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null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/792.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,240
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/793.jpg" } ]
<image>In \odot P, R T = 11, find m \widehat Q R S. Round to the nearest hundredth.
B
65,241
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/794.jpg" } ]
<image>Find the measure of \angle 4 if m \angle D G F = 53 and m \angle A G C = 40.
B
65,242
null
B
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uy/CuZc+E7k0AIUFoytaLGhm3LKJ20Wdm5TJm1UlhWl/OiLWj24q9yA2cBlVtaKjYTttwIYx0DS2uLejXlOpVbAH4N/Cawa7mq130c/ZeJiYuCYDxXRrxlos4rReBEa2FtFzSM9lwMVwjY5pJjVn+YRthlpErZ/SqIIOsxlOr6MPjn/PD3isA2NpZ8mN/L3UOJ6JDfNi6jpAjD6woZvur0tClniP9Wgo7CCH3H/GvBscuK6hV9BM3nlcm4fz+fkssTcWsOxGBCuVN6OFRA4CgG1FEJmiuc83C91oqjT2mbjlvcIt6ahP92QdP2XVO6DjqUacqw1uI1XMihRnVJn/P/l8N7NnnUc3WnFm9PAHBZuvbfSEaG7ssoDbRT8nrNyeBhe+3VNcwIjpM78ZOmNlYALA6SLPT7BndGmJXQajx/2HfNZ6kGI63nlpEf/jWI05fF3qTd21aC5/aDuoYRkTHMTaSMKJVvr+dJjGTGjM/b40pPZNvFGtPhoBaRD9zp8KqyEjCgoFvqWMIET3Br52b8rEm7+sBxvq4Ua2yLQCLj9wwmKu9ykUfFPaEszeEq/zbzWrRpJqtqocQ0SM8qlXA3cUeQKP39SDMNL7uo0gUy5Dxw4FrGh1fW6hc9PP3XBEeSOCb3p6qPr2IHjLcR7jaa/q+HuBDb1ccKgk99349csMgqvBUKvqwZ8/ZH/wAAJ+GTng5V1Tl6UX0lFHedcC4HJGxCRrvS2dsJOHzbo2EJ8/T+UeNVl5lBZWK/tfAUMgVUpymdWusylOL6DH2VqZ0aeICwL/HNZOLX5Dx7epCeVMAFh0K1fj4mkZlopfl5PKX4luyWmVbejasrqpTixgAoxRT/LXnw8jI0uwU29JUyhgfwcrrQXQ8R27rd997lYn+v3Nh5KYIVtbjOtQTTS5VzPLly2ndujWtW7cmKipK2+GonH6ezsKDtAw2BUdofPyJvvWVlX8Lj9zQ+PiaRGWi//u44GyLtBzj2tVV1WlFgPj4eBYsWMCDsDAehIWRkqLa1lBlAamRBIwVufhauK+uX8WGt9yF1lg7Lz3Q60aYKhH92fCnnFc0MOjdtBaVLExVcVoRBfPmzuW5Hgr9/8m7rz8RGkV0YrrGxx/Xzl14IMtmRZBmtw81iUpE32rBXvJqFAe9VUMVpxRREBoaytatW7UdhkbIu68nJ5dlWti+e/+tGlBecM9deUoU/espsPAyeu1pDt5UT9uissa5c+dYsGABd++q7w9kxvTp5OTkIDHSettBtdPP01nZi261FkpezaTGfNC8FgA3wx9zPSZR4zFoglL/JZ26/xgKJDRkJKXSdcEeZvpf1nuDggmffsofv//OzK++Usv5/f39uXDhApZWVvj5+alljLKE1EjCKEUu/oPoeM4+0LyzzUif/LRgfZ3il1r0a87cVz4e0akBGEkgV863W8/T/pd9Wstn/mvJEsb5+THOz4/Q0MJ7rzKZjMmTJjHOz4+vZswo8RiJiYmAsNCmamQyGfPmzgXgk08+wc7OTuVjlEX82uaL7p8TtzQ+fvs6lamk6LC7+bx+dr0tlejlcth2ScjAc3G0Y+VwH/ZOfRtja2GKdiLkIXVnbeP4Pc1mWQFITUzw9/fH39+fVatWFTo2a9YsNm7ciL+/Py4uLqUeS6KG/cmFf/5JdHQ0zs7OjB8/XuXnL6t4OVekjpOQybnqXBiynFyNji+RwDuKKX50XCLBD59pdHxNUCrRnw1/QvwzYVW5v5fQuaRHg2o8mN+fpm5VAUiIT6H9d7v4dp9mixkGDRqEmbk5AAEBAeTk5ABw8OBB1q1dC4Cvry9jy+C0OS4ujr/++guA2V9/jVRqWI5DwxWJMjxPZ2twuMbHH1LA8GXDhQcaH1/dlEr0mwsYGr7XvKbycXVbC87N6MWnb3sKX53ZuczccJqufwSSoKG2wdbW1nTp3BmAhPh4Dh8+zJMnT5g0aRJyuRxHR0cWLV6skViKyzdz5pCWlkarVq3o0aOHtsPROKNb1wFj4U9zuRb27L1r2isbcvhffqjx8dVNqUQfcDUSALsKVi+43BobSfhzcHO2TuymbCJ48FIY9WZu41y4ZhZohg0frny8edMmPho/noT4eIylUpYuW4a1tbVG4igOwcHB7PL3p1y5csz/9ltth6MVKlub0bGhEwBHrkcSl5yh0fElEujVRMgQvBP5RON1/uqmxKKPSUrnTqQg3h6NXp1nP8DTmfvzB9CwluBzHvckmZbzdvLbYfWnOnp7eyvv2QMCAggKCgKEbTBPz7JZ9jtj+nTkubkMGjSIevXqaTscraH0z8vOZZkWVtH7eCjWeuSwU3Fx0xdK3Exud0ikMiGnp+Jb8VXUqmjJpVm9+XjDWZYFXoOsHCavPsnx249YO7KNWnvTDx48mB9//FH5vJOvL+OKuDB29+5dLgcHI8t6uVtqVrawVRkdHcO6dete+h5TExNa+/jg6Oj4xvE2b9pESEgIllZWzJw1q0gx6isDm9ZgiKU5PE9n9anbfNW9kUbH79agqmDRnZXD/mtRfNreXaPjqxOJXF6y3fQBfx9l++k7UM6IxCXDsTE3KdLn/jsfxgfLT0C6sJXnVNUO/wm+eFSrUJIw3sixY8d4/733AJAYGXEjNBQbW9s3fi5LJqOuuzsZ6aVPB61duzYnT5164/u8W7UiPDyc6k5O9Ovbt9CxS8HBnFbMVPr370+16tWZPn16qWMry4xcc4qVilLXi/MHatyfofn3e7hwMxqszMldNExvishKPL0/djsWgIYu9kUWPMCQ5rW4Obe/clsmMjYBzzk71GJekJ6eXmgfXp6by8WLRe9hZqSi/+XcIn6v5hXSREVGsnDhwkL/8gQPsH37dhYtWqSS2MoyY9vkX13/1lDPu4J0qifsQJGSzpUo1ediaIsSTe/Dnj1XbtW1rVu12J93r2xNyJy+jF5zmv+O34TMbMYtPcqxW7GsGN4acxW1sJ42dSoPHhTeclm3bh2dfH3f+FmpiQkH9u/n8tWryu2+/2f69OlkpKdTvXp1pnz++UvfY2pqSosWLYoUr729/Sv3/NPT00lNFRaU7OwqYGNT9hYhVU3LmpWoWa0CD6LjWXHmPkveb6XRPoi+7tX4AeEicehmDJ5O6pmNapoSTe+XB91j9D+HAdgysTsDm77+nv51LAu6y5jVpyBD2MqrXb0iuyd0pl4VmxKfE2DL5s189tlnAIwaNYoDBw8SFRmJVCrlytWrKslwq+vmRkpKCg0bNuRgYGCpz/c6Fi5cyPfffQfA4SNHDGaR75u9V5mz6SwAmz7rxiCv0idTFZXMrFzMxq2ArBx6t6jDro87amxsdVKi6X3QfYWziATa161cqgBGt65DyJx+uDgKIrwf9Yz6s7ez5tz9N3zy1YSFhTFdMa13dXVl9uzZ9OvXD4CsrCw2rF9fqphFNMcYHzehrzywXMNFOKZSIxo5CVvR58LiNDq2OimR6C+GCVt1VextVFI738jRluvf9KO/t2KbJkPG8CWHGLnmFJlZxUvDzJLJGDNmDGmpqUilUv76+2+kJiYMGTJEWam2cePGUscsohkcbcxp20DYEj54NYKnGja3aK5o1BL3NFnjY6uLYos+Vy7nWrSQj+xVQ3Vtpy1NpWwb14E/PmwHJsYgh5WHQmk6bxf3nxTdQGL2119z84aQAzB5yhQaNGgAgLOzM00Ve/P37t0jODhYZbGLqJeRyj37HJZruM69eQ3Bkx85nH3wRKNjq4tii/5GbJKyE62ns+p7zU/o4M6FWX2p6iDc098If4zrrO1sKYJv2pnTp1mzejUAXl5eTJgwodDxdwYNUj7eumWLCqNWP6YmRd8h0TfebVpTaW6xWsOJOs1r5W8TXorQj+KbYov+UmT+D+7prJ7VzGYuFbk5rz/dmykKH9IyGPTHAT7ecI6s3FevO7by9iY6JoaY2Fh279nzwkr4sGHDiImNJSY2lu++/14tsauLsX5+ytgNZREvD1OpEUMLmFtcidbc9lmDqnZCkg4QEqkf23bFFv31qPxGg+rcwrAxNyFggi/fD2ktGCbK5SzZd4Xm3+4uM7nQeTsAFSrox1ZOWWZsAbPVf45rbkFPaiShpmLWeUtPnHSKLfrbj5KEB6bG1Khgqep4XuDLrg05+VVvKiiMDa7cjcV55jb2XNe+DfTiJUuYMmUK386fr+1Q9B6f2g44VRW+ZFeduUf2a2Z8qqZuVVsAbsQlaWxMdVJs0d+PSwagtr2NxtISfWo7cGf+ANrn5finpNPr5wA+33qxyNlu6sDLy4spn39O7Tp1tBaDITG8tbCgl5GUin+I5opg6lRW5IykZ/I4RbMVf+qg+At5iky8mvZWKg/mdVS0MOXI5O7MfqelsG+bK+cX/0u0XhBAbJLm7ZJFNM/YNnUEOzY0W2fv6pCf/XjncbLGxlUXxRJ9uiwbngsCc6mkWdGDUOf8Ta8mHPqiF+VtLQA4eyMK11nbOHRLv1sRiYCTnQXe9YWGFAFXwolP04whSy37/NvYsKe633+gWKIPj08FxWzaqYKFOuIpEp3cqxA2fyAt6wtJG2mJqXResJvZu6/ovQOvoTOytWJBLyuHVWfuaWTMgmtXD5+VjUXk0lAs0RfsOlLNtrzKgykOla3NCPqiB5/38RKmfDm5zNtyjg6/7NObzCmRF3n/rRpgLmSBrtLQFN+5wAVOH24liyX62OQ05eOqNtoVPQilrz8NaMbuz3somyQcD3lI3ZnbNN7nXEQzmJsY895bwp79tQdxhMaqf0Xd2kwqZIkCj5MNTPRPC6xcOliVnX51PRtWJ3x+f5rWEcp845+l0OZbf77fr1kHXhHNMKatYoovL9A4Vc3YKHwen6Ua2Op9QoGFk4qWZioPpjQ42Vlw7qtefNzDQ+HAm8OM9afp/mcgSRpy4BXRDB3cKivTtNeeuaeRbVs7hVFMUqru/y0VS/TJBcRjo0Zfu5JibCRh0bst2PJZN2Wu9v6LYbjP2s6FCM23SBJRH8N9hNyIpITn7L0erfbxrBWiT8kwMNGnFuhZp04zy9IysKkz978dQIOaQq3/o8dJNJ+7kz+Oar5Nkoh6GNumLnnZYctOqH9Bz9xUyL8vqAFdpViiz5QpbKOMJJiUK9tdVGtVtCR4dm9G+jYCCZCVw8SVx+n/11GeZ77c3VZEd6hZ0ZLm7oLDsP+VB2q/hTMzFkSfka3ZNlvqoFjKzcrrK1bGBZ+HSTkjlg/zZs3HnZXbPDvO3KHB7B1cjU7UbnAipUbZYTYzm9Vn1dtsUqr4m8/QcG89dVAs9SoXTHTMC3ho81rc+KYfrgoH3oexCXjM2cZSDRsyiKiWIc1rgplwr71SzVZaRgrXpWw9yP7SjUu2CqhXxYaQr/vyXltFLXpmNmP/PcKQ5SfIyNL9+zRDxNJUyjvNhB6KV+7FcitO9/PiNYHBiB6ExI71o9vyz5iOYCokW6w/fpPGc3aKfzAq5tiRI4zz86Nb16608fFh2NCh/PP330pvf1UxJs9KSw7/aMEbXxcplujLKaY4aLCWWR2MbVOHK3MG4Kyoz74b+Yx6s7ez9rx67wsNAblczpTJk3l/yBD8/f0JCQnh/v37HDp0iG+++YauXbpw967qbqt83R1xqCRUwa07fVdttRc5ucK9vKmO3dq+jGKJXmqs+IH1YDGjSTVbQuf2o28rRS18eibDFgcyeu1pZHrw82mLjRs3smHDBkC4D27YsCGdO3fGwUFwlQ0PD2ecn5/KxpNIYKi38H/49FkK+2+oZ88+bxHbVEcWsV9HsX4Cc6lib14u14v7YEtTKTvGd+S3EW0EHzQ5LA+8RtO5/oQ9e67t8HSSX3/5BRD6Bq5YuZKDgYGsXrOGU0FBNPXyAuDmzZvs27dPZWOOa1dgz15NRTjpWcJ2tZnCL0+XKZboLUzz200lZ+i+6POY2LE+52f3pYoitTP0QRy1Z25ja/BDLUemW8TGxhIdLVxpO3bsSJcuXZTHLC0t+fLLL5XPL1y4oLJxXe2taFqnCgDbg8NJyVB9Hkaa4u/d0rTsJqUVlWKJvmCjygQNGRhoirdcKnFjXn+6egkVXKRm8M4f+/l04zmN+rHpMvfu5de3t2rZ8oXjHh4eyscR4eEqHftDH0URToZMLWszSYouy1bldd+KvFiir1Cgm80zPaxZtzM3Yf9nnfn2fW+lA++igCu0+HY3UYm6b56gblKS83dAHCq/2O5MKs2/SqalpRU6FhUVxTg/P8b5+REaGlromEwmY/KkSYzz8yvUhbggw1rWUu7IrFTDFP+R4iJna25gV3p7q/zKusfJul9i+CpmdGvEiRm9sasgWIIF343F5avtGins0GW8mjVj4qRJTJw0iSZNmrxwvOCqfbVq1Qodc3R0xN/fH39/f1atWlXo2KxZs9i4cSP+/v64uLy8gaW1mZR+TYVZ2sU7scXqivQm5HLIThP+3itZmqvsvNqiWKJ3tMn/gaOT0l7zTt2njasDd74dQLvGggNvbkoaPX/ey7Ttl7TqwFuWqVy5MtOmTWPatGnUeYlD8Irly5WPPZs2LXTMyMgIM3Ph7ysgIEDZHvzgwYOsW7sWAF9fX8a+ZuV/dNu8PXu5SvvZP32eCYqcewfrslVSXhKKJfrqdvluOdEJ+i16gEoWphyd0p2ZA1sIlly5cn7aeRGfHwOI0+OZjjr477//lI1D7ezsGDBgwAvv6dK5MwAJ8fEcPnyYJ0+eMGnSJORyOY6OjixavPi1Y3SvX005O1urwj37hwn5OznV7bTnDakqiil6C6UF8cNnuu8KWhQkEpjX24ODX/TEzEb4Dz8TGkWdmVs5LDrwFokTJ04o78WNjIz4/ocfMDN78Yo5bPhw5ePNmzbx0fjxJMTHYyyVsnTZMqytrV/4TEEkEhjm7QpA3JNkDt9Wzf/Pg6f56znOGmjwom6Kl5xjJMFW8YcfEW9Y+9id6zkSNn8ALRQWzCmJqfgu2M2cPVdFB97XcOjQIYYPG4ZMJiyEzZ03j969e7/0vd7e3sp79oCAAIKCggCYMX06noqOw2/Cr21doZQaWHpCNf4J95/kL1DWtjcw0QPUUjS5CNMD0//iUtXGnNNfvM3k3vkOvN9sPkun3/br5W5GaQnYu5dRI0eSmSn8biZNnszIkSNf+5nBgwcXet7J15dx48cXecx6VWxoUkvYs9988YFKTC/u5YleAm4Or59t6ALFFn1et4+YZymv7SCrrxhJJPwysBn+U3qAlbDwdPRKBO4ztxEUph/9y1XB9u3bGTduHFlZWUiMjJg9ezZTp0594+c8ClzRJUZGLFq4sNhjj2ijWETMkLH+/INif/7/uavo32hiXb5MO0YVlWKLvp6jUKRCdm5+M0sDpFej6kTMG4CHq3BVefosBZ/5u1hw4LqWI9M+27dv57MJE8jOzsbY2Jg/fv+9SFfr9PT0Qvvw8txcLl68WOzxh7dyVVpWr1BBnf2t2EQAGub1tNNxii36RtXslI+DC/SqN0ScK1hwfmZvxndvItxHZufw5X9B9PjzkME68IaEhDBx4kRycnIwNzdn5cqVDHznnSJ9dtrUqTx4UPjKvG7dumLHYGduQi/PGgCcvRVNeCnWn1Jl2cQpFq0bONq94d26QbFF7+WS34v98sN4lQaji0iNJCx5ryWbJuQ78O67eJ96s7ZzMcLwvhTnz5tHdlYWRkZG/PX333Ty9S3S5zIzM9m2bRsAo0aNorqTEwBHjhwhISGh2HGMzrPSypXz74mSl/IGP4xXlpI3carwhnfrBsUWfY0KlqDISgoWbaWVDPJy4d68/tSrIZSQxj5O4q15O1l4zHAceDMzM5WFNAMGDixUcPMmZkyfDoCrqyuzZ8+mX79+AGRlZbFh/fpix9KzcXWsFE1O1wSVfIp//kH+Ok2zmvYlPk9ZwvjNb3mRVi4VORMaxelwUfQFqW1vxeVZfRi3/jSrjoSCLJsJK45z7FYsqz/00YsKrddx9uxZ5Up9YkICa1avfuV7K1epQteuXQHYuXMnGzZsQCqV8tfffyM1MWHIkCEsWrQIeW4uGzdu5KOPPy5WLEYSCcO867A44ArRcYkcuxNHe7cX6wHehFL05Yxo7qwfV/oSib55TXvOhEaRnZzG/Scp1NZwr/qyjKnUiJXDfWjvXpURy09Ahoztp+9wKfwJuyd0oZGjrbZDVBtRUVHKx4GBgQQGBr7yvQ4ODnTt2pWHDx8ybdo0ACZPmUKDBg0AcHZ2pqmnJ5cuXeLevXsEBwfT9P9Sd9/EuLZ1WbzvCshh6cnbJRL9uTChJ6Krox3mJiWSS5mjRDYgPooVa4Cjd8SstJcxvEVtQuf2p3Z1wYE3IiaBxnN2sDxIM+2VtcHzEvjfTfzsM56npCAxMmLChAmFjr0zaJDy8dYtW4p97oaOtjSoIQh9/fmwYhu/xKfJiFCs3LesXfwvjLKKRC4vfj7Zs9RMKn20GuRyhrSrx7pRbdURm16QLsvmw9VBbDqZf28/pF09lg3zxkyqH1eOsszPgaFMXXsKgBXjOvGhIk23KGwJjmDQ7/sB+HdsR8b4vFhEpIuU6Epf0cKUWoqtu+O3Y1UakL5hbmLMxjHt+HtMB2W993/Hb9LkG39uiw68audDb1fBCg1YUcwFvcM38/+2O9evqtK4tEmJXf7auws56FFxiUQmiAYTb8KvjRuX5/TDSeHAe+fhE9xnb2f9BdGBV51UtDCle5MaAJwKjSqWGcqRG8IaRRUHG2HXSk8osei7NVSYIMjBPyTq9W8WAcCjWgVCv+lH7xb5DrxDFgUyZp3owKtORrUpsGd/smh79rFJ6dyNEvJQOtVzVFdoWqHkoq/vKFhKAXuvRqosIH3HykzKro878uvwfAfeZQev0WyePw9EB1610KeJEyY2ghfE6iKm5fqHRJJXPtmjcXW1xaYNSix6KzMpLdyEVfx9oVEGWXxTGiZ1qs+ZmX2pbC8UMF0Li6PWrO1svyI68KoaYyMJH7YUZlcPYxOKVBi167Li/8G4HD0bOakzPI1TKuf+Xk0UfmXpmRxQU5MBfaZlzUrcnD+ALnkOvM/TGfDbfiZsOi868KoYvzwrLeDfN9TZZ2blsu+6MHtt6VYVaz2orCtIqUT/brMaSsOCzSooYTRE7MxNOPBZZ+a/5w3GRiCXs3DvZVp+t0d04FUhnk4VqOsipNGuORdGZtar11D2XI+CDKFgqq/ny404dZlSib62vRV1nYVf5KbL4aJhZCn4qnsjjs3og62dsEp86U4MNWduJyBUnEGpiuGtFQuoqRlsvhz+yvdtzPPNl0h4v3lN9QemYUrdmGvgW8IvRZaUxoEbMaUOyJBp5+rAnfkDaaO4h8xOTuPtn/bypejAqxJGt3ZTLj6vOPlyt9zMrFy2Kr4QPGpXxkkPjDD/n1KLfkQrV+UUf/Vp/U0x1RT2VqYc/7wHXw1srnTgXbDzIm1+CuBxiujAWxrsrUzp3Fj4Qj12PYqYpPQX3rP96kNIE4qG3m1RW6PxaYpSi97V3orGCk+yTRcfkK4CTzJDRyKB+b09OVDAgff09SjcZm7j6J04LUen24xq4y48yMll2akX9+xXnlLMAMoZCRc0PUQlfXeH++Qnm6y/EK6KU4oAXeo5cn/+AN6qJyRCJSU8p+P3/nyzV3TgLSn9PZ2V3oargwpP8R+nZBAYIqzat2tQncp60NjiZahE9CMKeJK9aTtEpHg42phz9su3mdSrqTAFyMllzqazdP79APF61kRUE0iNJIxqKVzBw6LiOVfAE+Kfk3cgW+isM6ptXa3EpwlUIvoK5U3o01RY0Dt/K4ZbYiGJSjGSSPj1nbfYNbm70rXo8OVw3Gdu47TowFtsCu/Z52foLT2uuGBZmTPYq4aGo9IcKhE9wCcd6wsP5HL+OHxDVacVKUDvJk5EzB9Ak9rCGsqTp8m0/nYXPx0UHXiLw1sulZQ+ByvO3UOWk0vgzRgiYwUvvvE+bpiUU5k0yhwq+8l83avgrKgg+/vUnWIbFogUDecKFlyY1Ztx3RQOvFk5TFsXRM9Fh0jOyNJ2eDrD8DzjzJR0tl9+mH+hkkiYkHcB01NU+nU2rkM94cHzdJafvq/KU4sUQGok4a/3W7JxQjcobwrA3vP3qT9rO5ceGp4Db0kY3boOKK7mi4/eYG+wkFHq3aAa7pV1v4vN61Cp6D9qVxfMTAD4ZX+IuMKsZgZ7uXB33gDcFeml0XGJNJu7k0XHVNemWV+pamNOB0US1KnQKGUr6om+DbUZlkZQqehtzE0YrVj1fBAdL1aMaQBXeyuuzO7LsLwpqSybT1cc451/jqmkj5s+M6qANz5Atcq2DNTDXPv/R+WrFTO6NxYKR4C5/pdVfXqRl2AqNWL1iDas/MhXOdPaGnSbRl/v4HpMonaDK8MM9KyhtDADmNajCRKJ9uLRFCoXfc2KlgxuJXyDhtx/xK4Q0WBDU4xoWZvr3/SnVnXBn/1BdDyN5uxghZge/VIysrOVV3mAFjUraTEazaGWfYl5fTyVV/svt1wQ7+01SIOqNoTM6cc7PorkkgwZo/4+zLAVJ8Udlf9j7t4QyMpRPl8RVPL2V7qEWkRfx8GaIa2FP7pbEU9YdUa80mgSCxNjNo9tz+LR7ZXT17XHbuAx15+7j8XEKYCYpHR+PXhNeKK4QK04c88gzEvUloHwwwAv5R/cF1sviFcZLfBR27pcmtWXapVtAbgd8QS3WdvZcDFcq3GVBaZsPq80yuilcC7KTk5j5xX9vx1Vm+ir21owpWsTQMgcm7v3mrqGEnkNTZ0rcmNef3o2V1SMpWfy/sID+P13xmB9Dc+FP2WjotimXg0HFr/fUihjBpaf0v/tTrXmGs7p1QQbhRPM93uDCRPdXrWCtZmU3Z904uehPkoH3n8PhNBsnn+perfrInI5jF0dJCzgSWDxB9442VnQpoHgeLv/agRPUzO1HKV6UavoLU2l/PF+S+FJZjZjVp9S53Aib2BK5wacntkHh0pCxlnI/UfUnLndIKa0efx57BYh94X+i/1autFB0dRyZBvFwmdWDiv1fEFP7VUFw1vUppXiW/TIlQjWnhc7umiTVjXtuTl/AL6eNYQXnqfT77d9TNys/w680YnpTNx0VnhS3lSY1it418tFmdK86iXmGvqERkqJVo5oo1zUG7kmSO+nT2WdCuVNODixK3PfbaV04P1jz2Vafb+H6MQXLaT0hRErTyitsH4f3JKqNubKY2ZSY4a8JSzo3Qh/zDU9TmrSiOjrVrZmTt9mgLBCOnKVOM3XNhIJzOrRmKNf9lauu1y8HUOtWVv10uB0WdBdDikML5vVdWRCe/cX3jOmXf5rfx/X3wU9jRUNf9W9MY1qCfdPu8/dY6WYJVYmaO9WmTvzB+CjKD6RJaXR7cc9zNh5WW+SqsLjnzNmbZDwxMyE9WPavTTdtp2rA9Wr2AKw6sxdvXUg1pjojY0kbBzXocA0/5TYu62M4GBlxonPezC9f74D7/fbz9P2Z9134M2Vy3nnr6PKaf2vg1tQx+HVpbN5dfZpiansvqafjVk1ag9Sv4oNv7zbSniSlkn/xYf1fvFIV5BI4Lu+nuyf1lPZ7PHUtUjqztzGMR124P1qVzAXbwu3K+2bODOp