf5AtlTwLWo95QdzScWGiIE5CzBsf1WjBYWxkY2HRFeTwuxYgkiEJoTZszqan/Hw2pwGIIzm25dTX7c4K8w/y+HkhLPZm7f5S0+Oxg8RiQylh3EIkRlYvFY1nhK5w4fgxCgHkgxjap3EPncZUk3vijGEL2u796WfDHlQuFZa6ou9ZODDVYAjN+IKzNtW06VEdWcOdyan06zeK1Kf3UFRb/1PzD1IYuPYlq6DaVNUsCuKkSY9wH3oHGC5r42poSyo5fyrX8DApgbhgGySgrpTTBwxLB2z1ZFwqLF5Rw7lrRi/Dk2O72JnZcoRRW/QjL//1I07oQD7qb3z49I10b9CuyviBfn1KrHK2J5t+q59iFgVx0kSp0rK/wmCsWzVudQrOpl8CIGBYb6JtUYDKQjJPVAN+9EuOwZY41bWpkFcY190+nt4AZLLhu1M0Jy11lSf55JkVbFboIXYmb7w0jeQujf+E6+MNwpJepUOpEiauPVCqtKbN3EVBnHTJu1S/RmhQXOOIpe7SOQ7l1AIhjBgUg58Nv1NXkMOhaoAIhiWE2SQaLvZYvPAbOJqZA/0APRe37CdD1UQ+VHeJtLdW8p/9ZSBP5YlVDzA+ynpMZr424tQF4bPYg89/vmR6fP+4CBeORNAcaacqTI/7NergV4c65xS/6QB6MTzRFuO2lqLMY5wFkCUzrK9ts4CuN2/lCUyeOwo5gOJHvjlQSuPamxrObXmLx9ecQEcCs958nPv6Bzb5oZi3RLR1+09B06g1ej49Yvgcp0bKRctJCbPrjCH9nx/na2XG7gqF2dlUAfgn0CfGlgKWSvKMnkx8Ar272rbuyPXCQieiRo3nNn+AYr7ZfgyFhbLoUR3ZwOPP7OQyIdyw9Gn+cVP3FruAC5/Ffnx3SCkK4joASpXWVAow2upsTxlZR3IMD4clkWDFRmiEroSTaYY1SAGpfYm1cT2jBIQFvLoOYdo9CQBod+xkX0G9L1Jv1nai591Lefne/nSxYQPz8cmGkC29Sufy3hQdnXUHDDs2pwTIRD9bCXMoqz46t+avtLZ6FoDL+RzLqQW6MCSpu02eDEhEWCCIoVMmMQBAd4gt+/PRY2nWykctZNWS0UTZuGFJ/9j6D3bae+fYeVgperS0gYYFcQLpkn6u3k+0tn6rvno2nOsTI1qsnoU6qs8cY58OIIEbksNt8GQMSERYQN5vNPeMDgIqObjxV85cKak3a5uZAWqKHuE+ppWdR6r1TNpUzLgVWWxJU4iZolZgXhB3y3DRIU6qqDV606zdsuFBVo7QU1mYh2E36EC6h9rik1VyOv0PgycTNZhBsbbPBEpGWPCKZsyMGwwm7vFtvPP8KwazNnQczzQzA9Qc0wZbfsDpVTpmbish8pUs3tleKFKkFmhYECfK96XLkez6NGhsf2szN3VUl5fTmqW5dZeP8dV/TwOd6D39Bgb52xqvSElYkBEx5lbui/IGcvl+8+9clg3gvuV/4+5mZoCawzzPfGZwoEVvikX7y4hbmc2T6893mG0rnc1He+unmGeNFlPMUsZ89rOphaGd5PKr6U8RB05fsjL7akZtEbvffJfPFXoIvZlH70q22V8BSQkL4J/ELXcnX30SxfinH2fRmKg27wM7JL6LSUz+KK5h82OJ7JsdY1HqvCKzipQP87jzjSzSMsuFD3MVpUpr6me7JDlAlO9LmIZpkPXIUkZonyT6A1BN+v+uZ8u5SqviUlt2mq//9QyLNmQD3Zn89L1MtNXcvIrE9m6W4RdwtQzZP5U/397Xphmg5pg2OIitu0rZWqIlX6EhNTmY1ORg7i+oZufRMlN7xa0lWrauLyAlQMbScWGMHRTs0ReTKIjrOLScBhnwThjLwzM2s3BTHii+5alZFzg4bxI3DY4j3A/UymLOn0jj8892c6pMD0Qx/tmXWDalZ6uFQmLCoiI3M8/wcEACvVph1jbFuMEhsMtgQG49UMojk6MBTHsLzxodwbcHlbz9q6F5kdGHYVsJq0aFMGt0hOQFpk6tpWrZL3S+LZ7OI2Pb/fvUGr1JcOfH+YqCOIljbrA32x/Hqxvjn/onL9S8yIvbctGV/cHm1/9gc6MDvQkeeiePL53L9KHhbRIJaQmL7hJZvxv2SAkcEmfbPHsLGGeHtpZo+fSIikcmW/48NFDOnJu6MeOGCL47pGTdgcum6dVF+w0RzZLkAO4fFyHZC0zz/VlqVxZSu7IQ9fDO+PxjAD4398HLr22C+N2h+sWGc0eJKWYpo1RpW2Wwe3VJYtar75AyPY0ffzpE+tEM9h0pQheSwMiUviQOTGZYyrWkDo0luB3q4FVbU9hC90rnUZe7hdk3/5t0Ipn2zocsHx9ul9+787CSSZuKAdg3O6bFIq+0zHLW7i9ttPHZ1Eg5S/4UKbkisYqZ3+AV7oPPvUlc+SaH2pWGSsnOr/fFZ2oispjWjXfES6dJr9IxNVLO5scSHTFkgZ1Yt+ci865G5CcXxknm5ich81aPKi+bEwDEktzLfi0PzfcTNt+5rylSk4NZvSCekwvjLGoCtpZoGbO+gBEvnWZLmkISRu+VX/PQf6PC594kOo+MpcvLN9Ll2J/o/Hpfrvz9DKqEb6l8+ke0R4ts+n1pmeWm8v0513V15NAF7aRhU3OpiApISliuUHg22zDP3iWBPjZ0qbIVPx9vUz/QFZlVNtevJMb489T0HpQ8lciqUSGmTuhGHybwhVO8s73QpQV3mk9P4TW8s4W30ikxHP+HUwgqvAOfDwei+0lB1fV7qZj5DVd+zaNO3fR4zTd4FwVx0uZItsp0E3h4jLRSVul4LHUKTvxiqAuUjR1E31YU49jCxGtCwDgDZGbi2kJooJxHJkczb7xeUj5MbZYC3RoFvp8Ptfpz71B//GYPxnd6f7QZRdSsPEr1uP0GIXq4Lz6T++BtVoGZVVBt+rvuHRpoNV/XHV/LhOmrKWz0k5boz2NfvsXDA1tTDSFoDvObgHlULgWkE7GoiziVUQl0ovfAHtg7CE+M8TfVryzaX9amKMPPx5tpqeGmehjzgrsVmVX0fzuXBatzSMsst9u4m+PKrlwAfG7u0+xxXn5yOo+MJWjjbQT8Pg7Z2HA0DxynIvorqt9NpzbLYJi3XBBXS9GZU20QFcC/P8m9RHMoe2HLTcCVSMq8dTRpmeWMWV8AwJoJYcy5qVu7f2dWQTUf7b1kKiYzMjVSzpzrunLL8FCHfOl6ZTUV0V/R+fW++D+c0qbX1/w3kyt/PwPAxQeiGRBkaImwbHgQT03vYeVVOspzz5BzudbKzxqgvcD2l1fy6UnDNhNJ8/7FR0tHEG7fQNRjeXL9edM5V/JUouRKIjxKWADufCOLrSVaUgJk7F2SaLeLXqnS8vnPl0z1H0ZSAmTcOzTQ7vUw6vV/oHngOEGFd1ikM62lTq1F8/1Z3t5RxtIww+xRu2cXaov58d/P8sjaE+jwJ2nuP3n/H6NsXpkuaJ6sgmr6v50LGKaYW5PWOwtpxU9OwNioKL1KZ1Gv0V6MPozq+SQ2Tom0MHoX7S8j8pUsXvky3y57HdWptVx59wydFke3S1TAkCZVpcaZRKXdBXF1FRz76GUhKg7EPGWdeE2I6wbSDB4nLKnJwSZv5NW9pXafMjb6ML/9T79GPsyzhyro/3YuT64/3y4fRptRRN2hK/j8uZ89hsyeHwpMj9tVEFen4uRnr/KXlelCVBxEVkG1xRouKU0xm+NxwgKOi1oakpoczObHEkl/ILbRwscx6wu4842sNjWgqll5FO/bApFf073dY1Rr9Lx23FAIODVS3vbivzoVJz9bzrxle7ksRMVhmEcrUl7D5ZHCYh61zNxW4vA6lCHxXVg+uxe5ixNM9TRgKLgzNqBat+eiTePQHi1C/40K38XX2GVs6T8XcsTbcBq0uRZCiIpT6CjRCniosIBlU2jzlbyOpEe4D49MjqbkqcRGPsy8XaWmBlTN+TCa/57Ga3hn5EPaH60A/HvP1X62/t5tq4UQouI0lm6sT1mfuF16hq05HissqcnBpg20F+0vc+oG8qGBcqalhrN3SeN6mEX7y5r0YXQF5dSuLKTzw33bvMDQnCMZCrZfbf2zMLVr62fIhKg4DfPewx1he1uPFRaAf9waZXpsnrs6Cz8fb5t8GGMDKs3WLAB8JjdfEGcr67cWmx7fem0ry/eFqDgNtUbP4i2G7yolQNYhuvl5tLAkxvibFhmuyKxyWsWsNYw+zMmFcY18mDHrCxj37zNs3quiakW/dk8xA+TnV/JmjeHrb/UdUIiKU9n0yyXTmqCl48IkH62AhwsLwIN/6mbyOhZvKXb5iuXEGH+TD7NmQli9D1OtZ26fbvQq9OPtr/Pb3Qj8y015psetqoUQouJUsgqqTW0RpkYaUuiOgMcLS2ig3LRfTnqVjje2tWkljN0xNqDauySRHTOiuC2w/qt69PcK4lZms/SjnDY1AleqtDxuWL/WutkFISpO59/f1qerr86MceFIWofHCwvAtNRwk5H77KEKSXXt9/PxZuKwULY8lcS+2TEsjq6/iv+TXUPKh3lMe/V0q9K4rzflmh5PHRZi24uEqDidLWkKU7OxZcODJD293BCPWyvUFPkKDXErDW0b7L2OyN5kFVSz8ccSnjthOZM1vLMXT/4potmFj2qNnrH/zOSwl7ftHeKEqDidjnQ+WqPjjNTB9Aj3Yc0E6aVE1kiM8efpe+IoeSqRN68PYvjVC/zQlTpTA6q3v863WnD30+4CDnsZvnabNngXouISXtxcX7Py3t0xHUpUQEQsjViwOscUfqY/EGt1D1ypodYYGlB9svcS26osv87HE3x54JYoUxh9+3Mn+LbWixR/b/b+o2/zJ6yFqICs/1288vRNxMpt633g1bUX18QFtWmzOU/GvI9t0y0spI0QlgY0DEG3L4rvENN7RtIyy1nzw0XWlFj2TLktWMb4Pn48dsjgH22cEtnyDEP1QV4a/SiftslyCmXSmx/xxi3t73njSZi3ROiIKZCRjjdiB9Mj3IcdMwyFc+lVOp7ccMHFI2odqcnBfPBYX04ujOPFAfVm3zflOpOoAFzbt+Vm5frCcxxus4/dk0Fx0trNQOqoNXrmrK0/39bN7dkhRQVExNIk5h26pNpMxxaUKi0b9lzk0d8rLP7fUQ2oBG3HPA23KaKUMEJYmkCt0TNuRZap4tGW/YikzDvbCxt1tzOybHgQM0aEdqjpTHfD3FeZH+fL6gXxLh5R+xDC0gwN/ZZND8bRI7zjNYRWqrREvmJYZ7QkOYCpw0JY8UOJaVGbkflxvswdFdahBbQjYt6LuSP7KuYIYWkBd/jSzaMV85kuVzUCF9RjfvMCyF2c0CFvXg0RZ00LpCYHmxYFplfpePSTXJevJ2oNao2eT4+oAINgmE+fJ8b4s3x2L9OGbEa2lmiZua2kVQ2oBK1HqdIy4/1c0/N9s2PcQlRARCw2Y26sdaTagi1pCmZuMywMasknUqq0/HSsnFf3lpq8JSOrRoUw8ZoQ4cPYCbVGz6Of5Fps6N5RJwisIYTFRjrqidCW7U7UGj1HslVWfRijRyN8mLbT8FzqSDcqWxHC0gqUKi2TV+WY7uZSFxdzf6it05cZOZV8nlZq1Yd5eEwYowaECB+mlZiXMsyP8+XN++Lc7jMUwtJK8hUaZryfaxIXKdcbmKdvqueT2nXy5is0bD1QanVDtoUjQ7j12lBRD2MD5ka6u4oKCGFpEw3FRYo1Lo7aLa8lH2bqdWFuY0DaG3NR6YjLRVqDEJY2Yn7hgvTE5ZUv83n2kKHa1hF7+6o1evafKOPdfaVWfZhZqWEdYgGns2goKh21JspWhLC0A3MPA+y30Xx7aVgQt3x2L4e+X1pmOVsPl1n1YZb8KZKhCYFuGe7biqeJCghhaTdpmeUs3lIsKUPX/ERu9wbvrSCroJqdR8us+jBLx4UxdlCw24b+1lBr9Lyw8YJJcD1FVEAIi11o6Lm4UlzM1zjZ3CHOzihVWr49qOTtX8us+jCesPCx4ZSyJ4kKCGGxGw3FxVWOf2sK4hxNSz7M/eMi3LLgLl+h4cXNBSZRcefZn6YQwmJHrInLc3c6t0x7xEunSa/SkRIg47f/6ee0922JtMxy1u4vNV1sRow+jJSM7/aQVVDNnLUXXH6DcTVCWOyMtRB43dyeTrkz26MgztFkFVSz6TelacbKiNGH6cgLHxua+atGhTBvfFSH/XvagxAWB6DW6HljW6HFxbNjRhQTh7VyG9NWYizfh/YXxDkapUrL5z9f4tMjKrfwYRr2u5HKDKGrEMLiQMyb94BhTchjU6IdcsE7qiDO0Rgbga87cLlD+jBKlZYnN1ywSPFc7W1JASEsDqbhdPTUSDmrZsfa3XcxX3/iiII4Z5CWWd6hGlBl5FTy0IYCh3+3HREhLE6g4SwB2NcDMS+Ic4eVslJvQKXW6Fmzu9gi9VmSHMDzMztu82t7I4TFSTR1Mj5xe3S7owtXFcQ5GqMPY63gzlWNwLMKqlm6scAiqpKqUe5KhLA4mYbhc0qAjGWTItps7Ko1egJfOAW4RxNmaxh9GGsLH53VCFyt0bPpl0sWnplIfZpGCIsLUKq0vPZ1oUWovyQ5gL/eEtXqk1RKBXHOoCkfxpENqKxFKWsmhDHjhgiR+jSBEBYXsvOwkmd3XLK4C7fmhJVC+b6raM6HsVcDKqVKy/s/XLQoG5gaKefVmTFuk246CiEsLsbayZsSIGPltKgW774doSDO0TiiAVVTqZeIUmxHCItEyMip5MWtRRbh9vw4X/5xa1STd8e29LN1V+zVCNxaqtXWNNWTEcIiIZq6U1orFMvIqSTlwzygYxXEOZq2NgK3Jii2Ro6CxghhkSBNTbOaC4w7FMQ5muYagRsbUFkTIXdYt+RqhLBIGGuzRwAPJvjxfrYaENGKLTTVgGpssIyfyjv+OiUpIoSlA9DUDAjAhzeF8ufRkeLOagPZRWr+97uLrDlbTVWDs14Iin0RwtKBaG4G5N6hgaJDfhNk5FSy40iZ1VYNYusSxyCEpQPSXOtHYx3H8MRAj75Y8hUa9v5RxpY/KhqZuC2tOao98gGps9ZQThDjVqzhvdu6N/EutRR9s4yJS3aiBYIXvk/aokF0snqsHlXaW9w873NKCeKGF95l9azeTRzb8XHXv8utCQ2UM+embsy4IYIj2SqLzmxbS7Rs3VQMFDM/zpeZKSEeIzLNiQnYvi2Jd2AwPYFyKjh8TkEt3a1fKOpMvnhnL8Z3qq2s4QpNXFR1Rez9vx8oBQi/mftujnXri8+d/za3x8/Hm9TkYFKTg3nu6kVlHsV8nFvDx7n1IjO6TwAj+gW6VdVoRk4lx3KrmhQTY3TSmh0CvLsEE9HiUTqUaTtYk1Nr+p+qC0oqAGufrjY7jf/uUQJdSHnoNlK7ymwaS0dFCIub0CPchzk3dWPOTd3IyKkk7VSFRXc2g8jUwK5SUgJk3J4UQEpvf+K6+XYYoVFr9OQrajh+vprfc6qsmtlgEJNpg4MYNzjEcZ6T9hzb1uxGTSRDhvqScSSvmYMrOPLVVtJ1gP945k3pjbvHj0JY3JAh8V0YEt+FRyZjEpldZ6pMd/T0Kh3phyrAzMxckhzAgGhfEqJ8iQiWu1xsjCKSe7GGrOIaMvJrGjXiNscYkTlUTEzouPzrN7x3sBLZtX/hn4suc9+ctZRfKqdSDzSwbeoupbNhbTbQid7zJnGDm0crIITF7TEXmXyFhpN5VaSfq+brU1UWxu+KzCqwUkjWN7wzA6J96eIro3eULwE+3oQFye3i2eQrNKg1Oqo0es4V11BUdoU8pZYfz9c0MqUbYoy6xvYPJKmnv309pK6RJATB3oomfq49xzerd1BKL2YtGEeifIvh/y+Uo2okLGrOfreN77WAfByPzEzGz34jlSxCWDyIHuE+9Aj3YeKwUJ6iXmiyimssIhojW0u0UKJtJDgNWZIcYNP7K6t1zUYdzTE/zpchPXwZEhdAbKSvY6MSWSc6N1kWVB+tMHAud48Mx+u0nACg3Nrh6iy2/186OrzpNvd2JnT3jEvOM/7KDoGarHX/w+3/+g0d4Dd9OXteGkOoVzMv0Z7jy78/ztM7i0F2DY+s/RcLrwuz+Us1CQ3wyGTD/2UVVJN7sYbiMi0nCms4o7hi1RQ1pymvoy3Mj/Ml1F/G9fEBdAuRSyIts0Cfx/cf7KCUUCbMHUs/OXiFd6cfUFiloFSlh65GVdJx6aev+SCnFmQjeOCO/laNXXdECItk8KPPlBnMfO8Anyv0qL/ayg8LRjArrrP1w+su8ct/XubZncUgG8B97z7fKlFpisQYf6sXslKlpbRCa0pbjPye0zpRCfaTkdTd1/R8YC/De/UI95VO9bBXJzoHeEOZvsEP6lAf3c3aA5UQP58HJkRjofvaaqo1ZmVh+jx2f/YzWrwJu2sGtyV4QhJkQAiLhPDqOoQZc5L5/PXjoDvA2q2nuH3R4MY5eZ2Kk5+9weNrTqAjivHPLWXx2CiHfpmhgfW+inkdiFv2gJGFENOvCxQ0MFnqCtn50VecI5QJj0xiiN9VWfHxI0QOWAR2ZiLEUO6fNZSuzUWfboZEbhECA/4MvH06E+QAtZxbs4NfLjc0Ma9QvOdD/rZsL5fpwvDFL/Lan/vga+W3CexJHeqMHbyzUwnxd1hGK4Fd6R4AUEiB4srVwxX8snE75wD5xKlM7uc50QoIYZEcXt1TeWBBf8OT6t2s/T6P+oBcT+WxL1j8t41cwJ+kuc+x8v6BdPGgO6HLaCpaseAKV7SGVKiu4Hc2fFUM9Ocv96fS3cO+IyEskiOQa6ZO4VoZQCUHP9nNUbXhZNXmbmfpgvc4pPOm64S/seLvNxAlklkH4ENwN/OZrmaiFQBvf7r2NI9IVGRs3sJ+Hcgn3sVdQwKdM2wJIYRFgnj3Gs1f7upleJKzm68OlqJX/MaKx95gl1KPfNTf+PjV20j09bDboNPwJSjUYCpXF11GVVfKga93c44upPy/GxnYMFrx9ickQg5c4mR+OXWXj/HVf08DvZh+13CiPPBrEvc7KeIVTuqs2xiw4S1OcJ6NH68hIOBX1p6sRtb/Ht56aRrJXcQ9wRloy6qpzN7L6i/OQ/hMFrRYjq+leP/3fKnQI7v2TmaPDMcDdUVELFJF3m8scycaNjHT/bqFj3YVQ+hElr1xPzdGNTEFLbA/dYXsXb+ZdF1ziwf9CO8ZAui5ojrKlnf3oqUXMxeMo4+7LwpqAiEsUsUrmgn33Uo343NZCn9f/Th3xon5H8fTmYgeMYaHh77grS/OQ/ikZqKVzvh1kQOV/Pbm23ycXQvx47nj2jCPjFZApEKSpa7yNF+u3clF43/oLlF0+Yorh+RBeNFJflVCKioob0WrA11ZBapmZ448AxGxSJHaAr57+Z/8a1cxBAURLAM4z8YPfia3YTGowPE0G62ARYQD1meOPAwhLFKjtpgf//1PHv8yD2TXsHD1u7w+Ow4A3YFtbD2qcu34PIROcjmG+KQT8XNuZmSz0YpZhNPUzJGHIXreSok6FSc/W868ZXu5LBvAfe8u44mxUeiPf8Lt098nB5BPfJ6d/3uzxxVcCToWImKRDDWc27LCICpEMf7px1k0xrD+p/OAm3hgdBAA2j3fs/PqnkICgVQRwiIJrlD800c89sxOLuNP0oKnefmepPpSfa9obrr3ZsIAdAd4b/0RLos4UyBhhLC4HD2qI5/xyMOfcUrnTdj0p3nv0RRCLFIdGV2vHc+f4zsBekq/+IY9Bc33SBEIXIkQFpeip/LkFpY+8hEndN50nfB3Pnr6Rqw2GfNLYup91xkMRd0vfLD5JCIhEkgVISwupLb4Z/696E12K/XI+t/N8mdvo3+TpfqdiRs/mZuNLRVWf82Pl5rvCysQuAohLC6itng/rz20jM/zaiF0EsvfeqDFUn2viGu519hSQfsz6787h0iIBFJETDcLBAK7IyIWgUBgd4SwCAQCuyOERSAQ2B0hLAKBwO4IYREIBHZHCItAILA7QlgEAoHdEcIiEAjsjhAWgUBgd4SwCAQCuyOERSAQ2B0hLAKBwO4IYREIBHZHCItAILA7QlgEAoHdEcIiEAjsjhAWgUBgd4SwCAQCuyOERSAQ2B0hLAKBwO78f0yUjsNrWWWmAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/691.jpg" } ]
<image>Triangles F G H and F H J are inscribed in \odot K with \widehat F G \cong \widehat F I. Find x if m \angle 1 = 6 x - 5, and m \angle 2 = 7 x + 4.
B
65,139
null
B
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sAPfv30epVPLD+vVcv35d5srMk9mHyPz581Gr1djY2JCVlUW37t1o166d3GUJJq5t27b0eK0HWq3WcO74z5kjd1lmyaxD5PTp0+zetQulUklGRgY1atQwDHcWhBcZPmIE3jW9SU9PR2VlxdGjRzmwf7/cZZkdsw0RnU7HnNmzkSQJnU5HyVIl+Xjix/neLU0Q9HdsJlKqVCm02bd5586bh0ajkbky82K2IbLpp5/4888/DeM/xr73nlgTRHhpLi4uvDd+HKAfT3Lr5k2+/fZbmasyL2YZIklJSSxduhTQDzLr0LEjzZs3l7kqwVw1a9aMTp07k7MF0xeff/6P21EIzzLLEPni88958OABoF9wZuSokfIWJJi9kaNG4u7hAUBycjJLxO55+WZ2IXIzKsrQ3FQoFIx7f7wYUCYUmK2tLePfH2+4PN6yeTOXLl2SuSrzYHYh8vRch85dOostEoVCU7t2bbp26wboO+5nffIJFrTL7CszqxAJCgri0KFDADg5OfHW0KEyVyQUN0PeGkLZ7M3Nzp07x84dO+QtyAyYTYhoNBpmffKJ4edRo0dRokQJGSsSiiN7e3tGPbUzQEBAAGq1WsaKTJ/ZhMgP69cTFRUFQB0fH1q2aiVzRUJx1bxFC+rVrw/oNzj7as0amSsybWYRIo8fP2ZZ9i52CoUi1zeFIBSFUaNGGnYCWLNmDffu3ZO5ItNlFiGyfNkykpOTAWjfvj2enp7yFiQUe5UqV6ZDxw4ApKenM3/+fJkrMl0mHyJhV6+yYcMGAKysrRg4aKDMFQmWYsDAgYa9m3fv2sXp06df8ArLZPIh4u/vb9ixrEuXrmKNEMFoypYta7jlK0kSc8TueXky6RDZu3cvJ06cAMDa2pq+ffvIXJFgafr27YONjQ0Af/75J5t++knmikyPyYZIRkYG8wMCDD+379CeMtn37wXBWEo7ORn6RgCWLl1KUlKSjBWZHpMNkbXffMPt27dRKBQoFAp69uold0mCherZqxdKpRKFQpFrczRBzyRD5H5cnGGbQ0mSaNy4MeXKlZO5KsFSubu706RpUyRJQqFQ8N///peb2WOWBBMNkUWLFpGamoqtrS0AXbt3k7kiwdJ17dYV0E/U02g0zJ07V96CTIjJhcj58+fZtm0bVlZWZGRk4ObmRoMGDeQuS7Bw9erVw8PDg/T0dGxsbTl48CBBQUFyl2USTCpEJEnCf84cJEnCLXuVso6dOond6wTZKRQKOnbqBIB79rnpP2eOWEoREwuRn3/+mZCQEJycnIiPj0epVNKufTu5yxIEANq1b4dKpSImJgY3NzciIiJYv26d3GXJzmRCJDU1lUULFwJQv359srKyaNCwgWFatiDIzcnJiYa+DdFqtdSrVw+AlStX8vjxY5krk5fJhMjqVauIi4ujevXqxMbFAdDWz0/mqgQhNz+/dgDcunWL+g0akJiYyPLsyaGWyiRCJDo6mq+//hqFQkGf1/tyIyICOzs7mjZtKndpgpBL4yaNsS9hT2RkJD179USlUrFx40bCrl6VuzTZmESIzA8IICMjg9ZtWhN//75+bEiTxoZbvIJgKmxsbGjaRP/lduvmTbp07YpWq8Xf31/myuQje4gEBwezZ88ebO3seGvoUE7/oZ8p2bxFC5krE4S85Zybp/84zcBBA3FwcODEiRPs3btX5srkIWuIaLVa5mTvf9q3b1+USiURERHY2Njg6+srZ2mC8I8aNGyAra0tUVFRZGRkMHDQIOCvFrWlkTVEfvzxR65euYKrqyu9+/TmfMh5JEmiXv164lJGMFk2NjbUb1AfSZI4H3Kezl06U7lyZW7fvs3ab76Ruzyjky1EkpKSDL3aw4YPx8bGhgsXzgPQqFFjucoShHzJOUcvXDiPSqViRPYGal9++SX3s+8uWgrZQmTlihU8evSIOj51aNGyBVqtlst/XgagoW9DucoShHzxzT5HL/95Ga1WS/369WnWrJl+vNOiRfIWZ2SyhMiNGzcIDAxEqVQyatRoAKKiokhNTcXDw8Mw5F0QTJWziwsVKlRArVZz48YNAIaPGI61tTXbtm3j/PnzMldoPLKEiP+cOWRlZdGhY0c8vTwBuHL5CgB1s0cCCoKp86lbF4Arl/UtaHcPD17r+VquOWCWwOghcujQIY4cOUKJEiUY/OZgw+NhYWEA1KlTx9glCcIr8fHRn6thV8MMj/V74w3KlClDSEgIP//8s1ylGZVRQ0Sj0TA3e1DOgIEDKF26NKCfvXv92jUAatWuZcySBOGV1aylP1evX79uaHXY29sz5K0hACxauJDU1FTZ6jMWo4bId999R1RUFOXLl6d7jx6Gx2NjY0lJSaFMmTK4uroasyRBeGXOzs44u7iQlpaWa3Mrv3btqF69OnFxcaxetUrGCo3DaCHy8OFDPvvsMwBGjBqJSqUyPBd5IxKA6jWqG6scQSgU1atXA/46hyFnl8bRKBQKvv76a6Kjo+UqzyiMFiJLlywhOSkJ30a+NGrUKNdzN2/eBKBq1arGKkcQCkXVqvoQifrbmqveNb1p3ab1M7sWFEdGCZHLly+zadMm/aCckSOfef72rVsAYntMwex4elYBIPr27Weee2voUGzt7NizZw/BwcHGLs1oijxEcnYO02q1dO/RnQoVKjxzzJ07dwD9/qeCYE5yztmcc/hpzs7O9O3bF4A5c+ag1WqNWZrRFHmI7N69mz/++ANHR0f6DxjwzPNpaWkkJCRgY2MjBpkJZsfFxQU7OzsSExMNm84/rXef3ri6unL1yhV+/PFHGSosekUaIunp6SzI3k198JtvUrJkyWeOiY2NBcCjnIdYkFkwOwqFwrAnUs65/DQbGxuGDR8OwLJiuntekYbIf/7zH+7evYunpycdO3XM85icyUoe7h5FWYogFBl3D/25G3//fp7Pt2jZgjo+dXj8+DErV6wwZmlGUWQhEhsby5rVqwEYOXoUSmXeH/XgwQMAXMWljGCm3Nz0Y5vi4x/84zGjRo1GqVQSGBhomGtTXBRZiCxYsIC0tDSat2iBj4/PPx736JF+pWwXF+eiKkUoAEmSuHf3LhfOX+DRo0fPPVar1XL79m1CQ0OJjYnJ92dE347m3LlzZrtqurOzC8Bz/348vTzp0LEjWVlZ+GcvxFVcWBXFm547e5Yd27djbW3N8OHDnntsQvaJU6aM2BrC1Ozds5dNm35CnaY2POZd05uJEyfi7OKS69g70dEsX74iV3h41/Rm+vQZODg6PPdzDhw4wP59+5jw4Ye0adumcP8QRlC2bBkAniQkPPe4wW8O5lRwMEeOHOHQoUN0yt4My9wVektEp9Mxe/ZsJEmiV+/eL7xMSUxMBKC0U+nCLkUogHNnzxL4/feo09TUqFGD1m3aUNrJievXrrNo0aJcM1QlSWLN6jXExsTg4uJCQ19fFAoF169dZ+3atS/8rJwOdYXSPDvWSzs5AfAk8cnzjytdmv4D+gMw19+/2OyeV+gtka1btnDx4kXKli1Lvzf6vfD4pOzbYo4OjoVdilAA27dvB6Bb9278++23AUhISGDc2PeIvh3NxdBQGmavg/v7oUNERkbi5eXFkmVLUSqV3Lx5kxnTpvPHqVP8+eefhs2e8jJ02FD6D+hPqVKliv4PVgQcHfQtreTklBce271HDw4eOEhUVBTfffcdY8eOLeryilyhtkRSUlJYvHgxAG8NG5qvdVLTsmc5liz17O1fQT63b+lHYPZ4aqJkmTJlDPOboqP/GlyVswDP6/36GTrQvby8aNmqJZB7qnxe0tPTSUtNJTMzE9C3bGJjYngQH48kSdy6dYt9v/1G8MmTJjlgq0T20IW0fMzYfXopxc8++4yHDx8WZWlGUagtkS+++IL4+Hi8vb1p0yZ/17Zqtf56u0SJEoVZigCkpqRyPkT/P3hmRibXr1+nWrVquSY/5kWtVpORkYFCocAjewxEjsqVKxMeFp5rvENUlH7uUw3vGrmOrVu3LsePHScqKpLn2bpla64+EbVazYQPJlCuXDlqeHtz7OhRw7Gubm7MnTfXpAYm5py7aWlp+Tq+UaNG+Dby5cL5CyxdsoTlZn7bt9BaIrdu3uTbtWtzzWB8EUmSDEvs29jYFFYpAnA+JIQx77xjuM2ekZHBJzNmMnP6DJKTnh1Z+TQbGxvGvPsuY95995nfY85tzIqVKhre99HDhygUClz+1tma0/ma8Pj5HY7/JDY2lvMhIfTp25d3xoyhfPnyPIiP549Tp17p/YqKjY0NCoUCjUaDTqfL12tGjNTPZN+0aROXs1dGM1eFFiLzAgLIzMzEz88v31P6tVotkiShUqle+O0o5N+D+Hg+/+xzw+XB06Kiovjqq6+e+3qVSkXnLp3p1Dn33YPwsHD+vHQJlUpl2AUuPT0dyPtLwM7ODoCMPOrIr8lTpzB02FC6dO3CgEEDAbhwIfSV368oKBQKrKz0jfr8dpZWqFCB7j266/deyr4RYa4KJUSOHzvG/n379Ks6DX0r36/Lub4VAVK4tm/fbrhMzMu5s2eJiIh4qfd8EB/PiuXL0Wq1tGzV0tCHlZndksxrMKECfSsm6xXvQpQoUSLXGCOv7Fne6en//GeTS845nN+WCED/AQNwdHTkjz/+YPfu3UVVWpErcIhkZWUZdrF7vd/rlClTJt+vzUlfMWemcF0Lv/bCY8LDnt/Z+bT7cXHMmT2HxMREateuzXvjxj17UB6/Qgn97/efRiu/yN/nWr3q+xhDzu3plwmRkiVLMvjNNwFYMH++oVVnbgr8W1Gr1YYe5rJlxahTU6CTXnwi57f1fO/ePWbPnsPDhw+pVq0a02ZMx9ra2vC8dfZljFLx7KmUlZUFiP6u53HNHjL/5MmTPGcBm4MCh4iDgwNTp00DYPOmTXlehwvG5e1d88XH1PR+4TF3oqPxnz2HhMePqd+gAXMD5j3TOsjp98jr957xnP6SYic7lF+mVa3Vavlh3XoAJkyYYLbrCxdK+3DIkCHU8fHhwYMH7Nq5M9+vy7mONMV7/+bs9X6vP/d/3AYNGlCz5vODJiEhgXnzAkhMTKRlq1bMmDnDEBhPs7Ozw9nZGY1G80w/TFycflarJUyuzDmHX+aS6+CBA9y5c4cqVaow5t13i6q0IlcoIaJSqZifvW7Ijh07XzhRK0dOj3bOXRqhcHh4eDD+/fF5ntDlypfn/QkfvPAbc9vWbSQ+eULjJo356OOPDL+rvFTJ7vCMjMw9HiTn52rViv/auTmXbk9f6j1PSkoKmzdtBmCOv79Zt9YKraeqRYsW9OzZk4z0dDZu2Jiv1ygUCqytrZEkSVwGFbKWrVrxzbdreWfMGABsbG3wnzeXlZ+uxCl7rsfzhISEAPDvt99+YeA0bqxfeHv3zl2Gb+TY2FhOnjgBQK3atV/1j5EvJ44f5/Dvv+f7y6uw5YwPeZmhCps3bSYlJYXWbdrQvXv3Iq6waBXqiNXZc+Zw6NAhTp44Qbfu3V7YZAaws7dDo9GQrlbna5i8kH9OTk40b9Gcb9euxdbWlrrZ2z6+SEpKCo+yO8vnz8t7pXLfRo0YNXoUAJ06d+bgwYOcP3+e994dS7Xq1bl08SJarRa/dn54e7+4/6Ug1gWuIzExkZmffIKzs/E799PV+r4fO/tnL/fycic6moMHDmBlZcW8efOKsjSjKNR7ZpUqVWLs2LFIkkTgd9/n6xKlZAl9R11qPocMC0UvJeWviWSxsbF5/vP0Kl5KpZJx48fj7u5OQkIC586eJTMzE++a3oYN259HpVLm+rdSqcyz9aPM/pZXKVV5P66S5xZwapp+zkyJEvmb/7UucB1arZahQ4dSu4hbacagkAq5MyItLY3WrVoRFxfHuPHjad+h/XOPnzF9OjcibrBg0cJ8tVyEl5OUlMS/R43GwdGB7wMDi/SzsrKyiL4dTVJSIs4uLlSqVKlIP89UREREMHP6DKpWq8rSZcuee+zZM2dZtnQpTk5OnAwOfqlxVaaq0KO7RIkSfDJrFgD/+/HH546cBAz78easKyKYLysrK6pWq0pDX1+LCRCApET9ZERHx+eviaPRaFi/Xn9Ld9KkScUiQKCIlkfs168fjZs04cmTJ/y87fk7o+d08r1oVShBMFUJ2edumTJOzz1uz697uB8Xh7e3d56buJmrIgkRhUJBQEAASqWSvXv2EJe9ontecjrC5OpZF4SCevToxSO2nzx5wi8/679Q5wUEPPeWubkpsp4oX19f+vfvj0aj4YfsJlxeXFz0o/RyVn0XBHOTc+7+fSmEp+Vc2nfu0gU/Pz9jlWYURdqdPWPmTEqVKsXZM2e5dOlSnse4uetHM97/hz07BMHU5Zy77h7ueT4fGRlJ0JEgrK2tmevvb8zSjKJIQ8Td3Z0JEyYAsO77wDyHtz9v9zBBMAexsdkbsHk8uwHb08Md3nnnHbyqFr/Ru0V+Y33Mu+9SpUoV7ty5w8EDB555vkyZMtjb25OclFwstxgUirfUlFQSnzzB1tY2z8uZkydOcO3aNVxdXfnwo4+MX6ARFHmI2NjYMCe7Cbd50+ZnpjsrFAoqVKwA5L2zuiCYsug70QBUqFjhmQFyGRkZhikg06dPx8Hh+fvvmCujDPHr3r07rdu0ISUlhS2btzzzfJUqVYC/VhgXBHORc85Wrlzlmed2bN/Oo0ePqF+/PoMGDzZ2aUZjtHHC8+bNw8rKSj/9OTo613Oenl4A3IyKMlY5glAobt7Ur3Tv5eWZ63H9shi79MMd5s836VXZCspof7LatWszdOhQtFot6wLX5XquavZU8b9PJRcEUxeZvTl31WrVcj2+8YcNZGZm0rtPH5o1ayZHaUZj1HicMnUqTk5OXLp0ibNnzhoe9/LywsrKirt37+Z77w5BkJtarebOnTuoVCq8vLwMj1+9epXg4GDs7e2ZPXu2jBUah1FDpEyZMkyePBmA9evXG5bXt7a2pmrVqkiSxPXr141ZkiC8soiICHQ6HZ6enoZlLHQ6Heu+1090HDd+POXLl5ezRKMw+oXa8BEj8Pb25n5cHHt+3WN4vFbtWgCEXb1q7JIE4ZWEZ28P+vSiS4d/P8zNmzepUKEC4/JaFb8YMnqIWFlZMS9Av9DNLz//zJMnTwCoU0e/v4i57wYmWI6cczVnb5y0tDQ2/fQTALNmzcLe3l622oxJli5jPz8/Onfpglqt5n8//ghAHZ86qFQqIm9Ein4RweSlp6cTERGBUqmkjk8dQL+ncGJiIs2aNaN3nz4yV2g8st13muvvj7W1NUFHgoiMjMTe3p4a3jXQarVc/vNPucoShHy5/OefZGVlUb16dUqWLElMTAz7fvsNpVLJ/AULLGpDNtlCxKtqVd55551ccwt8fX0BOH/+vFxlCUK+XLhwAYCGvg0BWL9uPVlZWQwaPJh69erJWJnxyToC5sOPPsLV1ZVr165x8sQJGjVqDMD5kPNiCwnBZEmSRMg5/Wr4jRo3JvTCBc6HhODg4MD06dNlrs74ZA2Rp//SN27YiEc5D1xdXUlISCDi+sttOC0IxhIZGcmjR49wdnamSpUqhsGTH338sdnuYlcQso/FHTR4MPXr1+fRo0fs3LGDptmj+/744w+ZKxOEvJ3OPjebNmvG/n37uHfvHl5Vq/L222/LXJk8ZA8RpVJJwPz5KBQKdu3cRe3s8SKngoPFJY1gciRJIvhkMAD1G9Rn65atwF83CiyR7CECGG6JZWZmcir4FM4uLjx8+JBr4