0+sNMsb6uCn37JedKF4/e11B455AkzvVV64cX7n3iEmbz2s6BJHX0LW+I2HzBtKsrtCeOTHhOR1+8GdegO75IwTejOGHnZcAMLOxYOOYDm/8jHMFC1op3If3XAknIV3/zEe1YgS2YWx77CpYAbBo31W2BEdoIwyRV1DN1pwz03vyWU9PYQqQncvsjWfookMOvNGJ6fReckRIwjGSsH1chyJbWo/Mq7OXZbNKD9eetCL6Sham7PrEV2gxJJcz6N+jooNuGcPYSMLvg5qzY1K+A++hy+HUm7mNMw/KtgNvVq6cngsDyUgSGoB+0duL7g2qFfnz771VE8z1d89ea5afbVwd+PFdRXJEWibdftsvGjuWQfp6OPFgfn8aKxx4Hz9Nxnv+Ln4JDNVyZK9m9JpTXLkbC0Dbxs5838+rWJ+3MDFmcDPB0j0k7BE3HiWpPEZtolWf36ldGjLAW5hKRcQk0HfJYb3dJtFlalSw5OKs3ozt2ljpwPv52lP0XnyYlDL2Rf3r4RusOSI421ZxsGHHR51K5IYzJi8tVw7/nNCvPXutm3uvG9WGBjWF/fujVyL4eMM5LUck8jKkRhL+GdKK9Z92VU59d5+7R/3Z27kcGa/l6AT2XI9iyrr8/fh9k7pQobxJic7VsW4VqjjYALD29D29uhhpXfRmUmP2T+qszAr7e/9VfhObZZRZ3mtWgzvz+lNX4cAb9SiRpnN3sETLV8Mr0fH0WngIcnLBSMKWcZ3wqFahxOeTSGC4t9CjMSE+hX2h+pOlqHXRg1B7Hzi5q9LUcfLaU2wNFp10yyp1HKy5Mrs3Q9sr9rwzs/l42TEG/6sdB97IhFQ6/rQf0oUEnG/fbcXAps6lPu+YNm7k3Rsse0U/e12kTIgehFZD2z7qpMwIe+evQI7fe6ztsERegZnUmDUj27B8XCfll/XmU7dpPGcHobGaW/iKT5PR/qcAEuJTAPjQtwEzujVSyblr21vxlruQr7Az+IHeLDSXGdED9Pdw5o/hbYXFosxs2v+yjyvRZeN+UeTljPR25dqcftRwFKbSYVHxNPx6O6vOqr/DUaosm06/7CcsSvgb6eJVi2VDW6t0jA9bK/bsM7NZXcqf6a8lSxjn58c4Pz9CQwvvfshkMiZPmsQ4Pz++mjGjVOO8iTIleoAJHdz5oo9QkUdqBq0XBIhmjmWcho62XJ/bj4Gt8x14P1xyiBGrT5GZlauWMWU5uXT/46Bya66pW1V2fdQBIxUb1w9tUVM5k1l1snRpuVITE/z9/fH392fVqlWFjs2aNYuNGzfi7++Pi4t6G26UOdED/NDfi5G+whQtLTEV7+/3iFZbZRwLE2O2+LVn4cj2YCIUVa0+HIrH3J3ce5Ki0rGycuX0WnSYk9cEx586ThU5NKUbZlLjN3yy+FiaShnQtAYAwfdiS3UBGjRoEGbmQqJTQEAAOTmC/fbBgwdZt3YtAL6+voz18ytd0G+gTIoeYNlQb+WV4+mzFFrMF+2bdYFP2tfl4uy+OFYWtrtuRTyhzqxtbLqkmlTrzKxcevxxkIOXBAem6lVsOflFT+zMS7Y1VxTGtM3fs/+7FEU41tbWdOncGYCE+HgOHz7MkydPmDRpEnK5HEdHRxYtXqyKkF9LmRW9RAIbxrSjdwth2+TpsxS85vtzNTpRu4GJvBEv54rcnDeAt5vXFl5Iy+TdP/czfv3ZUjnwPs/MotNv+5VmGI6VbTg9vWeRc+pLSpd6jlSqKNSKrD19t1SFR8OGD1c+3rxpEx+NH09CfDzGUilLly3D2lr9HXPLrOhByP/eNr6DMmsvJTEVj/m7OKrDpZ6GgrWZlD2f+PLjB62VDrx/77/KW/P8eRifWuzzPUnJpNX3ewm6Lkzpnavace6rXjjZWag69BeQSGCYYkHvydNkAm+VfM/e29tbec8eEBBAUJCQTDRj+nQ8PT1LH2wRKNOiB0H4W/w6MKJTA+GF1Aw6/riH/0SDTZ1gapeGBH3VB3uFA+/V+49wmbkN/6tFd+C9FZeMx9wdXA8TvuzdXey5MLM31W3VL/g8xrZxE3aVgKWlrLMfPHhwoeedfH0ZN358qc5ZHMq86EH4pl053Icv+zcTfvGybD5YfIhZ/le0HZpIEfCuZc/Nef3p6KFYlX6eTp9f9zF5y4U3prcG3oyh3jc7iYkT9v5b1q/Oua964WCl3in9/1O3sjVNXasCsPXSA55nlnzP3qPAFV1iZMSihQtLHV9x0AnR5/F9Xy+WjOqgLMmdv/UcfZccIV3sw17mqWhhyqFJ3ZgzuCWUExx4f9sdTKsf9hKT9HIH3t8O36DLT3vhuXB8YOu6HJ/aHWszqSZDVzKijWLPPkPG2nMPSnSO9PT0Qvvw8txcLl68qIrwioxOiR5gfFs3Dkztoazx3nX2Lk2+Uf22kIjqkUjg67ebcPjLXspai/M3o6k9cxsHb+bfJ2dkZfPu0uNMXn0SsnNBImHmwBZs8WuPSTnt/ckOb1lb6fG4MqhkU/xpU6fy4EHhL4x169aVOrbioHOiB2E19c6cvso+7Hcjn1Fn1nY2q2hbSES9dKxbhTvzB+DdUGiCkpGUStcFewiNTeJ2XDJNvvFn08lbwpvNTNg0oSvzentoL2AF1mZS+ngKdfYXbsUUO3dky+bNbNu2DYBRo0ZR3UlwID5y5AgJCQmqDfY16KToQSj6uPp1X3q1UDRmTMtg8J/7GbvuDLIc9WSBiagOByszTk7twRd9mynrLRrO2oL7zC3ceSg48zhXtePanH4M8lJvhlpxGN1WMcWXy/m3GN74YWFhTFdM611dXZk9ezb9+vUDICsriw3r16s81lchkct1v1B4wYHrfLnpLGQLGU51XezZ9lEnGlS10XJkIkUhIDSatxcegrR8u+2ezV1ZP7otVlq6f38VuXI5FSeuJzHhOVUcbIj9+d03fiZLJqNb9+7cvHEDqVRKwL59NGjQgIcPH9KqVSvkubm4urpy4uRJDfwEOnylL8gXXRtyelYfpenB7YgnNJy9lV8CQ3XOwdXQyMjKZsflCGVZbB5345J4lFz2WmwZSSQMay0kjD16nMSR24/e+JnZX3/NzRuCR8TkKVNo0EDYfnZ2dqapYiX/3r17BAcHqynqwuiF6EFozHh7/gD6e+dXRX2+9hQ+P+0Vm2qUUU7ee4zbzO0sO3gN5HKqVbZV7uffjniC2+ztbLwYrt0gX4Jf27oF9uxfP8U/c/o0a1avBsDLy4sJEyYUOv7OoEHKx1u3bFFtoK9AL6b3/8+qs/f5cNWp/OmimQnf9W/GF10bqrwKS6T4JGdkMXnLBZYfvi5YVAPVKtty/7t3yMzJYciyE+w5r7CeloBflyYsfK8FUqOy83/X5JtdQstrc1PSFn6AuYnqi33UhV6KHgQ3lQ+Wn+BESL4Dj5uzPX8Pa63sSS6ieZYH3WPSprOkJCpScSUSRnZqyJ/vNseigHB+Dgxl6sYzkCWs0zSuXYVdn3aiRgVLbYT9Ar8dviFsKQJL/ToyWjHl1wX0VvR5/HvyLn4bzigTPJBAz7dc+W1wc1ztrbQbnAFx/N5jPvvvDFfv598DO1e1Y+XItnSsW+Wlnznz4Al9Fh7iyVNFdaWlOTvHdaBPYydNhPxaEtJlVPh0LciyadWgOqe/eFvbIRUZvRc9wNPUTCZuPMd/J28pp5NIyzGqfX2+7dNU7VVahsy1mEQ+33KBg8FhkPeXZmbCrF6ezOzR+I3JNvFpMgb9c5TDiso6JBIm9vTkpwHNMNbydL/nokPsPX8fjCRE/DoE5wqaqwUoDQYh+jwuRDzl4/VnuXAzOv9FMxM+6Vif2W97YG9lqr3g9Iwbj5L4ascldp67l/9FK5EwoFUdfhvcvFjVcXI5zAsI4ett54QMPeCtetXY+VEnHG3M1RF+kdh5JZJ+vwYA8NXA5szvrZkqudJiUKLPY2vwQ77Yek7prQaAmQl+7eox6+0mVLPV3h+SrnM5Mp6v/S+z+8L9fLEDPo2c+HVQc95yqVTicx+9E0e/xYdIShB2Y0xsyuM/vhNd6zuWOu6SkJ0rx2bif6QlplK9ii2RPw5+84fKAAYpehCSLFaevs/XOy8RHZeYf0Bajndb1uGrt5vQ0NFWW+HpHIE3Y/h271WOX4ukYHKEl5sjPwx8C1/3l9+3F5fHKRn0/+uIsq4eIwkz+r3F/N6eJepkU1o+3nCOJfuuAHBidj/auDpoPohiYrCizyM7V87qM/eZtzuYiJgC+c8SCe0bO/Fl9yZau5KUdbJy5aw9e5+f91/jZnhhu/IW9asxt09TutRT/e9OLocZuy4JbagVs4k2jZzYNq6Txm/RrkYn4jF9EwAftK/P2pFtNDp+STB40echl8OmS+F8v/eqsP9agBqOFRjdzh2/tm5UshDv++8+TmbRsVssO3WHtMQCLjhGErp41mRWzyb41Fb/FW9faDS9/zpCdnIaALZ2luz42Jf2Gt6SbTB7BzfCH0N5U9IXfqAWg05VIor+JRy5/Ygf9l0l8EpEoftSjMvRrn413mtRm3eb1cBGjWaMZY2H8amsPRfG5vNhhITFFZrCY2rMsNZufNmtMfWqaLbeIToxnb6LD3HxtqI019iIeQNbMLNHY43F8NPB60xT9NBb+ZEvI1rW1tjYJUEU/Wu4HZfMb4du8M+p25CaUfigcTlaulWlZxNnBjZ1oW5l9RsaahK5HM6GP2HbpQgCQiK5GfGE/y9kcKhkzfiO9fmkg7tWZ0DZuXKmbL3An3uvKGPs3LQGG8d2KHEDy+LwNDUT+wlrISuHNo2cODG1h9rHLA2i6ItARlY2Wy4/ZE3QXQ5dj1RmiRWkioMNHes50qVhNXrUr66T23/3n6Sw93o0gaHRBNyMITcl7cU3lTflXa+afOhTh87ujlpZPHsVO69E0u/fo8pELIdK1uz6tDMta5Z8x6CodPsjkAOXwsBIQtTvQ8v0DpAo+mKSkC5je/BDtgeHE3AtEjJkL75JIqGmox0+darQ3r0qvu5Vy1zihlwOobGJHLoVw/Hbjzh15xFPn73cfcjMxoIBHs4M9KpJ9wbVMJWW3TqtB8+e02fhIa4pTDSRluOX972Z3Km+WsfdEhzBoN/3A/D1oJbM6dlEreOVBlH0pUCWk8vhW7HsCYni4PVI7kXFvzAFVmJpjkdVW+pVtaWeoy2NHO1oVM2WWpWs1Hq1zMqVc/tREiHR8VyPTuJmbAK3YhK5FZf08i8sAGMjvGpVoWuj6vRq7ESLGpXK1BX9TchycvlkwzmWBoYoswB7tXDlv1Hqq8/PypVTfsI6spPTqOFYgQc/vKOWcVSBKHoVEpecwYGb0Ry+GcPxW7FExCbkp56+Cmk5qtpZ4lTRkgoWpliZSbE0M8bKzARrMxOszYyxNjcR/plJMZeW43lGFkmZWSSnZ5GcLiMlI5uUDBkpmVmkpGeRkiHjSUomEc+ek5CUKvRsfx3GRjRytqede1U613Oko3sVLE3LlnlFSdhwMZz3lx5T1upXr2KL/6ed8XQqed/61+H33xn+PRACwOlv+tOqpr1axiktoujVyOOUDI7cfsTZsMdcefiM4IfP8qvLtIVEgqODNU2cKuHpUpHWrg60dXXQC5G/jNtxyfReeEhpwYWpMUuGtmF8nu2VCgl++AyvmVsBGNGpASuH+6h8DFUgil7DJKTLuP0omTuPk7j3OIX7j5MJe5JC2ONkHj9LefXtQXEwLoezvTU17a2o5WCFq4MNdRyscatsg5u9pU7VfquCjKxsxqw9w7pjN5SvDfKpy6oRPir/XdSduV34grE0J3PhB1p1730VoujLELlyOc8zs0nNzCZVls1zWRapmTmkZmYJr8uykWXlYm5ihIWpFAsTKRam5bA0lWJhaoyliTEWpsaUlxrr1D24plgedI/Rq08q1zJqVa/A7gldqK/C3ILv9l/jq/WnAVj3SWeGNK+lsnOrClH0IgbF9ZhEev0ZSHiMotjKzISVI9uqLKHmcUoGlT9bC9m5dPBw4cjkbio5ryope3MPERE10tDRlutz+ymbopIh48Mlhxix+hSZWaW3TnewMqNTI2cAjl6PJPYV3Xu0iSh6EZ1n69atTJk8mR49etCubVuGDxumbCrxMixMjNk6rgMLR7YHxT396sOheM7bpZJOSaPaKPrZZ+eyPOhuqc+nasTpvYjOkpyczNgxYzhx4sRLj3fv3p2ly5ZhZPTqa9ulh8/ovTBQ2SCT8qZsGtOhVA02ZDm5mH66Dp6n4+pUkbvfDizxudSBeKUX0Vm+//57peBtbGzo3LkzPj4+GEuF7cd9+/axYcOG157Dy7kiN+cNoMdbinv6tEwG/7mf8evPkpVbsuuhSTkjRrYUOi/di3zGxYhnJTqPuhCv9CI6SXp6OnXr1iU7K4vyFhacPHmSqlWFVtJ79+xhzJgxADRu3Jj9Bw4U6Zw/HbzOtI35nZI8XKuw6xPfEqVQnwt/SsvZwi3G6C6NWPqBd7HPoS7EK72ITnL79m2ys4Qe8U09PZWCB+jeowfly5cHIDIyqsjnnNqlIUEz+1CpouCSfOXeI1xmbsP/amSx42tRo5KyweqKM/dLPGtQB6LoRXSSxPh8f8M6dQp7zhsZGVGrlrA/npKSXKzzetey59b8AXT0UNzTP0+nz2/7mLzlArnFnBQPby0s6OWmpLH98sM3vFtziKIX0UkqF7iy377zYq/4yEjh6lyjRo1in7uihSmHJnVjzuCWUM4IcuX8tjuYVj/sJaYYW3CjfeoInweW57XeLgOIohfRSdzc3KhYsSIAVy5f5vnz/H6FV69eJSlJWI1v1KhRic4vkcDXbzfh8Je9sLIV7unP34ym9sxtBN6MKdI5HG3MadegOgCBIZE8Scl8wyc0gyh6EZ2kXLlyTJ4yBYlEQlpaGl27duX3335jwYIFfDBkCABVHR2ZOWtWqcbpWLcKd+cPxLuhIN6MpFS6LNjDTP/LRSqTGNlGkQSUncPy02Vjz15cvRfRaXbu3MmM6dNJTEws9LqTkxMbNm5U3tuXlly5nBk7glngn+/A27axM1v9Or7WJSkzKxezCWshNQN3F3tuzuuvknhKg3ilF9FZ4uLiWLp06QuCB+Geftq0aYWm/aXBSCLhh/5e7J36NkZWws7AiZCH1J21jZP3Hr/yc6ZSI4a1EL54bkU84XJk/CvfqylE0YvoJFlZWfTv35/LwcGUMzZmypQpHAwMZOu2bXTu3BmA00FBDB8+XKXj9mhQjYhv+9PUTVhITIhPoe13u/h237VXfmZsW3fl439PvrjoqGnE6b2ITrJk8WLmz58PwOzZsxk3frzymFwup3+/fpw7dw6A3Xv24OXlpdLxs3PlTNp8nkX7rio9ELp41WLj2HbYvcQa3eWLzTyMTcDEpjypf3yg1eab4pVeRCc5deoUAGZmZoz48MNCxyQSSaHXTr4iN780GBtJWPhuC7ZO7AYWQtfjg5fCqDdzG+fCn77w/uE+woKeLCmNXSVI9lElouhFdJJ79+8DUKFCBczMXmw17uaWb4cVHVO0LbaSMMDTmfvzB9CwltBVJ+5JMi3n7eS3wzcKvW+MTx1QXN2Xa3mKL4peRDdRTKnLlSv30sMZGfnNSWys1duIpFZFSy7N6s2ozo1AAmTlMHn1SfouOUJKhpAq7GRnQev6wrbfvqvhPEvV3p69KHoRncTJyQmAx48fk57+Ypbc3QJZetWrV1d7PCbljFg21Jt1H3cGc2ELb9fZuzT4egdXooUV+5GKKT5ZOaw6fU/tMb0KUfQiOkleem1mZib//fffC8fXrl2rfOzh6ampsBjSvBY35/anjpOQLRgZm4DnnB38c/IO7zWrofxCWKVFcw1x9V5EJ7l58yadfX3Jzc3FWCpl5syZ9OrZk5zcXH766Se2bN4MgIeHBwH79mk8voysbEatOc364zeVr73bxh1ZTi7bT98BCVz7fjANHW01HpsoehGdZfKkSWzcuPGVx83MzVmzZg0+Ptrzn18WdJcxq0+9tJvQJz08WPhuC43HJIpeRGeRy+X8tWQJP/30E5mZhRfGqjo6snz5cjw8PLQTXAGuxSTS68+DRMQkFHrdxs6S+N/fx0jDfuWi6EV0nszMTG7cuEFoaChmZmY0b94cZ2dnbYdViOeZWQxbcYodZwpv122Z2J2BTTUbqyh6EREN8ufRW3y28rjyua9nDQInddVoDOLqvYiIBpnQwZ0L8/LdcRsrVvk1iXilFxHRAumybC5FxtO6loPGW5CJohcRMTDE6b2IiIEhil5ExMAQRS8iYmCIohcRMTBE0YuIGBii6EVEDAxR9CIiBoYoehERA0MUvYiIgSGKXkTEwBBFLyJiYIiiFxExMETRi4gYGKLoRUQMDFH0IiIGhih6EREDQxS9iIiBIYpeRMTAEEUvImJgiKIXETEwRNGLiBgYouhFRAwMUfQiIgaGKHoREQNDFL2IiIEhil5ExMD4H2Eth8/ZEVWJAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/795.jpg" } ]
<image>Find the variable of x to the nearest tenth.
C
65,243
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/796.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/797.jpg" } ]
<image>If \triangle S R Y \sim \triangle W X Q, R T is an altitude of \triangle S R Y, X V is an altitude of \triangle W X Q, R T = 5, R Q = 4, Q Y = 6, and Y X = 2, find X V.
B
65,245
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/798.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/799.jpg" } ]
<image>Circles G, J, and K all intersect at L. If G H = 10, find J K.
A
65,247
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/800.jpg" } ]
<image>Find the measure of \angle 7.
B
65,248
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/801.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
A
65,249
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/802.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
B
65,250
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/803.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/804.jpg" } ]
<image>For the pair of similar figures, use the given areas to find the scale factor from the blue to the green figure.
B
65,252
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/805.jpg" } ]
<image>Find the area of the shaded region. Round to the nearest tenth.
C
65,253
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/806.jpg" } ]
<image>Find x. Assume that any segment that appears to be tangent is tangent.
A
65,254
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/807.jpg" } ]
<image>Find S T.
A
65,255
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/808.jpg" } ]
<image>Find \sin x.
D
65,256
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/809.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
B
65,257
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/810.jpg" } ]
<image>Find the value of x in the diagram.
B
65,258
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/811.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/812.jpg" } ]
<image>Find m \angle D A B.
C
65,260
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/813.jpg" } ]
<image>Find the area of the triangle. Round to the nearest tenth if necessary.
A
65,261
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/814.jpg" } ]
<image>m \angle 19 = 100 + 20 x, m \angle 20 = 20 x. Find the measure of \angle 20.
B
65,262
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/815.jpg" } ]
<image>Given figure A B C D, with A B \parallel D C, m \angle B = 60, m \angle D = 45, B C = 8 and A B = 24, find the perimeter.
D
65,263
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/816.jpg" } ]
<image>Find m \angle 1.
C
65,264
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/817.jpg" } ]
<image>Find x and so that the quadrilateral is a parallelogram.
C
65,265
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/818.jpg" } ]
<image>Find the area of the regular polygon. Round to the nearest tenth.
C
65,266
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/819.jpg" } ]
<image>parallelogram M N P Q with m \angle M = 10 x and m \angle N = 20 x, find \angle Q.
D
65,267
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/820.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,268
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/821.jpg" } ]
<image>Find m \angle 2.
A
65,269
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/822.jpg" } ]
<image>Find y.
A
65,270
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/823.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/824.jpg" } ]
<image>Find x. Round to the nearest tenth.