dfkLk0QcomIiCA+Pp4yZctyPiSE1NRUw5AFS2USIQIwe/Zs7O3tCQ4OplYtfWvk2LGjMlclCLkdP3YMgHr16nH498O5Bk9aKpMJkfLlyzNu/HgAbmVPrw4+GWyYXyMIctNoNJw4rt9f+N7du+h0OkaMHFnk24SaOpMJEYBx48ZRoUIF7t27h6urK6mpqYZOLEGQ29kzZ0hJScHNzY3IyEjKli1rmFBqyUwqROzt7ZmVvXtezn6whw4ekrMkQTDIORdzdnWcMnWqYQdHS2ZSIQIYFnFRq9WoVCquXr1KTEyM3GUJFi4uLo7Lly+jslKRnJxsWGRLMMEQUSgUzF+wAKVSiSRJSJLEgf3PrhIvCMZ0YP8B/ZCD7FEH8wICUKlU8hZlIkwuREDf8z1o8GB0Oh0ARw4ffuHG4IJQVNLT0zl8+HcAtFqtfuHx1q1lrsp0mGSIQO4l9tPS0vj90O8yVyRYqsO/HyY1JRUAW1tbwxYogp7Jhoirqysfffyx4efdu3eTlZUlY0WCJdJqtfy6e7fh55zN2IS/mGyIALz99tuGbQcfP3rEkcNHZK5IsDRBR4IMG3a7e3gYtoUV/mLSIfL3DZC3bd0qBp8JRpOVlcW2bdsMP8+YMYOSJUvKWJFpMukQAejcpQt+7doB8PjxY/bv2y9vQYLFOLD/AA+zWyENGzZkwIABMldkmkw+REC/e17O7bStW7cYOrkEoaikpaWxdYt+y9ecYQeWtOThyzCLEPH29mbkqFEApKWmsXXrVpkrEoq7bVu3GUZN9+vXj8aNG8tckekyixABmDx5smGI8W9793Lnzh2ZKxKKq3t377J3j35PJHt7ez7Jnooh5M1sQqR06dJMnzED0O8ytvabtWLRIqHQSZLEt99+i1arBWDChx/i4eEhc1WmzWxCBGDo0KGGadfhYWEcOXxY5oqE4ubo0aNcuXwFgAoVKjB27FiZKzJ9ZhUiKpWKBQsXGn5ev249CY8fy1iRUJw8efLEsI8ugP/cuYY9doV/ZlYhAtC6dWu6d+8O6HvQv/nmG5krEoqLb79ZS2qq/s5fy5Yt6dmzp8wVmQezCxGAOf7+2NjYABByLoTDv4t5NULBBB05wpkzZwB9izfAwpc8fBlmGSJVqlTh3aeuVQO/DyQ2NlbGigRzdj8uju+//97w85AhQ6iTvUm38GJmGSIAEyZMwD271zw9PZ0vPvtcTNATXppWq+Xzzz9HnaZfasLR0ZGp06bJXJV5MdsQKVmyJDNnzgT0e9dERkay4YcfZK5KMDcbN2zkRsQNw4joSZMn4+zsLHNV5sVsQwSgf//++Pr6otPpUCqV7N2zl+DgYLnLEszE6T9Os+fXX1EqlWi1WqpXr87IkSPlLsvsmHWIKBQKw+55OfMa/rPmKzGaVXihe3fvsmbNaiRJQmVlBcDcefMsdhe7gjDrEAFo3Lgx/fr1Q6vV4uziTHp6OsuXLhOT9IR/lJqayrKly1CnqXF3d0eTmUmnTp3o0KGD3KWZJbMPEYBPZs2iZMmSPHr4CI9yHsTGxvLpypWGocuCkEOr1fL5p58RExNDufLliI+Px9raGv+5c+UuzWwVixDx8PDg/Q8+APSdrKVLl+bSpUt8/913MlcmmJp1gYGEhobi6OhIiRIlkCSJ0aNHU61aNblLM1vFIkQAxo4dS6VKlYi5F4NfOz+sra05sP8Au3bukrs0wUT8uvtX9v22D2tra7r36E7kjUhcXFz4eOJEuUsza8UmRGxtbZk9Zw4AR44E8c6YMSgUCjZu2MDJEydlrk6Q26ngU/ywfj0KhYIx744x7B4wbdo0HB0dZa7OvBWbEAHo2bMnLVu2JDkpiVu3bjJ02DAkSWL1qlVcunRJ7vIEmVz+809WffklkiQx5K23ePDgAQ8fPqRu3boMfvNNucsze8UqRAACsncm279vP40aN6Jnr55kZWWxfOkyIiIi5C5PMLLIyEiWLV2GRqOhe48etGnTmp07dgIQMH++2MWuEBS7EKnj48OQIUPQarWsD1zH8BEjaOvnR3p6OosWLOTWzVtylygYye3bt1k4fwFqtZrWbdowavQoNmzYQEZGBr169aJ58+Zyl1gsFLsQAZiafZ0bGhpKSEgI48aPo2mzpqSkpBAwbx5RUVFylygUsVs3bzFv7lySk5Np0qQJ73/wPtfCrxF8Mhg7OztD/5lQcMUyRJydnZk0eTIAP6xbjyRJTJw0iSZNmpCcnEzA3HmEh4fLXKVQVK5fu87cuf4kJyXTqHFjJk6ehFKpJDDweyRJ4r333qNixYpyl1lsFMsQARg5ciTVq1cnNjaWvXv2YmVlxaQpk2neogWpqaksCJhPyLkQucsUCtmF8xcImDeP1JRUmv3rX0yeMhlra2uOHDlCVGQU5cqVY/z778tdZrFSbEPE2tqaufPmAbBt2zYSnzzBysqKjyd+TIeOHcnIyGD5smUcPHBQ5kqFwvL7od9ZumQJGRkZtGvfnomTJmJtbY1areZ/P/4PgFmzZlGiRAmZKy1eim2IAHTo0IFOnTqhTkvjf//7CdCPaB373lje6N8frVbL2m++Yf269eh0OpmrFV6VJEls+GEDX//nP2i1Wl7v149x48cZ7rxs26r/EmnStCl9X39d5mqLn2IdIqBfbNfa2pojhw8bOlQVCgWD3xzMe9kn2q+7d7N40WIxac8MpaWlsWTxEnbt3IlKpeLdsWMZ8tYQw6xu/eXsHpRKJQEBAWIXuyJQ7EOkWrVqjB49GkmSCPz++1x71XTo0IE5/v44ODoQeuEC06dN4/bt2zJWK7yM6NvRTJ86jfMhITg4ODBrzmw6de6U65gf1v9AVlYWAwYMoGHDhvIUWswV+xAB+HjiRFxcXAgPCyf4ZO5Fi+r41GHp0qV4eXkRFxfHJzNmcljsZ2PygoKCmDljBrGxsXh6erJk2VLq1q2b65iLFy9y7uxZSpUqZdj4TCh8FhEijo6OTMteN3Nj9mCjp7m6ubFg0ULad2hPRkYG/1nzFau++BK1Wi1HucJzpKens3rVKtasWq3vQG3XjgWLFuLm5pbrOK1Wy7pA/R4yH374Ie7u7nKUaxEsIkQABr/5JnXr1uXhw4fs2rnzmedtbGwYN348498fj62tLceOHWPK5Clcv35dhmqFvNyIuMHUyVM4GnQUW1tb3hs/jvEfvJ/nBlMH9u/n7p27eHp68s6YMTJUazksJkRUKhUB8+cDsHPHTh49fJjnce3at2fp8mV4enlyPy6OObNms3nTJrHAkYy0Wi1bt2xh1iefEBsbS5UqVViybOk/rkSWnJzMls1bgNx7FAlFw2JCBKB58+b07t2bjIwMNmzY8I/HVahQgUWLF9Ord290Oh3btm5j+rRpREWK4fLGFhUVxYxp09myeQs6nY6evXqyeOmS54443bxpMykpKbRp25Zu3boZsVrLpJCevl1hAe7evUvbNm3IyMggYP58atWu9dzjr1y5wler1xAfH49SqaRrt24MGjyIkiVLGqnigklKSuLfo0bj4OjA94GBL36BiUhLS2Pzps3s37cPrVaLq5sb48aPe6bz9O+ib0czdcoUFAoFBw4epFat5/9+hYKzqJYIQMWKFXnvvff0t3wDc9/yzYuPjw+ffv4ZPXv1QqFQ8NvevXz4wQQOHjgoBqgVAZ1Ox6GDh5jwwQT27tmDJEm81rMnn3726QsDBPTLH2q1WoYNGyYCxEgsriUC+m+5Nq1bExsby3vjx+V7le9bt27x/X+/IywsDIBKlSox5K0hNGnatCjLLRBzaomcO3eOn378H9HR0QDUqlWL0W//Gy8vr3y9/szp0yxfthwnJydOBgdTpkyZoixXyGaRIQKw/ZdfGD9+PKWdnFi1ehX29vb5ep0kSZw6dYofN2wkPj4eAG9vbwYOHkSDBg2KsuRXYg4hcunSJTZv2sT1a/o7Ya5ubrz11lu0bNUy3yNMNRoNH3/4Effv32fhwoWMGj26KEsWnmKxISJJEn369OHc2bP07tOHYcOHvdTrNRoNBw8c4JeffyExMREA75revPHGG/g2amQyw6tNNUQkSSL0Qii//PyzYVkGR0dH+r3Rjy5du770JlI7tm/nx40/UrNmTQ4eOoRV9oZUQtGz2BABCA0Npedrr6FUKvn0888oV67cS79Heno6+37bx65dO0lOSgbA09OT3n360LJVS9mX3zO1ENFqtZwKDmbnzp2GVeYcHBzo1bsX3bp3z3eL8GkJCQl8+MEE1Go1mzZtoq2fXyFXLTyPRYcIwMcffcTmzZtp0qQJ02ZMf+X3SU9P5+CBA+zetZuEhAQAXFxc6N6jB506d5Jt+rmphIhareb3Q4fYu2cvDx48AMDJyYlevXvRuUuXVwqPHGtWrSYoKIiu3boRaAJBaWksPkTi4+Np3aoVKSkpzJozu8D9GhqNhmNHj7F71y7u3bsH6LezaNGiBe07dqB27dpGvdSRM0QkSSI8PJwjhw9zKvgU6enpAJQvX55evXsb9gcqiBsRN5g5YwbW1tYEBQXhmc9OWKHwWPyFo5ubGx9++CELFy5kXWAgK1auLNAliLW1NR07daRDxw5cOH+eX3f/yuXLlwkKCiIoKAhXV1f+1fxfNG/RAm9vb5PpOykskiQRcT2CU6dOcfr0aR5kdz4D1K1Xj549e9KoceH0GT19m/7td94RASITi2+JAGRmZtLOz49bt24x+t+j6d6jR6G+f0xMDEeDgjh69Fiu4falnZzwbdgQ30a+NGjQkJKlCn8AmzFaIqkpqVy8dJEL5y8QeuECT548MTzn7OxMWz8//Nr5UaFChUL93GPHjrHqiy9xc3Pj+IkTODg4FOr7C/kjQiTb/n37GDVqFKVKleLL1auK5ISUJIlr165x+o8/OH36TK5vaaVSSdWqVfGpW5e6dX2oVbs2dnZ2Bf7MogiRjIwMwsLCuHL5MpcvXyYqMirXwDtXV1ea/etfNG/enJq1ahZJaysjI4MJ73/A48eP+eyzzxg0eHChf4aQPyJEnjJo0CCOHztG127dePudt4v0syRJ4k70HUJDL3Dh/AXCw8PJysoyPK9SqfCq6oW3d028qnrh6elJpUqVXvpSq6AhotVquXv3Ljdv3uTWzVtcv3aNqKioXBMSVSoVtWrVwreRLw19falcuXKRX6Zt+mkTP2/bRoMGDdizdy9KpcUNvjYZIkSeEh4eTpfOnZEkiWXLl1O5SmWjfXZ6ejrh4eGGb/ebUTefmTmsUqlwcXXF3d0dDw933N3dcXN3x8XZhdJOpXFycnqmo/JFIaLRaHjy5AmJTxJ5+Ogh8ffvc//+fe7H6f/94MGDPOvwquqFj0/htpry60F8PB99+BEajYYdO3fS1IRHDFsCESJ/88nMmYbbhDVq1JCtDp1OR3p6Ounp6WRkZJCRkYFGo3nh6xQKxTP/aDQaFAoF1tbW6HQ6JEnK9c+LWFtbY2tri62tLXZ2dtjZ2cn6zZ+zHerr/fqxZs0a2eoQ9ESI/E1CQgKtWrbM1TkomB57e3uOnzhB+fLl5S7F4okQycPNqCgeP34sdxkvTZIksrKyyMzMJDMzE41GQ2ZmJomJiVhZWVGiRAlsbW2xtrbGxsYGGxsbrKyszPI2s2Pp0rK2FIW/iBARBKFARJe2IAgFIkJEEIQCESEiCEKBiBARBKFARIgIglAgIkQEQSgQESKCIBSICBFBEApEhIggCAUiQkQQhAIRISIIQoGIEBEEoUBEiAiCUCAiRARBKBARIoIgFIgIEUEQCkSEiCAIBSJCRBCEAvk/grHKh8AdqbQAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/692.jpg" } ]
<image>What is the area of the figure? Round to the nearest tenth.
A
65,140
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/693.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/694.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
D
65,142
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/695.jpg" } ]
<image>If Q R = 2, X W = 12, Q W = 15, and S T = 5, find R S.
C
65,143
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/696.jpg" } ]
<image>Find the area of the blue region.
C
65,144
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/697.jpg" } ]
<image>Find x in the figure below. Round your answer to the nearest tenth if necessary.
B
65,145
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/698.jpg" } ]
<image>Find x in the figure.
C
65,146
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/699.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
B
65,147
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/700.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/701.jpg" } ]
<image>Find the area of the shaded region.
B
65,149
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/702.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
B
65,150
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/703.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,151
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/704.jpg" } ]
<image>Find x to the nearest tenth.
C
65,152
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/705.jpg" } ]
<image>Find x.
A
65,153
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/706.jpg" } ]
<image>Find m \angle 6.
B
65,154
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/707.jpg" } ]
<image>Find Q X if E X = 24 and D E = 7.
B
65,155
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/708.jpg" } ]
<image>P is the incenter of \angle X Y Z. Find P K.
C
65,156
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/709.jpg" } ]
<image>a = 8, b = 15, and c = 17, find \tan B.
C
65,157
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/710.jpg" } ]
<image>If W P is a perpendicular bisector, m \angle W H A = 8 q + 17, m \angle H W P = 10 + q, A P = 6 r + 4, and P H = 22 + 3 r, find m \angle H W P.
C
65,158
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/711.jpg" } ]
<image>Find m \angle 2.
B
65,159
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/712.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/713.jpg" } ]
<image>In right triangle A B C shown below, what is the measure of \angle A to the nearest tenth of a degree?
B
65,161
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/714.jpg" } ]
<image>Find the perimeter of the polygon for the given information. C F = 6(3 - x), D B = 12 y - 4.
A
65,162
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/715.jpg" } ]
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
C
65,163
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/716.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
B
65,164
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/717.jpg" } ]
<image>Express the ratio of \tan Q as a decimal to the nearest hundredth.
B
65,165
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/718.jpg" } ]
<image>In H, the diameter is 18, L M = 12, and m \widehat L M = 84. Find m \widehat L K.
B
65,166
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/719.jpg" } ]
<image>Find m \widehat C D.
C
65,167
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/720.jpg" } ]
<image>Each triangle in the figure is a 45 - 45 - 90 triangle. Find x.
A
65,168
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/721.jpg" } ]
<image>Express the ratio of \cos Q as a decimal to the nearest hundredth.
C
65,169
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/722.jpg" } ]
<image>Find the measure of m \angle K.
B
65,170
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/723.jpg" } ]
<image>In the figure, J M \cong P M and M L \cong P L. If m \angle P L J = 34, find m \angle J P M.
D
65,171
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/724.jpg" } ]
<image>In \odot A, W X = X Y = 22. Find A B.
B
65,172
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/725.jpg" } ]
<image>Find y.
A
65,173
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/726.jpg" } ]
<image>Find C D if A E = 8, E D = 4, and B E = 6.
D
65,174
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/727.jpg" } ]
<image>find \sin R.
D
65,175
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/728.jpg" } ]
<image>Find x so that m \parallel n.
B
65,176
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/729.jpg" } ]
<image>Find x in the figure.
B
65,177
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/730.jpg" } ]
<image>If K H is parallel to J I, find the measure of \angle 1.
C
65,178
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/731.jpg" } ]
<image>\odot P is inscribed in equilateral triangle L M N. What is the circumference of \odot P?
B
65,179
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/732.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/733.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest tenth if necessary.
C
65,181
null
C
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89wVe/vAsvak8l21kaQXUbIF8NkXy4Fv8PFVEb/gmX3hkGXXDntG66mqqq53YOUewo4NAsI9iY8Nlj1ns6aCjo5NwEhw1tdirnWP4bzOzhGJZfrInyMvXiHx6YGEdJv31T5ckc0UiiRzJcoNBg600H+16q25z6iysanTwSns3sUyB830ZDnbFeWqZC4dFXtaFmC7k2SzEbShGD7H19T/w9vbT9KaKaKZ6Fm64n0c//gDrF3mw5PvoaN/JO6+/zfbD5+lPhGl/5yVenT0Lv/cRWmqufuPOdu7mrZdf4g8fnqEnVcBQt4CN93+cjz+0kUUuE9nuMxx473Ve/9NuTkbS9JzYyhtvLmbh/Nk8tMQxNBhVVzefBQvnM7v+EIcOvcvrr82l2f0J1s9yYAAKA2f56Pev8uYH7XTjYt2ihcyZUzOR/3zTRiJb5FcHw/xob4j+YZFPX17n5dMr3FhNI29xdydLW52DBb7bZsJznbNrAEZ9KSaq1Wtjx/kB8kWNI6EkR0JJNs+R7Wohpgsp0oQYtRwdh3axc89hulJFNH09yx97hq8/+ynuXFCPzWxEpxVYumwVa1Yu4GffeYHfvHuc/tg59mzfxZYNq1i0yXf5k1Dt5ehH77P1w8OEUgWUmqU89KWv87XP38/iBjtmo4KWX0rrylZmub/D8z97g7buOOcO7uPQ0TtZv2gltYN1n9HDyjvv5o79bZx9+xR7X/p7ose3sXL5AtymNMEThznUdoKO7izVyx7mnrs2srRBXhJu1WDk03d3BoYO/l8W+VROCBjJlUkDDcOSBq5nmdfGmkYHO84PAKWYqH2dMSnShJhG5BVZiNHKd3Li6HFOnY9R0BSs8zdw/4MPcGeLj2rD4HqWCYvdROPKB3no/qMcO3GODy9m6T19nJNnL9C93od32CJLMdTOwX0HOdqVRlXsLN7yCI88ej/L/DUYB+/SbMXpXswdd2xk/579HOvuIhu+wLmLHYTSK6i1DX6hHsf8u3nyy/0MJH/AKx+d5fS+Xjrad2BQVPLZDNmcjppF9/Hpp7/AxzfP5qZ7GsSQ60U+fXNzI43DIp9GcmWR5rab8DjNI9yi9DUr/XZ8DhPBeI5IIs+hQIJgLIvvBrcVQkwNUqQJMUrF3gBdnUGiSRWw0LiolUUL5+A0XP22rBhrWLhwIfOaG9hxsYtif5CuQJhoUsM7NJesSPjkMY6fOkdfAXT1i1mzcS2r5ldfKtCG7tCAw+fF46nHpnQxUBigr3eAgYQKtmEdnEY7TWs/wbf+j9kse/sN3nxnB0fOhYgVTFQ3rWDFXY/w6MceYPPyZupthpsqKMQl+zvjfG/HtSOfllwR+TSSSDI/tAqnU0qdnW7byCtwep3CMq+dFX47wRO9FNXSluehQEKKNCGmCSnShBglLT5ALJYgqQG6atxeNw0NlusUOgpVdXXU1DixKF0k1QSxWJJkSgVnuahSe7hw/jwXu2IU0VE/bylLFszHbb72PepdK/nYc/+SxR/rJ4cRZ9NCFjivXApT0JsduBds4GPepWx5KnEpFspkocruxOmwYTHqpEC7RUORT8eHRT75rx35NBJNK62kRRKlobfVFgNuhwmT4cZjLFs8pS3Pd072UtTgWLgUE/XQoroRO0mFEFODFGlCjJKWzZDNZclrgM6K3WnDar3+G6tiNGI0GkrdlVqeXC5PLj/s/jJhgoEQkf4CKFY8Tc14vfVcbz1FMdfRtGQtvoUqGqDoDVxjykbpa/UmrNX1WKvrR/fNissMRj796srIp3U+Hm+5OvJpJAOZApF4bqjQKw2xvbmVMKelFBM1r76KU91pYtkCh4MJzvakWeiy3vo3JoSoKJI4IMRoaRqaBhqAYsBoNGAY4c8erVCgWCiWxmkoevQGPfphRZU60EtPbz+xAqDU4vI10OAaYctL0aE3GDGZzZjNZkwGPbJ4Mv4GI59e2B2k+4rIpy+u8d7yCIzuZOk82uDkFpftxk0DgxSlFLq+qtEBlFbljoQSHOiK39I1CCEqk6ykCTFK+uYNfOJbNSx7MomqOGhauhTvdZ9RGrn4ALFEgowG6Gw4HDZstkt/J6kD/cQGYqRUwOKkpsaJ47IBtRqqqgEKOqnGJsXwyKcL/ZnLIp+e2+jHPcLYjOuJXJk0YDddM2ngehY0WFnd6OC1o92k8yqnu9Mc6IrzRGsDVdcYhiuEmDqkSBNilHSORhat8TCvXDjpDQau0TNQomXovNBBZ6CHIqDYXXg99TRYB2+gkYzFiCWS5AHF6sBhtWFVMvScPsiHb7/F1j3tnI8kKeqrqPHNY+naO7nv/s2smOeiStbEJ8RIkU/zRoh8Gkkps3N4kXbzK2kAFmNpZlqLx8a+zjiZgkpbMMnRcIq1TY5bvyAhRMWQIk2I0dLpMZj0N/UkKna3s2/vQY5eTKGh4JyziAVzZnNpN1Mjk8mSyZa2vRSLhSpDiovv/pTXfvoi77Z10p9IkyuoaIoO/YljHN79Ae++vZ5Hv/AMn35kDc12qdTG07Fwkhd2XSfyqXHkyKeRRBM5wolSkWbUKbhtJupuYrbacMvLM9P2dZa2OY+EEuzvjEmRJsQUJ0WaEONMy3Sx+41Xef29AwSzGhj9LF+3huUtfi6tl2jkslny5U4CxQDRvW/y265d/HFfgESuOHRmCa1IIZsink2RPPgnfj6QIlv8Fk8/sZ7GKtkGHQ/BWJYf7w3yctt1Ip9uoVFguIKqEUnk6UmWfu511lKo+q0WfI01FlY2Oqi3GulJ5ekayHIokKAnmaf+BqM8hBCVS4o0IcaRlg1x4A8/48c/f50DXSmKmhHP6nt54L7NtNQbh4290CgUCuSLpU5BLX6SPR+dJB/PULvsYT7z2MNsWTGHOnOB/gvt7HrnNd7edojzfWn6z+7gD79rZnZzI5/c1Mh1JnaIUUpki/zqQJifXBH59PRNRj6NpC+VJ5zIDc1Yu9WtzkEGncJyr40VPjvvnemjoGocCSZoCya4d0HtqK9PCDG5pEgTYpxo6QD7fv9jnv/BS3x4updMUcE+7y6e+PRTPLSmkaor3ttVVUVVNTRAi0UJxR0suP9zPPO1z/PAMg9OqxmDolFYvITla1eyeM7z/OAXb9EWTRM++CHbdq5nRYuf1mqp0sZKQdV45UiU7+0KELwi8umZm4x8Gkk0kb8sacB1E0kD19PitbOmycH7Z/rQgPZwkv2dce6ZXzuqs3JCiMknh1iEGAdaupPdL/+A737/RT481U26oGBt3syffeUZPvvwcjxW/VXDYzVVQxtM2C4W0ftXcddDD3P/mlnUO6ow6nUoOj1Gi51a/zLuf+JR7tu4iBodqKkOjrW1c+Z8/0R/q9Pae6f7+O7O24t8GkkkmSNcLv5gcCVtdIVfnbU0M21WrQWA3lSBQ8E4F/szt3mVQojJIkWaEGNMS15kx4vP850XXmL72R7SBR2OuXfx6W/8Oc/82QZmV5uv/cRTFJShJQ8j3oWttCxeQJ35Gl+tGLDNXsmKZUuYXa0DcoQvXqA7EBm/b2yG2d8Z53s7u9h9ReTTtzbfWuTTSKJXjt+wmfDYR7eSplNKMVGr/KVmAVXTOBJMckhmpgkxZUmRJsQY0uLn+PDX3+c7L7zCrnN9ZAoGapc8yBf/8i/56pPrmV1j4XppQTqd7tL8M8WOy+ehocF63SepYmrA3+jH21B6U8/3Rsn39Yz9NzUDDUU+HeshMyzy6bmNfrbcQuTTjQwPVq8y6nDbTTgsoz/jtthtZXWTHVP5+k5EU+zvipMvqmNyvUKIiSVFmhBjpBg7w/u/+h7f+dGr7L3QT1Y141n9OF/967/ky4+uoslpvm6BBko5saC8DapUYbNbsdpGeooacVY7cTiqSk/kdAoy6TH+rmaea0U+zSpHPj3R0oDFODYvm9mCSiSRYyBTeoz6cmfn7azQWU16lvvsLCpHQqVyRdqCCU5GU2NyzUKIiSVFmhBjoDhwivd+8T2+++M/cKBjgKxmZdaWT/H1v/4Wn7tvKR676QZPNgWLxYLFbCoXaXr0Ov0N37ANBiOGcmCnphbRVFkxuR1DkU97roh8WjO6yKeRdCdLTQOqVtpKddtNo+rsHE6hFBO1ejAmCjgSKjUQCCGmHinShLhNWuIcH734I3748zc41Bkjq9Sw8P4v8s1/9BxPbZlPvdV4E080hSprFVVVllKRpmlomnZpNtp1FItF1HJhphhNKEaZiTVaqqbx1rEevrsjwIW+S5FPn1zm4tkNo4t8GsnwrU4Y/fiNK82ps7C60YHTXCooz/emOdiVIJ4t3PZ9CyEmlhRpQtyOYg9tf/wtv/zVGxzojJEzNLDs0a/wF3/5DB9fO4tqi+EmOwAVLLW11FQ7sCgAGTLpDNnMSCtjGqlUimQ6U0opqLKiWKrG4JuambafH+C7u7o4fEXk0zdvI/JpJJEr46Bst5bZeT0mvY5lPjutXhsAuaJGWyjBkWDytu9bCDGxpEgTYtQ0Uqd38f4777PrbB9Zaml56As8+9zneWC5D4f56jEbI9HXN1BfX4dDAdQE/X0xYvHiCA8fp7enm76+UpFmrndhqq2/ze9pZhqKfDrdT658yH7jbCff2ORn1W1EPo0kmswPjd9QKK2kjUWRBtDqtbFmWCRUeyjJfunyFGLKkSJNiNHSkpw9coi2o+eI5RVqWu7lsU88wb2tHmyjOFyus/nx+724q3VAluDFCwQCEa63SaUlLnLh/EUCPUXASENjM3Ve9+18RzPSUOTTkSipfKkoHh75ZB5l5NONlDI7S+feHBYDbrsJi2H0nZ3DeewmVvrt+MpFXziR41AgTiiWvcEthRCVRIo0IUYr28nZM+e4GMyg6epYtGYtq1bOwTHa7j+DiwULFjC32YkOjfjp/ew/1M7Z+LVOphWItB/k0OHjBHKAuYklrUuYP8d+O9/RjDMU+bQvRH/68sinT61wY7uFyKeuri46Ojpu6mvj2QKRRG6oKHTZjHgd5jHbUtXrSjPTVvhLvw9FtTQz7WAgMTYPIISYEFKkCTFKxWgnXYEQ3VkNzC58jV7cdcbbmEJvwrt8JSuXLcJtBDVxjo9+/yKvvLWfQGr42bQisTPbeO3l13i/LUJO01GzeA1rVi1jrkOe0jfrssin2OWRT19Z76P2FiKfLl64wC9/8Qs+3Lbtpr6+O1kaYltu7CxtdTrHtumjxVPa8hwc+3KsHBNVVG/UjiKEqBSS3SnEqGhke3ro7e0nqQHZc7z//N9y5KX/gvGmqjQFR8ujPPPlz/Gx1a6hzxobVnDnPXdxsO0Mr7f10H/mI37934O0b1vL6tb5uG0aieBJDu/dw/72C3SniuirW7jzwQe4e00TVZLReNPePdV7jcinBr6xqZGmW4h86u7u5sXfvshLv/ktX/zyl27qNtfK7PQ6Rpc0cD1Oi4EVPjvz6qs41Z0mli3QFkxwtifNwvIcNSFEZZMiTYhR0UjE48STKVQANcNAuIOB8M3eXqHGupq+ZP7yT+ttzLrjE3w6HKY79gq7LsTp6zzG7u7ztG2zYNSDmkuTSmXI5osottls+bPP87lP3MG86ttZxZtZ9nfG+f6uwDUin5pY6rn5yKdEIsHvX3mFF3/zG6LRKJlMBlVV0elGXtG8cvyG23b7M9KupCilmWmrGh2c6k6janAklOBAV1yKNCGmCNkbEWJUVLKZDNls/oazzG6NgsHeyJo/+wb/9G++xVOb51Fr1silEwz0dtMd7aZ3IEmmoMM5ZyNP/cXf8E++/gnWNDtucgVPDEY+vXn86sinzbcQ+ZTL5XjrzTf5xc9/TiQSQVVVstks2eyND+cPH7+h1ym47EYabGM/425+QxVrGh1Ulc9Jnu5Oc6ArTjo/QtewEKJiyEqaEKOix7Pp8/yzBQ/xrRFnmV2frqoWt+taIzP0WKqbWP7gl2haeS9PHjtCW9txzgd7iOd0mJ1uZi9ZxqqVy1g420ud08oYJRVNe8Mjn+LZS5FPX13n4/GWhqFi5kZUVWXr++/zs5/8lAvnLwwNFB4s0qqqrj+vTtU0ook80USpSKuxGPA4TBj1Y/9DrDKWYqKWum3s74qTKai0BZMcC6cuG9EhhKhMUqQJMSoKJkcDfkcD/nG5fx1Gaw3uWU7qvHNp2fgg2Vyeoqag0xsxV1VhrbKMWdD3TDBS5NMX1nhx3kLk057du/n5T3/KsaNHKRYvrUplM1kymcyIt+1Plzo7c8XSGqzLbsQzxmkGww3OTBuck9YeSrCvMyZFmhBTgBRpQlQyRYfBbMVpljNEt0PVNN68VuTT8luPfDp29Ci//Pkv2LN7D/n85WcKs9ks2RsUad2J/GVJA267CY9zbJsGhmuqsbDK76DeaqQnladzIMuhQILeZJ66cdhiFUKMHdkkEWIaU1V1aCtuJtt+foDvXSvyaVMjc28h8qmjo4Nf/+rXvPunP11zxSybvfFKWiSRG0oagMGVtPErlgw6hWU+G8t9pZiogqpxJJjgcFBmpglR6aRIE2Ka2rljB9/5h3/g0MGDk30pk+pYOMkPdgd4/8ywyKdZTr6xsRT5ZLjJyKfenh5eevFF/vTHP+Jv9PPoxx9jzdq12Ox2LBYLAJlM5oZFWikO6tIKnMs29uM3rtTqtbOmyTnU/dtenpmmycg0ISqabHcKMU3V1tVx+tQpkvEEs2bPpr5+5uV6hmK5UuRTW5RUrnR2bGGDla9t8PPAoluLfMrl82zesoV77rmH6poaent6+NlPf4q/0Y/FUsVrr756Uytp0USOUHklzaTX4babqKka35fiOmtpZlpzrYWLfRl6UwUOBeN09GeYVWsZ18cWQoyeFGlCTFNz585lw4aN/PHtt/noww/5+OOPo9ePTTbkVJDIFvnlwRA/3Rei74rIp0+vvLXIJ4CG+gZqa2sxGo3odDouXrhAsVhkyx13sHLlSnK5LF2dnSMWafmiSiSRG7qeemspVH08AtyH0ymlLc9VfjsX+zKomkZ7KMnBrrgUaUJUMNnuFGKaMplM3P/gA8xfsIA3/vA6+/ftm+xLmjAFVePV9ijf3xkgcEXk0zPrbi3yaZDBaMBsNqPT6SgUCpw6dQqAlpYWFixcyNNfeYbNW+4gl81d9z56UwXC8dzQAF2XvVSkTYTFLhtrmxyYyh3BJ6Ip9nfFyRflzKIQlUqKNCGmsfr6ep586kmsVisvv/QyZ06fmexLmhDvne7jOzuuFfnkp6nm5iOfrufihQucOnmK5qZm5s9fgMFgoHVZK0998ilaWluue7toIkc4cWUc1MQUaTZTaWbaYNpAMlekLZjgZDQ1IY8vhLh1UqQJMY3pdDoWLFzIJ578M7q7o7z6yiv0dPdM9mWNq/2dcb6/s4vdF2PkL4t8amSpx37TkU8jOXr0KIl4nNZly6iylgbXmkwmmpqb8fp8171dJJm7YvzGxK2kKUq5gaCxNB9N0+BIqNRAIISoTFKkCTHNGY1GNmzcyIMPPsShgwd56803b3i4fao635vmh3sCvHFF5NOzG/1snlMzJsN/B/r7OXqkHafTyfKVK1CGFX16vX7Ec3/XClafqCINYE6thdWNDpzm0jWe701zsCsxlL4ghKgsUqQJMQNUVVXx8MceYf2G9bzzx7f5YOsH025+2qXIp8hQ0dFcY+GZdT6euIXIpxs5eeIkgUAXi5Ysxuv13tJthwer20x63HbjLTcw3A6TQccyn51Wrx2AXFGjLZTgiMxME6IiSZEmxAxRXV3Nnz31FLPnzOXVV37HwQMHJvuSxsxg5NMP9gSJJi9lYn5xtYcvrL61yKeRFItF2tuPUCyqrFi+AoPh5u83nS8SSeSJZ0udnQ02Ix6HeUy2X29Fq8d2WSRUeyg5FBklhKgsUqQJMUMoioLf7+eTn/4URoOR3730MufPnZ/sy7ptqqbx1vEevrczwPlhkU9PLXfx7Eb/mG4nXrxwgRPHj9M8exaLly65pdt2J/OE41nKx+QmtGlgOI/DxEq/feixw4kchwJxQrHsDW4phJhoUqQJMYPodDqWLFnC4594gmAoyO9//yp9fX2TfVm3Zfv5Ab67s4tDgSsinzY3Mu8WIp9uxrGjx4jHE7S2tmKz2W7pttGrMjsnrmlgOL1OYZnXzkp/acuzqGocCSY5JFueQlQcKdKEmGGMRiObt2zh/vsfYN+evbz15ptks1NzFeVYOMkLu66IfJrt5Bub/Ky+hcinm9HX18fhw4ex2+2sWHF5w8DNGH4eDUpxUJ5bCHYfS0vLW56DfRTHwkn2d8QpqpITJUQlkSJNiBnIarXysUcfZc2aNfzxrbf4aNs2tCkW5DgY+fS7I5cinxY1WPnaej8PLLy1yKeb0Xb4MJ0dHSxbsRyf33/Lt48MK9J0SmmQrXsSVtIAnJZSTNS8+tL4kFi2wOFQgnM96Um5HiHEtUmRJsQMVVNbw5OffIqm5mZe+d0rHD50aLIv6aZdL/Lpy+u8fGoUkU83EovF2LtnL2azmY0bN95SwwCUZpJFE3ki5UG2TosBj9005oXkzdIpsMxrZ3V5ZpqqQXswIQ0EQlQYKdKEmKEURaGxqYlPfupTALz80ktcvHBxkq/qxoYin3ZdHfn0lXU+6kYR+XQjR9raOHf2LMtWLGfO3Lm3fPt4tkAkmSNdnt1W6uw03Xbywe2Y31DF6kbH0GiS0z1pDnTGSedlZpoQlUKKNCFmML1ez9KWFj7+xON0dnTy6iu/o6+3d7Iva0Tvne7juzuvjnz6+iY/zWMQ+XSlZDLJ3j170ev1bNi4EaPx1ovAaLI0xHZwR9k9wUNsr6XKqGeZz84Sd6kBIp1XaQslORaWmCghKoUUaULMcCaTiTvvuosHHnqQXTt38buXXyYWi032ZV3TYOTTrosx8sVy5NP8Gr65uZGWMYp8ulL7kSOcPnWK1uXLWLhw4ajuI5rIEYpfas5w2YyTMn7jSsu8pdD1Qe2hBPs7K/NnL8RMNDYTHoUQU5rVauWxj3+cdCrFu396F7PZwpOffAqr1TrZlzbkfG/mUuRT/lLk03Mb/GwZo8inK6XTafbu3YuiKGzYsBGTaXSFValpID/0cWklzTxWlzlqjdUWVvkd1FuN9KTydA1kORhI0JvKj8u2sRDi1shKmhACuJRIsOWOLbzx+uu88frrFTOaozeV52f7g/z6GpFPj49h5NOVDh08yJG2NlqXtbJkyeJR309pRlrp39KgU3DZjdTbJr8IMuoVlvlsLPeVtjzzqsaRYILDAZmZJkQlkCJNCDGkrq6OT37606xZu5ZXf/c73nn7j+Tz+RvfcBxlCiovHY7ww91BIuMY+XSl3p4ePti6FYvFwt333IPZYhnV/RRVjUgiR3ey9O9YazXgcZjGdIbb7Wgpz0wbvJqj4ST7OuNMsYksQkxLUqQJIYYoioLb7eazn/8cLa2t/Pa3v+H9996nWJycjj9V03jzWA/f3Rng3JWRTxvGNvLpSrt27eL0qdNs3LiJ+fPnj/p++tIFIvHc0Bk6l60ytjoH1duMrPA7aK4tFaE9qQKHA3E6+jOTfGVCCCnShBCXURQFn8/H57/wBebNm8cvfvYztk5Sobb9/ADf29XF4eA1Ip8axjbyabjz587x4Qfb8Pn93H3P3RhHeRYNoDuRI5y4PA6qEpoGBukUhWVeG6vKMVGqptEeTnJQZqYJMemkSBNCXEWn09HU3MyXvvw0c+fO5cc/+hF/fPvtCd36PBZO8sLuAFvP9JMtDIt82jj2kU/DFQoFtn/0Ed3dUe68607cHs9t3V8kkbsss9NVAeM3rrTYVdryNJWbL05EU+zvipMvR20JISaHFGlCiGvS6/XMnjObp7/6DIuXLOFnP/nphDUTDEU+tUVJDot8enaDnwcWjX3k03Bthw+zY8cOFi9dysaNG9Hrby+9IJLIX57ZWYFFms2kZ7nPzkJXqZs3mSvSFkxwMioz04SYTFKkCSGuS6/XM2vWLJ7+yldYtWoVv/7lr3jt1VdJp8cv43Ew8uln+y+PfHp6nZdPLh/7yKfhwqEQb7z+OjpFx4MPPYTD6bzt+xwerG4x6HDbjVSPU7PDaCkKtHptrCnHRGkaHAkl2d8pW55CTCYp0oQQI9LpdPgb/Xzxy19i/YYNvPziS/zu5ZdJJMZ+TMNg5NPzuwJ0DZQKm8HIp6fX+agbx7EV2WyWd955hzOnz3D/gw+wZMkSlNs89JYrqkSSOfrLxWa9zYjHbh6Xobu3a25tKSbKYS4Vwed7MxzoSgyNPBFCTDwp0oQQN6TT6fD6fHzhS1/kjrvu4rVXf8+Lv/kNAwMDY/o4753u43s7uzgRTaFqGnqdwhMtLr6+qZGmcYh8Gm73rl1sfe99Vq1ezT333jvqwbXD9STzROI5itpgZ6cRj2Py56Ndi8mgY5nPzjJvqYEgV1Q5EkpwJCgz04SYLFKkCSFuiqIouFwuPvO5z3L/Aw/w1ptv8v3vfpeOjo4xuf/rRT59Y5OfFo8N/TiuPp0+fZrXX/sD9Q0NfPzxx6murh6T+40k8pc1DbjtJrwVNH7jSq3lmWmD2mXLU4hJJUWaEOKmKYpCfX09n/r0p/js5z/PkSNH+G//5b9y8MBBtNuYfjoY+fTm8R7SV0U+VY9L5NOg7miUV3/3O3p7e/nYox9j1uxZt73NOSh6xfiNSmwaGM7tMLHKbx8aERJJ5DgUiF9WaAohJo4UaUKIW6IoCjW1tTz08MN845vfBOD/+2//jT++/faoOj+HIp8ORYhdEfn08aUNVBnHr1FgYGCAl196mcMHD/HwIw+zYcMGDIaxO9QfTeau6Ow0VnSRZtAptHrtrCzPTCuoGkdCSQ4FZDVNiMkgRZoQYlRsNhvr1q/nm3/+LRYuWsgPXniBX/7iF/T19d30fWQKKi8eivDDPUEiiSsjnzxUV41fF2QqleIPv3+NbR98wH0PPMBDjzxC1RgHyg8fv+Ew63HbTVjHsegcC0s9NtY2ORhcvDwWSbK/I05RlZwoISaaFGlCiFEzmUwsWLiQrz77LA8++BBvvfkm//Dtb3P+3Lkb3nYw8ul7uwKc67088ulrG/y4x/HsVj6X5+033+KtN95g0+bNPP6JJ3COwbiN4ZK5IpF4bmjOW4OttIpWgY2dl3FaDCz3OZhbXwVALFPgcDDBud7xG7sihLg2KdKEELdFr9fj9Xr51Gc+zZe+9GXOnj3L//13f8cbb7xBMpm87u22nx/g+9eIfPrGpkbmN1QxXvnjqVSKV195hd/8+tesWLWKT37qU9TV1Y3543Qn84QTOQYXoFx2U0XFQV2PrjwzbXV5ZpqqQXs4wQGJiRJiwkmRJoS4bYqiUFNTw30P3M9f/fVfs2DBQn7w/ef5T//hP3KkrQ1VvTxeaDDy6f0rIp++vtHPmqbxi3zq6+vjlz//BS/+9rds3LSRz3/xC3g8njFrFBiuNMT20hk9l62yz6MNt6ChijWNDqqMpbeI091p9nfGSedlZpoQE0mKNCHEmLFarbQuW8ZzX/86X3vuWXp7evh//t2/5yc/+hHRSAS4FPn0yhWRT19b7+eBheMX+RQMBPnRCz/g3Xfe4aGHH+YLX/wiPp8PZZwKwkgiRzh+KevUPUVW0gCqjHqW+ewscdsASOdVjgSTHA9LTJQQE6myskmEEFOewWDA5XZx7333sXDhQt5/733efutt9u7Zy2NPfoo2pZmf7Q9fFfn0qRVu7OaxP1RfKBTYv28/v/jZz+jr6+OTn/k0DzzwAM7q6nFZQRsUHdY0oFNKnZ0u29Qo0gCWeUsNBIPbnO3hBPs6Y6weNkdNCDG+pEgTQoyLqqoq5s2fT4PLReuyZbzx+ut8+3/+Dy7QQG/1CpTaeVTZrHxu1fhFPoWCQV595VXee/dPzJo9m29865usXLUKu90+5o81nKppRBK5Sx2rVUY8DjOmcQyGH2uN1RZWNTqotxrpSeXpHMhyMJCgN5WnzlqZqQlCTDdSpAkhxo1Op6OmpoZ169dxOufgtT4X4SO7qen8HY6qGtbdcQ9PzZs95pFPPT09bP/wQ17/w+skk0kefewx7rnvPrxeL2bz+E/8j2WKRBK5ofN2LpsRj33qrKIBGPUKy7w2lvlsbD3TT76ocSSU4HAgwb0Laif78oSYEaRIE0KMu7ZwhtcuapyoWkyuxYspFmRW+izJtvf4zr/fwcH169h8xxaWtrSMOpJJVVU6Ozp57913ef+990ilkqxZu5Z777uPpUuX4nA6x3V7c7hS00COwclilZ40cD0t5ZlpH5zpRwOOhlLs64xzz/zaih8lIsR0IEWaEGJcXYp86iWlGcBaz7K5jfz1+odY4cxw+MAB9u/bx7YPPsBssbBk6RJaWlqYM3cus2bPpr6+/popAPl8nv6+Ps6dPcfhw4c5fPgQFy9cxOl0snHjRtZv3MicuXOora3FaJzY7bkrkwbcduOUaRoYrs5mZIXfQXONhYv9GXpTeQ4H4nT0Z5hVa5nsyxNi2pMiTQgxbi6PfCo1CjTXWPjKxmY+tcGP3aSwcMF8HnjwAcLhMCdOnODEsWP84bU/0Nvbi6qqOBwO7HY7ZrMZs8WCpqnEBmIMDAyQSafRGwx4vV7mz5/Pgw8+xIKFC/D6fDidzjGNeLoVkUSeUOLyYPWpuJKmV0pbnqsa7Vzsz1DUNNrDSQ52xaVIE2ICSJEmhBgXg5FPPxoe+VRl4EtrPHx+WORTdXU11dXVNDU3s7SlhfgDD5BMpUjEE4TDYcLhEKlkilw+Rz6XR1Fg4cJF1NRUU1dXR4PLRW1d3VAxZ7FYJmxb83oGtzuhdLbLZTdN2cP2i1021jQ5ePN4D7mixsloiv1dcR5dWo9RP3UaIYSYiqRIE0KMuVLkU/fVkU/LXHx1vR/PNSKf9Ho9DocDh6M04kHTNHK5HLlslkKxiKqqQ0NxDQYDRqNx6H86XeUUCwVVI5rI0ZsszUirs5aG2OrHK0JhnNlMepb77Cx0WWkPJUnkihwOJjgZTdHqHd8uWSFmOinShBBjrhT5FOBwMEGhHPn0yOI6vnkLkU+KopS2OCegG3Ms9aXyhON58uU8KLfNNOU6O4dThsVEtYeSaBq0h5Ls74xLkSbEOKucPz+FENPC8XCSH1wj8um5jX5WjWPkU6UYPsQWSkNsp+J5tOHm1JZiohzlYcMXejMc6EoQz0pMlBDjSYo0IcSYGYp8OtI9FPm0cFjkk2UKDXMdrUgyRzhxKbNzqjYNDGc26Fjmsw+tnGWLKkdCCdqDiUm+MiGmt+n/iimEmBCJbJFfHgzxs/0helOl81iDkU+fHKfIp0oUTeQIXbaSNnUyO0cyODNt0NFQkn2d8Um8IiGmPynShBC3raBqvNoe5YXdAToHSkNcrSYdn13l5um1XurHIfKpUkWGbXdajTrcduO0KFA9DhMr/fahgjOcyHEoEL+sIBVCjC0p0oQQt+290318b2cXxyMpVE1Dr1N4osXF1zf6aa61jGnkUyXL5FUiiRyxTGmrt95WOo+mmwbj+Q06hWVeOyv9pS3PgqpxJJTkUEBW04QYL1KkCSFuy/7OON/f1cWuizHyxVJH4z3za/jGJj9LPXb006BAuVk9qdIqWlErd3ZOg/Nowy31WFnb5ERf/pEejyTZ1xGnqGoj31AIMSpSpAkhRq0U+RTkzeO9pPOlTs6VfjvPbfCzeU41Jv3MKdDg8iG2MHgebWqNEBmJ02Jguc/O3PoqAAYyBdqCCc71pif5yoSYnqRIE0KMymDk028OhYllLkU+PbPOx2NLG7Aap/45rFsVuXL8hs2I2z59zuPpFIVWr401jaUGAlWD9nCSA12y5SnEeJAiTQhxy4ZHPoWHRT59sRz5VFM1M+dkD19JU5h+250A8xuqWN3ooMpYevs4051if2ecdF5mpgkx1qRIE0LcklLkUw/fv0bk09euE/k0U0QSuaGi1WHR43aYsBim14qi1ViKiVrqtgGQyqscCSY5Hk5N8pUJMf3MzD93hZgsWobezgt0dEZJFG7i63V6jJYqbI5aGtwu6qqtGCf5mFcp8qmLQ8Minx5eXMc3biHyaTpKZItEEjlS5RUll82E125iOvZNtHpLoev7y9uc7eEE+zpjrB42R00IcfukSBNiIuUusu8PP+SnL+6kM3/jL1cUBUWnQ683YrZV09A4n9Z1d3D33RtpmV2PdYIXaY6Fk7xwjcinr2/0s3oGRD6NZHCrs9zYictuwj3NtjoHNVZbWN3ooM5qpDeVp3Mgy8FAgt5Unjrr9DmDJ8RkkyJNiAlU7Oni3KnjHD1znj71Fm+s6DEea+fQ7g94583V3Ptnn+OTj6xnfp1pQuaQXSvyaZFrZkU+jeTKzk633TgtkgauxagvNRCs8Nl4/0w/+aLGkVCCw4EE9y6onezLE2LakCJNiAmjkQyFCEW6id9qgQagFclnEvRnEgz09RINRumPP8czn76XxXXj+1QejHz6+f4QfcMjn9bOrMinkUSSeUKJy8dvTLemgeFKMVFOtp7pRwOOhVLs64xzz/zaabnFK8RkkCJNiAlTIBIMEY70MngcTV87h2XLWljos19zNUwt5skm++kOXODc+S6isSwqoOVT9HUc4K3fvITH56HhseXUj1OdNFLk05dnWOTTSIavpOkVBbfNRMM0/repsxpZ4bfTXGPhYn+GnlSew4E4Hf0ZZtVaJvvyhJgWpEgTYqIUewkFQ0R7MuVP6KiZt5GPffFpPr6q7tpblpqKWiyQyyToPrefd176Da9/0E4wpYKaZeD8TrZtW8fq5Qu5e874vDGWIp8CV0U+PbfBT3PNzIl8GomqakQSeboTpVXGWqsBt8OEUT99t4D1OoVWr51VjXYu9mcoahrt4SQHu+JSpAkxRqRIE2KCaJkwoXCE7tjgXqcZV9Mc5i5agN93o7EVGrNmzaLZY8PI8/zqj0fpKwL5Ac4cP8bFc2GYM3vMr3l/Z5zndwXYdXFgKPLp3nLkU4vXhn4GNwoM158pEElkyRZLP1uXzYjXMX1X0QYtcllZ2+TgzeM95IoaJ6Mp9nXGeHRp/bQuUIWYKPIsEmKCFKNBQqEIvYNdnfo6PH43roabObekoDc78LTczd13rGWxd7AAUEmFg6S6I2N+ved70/xgd4A3j/dcFvn07AY/m2dXY5I34SHRRJ5Q/FK7buk82vSfF2c36Vnms7OgwQqUzi62BZOcjMrMNCHGgrzKCjEhVAaCIcKRHtLlEQ2Kw4vP46bBdvOrUYqxllmzZ9HkcQ5tM6rJOFoqOaZX25vK89N9IX5zOMJAOfJpVo2Frw5GPpmkUWC4SCJHOJ4d+thtN+GxT9+mgUGKAq0eO2vL89E04Gg4yf5OiYkSYixIkSbERNCyhINBwtF+BsNzjA1efJ4G6m6p3tFhs9qwWs2XzoJpGtrgcK4xMBj59OM9QSLDIp++sMbDZ1fN3MinkVwrWH06d3YON6euNDPNUe7wPd+X4UBXnHhWYqKEuF1SpAkxEdRuQqEw0Z7BN3IdtV4fbpcb8y0d69LI53Pk88PiCkxmFNPYFASqpvHm0W6+t7OLc33lyCedwlOtpcgnr3P6b+GNRmRYkWbWK7jtxhlTzJoNOpb57LR67QBkCypHQknag4lJvjIhpj4p0oSYAFo8RCgUoTs5uNdpw+3z4XbZb+1JqGWJRCJEe+IMth/oq2vRO6rH5Dq3nx/g+7sDHA4lS5FPGtx3doAvbw8yJ5ScsZFPI8kXVSKJPH3pUuFcZzPisZtmVFNFaWbapUioo+Ekeztjk3hFQkwPUqQJMQHy4RChcJT+wQUwQz3eRjcNDbfWAajFz3D82AnOBoaN8fD6cbrct32Nx8JJfrA7wNZhkU9rw0m+fKSHll+fIPd3O8hv7YDiaCbxTl+9qQKRRI6CWirA3TNoq3OQx2Fipd8+lLAQjuc4FEgQGrYFLIS4dVKkCTHuivQEg4QjPQweLddVe/F5XLgst7DaosY4veN9tn50iM7B7gN9A/MWLWT2nNuL4hmMfPrdkSiJcuTTwjoLzz0yjwe3NGJOFyi8dZ70v/6I7Eun0NI3kw4/M0Rm8Hm0QQadwjKvnZX+0pZnQdVoDyU5FJAGAiFuhxRpQow3LUU4GCIcjZW3KBUsLi8+VwPVN9k0oGW7OfHur/nRj15m28lecuUazdzUyqqVrSy8xRW54RLZIr/cH+Ln+0L0pkrFl9ti4CtrvHzq8QW4/sVGzN9cCTYjhd0hMn+3g+z3D6N2p0f9mNNJJJG7bMXIbZu+mZ0jWeK2srbJib78d8fxSJJ9HTGK6tg1tQgx08yMk61CTKZChGAoTLR3sNtNweYwU0wNcOHkyetP7NeK5FIDRDpOc2TvDnbuOsCxC1Hi2fJ2o9nP6rvv466Ni6gZ5TO5oGq82hYpRT7FSut8Vp3CZ1e6+fIGPw11FpRqM5Z/ugad30b2u4cpHu8l81/2ogaTmL++HP28mtE9+DQRTeSvWklzz8AirbrKwAqfnbl1VZzuSTOQKdAWTHKuNz00R00IcWukSBNinKl9paaBnuzgioLKwLE/8fP/9wCvmUdazNZQiwWy6STxgQHiyQz5wVUJnZ05mz7G44/fxwqfddRL4u+e6uV7uwIcj6ZQNdADj7e6eG5LE8215cgnvYKu0YH5mVYUr43s3x+gsDtE9vk2tGAC8z9ajWGtl5maDxVJ5IgkSgWuzaTHbTdhM828l1adotDitbGmycHpnjSqBu3hJAe64lKkCTFKM++VRIgJpZEJBwlFuokNGxuVi3cTiHcTGMU9KqY6Ft75JF/+2hd4eIUP2yjnyg5FPnXEhoq/exbU8s0tjbT4roh8UkCpr8L0xHx0HiuZ/3mA/Fvnyf3uNGo4hfmvVmN8cDbKDBtym8oViSRyQzPBGmxGPA7TjO2CnV9fxZomB78/2k06r3KmO8X+jjhPtDRgMc6s3w0hxoIUaUKMK5VoMEw42kP+xl88MoMN9/xV3P3oJ3js4TtZOc+D0zK6N77zvRl+sCfAmyd6hyKfVnhtPLvex+Y51498UhwmDHc0UlVfhc5jI/ebExS2dqJ2p9HCSUyfWoQyg2ap9SRLW52DC5wzsWlguCqTnmVeO0vcVg50JUjnVdpCSY5FUqxudNz4DoQQl5EiTYjxpA4QCgWJdqcpvY8rWBpmM2/ubLzOGz39FHQGA2arkzrPLOYtXsLihXNo8nuor7Zh1o9uuaY3leenewP89mCYWDnyqdlh4qtrvXy85caRT4rFgGFZA8q/2IDOZyP7w3aKh6Kk/8Pu0jm1Z5aha7SP6tqmmkgyRzhxedPATC7SFKDFa2Ntk5MDXQk0oD2cYG9HTIo0IUZBijQhxlMuXEoaGBqQZsS36hE+//SnuWP2DToyFVAUBZ3egNFchdVmw2oxMcraDChFPv32YIQf7wkRTpTW9qqNOr64ysPn1viosd5kl6hBh36OE/NfrEJptJP99kGKbd1k//4gaiCJ5c9Xol/WMPoLnSKu1TTgnQGZnSNpqi7FRNVZjfSm8nQNZDnYlaA3lafuZn+/hBCAFGlCjKtiT5BQKELvUBpULf4581m8bB6z6yd2As5g5NPzuwKc68+gASYFnlru4qubGvFW3+I2paKgc1sxf2YxOo+N7P84QH5rB7lfHEMNJbH89WqMdzbCdbZOp4PhM9IUBdx2I64ZXqQZ9QqtXhvLfTa2nuknX9RoDyc4HExw7/zbm+cnxEwzfV89hZh0GolgiFC4h0R5aoZi9eDzuXA5J/6pt6Mc+XQolBiajv/w4nq+saWJBW7rqA+7K9VmjA/Moupvt2D67CLIqxTePk/63wwOvr3t03gVSdMgEs8NhdBXWwy4HSbMRnlZXVqOiRr8lToWTrGvI44mI9OEuCXyaiLEuMkTCYUIR/sYSoNyefF7XNRP8Br28UiSF3YH2Xr2UuTTxllOntvUyJomJ4bbbEdUrEYMaz1U/atNmL+1AuxGCrvKg2+/1zYtB9/GswUiiTyZcuOFq3webYY2dl6m3mpkpd9BU40FKDVYHA7G6ejP3OCWQojhpEgTYryovYSCIaI9l3I2qz1+PC4Xt5IGdbtCsRw/2hPklSMREtlLkU/PrvPxwKJaLGO18mPSo19Yh+WfrqXqn61HP8dZGnz7X/eS+S97KZ7pH5vHqRDRRJ5wIsfg4pCcR7tEryttea4uN5AUtVJM1EGJiRLilkiRJsQ40VIhQqEw3bHBvU4Lbp8Pl6uGiZoYNTzyqWdY5NPTa7w8tdKNwzzGS3p6BZ3fgfkrrVj+9RYMG3yoXQmyL7SR+bsdFHYHmS57XqXzaNmhj0vB6jNn/MiNLHJZWdvkwFjudDkZLW155orqJF+ZEFOHFGlCjJNiJEgoHKV3cK9TV4/H78Z1Gzmbt6KgarxyrcinVW6e3uCnYbxWfQYH3z4+j6q/vQPjE/PR4jlyr5wm/X9tJ/f6WbRc8cb3U+GiEqw+IrvJwHKfnYXltIFErkhbKMGpaGqSr0yIqUO6O4UYFyp9wRChcDeZwSSnai9+n5sG68Tsdb578lqRTw08t3lY5NM4ujT41oLOayX365PDBt+mSoNvb7WjtIIMn5Fm0Cm47UYZMTGMokBLuYHgaDiJpsHRUJJ9nXFavTNjjp4Qt0tW0oQYD1qWcDBIpHuAwTUjk8uLz+2idgL+NNrfGef53QF2XxH59I1rRT6NI8Wix7CsAcs/24DlH69BcVeVBt/+x91kvn0QNZCYkOsYa0VVI5LI0Z0sda7WWY147KahrT1RMqeuitWNDhzm0gb/+b4MBzrjxDOFG9xSCAFSpAkxPorR0hDbnsHxE3pqvY24XS7Ge0PsfG+GH+4J8NY1Ip+2zKm5buTTuBkcfPvnK7D8q03oW+tRzw6QfaGN/DsXJvZaxkhfOk8knidfLBXArhmeNHA9ZoOOZT47rV4bANmCypFQkvZQcpKvTIipQYo0IcaBGisNse1Olfc6FTsevwe3yzauT7reVJ6f7Q3ym4MRBoZFPj2z1stjNxH5NG4UBZ3bhn5JHUp9Faha6X9TdOHpyqQBt5xHu67Slqdz6ONjkSR7O2OTeEVCTB1SpAkxDvKREKFwlEtpUC58fg8N4zggbTDy6Ud7g0NnpaqNOr6wysPn1/ioneTzUmpnnPwrZyjuD6PYjZg+sQDjvbMm9ZpGK5K4PLPTZZeVtOvxOEys8tuH/n3C8RyHAglCw4pcIcS1SZEmxJgr0hMMEo72cikNyoPP48JlHp+lo8sin/ouRT59crl7dJFPY0wbyJL75XFyvzyOlshj/Pg8TF+bukHsV62kOUx4pUi7JoNOodVrZ6Wv9LMuqBpHQkkOdcnMNCFuRLo7hRhzOupWfYI//3cb+Fyq3DZgqsbb1EjNOP1ZtP0akU93zqvhy+t9LHSNPvJpLGi5IrlXTpP94RHUUBLjfc2Yv7ECw5I6JvXCbsPwzE6LQYfbbsJhkZfT61nitrKu2cGfTvVS1OBEecvzwUV1E9bEIsRUJK8qQow5BUutn/m1/gl5tGORJD/YHbgs8gngZCTFrgsDtPrsk7cVp0H+TxfJfr+N4ql+9CtcmJ5djmGjHybrfNxtyhZUIokc/eUzf/W2UmenXpFi43qqqwws9zmYW1fF6Z40A5kCbcEk53rTLCjPURNCXE22O4WYwkKxHD/ZE+SVI91DkU+DAokc397exX9+7wInJ2mAaGFPkNwLbRT3hdE12jE904LxY3NRrFP378PeVJ5IIkexvGIpTQM3plMGY6IcQKlnpD2UYH+nbHkKMRIp0oSYohLZIr88GOLnB8L0pkqjPpwWAzVmPXpKb4SdsSw/3BPkb986y45z/agTGMlUPN1P9oftpTEbVQZMX1iC+TNL0NVM3QG2UNrqDMUvbxpwS5F2XVoyT2FnAP+3D9L6zgUs5dXes91p9nXESOenfvqEEONl6v45K8QMVlA1XjkS5Qe7g3T2Z9EAq0nHl9d4uGd+LS8eDPPasW5SBY2eVJ7fH+0mHMvy13c280hLAxbD+P59pkZT5H52lNzLp9CyRcxfWoT5mVZ03qm/tRVN5IlcMX5DgtWvkFcpnukn/6cLFLZ2UDzehy6SZHGNmYXrPbS5q0gVVNrDSY5HUkMrbEKIy0mRJsQU9O6pXr6/K8CxSJKipqHXKTzR0sDXNzWyxG2lxWPD4zDxy4NhoqkC8WyRjy7E6EmeJRzP8Zk1Hmqrxmckh5bKk/vtSbI/PYrWncb48XmYv74C/byaUlbQFBe5IrPTbTPJShqApqEGk+Q/7KLwzgUKh6JowQRaTwYtU0CpMdO6oJZ1Phtt5ZD19kCCvecHJqZI03LEIl10XAgykB/+HxSqar00zpqD2z76308tO0Ck6yIXgnGuzFMwOhrwNc+hsdY0VUcDikkiRZoQU0wp8inI7osDQxPv75lXw9c3NtLqtWHS61jqsfG/3Tcbf7WZ7+8OcqYnTaagciSc4j+8d4FAPMezG/3MqrWM7cUVVfKvnyP7QhvqhRiGTT7Mzy1Hv9IN47x6N1GGz0hzmPW4HSasxqnZBDEWtIEshX0h8m9doLAnhNoRQ4um0RJ5MOvRL63D+PAcDHc0snB+DWvP9fHKtg56s0W64jkOBhP0pvLjn3taCHF826/4wfPvcPayEW06XKse47Nf/SafWD7ald483Sc+4sUfvMDvD/ejXvbfDHhWP8Znn/0mTbWjvXgxU0mRJsQUMhT5dLyH1GDkk9/Osxv9bJ5TPRT5pNcpNNdW8dymRvw1Fv7+w072dMQoaBrn+zL8w44uAvEsf7mliVVjuIqR/7CL7POHKR7pQb+wFvNXl2G8txnFMj2KmGSuSCSRJ5krnaNqsBnx2I3TYYHwlmiZIsXjPRTevkD+o07U0/2okRTaQBYA3Wwnps8uxnBfM/qWenReG0qtBcWkZ5lBYfnZfrae7SevarRHkrQFE9wzf3wrGLU/QueJIxw8cYboZVWUQq/tPMHoADC6Ik2Ln+fIznd4491DnBq4Yh1NqcGyBCzOyR0mLaYmKdKEmCJ6U3l+tj/Ibw8Pi3yqsfDVdT4eW1KP7YqRFooCLruJJ5e5cNtN/M8PLvLHU33kVI1wIsdvDkUIx3L81Z1N3LegDsNthoMX27rJvnCEwkcBdHVmTF9aivHPFqBMo63A7mTpPFq5sXNmdXaqGsWLMQrvdZB/7yLF9h60UBK1NwO5IorLivHj8zA+NBvDag+6RjtKQxXKFStkS7021jU72Xq2H4BjwSR7zw9w97zacSx2NdI9PYQDIfrVq/9bKhkn3j8A+EZx11mCx/bz0fs7OBu7OjheMddS7/Hha5gef6iIiSVFmhBTQKag8uLhCD/eGxrqLKyxGPjiag+fXeUZMfLJaTFwz/za8qpPBy+2RRnIFelPF3jnVC/ReJbwHTmeXOHGbh7dG4naGSf7k3byfzgDChg/vRjTl5aiq68a1f1Vqqs7O014HFO7W/VG1O40hR2B0jmz/WHUrkRpOzOVR7EbMaz3YHxoDoZNfnRznOjc1lJhfp0htfVWIyu8NpodJjriOXrSeQ6Fk3T0Z8Z++31Ikb7uCF2ByFXnxQAKyQS5WP/o7rnvDId3buWDw1GyGqDToVMUKBZRAV11HS5/I/4ZUsuLsSVFmhAVTtU03jzWw/O7ApztSaNpYNLreGq5i2fW+/A5b1wkVBl1rGp08L8/NBev08yP9wXpjOVI5VX2diX4d++cIxTP8uX1Pry3WHRoA1lyvzpRinyK5zF9aiHmZ5ehb3JO2QD164nEc4Tj2aGP3XYjHsf028bSknmKh6Pk3z5PYWcA9VystJ0Zz4FeQb+wFsMDszDe3Yx+cS2Kx1YarXIT5w71OoVWn53VzU46jnZT1KA9lORAZ3z8ijQ1Rnc0SCCUQgNQqrBaDRiUBLGEhppKoMYHbv1+tRQdR/ey7b3ddCSLgJG6hjqsZo1QRwQVBWudC6/fj2N6HMkUE0yKNCEq3I7zAzy/K8ChQCnySQEeXlzH1zc1sqDh5iOfDDqF+Q1V/NVdzfhrzPzDji6OhJLkVY2TPWn+27YOgvEc39zcyGK37abuU8sVyb1ajnwKliOfvr4Cw9J6uM3t00oUTeYJJ0qtgToFXDYTDbZpskSSVyme6SP/p4sUtnZSPNGLGk6i9WehoKLz2zE+Nhfj/bPQr3Ch89lR6i0oo4jDWuSysrbRwRvHuslrcCqaYl9HjMda6jHqx76a0XI99EQChHpLZwkVq5fG5mqs2XYOJfJo6SRa4taLtHzkJIc+ep+PjveR10DnnEXzbD/VuSMEOgCM1Na78Te6kc1OMRpSpAlRwY6Fk7ywO8j7Z/vIlIeAbpzt5LmNftY0OjDeYiGkUxR81Wa+uMaLz2nmf2zrYNu5fooadMVy/GhviEAsy1/d0czmudWlbZvr0SD/pwvlyKe+S5FPm3xTNvJpJJqmEU3kiCYubTd7HCZMU7xrVY2mKWzrJP/muavHZtRaMN7bjPGh2ejX+9A3O1BcVSg2422NU7GbDSzz2VnQYOVYNEUiV+RIOMmpaJoW7839gXAr1L4eooEA4fJOtb7GTfO8ZmrC5zh8bgCtmEItxErbkzd9pzHOH9nNB+/vI5hWQbHgXbyEBS219Ly/s9ThqXNQ5/bh81um26KymCBSpAlRoUKxHD/eG+TV9uhQ5NPCBitfW+/ngQW1WIyjLw5qrUYeWVKPy2bi77d18NqxbpIFlZ5Unj8c6yFSbih4tKUBy3XGSxT2BMk9f6QU+eQfHvk0/bb/AAYyBcLx3FA+qqvcNDCV33y1gSy5Xxwj8+2DaMEkWjIPFj361vpSA8Adjejn1aDzWFGc5jFbHVUUaPXZWTfLybFoaQuyPZhg78WBcSjSNBLdUUJdIZKlvU7sdS7mzJ+PObMDhQE0LYWmxm+hSNPIBI6zf9t77Dgbpwjoa+exYl0LS21neClaOvmmVNXT4PHjr57ahbyYPFKkCVGBBiOffnEgTE+ytL3mtpt4ep2Xp5a7cIxii+lKNpOejbOd1Frn4nGY+MXBMNFUnni2yPaLMXrfPkc4nuOza7xXzbAqnu4n+6N28n+6AJbByKfFUz7yaSTRRJ5wIsdgsNa06OwsqKgdcdTTfaCB4Z6m0uDh1svHZoyHOXUWVvvsvGzQkSioXOjPciCQ4KlMYUx+v4doOXq7IwQC3ZT+1DFRXedmzoJZZLocGICcliWvpclpYLiZOrTYx9nDO/nggza6sxooVppa1rN5xTx0ez4glCn9luhrSk0D3un5d4uYAFLeC1Fhrhf59NlVbr681kvDGEYQmQylwbd/c98s/ubeZhaUuzEHB9/+p/cu8N+3XuR8b2boNmp3mtzPj5F7qRT5ZHpqAeavtKIbh22qShJNXp404LIbp3yRpjjN6OY4S8WYw4ThziZMTy7EsNKNzmMbtwINwGzQscxvp9VvByBbLMVEtYeTY/tAWj/d0QCBcOm5hM5BXYOHxnl12KursSkAKkm1yMBV4zmueYckLx5l7wfvsacjiQoYXYtYteUuVjYUiHYEiKsACo56Fz6/n6qpvNwqJpUUaUJUmHdP9fH87gDHh0U+Pb60gWc3+JlVM/ZnW/Q6hea6Kp7d2Mi/fnguG5qdKFAafNuf5Ts7A/y7d85xoDNejnw6QfYn7aXIp4fnYH5uBfr5NdMi8mkkkUT+8jgouwnPVM/sNOrQtzagX9aAli6gRVNoidyNbzdGWrx21jU7hz4+Gkyw5/wouixHoCV76A4FCMZKFZhSVUe924vP78BeU41dB6UiTb2pIk3LRzh54CO2fniCvjygczJ7+QbuvGcZpniYjs5oacyHYqG2wYu/sVaaBsSoSZEmRAXZ3xnnhd0Bdl2IkRsW+fSNTY20emzob7aV8xYplM5Y/dkyF//2Y/N4fEk9Zp2CBqXBt4cj/Js3zvCH/7mfxAtHSpFPG8uRT6tc0ybyaSSR+KU4KKNewW03jTifbqrQt9RjWOOBokqxvZvi4eiEPbbHYWKV14an/O8YTuY5FEpcVgzfrkJvD91dAbrLA9L01XW4fF68Dhu26moGgwASWY1YSrv+HQGgEjvbxu6t73MgmEZDwexdzJot97B5TpG+SAcdgcEVuxrq3X78vul7BECMv+n/yirEFHF55FPp9MzK4ZFPE1AIDQ6+/Tcfm8fTazzUlLe7BtIF/nSmj787189v80VSLfWYvzYY+TT9j7YWihqRRI7e8vnAOqsRt8OEYZyK5omkq68qjdRoclA81kthf5ihSIVxZijPTFtZjiYrqBrt4SQHuuJj9Agqse4oga4Q6XLTgLW2AbfHi9Vgw26vxllaSiOZVOmPjbyUpqW7OL53G1t3nCNe6hZg3srN3HXPChpy3US7OgiUuhNQ7HU0eP34biO0XQgp0oSoAMMjn/pvIvJpPFmMOlY2OvgXD87lr+5sorm6tBKQyqscsOj5r2tc/ORLS+i5r3laRT6NpDedJ5LIkS8XL9Niq3OQXkHfWo9+pQutP0vxcDfF87EJe/glHhtrmx1Db0Ynwin2XRigOBaFopahpztMIDQYem6kpt6Fx9uAXmfDaq+h2lEqopIJlYH+a+URDCrQe/owO7duo707i4aCtWkpa++8hw2zbeS7owQvdtJT2uvEVNuAx+dH0qDE7ZAiTYhJlimovHioFPkUHhb59KU1Hj5zg8in8WLQKcxrqOIv72rm/3hgDit8pcPdeZ3CmWozf5/M8Z8PRzg+1oe8K1Q0kbviPJoR7zQqUPWL69Cv9oBeKW15HgxP2GNXVxlY4bMzt5w2MJAp0BZOcq43fft3XuylO9pFIFxaAUUpNQ14vGYUTNhsTqqdpXOeqWSKWH+c662laYmLHN29la17OkiWugVYsGoLd9+1lFpjkd5omM6OIKXfEgVnfQPeRj+y2SluhxRpQkwiVdN463gPz+8uRT6pwyKfvrLu5iKfxotOUfA5zXxutYf/65G53L+gFoNOQVWgK57jJ/tC/O0fz/Hh2X5UbWK2xyZLpDx+Y5DLZsI9jYo0xW7EsLwB3YJa1NP9FA5E0DIjrSqNHZ2i0Oq1s6bcQKBSiona33H7q3lqvIfuYIBw+ayZYqml3u3BW6MHdNhsdqqrbaUiLZFkYGDg2kWaliN84gAfbd3Oyf4CoMMxu5UNd93DWn8VOnWA7mgXHYHB2Ckb9Q0+Ghsd8iYrbov8/ggxiXacH+D714p82tjIwluIfBpPtVYjDy+u528/No/PrHRjL2+99qTy/OFoN//X22d55UiUTPkc3XQUuWolbRrMSBtOUdAva8Cwxo2WylNs66Z4sm/CHn5+QxVr/HYs5V/4sz1p9nXGSd/W75RGrqebSFeAchoUuuo6GrxePCYYLNJqqp3ogGwyQWxggNw1/t5QB87RtvMDPjgYIqOBYvayeO0d3H3nfJwG0NLdRAMXCQw+kLGGOo8Pv3v6n9cU40uKNCEmyWDk09YzwyKfZjl5boOfNU0ODBWUfWkz6dkwy8m/enAO39jkHzqPFc8W+ejcAP/27XP8YHdwaPDudDO8SLMa9bjtJhzm6XXYSDfbiX6VG8VhKm157pu4Lc8qk55lfjtLPKVZe6lCaWba8UjqNu5Vo7+7m0AgQhYABWtdA26vl8Gz/AabDXu1kyoF1FSSWP8AV/UOaGm6ju3lo607OF/qFqBm3go23n0PK9ylrdJCbzfhjk4Gd1V1jnpcPj8+GZAmbpMUaUJMguGRT/HhkU8b/Ny/8PYin8aLSa9jidvGP717Fn9z7ywWuaxAefBtKMl/fv8i//2Di5wfi7NEFSSTLxJJ5IhlSj+nepsBt8M4cq7pFKRYDBiWN6BvqUftTFA8FEHry9z4hmPx2ECrtxQTNag9mGTv7cxM0xJ0dwcJhBLllAgD1XUNeDyuobllOrutNCtNATWVIBEbuGpWWqHnNId3bOXD9h5yGijWJpauu5N7Ns4emrE2EI3Q1dFFqtxBWlXnwuNvpKbynsZiipFfISEm2PUin76yzsuTy104K3ikhV6n0Fxr4Wsb/PyfD81l02wnOqU0OuF8X5rv7gzwf//xPPs7Y0yXY2o9qQKReJ6iNqyzczptdQ6jb2lAv9YDuSKFIz0U23sm7LEba8ys8tqpK69QdsWyHAgm6E2NcnU230NPtIvg4IA0xU5dgwev99JAaF2VDXt1NQ4DkE+RiPUzMHxWmpbgYvsetr2/l85StwANC1ex6d47WVpXbujRUnRHAnR0DpRjp/RU17vw+T1M/Sl6YrJJkSbEBBop8ulLa7y4psBYBwVosBn5RGsD//aReTzR0oDZoEPTSoNvf3s4wr956xxvn+ghX5z6lVokkSOcyA597LKb8DqmZ8+ezmPFsMKFzmOjeLSb/L4wTNCP0KQvxUQtL89My6saRyNJ2oKJUd2f2t9Nd1eAcDlHUzHXUu/y4qkdtk1tsGFzVOO0KqAmScQHGBja79TIhY5zYNv7bD/ZTwHQOWbTuuEu7lnbSNXgu2e+h+5wB53DOkjrXT78jbYxTwcRM48UaUJMoPdOXzvy6Wvr/cyqHfvIp/HktBi4a14t/+fDc/nKWi+1VaUVwIFMgXdP9fG3b5/llwdCxCaoS3C8XLNpYAoU06NiKMdELW9A606jHo6ijtlg2Rtb6rFdFhN1rLzleeurshqpnh5CXcGh7UvFWUe9Z7BpoExnw2avptqhAy1NMh67NCutOMC5w7v44IODpUJPMeNZsobN925hfvWl1W61P0qks4NgZlgHqdeHv256nVkUk0OKNCEmyP7OOM/vCrDr4uWRT1/f1Mgy7/hFPo0ni1HHSr+Df37/bP76zmZm1ZRmXaXyRfZ2xvn3fzrPP2zvIhjL3uCeKlckniccL62SKIDbZsRln74bWboldaUtT6DY3k1hAmOi6m1GVnhtNJW3k3vSeQ6FknQO3OrZuAJ93VECgXKO5mDSgNdbPkdWplRhs9VQ7TAARVKJGAMDCVQ00l1H2bvtfXafT1AE9DVzWb7pLu5e6cYy9FTVSEQjBC52DRWDuup6XP5GJA1KjAUp0oSYAEORTyd6SOVKJ1dW+O08u8HPlgmKfBovBp3C/Horf7GlkX/5wGxW+suDb4saJ6Np/seHHfyndy9wbIoOvo0ms0TKM9IcFgNuh4kq4/RdJdHVmDEsd6GbU03xRC/F/WEo3ETy+BjQl2OiBmemFTU4Gk5yoOMWV/PUGN3RAIFwurxbq8dZ34DH67rinJgem91OTbUNHRqpZJzYwABqoZvTB3fwwbaj9OQ0UKrwt6znjns3Mcc+7Gev5eiJhunojAwVg7Y6F16/H0mDEmNh6r4zCDFFDEY+vXg4Qn/6isinpRMb+TReFAW8g4NvH57HgwvLg281jc6BLD/ZF+Lfvn2ObWf7hw7gTwXxbIFwPD+UpeqyGfE4TEyzxs7L6UoxUYZVbrR4rjQz7Uz/hDy0pmnYzXrqrcahN6eT0RR7O2LkizdfKGqZHnrCXQT7ynPLBpsGfNYrjhQo2Gw2qqsdKGhkEwkG+vvpPdfO7g/eZ19XChUwNCxk1ea7uXNp3eVFntpHd6SDjmCmXAyaqG3w4Pdf6iAV4nZUbhuZENNApqDy4uEIP9kbInRF5NNnJynyaTzVVhl5aHEdLruRb2/v5NX2bhLZYmnw7bFuIokcf3lHE48trZ8Sq1HdiTzheG7oTNS0Po82jG5BDfrVbvjD2dKW5/4w+sV14/JYmlaK3dp1Mcb7p3rZ1xnnZE9qqF8hkStyJJzkVDRNi9d2U/ep9nUTDQSIDB4lNNWUkgauOiemYLbZcVY7MQOZVIJY5Dh79p3lg+2nGSh1CzBr2QbuvGcdjdbL1zW0eDlUPV6+Wp2TercXv988pc6XisolRZoQ40TVNN481sPzuwKcGRb59Mnl7kmPfBpPNpOe9bOc/KuquXgdZn62v5RJGs8W+ej8AD2pUuHzuVUe6m2VXaRGErmhrU4Al904bcdvDKdYjeiXN6BfXFva8jwQQXtiPsoYFqi9qTz7OuO8d7KXvR0xLg5ky/PoCgxvCtYobXnu64zdZJGmEe/pJtgVIjVUO9XR4PHiucZTTlceaGvTQSoVJ3BwG386cYbD4QwaCmbPYtZsuYctC6uveMPUyPRECHZ0MjTlw1pHvdePzymbVGJsSJEmxDjZfn6A53dfHfn07EY/Cyok8mm8mPQ6Fnus/JO7mvE7TXxvZ4AT0RTZgkp7KMn/7/2LBGM5nt3gY2591WRf7nVFyitpg6bzjLQr6VvqMazxUDwUpXikm+KxXgzrvbd1n7FMgUOBBO+d7mX3xRjnejOE4zkGMgUK6vW3wS/0ZdjfGefJ5S4c5hu8bWk5eqMRAsGeoXNiVbUNuD1erlU76Ww2bDU1OHQQzQU5caCXM7okiSKgr2bOio3cec9K3JYrn7BF+qIROjuCZMuXbqhtwO1rxCPvrGKMyK+SEOPgeCTJD3YHrhv5ZKygyKfxoldKg2+fWe/H6zTz7Y862XlhYGjw7fd2lro+/2JLI2uanBV5zqs0I61UpBl0Cm67ifpptkV9PfomRykmqs5C8WgPhf3hURVpyVyR9lCCd0/3setCjDM9acLxHH3p/FVz9HRAo93EHXOrcVWb+fBcPwe6EmTKMVHtoSSbZleP/IBqH93dAQLhwY5iPc66Bjze6wyXNdqwOatxWBRIpInHMiiKhoZCVeNS1t15DxvnOK4+Y6bG6Y500dmVLG/N6nDUufD5/UgalBgrUqQJMcZCsRw/2hPk1fbua0Y+VVVg5NN4GT741m038vcfdvLWiV4yBZVwIseLbRHCiRz/aEsTDyyqq6jiVdU0ookc3eVUiJoqA267aUp34t4Skx79sgb0rQ0UdgYoHoqiRlLo3NYb3jSTVzkRTfL+6T4+Oj/AqWiKUDxHb6pA7ooGAAXwWAxsnl3NvUvrWeWz01htJqdqqBoc6CoNsz0WTrK3I3bDIk1L9tAd6iI0eE5MsVHb4MHjvbJpoGxoVpoCCQ3QSmcQDfUsWLmZu+5qof4ai6dappto8CKdPYN7nRbqXB78jTXSkSfGjBRpQoyhqRz5NJ4cZgN3za2l3mrC4zDzm0Nh+tIF+tOlwbfdydKK1VMV9G/Uny4QTuTIlVdCXbaZs9U5qLTl6abwYWcpdL2tG90Ds675tbmiypnuNFvP9PHh2QGORZOE4zl6kvmh1eTh6o06NjQ6uK+1gTWNDpprLHicZhwWPTpFoVDUWOV34LGbCCdyhOI5DgUShOO5EX8O+d5uol0BBmsnjNXUuzx4Gq7TqKKzlWal2fXA4HUq2Ge3su7ue1nXZLtm0VXsjRLp6CQ0uBuury4lDXhm1u+IGF+V8WooxDQwUuTTF6dI5NN4shh1rPDb+ef3zcbnNPHDPUEu9GVI5Yvs64zzH949Tyie4+m1XvzVk99UES0nDQxuyLlnSNPAcLr6KvQr3egaHRSPlbY8jfc1M3igsqBqXOhN88HZfrad7ac9nCQUyxFN5kjnry7ManQKqz027mttYP3sambXWvBUm6m2GK4a5mzQK7R6baz023n7ZC8FVaM9lORQIM7Di+uvc8Uqse5ugl1h0oMLaY5S0oD3qjNlQ4+EzebA6bQC5UB3s4dFq+/g7i0Lqb7mu2Q5VP1i11BzgmKvp8HXiM9WOavBYuqTIk2IMfLuqWtEPrWUIp9mT7HIp/Fi0CnMq6/iz7c04Xea+V/bOzkYSFw2+DYwkOFbm5tuetzCeIkk8kPn0aCU2TnTijT0pZlp+pUu8m+co9gWJX9+gGCthY/O9bP1bD9twQSBWJZoIk8qV7wq6tMBLK+r4v7WBjbMr2VuuTCrtRkx3KB7ZrHbyrpmJ3861UtRgxPRJHs74jy4sA7dNW+r4Fh4J5/735u5J1ZAAxSTE3djM3XX3YPU0bDsAb76t/N5ZKDcaqC3UONpYpb3es9bBcf8LXz6n/9/3PGtwcdx0OBvxi3vqmIMya+TEGNgf2ecF3ZfEfk0v4avb2ykdYpGPo0XRQGvw8RnV3nwOEz8/UedvH+mj3xRo2sgy8/2hwnFc/yjO5u5Y241+knqKIgkckRmSmbnCPSLatGtcRP+sJN9wQQ7f3OcNruRrvLIjESueFW2plWDJXYT9y2tZ8vSehbUVuGpMVNnN93SucOaKgMrfHbm1FVxpidNf7rA4WCCc70Z5jdcqytYwVztYe5yD3Nv+lEUTE43c5e5b/k2c5a5mXPTtxHi1kmRJsRtulHkk3mmHDS/RTVVBh5cVEeDzYhnu5HfDRt8+/rxHrqT+UkdfDs8WN1sUHDZjdRUzayXzGgix56OOH+qMbH3Y7MJ2I1Ew0niUbhyYoZZ01hgNnDvglruXO5iUYMVb7WZ+mrzqJ8DOkWhxWNjTaNjaNbg4My0axdpQkwvM+sVR4gxdinyKXpV5NOjS6ZH5NN4Ghx8W2udi6c8+DYUz5EoD77tTeUJxbN8bpWHBtvErWLlixrRRJ6+8s+0zlo6jzYTVkT70nn2d8Z5/3QfeztjXOjNEo5lGfDZKA5+UblAM6oac/Q67p7t5O5VHpb67HidJhpqLFSN0e/+vIYq1jY7eO1YN+m8ytmeNPs64zzR6ppRndJiZpIiTYhRujzyqTSTqcZi4IurPXx2pYe6GTJPSysWyGVSpDJ5VMWAxWrFYjZys7taJr2OJW4r/+TuZnxOE9/fFeB4pDT4ti2U5L8MDb71M2+CBt/2pkrn0QYHrE73rc54tsDhQIL3TveVh8ymCcVz9KevHjKr1zSaNbjDY+OeNV6Wza7G5zDhqrNgG4fOXKtJzzKvncUuKwcDCVLluWvHI0lWNzrG/PGEqCRSpAkxCqqm8dbxHl64RuTTM+t9+CqgO3F8qGQHQpw/fpjDh49x6lwHgXAPsWSmPP9Kh95UhaPWha95PouXrWL1mhbmep2YRijadIpCU01p8K2vPPh2x4UBiqrG+b4M398ZIBjL8udbmlg3AYNvh291wvRMGkjlihwNJ3nvdB87LwxwenDIbCo/dK5ykE4Bv8PEZpeNu2dXs3JuNX67CXddFXabcVx/Hgqw1GNjXbOTg4FEOSaqFLouRZqY7qRIE2IUtp8f4Pu7AhycMZFPBeJdx9i79R3+tG0/x8910d0XI5ZIks7kKBTVS119ig6D0UyVzYGjug7P7EWsvvtjPPbwFlqbq6899Z1Lg2+faGnAbS81FLx5vOfS4NvDUcLxHP/ojtLgW5N+/La6SkVadujjUpE29QvvbEHlZDQ1NGT2ZDRFKJ6lN1UgW7h6yKzbYWLTbCf3zq9lld9Bo82I227CYTeim8CGjqYaM6sbHdRVGelN5+kayHKgK05vKj9jVqzFzCRFmhC36Ni1Ip9mO3lu4/SMfComOmn74HV+97s/sqv9LMHuAZLZq0ctDNFUCrk08VyaeF+EUOcFzp5op+3AIf7sc5/hkU3zqR3hfdVhMXDnvBrqrEa8DhO/PhShN5VnIFPgvdN9dCdLW5GfXO4et8G3pczO/NDHpWD1qVkM5IsqZ3rSfHCmnw/P9XM8kiQYLyUpZK4xy6zeamR9s4N7F9SypsnBrJoqPA4jTothQguz4Ux6Ha1eG8t9Nrae7SdXVDkaStIWTHDP/NpJuSYhJoIUaWJE+VgXJw/tYffeNk5fCNITy6DqzVirXTTOW8KqTZtZs3QW9VU3eUhYy9F/sZ19O3awp+00XZEBMpoBi7MB/9ylrN68mXUtc2iwVuaB+1Asx4+vFfm03s/9C6Zb5JNKsvMgf3r5F/zm9x/SfjFKPDO8OFPQGS3Yq2upq6/BbjGgZuL0d3fTO5AgUyh9pVpIMxA6y4F3f0t3T4xE+is8dd8S6keoeSyG0uDb/+3eWXjLg2/P92ZI5VX2d8X5j+9eIBTL8fQ6H43jsLUcTeSIlGek2Ux63HbTlGoCKaoaF/sybDtXHjIbShCI5Ygm80MdyMPVWAysanRw7/wa1s9yMqe2Co/DRHWV4YazzCbKUndpy/ODs/1owPFIir0dce6eV1uRua9CjAUp0sS1aRlCbe/x2m9/xzu7T9AZ7SOWSJPNF9EUHQaTBau9mj+++SYr73uSzz75AKvmVGMc6cUyF+Xo+6/wm9++yY6jF4n2xUllchTRoTeasdrf592332bNQ5/kM0/ez6pZzor6BR2MfPrlFZFPT0/LyKciA2e289rPf8gvX9vDmWicXHnRRWepY3bLWjbfdQdrWufiq7VjMRsx6HVoxTy5dIzuiyc5tOsDPvjoIKeDcfJoFFI9XNj/Br8yWbE7n+HPNjaPGERdGnxr5VubG/E5zfzD9k4OdA0Ovk3xPz/qJBjP8c1NpVl0YyWVLxJJ5IaK8AZbqbNzslaRbpaqaQQGsmw/P8DWM320BZN0xUqzzK618mk36Vnms3Hfglo2zqpmXn2pMKutMlbkanC9zcgKv52mGjMd/Vm6U3kOBeJ0DmRorrFM9uUJMS6m07uKGDMFogff4Jcv/IiXth4nHM9y+TlilVw6QS6doL87QjgQpCeR5RtffpyNcx3XDhcuDnDi3d/y4xd+yR8PdxG7bEVGRS0WGMgkGeiNEglHGUgX+fqXHmVt03VCkSdYQdV4tT3KD/cE6Rge+bTSzZemXeSTRvLibt74xQ/56e92cK43TUEDdBYaFmzgwSef5JE7VzC/0U1dtQ3LlTOwNJX8ipWs3ngnd9/9Lq/86kXe2nWWgQKo2X4u7n2T116fw+zGT7OpeeQkhtLgWzOfXenBYzfx7Y86eW/44Nt9IcKxHH9xRyN3zq0ZkxEZPck84XgOVav8zk5Ng3A8y64LMd4/28ehQILO/izhRI5EtnDVLLMqo46lbhv3Lqhl8+xqFjRU4XWaqbMaxvWM31jQ6xRaPTZW+R109GcpqhpHw0kOdMWlSBPTlhRp4irFnja2/uH3vPHBUYKxPJqpjvmr7+De+7ewfE49plwfXSf2s+3dbRw4GSDefZbdv/8N3qYmPA13Ms9x5RulxsDxD3jj1dd471AnA1k9tQs2cNeDD3DH8iZs+R7OHfqQ997bSfuFPpKRU+x45UX8zY24n9rIrJGWWybIe6f7+P6uAMfCwyKfljbwtQ2+aRf5VOw7zoe//w2/eW3XpQLNUM3cTY/xmS99lo9tXISvxsp1d3YVHcaqalyznNQ2NNBQa8Nk+AmvfniGWBGKyRBt297no9XLWeRfSf1N7CLWVBl4aFEdLpsR9w4TrxyJEi8Pvv3D8W4iiVKh9vGlDVhvc1vy6s7Oysvs7Enm2dsR473TfezvinOxP0M4niOWKQ4Vl4PMBh0LGqq4d34tW+ZUs9htxesw02AzTrlBywtdpZioN0/0kC9qnIqWujwfXVKPscKLTCFGQ4o0cYUcXQe3s33PYTpieTR9HS0Pf4GvfOlJ7lrqp9ZuRqfmSG3ewsbV8/np93/OG7vOE48eY/u2nWxavYTZq1xc9jaZ7+LQRx+wfe8ZerNgX3A3n/zaM3z6wZU01VkxqFkSmzawtuVFfvTjl3j/SIRk6DAfbN3BuhWLaFpWd+3VuQmyvzPO87uuEfm0yU+r1z7tBpwe276T3/9+K8cjyfIKmoM5m5/gS899hSc2zKXOarjJolTBYG1gzvpHeSoSJBiI8t6pGCpFUl1t7N93mDs2trLZf3MvQ1aTnnWznPzLckPBT/eHCMVKg2+3XygNvg3Hc3x+9e0Nvo3EL8/srJTxG/3pAge74rxXHjJ7vrdUmPVnChSvWDIz6hTm1Fm4e14td86rpsVjw+csFWaTkd4wVhxmA8t9NhY2WDkaThLPFTkSTHKqO02LZ3KzXoUYD1KkicsVujh2+CinzveT0xSq5q7ngUce4f6186gzDZZKVTgbmlhyxxM8dvYkZ84H2BfMED56hBPnO9mywkXDsKoqe7GNAwfbOdOTRTM1s/q+h3nogXXM91SViy8Dtd75rH7k0/QHOwmG3uRwNEng0AHaTtzD+qV1uCbpfWXkyKeaKbcScUNqjH2nLrD7bB9ZFcBIfeu9fOKzn+fjG+fdfIPIMHpLA4u33MmWffs5cm4P4QJouR7OnDjOqXMR1vv9N/1CNDj49h/f1YzfaeZ7OwMciyTJFlSOhJP8162XBt+ONjZo+EqaTikVaa4JTDsYLpEt0hYsD5ntiHG2J00onqU/VSB/5ZBZRaG5xsydc2u4a14Ny7w2/NVmXHYTVpN+Wqz2Kgq0eOysbXJwNJxEG4yJ6ohJkSamJSnSxGWKvR1c6AwSTRQBM41LV9GyaC41pquLEZ3FTUvLEuY2buNgMEy+t5OOrgg9KY0G++BbQp7AyeOcPt9FvAjGpsWsWrmUha6qK1bHFIzO2azdsJaWj/ZzLBog13OGU2c6CAyswlU38cVQXyrPz2dY5FMucJjwxXb6cqUCwFC/lDsf+TiP3rWQhlEUaCU6LO6ltC5vZcHWg4S78kCRgc6LXOwIMKD6qb+FH69OUWiusfD0Oh8eh4n/tb2T7efLg297Mzy/K0AwnuUvNjexrvnWBt9qWqmzM1peSXOaDbjtJswT2LWbyhU5Hkny/pl+dl4Y4FR3mlCsNMusNDD4EkUBv8PM5jnV3D2vpnSwvtqC22HEbjJMy67H2bUW1jQ5+F15y/tCX4b9nXGeXO7CYZa3NDG9yG+0uIzW30f/QIKkCuhq8DZ6aWiwXme7UYfD1UBdjROTEiZdiNE/kCCR1mCwSFN7uHihg0A4iYoOz9xFzGlqwn7N93sDtQsXs2BOI3V7A4TzPXR2BIh0Z9DqJraBIFNQ+e3hCD8eFvlUXY58+sx0jXzS4pw9uJuzR06Umjp0duauv4d779vAnGrT7f3762tobp5Ns68aXVc3KlDoixCJROnNQ/0opmg02Iw80VoafPvtjzp5Y9jg25cOR4nEc/zlHU08eAuDb+PZApFEjnR5/p3LbsLtuM3v/SZkCyqnoym2nu3no/P9nIikCJVnmV1ryKzLbmTDrPKQ2UYHzTUWPA4TDrO+4rtQb5fFqKPVa6fFY2PXxRiZgkp7OMnRUJKNs6sn+/KEGFNSpInLaJk0mVyWvAbobDhrbNis13+DU8xmzCZD6RdJy5HN5MnnLm3DaNkI4XAPffEiKA7cfi/19Xautyajc3rxehqosyqE43n6unvo70+gMXFFmqppvHmshxd2Xxn55OIr6334p2nkk9p/hiOH2jh5MQGAoWEp6zZtYO38mpFHq9wUPTUuF25XLSa6yQDkYvQPDDCQ0sA8ugdwmA3cObc8+NZp4tcHI/SUB9++Wx58G4nneGqFm+qbGJESTeQIJ3IMnr0fz6aBfFHjfG+aD86WhsweCycJxnJEkznS1xkyu7bJwT0Lalnb6GBWrQWvw4TTYph25yJvZKnbxvpmJ7suxgA4Fk6ypyMmRZqYdqRIE5dTVVRVK62kKCZMJgOGkRaNikWKRRUVQNGj0+vQDavA1IFeevsGSBQAxUltXTVOxwi/doY6auuqcdgUiKskYv0kkkmKMGHNAzvOD/D87gAHuy6PfHpuo5+F0zLyCUCl78wxjh07SSirASZ8S1exakULbsvYfMMGmx2b3YZZgYwGkCObzpLNqnDdsv3GLMbS4Nu/uXcWXoeZH+4JcK43Q7o8+PY/vHuBYHnwbVPNyAV2KWlgWNOAY2zHbxRVjY7+DB8ODZktzTKLJkpDZq+cZVZtMbDKb+feBbWsa3Yyp86C12GmpoKGzE4Gj8PESr8Dj91EuFxYHwokCMdzFdHkIcRYkSJNXEbftJZHn/7HzHsgjqarY/76hZc1AVxOIx+LEU+myJVX3hwOK1VVl26gDvQzEE+QUgGDFbujiqqRRmooFqzWKsxmPaBSSMRJpFJkNcZgNefGjkeSvHDdyCdnRQ75HBNqnI4zZzl3obv0szR5WdCyhIXzasbsRUIxmzCZTaWfowagoqoq6tWLRrfMoFOYV2flm5sb8TlN/MP2Lg50xUtjGrpT/P32TgLxLN/a1Mgyn/2693PV+A3b7Xd2appGIJZlx/kYH5zt43AgQedAachsIlfkiokZ2E16Wr2lWWYbZzmZX2/F66zcIbOTwahXaPXaWOm38/bJXvJFjfZQkkOBOA8vrp/syxNizEiRJi6jq53HyrsaaSlqgA6j2cw1egZKtCydFzsIRvooAIrNhdddS6310htJIZkincmSB9CbMJtNjDwBQI/JZMZo1AN5tFyWbD5f2n4d5/enUCzHj/YE+f2MiHy6nJYN0tHRQVe0lKSgb5jNvDmzaXaM4fesaVxekRgwGAwYxqjwKA2+NfGZlR48jtI5tXdPXxp8+/P9YcLxHH+5pYm75l178O3gdieUCj+X3Uid9dZfJjWtVPDtvhhj65k+DgbidPRnCcdzxK8zZHaxy8q982vZPKeahS4rXoeJeqsR03TrIB4ji91W1jc7+dOpXooanIgm2dsR48GFdehm8CqjmF6kSBOX0xuxWI3czPzuYs9R9u1r42RXCg0Fx5xFzJ/VRMPQb5VGNpshm8ujAYpej16nu+F2oaJTLr3IFgrk8wWuThscW8Mjn7qHRT59ZVpGPl1N7Q0RDoXpKS2JUu1rotHvwzGGDaxaNks2m+XSkUUDRpMR4xjvTtVUGXhwYR0NNhMeeye/OxIlli3Sm8rzxvEeookcf7GlicdbLh98W1A1woncUORXbZUBj8N0S0NSe1J59nXE2Hqmn32dcS72ZQjFs8QyRYpXLJmZ9AoLGqzcM7+GLXOqWeKy4a0uzTK7KsVBXKWmysByn505dVWc6UnTny5wOJjkXG9m1ONXhKg00/udR4wbLRNk39uv8da2NoIpFYxelq1fTctC77Az4Br5XJ5CoVD+WEFRlBsuiF3234sFimrxiliqsTVS5NMX13gnbUbWxNHI9vbQ29tX6urFQK3bQ4Or7jZOil39GPl4jFgsUT6PBuirsNmtWC1jX5BYTXrWNTuoeWAOHoeJn+4PE4xlSWSL7LgQoy99nnAix+dXeYYivfrTBSKJ/NDAYrfdhPsmzqMNZAocCsTZerqfPR0xzvWmCcVz9KcLFK5YMjPoFObUWrhzXg13za1hqWdwlpkR6xQeMjsZdIrCUo+NNY2OoQafo+Ek+zpjUqSJaUOKNHHLtFyEw2/9ip/96k0OdMTIa0ZcK+7lgbs3sMRlvqzIUsuNCKUbamiadtXh6KtdXsZdeWZnrF0r8umJlmGRT9N+50QlMRBjIJYorVjqrNTU1lDtNI7hDrPKQE8vPT39DJXsthpqa2qoHqcaeHDw7V/f1YzPaeZ75Z9xtqByJJTk/916kWAsy7Mb/CxosBJN5Ihc2TRwnfNoiWyR9lCC98/0sftijDM9aUKxHL3pPPkr/qLQKdBcbWHL3NIss2VeO/5qM26HCds0GTI7WeY3VLG22cFrR7tJF1TO9qTZ1xnniVbXtD6eIGYOKdLELdEyIQ6+8Qt+9OMX+eBYmERewTZnMx//1Ce4f00T9it+o1RNY6gsu9l3I01jqJIb5wLtQFcp8mn38MineTU8t3F6Rj5dTzqdJp3Olv+5rdjsNqwjjF65ZVqCYChIKBJnsE/AUF1HfV0tNeP4Xjp88K33GoNvX9gVJBTL8edbmkjlilfEQV0+fiOTVzkeSbL1TB87LsQ4FU0RjGfpSV57yKzPYWbTbGd5yKyD5ppSYeaYpkNmJ4PVpGeZ185it5WDgQSpXJEjoQQnIklWNTom+/KEuG1SpImbpqUD7P/Dz/nhj1/mw+Mh4jmwNq7n4198mk8/tJJGx9UrL4oyrDZTbm67s1SjDRZ2pduMhwu9GX6wO8DbJ3pIDkY++ew8u3GaRj5dl0Y+XyA/uC2tGDGajZhMY/fvrqUDdF68SGf34DqajhqvD6/HwxhN+BhRg83I460NuB0m/tdHnbx+vId0vjz4ti1KJJHD6zQTjGWHbuO2m6itMnA0nOSDM31sPz/A8UiKYCxLdzI/1P07nMtmZP2wIbOzasx4HGacluk/ZHYyKMBSj411zU4OBhJowLFwij0dMSnSxLQgRZq4KVqqkz2//xk//Mnv2H4iQiIP9tmbefzLX+VLn9jM/AbrNc8v6RQdilIudhTl8qLteo+lqWiDW6S6myvsblVvKs9Py5FPfcMjn9ZP38inkWnD/l8p/dzGrEbVSF04w+lTZwkOHkhTnPhnzaapqWYMz72NzGE2cEd58K3HYeJXVwy+tRn1pPKlYt2oU2gLJvgXr53mZDRNIJYlmsiRusaQ2boqI6ub7Nw7v5a1TQ5m11XhdZionoFDZidDU7WZ1Y0OaqsM9KULdA1kOdAVpzeVn57JIGJGkSJN3JCWuMDOV37KD3/6KjtPR0nmDdQsvJsnv/IVPvfoOubWWzFc871IwWA0YjDohz7W3dRKmsbQPqfegEGvZyzHQ2UKKi8eivCTYZFPNdM98ukGDAYDBkPpfJSmFcnn8xQKYzT3RItx7vhRjp3oJD1YozmamDNvDrNdE/tvbTHoWO4rD751mvjB7uDQ4NvhU/6Lmsbezjh7OuLXHDLrtOhZ4SsVZuubncytLxVmtVbjjB4yOxlMBh2tXhvLfXY+ONtPrqjSHkrSFkxwz/zayb48IW6LFGliRGr8HNt/9xN++NPX2H2mm1TRhHvFQ3zqK1/mUw+soLm2aoSVEKU0F8146dds+HGza9MoFosUy+fDFJMJs8k4ZoNshyKf9lwe+fTUchdfWefDP16n2CuaDqvVirXKgkISTUuRjCdJJodlsN6GfOgYB/cfoD2QKf/sddTOXUrLkkV4RxkHdTsMOoW5dVa+sakRn8PM/9rexf6u+GVfo2ql5oDhrCYdLR4b986vZeOsahY0VOF1mqmzGjHJkNlJtaQcE7XtbD8acCKSYm9HnLvn1cr5PzGlSZEmrkuNnWXbSz/mhz/7A/vO9ZBSq2ha/xif++qX+cSdS/A5zTeMajJZrVgtZgxAvlikqKqMOGBey5VmaQ2uapgsWEwmxup41FDkU+AakU8u6ww9N6TDXl1NtdOBnh5ULU40HCEaTaJ5HLe3lqbFOLN/J7v2HCOaLZfnBhcLViynZYl3Qs6jXYuilLIze1N5ErnrT+Ez6RUWuazct6CWzbNLQ2b9TjP1NuMMOrNY+RpsRlb67TTVmOnoz9KdynMoEKdzIENzzc1MfRSiMkmRJq5JS5a2OH/889fYe66XtOZk3l1/xhef+TyPbViAy35z4xl0TidOu40qBXKFHLlcnnyR60c1ailSqTTZbGmrzeJwYrdax+QXtRT5FOSDM/1k8sMinzZM88inm2B2u3G7G3DqztOj5ol0XiQQCJNtddywkCqmkmQ0BX2VlctHnmnET+9m67vvs/dcrDyQWME+bzXrN6xlqev/395/xrZ9pv+/5/tLUuwUKVFsqrYlWdW9JXF6mzSnTDI1k0z5/f5lD3ZxsMBiF9jzZLHAAgfYs2f3yZ6DPf/fzCSZzExmMjPpvTuJey8qLuoSexF7/+4DqtqSLTmyLEv3CwhiSSRNWSL54XXf93Utf9VSlmEonOLD7iAf9QQ564njjmbnvXy+CAa1kr3rLDzZbsWoEU+ZK5FSIdHuMLC12sRwJEOhKNPlTXByNCZCmnBbE884wtUKYbq+eIu//f1DjvaFSCkqaXvwBV56+ac8vK2eCp1qwdUVhbkCS7kJgxLGi3FisSSptMy8pbFChHAkSixZBBSUWyowmUw/eLj69MgnP9FM6aBAc5WO3+6q5oHm1T3yaSGUFXXUNdTiKj9OMCKTGu7i3PleBu5opLV8vp+2TNp7nm/ffZv9Y5Xs2vcsj26rngp1+XAvBz/9gE++6yU4WUXTVLPpzr3ctXMD5mV89pFlGAileL8rwMe9Qc57EnhiWTJznNCcqSjL9PiS/C8HRoikcjy32b6gBrfC8mu26dlZV87HvcGpma3HhqM83mpd1NQIYQUrpgkPdXFk/36OnuvDM55B0lmpad7C7rv3squjFtMqSzWr7NsRfjiZZN9hvvz0Cw5e8JOUzbQ88AIv//YXPLqlFrN2cWfxJJ0Du91KhUFiLDpOMBAhGi1A+dy/esVxLz5/iEgGkLRUVFkxm/U/KKRNjXw6NXvk00s7XTzTacO8ykc+LUiZk+aNLTTVW+iKhCkmhjl18CBHdm2ifm89+qtyWp7w5YN89MbrvPnhEfrjBnqiElrtT3igrQpVcphjH/+Dv721n15/urTELWlxbb2Xhx6+hw67dlmauMqyzOVgivfOB/i0N8R5bwJvLDPVEw9KA81b7HoS2QI9viTA1B6zbEFmPJ3n4OA4w5E0p8bi/GaXi5115eLk5gpj0qjY5DLQXKWny5sglilw1p3gYiBFu8Nwq++e8AMV034uHvyQv/35bb7vGsYXjpHKFkClwfD9d3z37ffct+9n/OTpO1m3lDOHbzHx6iTMJicYOHOc0139RDJg7riXJ555hoe21GG+kfE9yirq62tw2HR0jScZHRjC4wlRqLXPseJZZLyvj8ERN+MFoMxGTa0Tu/XGTwDON/LpZ1vtvLjdKaoikyQNzo4tbNncwuGeQ7izGfznv+T9t+uorvoJ97VWcuVPoRDzMnT5Iv3uCPFilPNfvMnrBgOqpztQdH3A63/9gKMDYTKlhIa+fgcPPbWPh7bVYLzJfTeKssxFf5J3zwf47EKIbm8Cbzw7axqASaPkrnVmnttko7pcw5+Oe6ZCWqvdQLNNx5mxBBcDSXIFmf5QmjdOeenxJXlxh4NnO21UrfqRYbcPSSr1TNtRa6LLm0CWoduX4PhwVIS0211hnMHjn/CX/98feP/kCHHJhL2uk06ngWJkhP7+YXqPBwlG0uQVGn73k504Vkm6WSXfhrBksiNcvNDPsCdJUVFJ88497Ni6gYobna8oaalt2cj6eieHLvcRvniGcxf7uGOTjeorT/blvHSdOU9vX4AsUOZopHldLS7DjVcsvroU5veHx+j2JikUSyOfnmqr4je71srIp4VT2zq44569HD51Efe5IIWEl/Nf/JX/lksQ/eWPeXBbA5apZWol5g138PDjFxl0/5Ovu4NkI0Oc/PAVImfKITxM/2iY1EQbD42tk/uf+Rk/fmQL1VeOpVhChaLMBX+Sd875+fxiiG5vEn88S27GDE2zVsXe9Wae67Sxp8FMQ4WWUDKHSTOdHM06FS9stvOLbQpeOermy4thkrkCkVSeAwMRhiNpTo+Wqmrbak1r9MDJyrOuQsf2WhNvn/MTyxQYDKU5MRLj2U02TGI/4W1KJjnaw5FP3uHTk2PkK9p56Omf8+NHtlBrKkNO+bh87HPefvNdvrt8mK8+qaO5vYnnt1hWxcg18VsrzFLwDzM86iWQlkHjoL6hGodV8wN+2SX067aydVMr358YpCd4nq8/+IjGeidP7V6HebI8U4gxcOAjPvz8EL3BLEg66jdvoW1jA+U3WHU5ORrjD4fHODwUnRrbc98GC/9+x9oa+bRgShMNux+ladt5NOc/JiMXyYSHOfPFGwQHznBg12527dhKx8b11DitGPVVNO56iIcuDjDq/5quQJZUcJCeECAXKeUiCY2tnfuf/zUvvXAfrfa5mx7/UPmiTI83wdvn/Hx5KUyPL4E/nps14LxCp+KeDRae7bSxu76c+grt1At3NJ2f9ftQLMpYDWr2rjPTaNWxrdrHX056uRxMkS2UllD/fMJDjy/Br3a42NdRtSb766002jIFnU4j7Q4Dh4eipPNFznkTdHkS7Gkw3+q7J9wIOYl3oJsTR7oIqqrZce9zvPzrp9nuMqFWAHIj6+ptaIopQv/rP+m9cJZjJy7w0ObdVKyCp3gR0oQZZDJ+H4FwhGQRyI5w8I3/D6PfvLrgVgnGlkf42Y8f566W6SaSkr6Wnffeze4TXQx/P8DoiQ955X/20H3HTjo2ODApkvj7znL0+wMc7xkjngd19Vb23r2bzetMN/SiPhBK88oRN5/MMfLpzjU18mkxJNSW9dx35w66jx3l254gWblILu5n4OwBfANdHPuqigqzCYNOi1oFxVyKiGeEsfjEuKepcAZIZVQ07uFHP3mRnzx5J63V5aUn1SWUK8ic98R5+5yfry+F6fUn8SdyFGaEM6u+jPsaLTzTaWNnXTn1Fi1GzezfKqVCQjmjGlYoyhSKMnq1ks3VRhwmNZuqjbxy1M1Xl8KkckXCqTz7+8YZDKc5ORrj17tcbKk2iqraLdZqN7CrvpzDQ1EAerwJjg5HRUhbqEKK0HAvJw8f5lR3H6P+CMksqHQmKh11NHbuYOfOLbTUmBYeIIppImMXOXXgIMfPXWIkECVdUKArr8LZsJHOnbvZsbkRh36OZ/tijHBwlOGxNBprLRu37mJTtWn67JmkQle5nvatO9iy4RPOdQfxDg3jL+ymYhUknFXwLQhLRyY+Pk4skSy1SyhEcV84jfvCQq8vUZFaz/0PZq74vBpr+wM8/ewgo/5/8G1vgIHT+/H3n+Zbk54yKU86FiEyniCdL6Isb+SuJ5/l8Xs6cdzAkO9QMsefT7j551nfnCOfjGtu5NMiSGW03fUY/6WQoeIv/+KLE/2EMzIUcyTH/STH/Yws9LbUNpp3P8iPfnQ3HTXGeaZS3JhsochZd5y3zvr55nKYC/4UweTscGYzlPFgUwX7OmzsqDNRZ9HOO+5LqZBmTQooyPLUbSkkCVe5hifaqmiq0vPmaR9/PelhIJQmWyhyKZDiT8c9dPsSvLTDyVPtNiw68dR6qzhMarZWm3AY1XjjWbzxLKfG4nhjWRwmsYdwfjK5yBCnvnybf7zzFaf7PAQjURKpLPkiKFRlaHQGyj/7lE/a9vDwsz9m3/0d2K7VkLqYoBgbpvfoAd588yMOdQ/jD42TSOfIyxKqMi16k5nPP/mEjr0/4tkfP8nejRVXBJMC+UKWbE5Godag1eu56q+UytBojRgNaijkyWcyZK/dNf22IZ5JhBmKpJJpMpncdaYCLJ5C56DtoV/wn5R6yv/6Fl+fGiIc8hIPzbiQVIa5YTv3P/NzfvLMA3RWGxf9Czpz5NPksGzz1Mgnu1iSWgCtpYZND/wMa30Hu777ks8++5pj3aNEMtduVwEKVGUKoEg+V4R8mP7TRzh6cgtNzm24lqBzbSZf5PRYnLfO+tjfF+GiP0komacgT//GOoxqHtpYwb52G9trTdSaNeivE8yVkjRrubNQZFbgg1K/tC2TVTWXgVeOuNnfFyGdLxJK5vjmcoSBUJqTo3F+vdPFJpdR7Hm8BcqUpZ5pW6qNfHohRK4g0+VJcHosxqMt1lt991aswvgAxz56nf/tD+9xYiBAIjf797+YLZDPpkmMh/B5xhjzhYmnf8uLT23GOtfDq5jEc+4bDv7rr+w/NcD+njHG07OfQ7KFONl0nEjQi3t0DH84RuZ3v+ThFvP0iX5Jh15fgaVcIhMJ4RsZIVRoxD7z7yzGS9W20RhoregtFsyrZLFEhDRhBiX2nc/xv/u/7+anifwNBDWJMksNjevmmpcnobHUs/mhn2Nr3Mb9p09ztruPEd84maISrdlOTWMbmzZ10tG6AZfVhGaRBa/5Rj79eGrkk2bR39HaJFFmrKJh011U1TWz5Z7HGbh8kQvd3Vy4PIwnGCWeSJIpQJnOiMlkptJZx/qNrWysUTJy8EPe+egg/eMpAhe+550/6dHrNLzwYDtVNzg6Ip0rcnI0xr/O+vm2L8zlYIpQMsfMHOUyqXmkxcpTbVa2ToQzXdnCfomUCq4IaTJ5+epHgEKSqC7XsK/DRnOVnjdPe3njlI+hcJpMvshFf5JXj7np9iZ4eaeTx1urMIuq2rJrsevZVVfOFxdDFGTo9Sc5Ohzl4eZKFGIv6tWKMYbOfsv7b77P0ct+0kUVRmcT2+59iHt3teAySiT9A3Qd+ZZvD5zicijC2Nmv+eCdKqrra/nxtsor2iTJJEbO8907f+E/3jqCJ5EnXtRQsa6DOx58gDs66jAr0/gun+Lw/v0cOTdKLDTIqc/fxVTppPq/PEunZeLnpDBhr95Ay0Yb3x3s5/T+D/lgUx0/3jvRa7GQItB7iC/f/5gjo3mM9bVsaG3BJkKasPpI6Ozr6bCvv2m3rzbZaeisxLGug533x0iksxRkCaVah6HcjMWkv+H9YmLk0xJTqDFU1tBU6WLdxk3suCvCeDROMp0ll89TkEGhLKNMrUarM2IymzHrJWItNtTFLH/54BgjiRju81/yj1d16LS/4dm7mxbVxDaVK3BsOMZbZ3183z/O5WCKcGp2OKsxa3ispZIn2qrYUm2i2qxZdHPi0p606Y/zM5Y752JUK9lWY8JVrmGTy8QrR8f4ri9CpiATTOT46lKY/lCKk6NxXt7ppN0hqmrLyaJTsanayLpKHZeDKSKpHGfdCfrDaRqtult991acfHCArsPf8H2Xn3RRgbFuK4/8/N95+entNFRZ0JdBPh3jzjt20L7hr7z25w85Fxxn+MwRvvvuDvZ0PkTdjEUKOevl4okv+ejjk/SN5yhKGuzt9/DMb/6NF+7eiLPCgFpRIBW9kz3b23n3L6/x5hcXiYb6Ofn9V3y9YzsbH26gtDhdRuX6TvY8cC8Hz79N17nPef3/7adr/zZaqg3IkSG6Tx3j+NlLhMqq2bHzHh7YU3f1kuhtSoQ0YflJKrSmSrSmyiW7yamRT31i5NPSU6DSGqnQGqlwXP/SmqY7efpXKVKpDH//7AzedIxwIEBwPE1+geXZRLbA0aEob531cWBgnL5QinAqz8ziVr1Fw2OtVTzeamVztZFqswbtDQb8q5c7ZQrXWd1VKiRqzBqe6bTRXKXj76e9/P20j5FIhnS+SK8/yR+PjNHtTfDSTiePtVpFG4hlopBKS57ba01TVfUub4ITI1ER0q5SIDTSx/lT5/CkZSS1g6YdD/HUM/fQXjt9GltlrMTVtIP7Hw0xeuE8lz7uIx0epr/nHL3e+6mrnbykTNrdx/kjBznlTlIEVNZGtj34LD95dDvrzdMjBcuq6mi940cU40FGB/4bn1xMEO7v4fSRUwzc08DGicUPVXktWx56nl94w/zx799w6ez3+PvPckBfBtkEsWicjNpO+/3P8fOfP8Ymm3pVtN8AEdKEVcATzfLa5Min9OTIJ70Y+XSrqAw4Wu/j+ZfTpDMK9vts7H3hFzx5x7r5Bk1MiWcKHBoc562zfg4OjtMfSjGeml56l4CGCi1PtFl5rNXKJpcRV7nmB5/WVSquvydtPiaNkh115VSbNWyeqKodGBgnW5DxJ3J8djFEXzDFqdEYv9rhok00Vl0WG6w6dtaaeO98gHS+SF8wxfHhGPvabWjFc8K0YpyAZ5iBgRB5oMxaS9OmrWx2zdEuR6HG0tBI6+YWnJ/3MZCPEfAOMzQSQ66d6Esmp/EOXebcmUtEiwBqqurb2H7nHurNV898VuqsNG7ZyZ27v+bApVNEE25GLnfRO/IEGxsnynOSmvKazTzyq/8D1oZ2Pvvsa46eH8AbiiHpKqnechd33P8wjzy8l82NdnSr6McrQppwW5tv5NPLO51i5NMtJKnLqd78MD//7zfwQFpHdeMGXBbtvO1Uouk8BwfGefucn0OD4/SH0kTTs8PZ+kodT7VbebTFSqfLiMukRr1ErVSuPN1ZlOVZhxGuR6WQqLNo+fEmGxttOt446eUfZ/yMRTOkc0W6fAn8h3Oc9yR5eaeTR1usV7UBEZaWXq2kw2mk1a7n1FicZLbAOU+CHl+CrTWmW333Vg45SSIeJBQpABL6iipctbXz9qdU6Mqx2BxYdRIDsQKpeIxIKEoRS+nxXYgQ8A0wMJxERgEKC7bqdTQ1W+YJHAp09lrWtbVSpzvN+WSKkH+MkeEwNNqnLiWpdFhq29m7z0Xzzofwh2IkswUklRZ9uRW7y4G9wshqy9/iFUy4bc0c+TQ0Y+TTT7fa+aUY+XTLKTQV1LVtpRYJhUIx5/JDJJXn+/4Ib5/zc2QoykA4TWxGOFNI0GjVs6/dyiMtVjqcBhwmNeolHpg993Ln4o/OmLQqdtWbqTFr2VJt4pWjbg4OjpMvyvjiWT69EKQvlOL0WJwXdzjZaNMv5bchzCBRGhO1q66cU2NxZKDbm+DocEyEtFmyZLMpUhkZUKDVGzGZLfPPS1aUoSrTolFLgEw+lyOTzkw9ZuXUOBGvG19CBkmDpLFjttqwX6MruaSxUGGrwVWp4HyyQHw8TMDjA+xXXFCFxmSjzmSj7gd/37cHEdKE29ZcI5/2tVfxWzHyacVQKOZ+Yg4nc+zvi/DOOT9Hh6MMhtPEMoWpryslaLbpebqjioeaK2l3GnEY1Tdtb6EklfYxKSQoyrP7pC2WSiFRX6HlhS12Ntr1/PWEh3+d9eOJZUnlipz3xPHFs5zzxPn1LhcPN1det0WIcGNqzRq21ZqoPKsilMwzMp7h5GiUcNJGhWjHUyIXkeUixYkZu6qyMtSaa+zpkgsUi3kKE3NwJYUCxYw3TXI6RSoWI14EKIMyMxqdkbn61E6ZbLNhUgAFcokYmVBgKb67254IacJt6cRIjN/PMfLp3/aIkU8rWTCR4+vLYd495+fYSIyhcJp4dmY4k2i163m6sxTO2uwG7EY1qmU4+KFUlP7+oiyTL8rkr9cW7jrKtSruqDdTa9awpdrEq0fdHBmOki/KeGNZPu4Jcnlir9ovtztpqhJVtaWmVilodxjodBrZ3xchWyjS5U1wxh3nvsa5WgUtL1mWyefz5HI5ZFmmrKyMsrIypOV8h6mwsn7HPv79/9pCsChhrG5hc+380UDOp0jGx4mmSpU3jVaHyWSaqrzJuTy59IxmspICSSFdZyO/EqWqDPXESBI5k6aYiP/w720VECFNuO0MhtK8cnSMT68c+bS7mjsbxMinlcgfz/LVpTDvnQ9wfCTGUCQ99bODUvWpzaHn2U4bDzRV0Go3YDOqZ+0Tu9kmlzxzEyc7F7MnbT4qpcS6Sh0/3eqgxa7nLyc8vH0ugC+eJZkrTU3wxrKc9yT49U7XxEEXUVVbSq320pLnt30RZKDHl+TYUJR7N1T84Gp7oVAgEY8TiUSIRMaJRMJEIhGi4+Mkk0my2ezEfzmymUzpz7nS53LZLLlcnnwhT3HijaZCoUCpUlJWVoZarUajVqNWa1BrJv6vVqPRqFGrJ/8rfU2jVqPWaKY+r9FoMRoNWCoqMJvNaDTX6BGpMOJo3MnDNVsoUGqro9bO9xwqkwv58Q4M4skBkgZzhQ2Hq3x6eVQhISkVEx8XIJ8gl8mQuebDqUixmCc/+c4ol0NOpxb8c1jNREgTbiuhZI7XT7j511n/jJFPGn6zy8VjrWIz9krjjWX54mKI97sCnBiJMTyeITkjnJUpJTodRp7prOL+pgpa7AZshrJbUgmdecLzhyx3zsWiU3HXOgt1Fi1bq028eszNseEYBVnGE8vyQXeQS4EUz4/Z+MU2J+tFm4glU2UoY0u1kVqzhuHxDIFEjtPuOCPjaeos2utev1gsEo/HGRsdZWRklNGREdzuMYKBINFolHQ6RSaTRZZltFotOr0OnU6HRq1BpVKhVClRKlWoylRotFpUkx+rlKhUKsrU6qnqWS6XI5vNks/lyOcLFAp58vk8hXyBTCZNIhEvfT5fCneFfIF8IU8+l5+47MTH+TxyoYhSpcJmt/P4E4/zo8cem+c7VKBS61CpF/A7V4wzeuEsx470Ei2CpLPhWtfMxtrpEChpNGiNBnQSjBezyJkgifEwkbQMZfM8ruUUqWSE8dJxUORCHjmXu/79WQNESBNuG+l8kX+e8fH68StHPjl5YYsdq0HsMVkp3NEMn/aG+LA7wMnROKPjaZK56fVDtVJis8vIs5027musYKNNj/UWhbNJpZBW+vONHhy4ljKlxAarjl9sd05U1by8c95PIJEjkS1waiyOJ5bl3ERV7b6mihvu+yZMUypKPdO21pgYHs9QKMp0eROcHI1dFdJkWSYcDnPp4iUGBvoZGRlhbHSUgD9AJpNBq9ViqajAYjHjcDrZ0NiI2VyO2WzBYDSi1WrQTFS0VCoVSqUShVKJUqFAoVSWKmUKJQqlYupzyonPQykQFgsFCoUihWKh9OfJz019bZ7PFYoUi9OfS6fTjI+Pk8tmcTgW0ODweuQc4cvH+Or9D9h/KUoBJZb6Fjbv2sUG4/TjVmEox2yzU6UFT7IAhQBB3zBDI2l2tunmXPaUU0ECo/0MBYqTPwgoFua45NojQppwW5ga+XTEzaXA1SOfasTIpxVhJJLhk94gH/UEOTUWY2w8Q2pGONOoFGytNvLcJhv3bLDQXFUKZythGoRSAtXE/SjehJA2yaJTcfcGCw0VOrZUG3n1mJuTozGKssxYNMO75wNc9Cf5yRYHP9vmoKHi+tUe4dqabHp21pXzcW+QXEHmYiDJseEoj7dakfN5RkZGOHvmDOfOnuVyXx/ZTAaLxYylogKXy8WWLVtwOJ1YLBYMBiMGgx6tTjdrmVGlUi3vXrLrKBaLU1U5VdkPfAMr5xkfPM5nb7zK37/owp+WUZrXsemuh3jkznr0M7/tMiv26kY21Gg5dzENcgpvfy+nj3Xz4MbtVFy12JFnfPgS546eZDA98ZiTZViC7QargQhpwm1heuRTbNbIp9+JkU8rwlA4zcc9QT7uCXLaHWdsvNR1f5JWpWB7jYnnNtm4e4OFpio9lXrVivq5zV7uXJo9afNRKxU0Vun41Q4nrQ4Dfz7u4b0uP6FknkS2wMmxOO5YlrOe0rD2ezaIvZY/RLlGxSaXgSarnm5fgkQ8zv4DR/ifuj4mMHQJr9eLRqOhpqaGe+65m3Xr11NZacVoNGAwGjEaDOj0epTK22c7hUKhQKvVgvYHhnw5R2TgKB+//t947Z0j9IcyoLXRcufjPP/8Q7RarzgJKulxNjSzecsGvrzURVwukvJ2c+iTd/ioycazd9TNCHV54u6z7H//X7x/aJjU1GEDCXE8v0SENGHFu9bIpx1i5NMtI8swGErxYU+QT3qDnHHHcUezZGaEM32Zkh11Jp7rtLF3vYWmKh0WXRkr8fDtzF5pS3G6cyEq9GXc12hhXYWWrTVGXjvm4dRYjEJRZnQ8w9vn/Fz0J/npFgc/3eqg1iIqxjdCkqDNbmB3VZHhY4fRe8/hkWOcXO9iV0cTe++5m/r6eqzWKiqtlRiNxtsqkN00cpZw32E+fO2/8acPjtEXSCGrK2m64yl++ZufcG+LdY4ZmQoM1W1sv/sBdh3r56uBFHJ2nOGTH/HK/+yn965dbG52YVLliHr66Dp+iENHewlLFmobFLgHPeQlCRTiTQmIkCascJ5YaeTT+10zRz7pxMinW0iWoS+Y4oPuAJ9dCHHWHccTzZKZMezSoFayu76cZztt3LXOTKO1FM5W8pvj0pD1iUraTVzuvJJaqaDJpuclg4tWu4HXj7v5oDtIJJUnnilwfCTGWDTLGXepr9re9RbU4o3JghWLRUaGh/n286/wfPwVpsEA2fIa3NbN7N7ZybP7tlDnspWqTsI0OUPw4iE+eO2/8fqHxxkIpUsVtL1P89K//4pHt9VSPs9BAElrpenOH/Hc4CDJP3/CpXCOYMLPwMmv8Ped5luLHrVUJJuMEglHyRmbuOuuzbiyJ3hj0IOkVCKpRDNyECFNWMHimQJ/O1ka+eSPzxz55BIjn26BoixzKZDi/a4An18Icc6TwBvLkC1MhxmTRskd9Wae3WTjjgYzG6w6zFrVig5nk2Yudy52LNQPJQFWfRkPNFWwvrJ0AvS1427OuRPkizLDkTT/OuvjYqBUVXthi13sw1yAQCDAV198yZdffE4+n6epeSPhhns4ETdR0Jpxqx2EFOU0i4A2m5wm0Ps9773yH/z5k5MMhTNIBhcd9z/Pr3/7U+7bVIvl6hLaDEr0to3sff7fqNmwkSMHj/HWJ4e5FEwTC44RC05cTCrDVLuJh3/8Ei9sgfNvHy1NLlCWIalFSAMR0oQV6lojn34hRj4tq4Isc9GX5N3zAb64FKLLk8Abz5KbEc7KtSruajDzbKeNPQ3lrLfqKNeqrtPAcmVRKpgR0krVNFmWl3UzuEalYKPNwG92q2lzGHj9uIePeoKMp/PEMgWODEUZiWQ47Y7xm50u7lxnEcv9c8hms5w6cZK3/vUv3G43W7dt5a69e1FXViOfjnHkoBuAHn+Co8NR9jSYb/E9XkGKKXzd3/LOK//BXz87w3Aki8rcwLZHfsZvfv0sd7Y6Mc3XSmMmhQZzdQebquqo2/ogm+49y5nT5+jtdxNO5JC0FVQ3trFl1x62dzZS7j/IqdREbzS1GkknmjuDCGnCCjU58qlr5sinNhu/3VXNOjHyaVkUijI9vgTvng/w5cUwXd4EvniW/IxlQItOxd3rLDzTWcXuejPrKrWU36YVztKetOmPCxNNbVXLvDVJkkq9vR7aWMkGq46tNUb+dNxDl6dUVRuKpPnnmdJetZ9vdfDjzXZc5aKqNikajfLF55/z4fsfYLVaefGlX7F5yxZsNhsFWWJb0I3dGMQXz+KNZTk1VhrTJd74AcUk3q79vPX7/+BvX55lZDyH2trE7id/xW9/9Tg7N9jQL+bhrShDobVSWVfJLsd6WrffTSSaJJMrgkqDodxCZaUZfRl4hlOMRxMUAaVWh9JkuUnf5O3l9nw2FVa1k6Mx/jDXyKc7qulwGsTIp5ssXyj1kXrnnJ+vLofp8SXxXxHOKvUq7t1g4ekOG7vqymmo1GG6zRsJKxXSrAkHkzM8b1U9UKtS0Go3UGUoK1XVjnn4uDdILFMgms5zaHCiqjZW2qu2p968LOOzVjKv18u777zD999+y5at23hy31M0NDRMddxXAB1OA1urjXx6IUSuINPlSXBqNMajLdZbe+dvNTlNoPcA777ye9744gyj0QI6Rwd3P/drfvPzh9hcX8G8gwiuS0Kp1mOx67HY5/iynCIRjxAKJ5GRUOuNGCpu/diulUCENGFFGQyl+eORMT6Zc+STWbQhuIlyBZlz7jhvn/PzTV8pnAUSuVkb6KsMZdzfWMG+jip21pVTb9GumikPMw8OwOQJT5lbWaOSJLAZ1Ty60UqjVcfWGhOvH3fT7UuSL8oMhNP8/bSPXn+SX2xz8NwmOw7T2qwIBYNB3n3nHQ4dOMCDDz3Eo489hsPhuGq5eqNNz666cr64GKIgQ68/ydHhKA83V6JYs28AiySGz/D1P1/jb5+fYTQqY6zbxgM/+S2/ef4eWqvLUd/Mf5pilPGIG48vDygwlluw2qtu4l94+xAhTVgx5h75pBUjn26ybKHImbFSONt/OUKvP0kwOTuc2Y1qHmyq4Kn2KnbUmaizaDGoV9fPQykxq0q7nCc8r0dbpqDdYcRmVNPuMPDaMTefXQgRzxYYT+c5ODjOcCQ9VVXbVVe+pirO0WiUTz76iIMHDnDvffex75lnqJinElOhV7G52khDpY6+YIpIKs9Zd4KBcJoNa3Qcl5z1cuH4l3z40XGGInn0NVu4/yf/zr/97G5aHMZFBgWZlH+QnlNH6XKnkJEoq6hl46adbF1nmrMuXYwG8A/2MRSXQTJQUeWipta4NN/cbU6ENGFFmH/kk0OMfLpJMvkip0ZjvH3Oz7d9ES4EkgQTeYozTjU6TWoeaq7kyfYqtteYqLNo0K+ycDZp5lgoWPr5nT+UJJXC8o9aK9lg1bK1xsSfT3i44E+SK8j0h9K8ccrLhYmq2jOdNmxrYJ9VsVjkxPHj7P9mP9t37OCpffvmDWgACkmizWFgR62JvmCKolxa3j8+El2jIU0m6x2g98RRzniSyPpa2vc+yU9/fA8tDsMNhYRcaIDTn7/Bq995KSKhqd/Nvpfq2bTONMftFYiMDXPhXA+BPEhGG86GJpocq/N5ZrFESBNuuaIs80lPkD/OMfLpJTHyacmlc6XeW2+f8/N9f4SLgRShZI6ZeaS6XMOjGyt5vM3KthoTtRbtqu9JVwpp099joShTWDkZbYquTEmny4jDpKHDWaqqfX4xTDJbIJLK821/hMHwdFVte41pVS/jDQ0N8c1XX2GxWNi3bx9VVddfJttg1bGz1sR75wOk80X6gimODcfY125Du8p/z6+WJzA2RG/3JaIFCWN1M1vuvIfN1TcW0EBCo1GhkjP4R0dJA8p0JZf7hgkWGrkyexUTo1w4dYDvTnrJoqDc2UBz52Zqr9niY+0QIU245Q4OjPP7w1eMfNpYGvm0UYx8WjLJXIFjQ1HePufnwMA4FwMpIqnZ4azWrOFHLVYeb7OypdpIrVm7Zl60lJLEzH33hYk2HCuRQpJwmNQ83lraq7al2s9fT3q4FEiRK8hcDqb48wkPPf4kL25zsK/ThlW/+qrRhUKBE8ePMzo6xo+ff57auroFXU+vVtLpNNJi13N6LE4yW+C8J06vP8GWatNNvtcrTDFKwDfM4HCcImWYbdXUratF/wMe9mqrnZqmRmq057mchsL4IF1H9vPNXe08u80+tb9NzoYZOP4lH7zzJd2hHJLazrr27dyxsw6teNoHREgTbrHJkU/f9EWmBnHvaSjnd3tc7Kg1iR5QSyCRLfXXevusjwOD41wOpIik87PmFzdUaHm81cqPWqxsrjZSbdagXWOHNGY2s4WbO2R9qejVSjZXG3GY1HROVNW+vBQmlSsSTuXZfznCYCjFqbE4L+90sbXGuKre9Hi9XrrOn8fpdLLnjj0LHuUkAa0OA7vryjk9FkcGur1JjgxF11xIk3NRxkNefJEikCd0YT9v/I9uvjEu7PdE0laz6f4n+cmP90xVySRDDY0dO9nd9h0DJ0MU8jFGTn7Eq/+vEJfu3EZLnRWtnMDXd5aj3x/g+Hk3SbkM64at7H3kYbY5NbdVj8WbSYQ04ZaZHvkUuGrk04PNlejKxJ6EHyKWyXNoIMo75/wcHBynL5RiPJVnaoYxsK5SyxNtVTzaUslmlxFXuWbNnqBVSrNbcEye7lzpFJKEq1zDk+1VNFXp2HLGzxsnvfSFUmQLRS4FUvzpuIceX4IXtzt5qqOKCt3qqKr19/cTCATYs+cOLIts2VBr1rCt1kTlWRWhZJ6R8QwnR2OEkzkqVmHVcV7pBIlIhGgeoEgyOEx3cJjuBV5dMjQj1+7kiZkPFYUeZ8ddPPJ0F17/W3T5M3hiXi4d+RTPhaOYTTpUco5UNEx4PE46r8BUt4X7f/wznrl7A+UimUwR/xTCLRHPFHhjauRTFhAjn5ZKNJ3n+4Fx3jnr4/BQlP5Qmmh6RjiToNGq48m2Kh7ZWEmny4irXI1auTbD2aSZEwdgck/ayg9pkwxqJVtqTDjLNXS6DLx21M3XlyOk80VCyRxfX44wECrtVXtpp5PNLtNt3xR6ZHiYXC5Ha1vroidDqFUK2h0GOp1G9vdFyBaKdHkTnPUkuHeD5ebc4RVIzmbJJlOkl/RXXUJtrmf74y9iq27g8MGj/OOjQ1z0Jhn3pxj3T19SoTFTt/luHn/hpzzz8A7WV5SJKtoM4pVQWHaTI59evXLk0xY7v9gmRj7dqEgqz3f9Ed497+fIUJT+UIpoujD1dYUETVV69rVX8VBzJZ0uAw6TRgzrnqC6ok/aSt6TNh+lJFFdrmFfu40mq543T3v5+2kfg+E0mXyRC/4krx5zT1XVnmirwqy7PV8GMpkM4VAItVqDw+m8odtotZeWPL/tiyADvb4kR4ei3LPectsH2IWSyjew+4X/I//Trt+Qu5EbUBqoql2P88qFD6kMo6OF1vurcXbcS+ud5zh3pouLg27CiSxFpR6LvYb1LR10bu5g44Y6HGYNa/ut4tVuz0encFuba+TTU202frO7mnWVYuTTYoWSOfb3RXjvvJ+jQ1EGwmlimelwppRKDTz3ddh4qKmCdmdpD5PY7zebQpLm6JN2C+/QD2DUKNlea8JVrmGTy8hrx9x82xchU5AJJHJ8cTFM/0RV7Vc7nHQ4jbfd4y6RSBCJjGM0GLBYLDd0G1WGMjZXG6kxaxgZzxBI5Dg9FmN0PE2tZW0MXZc0FlzNO3A134wbL0PSVFJRW8Eu+zratt9NJJogkysgK1RodEbKLRbKjVpUt9nv33IRIU1YVidHY/x+rpFPe1x0ipFPixJIZPnmcpj3zgc5NhxlMJwmnp0ZziTaHHqe7rDxQFMF7Q4DdpN61r4rYdpVfdJug4MD16JUSNRaNDy7yU6zTc+bp7y8ecbHcCRDOl+k25fAH8/S5U3w0g4nj7VaMd1G2wzSqTTpdBqtTodWe2OBSqmQaHcY2FZjYmQ8Q75Y6pl2YjS2ZkLa8iiNhTLb9Jhtt/q+3F5un0ekcNsbDJdGPn06x8inu9ZZ1uyG9cXyxbJ8eSnMB10Bjo/GGAqnp/49obRs1+E08EyHjfsaK2hz6LEZRTi7nitPdxbk22tP2nxMGiW76sqpMWvYVG3itWNuvu+PkC3I+BM5PrsQon/iBOivdjhpcxhu9V1eEKVSiVKhoFgsIP+An1PTxJioj3uD5AoylwIpjg1FebzVStka36cp3HoipAnLIpzM8frxK0c+acTIp0XwxDJ8fiHEh91BTozEGI5kSOamw1mZUmKTyzgRzixTw7lFdXJhlBKz96TdJqc7F0KpkKizaHl+s42NVTr+dtrLP8/4GR0vVdXOexP44rmpqtqjLSv/ManRatDqdEQiEVKpFEbjjY0RKteo6HQZabLq6PYliWbynPUkuBRI3TaBVVi9REgTbrp0vsg/5hz55BQjnxZgbDzDpxdCfNQT4ORonJFIeqqnHIBaKbGl2sgznTbu3VBBi12PVS/C2WIpFbNbcNzuy51zMWlU7G4wU2vRstlVqqodHBwnV5DxxbN80hvkcjDFqbEYL2530mJfuSFFq9Wi1+txu8dIxOM3HNIkCdocenbWldPtSyLL0O1LcGw4KkKacMuJkCbcVDNHPl0WI58WZSSS5pPeIB/3hDg1FmN0PDMrnGlVCrbWlCpn92ywsNGmx2ooW1XNSpeT6qrlztvvdOdCqBQS9RVaXthiZ6NNzxsnvfzrrA9PLEsqV+S8J44vnqXbm+SlHU4e2liJYQXOa1Wr1VitlfR05/B4vDd8whNKzZy315p4+5yfWKbAUDjN8ZEYz22yYdSIl0nh1hG/fcJNNXPkU25y5FOLGPl0LYPhNB/3BPmkN8jpsThjE0tSk3RlCnbUlPNMZxV711totump1KvEv+UPpJjr4MAq2JM2H7NWxZ0NZmotGjZXl06AHhmKki/KeGNZPuwOcimY5PRYjF9sd9JUpb/Vd3kWhUKB0+VCpVIxNDjIlq1bbvi2dGVKOpxG2h0GDg9FJ8JqgvOeBHsazEt4rwVhcURIE26aHl+CP84x8unfdlezXYx8mkWWoT+U4qPuAJ9dCHHGHWcsmiUzI5zp1Up21Zl4psPGXevMNNv0VOjKbrvWCSvVVXvS5Nu3BcdCqZQS6yt1/GyrgxabnjdOenjrXABfPEsyV+DMWBxvLMs5b4KXd7h4sLliRU0CcTqdaLVaBgYGkGV50Q1tZ2qzlw4QHB6KAtDjT3B0OCpCmnBLiZAm3BSTI5/em2Pk0wPNFehX0BP9rSTLpWHYH3YH+exCiLPuOO5odqo9CYBRrWR3fTnPdJbCWaNVh0WEsyV31enOVbgnbT4WnYq96y3UV2jZXG3itWMejo1EKRRl3NEsH3QFuRxIcXrMzs+3Odhg1d3quwyAq7oah9PB0OAgHrcbV3X1Dd+Ww6Rha40Ju1GNL57FG8tyaqy09CsabAu3ighpwpKLZwr8TYx8uqaiLHPRn+T9rgBfXgxzzpPAE8uQLUyHApNGyZ0NZp7prOKOBjMbrHrMWpUIZzeJcs5mtmsjpEHpdPAGq45fbnfSYtfz1xNe3jnvJ5DIkcgWODVaegNxzlMa1n5/YwXaslvbosJkMtHcvJGLFy5y+vTpHxTSypSlnmlbq418eiFEriDT5UlwajTGoy3WJbzXgrBw4tVSWFKTI59euXLk01Yx8glKS2i9viTvn/fz5aUw5z0JvPEsuRnhzKxVsXedmac7bOxpKGe9VUe5ViXm2d1kqqtOd0J+Fe9Jm49Fp+KeDRYaKrRsqTby2nE3J0ZiFGSZsWiGd88HuBRI8cJmOz/b5qCh4tY1fVUoFLS2tXLgwAFOnjjJPffei8Fw4ycyN070TPviYoiCDBf8SY4OR3m4uRKFOC0t3AIipAlLaq6RT/vabPxm19oe+VSY6GT+3nk/X12O0OVJ4ItnZ/Xhqph4cdzXXsXuejPrKrWUi6rjslEqSvvSJpX2pK29kAalE9hNVXpe3FFGq93AX056eO98gGCyVFU7MRrDHc1wdqKqdu+GW9eMuraujpbWFo4cOkxvTw/bd+y44duq0KvY5DLSUKGjL5QinMpzxh1nIJxeMUu8wtoiXgGEJXNyNMYfrhj5dO8GC79bwyOf8gWZ8944754P8M3lMF3eBP54blY4q9SXce9EONtVX866Si0mcex/2c293HkL79AKUKkv475GCw2VWja7jPzpuIfTYzEKRZmR8Qxvn/NzKZDiJ1vs/GSLnbpbMEpJo9HQ2dnJiWPHOXjgAB0dHWhucEyUQpJocxjYUWeiL5SiKMt0e5McH4mKkCbcEuKVQFgSUyOfLoSmRhRtWsMjn3IFmbPuGO+eC/BNX5geXxJ/IjerMmMzlHFfYwVPtVexs85EQ4Vu7i7v+Tjevi5OHjvB+YtDeENR0gUFZfpyrM4GmjftYOe2Vuqr9FzzOEYhiruvj/6hIKlFFIi01no2bFiHy7y6mw4rrjo4sDr7pC2WWqWg2abn5Z2uUlXthIcPugOEU3nimQJHh6OMjmc4647z8k4ne9dbUC/zOKXmjRvp3LSJkyeOc/r0aXbv2XPDt7XBqmNnrYn3zgdI54v0B1McG46xr912y/fgCWuPCGnCDzZz5FMomQOmRz49vsZGPmXzRU6NxXn3nJ9v+yP0+JIEE7lZ/bYcJjUPNlXwRFsVO2pN1Fdo52kWKpPx93Lok3d499ODnO93EwzHSKSz5GVQqjRoDeVU2D5mw5Z7efL5fTywfT2WsrkrlnJyiJOfvsEb758isOAKkQL7jud48Vc/x2kuW9X74pQK6eoWHGtwT9pcJMBqKOPB5grWV5b2qr1+3MMZd5xCUWY4kuafZ3xc9Cf56RYHz2+xL2ujapPJxJ479tDT3c3XX31Fa1sb5eXlN3RbBo2STqeRFrue02NxEtkC5zxxev0JtlSblvieC8K1iZAm/CDXGvn0k81rZ+RTOl/k5EiMd877+a4/wgVfkmAyT3HGi7yrXM3DzZU83mZle005dRWaa7YiyQe7+fqfr/Lq3z7n7HCYVH52YCgWkuQySWIhL+7REcZ8UVL//iJP3bmB8jluthgLMNbfS1dPL5EFZw8FcYeP8XTh+he9zc213LlaZncuFY1KQYvdQJVRTZvDwJ9PePiwO8h4Ok8sU+DwUJSR8QxnJqpqd64zL9uQ8qbmZrbv3ME3X3/D0SNHeOjhh2/odiSg1WFgd105p8fiyECPL8nRoagIacKyEyFNuGHXHflkWf0jn1K5AseHS+Hs+/5xLgSShJM5Zr6215g1PLqxksdarWytMVFn0aK73rJJMUzvgU94753POTUYIlssw9LQwa577mPPpgasmgJR92XOHvqWAyd7GYv6uHT4A/5lc1HtqOK+5vKrql7FWIxYPE5KBklfRW1tDa5K3XWqYxLW1gZsxtX/VHH16c61e3DgWiQJqgxlPLSxclZV7bwnQb4oMxhO8+YZHxf8SX62zc6PN9lxld/85wKdTscdd9xBd1cXX37xBa1tbdTU1NzQbdWYNWyrNVFxRkU4lWd0PMOJ0RjhVI4K3dp44ymsDKv/mVe4adbyyKdEtsCx4SjvnPNzYGCci4Ek4VSematj9RYNj7ZY+VFLKZzVmjUL3tOSc5/n6IGDnOgLky0qMDffw7O/+hU/fmgz9VXlaJVFsokId9+1jaa/vcbf3j9If9RHz8HvOLR7Ox3rt2Ob9eiWScZixGJJ8kjoarfx6C9/xpM7HFzvHpWZqrDbrxfmbn9KBVfM7hQh7Vq0KgVtDiO2iara68c9fNITJJopEE3nOTg4zvB4mjNjpROgexrMs0LwzVBbV8fdd9/Nv/75Lz795FN++eIv0WimA2I+n0cuypSprx20NCoF7Q4Dm1xG9vdFyOSLdHkTnHUnuHeD5aZ+D4Iwkwhpwg2ZHPm0f8bIp9315fxut2tVj3yKZwocHhrn3XMBDg6OcymQJJKeDmcS0FCp5bEWK4+2VLK52kSNWYN2UQcn8ngvdNHVfYlgRkbS1rPlvkd5/LE7aXVop0KVyuKgwXQPT8ZHGbjcz+jhMdLeXrp6LjIY3orNNvPvLBKPxYnHkxSRMNsbaO7cTuemiuuGtLVCOefszlt3f24HkgQ2o5pHN1pZX6ljS7WRP5/w0u0tVdUGQmn+fsrHBX+Kn29z8GynDYfp5vVKVKvV7Nqzh/7+fg4dOEBTUyP33HsvUApo3V1dZDJZdu7aed3barWXljy/7YsgA70TS573rLes2VZCwvITIU1YtNLIJw/vdQUYnzHy6Xe7q3mwqXJVjnyKZfIcHBjn3fMBDg2OczmYYjyVZ/I1XKJ0KuzxNisPN1eypdqIq1xzY6dai+OMDg0x4o5SADTOjWza1EGzTXt1oFLqcLS107axnspjY3hyIcaGR/H4ksg244zqV4F4LEoskURGg7myErPFIALaDAqpdHBAAmSgIIvTnQulLVPQ6TTimNyrdtzDp70h4tkCkXSe7wciDEXSnBmL8dJOF7vqym9aS56KigoefPhhRoZH+OjDD6lvaKChoQGP281nn36KyVTOjp07rjvn02ooY3O1kRqzhpHxDIFEjtNjMUbH09TeglYjwtokQpqwKPFMgTdOevjbrJFPZby008XTnTbMutX1KzWeKr3AvHc+wOGhcfqCaaLpGeFMgiarnifarDy8sZJNLiOucvUPa0FQHCcSiRCNFQEFJmc1Locdwzw3qTBVYa2yYtFIeJJ5YuMRYtEEMjNCmpwkFosRT+RBYcFSacFsWV0/q6WgUEgoFNLUfjQR0hZOksBuUvN4q5VGa6mq9pcTXnr9SXIFmb5gir+eLH38i20Onum0UWVY+qqaJEmsX7eO+x98gH+8+Q8++egjfvXyy1y6dIn9X39DW0c74VCISuu1Rz2pFKUxUdtqTIyMZ8hPNKQ+ORoTIU1YNuJZWliwyZFPrx51MxhJl0Y+lSn46RYHv9zmwLGKRj6FUzm+64vwXleAI0NR+oMpopnpE44KqTRC5sm2Kh5srmCTy4jTpFmaZV45QzqdIZuTAQUGkxmj0Th/DzSFBo1aTVkZgEw2kyGbzTIrXhRjxGIxEgkZVGYqK81YjKKOdiWlJKGUoIA4OHCjdGVKNrmMOEwa2h1G/nTczRcXwySyBcKpPN/2RRgMpzk9FuelHS521JqWfORSmVrNrl27GRoc4vvvvqOishKf18elS5cwmkz09fVdN6QBNFWVxkR93BskV5C5FEhxdDjKY63WZTu1KqxtIqQJCzbXyKen2qv4zW4X6yp1q2KfRjCRY39fmPe7ghwdjjIQShGbEc6UkkSrXc9T7VU80FRBh9OIw6Re4j14BYrFIsUigESZWo2q7BobneUChWJh4vKgkJRI0hUvIPk4sViceFpGYbRQUWFhlfemvSEqRamCki2UAtpanN25FBSShNOk5ok2K41VOrZU+/nrSQ+XAimyE2Hnz8c99PpKVbV9HbYlb9djtph5+JFH8Hg9/OPNN8lls6TTaUaGh7l44QI7d+267m2Ua0tjohqtOnp8SaKZPGfdCS4FUrQ5bnxGqCAslAhpwoKcHI3x+zlGPv3bnmo6ncbbfuSTP57l60thPugOcmwkymAoTTw7Hc5KSx969nXYuK+xgg6HAbtJfXNOqymddDzwAv9euYuorKCicRct9vn3+cm5OPF4gmSmVHnTG43oDfpZpzHlZIx4LE4yD0pzBZUWC/pUgP5L5+m+OIQvmkOhMVLhasDqaqCh2oLLMsceuFVOOWPqgNiT9sPp1Uq2VBtxmtS0Owy8ftzNl5fCpHJFQqk8X1+OMBBOc9od56UdTrbWmH7QqfB8Pk84HMbjduP1enGPjeEeHWWgv594LA6Az+fj8qXLpFIpdLprj3qSJGh1lKppPb4kslw6NHVsOCpCmrAsREgTrmswnOaVI24+mzHyafPEyKc7b/ORT95Yli8vhvioJ8jxkRiD4fTU9wilcNbpNEyEMwvtDgM2400KZ5MUFazbei+uthxFWUKh1qLVzPdvLJP1jDI66iGYAyQ9VrsNq3X2oYBiLEosFicpS+gtRvLuU7z9/z3ON0d6GAlGSWaLoCxDazCjM1qw17dxz2NP8shd7biMq+8gyHxmNrQVpzuXhkKScJVr2NdRRVOVjs3VPv520kdfKEW2UOSiP8mfEjl6fUl+ud3Bk+1VN9yLrFgoMjw4xFtvvcWpEyeIxUtvThKJBLlcaRpKNptlaGiI4eFhNm7ceN3bbKjQsr3WxFvn/MQzBQbDaY6PxHhukw2jmLEr3GTiN0y4pnAyx5+Pe/jXWd+skU+/nhj5ZLpNRz65oxk+vxDi454gJ0ZjDIXTJHPTs5LUSolNLiNPd1Rxz4YK2h0Gqgxly1QxVKLWGlAvZG9yIcKlUyc52zVEXAbJWMv6DQ3U2We/yOVjcWKxBCkZtP5zfPNuL4mxPkbDKfJXBRGJnnNnuXCxH3fwZX765B2sn2uEwSo0czSU2JO2tAxqJdtqTbjKNXQ4jbx+zM3XlyOk80WCyRxfXgrTH0pxeizOr3Y42ewyLXoLhapMRcO6dfzosR+h1Wr4/LPPiEQiV11uZGSEixcuLCik6cqUdDiNtDsMHBmKksoVOe9J0OVNsLvevLg7KAiLJEKaMK9Mvsg/z/h4/bibsStGPr1wm458GhlP81lviE96g5wcjTMcSU/1eQPQKCW21pjY11HFPesttDoMWA1ls2Y6rhhyBt/Zb/j44685ORyniApbyza2bG6jRjdrsZNkPEYsnqCATNLbz0WvEk1FNZ33tLKhxoK6kCAwdJHe3j7GwmkK6TCjXd/y9p+1GM1mfv5oJ9Y18GyhlJjqlSaa2S49pSRRY9bwTIeN5iod/zjt4++nfQyG02TyRXp9SQIJNz3eUlXtibaqRZ0YVygUWKus3HHnnTQ2NrJz1y4+/+wzvv1mP4FAYOpyY6OjXLxwgUKhgFJ5/TcgrXY9u+vKOTIUBaDXn+DIUFSENOGmWwNPu8KNKMoyH/cE+cMRN5fmGPlUe5uNfBoKp/m0N8gnvSFOjcUYiWRI56fDmValYHutiac7qti73kKrzUClQbVypybIOYI9+3n3L3/lg0N9hDIyKmsbdzxwH3d2OpmV0SgSi8UmeqRBsaDBteNhnnl+H/dtrqPSqEUp50hFffQf/4zz333J/rNezntTBHq/5/PP22nbuI4HmoyrfuqAQnHFcqcIaTeFUaNkR2051eUaOl1G/nTMzbd942QKRQKJHJ9fDNEXSnHGHefF7U46nMZFVdVUKhWu6moqrVZaWlq48867+OTjjzl86BDxeGn5c3BgEK/XS3V19XVvz2nSsLXGhN1Yhi+ewxPLcmo0ji+exb6KTrULK48IacKc5hz5tLGS3+2+vUY+DYRSfNwT5LMLIU6NxRkdz5CZEc50ZQp21pZPhbONNj0V+hUczgDkDP6ur3n7tVf422dnGBnPgr6GbQ8/zTM/2s16y5UVzlzpZGc8jYwCU+MeHnvhRX725BZcxrIZwWsdDfUOtu9op/Kv/2T87UMMJ0NcPnWC01172dHYiXkF/7MshZnzOwtFcXDgZlIqJGotWp7bZKe5Ss8/Tnt584yf4UiadL5Ity+BP5Gl25vgl9udPNZqpVy7uJcsjUbDuvXrsTsctLW3c+TwYT7+6CNOnzrFyPAwly9dWlBIK1OWeqZtqTbx2YUQuUKpZ9qp0TiPtlTe6D+BIFyXCGnCVeYa+bSnvpx/21PN9rqVP/JJlqEvmOKjngCfXwxzZizGWDQ7K5wZ1Ep21Zl4usPGXevMNNv0VOjKVn4bETmN79yX/PPVV/jHF2cZDqeRtU42P/wCL/7iCXaur0B91fdQRs2Op/i3/6GdfUnQVjXQ3NKMc1ZAA1CgMTdg67Byzz2jnDjVxUjXOKmxS1y42MdovAOzaaX/A/0wM/ekFWVxcGA5mDRKdteXU2PW0Oky8afjbr7vj5AtyPjjOT65EKIvmOLMWJxf7nDSfgOnKvV6Pa1trdTU1rBp82YOfP89J44f5/Lly1Njo65no6205PnlxRAFGS74kxwdGufh5ool7/MmCJNESBNmKY18cl818um3u6u5v6liRY98Ksql/ksfdgX44lKYs+447mh2qmUIlJZZ7qgv5+kOG3c0mGmq0mG5HcIZgJzCc/pz/vnKq/zjq3OMjmdKFbRHf8JLLz/Pve0ujHM+opWY69rYVdOCDEiSAkkhzbN0qQCFiZqmJprWO9F3j5PI+HCPefGGCrSbVvdTxszTnTLTS563e4uZlU6pkKiv0PL8ZhsbbTr+ftrLP8/4GR3PkM4VOedN4I3n6PYleHG7k0dbrBgXeWhJkiTKy8vZum0rDesa2LlrFzqddsH70ir0KjZVG2mo0NIXShNO5TnjjjMQTrPBeu1WHoJwo1b3M66wKPFMgb+d9PC3U76pkU+2GSOfLCt05FOxKHPBn+SD7gBfXQpzxh3HE8uSm1EGKdcqubPBzL72Ku5oMNNYpcesVd0e4QxATjJ28lP+8cpr/Ovr84xFsyjK17Hr8Z/xqxef4a5WJ6arS2hTJElCWsAL0cSl0djt2G1VlEu9JIppxsNhopEUNJiW5vtZoZQKZgWygixTkGWUq3433spQrlWxp8FMrVnLJqeRPx33cHBwnFxBxhfP8lFPsFRVc8f5xTYHLfbFV9UUCgVWqxXzLjPFYhGFYmEthBSSRJvdwI7acvpCaYqyTI8vyfGRmAhpwk2zMl91hWU3OfLplStGPv1si4NfrNCRT4WiTI8vwftdAb6+HOGcO443PjucWXQq9q4z81R7FXsazDRadZi0qtvrJbeYYOT4x/z9ldd4e38P7liOMmsrdz/9C1782WPsbLJhUC3tdyTpDBiMBvRKoFgknU6RyWSA1R7SJGZO+5k6PLByC8irjkoh0VCp5SdbHWy06fnbKR9vnfXhjmVJ5YpTb8K6vKWq2sMbKzGoF/8DUqkW//K3wapjZ52J97oCpPNF+oIpjg1H2ddehbbs9u0XKaxcIqQJwPTIp27fFSOfdrlYv8JGPuWLMl2eBO93+fn6coTzngS+eJb8jE3elboy7t5QCme768vZUFkKZ7edYpzhIx/xt1de453vevHE82idm3ng+V/x4gsPsrm+Et3NCBAKFSqVCqUSyAFFGXkNbKIvze6cUUkrysxYLReWkVmr4q51FuosWja5DPzpuIcjQ1HyRRlPLMsHXUEuBSaqalsdNNn0N/0+GTSlnmktNj2n3XES2QLnPHF6/Um2VBtv+t8vrD234auWsNROjsb4w+ExjgxFpzbXT418cq2ckU+5QpFzngTvnfezvy9ClzeBP56bFc6qDGXcu8HCk21V7KorZ71Ve/t2BZeTjJ34hDdf+xNvf9eLN17EWL+bR3/6Er989m5aq83MO4jgB//dpXmgkwFFWaZCeQOVh9vNzLFQcIOjoWSQi8XSlfPT/5fz8uSR0Rl/nr6MnC+CQkLh0KOw61lR74xuEZVSYr1Vx8+3OWmx63njpJe3zwXwxbMkcwVOj8XwxDJ0eRL8aoeTB5sr0N3EfbMS0OYwsLu+nNPuODLQ4ysdIBAhTbgZVv+zrnBNg+E0fzwyxqcXQlOzKje7jPzbChr5lC0UOTMW573zAb7tC9PlSxJI5Ga9eNqNau5vquCJVis760ysq9Td0BLIylFg/OIBPvj7G7zzbQ/eOJib7+bJX7zEz5/cQ5PdSNkCX8OL/i6+/fJrvuvyksPIut0PcP+9O1h3jZOacipJIp4kVQBQotcb0RlW/74b5YwWHACZQ2PEj/soK0yEqolwNRWyZgasycBVlEtHjIuUqo+yXPpckRl/lifC3PSfKcoggWqPC81vOlG2W2/Zv8NKY9GpuHt9BfUWLZtdJl4/7uHoSJRCUcYdzfJeV4BLgSRnxuz8bJvjpu4RqzFr2F5rouKMinAqz+h4hhOjMcKp3A2PsxKE+YiQtoaFkzleP+7mrbP+WSOffrPLxWMrYORTJl/k1FhsIpxF6PElCSZyFOTpcOY0qXmwqYLH26rYUWuioUKL/rYOZyVyephT33zKZ9+cwx0rYNpwN0/98re8uG8XG6r0i9oiVYyP0XvkC977uIekVMF2ZS1tO7exzjT/reSDAYKBINEiIBmwVFowm1f/C9DM050A2a4gyVMB9Kn8rHA1tfw7EcZmBjNm/H7eCDmWRXVntQhpVyhTSjRW6fnldvVUVe3d8378iRyJbIGTo3HcsSznvXF+tcPF/Y0VN2WfmEaloM1hYJPLyP6+CJl8kS5vgrPuBPdusCz53yesbSKkrVGTI5/+fNxz1cin52/xyKd0rsiJ0Rjvnffz/cA4Pd4EwWSOmatO1eUaHmqu4LFWK9trTdRXaFd0e5DFkUkNnefUyTNc9KeRTU3sfvRpnn1i8QENQNKWoVLKFFNJkrKMzx8iEs0hO+Y7s5jFOzjA4JCHlAyS3oGrxomz4tZXVW82pYJZe9KKOhVFhx5FQQaVApQSklIx9WdUCiSVNHnF0sfKKz9WwIzLSDOuO315ifx3o+Q+G0RO5pETuVv4r7CyVehV3NtooaFCy+bq0gnQEyNRCrLM6HiGd84FuBRI8fxmOz/Z4mBd5UKG4C5Oi93A7rpyvu2LIAO9viRHh6Lcs94iVqmFJSVC2hq0Ukc+JXMFjg9Hefd8gAMD4/T6k4SvCGe1Zg2PtFTyoxYr22pM1Fm06Fbdqaoc7suXuNw/SrwoYd6wjV17dtJiW3xAA1CYbVRVVWFRS4TSGbz9lxkYHCPVtAH9lS8ohXGK4z2cOnGSs/3jFJDQVW+gcV0DLu3qf/W5spIm3VmN5nebMRjUoKC0T0wx8Z/E1J+lmR9PXWb68tLU569xGYOa/AlvqSonuuhek1qpoNmmx2ooo8VWqqq91xUgmMwRzxY4NhJjNJrhnCfBSzuc3LNhabduVBnK2FJjosasYWQ8QyCR4/RYjNHxNLWWpQ+FwtolQtoaNNfIp0du4cinRLbAkaEo750PcHBwnAv+BOFUftaqUUOFlkdbKnlkYyXbakzUWrRoV8B+uZuiEGR0ZIQxbxIZDba6BmprHOhu8NuVdLU0Njexvvp7+vuSxPqO8PWnX7Cx3sLe5srpCQXFBKMnP+fMF+/ywdddDEYLoKigcfMWOtvrrw50q9CVLThkhwFptwtVxc1/4ZWqdEiGstJetzVwknYpVOrLeKCpgnWVpara68c9nBqLUSjKjEQyvHXWx6VAkhc223lhi526JQpQKoVEm13PthoTI+OZ0olzb4KTozER0oQlJULaGtPjS/CHK0Y+7a4v59/2uJZ95FMsU+Dw4Djvdfk5NBDlYiBJJD0dziRgXaWWx1qtPLyxkq3VpXeuK+Eww80kZ4ME/CHCsSKQw3vyA/7w/zjHewtMSZJhA3c99SSP3dtGhQKQTKzbtptdOw5xdvQUvqSHc1/8lf8l3MfxnZtorLGgLSbxD3Rz6vABunv78USzZGQl5U07ufueO9lUa7i9esvdoJljoWCZh6xPVuiKIPp+LJxapWCj3UCVobRX7a8nvHzQHSCcyhPLlN4AjkQynHXHeWmnk73rLaiVP/w5pKlKz666cj7uDZIrlKadHB2O8lirlbIluH1BABHS1hRPLMurR928f8XIp9/truaBpspl29MVTec5MDDO+10BDg+OcymYYjyVZ/KlUAIarToeb7Xy0MZKNlcbqSnXoF7l4WySnIgSjcVIFAAKREe7OT7aveDrS+btmDft4T4ZKkqfQV+zjQf3PcPQWIT3D/cTDQ5wZr+fgTPfYzFpUco5ktEw4UhsIrxLaB2buP/p53h8bzPWldfL+Ka48nRnQV7GkDa5ly2XF8udiyQBVkMZDzVXsr5Sx5ZqI6+f8HBmLE6+KDMUSfPPMz4uBpL8ZIuD5zfbqTH/sG0d5VoVm1xGGq06enxJopk8Z90JLgdTtN7AJARBmIsIaWtEPFPgjZMe/j5j5JN9mUc+RVI5vu8vhbMjQ1EuBVPE0tPhTCFBc5Wex9usPNhUCmeucvWSvOu9ncipFOl0huwSvk5LZWbqdzzBr/6rjkrn23y0/zSD/jhhb5ywd+YFVUhlJhzN23n42Z/y3BN30mzTsVZ+AqWcdGsqaZKidICAoowsQtoN0agUtNoN2IxqWh0G/nLCw4fdQcbTeaKZAocGowxPVtV2OLlznfmGq16SBK2OUjWtx5dElksrFUeHoyKkCUtGhLQ1YHLk06tXjHz66TKNfAolc3zbF+GDrgBHhqP0BVPEMoWpryuk0mmpJ9usPNBUwSaXEadJs6xLryuJwtrJI7/+P9P0aJT8jbxWqy3UNTdz5WFMlcFG0+7H+EVNCzsf6qGnu5e+ITfB8SSZgoTGZMW1biOuugYaGuroaFmHs9Kw4H5sq8FVy50y5H9gS42F/+WlAwbFyVYfwg2RpNLG/oc3VrK+Ustml5E/n/Bw3pMgX5QZDKf5+2kfF/1JfrrVznOb7LjKb6yq1lChZUetibfO+YlnCgyG0xwfjvFcp+32baItrCjit2gN+PpSmD8cWf6RT8FEjm8uh/mwO8jR4Sh9oRTxGeFMObH59sm2Ku5vqqDTZcRpVKNao+FskqR30LjVQePWpb9thaYcx4bN2Oo2snl3mPB4jFQ6R0GWUKr1GC0VGE0m9Golq6Dd3KKVTndOf7ysY6EmK2mTjXOFH0SrUtDuMM6qqn3SEySaKUxtuRiKZDjrLk0r2NNgnrXUvRC6stKYqHaHgSNDUVK5Iue9Cbq8SXbXl9+k70xYS0RIW+VOjsb4/eExDg8u38gnXzzL15fCfNQT5NhwlP5QmkR2OpypFBIdTgNPtlVxX6OFTqcRu0m96CdI4UZJKMp0lFfpKK+61fdlZVEqbt1y59SeNNGCY8lIUmkayWMtVjZU6tjsMvLXk166vAlyRZn+UIo3Tnq54E/ys60Onu20YTctbmWhxa5nd105R4aiAPT6EhwZGhchTVgSIqStYoPhNK8ccS/byCdPLMOXF8N83BPk+EiMgXCa5IxwVqaU2OQ08lR7Ffc2Wmh3GLAb1StmNqggXD27c5lPd05W0sRy55LSlinY5DLiMKlpm6iqfdpbel6MpPN82x9hMJzmjDvOr3Y42VVXvuDnJadJw9YaE3ZjGb54Dk8sy6mxOL54FvtN3koirH4ipK1S4WSOPx/38K+zvqtGPv1oiUc+jY1n+PxCiE8uhDgxEmUwnJ5q7wGlxpNbqkvh7J4NpXBWZSgT4UxYca463VmUZ40hu5mkyaa34uDATSFJ4DCpeaLNSqN1uqrW60+SK8hcDqb4ywkPvf4EP9/q4OkOG7YFhKwypUS7w8CWahOfXQiRK5R6pp0ei/PIxspl+M6E1UyEtFVocuTT68fdUyOfLDoVv9xeGvlUtUQjn0YiaT67EOKT3hAnR2MMR2aHM41KwbZqI/s6bOxdb6ZtIpwtd7NcQVgopXQL+6RNjI2SxcGBm0pXpmRztRFnuYZ2p4E/H/fw+cUwiWyBcCrP/ssRBkNpzoyVZoDuqDWhuM4byo220pLnlxdDFGS44E9yZGich5oqrntdQbgWEdJWmflGPj3XaeOlHUsz8mkwlOLTCyE+u1AKZyORDOn8dDjTlSnYXmNiX0cVe9dZaHUYqNSrRDgTVryrljuLpdPRy0KBODiwTBSShNOk5sm2Khqteja5fPztVKmPWrYgczGQInjCQ68/yc+3OtjXYbvmPOMKvYrN1UbqK7T0h9KEk3nOjMUZDKdZb9Ut43cmrDYipK0yhwbG+cORK0c+VfDbHzjySZahP5Tik54gX1wMcWoszsh4ZuowApTaeuysK2dfRxV3NZhpsRuoEOFMuI1cdbpzuZvZKsTBgeWkVyvZWmPEWa6m3Wng9eMevroUJpUrEkrm+epShIFQmrOeBC9ud7C1xjTn85lCkmi1G9hRW05/KE1RlunxJTk2EhMhTfhBREhbRXp8CX5/xM03l68c+VTNjtobG/kky3A5mOTjniBfXAxPDBHOkp3xTt+gVrKnvpyn2qu4c52ZjTY9Fbqym9baQxBuljlPdy5XXlIoJippRRHSlpFCkqgu1/B0h40mq57NLh9/P+2jL5giWyhywZ8kcNRNjy/BL7Y5eLKtigr91VW1DVYtO+tMvN8VIJ0v0hdKcWw4yr72KrRla6UdtLDUREhbJTyxLK8ddfPBfCOfFtn0qijLXPIn+bAnyJcXw5xxx3FHM2RnvHiYNEruqDfzVIeVOxrMbLQZMGtVIpwJt61bPrtzYuKACGnLz6BWsr3ORLVZQ4fTyJ+Pe/j6cph0vkgwmeOLi2H6QynOuOO8uN3JZpdp1nOdQaOi02lko03PGXecRKbAOU+cXn+SLdXGW/eNCbc1EdJWgXimwN9OevjbKR++iZFPtsmRTx1Vixr5VCzK9PqTfNgd4KtLYc64E3hiGXIzXjTMWhV3rjPzVJuVPQ1mmqv0lOtUa2IAt7C6XbknLb+Me9KmTnfKIMtyqYwt3vEsK6UkUWPW8GynjeYqHf88Y+DN0z4Gwmky+SI93iT+uJseb5JfbHfwRGsV5onnVwlotRvYXV/OGXccGej1JTk6NC5CmnDDREi7zU2OfHrl2Dwjn0wLOyhQKMp0exN80B3gm8sRzrrjeGNZcjNeoCp0Kvaut/Bkm5Xd9WaaqnSYtCKcCauHUrqyBUeRwnJVtRRS6T8oteEoykhrfPrGrWLUKNlZVz5VVXv9uIdv+yJkCkUCiRyfXQjRF0pxZizOL7c76XQakSSotWjYXmOiQqcinMozMp7hxGiMcCpHhW5pTtULa4sIabe5ry6F+f2RMbq9s0c+/XaBI5/yBZlznjgfdAfYfznCOU8CXzw7q3pQqS/j3g0WnmizsruunA1VOkxiLp2wCpW6YFy53LlMJy0nJw7AxAlPGdbgaK6VQqmQqLNo+fFmO802Hf847eMfZ3wMT5xm7/KWnit7fEl+ud3Bj1qslGtVtDsNdDqNfNsfIZMv0uVJcM6d4J4Nllv9LQm3IfFKexs7NRrjD0fGODK0+JFPuUKRs+4E73cF+LYvwnlvHF88N2v/TZWhjPs2WHi8rYpddeVssOowLmETXEFYaa463VmQl6+SppzYkwZiX9oKYtIo2V1vpsasnaiquTkwME62IOOP5/ikN0hfsFRV+8V2Z6lnWn053/VHSkue/iRHhqLcvd4iVq+FRRMh7TY1GE7zxyNuPusNTQ0tnx75ZJ535FO2UOT0aIwPuoJ82x/hvDdBIDE7nDmMau5vtPBYm5WdteWst+owrMVp28Kac3WfNHkZ+6TNDGlF0dB2BVEpJBoqtPxki52NNh1vnvbxr7N+RsczpHJFznrieCeqaj/daqfRqqParGF0PEMgkePUWIyxaJoas/ZWfyvCbUaEtNvQzJFPwYmRT7WzRj5d/WPN5IucHI3xfleA7/ojdHsTBBP5WSNvXCYNDzZX8KOWSnbUlbOuQrvoU6GCcDubK6QtVyWtdHBgcrkTUUlbgcq1Ku5cZ6HOomWTq7RX7eDAOLmijDeW5YPuAJeDSTZW6XGZ1IyOZ8hP7Pc9MRITIU1YNBHSbjPzjXx6cdvcI59SuSInRqK81xXgQP843b4EoWRu1pv0GrOGh5srebSlku21JhoqtOjKRDgT1p45Q9pyNrOdqKTJRTF1YKVSKSTWVer46VYHzVV63jzt5a2zftyxLKlckdNjcQZCaZQKCQmQgcuBFEeHozzWaqVMKXqmCQsnQtptZHLk0x+PuLkUvGLk087ZI5+S2QJHh6O83xXg4MA4Pb4k4dTscFZn0fDIxkoe2Whle62JeotWNF0U1rRbOrtz5nJnoVg63bk8f7NwA8za0mn3+orpqtrhoSj5okw4VepVOfnzG8/kOetOcDmYotVuuHV3WrjtiJB2Gzk0MM7vD49xcixGrjA98ul3M0Y+xTMFjgyNl8LZ4Di9viSRdJ4Zq5qsq9DyaIuVhzdWsK3GRK1Fi3aePWyCsJZIEzlpsgKyvCFNMasFh1juXHlkubRHcXKma6EoY9aqeLC5gnKtimqzny8uhglNbEORp64HXd4EhwfHRUgTFkWEtNvE5Min/X1Xj3zaXmsinS/w1aUoH3QFODQ0zgV/kvFUfupJQgI2WHX8qMXKQ80VbK0xUWPWzHvAQBDWKoUkoZQgL0+OhboFpztX2ZB1WZ6egzoZbqb+LF/5OWZ9ffprTF1+5u1MfV2evu5Vf8eMv2fm7c11H66+L8XS/2WZYlGmONFnuCiX/lyUZYpANl9kLJohlSvM+W8wFE5zfCTG85sL4pS8sGAipN0GvLEsrx3z8EH39Minpiodv91dzfaacr65HOHD7gCHh6Jc8CeJpmeHs6YqHY+1WnmwqZItNUZqyjWoRTgThDmppNKyZ16WJ7LSrWlmS0GeCgNToWFWQJk7kEwHmTlCSOHKUDRdEcrLcwSbGaFprq9P3Y+rgtbs2ywdVp0RaiamKpQ+nutzMjJMhaIiE18vlgLRvNe5Mjxd8fXZl1vMdUqf+yG/Cel8kaFIhrFoho02/RL8wghrgQhpK1w8U+CNkx7+dtKLLzY98unpdhsKCf7HLwc4MhTlUjBFbEY4U0jQXKXn8TYrDzRVsKXahKtcjVpsWhXWiKJ8ZeC4ViVmOtB4YtmpvUSZQpEef4ovL4amgs/saow8920WSv8VCqVmuPnC9OcLV1x3smKXH8+Q0SvJPVKHrFPAR5cpalVTIeXKUCMXp8PL9cPGjYSaJbgO09dZ61QKiQqdCrNWvOwKCyfJsnj4rFT5osybp7z8P78a5IwnQaEoo1UpaLbpcJk0eONZ+oIpYpnp8rpSgha7gSdardzfVMHmaiNOk4YyMV5GWCB5MnDIXB0orlg6urKaM2sp6arlpTmWuArX+Hvk6duae2lrrvs2vUQ5d/Vkvo+ng8ZwOM1AOEVBBpUkUW1W4zBp5rxO6XNXfjx5mRkVpOL1/v7SZeVisfSxJCErRKu0m0li4qzGxIle1RX/V0pM/3nm16UrP8e8X5+8HbVSQUOllsdbrdzRYL5mo3FBmEmEtBXs8wsh/scvB/iuf5xMvogEqJQSJo2STF4mkZ0RzhQS7Q4DT7ZZubfRwiaXEadRg0qEs2Uzc2lqrtAy73KRPE8QKc63xMRVQeXqys7iwtOsIDVHiJhv+WdRQYg5rlOcWNa67m0sPnCJJ7abR5oIMCqFNDGlYe5wMzPkKBVXX2eucKSauI2ZX599O9OXmStETc5fVc34e+cLUQoJJEmaWmlWSBIKSUKa9fHMy8z98bWuI1G6DxatCqtBLd4wC4si6q4r1KnRGL8/PMbhGSOfZCBXkAkl81OXUykkOp0Gnmyv4t4NFjpdRuxG9awh0beDq8PNjOrKvKFi7o2/M/fSzK7IXB1a5tq/M/t2IC8XZ4Wo+TYjT1VNmNg7c2Vw4Nqh5nrLTNe+zsLD07zXYTo0CTeHRGkcp1KabvehUjAdHCRQqhSoyhSolHOHj7krO8wZeGZf54rwNBWuZl937mrRjKqRJKFQzB9apCvCy5xBiInPKUDBYoPQ9G39kPCkEDOahNuACGkr0GAoxR+OjPHphemRT1cqU0psdhl5otXKXevNtNoNVOpLjWyj6fzc1ZV5l6AgX5wRRK7cyzPP0tTVQecaS2BzVpjmX5qaK0xc/fGNXOcaoYbpoDUr1FwVruYPQsLNMXNpaq4qjUq68nPMDirK6UA0Z/i4qhokoVIy5/KV6orbnz/QTIeayY+nwsPE9yNxRaigNHlAoZSYP+gsMAhdEVAWdp0F/D1IYgalICwTEdJWmHAqx2vHPfzzjH+q186VFBN9nHyxLN8NjNPtS4J0RWgpXh0w5go1Vy8nzR2AFhKIbmxpqvSxyDc3j2KyajNHRWTuZSkJ1RVLSdcONXMsTV2rujMr2Mxd3Zm+LaZC08zqzZXh4ZoBBCaue0VVZerzM8KSQpoIhNMfTwUqaWZwuvrvnauKc2UQkkS6EQRhEURIW2EODpQa0bonRj7NRaZU8RoZzzA8Pv/lhB9GYjp8TO1/Uc5RWZGuqNzMFUyuqOJcvW/mWstRM2/3WtWdia9fcb0Fh5kFXebaAeTal5l/2ar0uWsHIBFvBEFYa0RIW2EGw2l88ew1K0u3Q+VpcuPvrBByVeWGeQPJzGrPvJuHrxGO5t+8fJ2lsSuqPNerniwm1Fy5N2bxFSFpqim9NF8l6MrbUohwIwgri0w+EcY3NoI3WmqbJKmNWB3V1NiNLLjNbT5JxOdm1DNOZsYLglJrxuaqobpSDHNfDURIW2G215i4b0MF6VyQYCKHWiWhVSlQKhTTYeKqQMPU1ydDxrxLVdLVe3JmhpqFLXFNL0FNVpdmVYrmW5pixmbhmWGC2ftoJr8++/Ozg0dpCWphFZm5QtNCNyULgiAsrQLBS0d4789/4ovLpZUQdfV2Hn3+RX5pNy7oFuTcOEMnvuCdN9/nUH+UyaNkSkM1Hfft44Vn66i+SfdeWF4ipK0wm6tN/J8eqOeFLXaS2cJUQFpsRWZhwWQhYeV6tyVOTQmCICxYMYZvuJvj3x/hxGgeUFBVrOdehZ6FtBqXs2H6j37MG394nQ8O9eJNFACJsvI6tjx0P9t3tFNdXnaTvwlhuYiQtsLoyhR0Oo10Ohf2jkoQBEG4fciZEEHvCGPBiZP7kp5Km4uaWvN1Q5qcCXDp4Af8+Q9/4eOjlwmkSgFNXbGeHT/6Bb9+6SnuaHFiFK/sq4b4UQqCIAjCMilGAgRGR/BMbiQrq6DKUUON/drVr2LKR+/37/L6H9/gs+P9hNJFQIG2qpk9T77Ir198jJ2NNvRidvuqIkKaIAirmExm3Id7zE04WWoKjaRCb3XictkoVy9yaV7OEw+4cbv9xCc65JSZbDirXVSJ8oVwXUXiwQBjI27iExlNUW7FVl1LjX7+38ViwsP5/W/xpz/+nS9PDxLJyIACvaONvc+8xK9//ghb11WiFaOZVx3xrCIIwuolZxg99QX/+Pu7HPdMbK+WVFRteYznf/o8D7SYFnf6tein9/u3efPN/fSnZaAM1659vPCzF7hb7FAQrkfOEQr4GB0NUFrslNBX2nDV1mKeJ2AVYqOc/fqfvPrHf/DNuRGiWRlQYqzZxH3P/5qXX7ifTXUWFvt+Q7g9iJAmCMLqVQgycuk0R78/wsnIZJ8CCV3QxLrOnezY2Il5ES9ucszDQNdxDh4+xmgekCrZ1pRC1oo1JmEBihGCgTFGPZmJNkplWKqcVNc6uHqxUyYfHebU53/n1Vfe5rvuMWI5GaQyzPXbeOinv+ZXz95DW41pjusKq4UojgqCsGrJMQ/eMTfe+MzOgjJpdy/dXd30h4uLuTWyAR8+j5fQ5J5vbRUOpxNHhXgqFa5PTgQJuIdxRyd+7xQmrHYXtTW6Kyq6MrnIAMc++jP/8ft/sr9rdCKgqals3MMTL/9nfvvCfXSIgLbqiWcWQRBWKZmMz4vH7SF8xQhcOePlYlcX3ZeCzD0ddy5FIj4fHo9/qnmostKO0+XEoRFrTcL1yORCAXwjY/gnV971VmyuWmosilmXywQvcej91/iPP77NgR4PiTyg0FHVcjdP/+Y/8+tn7qLFYVh441vhtiWWO28FOUVwZBRvIEqmCCChtdZQ46yiXOz8FIQlUiTk9eD2+ElfOaJDzhK42E1X9yV822y4FlKOkJP4fV483hilOoiE0ebE6XRiEBlNuC6Z8YlDA5O/j2UWK/aaGhxTv39F0v4LHHzvdV75y8cc7wuSLgJKA872e3jm5d/wk4e30lChEZNE1ggR0m4BOXGZQ++8wfv7ewkVAUlPy49e5ufP3E+7mOQhCEtDjuH1uHF7ExP7f5QolQAFCgXIhS7R09XFJc8OXHXq699ePoTP58YbnDjWKWmw2p04HJWioiFcn5wkGPAw6o5OhHwFJqsdV20NOgmgSNLbzfdvv8arb3zGyYFwqWKrMlG7+X5+/Ovf8Nz9ndSa1SKgrSEipN0CBW8/XaeOcuDoBRIyoKzDem8OxJKJICwZOePD63HjDU2sLZXZqK/TI+Xd9A+lkPMR+ru76L4wxu7addd9+BWjPvweD/7UZO8EC3aXE6dDK140hevLhQj6Rhj1TYZ8HZU2F7U1FSgpkBg7xzf/epVX3/ySs0PjZGWQ1BYatj/MT37zMvv2tlFtEi/Za41YW1t2RcKjI3iCoamSt6K8mhqnlUq9+HEIwlIphrx4xtz4JzaQSaZqOnbtYldbLaWWVAWiA910dfUwkrpyPfRKMhmfD6/bR2Sy3ZrBVjo0YBIRTbi+YjRIYGwUT3Lid01lweqoocYpERs+xedv/Ae/f+MLzkwGNE0ljXue5KX//G88d0+7CGhrlEgFy01O4x5x4w/GpjYsl9lrqKmqxCLWTARhicjEvB48bh/xiVClqbTRsO0udnVspHZiE1kxNkxvVze9Q5NLovMpEPL78HgCZCcuqLY6cDqdVInXTuG6ZFLBAJ6R0amQrzBZsbnsGP0n+OQv/40/vvk150ei5CZ+vyR1JXVt29mzeyN2g3hxWKtESFtuBT+jY15CkezEJxRU1tRgs1aKZoSCsFTkLH6PhzFPkNJip4Jyqx17/TY6W9rYWD/RxFZOMNrbTVfPALFrpTQ5jt/nweuLT4Q5BeV2Jw6nA6143ArXVSAc9DM66qO02Cmhq7Sgzbo5+Of/jVf/9S3d7vjE72qJnA7hGR6g3526zhsIYTUTIW2ZFaOjjHmChCZL3pIRZ40La6VR/DAEYakUQ3g9Y3j8E01DJR2VdjtVDjs1G1tobamnvJTSSI310t3VQ981eqbJ2QA+rxvvVIM0AzaHE6ezXDxuhesrRktNbN3JicAloUiMcP7b9/jruwfp9SYpAJIkIUml1C/nIgyePcqBA+emWnYIa494fllmWfcoY74Q0am1ziqqa21UVog1E0FYKnLci9fjwRebCF5KCzaHHXuVGq2rmY1tLdRP9Kaa6pl2ef6eacWwD7/bO7W/DVVl6dCATbQSFa5PTgcJekZwT4Z8ZFKBES53n6PPn6KIRFl5PVvufoAH79yAceq0Zy8nD37Hsb7rLccLq5UIacuqQHB0BF8wPLWvRWGupsZhpVKsmQjCEpHJ+j14xjxMHuyUjDbsDjt2g4SkcdLc0kbLOkvpCVDO4L/YRVfXpXkqFjIpvw+Px8dk5lOYJw4N6MTjVri+QiSIf3QU7+QuF2TyuSyZdIYiEhprI3v2vcx//e//O372xD10TDZOy40zeOYo339/hslDocLaIkLacpLjjI64CYTiU80wtY4aqq0VmMS+UEFYIkXCHg9ut2/qBLXaasPpsFOpBCQ19qaNtLaup2LicZcLXqa3q4uLnrleCfMEfT483uD0fqKJJrZm8bgVrqtIPBDAPeIutVyaRYne0c69P/43/vNvn2Hvti1s33kHd++arqalfL2cOvgtxy7HRDVtDRIhbTnlPIyO+QmOT5a8FVhrarFbK1lAK01BEBZCjuP1enBPTQZQYLY5sdvtE73QJNS2Zlra2thgndhmkA+Xeqb1jk2NfJpSjOLzefD6JvcTqaiwO3E5beJxK1yfnCUU9DIydsVyulRGed02Hv7lf+Y/vfQYOxur0ClVmBs2sXPvXWxyTlTT8uMMnT3G99+fxSuqaWuOCGnLqBgcZcwbJJKZapCGq9ZJZaVeNMMUhCUiZwN43GN4g1MDEqlyOLA7ZmzyV1fR1NpOe7N9YkB1gfGBnjl7pslpP36PB99UgzQTNocTh9MgHrfC9RUjBPyjjHoy05UwSUNl4x6e/PV/4d9/+iCb6y1Tp/slnZ3mbXewd3cjptJ6PCn/BU4e+pYjF0U1ba0RIW3ZyCTHRhjzh4hNHRpwUF1TRYVYMxGEJVMMe/CNefCnZ2zydzpxVM3c5K+isrmNjs4WXBP7QYvxIXq7uq7qmVYM+fB5PAQmNpJK2iocLgeOCvH0KVxfMR4gMDaCe7LHi0KHve1unv3df+XXz+6l1WW8YvSPCnN9Jzv37p1RTYsyfO4YB74/jTuLsIaIZ5llk8c7MoY/GJnqhaOodFFrr6RSjIMShCUik/B6cLu9RCcLX+V2HA4Hdv3sx5nSvIHWjk5aa3Slilix1DOtu2dwRs80mbjfj9fjJz7xOWWFDafTiV08boXrksmFAvhHRglOdW+ppvWOR3n6sV00VunmfBEuVdP2cPfupqlqWtp/kVOHvuPIxaiopq0hIqQtl2KE0VEPwXB6qk+OwVWL01qJUfwUBGGJZAl4PbinmthK6KocOJwOLFc+zhQmGtra6Wivn9ikLZNy99Ld1U3/5NImeUIBP75AeGI/kYTRXjo0YBQZTbiuIuOBAKOj3om9jhLqChcNTS2sr7jWoHQV5XWb2LF3L5udEzsf81FGzh/j4PenGRPVtDVDxINlIqfHGHH7CU2vdWKrrsFWWSGm3AvCUilG8HjcuH2TXdqVVNidOB22OQaoS+hrW2nrbGfdZM+0tJcLXV30XA6VDh0UowQCPnzBiTdXkgar3YXDaUVsUhCuS04QDHoYdUenTvSbrHZctdVcr3uLpK2ieesd3L2nifJZ1bRvOXJhnPlbLwuriQhpy6TgG2XMG2J6GpQZV62Dykqt2HwsCEtEjnvxjrnxTa11GqlyOnA4jHM+ziSti5b2Tto3TIQuOUPgYvdUzzQ5GyTg9xGYGrhoweZ04nSIx61wfXIuTMA7wqh/+hBLpc1JdY15AS++Kkx1nezYezebqyeqaYUYI+ePceDbk4xedQxZWI1ESFsWRaKjo3gDISYPjklaBzXVVirLxftxQVgquYAXj9vD5MFO1FbsTif2ynkeZ5IG+8Z2OjqbmBwekA1eoqeri4veHMXxAEGfn9DkoQGDDafLicMkIppwffJ46dCAZ/KJv8yC1VFNjWNhkyokbRVNW/dw9+5mzBPVtEzgEqcPf8fhHlFNWwtESFsWWdyjo/hD0ak+OYqqGmocVipEoyVBWCJFIh4PHrdv6s2QwmLH6XBgv8ZEj7KqJto6Otjo1JQ+kQ/T39tD70U3sUAAvy8wNWlAbbXjdDqpEnsUhOuSSQYDeIfdU4dYFCYrNlcNNfqFhnwlptoOdtx1N5urJ34/C3FGu45z4LsTjKRFNW21EyFtORQCjI74CIazE/tkFJS7anFWVrLgx6ogCNcmJ/B63Li90/t/DDYHTqd9Yk/PPJQWNrR30NlWM7FPqEBk4AI9vb10jwXw+UMTkwYUlNudOJwOxBQ34fpyhAM+RkZ905MqKm24amquPsRyDZK2iqZte7j7juaJ68lkgpc4c+RbDvWERTVtlRMhbRnIsVFG3QHCicmHkxp7TQ1VlWax+VgQlkougNc7hic42ZZdRaXDicNRdZ3DOUrKG9po72ijzjDRMy06yKWe0xw+O4Y/MNE3TdJPNLEtF0+cwvUVowQDY4x6pidVmKvsuGocLGyxc5ISY207O+68my01k9W0BGNdJzj43QmGRDVtVRPPNYtUTI/jdw8z0N9f+m/YRySZvea7mZx3FLc/yPQ0qAqqa21UVmrE5mNBWCLFiAfvmAdfcnKt04zN6cRuv/5ED8lYVzpAsG5iQ3chylDPYQ4dOsNYeGKDm6oSu8uJ07a4l1hhbZJTQQKeEcYi04dYrFUuqqsXP6lC0lTRuG03e+/YOFVNy4b6OHP4Ow51h2aPmxJWFbGzYlGKBM9+zt/e+YKTw6V3R2UN9/Kznz7JPZ2OeRJvgeDIKN5gZGomoGR0UeOyUikapAnCEpFJeL2zm9hqq0pNbBeytiTpcLW209GxgW+7TxAsFIkN9tCjgOJE6FOY7TicLpzX650gCEAhHCIwOoZ/4kS/pK2kyllNzXyHWK5JibGmg+133c2Wwxf4ZigDhQTu7hMc+vYEe1ofZr34vVyVREhbDDnJSM9xDn39BYdGsoACx32beLpQNv+ypZxkbGQMfyg2VW1TVVVTY7NiEf/6grBE8gS9HtyeAJOLncpKO06nHfuCDudIaBwbaevsoOmbMwQ9eYrJOPEZX9dVOXA6HYgpbsJCKMzr2fXMf8f/bds4BUAqM1Pd2Eat5sZuT9JYab7ref735laeikxUdxV6bA2NmFUioK1WIiYsRsHH6JifUGTiZUAy4KqvwWo1zr9unPMwMuIlGJkaBoWluha7tUJsPhaEpVKM4PW48Uw1sZUw2hw4HI4FH86R1FU0t3fSsdHJSc8Is5u6q6iwu3A67YgD2cJCKExOGnc6ady5VLeoxOBoZJujkW1LdZPCiifW2xZBTvrwByJEp873W3FVV1FhmX+PSiEwyJDbT2iqQZoBV0MtNmu5ODQgCEtETnrxut14I5MDEjVUOVw47JWLeJypsDS20d7ZQvWVS0eSqdTE1rn4/USCIAg3SoS0RSjGokTjKdKTe150lVRVmjDOWxIrEu7vY8jtm+qzhNpBQ4MTm1W8HxeEpZIPePGMuZk62KmwYHM6sDsWdzhHWb6O1vZOWmtnHzaQtFU4nA4cFeIpUxCE5SOecRZBzufIFfJTJ2kkrR69Vo16vleBvJ/ecxcYGIkw1QDd1UxzQzV2sclTEJZIkXGvB7fHx+TBTklvK4Uq0yKf4hRG6tva6WxvoHzGQ1RZYcfpcmK/egCoIAjCTSP2pC2CpNGgKSub+keT01HGY0lSebh6TaVAuOcA3x05Q39wcneLhur2Dprqq1nsa4cgCPOR0Dfs5qn/9D+w+YUcMqWWBevb2rAv+hlOQle7nR/99v9Cw33+6ckFRhfNbU2IaVCCICwnEdIWQVHuwFFloVwjEU7LyMkBjn39NR2N1ZRvb8CiKSUvOR/H0/U97//lH3xxcojo5EEcy0Z27dxEc61JlDAFYclI6J3N7HA2s2Mpbk1Txfqt97J+6xLcmCAIwg8gQtoiSLp62tqaqHOeZGgggVyMMnD4A14bH+BE2wZqqsrRSDniITdDF85ztqsPTyRTar2hMLFhz4PcvbuNatEfTRAEQRCE6xAhbTGkchrvfJB7T3QxEDjOSLxAPubm4jEfA+cOoddpUElFsskEqUyW/ORhAYUO55aHefbHj7CrsRKxrUUQBEEQhOsRIW1RJPS123jsFy+TRcVbX5xkIJiiIBfIpeKMp+JXXUNldNFyx6M888JzPHZHEzadaLwhCIIgCML1SbIsi+msi5WP4x3o5ezxoxw/eY7ey8N4Q+Mk0jmKKFHrjJRX2qluaKJt02Y2b9tKR2M1FXqV6LEkCIIgCMKCiJB2w2TyqXGCPi8+f5hoIkUmV0BGgUqtQas3YbHacTgqKderxUEBQRAEQRAWRYQ0QRAEQRCEFUgUeARBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFYgEdIEQRAEQRBWIBHSBEEQBEEQViAR0gRBEARBEFag/z8oYs6RyWfZmwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/734.jpg" } ]
<image>Q is the incenter of \triangle J K L. Find m \angle Q J K.