D
65,272
null
D
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GFRcXB09PDwDGDfCOHj1qcXtFRQX+859/m35eu3atQ+sj+WMjQkREg3Jzc8PadetMP9/7P/fiL3/+Cz7//HO8+867WL5sObq7ewAAN954I2bNniWqVJIplcGgN4gugoiInFdNTQ0W3rYQra2tg54zZswY5OzYgaioSAdWRkrAEREiIrqm6Oho7Pp0F1JTUwe8fdmyZcjKymITQiPCEREiIrJaWVkZcnNz0dHRgbi4OIwbl4yEhHjRZZGMsREhIiIiYRjNEBERkTBsRIiIiEgYNiJEREQkDBsRIiIiEoaNCBEREQnDRoSIiIiE4aZ3RER2pNXp8efPT8HAhRJk56aJkUhLDBNdhuKxESEisqPDZy/ihcxC0WXQCCxOi8UHP7xFdBmKx2iGiMiOsgsqRJdAI7S3uBbtXb2iy1A8jogQEdmJTqfHlnxzI3LvLcmYEBkgsCKyxs8/yQcAaLU67D1Rg1UzEgRXpGxsRIiI7OTwuYtoa+sGAEyMD8Zrd88RXBFZw8/LHU/+6wgAIDu/go2InTGaISKyk20Flabj9fwwk43FKbFQqVQAgN3HanClRye4ImVjI0JEZAc6nR6ZeeWmn5elxgmshoYjzN8LcydFAAB6erTYd7JGcEXKxkaEiMgOjpQ2oLUvlhkfG4TkKF4bIidr0uNNx7zg2L7YiBAR2YFFLDOTsYzc3JkSh750BjmFVejqZTxjL2xEiIhsTKc3YLMkllmeFn+Ns8kZRQV5Iz3ZuJhZd5cWB0pqBVekXGxEiIhs7GhpA1pauwAA42ICMZ6xjCytTTePZGVLRrjIttiIEBHZWLZk7ZANsxjLyNWSVHM8s62wEr06vdiCFIqNCBGRDen0BmzOl86WYSwjV7Ehvpg2NgQA0NnRi0Nn6gRXpExsRIiIbOjo+QY0txhjmaSYQEwcEyi4IhqNNZJ4ZhvjGbtgI+IENm7ciPm3zse777w74sd44vEnMP/W+ViwYAFqajjnnUiUbZJYhouYyd9SyfovWfmV0DGesTku8S5YTU0NDh44CAA4f+H8iB5j37592Lx5s+nnpqYmREdH26Q+IrKe3mBApqQRWZ7OWEbuxob7Y2J8ME5XNOPy5W58XdqAGydEii5LUTgiIlj21uxR3b+3txe/fuHXNqqGiEYj93wjLjVfAQAkjgnAJMYyirBuhrmh3M54xubYiAii1WqRmZmJl196aVSP8/77H+DMmTM2qoqIRiNbcpEqZ8soh/SC48z8cuj0BoHVKA+jGQc6ffoMNmdkoKGhAfv370d9ff2oHq+xsRGv/P73NqqOiEajXyzD2TKKMT4qAEkxgThf3Yrmli7kXmjEnHHhostSDI6IOFBp6Tm89dZbyMjIGHUTAgCb/rAJbW1t8PXxwYQJE2xQIRGNVN6FRjQ2GWOZhDEBmBwTJLYgsinLeIZ7z9gSGxEH8vLyQkJCgsUfXx+fET3WqVOn8M/33gMAPP3sM4iL486eRCJZzpbhaIjSSHdPzsyrgIHpjM2wEXGgBQsW4KvDX1n8eePNN0f0WC+88AL0BgPGjh2L++67z8aVEtFw6A0GbM4zNyIrOFtGcabEBCMu0h8A0NDUicLyRsEVKQcbERna/eluHNh/AADwq1/9Cp6enoIrInJtBWWNaGjqBADERfpjSkyw4IrIHtZK45lCzp6xFTYiMtPV1YVf/9o4XffWW2/F7YtuF1wREXFvGdewXBLPbM5lPGMrbERk5r1330NZWRk0Gg1++atfiS6HyOUZDLCIZThbRrlS4kMRFeYLAKhpaMfxqibBFSkDGxEZqaurx2v/938AgPvuvw8TJ3KmDJFoBeWNuHjJGMvERvrjujjGMkqlUlnGMzmMZ2yCjYiMvPrqK+jo7ERwcDCefPJJ0eUQEThbxtUsT5PEM3mcxmsLbERkoqioCB/+50MAwI9/8mMEB/NbF5Fo/WKZNDYiSpeeGIbQYG8AQHltG0pqWwVXJH9sRGRAr9fjhedfAABMnjwZd999t+CKiAgAisovoa6xAwAQE+GHaXEhgisie1OrVFgrmZ69o5CjIqPFJd5lIPdoLo4cOQIAUKlUeOWVV/qdc/bsWdPx65teR9K4JNx///2IjOQukUT2sk3yIbRuRjxUKoHFkMOsSIvH3z4/DcA4e+aZO6cJrkje2IjIQHd3t+n45MmTOHny5DXP37lzJwDg+uuvZyNCZCcGA5CRa97kbgVjGZcxa1w4AgM80drWjbNVLSitb8O4yADRZckWoxkZcHN3F10CEV3lWMUl1DYYY5kx4b5IiQ8VXBE5ikatwpoZ0niGs2dGgyMiMnD99XNx5Jsj1zznwR88iMLCQgDAv97/FyZOnIjQUL4xEtnLNsnGZ+tnJjCWcTHLU+Px7j5jJJ6ZX4HH75gquCL5YiMiE7Gxsde8Xdp0REZGDnk+EY2cMZaR7C3DRcxczg3jI+Dr54GO9h6cKGtCxaV2xIf6iS5LlhjNEBENU3FlE2oa2gEAUWG+mJ7A0UdX46ZRY5VkTRHGMyPHRoSIaJi2F3C2DAErJI3IlnxO4x0pNiJERMOUIVnEbGU6YxlXddOkMfDyNk4mKCxtRE1zp+CK5ImNiGAaN41NHsfLy8smj0NE13a8shlV9ZcBABGhPkhNCBNcEYnioVFjRZrxejyDAdhZxHhmJHixqmALFy5EdU31qB/nb3//mw2qIaKhcLYMSa1Ii8cnX10AYIxnvn/rRMEVyQ9HRIiIhsFyEbO4a5xJruDWyWPg6Wn8Tn/0TAMutnYJrkh+2IgQEVnpRFUzKvtimfAQH6QlMpZxdV7uGtw5PQYAYDAYsKuY8cxwsREhIrLS1bNl1MxlCMBKyfL+WXmcPTNcbESIiKwknS2zgrNlqM+CqdFwdzdOPPiqpB6X2hnPDAcbESIiK5yqbkF5bRsAICzEGzPGMpYhI19PNyxKMcYzer0Bu4+NfgKCK2EjQkRkBelsmbXpjGXI0sp084XLWVzcbFjYiBARWUE6W2ZleoLASsgZLZwaAzc340fq/pN1aO3sEVyRfLARISIaQklNC8r6YpnQYG/MTGIsQ5YCvN0xf+oYAIBOp8dnxxnPWMuuC5pVNXXg/MXL9nwKIpsJ8/fElJhg0WWQE9peYJ6SyViGBrMqPQ6fFRkbkK35FVg3e6zgiuTBro3I6doWbPzjl/Z8CiKb+dXaVDYiNKBPpIuYcbYMDWLRtFhoNGrodHrsLa5Fe1cv/LzcRZfl9OwazcxKioBazW8OJA/L0/gBQ/2drm3FhZpWAEBwkDdmJYULroicVbCvJ+ZNigQAaLU67D1RI7giebDriEiAtztumBSJgyfrTH+3dm6iPZ+SyGo7iqrRdaUXADA1MQSJ4f6CKyJnZLGIWXo8NPxyRdewekY8/nuiFgCQnV+BVTN4YfNQ7L7p3fqZiaZGZHFaLP563432fkoiqzz17yN4f/85AMZVMokGYjlbhq8TurbFKbFQq7/pW0+kBld6dPD2sM0u60pl91kzS1KNmRkA7C2uQRunNJET6NXpsUUy15+xDA3kTF0rSquNsUxQoBdmjWMsQ9cW5u+FORMjAAA9PVrsO8l4Zih2b0SCfT1xy5QoAIBWq8enx6rs/ZREQzp0ph4d7cam+DrGMjSIHMlsmXUzEhjLkFXWSEbOsgu4uNlQHLKOyPpZ5oxMOsxJJMrWPPPrcN1MZrg0MOn71Yq0uGucSWR2Z0ocvp3hnVNYha5endiCnJxDGpE7UuIsVpxr6uh2xNMSDahXp0eW5JsuYxkayLm6NpytagEABAZ4Yg5jGbJSVJA3ZiQbXy/dXVocKKkVXJFzc0gjEuDtjtunGTcE0un02FlYOcQ9iOzn0Jk6i1gmIcxPcEXkjHIk71NrZySYrnUjsoZlPMPPvGtx2G/WWmk8c5TxDImzVbKVO2MZGswnnC1Do7Ak1RzPbCusRK9OL7YgJ+awRuT262Lg4WGcLfxVST0a2roc9dREJoxlyBrn69twprIZABAQ4Im5jGVomGJDfDFtbAgAoLOjF4fO1A1xD9flsEbE19MNd06PBgAYDAbkFPJKYnI8xjJkDYu9ZWbEM5ahEVkj2aV5G+OZQTn0t2vtzETT8SdHyxz51EQAGMuQdTIks6pWpHLUjEZmaap5plVWfiV0jGcG5NBGZMHUaHh6GeOZ3LMNqGnudOTTk4tjLEPWOH+xDSUVxljG398T14+PEFwRydXYcH9MijdupHn5cje+Lm0QXJFzcmgj4uWuMc3FNxgs93AgsjfGMmQN6SJma9Lj4cZYhkZh3QxpPMPPvIE4/DdsjWRPD8Yz5EiMZcgamyWvEy5iRqMljWe25FdApzcIrMY5ObwRuWVKNHx83QEARecvobyx3dElkAtiLEPWKGu4jJPlTQAAP38P3DghUnBFJHfjowKQFBMIAGhu6ULuhUbBFTkfhzciHho1Vkvm5G/L55oiZH/SWGbaWMYyNDBpXLw6jbEM2YZ0d29ektCfkN+yNZLM7GMubkYOYBHLzGAsQwPLlLxOuIgZ2coySTyTmVcBA9MZC0IakRsnRMLf3xMAUFLRjNL6NhFlkIvo1emxJd/8AbOcHzA0gPLGdhwvM8Yyvn6MZch2psQEIy7SuMN3Q1MnCssZz0gJaUTcNGqsl1wsmJ3PoSqyn4On69DZ0QvAGMvEhzKWof5yLGKZOLgzliEbsohnuN+aBWG/aaslw+MfcfYM2dHWfMYyNLTNedxbhuxHGs9szmU8IyWsEZk9LhzBQd4AgPPVrSipaRFVCilYr06PLMYyNISKS+0ovmCMZXx83TFvYpTgikhpUuJDERXmCwCoaWjH8aomwRU5D2GNiEatwoaZ5g+FrXm8aJVsj7EMWUMay6xKi2csQzanUhn3LfpWDuMZE6G/batnSuOZcg5Vkc0xliFrSGfLrOKoGdnJcskCedKF81yd0EYkPTEMEaE+AICq+ssoruRQFdkOYxmyRlVTB45duAQA8PZ1x7xJjGXIPtITwxAabLwkoby2DSW1rYIrcg5CGxG1SoWNsxJNP2/l4mZkQ4xlyBo5BeYLB1elxsGDsQzZiVqlwlrJF6IdhRwVAQQ3IoDlMOjHjGfIhqSxzHruLUOD4GwZcqQVku0lMnLZiABO0IikxIcitm+hl/rGDuSVcZtkGr2rY5ll3FuGBlDd3IGi88ZYxsvbHTdNGiO4IlK6WePCERhgXNDzXFULF/SEEzQiKhWwcZb522pWLuMZGj1pLJOSxFiGBrajoNI0CrsyLRaebsLfEknhNGqVxS70Ozh7RnwjAgCr0s2NyCe53CaZRo+zZcgajGVIhOWp5tdaJlcWd45GZHJMEMZGf7tN8hV8U8p4hkau32wZxjI0gJrmThSUGvf88PJywy2TowVXRK7ihvER8PXzAACcKGtCxaV2wRWJ5RSNCADcNVsSz3BxMxqFAyWWsUwcYxkawI5C82yZ5WlxjGXIYdw0aqyWrCni6vGM0/zmrUwzNyKb88qh1ekFVkNyxliGrMFFzEgk6eyZLS4ezzhNI5IcFYCJ8cEAgLa2bhw6Uy+4IpKjHp0eWwsYy9C11TZ3Iu+cMQL29HLDLZM5W4Yca96kKHh5uwMACksbUdPcKbgicZymEQGAjTMZz9DoHGQsQ1bYWWSeLbM8NRZe7hqxBZHL8dCosSItFgBgMBhfk67KqRqRlZJh9C35FehhPEPDxFiGrGE5W4avExKD8YyRUzUiCWF+SEkKAQB0dvRi/6lawRWRnDCWIWvUtVxB7lnjbBlPTzfMn8JYhsS4dfIYeHq6AQCOnmnAxdYuwRWJ4VSNCABsmJloOt7CeIaGQRrLTE8KZSxDAzLGMsZcZmlqDGMZEsbLXYM7p8cAAAwGA3YVu2Y843SNyPL0BKhUxuPs/Ep09erEFkSyYRHLcG8ZGkSm5AvOasYyJNgqychtVp5rxjNO14jEBPtgRnI4AKC7S4t9J2oEV0Ry0KPTI6svllGpgGWpcUPcg1xRfesVfHOmb7aMpxvmT+UiZiTW/KnRcO8blfuqpB6X2l0vnnG6RgQANsxKNB1nMp4hKxwsqcOVb2fLjGUs4ww2btyI+bfOx7vvvGv1fQoLi/DGG2/g4YcfxsLbFmL58uX49Qu/Rl5enk1q2iWJZZZMZyxD4vl6umFRijGe0esN2H2sWnBFjucmuoCBLEuNx08+zIXBYMDOwmp0dmvh4+mUpZKTYCzjXGpqanDwwEEAwPkL54c8v7e3F5v+sAl/fP116A2We03l5+Xjr3/9K5599lk88eQTUKtH/v1JOltmFWMZchIr0+Owoy+WycqvwN03jBNckWM55YhIRKAXbpgUCQDo6dHis+Ou1yGS9RjLOJ/srdnDOv9vf/0bNm3aZGpC1CoVQkJDLM559dVX8emnn464poa2Lhw5bYxlPDzcsICxDDmJhVNj4Na3xcD+k3Vo7ewRXJFjOWUjAgDrZ5m/rWTmMp6hwR0oqWUs4yS0Wi0yMzPx8ksvWX2fxsZGvL5pk+nn+793P0rOnEZxcTGO5h7FnDlzTLe99n+vjbg26WyZO6dHw9uDsQw5hwBvd8yfapxGrtPpXe7Lt9M2IktS46DRGMvbc6wGbVd6BVdEzmprHmMZkU6fPoOXfvMSnnziScyeNRuPP/Z4v3jlWoqKitDRaVzeeuzYsXj++efh6+sLAIiOjsYrr75iOvfUqVNobx/ZTqWcLUPObLVkv6OtLra4mdM2IiG+nrh5ShQAQKvVYU9xleCKyBn16PTY2rdzpUrFRcxEKC09h7feegsZGRmorx/+HlFlF8pMxzfddBM0GsuRinHjxiEuzhy3VVcP/9ti4+UufH36IgDGMuScFqXEmL587y2uRXuX63z5dtpGBADWS77dbj7KeIb6uzqWiQ3xFVyR6/Hy8kJCQoLFH18fnxE9lurbRYSu4us3un/XnUVV0OuNozSLU6J58Ts5nSAfT8zruzZSq9VhrwstXeHUjcjilFjTBTz7TtSiuaNbcEXkbBjLiLdgwQJ8dfgriz9vvPmm1fcPjwg3HTc0NPS7XafTobbGuN2Dp6cHkpKShl2j9DqzVTM4akbOabXktZntQvGMUzciAT4eWDjNOISq0+mxq4jxDJkxllGG2bNnm+KYPXv2oKrK8vf8yy+/RGtrKwBg2rQUuLu7D+vxGy934fBpY2Tk7q7BbVNjbFA1ke0tTomFWm0cFdx9rAZXelxjZXGnbkQAYK3kW27G0TJxhZDTkcYy05MYy8hVVFQU7rnnHgDGWTcb1m/Azp07cfz4cWRkZODRRx4FAHh7e+OXv/rlsB9/lySWuSMlBr6MZchJhfl7Yc7ECADGpSv2nXSNeMbpfyNvvy4G7u4a9PbqcKikHo2XuxDm7yW6LHICFrHMDMYycvbib16El5cX3n//fZSXl+OB7z9gcbuvjw/+8fbbmDFjxrAfW7p5JmMZcnZr0uNx+JRxBC+7oAJLXGBdJKcfEfHzcjftTqjXG7Cj0DV3JyRLV8cyyxjLyJqbmxtuufUWTJgwYcDb02fOgEo98IWs13KpvQuHSsyxzELOliEnd2dKnGnj15zCKpfY+NXpGxEAWDsz0XT8CeMZAmMZpXnjjTdwz933oKioCBqNBmnpaVi5ciUSExMBAAf2H8BdG+/Cxx99PKzH/bSo2hTL3D4tGn5ew7u+hMjRooK8LTZ+PVBSK7gi+5NFI3LbddHw7Mt1vzlzEbXNnYIrItEYyyjH0W+O4rf/+1sAQEhICLZkbUFOTg7e+vNbOPTVIfz85z83nfvsM8+gosL62QTSWGY1YxmSiTWSxc2yC5SfAsiiEfFy12B5WiwAwGAAcgpdZ1oT9cdYRll++9vfmo5//vOfY+bMmRa3P/TwQ1i0aBEAQG8w4N///rdVj9vU0Y2DfbGMm5sGCzlbhmRiaZo5nskurESvTi+2IDuTRSMCAGsks2c+Zjzj0vafYiyjFFqtFgUF+QAAjUaD5StWDHje+g3rTceFhYVWPfbuoiro+t7Ab58WDX9vxjIkDzHBvpg21rjp45WOXhw6Uye4IvuSTSNyy+RoePsa30iKzl9C5aWR7TdB8ifdh4GxjLxVVFSgu9u402h4eDh8fLwHPC8u1jxzoLLCuqHqTEl8t2qG8mcekLKskeyHtE3h8YxsGhFPNzVW9w3BGwyuteocmfXo9MiWLmKWzlhGzrq7zaslX2uhMp3ePDTt7zf07srNHd04cMr4LdLNTY3br4sdRZVEjrdUMm03K7/SNLqnRLJpRABgzUzzh84n3HvGJV0dy8QEM5aRs5gY83UbFy/WQ6cbeKpifZ15aDo+YehRsN3HzLHMbddFI4CxDMnM2HB/TIoPBgBcvtyNr0v7b3+gFLJqROZNiIKfvwcA4GR5E87XtwmuiBxNGsusl0zrJnkKCAhASKgxC+/u7sGBAwcGPG/Pnj2m49jYoUc3tkhiGc6WIbmSRs/bCpSbAsiqEXHTqC3+YbIV/A9D/fXo9NiaL50tw9xfCW6ad5Pp+NVXX0VLS6vF7cXHirF582bTz8uWL7vm47V0duO/J82xzKLrOFuG5Ekaz2zJr4Cub00cpZFVIwIAqyWNyEfflIkrhBxu/6ladF0xxjKp48IYyyjEU089Zdr0riC/AGtWr8Zf/vwX7Nm9B2++8SbWrlkDrVYLAJgzZ86Qy7zvOVZtimUWTI1GgI+Hff8DiOxkfFQAkmICAQDNLV3IvdAouCL7cPq9Zq42NzkCwUFeaG7pQml1K0pqWzFpTKDossgBRjpb5g+v/QEnT54EACy6YxHWr19vcbtWq8XPfvozNDU1AQCeefYZTJo0yQYVkzXGTxiPJ554Aq+99hoA4PTp03jxxRf7nTdmzBj85qXfDPl4lrEMR81I3tbNiMfvq4sBANsLKjBnXLjgimxPdiMiGrUK66XxTB4vWnUF3dqRxzJh4WHYuXMndu7ciT++/kcYDJbDm2/88Q188MEH2LlzJ65cuYLx4wfe74Ssp3HTDOv8Z559Bv96/1+ICB/4TXbOnDnYnrMdU6ZMuebjtHb2YN8J45LYGo0ai6ZxtgzJ2/JU8zVOmXkVMCgwnVEZDPILnb4pbcCS3xsvXouP8kf+CwMvgkTKsfd4Ne5640sAQFpyGD770R1W37elpRXpaamm9Sq252xHeno6AOPy4mtWr4beYEBkZCT27NmDsPAwW5dPVtLpdKisrMS5c+dQU1OD5ORkTJkyFUFB1o16Zhw5j4feOQwAWJgSg48eudWO1RI5Rtovt6Gy/jIA4LPn7kBaorLeo2Q3IgIAM5PCEB7iAwCoqLuM4somwRWRvY1mEbOgoECsWrXa9HNWVhYAoLW1FY8//jj0BgPUKhX+9Naf2IQIptFokJiYiIULF+Lee+/FDTfcYHUTAgBZeeaFnxjLkFKsk8z82q7AHehl2YioVSpsmGX+MNrKeEbRRhPLfGvDxg2m46wtWeju7sYvfv4L0wZqz/zoWVx//fW2KZiEaOvswRcnagAYY5k7UhjLkDIsk8ye2ZyrvHhGlo0IYDl75uOj5Yr7hyGz/adqRj1bZvbs2UhKSgIANDc344cP/hCZmZkAgJtvvhmPPfaY7QomIfYcr4ZWa5wtc/OUKAT5eAquiMg2UuJDERVmfN+raWjH8SplpQCybUSmx4ciOty41HNdYwcKypU5rYlss7eMWq3Gd/7nO6afv10gKywsDJte32SaPkrylSWZLbOWi5iRgqhUlq/pHIXFM7JtRFQq4K7Ziaafs3IZzyhRt1aP7IIqAN/GMiP/gFm1alW/huPNP72JyMjIUdVI4rVd6cXnxxnLkHItl0TSm/OUtZinbBsRAFgl6RA/yS2HnvmM4vSPZXxG/FiBgYEICzNfjHrH4jtw0003XeMeJBefHa8yxTI3TY5CsC9jGVKW9MQwhIUYd6cur21DSW3rEPeQD1k3IlNigpE4JgAAcKn5Cr5R8KZArspib5kRxjLfevnll1FfX2/6+Zsj36Crq2tUj0nOYatktswaxjKkQGqVCmskI8I7CpUzKiLrRgSwjGe2Kmy4ytVdHcssHUUss2f3Hrz9j7ct/q65uRl79+4dVY0k3uUrvfis2BzLLJ7OWIaUaYXkPTAjVzmfd7JvRFamm78lZ+SWmfaYIPmTxjJpo4hlqqqq8PTTTwMAvLy88J3vmC9a/ejDj0ZfKAm190Q1tFodAODGSZEIYSxDCjVrXDgCA4yv73NVLShVyA70sm9ExkcFYEJcMACgta0bX529KLgishVbzJbRarV48okn0dzcDAB44dcv4JlnnzFdtLpv3z5UVijrCnRXYzlbZnTxHZEz06hVFtHjDoXMnpF9IwIAd0kWN8vK5+wZJbBVLLPpD5tw+LBxye9FixbhnnvuQUREBG5beJvpnC1ZW0ZfMAnR3mWOZdRqFRZPjxFcEZF9Wew9k6+MeEYRjciKdMtNgXoZz8ieLWKZQ4cO4fVNmwAAIaEh+N3vfweVSgUAWLt2rem8D//zISM9mfr8RA16e82xTKifl+CKiOzrhvER8PP3AACcKGtCxaV2wRWNniIakcRwf0wbGwIA6GjvwYGSOsEV0WiNNpZpbGjEY48+ZprS/eorryIiIsJ0+4IFt8Hf3x8AUFlZia8OHRplxSSCNJZZw1iGXICbRo1VkiXflRDPKKIRAYANsxJNx1u494ys2SKWef6F501Tde++527csdhyt14fH2+sXm3eCC8nJ2cUFZMIHd1a7D5WDcAYy9zJ2TLkIqSzZ7YoIJ5RGQx6RawCVt3cgdTntsJgALy83HDu1XXwcuey3XK0p7gKd7/5XwBAenIY9vzojiHuQa5oW3457v/rQQDAjZOjkP3kbUPcg0gZenR6JD2zGV1XeqFSAUX/uxrRo1jsUTTFjIjEBPsiPdm4amZXlxZfnqoVXBGNlC1my5DySdcNWjuTrxNyHR4aNVakGUcADQZgZ5G84xnFNCIAsGFmoul4S26ZsDpo5Lq1emzLN/5SjXYRM1Kuzm4tPj1mnC2jUqmwhLEMuRglxTOKakSWpcWbZkXkFFSjs1sruCIarv+eqkFXl/HfLT15dHvLkHJ9caIGPT3G18n1kyIQ5s/ZMuRabp08Bp6ebgCAo2cacLFVvttVKKoRiQz0xtxJxpkRPT1afH6iRnBFNFyMZcga0vWCuIgZuSIvdw2W9K2bYzAYsKtYvvGMohoRAFgviWc253L2jJz0i2VSGctQf1d6dNhVZI5l7kyJG+IeRMq0UhLPZMl4rzXFNSJLU2Oh0Rj/s3YXVeNy36JY5PyujmXkfBU42Y80lpkzMRwRgYxlyDXNnxoN977ZoV+V1ONSuzzjGcU1IqF+Xpg3KRIAoNXqsLu4SnBFZC3GMmSNrYxliAAAvp5uWJRijGf0eoNpXR25UVwjAgDrJXvPZDKekQXGMmSNrl4ddhYZ32yNs2UYy5BrW5lu/h3IkunsGUU2IndOjzPFM18cr0VLZ7fgimgojGXIGvtO1KC7bzbcrAnhiAz0FlwRkVgLp8bAzc34ebf/ZB1aO3sEVzR8imxEAn08cNt10QAAnU6PXYWMZ5wdYxmyhnS2DF8nRECAtzsWTDV/3n12XH7xjCIbEQBYO8s8tJ/BeMapMZYha3T16rCj8NtYBoxliPqsksQzW2UYzyi2EbljWqzpauKDp+rQeFmeVxO7gi9PMpahoe07WWuKZWaOD0dUEGMZIgBYlBJjuhxhb3Et2rvkNVtUsY2In5c7Fk83X028Q+Zr8SsZYxmyRjZnyxANKMjH02K26F6ZLeap2EYEsHyzyjhaJq4QGlRXrw7bCxjL0LV19eqwve9aL5UKWMpYhsjC6hnm985smcUzim5EbrsuxrQW/5HTDahruSK4Irraf0/VmmKZGcnhjGVoQP89VYtuSXw3hq8TIguLU2KhVhv3Wtt9rAZXenSCK7KeohsRbw8Nlpm2SjYgp1BeXaIrsIhluJU7DYLxHdG1hfl7Ye5E815r+07KJ55RdCMCAGskb1qfMJ5xKv1iGQ630wC6tXqL18kSxndEA1qTLolnCuTzxVvxjcitU6Lh5e0OACgobURVU4fgiuhbV8cyHG6ngUgXu0sbF4YYvk6IBrQ4JQ4qYzqDnMIqdPXKI55RfCPi6abG6r451gYDsC2fa4o4C8YyZA3phXecLUM0uKggb8xIDgcAdHdpsb+kVnBF1lF8IwIAa2ZK4xk2Is6AsQxZo1urR3aBebbMsjS+ToiuRRrPbCuQx7IVLtGIzJsYBT9/DwDA8bImXGi4LLgiYixD1jhQUouuK8bFmaYnhSIm2FdwRUTObWmaOZ7JLqxEr04vtiAruEQj4q5RY226eVRkW558LuJRKsYyZA3GMkTDExPsi2ljQwAAVzp6cehMneCKhuYSjQhgudjLR5w9I1RXr840ZMhYhgbTo9Nja6F5aHlZKl8nRNaw+OItg3jGZRqR65MjEBToBQA4W9WCM3WtgityXV9KFqdiLEODOVhShysdxlgmJSkEcaF+gisikoelkqY9K78SOiePZ1ymEdFo1FgvGdrNZjwjzNY88wXD6xnL0CC4iBnRyCSG+2NSfDAA4PLlbnxd2iC4omtzmUYEAFZJPvQYz4hx9Z4h3MqdBtKr02OrZEGmZWlcxIxoOKTN+zYnX9zMpRqRWUlhCAsxbh1eXtuGE1XNgityPdJYZuZ4xjI0sIOn69DZF8tMGxuCeMYyRMMijWe25FdApzcIrObaXKoRUatU2CAZFZFGBOQY0v/nHG6nwXC2DNHojI8KQFJMIACguaULuRcaBVc0OJdqRABgteRN7eOj5TA4b5OoOP22cueeITSAXp0eWZIr/ZczliEaEel1kdudOJ5xuUYkNSEMY8KNiyLVNLSjqPyS4Ipcx9WxTFSQt+CKyBkdOlOPjvYeAMDUxBAkhDGWIRoJ6ZT3zLwKp/3i7XKNiEoFbJyVaPo5i3vPOAxjGbJGtsVsGY6GEI3U5JggxEX6AwAamjpRWO6c8YzLNSIAsCrdcu8ZvbO2iQrCWIasodXpkcXZMkQ2I23mnXVxM5dsRK6LC0bCmAAAxi4x97xzdolKwliGrHHoTD3aLxtjmSkJIRgb7i+4IiJ5k0M845KNCABsnGUeFcnKZTxjb4xlyBrSb2yMZYhGLyU+FFFh5usij1c1Ca6oP5dtRFZK4pmMvHKnXwJXzhjLkDW0Oj225EtjGS52RzRaKpVlU59T6HzxjMs2IhPHBCI5NggA0NLahcPnLootSMH2nTTHMrMmRDCWoQEdPnsRly93AwAmxgcjKSJAcEVEyrBc0tRvdsLtTVy2EQGAu6SzZ5zwH0cptuYzlqGhZUsuUt3A1wmRzaQlWq4qXlLrXJu+unQjsiJdchFPfjl6Gc/YXFevDjmmWEbFvWVoQDrGMkR2o1apsEYyA21HoXN98XbpRiQpIgDXJYYAANov9+Dg6TrBFSmPZSzD2TI0sMPnLqKtzRjLTIgLxrhIxjJEtrRC0ohk5LIRcSobJLNntnD2jM0xliFrSGfLrJ/Ji5mJbG3WuHAEBXoBAM5VtaC0vk1wRWYu34isSE+ASmU8zsqvRLeW8YytMJYha+h0emRKpncv46wqIpvTqFVYLbkcYYcTzZ5x+UYkNsQXaePCAABdV3rx5ckawRUpB2MZssaR0ga09sUyybFBGB/FWIbIHlZImvzMfOeJZ1y+EQGADZLZM1vyGM/YCmMZsoZ0tgxjGSL7uX58BPz8PQAAJ8qaUHGpXXBFRmxEYBwKVvXlMzkFVbjSoxNckfxdHcssTWUsQ/3p9AZkSqbOL+feMkR246ZRY1Wq88UzbEQARAV5Y87EcABAd7cWnx+vFlyR/F0dy0QGMpah/o6WNqCltQsAkBQTiAlRgYIrIlI26eyZTCdJANiI9FkviWec5R9HzhjLkDWyJTn1hpl8nRDZ27xJUfDydgcAFJ2/hOrmTsEVsRExWTo9Dmq1MZ75tKga7V29giuSr65eHXIKGMvQten0BmyWNKzLGMsQ2Z2HRo0VabEAAIMB2FUkPp5hI9InzN8L8yZHAQB6e3XYw3hmxPadqEF3tzGWmc1YhgZx9HwDmluMsczY6EBMGsNYhsgRVkqa/i1OMHuGjYjEesnQcOZRxjMjlSWNZTjcToPYls/ZMkQi3DJ5DDw93QAAR8804GLfdVqisBGRuDM1FhqN8X/J58dr0NrZI7gi+enq1WFHoXE0iYuY0WD0BoPFOgYrGMsQOYyXuwZLpscAAAwGA3YVi41n2IhIBPl4YsF1YwAAWq0enx4Tn53JDWMZskbu+UZcar4CAEgYE4BJ0UFiCyJyMdJ4RvTu82xErrJWEiVkHBWfnckNYxmyRrbkdcLZMkSOt2BqNDw8jPHMVyX1uNQuLp5hI3KVO6bFws1NAwA4cKpO6D+O3DCWIWtcHcssT+PrhMjRfDzdcPu0aACAXm/A7mPiJmiwEbmKv7c77ujLznQ6PXb2rQ5KQ2MsQ9bIu9CIxiZjLBMf5Y8pMcGCKyJyTaskm+BlCZw94ybsmZ3Y2pnx2NGXmT31/hG8+UWJ4IrkobS61XTMWIYGYzlbhq8TIlFumxoDNzc1tFo99p+sQ2tnDwJ9PBxeBxuRASycGgMPDzf09Bi/3Us/YGlojGVoMHqDAZvzOFuGyBkEeLtjwdRo7Cmqgk6nx2fHq7Fu9liH18FoZgA+nm5YmhojugzZYixDgykoa0RDk3FJ6dhIf0yNZSxDJJI0ntkqKJ7hiMggXv/OXLy8fqboMmTJy10jugRyUtK9ZdbP4GgIkWiLUmKg0aih0+mxt7gW7V298PNyd2gNbEQG4ePpBh9P/u8hshWDAZaxTDobESLRgnw8MW9SJP57ohZarQ57T9RglYM3KmU0Q0QOUVDeiIuXjLFMTIQfrosNEVwREQHAasnoZLaAeIaNCBE5xNWzZVQqgcUQkcnilFjT7vO7j9XgSo/Ooc/PRoSI7O7qWGZ5KmdVETmLMH8vzJ0YAQDo6dFi38kahz4/GxEisrui8kuoa+wAAESH+yElPlRwRUQktUZyzVZ2gWPjGTYiRGR30je2dTPjGcsQOZk7p8eZfi9zCqvQ1eu4eIaNCBHZlTGWMW9yx0XMiJxPZKA3ZiSHAwC6u7TYX1LrsOdmI0JEdlVUcQm1DcZYJirMF9MZyxA5JWk8s62g0mHPy0ZEBvR6PX7wwA/wwPcfwLPPPjvoeYcPH8YD338AD3z/Aezd+7kDKyQa3PYCzpYhkoOlaeZ4JruwEr06vUOel42IDKjVauTl5WHnzp3YnLEZBoNhwPM2bdqEnTt34tNdu5CU5Pj9AoiuZjAAGbnSvWU4W4bIWcUE+yJlrHHE8kpHLw6dqXPI87IRkYnExEQAQG9vL1pb2/rdXlxcjIMHDgIAVq5ehaSkJEeWRzSg4som1DS0AwAiw3yRmhAmuCIiuhYR8QwbEZmIizN/k7x0qbHf7e++867p+KGHHnJITURDkcYy62ZwtgyRs1sqWeMnK78SOgfEM2xEZMKiEWm8ZHFbXV0dMjMzAQCLFi3C1KlTHVob0WAyJIuYreTeMkROLzHcH5PijbtiX77cja9LG+z+nGxEZCImJsZ03HjViMgH738ArVYLAHj44YcdWhfRYI5XNqOq/jIAICLUB6kJnC1DJAfrJJvebXPA4mZsRGQiOjradNzQYO5QOzs78d577wEAbrjhBsyaPcvRpRENaNtVsYyauQyRLEjjmS35FdDpB54gYStsRGRizJgxpmNpNJOVlYXm5mYAwCOPPuLwuogGk5ErWcSMsQyRbIyPCsC4mEAAQHNLF3Iv9L8u0ZbYiMjEmGhzI3Lx4kUAgE6nx9//9ncAQEpKCm655RYhtRFd7URVMyr7YpmwEG+kJ3K2DJGcSOOZ7XaOZ9iIyISfnx9CQkIAABcbjI3Il1/uw9mzZwEAjz72KFQc+iYnYTlbJoGxDJHMLJPEM5l5FdAPsn6VLbARkZGERGOHWl9XDwD4x9//AQBITh6HxYsXC6uL6Gqf5HJvGSI5mxwThLhIfwBAQ1MnisovDXGPkWMjIiPx8cY39NraWpw4cQL79+8HADzy6KPQaDQiSyMyOVXdgoo6YywTGuyNmUmMZYjkaN0MxyxuxkZERmJjYwEADRcvmq4NiY6OxqpVqwRWRWRJOltmbTpnyxDJ1dXxjL3SGTYiMvLtWiJ6gwEZGRkAjOuGeHh4iCyLyIJ0tsxKyQVvRCQvKfGhiArzBQDUNLTjeFWTXZ6HjYiMSBc1A4CQ0BBs2LhBUDVE/ZXUtKCs1rgXUnCQN2aOZSxDJFcqlWU8k1Non3iGjYiMSBc1A4AHf/AgfH19BVVD1N92SY68fkY8NGrGMkRytlyyY/bmPPtM42UjIiPSRc38/Pzwnf/5jsBqiPrjbBkiZUlLDENYiDcAoLy2DSW1rTZ/DjYiMiJdUfUHP/gBgoKCxBVDdJXTta24UGN8kwoO8sKsceGCKyKi0VKrVFgj+VKxo9D2oyJsRGTkzTffBGAcDbn/e/cLrobI0naL2TIJjGWIFEI6upmRy0bEZRUXFyNz82YAwMOPPIzg4GDBFRFZspgtw71liBRj1rhwBAV6AQDOVbWgtL7Npo/PRsSJVVVW4cjXR1BcXIynn3oaeoMBoaGhuP9+joaQczlT14rSamMsExTohdmMZYgUQ6NWYU26NJ6x7ewZN5s+GtnUzl078cLzL1j83S9++Qv4+/sLqohoYDmS2TK3TxmDKz1agdUQka3NnxSFd/adAQBk5lfg8Tum2uyx2Yg4sZJTJRY/33XXXVi3bp2gaogGJ50tk3H4AjIOXxBYDRHZ04myJlRcakd8qJ9NHo+NiBObOXMmenp7EBISgrlz52LJkiWiSyLq51xdG85VtYgug4gcaEdhJR66bbJNHktlMOjtt7cvESnePw+cxe8/PSG6DCJyoNmJoXj3gZts8lhsRIiIiEgYzpohIiIiYdiIEBERkTBsRIiIiEgYNiJEREQkDBsRIiIiEoaNCBEREQnDBc2IiAgA0NPTg5ycHfjii89RWVGJy5cvIzk5GXOvvx4LF96G+HjrNzP8bM9nePnll+Hp6YnNmZvh52ebVThJebiOCBERoaKiAo888gjy8/IHvN3Pzw+vv/46Ft+52KrH++lzP8U///lPAEB+QT4iIyNtVispC6MZIiIXp9Pp8N3/77sWTYhGo7EYxWhvb8f3vvc9HD58eMjHa2pqwu7du+1SKykPGxEiIheXnZ2N06dPAwDUKhVee+01HCsuRsnpEuz7ch9SUlJM5776yqvXfKzq6mr88MEfoq6uzq41k3LwGhEiIhf3wfsfmI6ffuYZbLxro+nnCRMm4O133sbcOXOh0+nw9ddf4/z580hKSjKd887b76C0tBSl50tx6MBB6A1M/Ml6bESIiFxcSUmJ6XjN2jX9bo+OjsZNN92EL7/8EgBQWVFp0Yh88MEHphEVouFiI0JE5MJaWlrQ2toKAAgJCUFCQsKA58XGxpqOq6qrLG6LjIxEV1eXxd+Vl5fbuFJSKjYiREQurLu723QcGBg46Hk6vc50rNVqLW778KMP+52/8LaFOHXqlA0qJKVjI0JE5ML8/Pzw/AvPAwACAgIGPe/C+Qum45iY2EHPIxouNiJERC7M19cXDzzwwDXPqaiowDdHjph+njx5kr3LIhfC6btERDQonU6Hnz73U9NMmJtvvhkxMTGCqyIlYSNCREQD0uv1+MlPfoJ9+/YBANzc3PCjH/9IcFWkNGxEiIioH51Ohx//+Mf48D/mC1HfeOMNpKenC6yKlIjXiBARkQWtVounn3oamZmZpr978cUXsWLlCoFVkVKxESEiIpOenh48/tjj2L59u+nvfvTjH+H+790vsCpSMjYiREQEAOjq6sJDDz2EPbv3ADDuO/PS/76Me++9V3BlpGRsRIiICN3d3Xjg+w/giy++AAC4u7vjzT+9iWXLlgmujJSOjQgREeG5//85UxPi5+eHt995G/PmzRNcFbkCNiJERC7u0KFD+PjjjwEYR0I++PcHmDVrluCqyFVw+i4RkYvbkbPDdPzyyy+zCSGHYiNCROTCDAYDPvvsMwDG0ZDVa1YLrohcDaMZIiIXdvHiRdTU1AAA1GoVnnziySHvkz4jHQ8++KCdKyNXwUaEiMiFNTU1mY67u3uQk5Mz5H3cPdztWRK5GEYzREQurLOzc9j38fT0HPIcd3c2K2QdlcGgN4gugoiIiFwTR0SIiIhIGDYiREREJAwbESIiIhKGjQgREREJw0aEiIiIhGEjQkRERMKwESEiIiJh2IgQERGRMGxEiIiISBg2IkRERCQMGxEiIiISho0IERERCcNGhIiIiIRhI0JERETCsBEhIiIiYdiIEBERkTBsRIiIiEiY/wc4OSjntcuKGgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/825.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/826.jpg" } ]
<image>Find m \widehat E D B if m \widehat F E = 118, m \widehat A B = 108, m \angle E G B = 52, and m \angle E F B = 30.
A
65,274
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/827.jpg" } ]
<image>Find x in the figure.
C
65,275
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/828.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/829.jpg" } ]
<image>The segment is tangent to the circle. Find x to the nearest hundredth.
D
65,277
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/830.jpg" } ]
<image>Find the measure of \angle A. Round to the nearest degree.
C
65,278
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/831.jpg" } ]
<image>Q R S T is a rectangle. If Q P = 3 x + 11 and P S = 4 x + 8, find Q S.
D
65,279
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/832.jpg" } ]
<image>Find m \angle 2.
A
65,280
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/834.jpg" } ]
<image>Find the area of the kite.
B
65,282
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/835.jpg" } ]
<image>If J L = 27, B L = 9, and J K = 18, find J A.
B
65,283
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/836.jpg" } ]
<image>Find y so that the quadrilateral is a parallelogram.
D
65,284
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/837.jpg" } ]
<image>Q S is a diameter of \odot V. Find m \widehat P Q R.
A
65,285
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/838.jpg" } ]
<image>If J, P, and L are the midpoints of K H, H M and M K, respectively. Find z.
A
65,286
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/839.jpg" } ]
<image>Find x.
A
65,287
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/840.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
B
65,288
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/841.jpg" } ]
<image>For the pair of similar figures, use the given areas to find x.
B
65,289
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/842.jpg" } ]
<image>Find x. A = 92 in^2.
C
65,290
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/843.jpg" } ]
<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
A
65,291
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/844.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/845.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
65,293
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/846.jpg" } ]
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rS2xt8xaOXerXw9zCnOzsbIKD87YPN115RFSMUGk7s7ubRnpJVjM14OJnXrSsL0yN7j6Josu3hytd2bhWrUGcuB9Br+8PQ0YWSCSsfb8zH3VpqO6wNJajd8Ppu/wAAH9M7sG77VwKPO/j48P7748nKvLVMmdHR0f++PMPGjduXOi1Z8+ezd+b/37lcYlEwoKFC5gwYYLisdjYFzRt4o5MJmPXrl2079AeAF9fXwYMGAjA/fv3MDMT6itymw9joEvUD29Rw0z5/UuVRVJ6Jl2+O4LPwwhAWJM492nfSrNwqTUjiKtPYui18phcHOCHcR1FcSiGAvb3/xlBZGdnMXHiRIU41K9fH6/+XjR1F+ocwsLCGDjwDZ48efLKdS9fusyWLf8AoKOjg6enp+I8mUzG0qXLePz4seL11tbVaNZcqL4cO24s06ZN46PJHzH0zaHIcnLo3KmTQhz2+oUK4gC836mRRosDCAlpZz7tq5huXL8XzoC1JytN/YZWCMSDyAQ8vz+iSJ3+anhbpveouglQJcXBIq8e478CsWvnbiLChW+9CRMmcPbcWTZu3MjRo0eYOXMmAGmpqWz4ZUOB8zIzM5k9ezaynBxMTEy4cPEC23ds5+jRI3zxxReK82ZMn1HgvD///BN7e3tSklPYvm07e/bsIS0tDWdnZ1auWql43eLcJCRdKZ/3V35RliowMxREwtlRWLg86RvCWxvPqTkq5aDxAhGZkEbX7w6TJV9k+8irOV8PKL8XQFWgmomBkNzDq+a1V68KvTv19fX5bO6cAs9N+WQKxiaCuAQEBBR47sb1Gzx6JGSrTvxgInXq5CUvTfrfJBxr1RJed+MGqal597SxseHipYts3LiRoUOHMnDgQBYsXMCp06cUeRDng6K4+TAcgDfb1MNJC1oM5FLN1IBzs72wqW4OCC5V03dcV3NU5UejBSI5I4seK47wXO5BONyzIWtGtlFzVNqDRALGpsI0478FW5FRwtSidu3aGBsXbFGnr69P9WrVAXj58mWB5/z8/BTHw4cXNMOVSqWMHfs2ADk5Ofj5+hV43sDAAK/+XqxZu4ZfNvzCxIkT0dfPK7tf6O2nCPyLgdoxesiPg6UxZ+d4ITUTxHWVty+rTt1Tc1TlQ2MFIkcmY/C6U9wJFtKnOzWtxZYJnbXeTLaisZfb30cnFMym7NOnD2PGjGH4iFcdr3NycoiKFqzdatQo2D/i1i3BE9LY2Ji6deu+cq6ba97Uz9fXt8Rx3g5/yQm/EAC6NatNc3megbbRyNac8zP7KArlpm++yD7/UDVHVXY0ViAm/3OVE75PAGhQuwYHp/TUmGQZbSI3Weq/I4ixY8fy/YrvmTJlyivn3Lp1izT59KBBw4L+GUFBQmWlbU1bJIWotWMtR8Vx7iilJCz09lfY0VdESbcq6eBcg50fdhds7LJzGLzuJL6hseoOq0xopECsOfOAX44K31SWVqac/LR3pU1lVTW55rVRScXXY2RkZHDu3Dnee/c9AAwNDZn6ydQCr0lJTVE8VxjW1nnf/OnpJcvefBKbxM6rgvC0rG9HtwbaX2Q3tEVtvnurg/BDWga9fzhKZIJm1MSUBo0TiFMPIvlk03nhB0N9js/og6Ol2Ma9rNjmJkulZZCckVXoazIzM2lQvwEuzi6MGjmKyMhInJyc2LJlyys1EmlpwptcT7dwwc4/qkhPK5lALD10W0h8A+ZVogXoT3s15v2eQhJfzItEvH48TkZ2tpqjKh0aJRBPY5Pps0aeJSmR8O8H3WhVRzX2YlWFAua1RZV9yyApKYnsfG/e5JQU7t1/dYEt90Nf1C6/NN80MCurcEHKT0xSOr+eEzxDnR2tebN55epy9cvb7enQRJh2+QRGMOGvy2qOqHRojECkZ2bj9eNxxXbmnEEtGdWq4uv/Kxu25sXb3+vq6TJ9xnTGjBmDh4cHEomEqMhIPp//OT+t/6nga3WFDEFpEavF2dk5r7z2dXx7LEBRcPeZmku6VYGuVIL3xz2xsxH6u24+c5d1Zx+oOaqSozECMXHzZcWORa+WdVk2RCy+Ugb2+ftjFGF/L5FImDVrFt+v+B7vA97s3rMbXT1hCrFq1aoC+Qy525KSIhaMMzPzCpYMjV7f2CY5I4vvTtwFhD4l73aoV4LfSPuwNtbn8PTeip2Njzdd4OqTGDVHVTI0QiB+uxjE5jPCG8XB1pIdk7pWum8SdVEg3bqEFZ1t27Zl9OhRACQmJnL9el7CT65A5OQbKeQnLd+6Q1ELmbmsOX0fkgTx+bSve6XepWrmYMVf4zuDBMjMZtCaE1pRIq52gbj7PJ4Jf10QfjDQxfuTnpWmP6Ym4GCZTyDiBIHIyclhz5497Ni+g4cPHxZ6nrt7XqJSaGjePn5uXkRcXFyh5z1//lxxbGpSdCZkZo6M747IS7rNjPi4W+WvqxnX1pmJvQR/y8joBMb8qvnp2GoViPTMbIasPaWYg64f60mLWtqZIKOp2Jobkzsci5Rbz8XFveSjyR8xdepUvPd7F35evrJsU9O8D7qrqytAkeXggQ8DFceNmxReCQrwx8UghSvTnB5uVcZ1fO3oNorCriM3HrPy5F01R/R61CoQU7df5+FTIWPvzQ4NqkxTm4pETyoBE6EiMtf+3srKGh1doR9p/m/8/IQ/C1cc58+YzP3QJyQkEBgY+N/T8PfPc3z28Ch8HUkmg+WH5K8z1GdW76rj56Gvo8Pej7qDkfA3mbH1CrfDXxZzlvpQm0AcuvOMX44JQ8yaNhb88W5HdYVS6aklT7eOkifqSCQSbG2Eb7GjR4+SkpL8yjn//COUc+vq6uLk5KR4vE0boRZGJpOxft36AudERESwZ88eQCjO+m+adi67fJ8S/EzILPygSyOqmWp2Sbeycalhxp/vewo/pGcx/KczGpsfoRaBeJmawdu/nhW+SnSk7PiwG+ZipqTKsJEXD0Ul5i1Sjhg5AhAcpQYPGsKFCxdISkriwYMHvPfue4qaiyFvDsHc3FxxXv369WnVqhUAe/bs4c8//iQ+Lp4jR44w/v3xiuzJyZM/LDKeJQf9hANdKfP7NVXa76lNvNPWhaEdhBHzg5Bo5uz2UXNEhaMWR6lRv55l23lhL3jmGy35flirig6hSuG1+gSHbzwGU0Nk68cBQpVml85diIkpervNysqKo8eO4ujoWODxW7duMXjQYEVW5X/x8PBgv/f+Qms1Tj+MpPvifYBQnbv9gy5l/bW0nvjUDJzn7RLWYnSkXPpyMO2dqqs7rAJU+AjC+3YY2+TdthvUrsGyN8V8B1Vjm7vVmZxOpvz7wMrKiuMnjtPSo2Wh57Rp04aTp06+Ig4g7HD8/sdv2NvbF/rc2nVrCxUHgIXe8gpPiYQvK1FadVmwMNLn7wldhEXk7Bze/lXzphoVunSclJ7J+D/OC3m6ulL++aBzpd771hRs5WsQyGREJqQoaltsbW05cOAAMTEx+Pn5ERISgouTM+7N3bG2fn2Ke9eu3bh0+RJ+Pr48CHyIgb4BjRo1wr1Z0T4Ofs9iOXNL2DLt2bxOlWqmXBT9Gtsztosrm8/c5XFYLF95+7NscOGirQ4qVCBm7/YhOkbY2prWr5nK2riLFKSmZZ713LO41FeK36pXr07Pnj1LfV19fX3atGtLm3ZtS/T6hfvzSrq/HNi81PerrKwd05b9/k+Jf5nEcm9fxrWrh2tN8+JPrAAqbIrhGxrLT/JdC3tbC5YNblFRt67y1DQv2puyonj8Iok98sbKrRra06mejVri0ETMDfX4ZZx8Fy8zmwmbLqg3oHxUmEB8sOkSZOeABDa841lpbMG1AXvL4gu2VM2Sg7cUJd2fV/G1h8IY6VGHHi2E4sRLAWH8cz24mDMqhgoRiE1XH3PjgZB407+1C/2bOFTEbUXk2OWr6Pyvs1RFEJ2Yzu/nhS7d9WtVY1CzWhUegzbwy9sdQJ5ROvWfK6RlFl8ur2pULhBpmVl8uk1wUMZAl7VjSjZfFVEe+UcQ6phiLD96G9KFN/vc/s0r/P7agksNM2b2FRZ5Y14ksvhwQDFnqB6VC8Q3x+4qFiZn9nGnrrX2WJlXFkz0dRWlxv+1v1c1SemZ/CCvN7CtYc7Yds4Ven9tY8EbzbGwEj4jSw76E5WoXps6lQrEy9QMvj7gB4ChhQlfDxTnnurCxlTY6oxMrFiB+PHUfUgW3uSz+rqL3deLwURfl6VD5YmDqenM21tyZ3BVoFKBWHjAX/HmWDq4hUY2Ya0q5DpLRVfgFCMjO5vv5SXduubGTO4iFuOVhP91qo+T3Pb/tzN3eRKbpLZYVCYQMUnprDp+BxCKsT7u5qqqW4mUgBrmwgjiWQUOWTdefETcS+HNPbtXE4yqSEl3eZFKJCwb1lr4ITObL9Q4ilCZQCw5fEvh8/D1oJZixqSayR1BpCSl5uYqqRSZDL45mFfSPbOX2Eu1NIz0qINrXSFX5O+LD3ka+2rFbUWgEoFISMtklXxhqqaNBeM7Vk6vQW3CJnerMyuHF8kls6MvD9t9QngaIfgcfNjNFWtj0SWstHw9SJ5MmJnNokO31BKDSgRi5cl7kCK8CT/rLy5MaQL5vSmfxZfMm7I8LJUvTqOnw7x+VccQRpkMb1lH0TF847kHvEhSvbD/F6ULRFaOjB+PC/u3+hbG/M9TXJjSBAqY16p4ofL4vQhuPRLa7o1qV19sfFRGJBKhFQAAaRlqaQSsdIH453owL+WrrjN6uGGgp6PsW4iUgZLY3yuLRbmjB6mEL8St7XLxbod6mMkFdu3Ju2RVsH2L0gVijbzPAXo6TO8hLkxpCnYF7O9VJxA3n77gfIBQ0t23pRNuNS1Udq+qgJ5UwpQegg9o3Msktt98UqH3V6pA3ImI58ZDoeZiSCtnbMxe3xdBpOKwz1/RqUKBELp0C8dfiEVZSuGTbo1AV/iorjtdsdMMpQrEjyfvKt4cn4ijB43C2sRA8SaLUtEaRFB0IvtvPAagrZsDHZwLN60VKR225ob0bykYB1+684zAqMQKu7fSBCItM4tfLwo26M6O1nStBC3cKxMSCZiZCtMMVaVbLzroL5T0I5Z0K5sp3eWJhjIZqytwsVJpAvHP9SeKtOqJXRop67IiSqSmfMoXnaD8bMrIhDQ2XRC6dDWqU4MBTV71shQpO71d7bG3FdZzNl4MrLDFSqUJxMbz8hZuejpM7FhfWZcVUSI28oXKyBL26CwNy47chgx5Sbc4elA6EgmM7yx88abFJ7PXL7SYM5SDUgTiaWwyl+89A6B/i7pVrhGKtmBjJi/YUnLCTUJaJj+eEnav7GwseLuNUzFniJSFSZ3qgzzp8LcLhfdUVTZKEYjfLgaBfMgzQUyM0lgU9vdpGSSlZyrtuvkzZ2d7uSMVW7OrBAdLYzo1FqZuR/xDKqQ7uFIE4p8rQYBQ0jvAXZx7aiq2+aznIuKVsw6RnpnNiqNCSbehhQkfdhK/IFTJOx3k0/fMbP6+qnrfynILREB4HEGhLwAY28ZJrLvQYOws8tvfK2cdYsPFIBLjhErD2b2biJmzKmZkqzpgIJTN/3v1kcrvV26B2HQlL8ix7cSqTU2mpnle4tpzJexk5MhkeSXdRgbM6Cl6fqgaUwM9+jcT3K8v3w9XuSVduQVi9w1hmGNhZUrX+mLugyZjn6+BTkR8+f0Ftt54wrPIOAA+7uaKhZFY0l0RjM5dBM7OYesN1U4zyiUQgVGJPAoT2ri/6VEHcW1Ks7GzyBtBRCohm3KJt3z0oKfDXLGku8IY3Ly2YpqxS8W1GeUSiG03niiOh3uIW1uaTk1zY3JV/Hk5sykP3wnn7pMoAN7u2AD7fOsbIqrFRF+Xnm7CZsC5e+FK3ZH6L+USCG//p8KBsQE9Xe2UEY+ICtGVSsBE7m5dzl2MxQf9hAOphM/7i4lRFc0geRcuMrM5cDtcZfcps0AkpGVyLTACgP5NHEXPSS2htjzdujz9Ma4+ieHSnTAA+rdypqGtZjSarUoMbVFHMRrc7xeisvuUWSAOBYQrei32dxdbqWkLud6U5REIRUm3RCzpVhd2FoY0ql0dgKN3nqnsPmUWiMNyUxAkMKiZmBylLeQKRFgZt8ceRCZw6KZQ0t2hsSNt61ZXWmwipaN3U+FzF/sikbvP41VyjzILxKm7wrzHyd5aXKDSImxzdzJS0sksQ0XgogP+irT6Lwc0V2JkIqXFK18T7EO3w1RyjzIJxLO4FMLk+9/dXO2VGY+IilGkW8tkPC+lu3V4fApbLglFQo2dbOjjJv7t1UnX+raKbuAn70Wo5B5lEojj9yMUzlE93cTdC22igP19Kc1rlx0OgMxsAOaJaw9qx0BPh1ZOQnOdU4HPVXKPMgnE2QfyYCTQo6EoENpEzfzelKVIlopPzWCt3A/RsaYlo1rVVXZoImWgU4OaAGTEp3A/MkHp1y+TQFwJEhJkHG0tRWNaLaOA/X0pdjJWnLgHqbkl3c3Ekm4NoatcIABOP1D+KKLUApGWmcX9Z0L1ZltnG6UHJKJa8tvflzTdOi0zi++OCc2QzCxNmNRJLMrTFDo1sFHkQ1yWf3Erk1ILxLWQWEX+QzsX0bVY23AoQ3+Mn88HkiYv7vq0T1P0dcSSbk3BykgfR7lX5Y0nMUq/fqkF4vKjaMVxexdxBKFtGOnrgqFQdVmSZKkcmYxvcxvHGhsyrYdY0q1peNQVvqjvPXtRpq3r11FqgfB9KlcpHSketayUGoxIxWArXzeKLIFAbL72mIgoIQlnandXzA31VBqbSOlpWaeacJCZze2wl0q9dqkFIkAeQB1bCwz1dJUajEjFoDCvLYFALNvvJxwY6DK3b1MVRiVSVjxyBQKh9aEyKZVAyGRwJyIOgMYO1koNRKTisJFnU4YV4yp1ICCMB3I7wbftq2ErupVrJK1q5wnELXWOIJ7EJkGa4KTrZm+p1EBEKo7cEURaciqy10xZF+/2FQ5yZIz/4zLP2n9H8uYbiu5ZIpqBrbkhyLum3YtQo0AEhMcpjhs7WCo1EJGKQ2F/n5VDTBE9Mi49juZqkJC+62VqjPugVmSGvSBq5r+EtVpG8q+XkaVnVVTIIsXQTL6T8VDJRVulEogH+W7uKrZ11xi2b9vOuLHj6NK5C2NGj2Hfvn2vfX1++/vwIrpsLdjrk3c8qw/Wa4ZR+8Z8LN/pTPaLJKLm7ySs5VKS1pxDVgH9GUReT/2agidHaEwiOa8bFpaSUq0yBuXrKiwKhGYw6YNJeHt7K34ODAzkzJkz3Am4w7z58wo9x84yn0DEpdLMoeBu1N3n8RzzF0xIPM1MaCXfzpbamWP13SDM5/Qgac054jZfInrRPmLXnMRyfCdMP/REai5m1qoDlxpmwkFmNiGxyThVM1XKdUu3BhGTJByYGIrbXRrAzh078fb2RiqVMmHCBH7/43dGjhwJwNq1azl37lyh59kXU4+xaJ+vohjvywmdXnlep7opFgu8qOX7OdWm9wVkvFhxmNAWi4n/+giyGOX3/hR5PS42ea5e+b/Iy0upBCIsVhCI+tYmSgtApOwcPnwYgHfeeYeFixbSt29fVq5aycCBAwE4euRooeflT7eO+M8UIywuma2XAwFoamRIrxa1i7y/1MIQ87m9qOX3OdXnDkRqqEfs+uM89VhM3Gf7yXmu/OIhkcJxqp43YnjyIklp1y2VQDx9KaTb2luJAqEJhD0TrMYauTYq8LhHKw8Anjx5Uuh5+ftj/HcEseTALYUhzLy32pUoDomxPmbTu+LoM4/qC4eiY2nMy9/P8rTVUl5O3UV2iHJX1kVepW6+KUXoS+WN4EosEDIZJCYJb6b8bzAR9dG0idCLYveu3QUeP33qNAC16xT+7W9trA+6wp8+f7p1bEoGP5+6A0BdPT1GlrLPpsRAD7P/dcDhxjxsvx+Fnr0Vcf9eIrT9Ml5M+peswOjiLyJSJhwtjUBeYBuupLaKUAqBiElKVxRp2eYbooqojwH9+yORSLh69So9e/Zk8aLFdO7UmbNnz6Kjo8OwYcOKPNfCTBD5/OnWK47cVvyNZw1tVeZGSBI9KcbjWuNwZTa2695G39mWhD03CO30LfGLCp/2iJQPQz1dMBQS2cpjSPxfSiwQkfkardQQPSA0gq7duzFr1iwA7t65y/r16wkKCkJHR4dZs2fh4eFR5Lm2inRrIZsyNSOLbw8LnbKsdaRM7KuETllSCcbDW2B/fga6NpaQk4NeE9FgSFXUlH8uY5KU16+zxNuc0fkSamqYigKhKUybPo2BAwaw39ubmz43cXZ2ZsiQIbRo0eK159lYGPKQvBHEujMPyJInPk3v00ypfU5yIhLIfpmEvpMtxoPFeg5VYW1swHPgZRHJb2WhxALxMiUvGcbSWMzJVzahoaEsWbwEACdnJ+bMmVPg+UMHD7F//34Axr0zjg4dOiiec6lfj+kzppfqfrnp1jFJqWTlyPh+903hCYmEaUOal/G3KJz4laeRZWZhObUHYgNX1WFhIpTxxykxca3EApGQlk8gjMQcCGXj4ODA5cuXiY6ORkdXh/Hjx1O9utBzIiQkhKlTp5KcnIyjoyPfff9due4lk4G+jnx2mZ7FJ9uuEpkiDEtndGqEqYHy/r7Z0UkkbLuKnmN1TEa+flQjUj7MDIWPc0ya8np1lngNIiktL+/eVEySUjpSqZQ3h74JQHZWNjt37BSOs7OY9MEkkpOT0dPTY8OvGzAzMyvzfW6Hv6Tl4v1sPX9f8dhPh28pjqcPK3rdoiwkrT5LTloGVpO7gU6Z27CIlAATfeFzmZWhvBqZEv/F0jLzbmqsL1qOqYJ33nkHiVT4k+zeLWxdfrP8W27dEj7A8+fPo3nz5mW+/pXgGNy/2oPfayzSx/x6Vmm5/DlxqcRtuYSujQXG41op5ZoiRWOU+7nMUotA5JX4GuiKAqEK6tatS+tWwgcpICCALVu28NNPPwHQq1cvPpg0qczXzsjOZsTPp6CYCszzt0P55uidMt8nP0nrL5CTlIbV/7oi0RfNhVSNfu7nMjvntWX8paHEApGd745iJ2/VMWbMGMXxrE9nkZ2djYODA2vWrinXdTddCSZUbvZTHF8f9Cu3t6EsJYO4P86jY2WKyfiSZWSKlA/d3CmcDLKUpBAlFoicfG8YiSgQKmPwkMGYm+cV3ujK1x3yP1YWjpSid2NGfAo+5bQuS/r5ItnxyViO74zESL9c1xIpGfl7lchkyjH1EVeNNAx9fX2cXZwVP48eParYnIaSUNrkmagydv8GkKVnErfxHDpmxph+6Fnm64ioH1EgNIxNmzbh5+un+PmW/62iX1wKbMxLlx5vWY5v/aQ/rpMVk4DFuA5IzcScGW2mxAIhzTetkCnZe19E4OHDh3z99YICj/n7+/Pw4cNyX7t/M8dSvb7zkv3M3XqNl6VMupFl5hD/0ymkxgaYTelSqnNFykf+3SeJRDnf/SW+im4+gVB2cw4RSE9PZ8L4CaSlpmJmZsann36qeG7TX5vKff0RLeqAUSm+zbNzWH7ID+sPNzH1r0slnnKk/nODzIiXWIxqh9RarPqtSLJyzYQloKukjNUSC4SBbt5L05S4zyoiMPezuQQFBQGwZOkSPpz8IcbGwgdsz949ZGeX/d88LTOLvquPK5rvvo6eLeqyfGQ7rA3kU4ycHFafDMD248188PMZQuWeIIWSIyN27Smh7Ht6tzLHK1I2MrKyhQMdqdIy2kssEEb59rFT0rOVc3cRAPbu3cvWrVsB8OrvxbBhwzAyMqJXr14AvIx9ycGDh8p07eSMLLqtOMq5W6EA2NYwp7Wr/asvNNRnwch2HJraizn93Yn4eSyr3/HELnfUIZPx66WH1J66hbdXnyAo+lVbs5RdfmSGRGMxtA06tmXP9hQpG6kZ8s+lrvJyTkp8JRODvJcmpSsv17uq8/TpU2bPFgqzbGxtWbFiheK50WNGKxyqt/y9hTfeeKNU105Iy6Tbd0fwCRTs650drbkwZwB2FoY8iU3iyuMXPHuZTMs61WhTtxom+b4E9HV0mNLDjY+6u/LnxSAW/3OFYLlh0JYbj9ly4zFDmtRi4dvtaWJvCTIZcT+eQqKrg7k4elALyRnC51LfQA0CYWmYt6odnypOMZTFtKnTSEpMRCKVsmrVD1hY5LmFd+rUCTs7OyIiIrh06RKJiYklrsOITcmgy7eHCXgcCUDDOjW4MMeL6vLuWHWtTalrXbzzsVQi4X3P+rzXsT7bbwazcPNl7r4UPA/3BISy57NQ+ta3Y76TDQ4PwzEf0gqdOmLPVnWQkCoIRDUlFtuVXCCM8wTiZbLy6s2rOrv37C7yOYlEwk2fm6W+ZnRiOp2+PcSDEMHiramzLWfn9MOqHFuXEgmMbOXEyFZOeN8O4+u/LuIjb+p7JDCCI4ERdGzhwMLRHnQv811EykN8iiAQyrRjKPEaRH4XqWglOtaIKJeI+DTaLvVWiEPLBnZc+MyrXOLwXwY2deTm9yM5MW8gno55fSEv2prS4/cztF12kMN3wpV2P5GSEZssfC6tTJX3ty6xQNjmF4hyZNmJqI7Ql8m0WbKf4GexALRv7Mi52f1U1sOkRyM7zi8dyqUFb9LT2VZhBnPt3jO8vjlAswX72OnzVGmFQyKvJ1LuJFXdRHmObyUWiGomBgon5MhCmq2IqJfHL5JovdibsOdxAHRxr82pGb0LLDyqivZO1Tn+9SB8lw7ljbb1QJ4zc+tRJMNXHaHh57vYdPWxUlvCiRQkNSML0gSBsFGiqXSJBUIiAUu5E3J4/Gv2wkUqnAeRCbRe7E1ktNCoprdHXY5N7yU4HVcgzR2s2fdRd+59M5JRnRopvlACQ1/wzroT1P1sB7+cDxQT7VRAWFyqohuavYXyEtRKlY/pKG+Y8yxWFAhNISA8jpZLvIl9IeQlDGxbj4NTeqGvoz7Pjka25vw7sTPB34/ivZ6NQb7tFhoRx/9+PY3Dp1v54eRd0jPFfBplkb+bVi0ldr4rlUDk3vhRrNh7URPweRpLsyUHSIkTBHu4Z0P2Tu5WIC1endS1NuX3cR0J/34MH3k1B/lWeXRMIjP/uoD1zK0sPnRbzKtRAo9j8gTCqZqaBKJObv+/lLRSF/GIKJcrwTF4LD9ATqIg1mO7urFtYpcCngCagp2FIWtHtSHmh9F8OsgD5ItoKXHJfLH1MmbTtzJvr4/4nioHj6Lz+qDWtymfd0h+SiUQ9W3zbnxfbMyqNs4HRdF++UGQbzdP7N2Uv97z1HhH+WqmBnw31IP4laP5cnhbdHO7jCelsmz3Dayn/cu07dfL5UVRVXmU29FbT4daSuydWyqBaGibl+V3r4T2ZSLK5cT9CDp/e0hReDWlf3M2vN1e48UhP+aGeiwY2IyEH0ax/K2OWOVmdKam8+MBX2xn/MOkLVcIixPXukpK4HMhaa1ODXOlvhdKJRBN7S0Vx3fC45QXhUiJOBjwjF4rDoO8R8mcwR6sHtlGzVGVHSN9Xeb0aczzFSNZ/X4X7GzkX0DpWWw4eotaM7cy9vfzPCqkMEykILcjBYFoUNOimFeWjlIJRG1rE4WnwF1RICqUXb5PGbDyiOBKLYGvRrRl+ZvK7WGhbLZv2864sePo0rkLY0aPURSe/Rd9HR2mdG3I029H8Nv/uuPkYC08kZnN32fuUW/2Nob9fIY7EfEVGL328CwuBeRZlK72yq2DKfVGeVM7S24/jiQgLFapgYgUzb83ghmz/qTQeVsCy8Z04LM+Smiuq0ImfTAJb29vxc+BgYGcOXOGOwF3mDd/XqHn6EolvN+hHu+1r8e2myEs3O/LvSdRkJ3DrksP2XUlkH4tnVg4qAWt6lQr9BpVEZ/QvM+iu4NyBaLUvlRNawkBhEXFk6zEDj4ihfPHpUeMWScXB6mEVe920nhx2LljJ97e3kilUiZMmMDvf/zOyJEjAVi7di3nzp177fkSCYxqVYe7Cwezb6YXLRvIO4LnyDh84zGtv9xFtxVHOB8UpepfRSu4GZLnQO5R11qp1y61QLSsLfSLJEfGzafiKEKVrD/3kPc3nIJsQRx+Gd+Vqd1c1R1WsRw+fBgQOoUtXLSQvn37snLVSgYOHAjA0SNHS3ytN5o5cvPzgZyYN5COTRxBAsjgjP9TOi/cS7vlYmGYT65A6OvSxE7NI4h2LjUUx5ceiQquKlaevMtHv52FHBnoSvnzw+580Kl+oa/dt28fHTt2ZMzoMYU+XxRDBg+hY8eOHD9+vNjXHjp4iAkTJtCjew+8vLz4+KOPuXmz8FL0sGfPAGjk2qjA4x6thDWTJ0+elCpOEArDLsz24tLXb9KzRV1FYdjVu3mFYbt8n5b6upWBm0+Eyt0mjtWUniRXaoFoVctakWN/9XG0UoMREVh65DYzNl0Q2nDr6bD1o16809alyNcfO3qM4MfBhDwNKfE9wsOfcfXqVYIfB5OQ8PqcltmzZzNhwgQOHTzEvXv38PP1Y/fu3bwx8A02btz4yuubNhGmQLt3FfS6OH3qNAC169QucZz/pb1TdY5P711oYdiwlUdoMH8Xm69VncKwF0nphEcJf79WTtWVfv1SC4SBng6NawmBXBVHEErnS29/5v97WSi80ddlz5TejPSoU+Tr79+/z7Fjx0p9n2XLlpfodZcvXWbLln8A0NHRwdPTk6bu7gDIZDKWLl3G48ePC5wzoH9/JBIJV69epWfPnixetJjOnTpz9uxZdHR0GDZsWKnj/S/5C8NGdmpYoDBs3NqqUxh2NiiK3Hr6Di42Sr9+mczz29WzBSAiOp6IeDHrTVl8uvMGi3ZcFcTBQJdD0/syuHmtAq+RyWTExMQQEHCbH1b8wIjhI0hOLj6hKC0tjZCQEI4ePcrYsWPZtXNXsedkZmYye/ZsZDk5mJiYcOHiBbbv2M7Ro0f44osvhOumpjJj+owC53Xt3o1Zs2YBcPfOXdavX09QUBA6OjrMmj0LDw/lbc82sjVn68QueYVh+gULwxw/3cbKSlwYdvZhXqf2bg1rKv36ElkZuuBsvvaYcWtPALDp456MbeNczBkixfHx1musO+Qn/GCoz8mZ/eje0PaV1z16FEQnz86FXsPJ2YmLFy8W+tyE8RM4dKhwZ+w1a9cwdOjQVx6/fOmy4vFp06cxe/ZsxXM5OTm0a9eesNBQpFIpgUGBGBkV9CF4FBjEfm9vbvrcxNnZmSFDhiiljeDrCI9PYcmh26w/fU+RUAZgZmnC7L7uTO/pWiEeGRWFxyJvfAIjMLM0IWH1W0q/fplGEMOa1wY9oZx4+7VgpQZU1YhJSsf1iz0KcWjibMuLVWMKFYeKxs/PT3E8fPjwAs9JpVLGjn0bEMQif7vAXFzq12P6jOn8/fffLFy4UOXiAIIXwrrRbZFteJfzXw2me/M6IJGQKC8MM53wOy0W7Weff6jKY1E1kQlp+AQJI4ghLYuehpaHMgmEkb4uLZ2E+c6R+xGipVgZiUxIo91Sb+7n+kfWt+PiZ15YGxftKejk5EzAndsF/mvQoEGx91r146oC5/z444/FnnPrltAX1NjYmLp1677yvJurm+LY19e32OtVNJ4uNpyc0Ycbi96kfxsXxYKmX+BzBq84jOsXe/jnerDWvn8PBTxTrD/0dCuk14kSKHMDvx7ygLISUrhZzlbxVZGwuGRaL9nPI3lGals3B87O7lusf6RUKsXaulqB/wwMi/cgNDU1LXCOlXXx++W5nb5sa9oiKaQCyLFWXr/PyKjIYq+nLjxqV+PAxz24s3wEwz3zFjTvh0Tz1prjOM3dwcaLQWRp2YLmkYAw4UAqwcvNQSX3KLNADHTPWzzbfytMKcFUFYJfJNF68QFC5RWxnd1rcWZmH0yV2M9AGaSkCl4ThkUIkLV1XtZeerrmt0Jwq2nB9g+68Oi7UYzr7qaYJoeEv2TiL6eoNXs7P56+R0a2dixoHr0j5Js0rlODaqaq6aJeZoHo6FIDTIU3zkH/qpmgUhYCoxJps9ib5/KeEj1b1OXY1N4V7h9ZEtLShB0qPd3ChSv/qCI9TfMFIhfnaqb89a4nYStGM6mPu8Lp6nlUPNP+OI/tjG0sOxIgGMFqKDefviBe3sCoT9PSdW4vDWUWCKlEwqAmwijC51EkL5K05w2iLu5ExOOxeD8xcv/IAW1cODS1FwZ66vOPfB25H/qiBt7SfFl7WVrY0NnB0pif32pH1IrRTB/YEuQNZ+JeJjHvn0uYTt/Kl97+JKRpniXeTp+8pLghLcqeeFYcZRYIgMEt5YFl51TZNNeS4hsaS/Ml3iTKTVCGdmjAvo+6o6ch/pGFoStvAluUjV12brv5fK/VRmqYGfDD8FbErRzN/GFtwEzYrs1JTGHRjqtYTPuXmTtvEKNBX4L7fYTPm6GFCR2dlZ8glUu5BGJIs1qKedzOm+J2Z1FcfRJDy2UHyUoQ5vRvdXFlx6SuGukfmR99fWHoLSlCxDIz8/IMDI2U16xFXVgY6bP4jeYkrRzN4tHtMbOUW7elpPHDfh9qzPiXyf9eJTxevabNT2KTuCvf+XqzeS2VuomVSyAsjPTpLG8lf/xOmOhOXAgXHkXRbvlBkHfGHt+rKZvf76QVFnG5ApGTb6SQn7R86w5FLWRqIyb6uszv15ToFaNY+W4nbKrLvVjTMvjpsD8OM7fy3l8XCc5nNV+RbLkarNjeHNHKSaX3KpdAAIxoLc+iTM9ix01xmpGfk/cj6PTNIUgRPkgfeTVn41jt8Y+sUUOo3I2Liyv0+efP89J8TU2K7xSubRjo6TCtuyvPvh/JLxO7UTu3lDojiz9P3sF51lZGbjjLvQo2cN5+TV77YmyIlwoXKEEJAjG6tZNiX3nL1aByB1RZOHTnGT3z+Ud+OsiDtaO0yz/S1VXwnoiPL9zqLfBhoOK4cZPGFRKTOtCVSvigU32eLB/O3x/3pEFtueVBVg7bLzzA7bNtvLHuFL6hqvdHefwiiVuPhSLJES3rqHwNq9wCYW2sTzf5bsbJ26Hibgaw1y+U/iuPKvwjvxjelu+GarZ/ZGHkfugTEhIIDAx85Xl/f3/FsTILsDQViQTeauPMg8VD2DWjH81c5MVROTK8rwbR8vNd9Fx5lEsqtEH4/WKQYnoxrkM9ld0nl3ILBOQLNCuHPy8/UsYltZatN0IYsvooZAjisGR0exYObKbusMpEmzbCiEcmk7F+3foCz0VERLBnzx4AbGxsFNORqsKbzWvh99UbHPlsAO1ysxhlMk76htBxwR46fnuIE/cjlH7fzRcFoTa2NKFfY9WkV+dHKQIxsmUdhdv1nxdf/aapKvx55RGj1x+Xm8tK+GGcJ/P6NlV3WGWmfv36tGrVCoA9e/bw5x9/Eh8Xz5EjRxj//nhF9uTkyR+qM0y10sfNnsuf9ef8V4Pp1ryOwhLvUkAYvZZ647HIW2mFYRcfR/M04iUA49q5VMgumFIEwkhflzFthNXUgMeR+D97qYzLahW/nA/kvZ9PKcxl14/vwvQebsWfqOEsXrIYQ0NDMjIymDdvHq6urrz/3vuKSk8PDw8mfvCBeoPUADxdbDg1ow83Fg3Fq3VeYZhPYISiMOzfG+UrDPvp9H3F8aQuxRfoKQOlCATAh13z/AfX5vtFqgI/nr7H/zaeEfwjdaT8/kF3PuxcMX9AAB2p8GcsKiW6MHSledmbBnpFV4+6u7vz+x+/YW//6nDW3d2dtevWFlrIVVXxqF2Ng1N6ELBsBMM6NihQGDZm9XGc5+7gtzIUhiWlZ7JFvnvR2MmG5g7WxZyhHMpkGFMULvN28jgsFkwMSV09RiPrC5TN8qMBzP3nkpCPrCvln8k9GK3ivWl1kJGRgZ+PLw8CH2Kgb0CjRo1wb+au7rA0nkfRiSzw9mfzxQeQz9Wqpo0Fc/u787/ODdDXKT7VfvXpe0z94zwAq97rVGHu5koViO+O3WH234Kj0S8TuxXpwlxZ+PqAPwtyLeL0dNg1pTdv/sciTkQEhO5Xiw7e4pez9ws4XVlamTLHy52p3Rph9BqnK7cv9wpNhIwMSPhxDGbF2AIoC6VNMQAmdKoPBsIvuf7UPWVeWuP4bPdNFmzP8488ML2vKA4iRZK/MGzawBYFCsPmbrmE+YyiC8MuB8cI4gCMbetSYeIAShYIKyN9RrYR7Nn9Hz3n6pMYZV5eY/hk2zW+2SvvCWGoz/GZ/ejfRDWGHSKVixpmBqwc3pq4laOZNzSvMCwrIa8w7NOdNwrkE/1wLEBxPLVnxTZOUuoUA+BGyAtafyE4Jg9pX5/dH3ZT5uXVikwGk7Zc5tdjt4UHjA0492k/OtVTXTWdSOUmOSOLVSfv8c3hW4pKXwAM9ZnczZUJnvVp+fUeyMymZX07bn4xsELjU7pAALRecoAbD8JBV0rI96OFruBajkwG4/44z99n5FMnU0Muz/KinQqalYhUPdIzs1l/7gHLD94iKiZfbYeOVGi9CGyZ0osxrSt2AVypU4xc5vSTr25n5bD40C1V3KJCyZHJGPnrWYU46Job4zN3gCgOIkrDQE+H6T3cFIVhtewshSfk4lDTxoJRrepWeFwqEYihLWrjJN+n/fXsPSITtLe5TmaOjMHrT7PjwgNA6K/gO28ALWpVzD60SNUif2HYoHZ5tRaz+zVVi3+ISgRCIoHPBzYXfkjPYsFB/9e+XlPJyM5mwJrjeMurVK2rmXF9/kCa2FuqNzCRSk9yehb7AgRTWgsrUyZ3bqiWOFQiEADvtndRDJN+OnWHZ3HqdeEpLWmZWfReeZxjN58AwhDv+ucDaWhrrt7ARKoES4/cVpgMzfVqpjbfUpUJhFQiYdGb8hLg9Czm7vZR1a2UTnJGFt1WHOXsLcEAx7GmJdfmD8C5WuUzRRHRPKIT01l+WNgps7I2ZVr3RsWcoTpUJhAA49q4KMw1Nl+4z52Iwo1HNImEtEw6f3uYK3eF4Z2zozXX5r9BLSvt34kR0Q7m7fOBVCEPYtEQD7W6nqtUICQS+CHXRSkrh0/+vaLK25Wb2JQMPJcfwuehUMffsE4NrswdiJ1F5fFbFNFs7j1PYOOpOwDUtbeq0KK/wlCpQAD0b+JAZ3kXrlN+IRwI0MwuXNGJ6XRYdpDbj4UWck2dbbk0tz81zFTTsUhEpDAmb7kkWAYAq0a3U7vzucoFAmDdmPaKstfJmy9pXGuziPg02i3z5kFuE90GdlwopomuiIiy2eX7lDPyLnWd3WsxqJn6a3sqRCCa2FsyqUcTAEIj4lh08HZF3LZEhL5Mps2S/UKZOtDOzYFzs/sV20RXRESZpGZk8dHfl4Qf9HT46e0O6g1IToUIBMC3Qz0wljciWeztQ2BUYkXdukgev0iizZIDhD2PA6CLe21Oz+yDyWvKbkVEVMFne32JjBZSrKf2ccetpoWaIxKoMIEwN9Tj57fbCz+kZ/GO3PxCXTyITKB1via6vT3qcmx6ryphciOiWdx8+oLVR4RkQtsa5iwb3ELNEeVRYQIBMLaNs2DsCVy+E8baMw8q8vYKAsLjaL3Em1h5E92BbetxYEqvEjn7iIgok6wcGW//ek5udAwb3/N8rXFMRVOhAgHw57ueCgfsKf9e4UlsxbYv8w2NpcXSA4rS2uGeDdk7uZtGN9EVqbx8ud+X+/LF8eEdGzKgiWo7ZZWWCheI2tYmrBndTvghNZ3RG86Wy+m3NFwJjqHlsgOKJrpvd3Vl28Quat9KEqmaXA95wbL9QoaxmaVJ3hRcg6hwgQD4uGtDurjXBuDK3WdC3rmKOR8URftvDkKSUFk6sXdTNr2nHU10RSofqRlZDP/plGJqsXl8Z43cVleLQABsmdAZTAW7rc93XuNGyAuV3evE/Qg6f5vXRHdK/+ZseFt7muiKVD4+/PcKIeFC/5ixXdw0IuehMNQmEA6Wxmwd31noRJSZzZvrT5KU/qphZ3k5GPCMXvma6M4Z7MHqkdrVRFekcrH1Rgh/nboLQC07S356u52aIyoatQkEwEiPOozrJnSfCo2I490/Lir1+rv9Qhmw8oiiie5XI9qy/M3K32RWRHN5FJ3I6I1nFa0Sdk/uodF5N2oVCIBf3mpHvVrVANh16SFrlLT1+e+NYIauPio0K5HAsjEd+HqAdjbRFakcpGdmM3DNSUgR1sG+HdmOVnWqqTmq16N2gTDU02XflJ5gKCzQfLL5ApeDy2eX/8elR4xZd1LRRHfVu534rE8TZYQrIlJmxm+6pOhv4dXahVm9G6s5ouJRu0AAuNW0YNOEvPWIAauPE5VYNh/Ln8495P0NpwSzT6mEnyd0rbA2ZSIiRbHmzAO2nBVMjx1rWvLvxM5qjqhkaIRAgJBl+WFfYQoQ+yKR/qtPkFlKR/6VJ+8y+bezQhNdXSl/ftidSZW8/Z+I5nMuKIpPNl8QfjDU58DUXlpTDKgxAgGwemQb2rkJHapuPAhn/J8lX7RceuQ2MzZdEBpY6Er5d3Iv3mnroqpQRURKxJPYJHr9eEy+FiZhy8QuNHOwUndYJUajBEJXKsH7457UtBEq2TafucvyowHFnAVfevsz/9/Lwsqwvi57PunDqFZ1VBytiMjrSUzLpPeKo2TEC5m7Mwe2qPDGN+VFowQCoLqpAcdm9FbUa8z99zK7fJ8W+fpZu26yaEdeE92D0/swWGyiK6JmcmQyBq0/RWCokADYt5Uz3w1tpeaoSo/GCQRAU3sr9k3uIbQdy5Ex7KdTXClkZ+Pjrdf4fl9eE90TM/vh1VhsoiuifsZvusRpvxAAXOvasPN/XbUyc1cjBQLgjWaOrBzbUfghLYMuPxwhKFooz5bJYMLmy6w75Cc8b2zA+Tle9Ghkp55gRUTy8fUBf/48KRjPWlcz4/iM3hqdDPU6NFYgAKZ1d2VK/+YAZMSn0OXbQ0TEpzH29/P8dlxe4GVqxJXP+uPpInbYFlE/G84HsmDHNeEHYwNOfdoXB0tj9QZVDlTS3VuZyGQw9OfT7LkcKDxgYgjJQo6Errkx1+d60dxB7JMpon52+T5l2OpjQg6Ong7HZ3nRU8tHtRo9ggCht8a2SV3xbCpfeJSLg5mlCX7zB4riIKIRHL8XwbB1JxQJelv+113rxQG0QCAA9KQSDn/SE3cXW8VjrnYW1LcRW+GJqJ+Lj6PpvfIoZAhFgT++46l125lFoRUCAWBqoMepmX1xcRRGDNfuheO1+oTG9dgQqVpcehyN57eHFHYCX49oxyeVKLVfawQCoJqpAefmeOFY0xKAk74h9Fl1nLTMLPUGJlIlORcURcdv8oyIZr7Rkq/6u6s5KuWi8YuUhREWl0z7pQcV/SzauDpwYnpvzLQkv11E+zkY8IwBq48rRg7TB7bkh+HalwhVHFopEADh8Sl4Lj9E8DOhI5ZrXRtOf9oXW3Ox0a6Iatl09THvbDgt1FcAn73ZimWDW6o5KtWgtQIBEJOUTtfvDnMnWKixt7Ox4NSsfjSyNVdzZCKVlWVHApi39bJQMSyRsHR0e+b2rbxeI1otECAUxPRbfZyLuV3DTY04ObU33Rvavv5EEZFSkCOTMXHzZX4/IS8e1JXy6/iuTOhYT72BqRitFwiAzBwZb208x44Lcrs6PR1+frez6AUhohTiUzMYuPYk52+HCg8YGeA9pYfGNblRBZVCIHKZu9eH5XtuCumXEpjU2521o9uiK3bNEikjdyLi6bfqKKERcYC8tmJ6H1rWrhoJepVKIEC+gLTxjOBkjbDD4f1xD2zMxMVLkdKx7WYIozacgVRhG9PdxZbD03phb6G9tRWlpdIJBMDVJzF4/Xhc0ZzX0sqUfVN60rmeWNAlUjxZOTKmb7/O2sP+5PaFHNmpIX+964mBXtVq8FwpBQIgKjGNN9ad5OrdZ8IDulIWDG3DF17uWlmXL1IxhL5MZvC6U/g8jBAe0JWy4q0OzOjhpt7A1ESlFQgQvgk+3XmDHw/6Kb4JOrvXYvsH3cR8CZFX2OnzlOEbz0JSKgBW1qbs+7gnnarwyLNSC0Que/1CGbLhjOIPr29hzI4JXXmjWeVfhRYpntSMLCb/e5U/T90RrAuBrs1qs2NSN6qbGqg3ODVTJQQChKHj0J9Pc/1euPCARMJ7PdxYN6otRlrq9iNSfq4+iWHET6d5GiE00kVXyqJhbZnfr6k4FaUKCQQIyS5fevuzZO8NoesW8iYmk7qKjlRVjMwcGV/s9eGbA76K90ItO0t2fNidtnWrqzk6zaFKCUQul4NjGPHTKUWxF1IJk3o1ZcXwVlrrHShScq4ExzBu41mF4zQSeKe7G+tGtxP//v+hSgoECPPOKduu89uJAMUCZvVqZqwf25HhLWurOToRVRCfmsHMnTf57WSAUEsBWFiZsun9zuJ6VBFUWYHI5cT9CN797TzPIuMUj3Vxr836t9vjVtNCfYGJKA2ZDH46/5DpO64pmtgggdGdGrHurXZYGemrN0ANpsoLBEBaZhaf7/NjxWF/RQkvulLGd2vM8iEtq/xKtjZz7F44U/+5yv2QaMVjdeyt2PiuZ6XwjFQ1okDk435kAh/+fYkz/vk6eRkZMM+rGXP7NsbUQDSk0RZuPn3BzO3XOXur4N9ywRst+KxvY/R1qlZGZFkRBaIQ9vuHMW3rFYUZDQgW+1/3b8bMnq4Y6okLWZpKQHgcc3ff5MD1x4q1JaQS3urUiO+GtcbOQkyQKw2iQBRBVo6Mn8895Is9N4l7maR43NjShHn93JnWw1Vc8dYg/J+95Iu9vnhff6RYgEQCPZrXYcWINlrVUVuTEAWiGNIys1hx4h5fHvAnJzEl7wkzI+b2asynvZtgbSwucqmLC4+iWOjtx3HfkLwRA9DOzYFvhrUWC/TKiSgQJSQpPZMVJ+6x+PAtshLyCYWhPhM7N2Ruv6Y4VRP7dFQEMpnQxWr5oVvcfBhe4Lm2bg4sHtxSXIBUEqJAlJLkjCzWnL7Pt4dv8TI2b+qBjpQBHk7M69+M9k5iJp4qSMvM4pcLgaw4clth4AKABLq61+argS3o2kC0GlQmokCUkYzsbP649JhvDvkXWMwEwVhkUjdX3mvnLNZ5KIF7zxP48eRdfrkYqCi4A0BXyptt6vF5f3da1KoaDk8VjSgQ5UQmg/23QvnmyG0u3w1TVAMCYGTAsJZ1eLdjffo1tkcqVv+UmKjENP66/Igtlx/h//j5K/+uk7s2Yk6fJtS2NlFbjFUBUSCUiM/TWL4/FsC/V4MUlne56JobM6xZbYa3dqJ/Y/sq50xUEp7GJvPv9Sfs9nnCtYcRQiPcfNSys+Sj7o35sEsDzMUmSRWCKBAq4GVqBn9dfsSf5wNf/fYDMNSnh6sd/d1rMaRFbepaV83FzawcGWcfPmeffyhHboUSGPbi1X8rIwNGtqrLxE4N6N7QTizBrmBEgVAxQdGJbL7ymJ3Xg7kbEvXqB0ACjraWdHezp7ebPX3dHKhWSVO7ZTLwC4vl8J1nnLgbzukHzxWGsAUw1Gdgs9qMbuvEYPda4jqOGhEFogJ5EpvErptP2ecXwvkHEUK7+P8ileBib4Vnw5p0a2RHz4Z2OFhqp4tyVo6MGyEvOHEvgnMPIzgeGAmJqYW+1rqaGQOa1WJI8zr0E6dgGoMoEGoiOSOLE/ciOHg7jBN3nhEcHvvq6AJAAlZWprg7WuNey5oWtarRqq41rjUtNarfx8vUDG6GvOBmSCz+oS+4HfaSgPCXiua2r2CoT+cGtvRu7MgAd0cx01FDEQVCQwiPT+HonQhO3Q/n7IMIQp/HFS4YuehKqWltRt3qpjhVN8PZxhyX6mbUtzXDzc5S6dmdOTIZj2OSuPc8nqCoBB5FJ/EkJpEn0Ynci0kiJynl9fEa6NLWxZZujezo5eqAZ73qYsGUFiAKhIYSEZ/GqQfhnH0YyfXgaPxCY4v+Ni4MXSno6qKrr4ulng7G+roY6+tiqK+DsYEuRno6GOvroacjJTUji5SMLFIzs0lNzyIlI5PUzGySM7KJz8yCzCzIyC6Qylwc1tXMaFW3Gu1dbOneyI52TtVEQdBCRIHQEnJkMoJjkggIj+NuRDwPIuN4+DyBB8/jiX2ZlFegVJEY6FLPxoL6thY0qGmBm50lbvYWNLa3FE1YKgmiQFQC0jOzCY5N5lF0ImEvU0hIzSAhLZOEtEwS0zJITM0kKT2LxLQMklKzSEzPIDEtk+i0LMjOwdhAFysDPUwN9TA10MPMSBczQ33MDHP/r4e5kR5mhnpYmxjgXN0Ul+rm1DQ3FLcdKzmiQIiIiBSJVN0BiIiIaC6iQIiIiBSJKBAiIiJFIgqEiIhIkYgCISIiUiSiQIiIiBSJKBAiIiJFIgqEiIhIkYgCISIiUiSiQIiIiBSJKBAiIiJFIgqEiIhIkYgCISIiUiSiQIiIiBSJKBAiIiJF8n+77h/5S6T6MwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/847.jpg" } ]
<image>Find the value of x.