C
65,182
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/735.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/736.jpg" } ]
<image>Find m \angle E.
A
65,184
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/737.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest tenth if necessary.
B
65,185
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/738.jpg" } ]
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
65,186
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/739.jpg" } ]
<image>In the figure, m \angle 1 = 50 and m \angle 3 = 60. Find the measure of \angle 2.
B
65,187
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/740.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/741.jpg" } ]
<image>Find the measure of \angle P.
A
65,189
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/742.jpg" } ]
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/743.jpg" } ]
<image>a = 8, b = 15, and c = 17, find \tan A.
C
65,191
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/744.jpg" } ]
<image>Find x.
A
65,192
null
A
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vhEgsOSjOodBQnH7fd95bvRqfzweA3+9n7QdryMzM1NL2MHBCltL3RVtL6SJyiIPibLEMrcm6fW3l2yvx+/eP/Vu1ciXnz5ypOAvQ90vprZ5gNNpaShcZbg6KsyJzZF6vl/fff++g2dwr334bf8BPHHED+MhksDmWpfQxmVpKFxmODoqzzp0e2fvvvUdbaxsHTjvds2cPWz76iNOnTMFs1ul76VvHu5QePHQ5PUzXUnrn/iX0AVtKj/5nNRpIdZqjo1UPPhrP0lK6iDaE9dbypcvwRs837xMOh1m+bBkTTzlFcZYBcSxL6UXpByylhyMEo+fA9x2FB0MRWj2BgyJ++AEvQUI9HIb3dim9ptWwfyn9MMvp5n1L6YcchWfFayldhj4VpRf8fj9vvvnmQeeb91m6ZCnfuPZanE7nADwykd7p7VJ6brKNkw5YNg+GP76hzR8M0+CKRrzd97ERq329lL7tcEvpB8TcbIREm/mQ+4bvi7hVS+kyKCnOvfDeu+/S1NhIJBz+2O/tqqlh86bNnHHmGTp6lkGveym9hyllESA/5ShL6RFw+bquDe+XAS8GHxXHsZR+UNC1lC4xRDXpheVLl3VfQnWoUCjE8mVLmTx5kuIsw0L/LaUfuCu9f5bSTUYDzkOX0hP2jVjVUrr0H9XkKDweDytWvHHYJe19li1ZynU33IAzTru2RfYZNkvpB10Trl3p0jcU56N4fdlyGhoaCR9mSXuf3bt3s37dOs6ZNk1HzyLHaCgvpVuMBtIOXUo/dMBLgpVkp5bS5WAqyVE8s2gRXo+nx7cJh8M898yznHb66cTHx/fTIxMZPj7JUnoowv6j8QFYSt91jEvpWQcsnWspffhSnHuw5aMtrF+37qDBI0eybOlSrt1zPUXFRbrHs8gAOd6l9O4j8cMspdf3MOClrsNH+wAupXePWtVS+pCjOPfg+eeeo7Ozs1dv63K5ePF//+Pr3/wGDofjBD8yEfkkhsNS+ojofcK1lD44Kc49+H9f+H/Mv3zBQVPB7vj2bXy0eTOTTp3M7XfcQdwBy9hJiUnYbLaBeKgi0sdOxFL6jrtWsWf1Xhpy4mn99BjqjZywpfSNR1lKd5iNZMYfekmZltJjheLcgxHZ2WQd8o2y76g4Li6OouJiEhISun/PYDBoBKrIMHMsS+m59R58la2QbMcxLY9whuOgI3N/MEyj6wiz0ruPyrt2pfd0kP2JZqUfZik9s3v5XLPS+4vi3IPDxjb6c4PB0LU0pvPLItILRoMBc5MH/GEsSTbinGaMzoPvBNhXS+n7ft7/u9L3XRO+P+YjErWUfjwUZxGRfhJxBSASwZBgxXCYI+0TsZRef8BR90H/7/RR1+6nsR93pfdmKT0rwYrTYh72S+mKs4hIfwmEuw5ZzUY+SX2OZSk9FD442t3T2qJB9wdDNLoOvnd43WF2pff5UvoBNzg5NOhJdhMZ8daD71gWb+PAcatDfSldcRYR6SeRYAQiYLD0T1R6uyu9IGXfeNUD7hd+yMQ2lz9E/SHL5idqV/puA5gaDl5KNx+ynG4xGkiLs5B5QMTtFiPFaU5ykgb/UrriLCLSX4JhIAImIz3cprtfdS+lGw1Ye3i7SASKo0vpBx+JH3BuPBymxRM8aCm97pABL3UdfbeUXtPqO2gjmwGwmIzdR+NJdhMPzivlvOIUbObBdZStOIuI9JdwJLqsHSNlPgYHLqX3dMFobnLkmJbS6zoOPyv9+JfSQwAk2kzcPbeQqQVJWAfh8rfiLCLSX/Y1uecDwkGtr5fSGzoCVDW5eXNrK+/VtFPZ6MYX7PkTmOIw8/CCUi4dm0GibXBuLlOcRUT6i9HQFejgkW+kMxz0Zil9d5uX93a28/KWJlZub6PFHcAbDBPoYcMZgMVo4JEFZVwyNp0EuzlWzh4cM8VZRKS/mI2AYf/ytnSLRCJsqXezrLKF1yqaWL+3k3ZvCE8ghDcY7nF++T5Z8RYWLihj7klpxNsGb5hBcRYR6TcGhxmMEHEF6VVthrhgOMzaXR0srmhmcUUL1U1uOnwhPIEw/iPs+k5xmMlLtlPe4MZ3wApETqKNx68oY2ZpKk6raVCHGRRnEZF+Y0iygdFApNVDJBQZ9AE5Hi5/iFXbW1lc0cLyqmZ2tflw+cN4/CECR9j9lZtkY0ZxCrNLU9ne7OHRlbvxh/aHOT/FzuOXl3FecQqOIRBmUJxFRPqNMdUGJgORFh89bkMeYhpdft6obuW18mbe3tZKgyuAO9B1hBw6zOfBAIzJjGNmSQpzytIYnx1Hot3MU+vqefL9Who6A90LD0VpDh6/YgznFCbj6Kfrx/uD4iwi0k8MyXYMRgORFm+Pk7SGgm1NHpZXtfBqeRMf7OqgzRvE7Q/jDR7+8iiL0cCk3ARml6YyuzSVojQH8TYzTosRi9nIE+/s4b5lO9jR4iUcLXNZhpPHrxzDmQVJ2IdQmEFxFhHpN4ZUO5iMhIfgkXM4HGHD3k6WVjXzWnkzW+rdtHuDeALhI04Ni7MaOWtUMrNLU5lRnMLIJBtxVhNOq+mg0aSPvFXDr17fSU2rrzvMY7PiePyKMUwpSBx0A0Z6Q3EWEeknhhR71znnFt+QOHL2BcO8u7OdxRXNLKlsZmeLl05f1w7rQChy2CBnxFk4tyiZOaVpnF2YRHqcFafFhMNixHTIrPBIJMIDb9Tw4Js72d3m6349c0pOPI9eUcZpuYlYh2CYQXEWEek3hhQ7mAwQCBFu92EMR7qufR5E2jwB3tzWxuLyJt7Y2kpdhx+Xv+v88ZFmZo9OtXN+cSpzylI5LS+RJLsZh9WI3Ww84tzrcDjCL5bv4JG3d7G3fX+YT8tL5NHLSzllZMKgnPzVW4qziEg/MY6Mj17rDOGd7TAmFaw93BsyRuxp87K8qoXFFS28s6ONZk8Atz+MJxDuXmY+kNEA47PjmVmSypzSVMZkxZFg61qutpmMR53YFQqHuWfJDn67aje1HfvDfOaoRB6eX8bEnIQeJ5ANBYqziEg/MRUmYbAYiQDhbW1EAmEMMRjnSCRCeb2bZVUtvFbeHB0IEsTdw0AQu9nIlPxEZpWkMLMklfxUB/HR88cWk6HXlzcFQmF++to2/rB6D/Wd/u4wn1uUwgPzShg3In7IhxkUZxGRfmMsSOo+Ug5tbeu6v3OMCIbDrKnpYElVC0vKm6lq8tDpC+LuYSBIst3MtMIkZpWmcW5RMlkJNuKsRhwW01HvNX04gVCY779czZPv1dLg8ne/CJhVmsL9l5VyUlbccX3cwUhxFhHpJwa7GWNOPOGaDsLbWokEQgM6MGP/QJBmllW2sKfdT6d//4auwxmZaOO84hTmlKZyRkEiKU4LTmvXhq5Pct9kbyDMd16q4u8f1NLo3n8d80UnpfOLS4oYkxn3sQ1jQ5niLCLSXwxgLEzCsKaOcPXAHDnvGwiyuLyZt7a30ugKdG/oOtJAkLJMJzNLUphdmsaEnHgSbWacVhN289HPH/eG2x/i9v9V8a8P62g+IMzzx6Vz70XFlGQ4h1WYQXEWEelXpsIkAhYjoW1tRHyhfvkztzV5WFbVwuLoQJBWb9dytTdwlIEgJanMKk2lKH3/QBCr2dinR/suX4hbn6/gqfUNtHj2h/lTE7O468JCitIcwy7MoDiLiPQrU3EKWEzQ4Se8rQ1TbgL08XSrAweCLC5v4aN6Fx2+EG5/6OgDQUpSmVGSQk6SjXirCYfFdMI2YLV7g9z8bAXPbGygzRvsDvPnTx3Bj+YUUphm/0RL5YOZ4iwi0o9Mp2RisJmIRCC4pg7zlBEYLEe6q3HvHTgQZGllMztavLj8XUHuaSDI9KJk5pSmcs7oZNLirMRZDz8QpK+1uAPc+Ew5L2xuot0b7H58X56Sw3dnjWJU6vANMyjOIiL9yliSjCHNDrUuQh/UgTcE8cf3sQ4cCLJiayu1vR4IksLssrTugSBOixH7J9zQdSwaXX6uX1TOyx810eELdYf52rNyuW1GAfkptmEdZlCcRUT6lcFiwjQxk3BVK8EP6oj4jm3H9u42L69XtfBaRQurj2EgyKySrhtKHDQQpI/PH/dGXbuPaxeV81pFM65omA3ATdPzuGV6PrnJCjMoziIi/c48OZPA/6oJ72gnXOfCOCKua6znYRw8EKSJ9XtdxzAQJJWZJSkURAeCOI5xIEhf293m5dqny1la2YLb3xVmowG+fV4BN5yTR06SbbBNMz1hFGcRkX5mOnUEBruZSKuP0If1mMakYXDufzruHghS2cziihaqez0QpOsOT9P7YCBIX9vR4uXap7fwenULHn+4O8zfnTmKb56Vy4hEhflAirOISD8zT8yAODMYILh6L9b5JbjMBlZtb+W1imaWHzgQxB8icITzx90DQcpSOSM/iRSnuU8GgvS16kY31z5dzpvbWvFEr+02Gw38cM5ovjp1JJkJVoX5EIqziEg/M8RbMU3MpKHJy6rKZt56agur2rw0uAK4/SHcRxsIUpzC7LJUxmcndG3o6sOBIH2tot7NN5/ewsodbXijYbYYDfx0biFfmpJDRrzCfDiKs4hIP9o3EOSVsmQ+SLXQbjHhqWrBGw73OBBk34auwjRH94auvh4I0tc21bq47uktrN7ZjjfYFWab2cDPLizi/52WTXqcNSZfUMQCxVlE5AQ6aCBIRQtb6ly0+0K4fUF88dau88ehg8d47hsIMqsklRnFKYxMshFnM+E8gQNB+tq6PR1c93Q57+/qwBcNs8Ns5BeXFvPpSSNIc1oU5h4oziIifcwbCPPuzjaWVLawtLKZnS1eOnsxEOTcohRml6Zw9uhk0uOsOK0mnP0wEKSvvVfTzg2Lylm7uwN/9AYacVYjv7q0lE+dkkmKQ2E+GsVZRKQPdA8EqWjijapW6jv9uAJh3P7QEQeCFKbamVGcypyyVCbnJpLs6P+BIH1t5fZWbnqmgnV7O7vvbJVgM/HgvBIWjM8kWWHuFcVZROQ47RsIsrh7IEiwe0JXbwaClGXGkWgfuIEgfe2N6hZufraCTbWu7h3myQ4zD88v5bKxGSTazQpzLynOIiK9tG8gyNLKFhZXNLOhtpM2bxC3vxcDQUpTmVmSSn6ynXibCafViMU0+IO8z5KKZm59roKP6t3dKwVpTjOPLCjjopPTSbCbh8zftT8oziIiPegeCFLVwpLyZqqbPHQcZSBIUiTC9JPTmVWWxrlFyWTGd91QwmmNjYEgfe2ljxq5/YUqtjS4uy8By4y38OjlZVwwJo14m8J8rBRnEZFDuPwhVm5vZUlFM8urWtjd1nVDCXcg1H0e9VAjE22cs9fFue/s5bSOAHlfnURCYTIO6+A9f9wbz26o5zsvVVPZ6OkOc06ijUcvL2VWaRpxNpPCfBwUZxERoMHl542qVhZXNPP29lYaezsQpCSF2aVpjM+Ox/HKNnhuK9YmDwmbmrCMTsIwhMP877V1/PDVrVQ3eghF1/TzU+w8fnkZ5xan4LQqzMdLcRaRYWtrk4flVS0sLm/ig90dtHmCuAJhvIHQEQeCTI4OBJl1mIEgkdmjaI9bSbjBTeCVbVjOzwf70Hya/ct7e/np4m1sa/Z2b34rTLXz+JVjmFaYjMNiGuBHOLgNza8aEZHDCIcjrN/bybJDB4L4Q/iOcP74oIEgJSmMTDzyQBBDugPzmTkEal0EXt1O+PtnYEq1989frh/94Z09/Gzpdna07A9zabqTx64s4+xRydgtxgF+hIOf4iwiQ9rxDgQ5rziFWSWpnD06qfcDQYwGLHNHd4W51kVgyU6Mnx2DwWk5YX+//vbo2zX8avlOdrb6usN8clYcj19RxpSCJOxmhbkvKM4iMuR0DwQpb+KN6mMfCHJqbiJJxzkQxHLRaIy/eo9Qixf/nzdivaRwSMQ5Eonw4IoaHlxRw662/WGemBPPo5eXcVpeIjaFuc8oziIyJBw0EGRnGy3uYHSHdc8DQWZGB4KMyXSSYDcTZzFhsxz/9cfGZDvWK0vxbm8n+H4dwXf3YrlgNAbb4D0HGw5H+OXrO3jkrV3safd1n48/LTeBhQvKmJyXgNWkMPclxVlEBqXugSDR64/X13bS7u0Kcq8GghSnkpdiI8Fm7tuBIAawfv5kfH/aSGR7G76/bMZ85kgMGY6++Oj9LhQO87OlO/jNyt3UduwP85kFiTy8oIyJOQmD5mYcg4niLCKDRiAUZs2uDpZWtbC0Yt9AkBAuf+iIA0GS7WamFXZt6JpelExWwokfCGLKS8B6SSG+P24k+Oo2QhXNGFOyYZAt+wZDYX7y2jb+sHoP9Z3+7jBPL0zmwXkljMtWmE8UxVlEYprLFx0IUtk1EGRPu59O39EHgswoSWF2SSpT8xNJibPgtHSNzOyXgSBGA9YvjsP/dAXhPS78//gI88lpGFIGz87tQCjMD17eypPv76W+09+9EjGzJIX7Lyvl5BFxQ3LaWaxQnEUk5jR0+nmjOjoQZFsrTe5A9/njIw0EGZMZx/klycwuTWV8dgKJdjNxVhN2s3FAbrZgHpuOeXougWer8f+nHNs3T8GcZOs62R3jfMEw33mxir+tqaXRFegO84Vj0vjFJcWMyVKYTzTFWURiQvdAkIom1uzqoNUbxOU/+kCQmdGBIEVpDuJtJuKiA0EGPB0WI7arxxFcVtM1lOSpCky3noYh0TrQj6xHbn+IO/5Xxb8+rKPJvT/M88amc+/FRZRmxA26+0sPRoqziAyIfQNBllY2s6SimS0Nbjq8XeePjzYQZHZpKucVpZCTZOu6w9NhBoLEAvP0PIwTMgi/UYPvr5uwXn0ypgQrA//K4fBcvhDfer6C/65voMWzP8z/NzGTuy8soijNoTD3E8VZRPrNgQNBllU2s7PVS4fv6ANBzi3uOn989ugk0uKiG7qONhAkBhjsJmyfP5nQ2nrCNR0EXt6O8eqxGOJi77rndm+QW56t5JmN9bR6g91h/vypI/jRnNGMTnNgGsJzwmON4iwiJ1T3QJCKJlZUt1LX6cfl7/1AkMm5CSTtO398jANBYoFlXhHGh9cQavXi/9NGLPOKMcVYnFvcAW56toLnNzXS7g12v0j68pRsvjtrNKNS7YPu8z7YKc4i0ueOZyDIhOhAkFl9OBAkFhgTbFg/PQbv1laCGxoIPFWO8csTMMTHRqAbXX6uX1TBy1ua6DggzNeelcttM/LJT1GYB4LiLCKfWCQSYUu9m2WVLSyuaGZDrAwEiQUGsF19MoGnygmuqcf7wAeYZxVgPiltwHdu13X4uO7pcl6raKbTFyLS9XC5aVoet5ybT26yTWEeIIqziByX7oEglc0sqWihutnTff74qANBSlOZXtg/A0FigTHNgf3W03Bdv5Tw7k68C9cQ97PpGAbwjlW723xc9/QWlla24PJHw2yA284t4IZpueQkKcwDSXEWkV5z+UK8HR0I8nplC3s6BsFAkFhgMGC5pAjLM5UEnqsm8I8tBOeXdN3v2dr/M7d3tHi57uktLK9uxRMNs9EA35k5im+elUt2om2gD+qHPcVZRHq0byDIksqugSCNrl4OBCnuuuRpXHZC1x2erEYcZtOADASJBQaHGfvtUwiu2ku4ph3Pfe9impiJMTuuXx/H1iY31z5dzptbW3EHwgCYDQZ+MGc0Xz0jh6wEhTkWKM4i8jH7BoIsqWg+YCBICE8PA0Em5SYwqySFWSVpFKY7SIilgSAxwjwuHesXx+J78AOCq/fi/285tmvG99vmsIp6N9c+vYWVO9rwRMNsMRr46dxCvjQlh4x4q8IcIxRnEekeCLKsspnFFc2UN3ho93UF2Rc4+kCQc/cNBLF2BTkWB4LEBLMR+zcnEnx5W9fmsAc/wDwrH/OYE785bFOti+sWbWH1jna8wa4w28wGfnZhEZ8/LZuMOOuwXdWIRYqzyDC1byDI0soWllY1s7PFR2c0yD0OBClKYXZpCmeNSiY9zkKczTwoBoLECmOGs2tz2A1LCdd04HvkQ0z3nHNCb4qxbk8H1z1dzvu7OvBFw+wwG/n5JcV8ZvII0pwWhTnGKM4iw0irJ8CbW9tYUtnMiuoW6jsDdPpDRx0Icn50uXpy3v6BII5BOBAkJhgMWC6Nbg57vhr/3zdjnVeEZcaJ2Rz2fk071y8qZ+3uDvzRTXtxViO/urSE/zsli1SHwhyLFGeRIW7/QJBmVu9sp8UTHQjiP/pAkNmlqZRmOkm0dQV5sA8EiRUGhxn7HVMIvhPdHHbvuxjHpWMamdCnf87K7a3c9EwF6/Z2du+mT7CZeOCyEi6fkEmywhyzFGeRIaZrIIiLZVWtLKloZsPeTtqOYSDI+cUp5KfYibeZiRtqA0FiyKGbw3wL1+K4cyqGZFuffPw3qlu45dkKNta6CERXRZIdZh6aX8plYzNIspsV5himOIsMAfsGgiypbGFpRRNbm7tuKOHqxUCQ2aWpTCtMJjPBSvwwGAgSM8xG7NeeQvCt3QTf3IXvt+swjUvHekUpBscne2peUtHMt56vYHOdu/t0RZrTzMIFZVx8cjoJdrNecMU4xVlkkNo3EGRpZTPLq1rY2+7vmtDVi4Egs/YNBHFaohO6dP54IBjTnTh/Pp3Oz7xIeGsr7h+8jakoGfPpI8BsPK6P+dJHjdz+vyrK6/eHOTPewqOXl3HBmDTibQrzYKA4iwwi+waCLK5oZuW2VhrdvRwIUnLAQBB713K1fRgPBIkZBjBPyMDxk7Nw37SMyK4O3HeuIO4vF2LKT+RY/4Ge3VDPd1+qpqLR0/31kJNo49HLS5lVmkaczaQwDxKKs0iM2zcQZHFFE2t2ddDmDR11IMjk3ISuOzyVpGogSKwzG7HOKya0sQHfox8SXL0X789W47z32GZv/3ttHT98dSvVjR5C0Y0F+ck2HrtiDOcVp+C0KsyDieIsEmP2DQTpuqFEM+UNbtqj5497Gghy9qiuG0qcV5RCtgaCDCoGhxn7racR2txM4JVt+P+5BdP4DGxfHNer6WF/eX8vdy3exrYmb3eYC1PtPHbFGKYVJeO09P/8bvlkFGeRGLBvIMiSyhaWHcNAkPOKU5hVksJZo5NJd2ogyGBmTHXgvHcandvaCG1qxPOzdzCNScUyPbfH65//sHoP9y7dzvZmb/elcSXpTh6/ooyzRifjsBzfuWsZWIqzyADZPxCkiRXVrccwEKRrufrU6EAQpwaCDBmm4hQc907D/ZVXCde6cN/+BvH/vARTScphx3s+9vYufvn6Dna2+LrDfHKmk8euGMPUUUnYj3NTmQw8xVmkHx04EOTdne0093IgyPnRgSBlGU4S7GbiNRBkaDIZsMzIx37zaXjufYfQpiY8P3wb58KZGDOd3W8WiUR46M0aHlxRQ03r/jBPyI7n0ctLOT0/CZvCPKgpziIn0IEDQZZWNLOhNjoQxBfCc7SBICWpnF+SQl6yvWtDl82kgSDDgMFmwva1CYQ2NeJ/qpzAi1vx5Mbj/P6ZGFLsRCIRfrl8B4+8vYvdbf7uMJ+am8DCBWWcmpuAVWEe9BRnkT62byDI0soWllQ2sa3J272h62gDQWaVpnQNBIm3ER/dYa2BIMOPIdGK4ydnEdra2nVrySc2Yoi3Yr35VO57fy+/WbWbve2+7t36ZxQk8vD8Mk4ZGY/FpDAPBYqzSB84cCDI61Wt7Gn30ekPdW/oOpwDB4JMiQ4EiddAEIky5iYQ98hMOr/8KqF1DbgeWcvd4TBPRsLUeYPdYZ5emMwD80oYn52gnflDiOIscpwaOv28Xt3C0soW3t7WSpM7QKevNwNBunZYj89OINHetVzt0EAQOZTRgOnkdOIenUXL117jnmQL/2zz0mAxdq++zCxJ4deXlTB2RLxWWIYYxVnkGOwfCNIcHQgSPOpAkFNzEzi/JJWZJakUpjm6gqyBINIbJgPBcenc8/kx/L2mnSajoTvMF45J4xeXFDMmK05hHoIUZ5EehMMR1u3tZFllM0srmtnS4KHDF6Sz1wNBkslOtEXv8KSBIHJs3P4Qd7xSzb9aPTSZ9od53th0fnZxEWUZcbqmfYhSnEUOsX8gSNcNJXa2+Ojo9UCQVM4alURanIV4mwmnxaQnTzkuLl+Ibz1fyX/X19PiCXZ/3f3fxEzumltEcbpDX1tDmOIswoEDQZp5s7qleyCIq5cDQSbnJpDk6Do61kAQ+aTavUFuea6SZzbU0+oNdl9y9/lTR/DDOaMpTHNg0tfYkKY4y7C1q83L65UtLKlsZvXOdlp6ORBkZmlXkDUQRE6EVneQm54t5/lNjbT59of5minZfHfWaEan2vXibxhQnGXYiEQifFTvYnllK4srm9m4t5P2fRu6ehgIMjU/kZkHDgSx77uhhIIsfavJFeCGZ8p58aMmOrz7l7K/ceZIbj+/gIIUhXm4UJxlSNs3EGRJZQtLK5vY2uSlo9cDQVKZVphMVryVOA0EkROsrsPH9YsqeLW8iU5fiAhdl9/dcE4ut55XQF6yTWEeRhRnGXI6fSFWdg8EaWFPu/+oA0Fyk2zdG7qmRgeCxGkgiPSTPW0+rnt6C0sqW3D5o2E2wLfPzeeGaXmMTFKYhxvFWYaEhk4/b1S3sKSyhZXb2roGgviDuPy9GwgyLjueJPu+DV0aCCL9Z0eLl+ue3sLr1a24o2E2GuDO80fxzbNzyUm0KszDkOIsg9a+gSBLKppZs7uDNk/X9cdHHwiS0j0QZN+GLg0EkYGwtcnNtU+X8+bWVtyBMABmg4EfzBnFV84YyYgE2+HuFCnDgOIsg0Y4HGF9dCDIkspmyhs83Ru6vD0MBDnrkIEgCRoIIjGgot7NtU9vYeWONjzRMFuMBn5yQSFfmppDZrxVYR7GFGeJaQcPBGllZ6uXTl+ITl+wx4Eg5xalMLs0lTP3DQSxdm3o0tAGiQWba11cu2gLq3e04w12hdlmMnD3hUV84fRsMuKsOrUyzCnOEnO6BoK0srSyhRVbW6nv9NPp681AkK7l6sm5iSTZzcTbNBBEYs+6PR1cv6iC92ra8UXD7DAbue+SYj4zKYt0hVlQnCVG7Grz8nr0/PG70YEgnb0dCFKcSmmmk8Tohi67BoJIjHq/pp0bFpWzZncn/lBXmOOsRn51aQn/NzGLVKdFYRZAcZYB0j0QpKqVpRXNbKjtpM0bwuUL9mogyIySFPKT7STYum65qIEgEutWbW/lpmcr+HBPZ/clfQk2Ew9cVsLlEzJJdijMsp/iLP1m30CQpZUtLK1sZmuzhw5viM5eDQRJYVphMpnxNuI1EEQGmTeqW7j1uUo27O0kED01k+ww89D8Ui4bm0GS3awwy0EUZzmhDh4I0sreDl/3hK7eDASZEh0IEq+BIDJILalo5tvPV7KpztW9ZyLNaWbhgjIuPjmdBLtZqz7yMYqz9Lk2b5CnPqzjre1trNzWSpM7eNSBICdFB4LMPHAgiM2Ew6yBIDJ4vfRRI3f8r4ot9e7uMGfGW3j08jIuGJNGvE1hlsNTnKXP3b1kO0aDoeuGEkcdCJLKzJIUCtOcJNhNGggiQ8ZzGxv47ovVlDe6u1+U5iTaePTyUmaVphFnM+nrXI5IcZY+1+gKHPbX4w8YCHKuBoLIEPafD+v44StbqWrydIc5P9nGo1eMYUZxCk6rwiw9U5zlhMqM7xoIMqtEA0FkePjr+3u5a/F2tjZ5CEUvOyhMtfPYFWOYVpiM02oa4Ecog4HiLH1uRLyFi09OZ3ZpGpNyE0hydM2v1kAQGeqeWL2He5duZ1uzt/v6/JJ0J49dUcbZo5NxWIwD/AhlsFCcpc99+7wCPj15BKlOiwaCyLDx+Nu7+OXrO9nRsj/MJ2c6efSKMZxRkIRdYZZjoDhLn0uLs5AWZ8Fu1pORDH2RSISH36zhgRU11LT6usM8ITueRy4vZUp+EjZ9L8gxUpxFRI5TJBLhl8t38sjbNexu83eH+dTcBB5eUMZpuQlYFWY5DoqziMhxCIUj3Ld0O4+v2s3edl/3JYNn5Cfy0IIyThkZj9WkMMvxUZxFRI5RMBzhrte28vvVe6nr2B/m6aOTuX9+CROyE3R5oHwiirOIyDEIhCL88JVqnnxvL/Wd/u4wzyxO4deXlTA2O15z3+UTU5xFRHrJFwzz3Zeq+NsHdTS4/N13T7twTBo/v7iYk0bEKczSJxRnEZFecPtD3PliFf9cW0eTO9Ad5nlj0/nZRUWUZcZpsI70GcVZROQoXL4Q336hkv+uq6fZsz/M/zcxk5/OLaQk3akwS59SnEVEetDuDXLrc5Us2lBPqzfYHebPTR7BD+eMpijdgUmT76SPKc4iIkfQ4g5w87MVPL+5kbYDwvyl07P57qzRjE6zK8xyQijOIiKH0ejyc+MzFbz4URMd3iD77nz6jTNHctuMAkal2jUrXk4YxVlE5BB1HT6uf7qcVyua6fSFiAAG4MZpedxybj55yTaFWU4oxfkY3f/A/Xi9PhxOB3Hx8QP9cESkj+1u83H9oi0sqWjB5Y+G2QDfOjefG87JI1dhln6gOB+j7JycgX4IInKC7Gzxct2iLSyvasUdDbPRAHeeP4pvnpVLTpJVYZZ+oTiLiABbm9xc93Q5K7a24g6EATAbDHx/9ii+esZIRiTa0NVS0l8UZxEZ9srr3Vy/aAtvb2/DEw2zxWjgJxcU8qUpOWQmWBVm6VeKs4gMa5tqO7l+UTnv7GjHG+wKs81k4O4Li/h/p2WTGW9FK9nS3xRnERm21u3p4PpFFbxX044vGmaH2ch9lxTzmUlZpMcpzDIwhmGcA9S8+xprd3mJfi8enTGFMeeeQ1mqlWO+C1y4lZUP38avX9lOhz+MedI3+O2PLyM3wYa+50UGzvs17dz4TAUf7OrAH+p6MoizGvnlJSV86pQsUp0WhVkGzPCLc7ieVX9/mMfeacIT7OX7mE/mmpJJFCZbMZmO7Y/zbn6KPy16l8017QQiYBnRSmDfPeZEZECs2t7Kzc9WsHZPJ4FQ1/djgs3E/ZeVcPmETFIcCrMMrOEX52A9u3c00NTYgifUy/cxt+EORjjmpAa2878n/sOHdZ0E1GORmLCiuoVbnqtkw97O7hfKyQ4zD84vZd7YDJLsZoVZBtywjHNDU5BwGDBmcPLZ4xhhN2Ps6X1MBRQlWY5xSTtMwxt/4R9v7aLd39v1cxE5kZZUNPHt56vYVOciGA1zmtPMwwvKuPjkdBLtZp1ukpgw7OIcbqyjwRsmFAFjxhQ+d+e3mZbhxNLTOxksOJPjsPRY8EP+nM4P+NcfX2Vri5eQjppFBtxLmxu548UqttS7u8OcGW/hkQVlzB2TRrzCLDFk2MU52FBHYzA6+SenkDHZWWSlOjjGU8lH4aPy6Sd4blMDbmMBpYWNbN3hIqhKiwyI5zbU892Xt1Le4CYUDXNOoo1HFpQyuyyNOJtJYZaYcgzHgkNDoK6elmCYMAYSc/JJt5j6/JMQqnmZP/3rPfZ2RMg8/2ouG5OAY9i9DBKJDf/5sI47Xqo+KMx5yTZ+e+UY5oxRmCU2DbM4h2msa8QXDhPByIj8AuymPv7GDDfx5l/+yoodbQQST+cz15xHXpJtuH2iRWLCX9+v5fsvb6WqwdMd5tGpdn575RjOL0khzqowS2waZs0IUl/fSDAUBoOD7PwsLKa+/RS41v2bP79cQbPHypjLr+HSMek4jvniaBH5pP64eg8/XbyVrU0eQpGuMJekO/ntlSdxXnEKTmvfnswS6UvDLM4+GupbujaDGEeQl+fA3JfhDFTx/B+eZn29G/Lm8sVPn0pWvEUzeUX62WNv7+LuJdvZ2uTtDvNJmU5+e+UYphUm47AozBLbhteZ0FAjdQ3+ruUtWw55uVZM/lo2vvkW723YTm2bF0t8Kum5pZx6zpmclOXE3Ouyhtn72h/51+o9dARTOfcLX2BaXiJWY28vphaRTyoSifDQmzU8uKKGmlYf4WiYJ2TH88jlpUzJT8JmHmbHJDIoDbM411EfvcbZlJFLcvUi7rt7ESs219Lm9hEMRTAYTZgtNhxJOUy46Ctc9+XZlCYffWxnuHUlf//zcra1+nFOuoovXlhMit2EAcVZpD9EIhF+9fpOFr61i91t+8N8am4CD88v5bS8RKwKswwSwyvO3nrqW4KEIxDxvMcf736VnXtb6fSFPjb9q6W5iaa//JRt2+u5+8efYUKavYdAe9n83z/y4kdNeIxFfPorlzMuw4lZy9ki/SIUjnDf0u38ZtVu9rT72Dchd2p+Ig8tKGXSyASsfby/ROREGlZxDjU00BQIEY5AuGkb5Y1hrFnjmHHOqZTlpmH1t1Jb+QFvrdrA3s4gvvZ6Kpc8xr25hTx849lkOQ8/pCCw/QX+9J+11LkijJh7DZ+dkkPCsUwsEZHjFgxFuGvxNv6weg+1HfvDPG10EvfPK2ViTgIWbcqUQWZ4xbm+jsZAmDBAyEDG9Ov53rcWMHFkEk6rGUMkRNDn5gubnufBux/j9W0dBLxNbHjqT7x44UQ+Ny4Z+6H7SML1vPHk33h7VwfBxDP47BfPoyDZpk1gIv3AHwzzo1e28uT7e6nv9HeH+fziFH51aTHjsxP6dtOnSD8ZVod37vp62oNhIoA590Kuv+0zTBtbQHZ6CkmJCSQmJZOamUPJ2Z/j9psupijBhpEIgab3eGlpFW7/oeePw3S89w+efLWaVp+Nk668hktOStOlUyL9wBcM852Xqvjje3upOyDMc8ek8sC8UsbnKMwyeA2rI+eE877NH5/6Ov4QGO2p5OVn4DzMiWGjNYGC869izt9eY8cHPjwhDxVvrWTnF8eS5Dhg1KevgkVPPMvmRjeG/Mv50lWTyIqzaKiByAnm9oe488Vq/rm2liZ3gOjeLy4bm87PLipiTGYcJi1fySA2rOJsShpJUeK+nxl6vC2cMa6UqZNG8tf1bXhCIbxbt1DtCXJyhOjGsBC7Xv4j/3mvls5QOudd/QXOyU08pptjiMix6/QFue2FKv67rp5mz/4wXzkxg7vmFlGS7lSYZdAbZikxYDDs++9ob+pgdOHI7ksvIq697G4MEIre/THcvIK//vkNdrYHcJ56FV+8oIhku0YBipxI7d4gNz1bwb/X1R0U5s9NHsE9FxYrzDJkDKsj52NjIDE1BbvRiAGIRFx0doajTwYhtr/0L16rbsEbtlGU4mPtC/+m3GI4TJxDbC1vxxc9XR2uXcOzf4cUu5XsKfM4f0wSVl1zJXJULe4ANz9bwfObG2nzBrvD/KXTs/nurFGMTnNgOuqrbpHBQXHugdFiwWygK84H/U6Y9to6OgNhIhEfO9/+D39613iEo/EIAXcHvujtIkM1K/jb797BaLBy+i3nclZxElb9K4j0qNHl58ZnKnjxoyY6vMHu78evnzmS22cUMCrVjlFhliFEWehByOfFH94XZjsOx/4A75s+BGH8rjb8vf2gATftrW7AQoc3RIQIaDFc5IjqOnzcsKicV8qbuwcGGYDrz8nl1nPzyU9RmGXoGT5xDmzg7z98nBV73fgjBrJnf4s7rjyJpI9duLxPmOb6pujtJQFbGulpZoxGACNp42Zy6YIxuAOHzhb7+MepXfsqq7d1EgiBccQk5kwdTbzVSmFZAlZd6iFyRLvbfFy/aAtLKltw7QuzAb41PZ8bpuWRm2xTmGVIGj5xjnSya8P7vFvZijdsIregHl+ojAhH2sTloapyJ75g18liU1YB+U5TdKe2iZHnfoHrp4SIRI4W5wBv//w91te4CIQimPLO5ZqbryQ/wY41Lhm7zjeLHNbOFi/XPb2F5dWtuP1dYTYa4M7zR/HNs0aSk6Qwy9A1fOJsTCE5IUwoFCAQDFC/YycdwTDpHGFRufNDVq5pxBcIA0bSxp5Cod3SfY2z2ZlMqrM3f7CfxAN3cVucJKemkZZk12K2yBFsbXJz3dPlrNjaijvQdYmE2WDg+7NH8dUzRjIiUVP4ZGgbPpdSmfIoLUrBEh1+7974Bm/t9hD9vj9EgG0v/pvlO134w4AxlUnTTiHJpgEjIidaRYObr/93C28cEGaL0cBP5xby9TNzFWYZFoZPnA1OJs86h5EOC0Yg0rKaPz/4D97f7SJ4UKAD1L71O371+zfZ1RkgDFhKLmLBWek4LHpGEDmRNtV28o3/fsRb29rwRMNsMxm456IirpmaQ1aCVWGWYWH4LGtjIPH0T/F/Zyzn10tr6Ax42LXi93z3m+9yxtmnMyYvFXuwjT1b3uWtleuo2t1GIBwBawFzv/QpJmc4dAtIkRNo3Z4OblhUwbs17fiir5gdZiP3XlzEZyePID3OevThQSJDxDCKMxjiSph3yy1sa/gZ//mwAa+3lT2bV/HSjg9ZZjFjIETA68bt8ROKAKZUJn/xdr45p4hkq6Z/iZwo79e0c+MzFXywqwN/dAxfnNXILy4p4apTskh1WhRmGVaGVZzBTGLxHK7/eRL5f/4T/3jhHba3+fF0+PEc9HZGHNmTuPBL3+Sa+WdQmKJzXCInysrtrdzybAUf7unEHx3Wk2Azcf9lJVw+IZMUh8Isw88wizNgcpBaeBZX3jKGGVdtZdOHa9lYtYfGljY8QRPOlGxGnTyZ0087iYLsTFLjbXyyS5EtTLnxSZ76Ytct7QyOdPISbDoKFwFWVLdw63OVrK/tJBANc7LDzIPzSpk3LoMku1lhlmFp+MUZwGglPnUE8cnpjBg9jrN8AYKhrrnZRrMFq92B02Htozm9BpwZ+YzO6IMPJTKELKlo5rYXKtlY6yIYvRlzmtPMQ/PLuGRsOol2s17EyrA1POO8j9GMLS4RW9xAPxCR4eWljxq588UqPqpzd4c5M97CwgVlzB2TRoLCLMPc8I6ziPS75zY28L2XqtnS4CYUDXNOoo2FC0qZU5ZGnE2bL0UUZxHpN//5sI4fvbqVykZPd5jzk208cvkYzi9JwamrIkQAxVlE+slfP9jL3Yu3U920P8yjU+08enkZ5xal4FCYRbopziJywv1x9R7uXbadbU1eQtGbxZSkO3nk8lKmFabgsAyfYYUivaE4i8gJ9fjbu/jV6zvZ3uLtvg/6SZlOHrl8DGeNSsKuMIt8jOJ8jG679Vts3ryJyaedxp3f+Q5xcdrqLXI4kUiEh9/cxYMrdrKz1dcd5gnZ8SxcUMrUgiRs5k8e5tDWRdxz7yI2N7kJRUxkzLqVH119GpnxH79RTbjhDR6950+8U9OOP2Jl5JybuOPzpzHiMG8rMpAU52O0a/duqiqryM7JIRwKDfTDEYlJkUiEX7++k4Vv7WJX2/4wn5qbwEPzSzktL7FPwgxgHFFMum8blZvq6AiAzfUqG+aNZXqcBeuBxQ3uYfHjj/H08nXUdgaxFV/Jp88uJMmhy7Yk9mg9SUT6VCgc4WdLt/PQmzXsatu/lD01P5FHLy/j9Py+CzOAwVHKrHNPJt5mIhIO4dm+gtfXt+LxRw54qwA7XniMJ17eRG27j5BzLP93/Rc5tzgdxycbAShyQijOItJngqEIdy3exmNv72ZPu4/opmymjU7ikcvLmJybiNXUx087BjujZs/klDRH15GyfxdvL19Lq8fPvjx7Kxfx2B+XsKXeTdCQxhnX3MRnzykk1a4d4hKbFGcR6RP+YJgfvFLNb1ftprZjf5jPL07hoQVlnJKTgOUEHaVaR85g9ulZOG1GIMDet5bxfpMbXxhwbeQ/C5/kjcpGPCETObO+wXVXnEZeku4NLbFLcRaRT8wXDPPdl6r547t7qev0d4d57phUHphXwvjseMwncvnYlMFZF5xFTrwdExCsX8Xr7zXi8bay5m8L+edb22j2hbAVz+P6ay9mfE4C2iQusUwbwkTkE3H7Q3znxWr+ubaWRneA6ClmLhubzj0XFTEmMw7zCT9ENZIyZS7TRr/E9lY3rmAT7y5bRXncHn73r3fZ0eonEjeeq278CjPKMnGadcgssU1xFpHj1ukLctsLVfx3XT3Nnv1hvnJCBj+dW0RphhNTP60dG+LHc8G5pTy3pQV3R4CWd/7M3ZXN7NjVjp8UzrjmJj53zmjSdJ5ZBgEt7IjIcWn3Brn52Qr+va7uoDB/dvII7r6ouF/DDIDBQckF5zM22YHFAOGOHVTuaMMTMJIz8+tcf8Xp5CXrPLMMDoqziByzFneAG54p5+kNDbR6gt1h/uLp2fz4gtEUpzv6N8wAGLAXzGLW5DScVgNEQoTCEWyFl3LttZcyfmQCFpVZBgkta4vIMWl0+bnpmQpe/KiJdm+w+3Klr5+Zw20zRjE61Y7RMEARNMeRnpaA2WQEQoCF4pnzOaswXeeZZVDRkbOI9Fpdh4/rni7nf5sbu8NsAG44J487zh/gMBOhadVf+OvynbR7w9FfC7Jz82aafX7CPb6vSGxRnEWkV/a0+fjm0+W8tKWJDl+oK8wG+Na5+XzrvHwKUgYyzBDas4TfPfIMa3e14993LRcROj9czOtbO/AEB+yhiRwzLWvHJC+1H77OkmUrWbN5K7vqW/GEzDjik8koGMOEKdO5YM7p5CdYer25JdRSwdtLlrPy3bWUb6+l2eUHaxxJmQWUTJjKnEsuYHK+zsnJ4e1s8XL9onKWVbXg9neF2WiAO2aM4tqzR5KTZBvQMOPbxv8e/Q0vrd9DR8BA1pSzSNmyhuoOLwH3RyxduoVPnZxGXKJucCGDg+IcY8Jtm3n+sYf4y2sb2N3cjsvjIxAMEY4YMJpMmDesYfXyF3j26el87tabuWJSJo4ez6X5qFn+Rx7+7bO8t7WBtk43Xl+AYDgCBiMmyybWv/sGi1/4Hxd8/dt84+KTSbXpUhPZb2uTm+sXVfBGdQvuQNfisNlg4HuzR/HVM0aSnWgb4B3Qbj7670L+uPgj6t1BTCPn8rVbvgR/u4OFS3bQ6vNQvXQJ6/7fJNISkrDpi1sGAS1rxxJvBU/d/UMe+s8KNm3fS1ObC68/SCgcIRIJEwoG8Lk7aG3YQ9X7L7Dwez/hX+ub8YYiR/iAYeqXL+Qn9z7Jax9Usbu+hQ63j0AoTCQSIRIOEfR56GxtZE/lKv77i5/ym+U1dPp1dk66VDS4+cZ/t/D6AWG2GA38ZG4hXz8zFsIcoe2Dv/HIX1ZQ1eQlZM5n7je+ypzxE7lgzulkOG0YAX/NGyx9vwmP70jfKyKxRUfOMSPA1uce58/LNrG71Us4YiBu1HTmf+oyZpxWTLrVS/POzax65b8sWlpOs89FU9Vy/vjQU0x84AtMTHVgOuQjhptX8ORjz/D+1gZcwQiGuFFMv/xTXHLeqRRl2PA3bmXNkn/zj2c/YK87QGfdOp753VPMmHQtUzKdaHPr8LaptpMbniln1fZ2vMGuMNvMBu6eW8T/Oy2bjPiBv2Y43PgWf1r4L1Zvb8EfsjJ63jf40uwxZMbZMJwzk9NHLGNXmxdPoJa3X1tF3bnZJNodOiqRmKc4xwrXWp7/7zvUtHbdMMAy6hJuu/dmZp+cTUq8DYshQnDMyYyfeiYTsr7Dj/65nmavl9p3n+L59y+jdIadeMuBz5Rh9ix9lsUVjbiDETBmcO71d3HHgvHkpsZjMxuIBEsZM2ECo+3f5vv/2ECzN0Dbppd45cPPM+F8xyEfT4aTdXs6uXFROatr2vFFw+wwG7n34iI+O3kE6XFWBvIUMwDB3Sx5/DGe/WAX7f4w9pL5fPOa8ynNcGAyAClTmHlmDq/taMXjDtK0+jXe2nUBeckOnIe+khWJMXoBGSO865fzxrY2fKEIGFM48zPXMGdCAZlJDqwmIwajCYs9npSsEmZ86bOck+XEaoCIZwdvvbkZl2//9aYAhFtZt3odTd4AYcBUMJMrLxxPQVYSDqsJo9GIyeogIX000666kPFJdiwGiPh28+GH2/EGQgP0mZCB9n5NO9c+tYV3du4Pc5zVyK8uK+Fzp2bHRpjxsfW5R/ndSxuo7QwQcZ7Eguu+wLSidOz7brBhTGby7LPJi94MI9y6hiWvb6NT27ZlEFCcY0KAmg0bqYuG1BA3nunnFZDoONzGLCP23GmcOTYeq8UABNi7eTO1vsDB13GGatlZ00kw1HUlalzROE5KsfHxg2EjjvwJlGbaMBu7Hkvdntqu89In5i8rMWzV9jauf7qc93e14w91fUUl2Ew8cFkpn56URZrTEgNhBtem//DIH5dSXu8mSDzjrrqWz59TeMjcbAPxE+ZwTlECDjMQcbFp8TIqOjwEBu6hi/SK4hwTItTV1uOPBtGYU0ppqjUay8MwJpE3MqX7Tj/BxjoaA+Hu2/R1fUgPHm84OlbRgDMpGavxCB/QkkJKgin6pBvB43ITCivNw82K6hZufKacNXs68Ec3GSY7zDy8oJQrT8kixREbYY60vs/fHvobb1U14g1B4qTP8M3PnkVB6sc3pxmcY5g5rYQEhwUDETyVS1m6oQ2PX1/fEtt0zjkmhHF1ughFBxQbU9LJtJh6eOVkxOHcf11pxOPCHY4cfKRrdOJw7A9uMBg48pFwJEioe8e3EbvdPuAbfaR/Lals5rbnK9lY6+q6zA5Ic5p5aH4pl4zNINFujpnL6wwJJ3PFDx5n1m0hwhEwOdPJGZGE9XBftAYHZZ+9j79e4CYQioDBTOKILOK0n0JinOIcI8LhMPvqabA5sBnp8cnQ6/WzL8cGixWrwXDw25tGkJfjwGQyQDBC++5dNAdCjOAwH9dfx97mAF2rmCZGFuRjM8fOk7GcWC9/1MidL1axuc7dHebMeAsPLyjlwjHpJMRQmAEwOUnPKyS9l29uSc5hVPKJfEAifU9xjgkWTvncT7j3PA+BMJgyJ5Dm6GGSUdhFfV1r9HwyGNIyybQaDz7aNSRwypRxJC2updPnJ1D+Jiu2fYaiJAeOg3aqhmlf8w7rm/wEw4C1mNOn5mK36ozHcPDcxga+91I1Wxr2n8rISbTx8IJS5pSlEm+LsTCLDBN6Bo4JJjLHTee8WXOYPWcO50/Ow2E+8rUe4Y51rNniIhCMAEbSi8vItJoP+cc0kz3rKi4sTcRuMhDpXM+/HnqSt7a3EThg55h31xs88ftX2N7hI4SJrPOu4tKxyft3vMqQ9d8P6/jOi1UHhTkv2cbjV5YxtyxNYRYZQDpyjhEmiw2TpTdvGWDbS0/z5h43/jBgzOT0aeNIsH38SNuUNoUv3n4d9Xc9yisfNVG7+q/89Lr3eP6UsRSkOwi11fDRmrVsqt6DK2Ak7bTP8+0bL6I42YbaPLT9/YNa7lq8jaomT3eYR6faeWRBGecVp+CwaoSryEBSnAeVMO3r/87DT65kb2fXpVOOky5h/pR0HIfb4GKwkznpCu548CSmv/oyS5cu4Y2Na1m+cxNWs5FIyI/XEyJxzHQ+ddE85l14JmML0nTUPMT9cfUe7lu2g61Nnu5NiCXpDhYuKGN6UTIOiyZ0iAw0xXnQCOPa8jS/uvsJVmxtxR+OYHCUMf/rn2JixpFHbRqscVj9TezZtY3qmmZ8AT9Bvx/v/regbccm1r6fS8n4CYzJ7+02GxmMHl+5i1+9vpPtzV7C0TCflOlk4eVlnD0qGbtFZ7pEYoHiPCiEad/4X37508d46cM9dAbCREzpnPGV27lmegGJFuMRliDdbH3xYe577CXW1zTS1hkkrmASk8YVkZVkxt9cw5Y1a6lsaGTrO8/yePV61l/zPe78zCQyYm2HrnwikUiEhW/u4oE3d7Kzxdcd5vHZ8SxcUMoZBUnYjnhhvYj0N8U55oVpW/cPfnbX71i8fjcd/jARUwqTrv4ed3xuKnlJR7r5QJimt3/Hzx58mne2NuEljdOu/hY3fuoMRqXGYTUZupa1Gzbz0mO/4LdLqmnatZHFj/+MtJyHuXFGLglW5XkoiEQi/Pr1nSx8exe7WveHeXJuAg/NL+X0vESFWSTGKM4xLUzzB3/m3rufYMnGvV1HzJZMpl7zPb7zxRmM6enOUe4P+c9vn2HN9ia8ISM5F9/I7ddcyLiRiQcPa8hI4zN3Gmjaezv/WN+Mp2Ejz/7pOeae9mVOSfv4na5kcAmFI/x82XYeX7WbPW3+7jCfUZDIA/NKmZybgNWkMIvEGn1Xxqwwjav/wF0/+T2L94XZns/5N97ND66ZyZgR8d3jOw/3vu2rnueljfV0BiJgHcOFV51PaXbix6coGW0k5p3Fpy6bRLLdgiESpHX9Yt6odOHT/QEGtWAowl2Lt/HYyt3sadt/xDxtdBIPLyjl1NxEhVkkRuk7MyYFqHvrcX58159YtrkWVyAMCWOYf+c93PnZcyjJjMPc45BjP5tXv0+dx991R6q8yZxZkoTtSLuwDQ7yp05mtMOCCYh4qtiwuYVAMHz4t5eY5w+G+eEr1fxu1W72tvu6566fX5zCQ/PLOCUnEYt25YvELC1rx5wAe1c8yl33/pO3KhvwBCMY007lc3d+h2tmjyMn6ePD/T8m3E7NrpbumxeYswvId5iPvAQOWPPyyLKZuj52xE9DXRPh0Gj0+m3w8QXDfO+lav72QS31Ln/05icwtyyV+y4uZmx2T6suIhILFOeYEqbxnT9wz31dYXYHI1hHTudr37+NT59TRma8pXc3pIh00N4ZJBI9XDI7nFiO9o4WB3bL/vnc4aDu5zwYuf0hvvNiNf9cW0ujO9Ad5ktPTudnFxUxJitOYRYZBBTnGBLY/gIP/fLv0SNmcBZdzI0/vJn5p48izWE+htv12bBZ6H77gM/XPWziyH+4B09g/52tbE4nMXF/QOm1Tl+Q21+o4j/r6mn27A/zFRMyuGtuEaUZTkwKs8igoDXLWBFu4a2/Pcmyj2pxBSKY8+Zw449v5fKphaQ5jyXMgCmBpCQrhugTcbh+L7X+ED0dCwd376bOH70ntMFB1ohUTNosNGi0e4Pc8lwF/15Xd1CYPzs5i3suVJhFBhs9+8aIcNMqXnt9G63eEBFTDrOvvZZLTy0gxX6kASM9cVJUmIvN1HUhVKhmPR/W+ggcsc5h9q5dR4030BVwUx6FxU7M2jA0KLS4A9z4TDlPrW+gxRPsDvOXTs/mx3MKKVaYRQYdxTlGuD5cxZoGb9ctIwtmMG/aaFIdx3vzATMFk8czwh7dfe3ewMvPr6fZG+Cwi9vujbz00gZaPV2/by6cwtR8BxqxHPsaXX5ueKacZzc20nZAmL9+xki+N2s0hekOTDo9ITLoKM4xIUD1hs20+oOEMRBXdDIlidYed1f3zIBzwlzOL4nHZgYibiqefoBHnllHnSd4cKC9NSx//AH+s64eTygCBifj5sxmTKL9E/z50h/qOnxc93Q5L2xqpN3b9e9qAG44J487ZhYwOs2uMIsMUtoQFgsinezcUYc/FAYiuN55hK9c8eej77Dex5jJnO/dz1enpuOM3nbSEDeOK665iNer/s2mJi+Bls289ODtVLw+hamTyxiZ6oSOXXy06k1Wri1nd0eAcARsJZdx9byTSHFotnYs29Pm44Znyllc0UynL9QVZgPcOj2fG6blkZdsw6gwiwxainMsCDdQ1+Dvvq9uqGMvWzv29v79jR1M6AwS7j52AgxWsqd/lW99tZafPracbe1+XI3b2fhmHds+WILFbISQH09nJx5/15O7ecQ0vnbHV5hWkIRuThS7drZ4uX5ROcuqWnBH/+2MBrh9RgHXnp3LyCSFWWSwU5xjQchFpyvE0a52OlZGRw6nf+YH/GxEKX998imWbqzD43PT7nMf/IamBEaffQVf+urnmXPaKJKsx7MJTfrD1iY31y+q4I3qVtzRHX5mg4HvzR7FV88YSXZiL4bUiEjMU5xjgWUM/+/hf3OJN8TxDcw0k5STjvNjJ4kNWJNymHjBNeSdejGfL9/Ah+s2s7O2hTZXAHN8MilZoxl/+mmMK8xlRGYKToU5ZlU0uLlhUTlvbmvFE+j6SrEYDfxoTiHXTM0mK0FhFhkqFOdYYHCQXlBM+on54JgdyWTmJZGWlUfZaefjDwQJhiIYTCbMFhuOuDjsR7wntMSCzbWd3PBMBSu3t+GNzjy3mQ3cdUEhXzg9h4z4I906VEQGI8V52DBgsjpJsDoH+oHIMVq/p5Mbniln9c52fNEwO8xG7r24iM9OHkF6nFXD3ESGGMVZJIZ9UNPOTc9W8H5NB75QV5jjrEZ+fnEJV03KIs1pUZhFhiDFWSRGvbOjjVuerWDN7o7uO4wl2Ez86tISrpyYSYpDYRYZqhRnkRj05tYWbn2uknV7OwlEw5zsMHP/ZSXMH59Bsl1hFhnKFGeRGLO0spnbXqhkw14Xwei172lOMw/OK+XSsRkkakCMyJCnOIvEkJc/auTOF6vZXLc/zJnxFh6eX8qFJ6WTYFeYRYYDxVkkRjy/sYHvvVzNR/Xu7mlxOYk2Hl5QypyyVOJtCrPIcKE4i8SAp9bV8aNXt1HesD/MuUk2Hrm8jJklqcTZjvcOZSIyGCnOIgPs7x/UcteSbVQ1errDPDrFzsLLyzivOAWnVWEWGW4UZ5EB9KfVe7h32Q62NnkIRYerF6c7WLigjOlFyTh1U22RYUlxFhkgv1m5i1+9vpNtzV7C0TCflOlk4YIyzhqdjEO3BhMZthRnkX4WiURY+NYuHlyxkx0tvu4wj8+O5+H5pZwxKgm7WWEWGc4UZ5F+FIlEuP+NnSx8axc1rfvDPDk3gQfnlTIlPxGbwiwy7CnOIv0kFI7w82U7+M2qXexu83eHeWpBIg/MK+XU3ASsJoVZRBRnkX4RDEW4e8k2/rB6D3vbfUQ3ZXPO6CTuv6yEU0YmYjFpT7aIdFGcRU4wfzDMj1/dypPv76Wuw98d5hnFKfzq0mLGZycozCJyEMVZ5ATyBcN87+Vq/vZ+LQ2u/WG+oCyV+y4uZlx2PGajwiwiB1OcRU4Qtz/Ed16s5p8f1tLoChA9xcylJ6dzz0WFnJSlMIvI4SnOIidApy/I7f+r4j/r6ml27w/zFRMy+OncIsoynJgUZhE5AsVZpI+1e4N86/lKFm1ooMWzP8yfmZTFD+eMpiRdYRaRninOIn2oxRPg1ucqeW5jA63eYHeYrz4tm+/OGkVRmkNhFpGjUpxF+kijy88tz1bywuZG2r1Bol3ma2fkcNuMAkanOTAZFGYROTrFWaQP1HX4uOmZCl4ub6YjGmYDcN3Zudx6bj4FqXaMCrOI9JLiLPIJ7WnzceMz5bxW0UynL9QVZgPcMj2PG8/JIy9FYRaRY6M4i3wCO1u83PBMOcsqW3D5u8JsNMDtMwq49uxcRibZFGYROWaKs8hx2tbk4fpF5bxe3Yon0BVms8HAd2eN4mtnjiQ70Yb2fonI8VCcRY5DRYObGxeVs2JbK55AGACL0cCP5ozmmqk5ZCUozCJy/BRnkWO0ubaTG5+t4O1tbXiDXWG2mQz8ZG4hV5+eQ2a8VWEWkU9EcRY5Buv3dnLjonLe2dmOLxpmh9nIPRcV8blTR5ARZ0WnmEXkk1KcRXrpg13t3PxMBe/VdOALdYU5zmrkvotL+PSkLNKcFoVZRPqE4izSC6u2t3HrcxWs2d2BP9Q1XiTBZuKXlxZz5cQsUh0Ks4j0HcVZ5Cje3NrCt56v4sM9HQSiYU52mLn/shLmj8sgWWEWkT6mOIv0YGllM7e/UMmGvS4C0ZsxpznNPDCvlEvHZpBkNyvMItLnFGeRI3j5o0a+81I1m2pdBKNhzoy38ND8Ui46KZ0Euxl1WUROBMVZ5DBe2NTA916q5qN6d3eYsxNtPDSvhLlj0ohXmEXkBFKcRQ7x1Lp6fvTqVsob3ISiYc5LtvHw/DJmlaYSZzMpzCJyQinOIgf4+wd7uXvJdiobPd1hHp1i5+EFZcwoScFpVZhF5MRTnEWi/vTuHu5btoPqRg+hSFeYi9MdLJxfxvSiZJxW0wA/QhEZLhRnEeC3K3fxy9d3sq3ZSzga5pMynTy8oIyzRyfjsBgH+BGKyHCiOMuwFolEeOStXTywooYdLfvDPD47nofnl3DGqGTsZoVZRPqX4izDViQS4f43drLwrV3UtPq6wzx5ZAIPzi9lSn4iNoVZRAaA4izDUigc4RfLd/D4yl3sbvN3h3lKfiIPzivl1LwErCaFWUQGhuIsw04wFOGeJdv4/eo97G33Ed2UzTmjk/j1ZSVMGpmARWEWkQGkOMuw4g+G+cmr2/jT+3uo6/B3h3lGUQq/vLSYCTkJWEy6WEpEBpbiLMOGLxjm+y9X89cPaqnv9BNdyeaCslTuu7iYcdnxmI0Ks4gMPMVZhgWPP8R3XqrmH2traXQFusN86cnp3HNhISeNUJhFJHYozjLkdfqC3PG/Kv6zrp4m9/4wXzEhg5/OLaIsw4lJYRaRGKI4y5DW7g1y2wuVPLW+gRbP/jB/ZlIWP5gzmtJ0hVlEYo/iLENWiyfAt56r5NmNDbR6g91hvvq0bL47axRF6Q5MuhmziMQgxVmGpEaXn1ufq+SFTY20eYNEu8zXzhjJbTPyKUxzYFSYRSRGKc4y5NR3+Ljp2Qpe2tJMRzTMBuC6s3O55dx8RqXaFWYRiWmKswwpe9p93PhMOa+VN9PpC3WF2QC3TMvnhml55KfYFGYRiXmKswwZO1u83PhMOUsrW3D5u8JsNMBt5xVw7dm55CYrzCIyOCjOMiRsa/JwwzPlLK9uxRMNs9lg4DuzRvG1M0eSk2hDm7JFZLBQnGXQq2hwc+Mz5azY2oonEAbAYjTww9mjueaMHEYkKMwiMrgozjKoba7t5KZnK3hrWxveYFeYbWYDP72gkC+cnkNmvFVhFpFBR3GWQWv93k5ueqaCd3bsD7PDbOSei4r43KkjyIizolPMIjIYKc4yKH2wq52bn63gvZoOfNEwx1mN3HdxMZ+eNII0p0VhFpFBS3GWQeed7W3c+nwFH+zqwB/qGi+SYDPxy0uKuXJiFqkKs4gMcoqzDCpvbm3h289XsXZPB4FomJMdZn59aQkLxmeQ7FCYRWTwU5xl0Fha2cztL1SyYa+LQLgrzGlOM/fPK+WysRkk2c0Ks4gMCYqzDAqvbGniOy9VsXGvi2A0zJnxFh6YV8rFJ6eTaDejLovIUKE4S8x7YVMD3395K5vr9oc5O9HKQ/NLmVuWRrzCLCJDjOLcA7fbTSQcOejXQsEgAMFgEJfLjdFo6v49k9mEzWbDoLXVPvPUunp+/OpWtjS4CUX/LfKSbTw0v4zZpanE2UwKs4gMOYpzD574wx9YvmQp/kCg+9d27thBOBzmwzVruebqqzGa9sf5yv+7kk9/9rPY7faBeLhDzj/W1HL34u1UNO4P86gUOwsXlDGjJAWnVWEWkaFJce7BhAkT+NMfnqC9vf1jv9fZ2UlFRUX3z00mEyePHYvFbOnPhzhkPfnuHu5dtoPqRg+hSFeYi9McPLygjHOLknFaTUf5CCIig5dxoB9ALJsydSrFJcWYTEcPweRTT6W4uASTWdH4pH67cjf3LN1O1QFhPinTyWNXjOG84hSFWUSGPMW5Bw6Hg4suuQSb3XbUt523YD5x8XH98KiGrkgkwsI3a/j58h1sbfISjoZ5/Ih4Hr2ijGlFyTgs+pIVkaFPz3RHMXvOHJwOZ49vk5WVxTnTpmG1WvvpUQ09kUiE+9/Yya/f2MmOlv1hnjwygUevKOWsUcnYzfpyFZHhQc92RzFixAgmTJyIxXLkc8nTzj2XlORk7dI+TqFwhPuW7eChN3dR07o/zFPzE1l4eRlTC5KwKcwiMozoGe8oTCYTM84/v8ej4lmzZmK1HX3pWz4uGIpwz5JtPPr2Lna3edl35do5o5J4aH4pp+clYDXpy1REhhc96/XCeTNm4HQefml7RHY248aPx2zWxvdjFQhF+PFrW/nNqj3sbfd1h3lGUQoPzi9lcm4iFoVZRIYhPfP1QlZWFhNPOeWwS9tnn3MO8QkJWtI+Rr5gmO+/XMUTq/dQ27E/zBeUpXL/ZSVMHJmAxaTPqYgMT4pzLxhNRs6fNfOwS9uzZs3EpiXtY+Lxh7jzf1U8+V4tdZ1+oqeYufTkdH5xSTHjcuIxGxVmERm+FOdemj59Og6H46BfS09PZ9z4CVrSPgad/iC3/a+Kv62ppcG1P8xXjM/k3ouLGDtCYRYRUZx7KTMzk7KTxhwU4tOnTCE+IV5L2r3U7g3yrecq+dfaOprcge4wf3pSFnddWMiYzDhMCrOIiOLcW0aTiTPPPBPLAUvbZ519tq5t7qUWT4Bbnqvgv+vqafbsD/PVp43gx3MKKc10KswiIlGK8zE448wzsUY3hZnNZk6fMqXH65+lS5PLz03PVLBoQwOtnmB3mL86dSTfnz2akgwHJq0+iIh0U5yPQdmYMSQkJmIwGBg9ejRpaakYjfoU9qS+w88Ni8p5blMjbZ4gEcAAXHd2LnfOLKAwzYFRYRYROYjKcgwcDgdlZWWYzWbGT5hw0BK3fNyedh/XL9rC/z5qosMbDbMBbp6ex7fPK2BUql1hFhE5DMX5GE2Y2LU7e8IpPY/0HO5qWrxc9/QWXt7STKcvRAQwGuD28wq4eXo++Sk2hVlE5Ah0DdAx2jeMZOLEibqE6gi2NXv5+5otrNrRjtvfFWazwcB3ZhXwtTNyyUmyob1fIiJHproco7HjxlEwahTZ2dm9us/zcPTbd3bT4g7iD4UBsBgN/GD2aL48NYcRiQqziMjRKM7HKCkpifNmnIfjCLO2Beo6/N0/tpkN/GROIVefnkNmglVhFhHpBcX5GBmNRqafe66ub+4Fh9nIPRcV8bnJI8iIt6JTzCIivTNs4vzPv/+djz7aQigU/MQfy+f1YbXZFJuotaGR+EIlHPjlFGc1cu9FxXx6UhbpcQqziMixGDZxfu/d91jxxhsEAoGBfihDTlPeWQTLRsMBG+R+cUkJV52SRarTojCLiByjYRPnrBFZFIwaRTD4yY+c5WCGpHTqosNYkh1mfn5xMVdOzCTFoTCLiBwPQySyb5ji0FZXV4fb5SbCsPjr9qt/buzgvlXN2MxGfn1ZCfPGZZJkNyvMIiLHafgcOWdlDfRDGLIyanczIsHFTy4YzcVjM0i0m1GXRUSO37A5cpYT54VNDViMBs4anUyCwiwi8okpzvKJtXuD2MxGrGajwiwi0gcUZxERkRijG1+IiIjEGMVZREQkxijOIiIiMUZxFhERiTGKs4iISIxRnEVERGKM4iwiIhJjFGcREZEYoziLiIjEGMVZREQkxijOIiIiMUZxFhERiTGKs4iISIxRnEVERGKM4iwiIhJjFGcREZEYoziLiIjEGMVZREQkxijOIiIiMUZxFhERiTGKs4iISIxRnEVERGKM4iwiIhJjFGcREZEYoziLiIjEGMVZREQkxijOIiIiMUZxFhERiTGKs4iISIxRnEVERGKM4iwiIhJjFGcREZEYoziLiIjEGMVZREQkxijOIiIiMUZxFhERiTGKs4iISIxRnEVERGKM4iwiIhJjFGcREZEYoziLiIjEmP8PsdOo59JDyugAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/745.jpg" } ]
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ArbZ27VpFL10q6expwcFDhtg8EdxFqADUWnv37tV/P/mkpLPvUy1YuFBBQUE2TwV3ESoAtdLOHTs0+sEHVVRUJElasGCBBgwYYPNUqApCBaDW+fTTTzVmzBgVFhZKkv48c6YeGDXK5qlQVVxMAaBW2bhxoyY99phKSkrkcDj04ty5Gjt2rN1jwQOECkCtsXHjRj02caJKS0sVGBioNxct0tChQ2t8jm3btil++3Z9++23KiouVocOHXTnnXfq9ttvr/FZagNCBaBWSEpK0uRJk1RaWqo6deooetky3XrrrTU6w5kzZ/SXF17Qu+++W+H3+/ft0+pVqzRt2jQ99fTTcjh418UdhAqAl/jtu9LOmzdPxcXF8vf31+LFi2s8UpL0wQcfuCJVr1499ezVS0GBgdq9e7eysrL06quvKvfkSc2ZM6fGZ/NmhAqA1ysuLtaO+HhJ0pgxY9TXprujv7VokSSpSdOmiouLU0REhCQpKytLw4YO1eHDh7VyxQrNmDFD9erVs2VGb0SoAHi9hIQE1xV+2Tk5WrNmzWWfGxYWpiHV8KHf3Nxc/fDDD5Kkh0aPdkVKkho2bKiHH35Yc+bMUXFxsX744QdFRkZaPkNtRagAeL2jGRmu7XWxsVoXG3vZ57Zo0aJaQnXs2DHXdteuXS96PKJlS9f2L7/8Yvn+azNCBcDrnbzg7umVcQYGVssMDRo00IQJE1QuqX379hc9/tNPP7m2L3WHd1weoQLg9aKiohQVFWXrDA0aNNDzL7xw2cf379snSXI6nWrTpk1NjVUrECoAqEaZmZlasmSJPv74Y0nSuHHjFB4ebu9QXoZQATBbud0DVM3rr72m119/3fVFjQ6HQ1OmTtX06dNtnsz78KkzAKgGBYWFFb5NuKysTIfT0pSbk2PfUF6KIyoAqAYDBw6UJP3888/asnmzsrKyFBcXp2+/+04bN25U3bp1bZ7QexAqAKgGN910k2666SZJZz+QPG3aNK2LjVVqSopWrFihxx9/3OYJvQen/gCgmgUGBmrOnDkKPHdp/LatW22eyLsQKgCwQHJystavX++6uu/f1a9fX9e0aCFJOnLBB5RROU79AfAKfr99T1rbRUdHa+mSJQoNDdWh5ORLPqdRw4ZKTUlRWGhoDU/n3TiiAgALNGrUSJJ0+vRp5Vzmyr7MzExJqnAfQFSOUAGABc7Hp6ysTB/ExFz0+M6dO5Weni5JaneJWyzh8jj1BwAWGDx4sMLDw5WTk6Pnn39ekjTw979XvXr1FB8fr//7zDOSzl5Y8cgjj9g4qffhiAoALBASEqL/fOIJSVJpaalmzpypW3r0UKeOHTVxwgTXHdMnT56sZs2a2Tmq1yFUAGCRyZMn69XXXlPoJS6WqFOnjl597TX98dyRFa4cp/4AwEL333+/hg8fruTkZH1/4ID8AwJ03XXXqU2bNvL397d7PK9EqAAYrdwL70obEBCgjh07qmPHjnaPUitw6g8AYDRCBQAwGqECABiNUAEAjMbFFAC8QlrSEe3f+t2Vv6D8yi/CcOOp7l/c4c7a7g3ixlOtWbf1dS3UtGXDK1/LIoQKgNdYOvviWxOh5jzwxBBbQsWpPwCA0TiiAmC03ndcr5KSM5U+z71vAXHj2dXzVHcHvuIXBBzJUd2lX6iwXzud7tfG3Z1cJC+nQNs2fOXxOp4gVACMFt7gKrtH8CrOUyUKLyxTflCgChrV9Xw9p/2Z4NQfAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0ez/RiwAgOXC1n0nvyv4ZuTKlJaWWjCNZwgVANRSoRsSPV6jONAhdQyzYJqqI1QAUIuUtghX9qyBlq138tRpafNXlq1XFYQKAGqR8kB/lUaEW7bemZwCy9aqKi6mAAAYjVABAIxGqAAARrPkPaqjR49qzfvv6/vERKWmpCgsLEy39emjUaNGqXnz5lbsAgDgozwO1eZNmzRt2jTl5uZW+P2ePXu0dMkSvffee7q5e3dPdwMA8FEenfr7+eefNXXqVFekevTooZEjR6pt27aSpBMnTujJJ59UWVmZ55MCAHySR6FaFh2tU6dOSZIenzJFsevW6bXXX9dnW7eqe2SkJOnHH3/Unj17PJ8UAOCTPApVYuKvn3q+9957XdtOp1ODBg1y/ZyakuLJbgAAPsyjUF34vlTHjh0rPNalSxfXdnZ2tie7AQD4MI9C1ahxY9f2hUdXkpSSnOza/veIAQBwpTwKVe/evV3bn332WYXH4nfscG137dbNk90AAHyYR5en33fffYpeulQHDx7UwgULdPz4cXXs2FG7d+/Wpo8/liTNfO45NWnSxJJhAQC+x6NQhYWF6YO1azVv7lytWLFC0UuXVnj8zzNnavLkyR4NCADwbR7fQmnLli364IMPLvnYojff1MaNGz3dBQDAh3kUqri4OE3/r/9SYWGhbu7eXf/85z+1a9cuvf7GGwoPD1d2drYemzhRX+7fb9W8AAAf49Gpv1mzZkmSIiIitGbNGgUHB0uSrm3TRq1btdJdd92l0tJSvfHmm1q2bJnHwwIAfI9HR1THMjMlSQ+OHu2K1HndIyNdn6Xa8/nnnuwGAODDLPmaj5YtW17y9+fv+Xfy5Enl5+dbsSsAgI+xJFQB/v6X/P3poiJJZ2+pFBISYsWuAAA+xpJQHbrgLhQXOn93imbNmsnh4DsaAQDu86gefn5+kqSYNWtUXFxc4bG9e/fq0KFDkqTrr7/ek90AAHyYR6G659wd09PS0vTwQw/p66+/Vn5+vnbEx2vSY4+5nvfohAmeTQkA8FkeXZ7+zDPPaMvmzTp16pR27typwRd8tcd5Q4YMUc+ePT3ZDQDAh3l0RBUREaFPP/vskiFyOp2aOHGi3v3b3zzZBQDAx3l0RCWdjdXaDz/UscxMJR08qKMZGWrfoYOuv/56BQUFWTEjAMCHeRyq85o0baomTZtatRwAAJIsujwdAIDqQqgAAEYjVAAAoxEqAIDRCBUAwGiECgBgNEIFADAaoQIAGI1QAQCMRqgAAEYjVAAAoxEqAIDRCBUAwGiECgBgNEIFADAaoQIAGI1QAQCMRqgAAEYjVAAAoxEqAIDRCBUAwGiECgBgNEIFADAaoQIAGI1QAQCMRqgAAEYjVAAAowXYPQAAoHZYtXKlSkpLf/M5I0eOVGhoqFvrEioAgMeKior01FNPVfq8gQMHEioAQM07mpHh2g4KCpK/v/9FzwlwOhUcHOz22oQKAOCxn44ccW1v3bpVra+91rK1uZgCAOCxjHNHVE6nUxEtW1q6NqECAHjsfKhatWp1ydN+niBUAACPZZw79dembVvL1+Y9KgCAx84fUbVr21br169X/PbtSktLU6frrlOPHj00cOBABQUFVWltQgUA8Nj5UK1YuVJvvfWW6/e7du3SksWLdcstt+i9v/9ddevWdXttTv0BADx2PlQnc3PldDp1yy236Obu3eV0OiVJe/fu1fhx46q0NkdUAACP5OXl6eTJk5Kkpk2b6uNNm9S4cWNJUnp6uu6++24dy8zUrl279PXXX6tbt25urc8RFQDAI8HBwXr+hRf055kztXLlSlekJKlly5aaPXu26+eYmBi31+eICgDgEafTqQkTJlz28f79+8vpdKqkpESH09LcXp8jKgBAtQoJCVGjRo0kSUcuuNXSlSJUAIBqd/6iioAqfBiYUAEAPPLJJ5/o0fHj9ej48Uq7zKm9rKwsSWcvtnAXoQIAeCQjI0MbNmzQhg0b9P/T0y96/LvvvlN+fr4kqXnz5m6vT6gAAB5pcsFVfps2b77o8aVLl7q2Bw0e7Pb6XPUHAPBI3379FB4erpycHP39vfcUERGh4cOHq6ioSMuXL9c/Vq+WJLVo0UJ9+vRxe32OqAAAHgkJCdHTTz8tSSotLdXz//M/6ta1q3pERuqN11+XdPazVgsXLpTD4X52CBUAwGN/GDdOCxcuvOTFEhEREVq+YoX69utXpbU59QcAsMTohx7SA6NGad++ffrpp5/kDAhQZI8eVbqA4kKECgBgGX9/f/Xs2dPSNTn1BwAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QLsHuBCgd8eVejhU5atd7pXK5XVD7VsPQAwnV9BsZw/ZFm2nrOwyLK1qsqoUAV9dURhJ0osW6+kQ0NCBcCnBGTmqd6bOy1brzzQIXUMs2y9qjAqVAWDOyknopHH64RuSFLgNxkWTAQA3qns6hDlD+3s8TqnikqkxFQLJqo6o0J1plEdlbRr6PE6Je0bEioAPq2wb1ud7tfW43WKcwpsDxUXUwAAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABiNUAEAjEaoAABGI1QAAKMRKgCA0QgVAMBohAoAYDRCBQAwGqECABjNqC9OTPsxU84gz0cKystXUL0A5R89oTMqtWAyAPAO/sdOKaxegIryC1T041GP18vLKbBgKs8YFaqM9CxlpGdZs1jLEOmrFOkra5YDAK/RMkQ69rO04We7J7EEp/4AAEbzKy8vL7dzgOKiEv10KNPOEQAAV6Bhs6tVt36dGt+v7aECAOC3cOoPAGA0QgUAMBqhAgAYjVABAIxGqIAq2Lxpk+7o31+Pjh/v1utGP/ig7ujfXzvi46tpMqD2MeoDv4C32LJlixITE916zbH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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/746.jpg" } ]
<image>Find the area of the figure.
B
65,194
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/747.jpg" } ]
<image>Find the area of the circle. Round to the nearest tenth.
C
65,195
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/748.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/749.jpg" } ]
<image>Find x. Assume that any segment that appears to be tangent is tangent.
A
65,197
null
A