D
65,295
null
D
[ { "bytes": 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/848.jpg" } ]
<image>Find \widehat D G if m \angle D G I = 24 and r = 6.
B
65,296
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/849.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/850.jpg" } ]
<image>Find m \angle 3.
A
65,298
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/851.jpg" } ]
<image>If b = 18, find a.
B
65,299
null
B
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CCLFPCwvquOvzbZTa3ZGg7OgRsdx38nCyYo1dCsz2pdHt6zBmJbYLNX2tcpIsnDk+iahwtq9Jsn1CiHYk6BNCiL1YWdLE7xdsYXtDW8A3KT2Kh+flMCLR0qXj1/1p2mUw875WsO2NVqNw7ZwMEix6FELZvrfWVFFY7cQv2T4hBj3dob4BQgjRF22pdXL9+wXkV7Udjw6PN/PUObmMTe36to39aXTtYQXbAfyKkYkWzp6QzH9+LsPhDdDkCfCfn8sZlWQhwarvvhu8XwEaCxbx5cLvWLx8A9vKamn2qBissSQPyWPi4adw5qmzGBZn7HTDihDi4EjQJ4QQu6hs8nDtu/msLnfgC0diyVF6nj4nlymZMegPcPjyvoT27nZ+G8feaDUK18zJ4IP11bR4A6jA2+uq+NWsdGaYYw5oU0iXeUr49j8P8fS7S9hW68Dl8eL3B0MNMEoZO7cVsnbxQhbMP4Hf/PlGzpqUikUvkZ8QPU2Od4UQop0mt5/r5xeweEcTnvDw5SiDlsfPzOXw4bGYdD1z2Wx0+/dQ03dgP2t4gplzJiZH5gY6PAH+83MZdlcv1PYFq/nusb/wwItfsb64FrvDhdcXGjqtqipqMIDf68bZ3ED5ug959K7H+bKoAVkgIkTPk6BPCCHCPP4gt3y0hYWFDbh8oShEr1F48PSRnNRu1VlPaD+YGULHu12t6Wul1ShcPTuDZKshMjvw3bVVbK5u6eHaviD13z/Pcx+tZmedE38QLMPmcvkdj/Pygi/48qtPeOO5u/nlUcOIMWpR/W4aChbw/DsrqXF4kapDIXqWBH1CCAEEgyp/+Wwr89fX0BwevqxR4K8nDuO8iSnEHOTw5f3pruPdVkMTzJw7MYmo1myfN8hzi8to7MlsX7CMbz/6lq21DvwqaJKO5ob7/o9rLjqBGWNGMmxEHpOPPo/f/f1uLp2STJRegUALRV98weqGFhwqEvgJ0YMk6BNCCOCh74p5eUUlDa624cs3HpHFlTMziA93w/akXRs5Yk36gxoHo1UUrp6dSUpUW7Zv/oZqNlU6OgyB7k7BxnWs2FiPyxsEtAw59myOzcskIcqITqtBUTToDGai02Zw9imTiA9nIn3VG1i/3UmRG2S4jBA9R4I+IcSg97+l5TzxYwnVLW3Dly+ZksJNR2aTHHXw2zY6w96upk8BYkzaLs/p29WQeBPnT0omOpzta/EGeW5JWY/N7QtUlVLe4sMfBBQrw0aPIsZk2P2NRjGSNnoUKWYDWgB/DZXVXiq8Kn5J9QnRYyToE0IMah9vrOWer3ZQ3uSJBHwn5ibw1xOHk9mNw5f3x95uTp/VoMGg0xx0dlGjKPxmViYp0W2B6wcba1hf0dwj2T7V7cIbVMNdumaio/V7bUbR2mxEaTWhx1d143T6aQnI8a4QPUmCPiHEoLV4RyO3fVJEcbvhyzOyYnjo9JEMizd36/Dl/QnV9IX+75gurmDbl6w4IxdMSiHaGJrQ5fQGeXZJGY09kO3TWKyYtZpQgKn68fn2XqSn+vz4VTUUaGtMmE1aLFp6/BhdiMFMgj4hxKC0uaqFG+cXUljjjByr5iSZefysHHKTu3/48v40tmvkiDXruy3gDGX7Mkhrl+1bsLGWdeXdn+3TpWaRbtWhUwC1ibLSOjz+Pc9i8VZVUOf1EwDQppM9xMRwk4KM6xOi50jQJ4QYdEoa3Vzzbj7rKhyRESbpMQaePjuPSRnR6Ht5RYQvEMTpDUYyfTaTtlu3VGTEGrlwclu2z+UL8uziMhpdvu77JQBRk5g+Lh6zQQP42LLoO7Y1O9nttwTtrPl5HXVOD0HAMHImM7KsDDFAzw3FEUJI0CeEGFQanD6uey+fZSVNeMOZLptJy5Nn5TJ7qA1jDw1f3pemXQYz28z6g27iaE+jKFw1K4P0GEPk2PiTTbWsKWvGGwju+5u7QpvM3AtOJS/Bil4B18a3efy/37Kl1k1bUtFN6bf/4b+fF9HgCoA2lbkXnM6Y+CjMihzvCtGTZA2bEGLQcPkC3PhBId9ubcTlCwU7Jp2GR+blcFxuPOYeHL68L43tmjgAYg9yRt+epMUYuXhKKv/6rhi724/LH+SZxWVMyogmKcrQTb9FQ8zky/njjTXc++gHrK2oY+2bf+XaZe8xadxwkq0q9uKNrF67hdK6ZryaJKZd8SeuP3UUCRatBHxC9DAJ+oQQg4I/GORPHxexYFMtLZ5QnZlGgXtPHs6Z45KIMvbs8OV9ad/EAaFtHN1dUqhR4Ncz03lzdSXNntDv+yy/jlWlzRw9Kg5DN+0TVvSxjDnjVh4bM5eFn37BF58uZHXhzywsWoFGgWDAi4848uZewmnnnsvJM3NIizN163G2EGLP5HhXCDEo3P/VDt5YXYU9vG0D4Najh3DZtDRizT0/fHlf7Lse75oOfAXbvqREG7lkSmqkts/tD/L04tJu3tKhoDUEadhZSMGGdRRVteDz+vC4XbhcLjzeAEFfA9tW/8j33/zE5moXe+n1EEJ0M8n0CSEGvGcXl/LcknJqnb7ILL5fzUzn+sOzSLL2zvDlfWl0BToe75q1e51vdzA0Clw5I4PXV1fRXBXK9n1RUM+KkiaOGxWPoTvqGVuK+PiRe3jq47WU1bfgVqPImjKVibkZxBm8NOzcxIqVm6lqLGHVgmcoWr2aK/5yJ5fPziTKIOk+IXqSBH1CiAHtvbVV/OObnVQ2tw1fPmNsInccO5S0GOMhD/gA7G5fx+NdU/eNbNlVcrSBy6am8sA3O2l0+fH4gzzzUynTsmJIPtjavmAtPz13L0/MX8aOejckTueK2/7IhYcNJ8GqRwsE/V4aCj/l6fue4LPNddRt+4Hn73+a9Cf/yGHD4knQyRGUED1FXltCiAHru6IG7vhsG8WNnkhQddgwGw+cOpLseFOvbdvYH7ur4/FuTzRytNIo8Ivp6WTa2raNLNzSwLKdTXj8B9fJ61z9Fs9/tJaSejcBTQYn3vgnrjhhEsNSE4iNiSE6JgZbfCJDpp3HH/58EROTotCrXuxFn/Dq/I28udGNo5unyAgh2kjQJ4QYkNaWO7j5wy1srXNFhh6PTbHy2LwcRiVZeqRm7kDt2sgRY9b1aGNDcpSBy6elEWMKHfZ4/EGe+qnk4Gr7gnZ+/vgL8mua8apgGH0y5x4xnJRo/W7BtaIzkzT1XE6flojVoEDAweZvvueLLzbhdHoP4p4JIfZFgj4hxICzvc7F9e/ns7GqbfhyVqyRp87OZXx6FLq+kuIL2+PIlh68jYoCv5iexpBYUySj+O3WRn7eaT/wbJ93EytXV+N0BwAtmZNnMNRmCW3n2NNtMKYxZeIwrCY9oOLZuYkda9fj80jQJ0RPkaBPCDGg1Di8XPt+PitK2taMJVj0PH12HjOG2LptNEl3anS1rWADiDX33PFuq0Srgcunp2EzhWYTevxBnv7pwDt5g/YyKhq9hGJGHSmZmZj1+xqDoyc9MwWTLjyfz1eLv7YCNSCtvEL0lL539RNCiAPk8AT43fwCFm2z4w5nrCx6DY+dmcPckXGY9X3zkhfayBH6v/UaBatB2+P1hooCl09LY0icKXLU/f22Rn7a3hh57LpCbXHQEggS+k4dRpMOZT+Bq9ZoQKcooaBPVVHVbtwOIoTYTd+8AgohRBf5AkFuXbCFz/LrcXpD2SKdRuGBU0dy6phErMa+u9W10d2W6Ys26dD20vFzgkXPL6anE9M+23egc/tMJgytARw+vG4/arvs5Z74nS58qhqem2gGo5U+0U4txAAlQZ8Qot9TVZW7v9zO2+uqaQoPX1aAO44bykVTUrCZDt22jc5o38hhM2l7tJ6vPUWBy6alMjTeHAk0F22z8+O2rmf7tFE2bAZt+E0lSHVFBV7/voJHH2VllXh84b+XJRlLaiYanUwSE6KnSNAnhOj3HltUwvNLy6l3+iLbNq6Zk8FvZmeQYDn0w5f3RVVV7O0aOWLNu3e79qQ4s55fTk8jJpwJ9QYOsJPXPJxhmSb0OgA/ZevXUu70sNefEqxkzbpinJ7QV2izhpOVm4tOrz/QuyKE2A8J+oQQ/drrqyp55PsSqh3eyPDl8yYmc+sxQ0mN7hvDl/fF6QviC6iRYNVm1vbqOBlFgUunpjIioS3bt3hHE98XNeD2dSHbp89m4oQMLOExMO6Nn7FgdTUOz55/hnP9x3y5rh6HVwV0DJ8+kzlHDcNslkyfED1Fgj4hRL/1ZUEdd32xjVJ72/DlY0bGce9Jw8mKNfaZ4cv7EhrM3PZvm1HX67c71qznyhnp2MIBWyjbV0qDqyuTkk2MO/EYcm0W9Aqo7m189MjDvLOslGZvx8DPXfwVzzz8NmsqHfhUUKzjOe64XE4ba8Gi7wd/NCH6KflIJYTol1aUNPGHBVvYXu+ONEFMSo/i4XmjGJFo6fGRJ92l0e3bZVyLvtdq+lopClw8JZUXV1SwstRPIKiytNjOt0UNnDU+uZNdzwqm3LP4xRnfUfjySiodPhzbvubpP2zhu+mzmDpmCElWhebSDfy86Gc2bK8OB4MmRp7xS04bk8gws4LEfEL0HAn6hBD9zpYaJ9e/X0B+tZNAOMU3PMHMU2fnMiYlqte6X7uD3RWI3AcIN3IcgoA1xqzjyhlpFNW6qHf68AZUnvqplKNHxmHWGzv3Q3RJzLzyj1xdeSdPfJZPnctDc/VWVi4sZcN3OjQaUP1e3G5veGi2ntQjr+G2qw5nSJxRAj4hepgc7woh+pWKJg/XvpfPmnJHZPhycpSep8/OZUpWDPqe3F/WA+xuX4cVbDazvkdXsO2NAlw0OZVRiebIxpLlJU18VViPq9O1fQqGhAmcfcdD3HfTuUzPjkavBPF7XLQ4mmluasbh9OAPqmhjhnPkr+/l4XsuY9aQWIz9KFAXor+STJ8Qot+wu/3c8H4Bi3c0RdaFRRm0PH5WLocPj8Wk63+fY+2uQIfj3UOV6YPQjMBfz0ynqHYrdU4fvoDK04tLOXZUHGabqXM/RNFhThjFEZf+mUmnXkHR+lWsXr+NiroGHF4dltgEUodPZMaMcQxNSyQuytjn1uIJMVBJ0CeE6Bc8/iC//7CQhYX1uHyh4ct6jcJDp4/kpLwELIa+O3x5XxrbzeiD8Aq2QxS7KsD5k1L437JylpX48QdVVpY2s7CwnvMnpWDWd/Yx1mKw2kiwRGNLHsq4I/wEAgGCqoJGo0GrN2I06iXYE6KX9b+PxUKIQScYVPnL51uZv6GWZk8AFdAo8NcTh3HuxBRijH17+PK+2F2+jjV9Zv0hbUKJMen49ayMSCevL6Dy1E9lNDi70skbpmjQGcxYo6KJscUSG2sjJiYaq9kgAZ8Qh4AEfUKIPu/B73by8opKGlxtw5dvPCKLK2ekE2/R9/lZfPtid+9+vNubc/r25LyJKeQlWyKB2ZryZr4oaFtvJ4TonyToE0L0af9bVs6TP5V2GL58yZRUbjoym+R+MHx5fxpdHRs5Yk29u5FjT6KMWn4zOwObuV2278dS6g8k2yeE6DMk6BNC9Fkfb6rh3q92UG73RAK+E3MT+OsJw8jsJ8OX92dPmb6+MGPw7PHJjE2xog8/yOsqHHyeXyfZPiH6MQn6hBB90uIddv708VZ21rsjmbAZWTE8ePpIhiWY+0Rg1B3sLj+B8EQUi16DQafpE9nLKKOW38xql+0Lhub2SbZPiP5Lgj4hRJ+zqcrBjfMLKKhxEghnwXKTLDx+Vg55ydZ+NXx5f9pv5LCZdX3qvp05LolxqVGR2YcbKlv4ZHMdLZLtE6JfkqBPCNGnlDS6ufa9AtZVtIS3NkBajIGnzsllUkZ0vxu+vD/t5/TZTLo+lcG0tmb7wp28/qDK0z+VSLZPiH5Kgj4hRJ9R7/Rx3Xv5LCtuwhs+87SZdDx1di6zh9ow9sPhy/viDwZp8QYix9exJl2fq1OcNy6RCWlt2b5NVU4WbKyVbJ8Q/dDAuoIKIfotly/ATR8U8u3WxsjaL5NOwyPzRnFcTnwXBgP3H83uAP4OTRy6Qz6uZVcWg5ar52QQ2z7bt7iUuhbvIb5lQoiukqBPiD4s6HPRXF9DZUUlNfVNuAMq6v6/rd/xB4P86eMiFmyqpcUTyiBpFLj3pBHMG5dEVD8evrwvjS4/wQ6DmXVo+lqqDzhtdCIT09uO1guqnXy0oRaHZPuE6FdkDZsQfUYA+861LF+8hGWrNlK4bSfl1XZc/tDxn6IoaI3RJKQPZVTeRKYePpe5s3NINOv6/ae3+7/awRurq7C7/ZGg9tajh3DZtFTizPoBGfBBaJfwbivY+uCdNRu0XD0nnbUVzdQ4fPiDKs8sKeX0sYlY480D9u8jxEAjQZ8Qh5yLsp8X8M47H7FwWRE1TS24PV58Pj/+QLBjZk+porJ0B4VrFvPVBy/zn+HTOfmSX3HpyeNIMvXPbNgzi0t5bkk5tU5fZBbfr2akc91hWSRFGfrE+JKeYnf5I93J0PcaOdo7dXQSUzLK+baoEW8gSEGNi/kbavj1zAyijAPv6F2IgUiCPiEOIV/FEt586hne+GYj5fXNOD0dtzPsRg0S8HsJ+L24nQ6amhbyUtEqFv/4a/54ywVMSbeg75sxwx69t66af367k8rmtuHL88YmcsdxQ0m3DeyAD6DR7e84mNmsQ9tH07YmvYarZ2eyusxBtcNLIKjy7OIy5o1NwmqUbJ8Q/YEEfUIcEgGqlrzAPx98lUX5Fbut4gINemssicnJJCfFYVZ8OO01VJaWU9vS9rWq30NLYwXrP3mM2+uaueueXzE709ovAr/vihq447OtFDd4IvfnsKE2/n7qSLLjTX0249Wd7G4/wWDbv/typg/gpLwEpmZG8fWWULavqM7F/PU1XDU7g2jJ9gnR50nQJ0Sv81H8xb+4+8H3WL6jHpe/7QhXHzeKw046jRNPOIopIxKxGvVotRoUVNRgkICrgR1rf+Srj9/n4+8LqfMEUFEJuO2ULH6Bvz+SxiN/OZ1RcSb68lvw2vJmbvloC1trXZFM19gUK4+emcOoJEuf62DtKY2ujpm+2D4e9Jn0Gq6Zk8nK0nbZviWlnDk+iSjJ9gnR50nQJ0SvClL9w5P87Z/vsHRHA+5A+A1fG8voU37Ftb8+g6lD4omxmjHqtbu/iapJJKZmM+bwkzj9m//w94feZU2VE78KQa+dbZ89xb9nTuAv80YRZ+qb54Tb61xc914BGyodkeHLWbFGnjonlwnpUej6YidDD2ly+wm0y/DazDr6+uzp43MTmJEdzcLCBjz+INvq3by3rpqr52QQbZS3FCH6sr75riDEAOXbNp9H/vU2y3e2C/hM2Rx3y0M8eMflHDMui6TYKEx7CvgAFA06o4WY+AzGnXYz9919EROSLOjCXxxwlfD1K++xrsGJrw/Odql2eLnu/QJWljbjC9//BIuep8/JZUa2DUNfLWjrIbtm+mymvjmypT2TTsM1szMjc/sCQZV/LymjutmL2gefc0KINoPrCivEoeQt5N1H/s03BdU4/eF3R306x9x0H7dddBijUmIwapVOHpEpaE2xDJt7FdefPYY4c2uGJUhL4Wd8srQOp7dvvQM7PAF+N7+AH7Y14vaHCtkseg2PnZnD3BHxmPWD73IUmtPX9u++OrJlV8fmxDNzSExkQ8r2BjfvrKum2eM/xLdMCLEvg+8qK8QhUvLp87y+uJhGT7iGT7GQd/5t3HLOVLLjTAd0rKcxJjPzorOYlmTB0Pr93gqWLFpDk9vbZwY5+wJB/rhgC5/n1+MMD/TVaRQeOG0kp45JxDpImwDsbl8k06fVKEQZ+3ZNXyujTsO1czKJNbfP9pVTJdk+Ifo0CfqE6CVvv76MYrsnUsNlzj2H6395OMMSDizgC1EwZh7LsVPisUSivgC169ayzenF3wfegINBlbu/3M4766ppCg9fVoA7jhvKRZNTsfXT+YLdwe4OROb0RRu1/aqece7IOOYMsWEKZ/t2Nrh5Z22VZPuE6MMk6BOiNwTL+KasBVdrFKZN55hfXsT0zFgMB/tGr01g4vhhmAxtRfS+0iK2Ofx9Iuh7fFEJzy8tp97pi2Qer5mTwW9mZ5Bg0Q/4WXz70n4jh82k7RdHu62MOg3XHNaW7QuqKv/5uZzKJsn2CdFXSauVEL0gsP1rmjxuWsu3TGNP5/zDM7EZNd2Q5dKROmIocfqfqcYX+h2+GiprvASGcUg/2r2+qpJHfiih2tEWCJw3IZk/Hj2E1Ghjzwd8jm/551X/4utSO4Gp1/PCXWeQFdfF0SLBFkqWfc7Hn3/P8g3bqah3ENBHEZuSTc7E2Rx/xinMGh6H8QDStfZ2u3djTfo+38SxqyOHx3L4sFg+3lSL2x+kuNHDm2squenIbGJM8vYiRF8jr0ohepyPrd99g9ftDv1TiWLyySeTG9fWdXuwdHHxROs0aCAU9KktOJpbA4pDE0h8WVDHX7/YRqm9bfjyMSPjuOfk4WTHmXolq+Urzmf9jp3srHCgDGnGt891J3vQUsiCx/7Bvz9ZS2mDA7cntHcWRUGzbQubV/3Elx9+wNFX/pGbzp9CqqXze4JdvgCedmv2bOb+Uc/XnlGn4drDMvlpRyMVTV6Cqsp/l5ZzwaQUoo26QZ3FFaIvkuNdIXpaoIIVS7fi9YZqnRTrRI46IrNbmxc0VjNmTfusodqhK7S3LS9p4g8fFbGt3h1pVJicHsW/zhjFyERLrwU3W39aSnGLh8CBfLOvlM//9Vcee2cxheV1NDs9+AJBVDU8KNvnweWwU1+ylk8e/T8eeHcTdc7O17PZXX4Cu2zj6Osz+vbksKE2jhwWiyncfV1m9/DG6iqapLZPiD5Hgj4heljQvp41Wxx4w4Pz9LnTmZ5swtCdDas+P37Udt26RsxmDcohSLUUVjv53fsF5Fe3EAhn1oYnmHji7FzGpkah7bUjTB+vfrqD+hb/AXQxByn7/Bn+8+k6ShrdBLAw5Ogr+cuzb7Fg4Re8/+pj/OmywxgabUCr+nE3buPrZ5/i4y2NODsZYe66dze2H2b6AAzhbF+cWQ9AUIXnl5ZT3i7DK4ToGyToE6KH+bfls625tZNWS9bYCSSbDd364gs4mmlpd1SIYsJs0fT68VpFk4fr5xewutwROUpNjtLz1Nm5TM2KQd9bqSx3GSvevI8fdtS0DcHuCtdqPnjzB7bXOQmoWlKOvoG77/gt5xw9hdyRIxk780Qu+sODPHjrSYyIM6EliLvyR95+fxUNLZ0blWN397/BzHsza6iNuSNiI7MWy5s8vL6qUjp5hehjpKZPiB4VpLm4mFpfIFRrp5jJHjkEk647x5QEcZZXUN/6OwAM8STG6enNBRd2t58b5hfw0/ZGPOHhy9FGLY+flcMRw+Mioz16gnvbj3yyuJDa2hqqy3ZQsLmA7WVV1NhdBzSr0LH8C74paqDFp6JYJ3POlacwfkgSUfrwX01vxGpLZfzZ13P5svU89OVOGj0utn/9FauvnEFitAHjfv7Aux3v9pPBzHti0Gq47rBMvtvaiMsXyvC9sKyCCyenEJ1i7ZcZTCEGIgn6hOhRAaoqa/AGAqHgQ5NAWroZXbe+8vwUby/B5QtEAhxtUhZZ1t6rEfP4g/z+w0IWFtTj8oUiGYNWw4Onj+SkvEQs3XqWvasg7k2f8uJzX1HW4MTv9+H1+iJ7fbvOxfrFy6lwuAkA5nFHcvSo+LaAL0JBZx3OcSfM4KWfKmjyuPFVrWR5oYMj0mwYDft+8O27rGCLNenQ9uPgaHp2DMeOjOO99dW4fEEqmz28vqqKPx49JDLWRQhxaMnxrhA9SqXZ7ojUtqHEEh/fzcd4wUo2bKrA42srJjNkDiHTpOu27uB9/vqgyl8+28r8DbU0e0KBp0aBu04cxrkTUogx9vzw5aDXiaO5iWZHC0639yACPsC3jXUbqnF5g4CeEVNnkGoxseewVUv8rJmMtZlCG1F8ZeRvrsHj3X8XTWO7GX0QPt7tvzEfBu3utX3/W1ZOaaO7Q3ArhDh05OOXED3M4/G0vekpRswWbbfW2gXr1rC60IHH1/rGqmPo2PHEGgy9Mqzlwe928vKKShpcbcOXbzwiiytnpBPfK8OXNUQf9lv+8eTZkSxjq/Wv3cHziypo9nQ+6Ai27GB7uQufXwVNHENHJGPS7z1TqbGNYHiKCV0J4PdRUVKOxz8GFe0+H//dMn3m/lvT12paVgzH5cTz7toqnL4gVQ4vr66q5E/HDJVsnxB9gLwKhehpHaIepZuDoCA1P33P2gYXkZhPm8mkaVlYDPsOOrrDC0vLefKnUmpa2oYvXzollZuOzCY5ytBrjST6pBymxI/crX7Ps9BCV0sJA5VlVLr8oXV52mQyMszo9pUy1aeTlmJAp1XAH6ShphpPYP8tvHa3vy0DTP+u6Wul1ypcd1gGXxfW4wzX9r24vIJLJqcSY5LaPiEONTneFaKHmUzGtjc71YPTFei+NVWBUr77chV1Tm+kiUOTNp1ZudGYdqtB614LNtZw39c7OozmOCk3njtPGEZmrLF3AxiNFp1ej36X/x3IeJhAZSW13kBotp8mhtg4HZp9XSkVK9HRhsjX+OrraPAF9jsbsNG1+/Fuf67pazU5I4YTcuOxhDt5qx1eXl5Rgd19QNMShRDdSII+IXqUloSEWHStEUGwjpoqH8EDGSOyBy2r5vPR6lpaImk+PSOOOZGJcRZ6MuZbvMPOnz4pYme9OxK4zMyO4Z+nj2J4grlfZ3TcTU24gqHxN4rejFmv2U8Aq8VkNkXus+p24gqq++0a3nVkS3+d07erULYvk3hLqLZPVeHllRUUN7gISG2fEIeUBH1C9CgtyZnpWHTho9ZgFQWbKvD4umFdRqCYL17/lMJ6Z3gGIGAex3EnjyHW0nPNE5sqHdw4v4DCmrY38ZwkC4+dmUNesrUXhy/3hCAtDif+1nUmus41w2g0tG2783rwBNT9ZnPt7Ro5THoNRl3vz1XsKRPSozkpLz7StV3T4uOlFRU0uWVunxCHkgR9QvQwc04OQ0y6cAGtl6I1a6nztB3H7ouvtoo6T2APmw0ClH32LK/8VEJTpFNUS/rxF3JqThyWHmrbLWlwc937hayraIl0yKbHGHj67BwmZUT33vDlHqPi9XhCq9YAFE2ngmcFhUjU5/ftsh1lzxpdbTV9NpOunwfLHem1CtfMySLBEnrWqyq8sqKSHfWuDnWMQojeJUGfED1MlzGdKcMtGMJtUy0rP+HzLQ5c+0x6BGlY/Tp/u+FKbvz7J2xt8nQIEt1FH/Dkc19TVOem9aRYsc3ggksOJ9Nm7JEXdr3Tx/XzC1habMcbnipsM+l48qxcZg+LxdiDw5d7j0qgfRNGMND14c4qndvI0a57NzSuZeAEfQDj06I4OS8BazjbV+f08eKySsn2CXEIDYSrtBB9m3EUc4/IxWQK1zi1bOSDV75iZ7N7L8X+LrZ++k9u/dNjLFiRz4p3/sk9zy+mrDk0EiVQ9QPP3PsUCwtr21aMaWKZ9ourOWN0EtYeyPI5vQFu+qCQb4oaImNRTDoNj8wbxXG58Zj3MdKkv+kwU05ROhXAdbVULRAM0uxty+DGmrT9vnN3V3qtwrW7ZPteXVXJNsn2CXHISNAnRI8zMvK0M9CbzaF/qh7Kvn6SB19eTmWLbw9BhQbFXUdltR2XL4i/pZzlL97HP95Zy84183nwtnt4Y2kxdk/rrl0NSUf+lhvPm0xqtL7ba/n8wSB/+qSIBZtqafGEwlStRuHek4czb1wSUb0wfLk3Ke0zborSqYukqqptkZ9GgyZ84Ls3zZ5Ax3EtJv2Ay/QBjE2zcuroxEi2r8Hp48VlFdgl2yfEISFBnxC9wJB+ImOi2zpqg64Klj5/O3/4+9usKG/B36HAz0D2iTdx2y9mkRalR0HF17Sdb5/8PVddfx9vLt5OgysQCfhiJlzGbX84hwlpUd3esauqKvd/tYM3V1dhd/sjAeof52Zz2bQ04szdH2Qealptu6ylRoNG2XcABxBsfySs0e73wmp3BXab0TeQavpa6TQK1xyWSaI1nOUGXltVybY6p2T7hDgEJOgTojdoo7nuiqlkRRvCLzoVb1MZq99/iJuvuJI/PvBv3lu4gsKyBhyeIIrBxsjjL+HsaalY9RogiKe+hB1ldTi8bQGfbdyF/Omu33BsbgLmHmiieHZxGc8tKafW6Ysksn41I43rDssk0dp7w5d7jwaT0YQm3MChdDLTF1SDbRlbgwGjdt+Bon2XFWyxA2Aw896MTrFy2phEosLZvkaXnxck2yfEISEbOYToJWPPvY3bG1v4239/orTZRxAVv7ORyq2r+LI8nx/fM2Ew6tFpdWiVAAGfl5bGepyRNGC7MSCaKEaedA1/uOEcZo1MwqrvXJdpV7y7tpp/freTymZP5PeeMTaR248bRrqtl4cv9xoNVqspsg4t0sW7T0F8Pn/oiBdQzBYs2n1vXml0+TrUDg7ERo5WOo3CNXMy+GRTLS3hDyxvrq7iimlpTM2KQTcwn0hC9EmS6ROil+isGcy58l7+eftFzMiMQt/66gv68bQ00VBXTVV5GWUlOykuLqWsonq3rQ2tlOhcjj/3VKaPSCKqBwK+b4vq+b/Pt1Lc0LZt4/BhNv5+ykiGxJkGbIACYIqNxaoNP6Y+H979BX5BJw6Hj9bRfoolmiitZp8XV7s7QPv53ANhBdu+5CZbOWNsElZj+2xfuWT7hOhlEvQJ0Ws0GKLTmXTmLTz8v39zz3XzmJxh7eRuWB1miyHSZKA2b+SdJ57nhx3NeLphznN7a8qaueXDLRTVuiLZqHGpVh49M4ecZMuArD1rT5uaQqJBixZQvU6c3v0MWlYbaWxq7cTVYEtOxqzd995ju3v3TN9Aflx1GoWr52SQZA3VgKrAW2uq2VLtjMx7FEL0PDneFaJXKejMNpJHTOfU3+Ry5AXXULx5LatXrmHTtnJqG5poam7BrzUTZbMRF5dExqjxTJo6hdG2bbz+t/t5Z00NLr+buvXv89DdMUT9/bcclhmNoRs+wm2vd3HD+wVsrGqJFNpnx5p48uxcxqdFDYqjOF1KBqkmHVoFfIE6amq8BIaz94/IvlLKKj34/SqgITktHaNu3x3NjS4/wXbBzkBZwbYvo5IsnDkuif8sLcfhCdDk9vP8snJGJVlICDd6CCF6lgR9QhwKGh3m6HjM0bHEJ2czeuYJeHx+goEggWAQFA0ajQaNVotOb8RkMmHQjOKGuz04b/0HH+fX4/a3UL7sZe6/N4b7/nYpU1IsnVoZtjfVDi/XvVfAitJmfOGzxwSLnqfOzmFGtg2DdpAcDFhHMiLThL4E3P5KSoqd+Kaq7K01OlBaxPYmLz4V0MSQOSQZo27fcwvtuxzbh2r6uvE+9EE6jcLVszP4cEMNLZ5Qbd/ba6v55Yx0Zpiltk+I3jBIruJC9FUadAYz1phY4hMSSUxOJiU1lZSUZJKSEkmIj8MWbcGo16BoTcTlnc4tf72OuUNtGDSg+rz4guyx7q8rHB4/N84v5IdtjbjDjSNWvYZHz8xh7sh4zPpBdKnQZzNxfDpmgw7UZtav2ECzx7uXur4AJT8vZ1uzO7T/2JjD+NHRGA37DmDsbn9kbzEM7EaO9kYkWjhrfDJR4dq+Jref//5cRuO+19MIIbrJILqSCzEAaM0kTb6AP935S2ZlZTHl4r/wwB3nMDHZzIFObPEFgty6oIjP8utwekPz5nQahQdOHclpYxIjxfeDh4kxR80iM8qIjgDViz/npwoH7j3VTro28sXCDTQ4Q0O2zWNmMT3NjHE/V9bGPYxsGQyJVG0425ccZYgcf7+7rpr8qhap7ROiF8jxrhD9jKKzkjH7l9z931PQJKaTbLOgP8CjsWBQ5a9fbOftddU0eULDlxXg/44byoVTUrGZBta2jc5RsEw4lRPHfcSWBifN1T/w/CNvk/2Xy5mZYW3ruvZVsui5x3hnbTUtfhU0ccw85RiGxJj3e8xub1fTp1Eg2qgdFJk+gGEJZs6ZkMwzi0tp9gRo9gT4z89l5KVYI0OcDxXVsZO1a3e0BeXaWIZNGUdWjLELpRNOytavYVuNC1/7DwrGZEZPySXZamCwfYwSfYcEfUL0Q4ohhswRUaA5uHEtjy0q4YVl5dS3G758zZxMrpqdQYJFPwCHL3eOYhrFvCtO46uNL7O6qoWS75/lz2XLOOzw6eRl2tC6Kilc+j2LVm2hwu4lqCpETTyPi48bgs28/7f0UE1f6AGPNmrRDYY0X5hWo/DbWem8v64ah8eFCsxfX8OVM9OZMzQWfQ8MGe8s1+q3eeieBWytcxIENHHHctu/h5EaY+zcm6XaxKZ3HuTv//mWrQ3uyFgexTKM42/4P8Yp+x7lI0RPk6BPiH5K0Rzc28erKyp49IcSqh3eSMB33sRk/nj0EFKjjYM24AvRkTDrl9xy5TbueOo7dtibqMz/iY93rORLnRZF9eN1u3D7Aqgq6DPm8tubL2ZqWnSnVuHZPf5IQGALdwoPJkPizZw3KZmnfiqlyR2g2RvgP0vKGZMaRdIhy/b52blpA6VVldTaQ8f1hiEpZJp0nVtvqDay9tX7uf8/X7K+tAlvOJOrROcy7/ob+eWxOSSYB2PmXPQl8qFDiEHozTWV3PXFdkrtbcOXjxkZx70nDSc7bqBu2+gaxZDIpIvv5O+3X8Jhw23o8eNuaabJ3oi9yYHLG0BVLGTOuoQ7/vkXLpiRSYyhc5nX9pk+m0k/aI52W2k1ClfNzCA1um2V34cba9hQ0dY53uvUegoKy3B6WndMa0nPHU2iybj/49hADcv/ezd/e/YL1rUL+LRxE7nojr9x41nTGRp/4HW3QnQXyfQJMcgsL7bz18+3s6PBHQk8DBqF385OJzvePKACkDm3vMQHvw0HWKY4UmPNXci0KOij0ph4xu94cNYZbFi+jFWbtlNZ68CvtxKbNowxU2YydXQ2KYk2zJ3cjOL2BXH5g5HsaqxZG1n7Nphkx5s4f2IKj/9YSpPbj8Mb4Lkl5YxLjSIpytD7N8izhYIiBx5f65lsNCNHD8dq0u/77+qr4Mdn7+PB176nsLoFXzjg0yXP4pe3/5nLjskjNdogH6REnyBBnxCDSGGNk9+9X8jWOleHjRC+oMqfPioiEISzxidjGiAjWszxaWTEH8xPCA3TTswex5zkkUw93oc/EERFQaszYDCZMOm1XToKb3L7IyvbYHDM6NsTraLw65npvLO2mmaPH1WFjzfWctXMdI4cEYu+l+sc/Tvz2VLvbmu+0A0lNzca476mnnuK+ebJe3n4rcUU1bZtFzFmzOU3f/kjFxyeQ7J1cP59Rd80MK7sQoj9qrB7uPadzawub24bjxEO/FRgh93DjR8Ucv9XO7DL3LSOFC0Gs5VoWyxx8fHEx8dhi7FiNnQt4ANodPs6zugz69EOoOxqV2TFmbhgUgoxxlD+ocUX4NklZTT0+vNPxV5YQKkzPGQb0KbnkZdsYq8Ti1xb+ezhu3jwjZ/YUtMa8ClYhp/CTffezsVH5pIiAZ/oYyToE2IQsLt8XP9ePkuKm/CEa6aiNAq3Hj2E9Hb7UGtafDz+Ywm/fWsTO+tdBz30WezO7g7sMqNPy0H25PRbGkXh17PSSY9pO/78ZHMta8oceAPdvFR6n7wU5W9tN4RbIWrUaIZHGffYxKE68pn/j7t45J2f2VbnDAfxCtFjzuGP9/6ec2YPJ9HS9Q8EQvS0QXqpEWLwcPuC3PJBIQuLGnCFz670wENn5vD7uUN455cTmJ7etlfX7vbz0eY6LvzfOpbttMvQ3G5md/k6HK0PxkaO9jJsRi6cnEJ0ONvn8gV5dnFp727pCJRSUFiHxxs522VoXh7RRuNub5Jq43reuv8unvxwBTsjY1m0xE++jDv+9jtOnzqUOJNWunRFnyRBnxADWDCo8pfPtvLBxloc4X2niqry15OHc+6kFJKiDMwYYuO1y8dzzrgkTLrQJcHlD7KisoVLX9nAO2uqcPt6M+sysNldgchgZhg8K9j2RqMo/GpmOum2tmzf5wV1rCpt7rVsn9pUSOHOFjz+1rPdNHJHJ2Pa5Ww3WLeCl+65m2c/WUNJoycc8OlImXMVf7n7t5w4MQOb8eBmZwrRkyToE2IA++e3O3llZSUNbn9kd+xNR2Zz5Yx04sPDl3UahRGJFp44J5c/HTOEmPAbnT+osq3RLXV+3azR3TajDwbnnL72VKeP+E+3c87qWqLCmTaXL8gzP5bQ6Oyd55x/az5FzZ5IE4cSNZLc4VaM7c52/dVL+O/d9/D8l+sob/KGj+iNZB17A3/9yy84ZkwqUZ3s4BbiUJGgT4gB6oVl5Ty1uJSalrbhy5dMTOamo7JJ3mX4sqJAUpSBm47K5tlz88iKNuyxzm9HfceuX9F1jbsc78aaB2emL1jtxP3kapqOfwf3Ld9x0Rc7SG/yoAk/NAu3NLCipAmvv6ezfQHK8wupcXsJhP+Lbuho8mzGyA5lX9l3PH3nvbz0zSaqHL5QwKdYGHHGH7j7zxdzeE4yFp0EfKLvk5EtQgxACzbWcN9XOyi3eyNNAyeOiOWvJ48gM3bvw5dtJh1njk9mSJyJm98rYFVVC/6gGqnz21nn4pFz8piWFYNuMKenDsKujRy2QdbIEShswPvaJrwfFBEsd6A2ecEfJHVIDBelRPFwMIg9qOLyB3l6UQlTs2JIie7JuX0OCgt20OLxRYYyp+TmkRIeyuze8TlP/O1R3v95K7Wu0GgZNDbGnv8H/vzbU5iUHYdJXguinxhElxohBofF2+386eMidta3DV+ekWrlwXk5DEvY//Bls14TqvO7YjznjE3crc7vklfW885aqfM7UHaXj0BwcDVyqKqKb0k5LdcspPn093E/vorApjrUejfa8YmYHz6amM/O4aqbp5EVZ4q8MX29rZGlxXY8PZnt822jYEtTWxOHYmXk6BFYjXpchR/xrzsf4t0lRdQ6wwGfNoGpv/gLd11/OlOGSMAn+hfJ9AkxgGyqbOHG9wsorHVFZsHl2Iw8dm4eealRaDs5NCxS53duHnk/lfLI98U0eQL4gyrbG0Pz/DZXt/D7o4ZgM8tlpCtCmb6Ox7sDdU6f6g3g+3IHnhc3ElhZhVrnQnX6QQO6Y7Ix/mIs+tnpKIkWFKuOFBQum5XO37/ZSaPLj9sf5JlFJczMtvVYti9YVUBhlQtv5Gx3CHmjY/AUvcMTf3+Wz9aU0OgO0PYXM5M5dhzZCdEYZAif6Gfkai3EAFHS4Oa6dzazrsoRGbOSZtLx1PmjmZwVg76LGYnWOr+bj8omN8nCbR9toazZS5BQnd9ji0oprGzhgTNGkR1nGvDZqu7S6PZHjneNWgWTXjPg5rmpdg/e+VvwvLKJYEE9wXo3eAMoZh2GC3IwXj4W7bgklHgTiklHazGcBvjF9HReW1YR2lyiwnfb7SzZ0cjJoxMx6rr/cMpVUMAOR7uhzCk5pJe/w8Ovvc/3G8po8gTpUMUaqGLxJ4soOSyDOHPU/vfyCtGHSNAnxABQ3+Ljunc2s7S0GW+4NdSm1fDU+XnMGR57UG+We6vza5I6vwNid/kiI1tiTAMryxcsbcbzxma8bxcSLG5CtXvAF0RJtmA8PxfDRXlohseiiTWCXsueOh+SogxcMTOde7/eQUM42/f0ohJmDbGRGmPs5lvsY3v+Fuye0IcZACWwnjcf/pbiqkZafOGAT1FQVDUc/PmoW/IuH6w6lmHHWok1Dpy/nxj4pKZPiH7O6Q1w43v5fLvdjitc+2RS4OFzcjguLwGz4eBzEa11fq9Lnd9Bs7sCkZEtNrMOzQA4IvSvr8F56/c0n/Au7geWEVhbjVrrQjPMhvnuw4heeB7mu+agm5aKJtkChj0HfBDKMF82PY0h0YbIKJsfdjaxeIcdd3fX9gVrKSgsx+VtGw0TqN5GYVlDJOBTovM489Y/ctbYJKLCaZKgaytfvPkFWxtakEFGoj+RTJ8Q/Zg/GOTPC7bwcUE9LeGiJA1w72kjOXN8MlFGXbeNkdBpFIYnWnj8nFxGLy7jYanz67JgUKXJ44/U9MV224w+H67mFhwtblSdGWt0FJYD2AvcFWowiP/7UjwvbcT/UxlqjQvV4QNVRTc7DcPlY9EfMwRNsgUlSk9XltAmWg1cMSuDvy3cToPLj8cf5OlFxcweaiOtO7N9ri3kb2vB42s7wFUD/kggp0ucxiW3/YlfHDcSV/Rm1j68kJZ6Nyp+6pa9x/wVxzP8OAtxJsmfiP5BrsxC9FOqqnL/wh28sbYau6dt+PKtxwzh0qlpxJn13T43TFEgOdrITUdlMyrJwp8/2kJpuzq/xxeVUljl5B+njwx1YQ6go8vu4PAGOqy1s5kPsHM36KB0zWIW/biU1Rvy2VZSTUOLh0AwiIoGjUaLISqR9GHDGZk7gZlHH8PsvBSs+oMPTlSXH9/HW/G8vInAuhrUeheqyw86DfpTh2G8Yiy6qakoiWYUi44DiTwVBS6dlsorP5fRFB5m/WNxM4u2NXLG2CRM3XA/APw789na4MG7hwSiMetorrr9Fi44PJeUKB3qKedx3EfLeW1VJQ4/qO7tfPn2F8ybdhmTU6PlzVT0C/I8FaKfemZxGf9eWk6t0xcZvnzl9DSuPSyTpChDj2Z5bCYdZ41PZuie5vltqqW4zsXDZ+dKnd8u7G7/Lnt3tV0M+jyUL53Pqy++y9friqlvduJye/D5Ax3GwAAomhKKt25k1Q9fsuCNF8iadDwXXnUFp4xPwXwAQZNa68TzbiHe1/MJFjUSbHCDL4ASY8Rwfi7GS8egzY0PNWcYdXs9vu2sBIuBX8zO5K8Lt1Pv9OEJd/IeMSyWNFt3ZPtUGgoKKXN58Hd46BSic+dx4x3Xcdq0ocSbdaEkZdx0zj5zBl8VfYmz3k2QAA3L3ueDpccz8kSrZPtEvyDPUiH6oXfXVvPgdzupaPJEAr4z8hK4/bhhZNj2Pny5O7XN8xvHOWM61vktr3Bw6asbpM5vF40uH+3Xycaa9Wg7exUO1LDs+f/j939+hDe+Wcu28hoamlpwe/27BXwAajCAz+OipbmR2ortrPvmNR646Xf87c2VVDp97P4de/m1Wxtx3bOYpuPfxXXnYvxLKwhWtaAkWzD9YTrRC8/D8sCR6A/PRJMe1aEb92AoClwyLZVh7Wr7lpQ08f22Rlzd8pzysCW/CIen/WOhJX7q5dxx382cOXMYCRZd22tJMTH0pPM5flQclnC6RHXv4Mu3vqBQavtEPyFBnxD9zLdF9fzfZ1spbvBERn8clhnN/aeNZGh87x6phub5WXns3Fxu23Vvb4ObGz8s5O9fy97eVnZX4MAyfUE7a168h/uf/4I1O2po9vhp+zE6LHFpDMmbwLRZs5g+bSJ5w1KIMWrbxV4qAY+DhpI1fPzo3Tz6cSH1rsAef1V7/jXVtFz0Me5HVhHYUIta50I7Oh7zP48i+otzMN82A92kZDRJFuimI9f24ix6fjknA5tZD4AnoPL0ohIanL6D/+H+YvK31OOOnO3qSD3yWu7+6285cWImtg6PX4g2bipnnzWT1JjWAdIBGle9z/wllTS55MON6PvkeFeIfmRtWTO3fFBIUV3bDtyx8SYePSeX3BRrp4cvdydFgZRoIzcflU1OkoU/f1BIaYsvVOfn8PHYohK21Dr5+6kjyIod3HV+jS5/xxVsJl0nsrJBmpa/wpOv/UhhpQNf6w/QJzL22DM5e96JzM5LIcqkR6fVgBokGPDjaSxl45KFfPTOR/xYVIfbr4Lqx1WXz6fP/IfJ4/7CGbkJmPfR3K3NjYdoA6rTB0EVy0NHoT99JJoUC4q1a80ZB0IBLp6SystLyljp8hFQYWlpE98WNXD2hOQDOqZupTYVUFjixBsZ0JfFUeefxvRRKUTp97JHVzEx5KQLOOGDZbyyopxmP6juYr5661Pmzb6SaeZo9Ad8i4ToeZLpE6Kf2Fbn4rp38tlY5Ywc52Vb9Tx5/mgmZESjO8SjP2wmHfNSo/jv8momVTvRhW+j3e3ngw01XPzKRpYXN3VoZBhsdq3pizXr9z+yJVDM568vYH25HW/4sVOiRnP2/z3Mg3dey7nHTGLU0CzS01JJTk4mOSWV1PRMhuRN49gLf8e9Tz7E704YRaypNboL4Cz+mrcWbKSxZd8ZM8Wsw/SbCSjhGrpgnRtNkhkl2tDjAV+rWIueX87JjGT7vAGVZ7oh2+fdUsC2Zg/e8J9DiRnF2Jx4LIa9BHxhWtskzj57Jqk2cyTbZ18zn/k/ldMs2T7Rx0nQJ0Q/UOPwct3bm1lZ3hzJ9MTrNTx5Xh4zh8Zi6HRhWM8JOryot37PpCUVPPfpTub5gpjC754uX5BlJU1c+tpG3l1bPWjr/OzujvV3NrN2vyNb/Fu/5+s1VTR7WnfDRjP1ij/ym1OnMzItDqtRt+emHY0Oo9VG4vDZXHTbzZw+Oj5Si0bAQcE337O5yRkJevZGf9oItBOSQK/B++omgpUttDtb7nEKcOGUFEbZDOjC93N5eTNfb6nH6dv/EfWeBSjLL6TW3TaUWT8sl5woI4b9vZQUE1knXsCJuXFYw2k91VPKV299Qn6Dg244eBaixxz6dwohxD45PH5ueGczi3bacYen+lo0Co+dm8fROQkHdcTVXVRfANefFuH7dDtah5ecY7N58qbp/On4odhMbXV+W+td3PjB4K3zs7t9HY53Y037G9kSpGbdKrY2uSNrwpSE2Zx2yjjS40ydS7ZpDERnHckFp04k3mqIZLE8O9awvtKFZz9xk2LVY7oqlO0LljnwvpmP2uztxC/uPjaznl8dlonN0pbte3pRCQ37yVTuldpMYf5OnJEmDi1puaNJMhs6tVZNGzOJs8+eTVpMW7aved0HvLeoDLtk+0QfdujfLYQQe+ULBLn14yI+39KAM5wd0wWD/LXcySnx5m6Zu3aw1KCK654leN8pQG3yoD8qC8vdh5E6LJabjhrC0+fkkR0bClBUFaodXh5bVMI17+Wzs8HV4bhzoGvsciOHn8qScly+QKTDVJeVx9hEM8auLFrRWBg2awpDraa2Qm5vKTt3uvH79//4608djnZSMmg1eF5YT7DcAb14TK8A509KIc9mRBd+vFZVOFi4pR6n9wCyfb6tFBQ1tQ1lVqIYkTcci7GTsy0VIxnHn89Jee2zfeV8+9YnbK5z4Bs8T2nRzxz6dwwhxB4Fgyp3f7mdt9dW0+QNv+mrKrcsq+LMz3agveIz/CsqobtXU3WR54lVeF/YgFrnRjshCfODR6EbFQdaJTLP743LxjI9KyZSdzhY6/waw80IrUJr2Pb9PQ5HC4Fg299YVVWCnR640saYnUWKsd0GELWJhkYfgU7ETIpVH6rtizUQLG/B+0bBIcn2XXlYJrHhM2pvQOXpH0qoP4DavkBFPltqPETiRd0QcvKiMe73bLeNNmYiZ50zh4z22b4NH/LeD6WS7RN9lgR9QvRRj/9YwgvLyqlvN3z52hnp/CrbRrwnQGBZJS2Xfor3/S2o7kNzVOp5dRPux1YRrHKiGRqD5fFj0I5LBF3bpcWs1zAj28arl4zlnAlt2xQGY52f3R0g2NqMoYSaX7T76Wa2WCwdmj0C21ayotyFu6sJLutsfv2PJ3n2xRd5/qUXef6lf3Pz8enEmDrXkKE/eTi6SSmg0+D533oCvZztAzh3Ugp5sW3ZvjWVLXxR0PVsn6OwgB0tnkhGTpuSS16yqWvZU8VI+nEXcOKYeKL0odujesv5/u2P2VjXvN9aSSEOBQn6hOiDXltZySM/lFDV7I0EfOdPTOaPxw9j+KPHYPnDNBSzjuA2Oy03foP7wWUEmz29eht9n2/Hfc/PBEua0SSasT5xDLppqSiG3d85dRqFEQkWHj8zhz8dPWTQ1vnZ241siTJoQyNW9knPsNGjiDUaIhdrtXkVbzz5NivLmve4PmyvtPEMnzKNmXPmMGfOHObMmcWYDAt7+HPtkWLRYfxtuLavogXvG71f2xdj0nHVEVmRbJ8vqPLMomLqulTb52P75i00RZo4FMwjchluNaLvYkOyNno8Z51zGOm21rl9QRybPuTd70uxd2IOohC9TYI+IfqYL/LruPvLbZQ2tg1fPnZUHPecNJzseBO6FCumm6dheeo4NBlW1BoX7kdW4bzuawIlzb3SWelbWoHzth8IbG9EseqxPHo0uiOzQtsY9qL93t7BWucXauQI3bfOzehTiJ0xl+mp1rYslOqm/Mf/cNcf7uXlbwqp9wQ6ediroNXp0evb/tfVFXn6k4ahm5IMOg3e/60nUNb72b6zxiczJs6EPvzgraty8nl+HS2dzfYFqygorMIV+XotQ/LysLULrDtNMZJ+zAWcPCahXbavkh/e/ogNtQ7J9ok+R4I+IfqQ5cVN3PpxEdvq3ZHgYHJGFA+ePooRiZZI0b8Sa8Rw1iisr56KdkoyaosP3/wttFz6Cf6VVT1a5xfIr8d587cE8utBq8H8jyPRnzQMxdK5sbShOr8kXr90z3V+l7w6cOv8Gl0BAu2Cvv0d7QJo4g/nkkvmkBFtilywg54mSld/zDN//g1XXXcXz7y3lB12b4d6wZ6gmHUYw3P7gpVOvK9vQm3q3WxftEnHVYdnEWtul+37saTz2T5XIVu2O9qGMmuSGJWXitl4YLsKNNFjmXfOYWRG5vYFaclfwLvfFmN3SrZP9C2Kqg7Qj9RC9DOFNS1c8fomVpa2zeIbkWDmxQvHMHOIDf2esjK+IIFtjTj/70d8n2yDoIpmmA3LvYejP3UEiqkrRUr7FyxtxnHl5/h/LANfEPM9h2G8agKaeHOX9636Aio76l385fOtfLixNlLTp9coDI038beTRjBvXFKfGEnTHTz+IHn/WMKOejcAhw218e4vJpAabdjv9/odO/jumb9w78tLKWtuvytWQWswY42KJjYjj+lHn8gpp57AzBHxmHRd/IN0kury03zeR/i/LkaJNxH9xTnoxiT22rBmgGa3n3nPrubHstBrRa9RePysHC6bloZ1f+fVQSd1FXW0+ALh410dUUkpxFv0B3wXgs56quqa8QbU8N9GgzkuhcRoY+d3KwvRCyToE6IPqGjycMXrm/hheyOecJYuJUrPixeNZe7IOEy6fbxzBFWC1U7cT67G88RqVKcPTZIZ4/WTMd4wBU0ngorOCDa4afnV5/i/3Inq8mO6ZRqmW6ahSbWw5+nAnfiZqkqNw8szi8t49Idi7OHuBI0CiVYDV8/O4JajsrGZ+//GyBqHl6mPLKekMRT0nTI6gf9dOIbkqM78fYJ47CWsfP9pHv73x2yodLLrpBVFq8dkiSLKlsyIaXM58fQzOXnOSBLMuq7G4/vlXVBEy28Wota6MP1xOuZbZ6DEGrv5t+zbG6squfHDQmocoQzfxGQLH101mex4U6/eDiH6E/kMIsQhZnf5uOH9An7aYY8EfNFGLY+dmcMRw2P3HfABaBQ0qVbMf5iO5YljUFItoSDwXytw/u5rgmWOg67zU50+nLd8i/+bElS3H8MVYzHdMBlNyoEHfKGbrpASbeSmIzvW+QUHYJ1fqImj/Yw+XRf2EGsw2rKYfv5tPPL0P7nhnJlkxxg6bPNQAz5czQ3UlG5hxeev8difruKXV9/Jv7/Ip87tP4AhL3unP24oumnhTt4XNxIoaer12r4zxiYyPt4cqe3bWOvitVUVNB2iTnYh+gMJ+oQ4hNy+IL//qIiFhfW4wiulDFoND54+ipNGJ2LpbGsl4Tq/c3OIevVUtJOSUR0+fO8W4rj0E/xrag64zk/1B3HesQjfgm2oDi/6U4djvn0WmszobjvSizW31flNG6B1frvv3dXtdwVbRxr01ngyxx/L5bc/xgsvP87tvz6FSRlRkcAnJIjf7aCxpoyCxR/y3P9dx41/e53lZS1011QcxazD9NuJaGKNqNVOvK/1fm1fpcOLLcqANnzf/UGVR38oocbRu7dDiP5Egj4hDpFgUOXOL7Yyf0MNzeEOTI0Cfz1xGOdOSCbG2PVjOcWiRz8nA+urp6I/bThqQMW/pJyWSz7G+/FW1P3t3NqFqqq4/740NIy30Y1udjrm+45AO8zW7TVcZr02NM/v4j3M8ytu4rLXQ/P8XP10nl+j20+g3U23mXQd5u91lqIzER2fwpDxczn3+rt58pWXePyvV3PmnBHEm7TtnjMqQZ+TppodrPzgUW6//Vl+KLZ3bczLPuiOHYJ2RhoYNHhe2kRgp71Xsn3LS5q4/u3NnPqftSwsasDT7kGtafHxyeZaHF18ngsxWEjQJ8Qh8uC3xby8opIGV1th/k1HZvPL6WnEW/QHfmqq16DLicP65HGYbpyCYtQS2NKI87qvcD+6kmAXZqt5nlmD5z/rUGtdaMckYnl4Lrq8eLqYour8TdcqjEg089iZOdw2dwg2U1uH5ta60Dy/B/rpPL/djnfNXTne3Z2iNWK1JZI6bCJHnXs1tz/yIq88/wC/O28WQ2ztj36D+JwNFC95hQcf/ZQtDS66IyRSzDpMV4ezfTVOvK9tRm3qmVmR/oDKZ5vruPCFtVzw0npeWl1FYa0ThzfQoXJBBZ5bUk5Ni7dbj7OFGCgk6BPiEHhhaTlPLQ4dRbW+aV06JZUbj8giOdp4MGVyIRoFTZoV860zsDx6DEqKhWCVE/eDy3He/G1od+p+auQ8bxfg/tdKghUtaLKisTx+NNqJyR22bfSESJ3fUdk8fU4u2bHGAVHn134wM4DN2Jk5fZ2gaDFYYohPyWTUjFP5xZ8f5d/P3sMvjxyKrd1asaDXzvaFL/L20mocnu553HRHZ6GdmQYGLZ6XNxLY2UR3zo1p9vh5ZUUFpzyziqve3syHBfXsaHB3CPaMikJcu/E3hTVOPtxQQ4tk+4TYjQR9QvSyjzbWcP/XOyizeyNBwEl58dx14jAywwFOd1HiTBjOzyXqlVPQTkhCbfLie7uAlss/xb+uhg7nje34vtqJ+66fCBY3ocQZsTxxDLqZ6XvcttFTWuv8Xrt03ICo82vcY01f92ZMNXoz0fEpDJ92Otf8/WH+cMZoEsxtf7NAy3a++2YNDU5Pt2TCFJMO09WT0MSaUGtdeF/e1C3ZvnK7h4e/28lxT63iDwuK+G6nnbImD25/29bheL2Gq2am88XVk3ni7FwSrKE5kf6gynNLyqh2SLZPiF1J0CdEL/ppeyO3f7KVHe2GL8/MjuGfp45kWLz5oI779kax6tEdloH1tVPRnzIM1R/E91MZLZd8gvfTbbvV+flXVuK89XsCWxtRzDosjxyNfm4WyiEYm2LWa5kZrvM7d0Jyv67zs7v9kb27EAr6NLtdgYOUf/U0f/3jTdx4/Q3ceP0N3HLP22yod9KVA21Fb8aWNp55N17DSSPisETiPh81hQVUur3dcsQLoDsqE+3scLbv1U0Edhx4tm9jpYM/f7SFE55bzX1f72BluYNqhzcytxJgaJSB248ZwsLrpnL/KSOYMyyWsyYkMT0rGmM4C11U6+KDDTVS2yfELvr/8Csh+omNlS3c/GEhBTXOyFaGvCQLj52Zw+iUqEgXYk9QDFp0ufFYnzkO9yMr8Ty7lkBBA86rv8J481RMV09CidITKGqg5cZvCGyqA42C+e9HYDh1BIq1e2b9HYjWOr9HzxxFbpKFRxeVYHf7O9T55Ve3cPORfXueX6PL3yEWitnjyBY/VRsX8f0366lxhMas6MYP52LfAQQvig5LxhGcOCeLhdsbcLaEfkagsZ5GX5CACt0xvzmU7ZtI4OcKglUteF7ZiPYvs1HiOjcvT1VVFm2389KSMn7Yaafa4cXhDezWEzIl1cplM9I5KS+B1Bgj0UZt5DWj12r5zewMVpQ2U9XsDWX7Fpcxb1wSUUZzt88pFKK/6rtXSCEGkJIGN9e/n8/ackfkODIjxsgTZ+cyKSO6yztQD4hGQZMWhfnPM9HkxOO660eCVS24H1hGcEsDxqsn4vzTIgKrqsEfxHzXHAwX5KHYjF3ettH9N72tzi8n2cKfPymi1O6J1Pk9uqiELTVO7j91BFmxph7JmB6sPY1s2dPt9LrdeNxu3OEsVaDZgSuy6aGLNBaSU2zodRpoze1pdWg13fsn1R2RhXZOOsFPt+N9dRPGS8egizHus+HH7Qvy6eZaXlpSxprqFmpbfLh8wQ73UwscMzKOX8xMZ9YQG0lRBqIM2j3WvB6fk8CM7Bi+LKjH4w+ytd7F++uquXpOBtEHuGJNiIFGXglC9LD6Fh/Xv1/A0uImvOFUT6xJx+Nn5zBnmC1yJNVblDgTxovy0A6LwXnLdwQ21+F9Ix/f5zsIVjvBG8B0w2SMvxqPJsF0yAO+9lrr/LLjTPz+oy2sKm3GH1Sxu/zM31DDzgY3/zpjFFPb1QD2FXaXL5K9MmgVLAbtHuo3NcTGxqDTtgVpgdJNbKxyMSUlBn2XSyoD1NXb8bWr3dQkJJNk6OqMwH1TTNpQtm9xeSjb99JGtH+17THbV+/08c7aal5bVk5Rg5t6p6/d+rIQq1Zh3vhkLp+exthUKwlWAyadZp8NTma9hqtnZ7C8uInKZi+BoMq/l5Rx5vgkogy6g2+OEmIAkJo+IXqQ0xvgpg8L+WZrQ2S3rEmv4eF5ozg+Jx5z19/Fu4Vi1aM7IhPr66eiPylU5xcsbQZvAMPFeZhunoYm1XpQ2zZ6Smfr/Nx9rM6v0R2IZPpijHtr4tCSPnIoMQZ95OKsOtfx+WebqD+QMSSOlSxaVoHT3Xo8rCVjVC7xBkO3X/x1h2eiPTwDjDq8r28msLWxQ6PQjnoX9325jeOeWsn/fbaVJaXNVDR78bQL+FJNOm48PIuF107h4TNzOHpUHBmxJsz6fQd8rY4ZGc/M7LYPUtsb3Ly3tppmT/8b8SNET5CgT4ge4g8Guf3TIj7eVEtLePiyVqNw70nDw7VG3b8TtSsUgxbd6AQszxyH6ZpJKFY9+hOGYr5zDpqs7tu20RNa6/weOXMUt84dgs0UCp5b6/xu/rCQf3zTt+b52V1+guEYyGbe22BmhaiJs5iUbMYYifpcFLz3JC/+sAO7pwuBbLCeZS+9wJdb6nG2Pgy6LGYcnkO0Wd/tzz3FqG2b29fgxvPyRlS7l5UlTdz4bj4n/2cND/1Qwrqq0FFu+67rvHgT95w0nC+um8JfThjG9GwbKdEGDFpNl26nSa/h6jnpxIVrOwNBlf8uLaeq2XuwmwiFGBDkeFeIHqCqKn//agdvrK6isd3e0z/OzebSqWnE9cCb7gHRKGgzojHfMQvd9FS001PRDu3+bRs9QaMopEYbuTlc53d7uzq/yuZQnV9hH6nzU1WVpnY1fTbT3o9Xlfg5nHl8Dt8Xr8Dt8KGi4qtfz3v3346j4np+e96cXYYv787fsIkvnn+c5975meImH6FQUSFmyjxOm5hIlKFnHgvdnAx0R2bi+ngrX/xYyjvPrWZZIEhNiw+Hr+MgZQWYnRXNFTMymDsyjpQYA9FG7UH/neaOiGf2UBufba7D7Q+yo8HNO2uruf7wTGJM8pYnBjd5BQjRA55dXMZzP5dT0+KLvNH9amY61x6WSVKUoc+dmirxJvTzRqIYtf0i4Guvtc5vSKyJ3y9oq/NrdIXm+fWFOr8WbwBvsO0Yc29NHABoYphw4W84Y+l2Xl1RRYtfBdWHo2Itnz71Z9YunMphRx3O9HEjycrKJDM9AZPfTm1VJZVlO8hftYQfvl/Chq3l1DZ7I53iSuxULv7NGYxJsqLvoYehBZX3Tx7KKyaFzQYt9bVO3NDhWNqoKJyYl8AVM9KYkhlNUpQBi37PzRkHwqTXcM2cDH7eaaeiyRvO9pVxzoRkoo1S2ycGN0VVJektRHd6Z20Vt31cxM4Gd6Rw/4wxiTx8Zg7D4vtmZ+lA4Auo7Kh38ZfPt/LhxtpITZ9eozA03szfwsfqZn3vV7WU2T3Memw5pfbQ4OKzxiXy3HmjSYrayyicoIf69e/xz788wieb6nD52y7TGp0Rs9WK2WhAr9ejN+jQBAP4/T78Ph8et5OWFhe+drVySvRozrntbm44YxJp0fpuj+srmz28vbqKN9dUs626hQanH+8uvyNWp+GcKSlcMiWN3GQL8VY9Rl3Xjm87y+0PctlrG/l4Uy1ufxCtonDXCcP43ZFZkdV+QgxG8uwXoht9W1TPnZ9vo7jBEwn4Dh9m4/5TRzA0TgK+ntQ2zy+H3CQrjy0qxu4OhOv8nNz0YSH5VS3cfFTvz/NrbNe5C2Az6/dS0xemMRI3dh6/fyCBrGef5LWF+dS4QmUCQb+HFruHlk79Zh3xY47nkmt+y7lHju72gC+/uoXXVlby0cYayuxe7G5/qFav3e/IjtJz0fQ0zp2QwpB4E7FmPfoeHlFk0oWyfT/taAxl+1SV55eVcd7EULavnyWzheg2EvQJ0U3WlDXz+w+3UFTrihypjUu18vC8HHKTrT06fFmE7Frnd8cnWymxhzKuVc1eHvuxhC21vV/nF9q7225Gn2n/K9gUnZWk3LlcfmcuM4/+mA8++pRvlm6h1ulnv+0cGgvJOVM54tRzOe+U6YzKSOq2YEdVVRbvsPPyigq+29pIVbOXZo9/t2HKk1KtXDY9jZPyEkiLMRJj0vXqa+CwYbEcOTyWjzbW4vIFKWn08taaKm46KluyfWLQkme+EN1gW52L380vZENVS6QrMTvOxBNn5zIxParPzYwb6Frr/IaG5/mtPMR1frtu47CZOhmAaY1EJw5h0klXMOKws/lFWT4b1m1g0+ZCtpfW0tjUjNPlJag3Y7FEE5+axdCRoxg9aRoTRqQQHxtLjNXYLffR4w/yeX4dL6+oYFVpMzUtPpy7NGdoFYW5I2O5Yloac4baSI42YDUcfHPGgTDqNFw9O5Mfttlx+TwEVZXnl5Vz/qQUyfaJQUuCPiEOUnWzl+vfK2B5SRO+8Dt7gkXPE2fmMDPbhkErk5EOBYtey4xsG69cPLZDnZ8zMs9vU6/V+e26jcO2r0aO3SjozNHEmaOJTUgkM2c6cz0efD4/gWAwtM9X0aDRaNDq9OgNRoxmEyZd9zRHNDr9vL++itdWVZFf7aTe6cPj77g5w2rQcPqYRC6blsb4tCgSrHrM3fT7D8bsoTbmDo/lg401uHxByuxe3lhVyS1zhxDbh1f2CdFT5FkvxEFodvv53QeF/LC9Ebc/dOhm1Wt45MxRHDMqPjI4WBwa7ev88pKtPPrDoanzs7v9oeAsLDSnr+s/R9EaMFkNmKzR3Xjr9qy4wc3rqyp5d101xY1uGl3+yIeaVinRBs6bkMyFk1MYkWAm3qJH30PNGQfCqNNw7WGZfL+tMZLte2F5ORdMTiHGZJUaWzHoSNAnxAHy+oPc+nERn+fX4fSGNh7oNQp/P3Ukp49JwmrU9pk3v8Gstc7vpiOzGZW0jzq/U0aQ1UPNNqFMX9u/O1PTd6isLmvm1RWVfJ5fR0WzhyZ3IFKj2ionycIlU1KYNzaJzFgTNrOuz5YwTM+O4ZhRcby3rhqXL0hFk5fXV1Xyx6OHSrZPDDryjBfiAASDKnd/uY131lXT5Al1VSrAHccN5cIpKdhMh3bbhthdZ+r8HjpjFFMzY7q9u7Rxl0aOUE1f33mGBIIq3xY18PKKChbvsFPt8NLiDXQIVBVg1hAbl01L5dhR8aREGYg2HZp6va4whjt5vy1qoCw8vPvF5RVcODlVsn1i0JGzJyEOwGOLSnhhWQX1zrbhy9celsFVszNItPS94csipH2d3zkTkiLH7611fpe/vol3wxmh7rRbI4e5bzQSOL0B3lpdxRkvrOXKtzbz3rpqttW7aPa0BXwGrcJpYxJ4+/JxvH7pWC6blsaoREsX6xIPrWlZMRw7Mh5LeNd1ZbOX11ZW0hTZSSzE4CCZPiG66LWVlTy6qIRqR9s+z/MnJvOHuUNIjTZKwNfH7W+e380ftNb5ZRFr1nfL72xf06cQzvQdwqivutnL22ureHN1FVvrXNS7/Ph2ac6INek4c3wSl05NJS/ZSoJFj1Hfd+r1usKg1XDtYRl8U1SP0x4KaF9aUcFFk1OISY/qN8GrEAdLgj4huuCLgjru/nI7pY1tw5ePGRnH304aTnacqU9kb8T+dZjnl2Th9k/b9vZWObw8/mMJRd04z6/9nD6LQYNBe2iCpy01Tl5bVcmHG2ootXtodPkjI4ZaZdmMXDg5lfMmJpEdF27O6OFhyr1hcmY0x+XE8/aaapy+ANUOL6+tquLP8WbipLZPDBLyTBeik5YVN3HrgiK21bsib+CTM6J56IxRjEy0SLagH4o16zhrQhLZcSb+uGDXOr9aisN1flMOss6vfSNHKMvXTXegE1RVZenOJl5eUcE3RQ1UObw0uQMdagwBJqRFcenUVE4ZHRqmbOvlYco9zaAN1fZ9vaUeZ2Mo2/fyygounpJCTFrUgLqvQuyN1PQJ0QkF1S3c9EEhm6taCITfvUckmHnirBzGpcobRn9m0WuZNcTGyxeP4ZwJbTP7nL4AS0tCdX7vH2SdX/tGDptJ3ysfELz+IB9vquWCVzZw8WsbeWVlJYW1zg63RasoHD0yjv9dOIZ3fzGe387OYHSKlXiLfkA+pydlRHNCTgJWQ6i2r9rh5ZWVFTS5/Yf4lgnROyTTJ8R+lDd5uGF+IavKmvGFA76UKD1PnpXL1Kzu7/QUvU+vVRiZaOHRea11fiXY3aG5dEWt8/yqndx4ZFaXx3z4AiotvrbGiFizlp58yjS6/HywvprXVlWSX+2k1unD4+tYr2fRazh1dCKXTUtlQno0SVY9Zv2hH6bc01qzfV8W1tHiDW0TeWVFJZdMSe31NXGib/JWr+PrBZ/wzeJ1bKuw4zfYSB01icNOPovTZg8nzty/JzNI0CfEPjS6fPxufgE/bbfjCQ9fjjFqeezMXI4YEYtJJ8nygUKjKKTGtO3tvf3TokjtZmWzl0cXFbOlpoX7uljn1+T2E2iXJIw190wTR2mjhzdWV/LO2mp2NrhpcPl2G6acZNVz7sRkLpqcysjEUL2eoQ8NU+4NE9KjOTkvgddWVdHiDVDr9PHyikruPCH0eIjByk/1z6/w6BNv8uPmchocbjy+AChathRsZNUPX/Htadfx+6tPIC/Rgq6fvmgk6BNiL9y+IH/4qIiFBfW4fKHRDgathn+eNpKTRidgCR8RiYGldZ5fduzudX7zN9RG5vl1ts7P7vJ1qJ+L6ebj3XXlzby6spJPN9dR0ezF7vZHShBajUgwc/GUFM4aHxqmHGfSoxukGWq9VuGaOZl8nt+W7XttVSWXTU0dcHWMovNc+e/x6L9e5Iu1pTT5jCTlTGbWiBT0LaXkr91MefU2lr71EP8wRXPPVYczJNbYLz8sSdAnxB4EgkHu/Hwr8zfU0OwJoAIaBe46YSjnTkwhxti/U/xi39rX+d35+TY+2liLyxfsUOf3t5OGc0Yn9vbad2maiDVpD7rLO6iqfL+1gZeWV/LTjkaqHT4cHv9uw5SnZ8Vw2bRUjsuJJzXaSLRJ22c3gfSmsalRnDo6kZdXVtLiDVDn9PHSigqGJUi2b1AKlvH1a2/x4+ZympQMjrz2Zn575jSGxJrRBH3Yt37Di/96kgXrKlj59kt8engel07LIKYfPlUk6BNiDx76roSXV1bS4PJFaqFuOiKbK2ekE2/RD/jaJ9F9dX6Nbh/Bdse7NrP+gAMvpzfAJ5treWVFJWsrHNS2+HD5ArRvxNVrFI7PiefyaalMz7aRHGXAahj49XpdodcqXD0ng0/bZfteb832ZcZItm+QCVT8zPfLS2lwqqSf+huuPf8YJmTFoA8/DxLjz+KGmyrYedsrrKhcybc/bmPe6GRiYvtf1CdBnxC7eH5pGU/9VEJNu+HLl01N5cYjs0iW4cuDSnfU+TW6Ou6utZm1XR7ZUuPw8u7aat5YXUlRnYt6px/vLsOUY4xazhwXGqY8OsVKgtWAqZ8OU+4No1OiOG1MIi8tr8DhDVDv9PPi8gqGJ1pIGCTZPnfVen786mt+XLaBrSVVNLT40JqiiEnKJnfiDI446XhmDovHdFAFbCpNy57jzn99QkGNk4BuPFc8fgfzcpKIOsiSaF/ZKr5bXUJzJ7uvldhRzJmTR5LF0GF0SaB4Gzub3HhJZPzsKWQlRUcCPgBFbyF5ypFMzf6QjdXl7CgqxuuZAvS/54kEfUK0s2BjLX//eidldm/kqOzkvATuPGEYmbFGGb48SB1MnZ/d7etw7BrbhZq+rbVOXltVxQfrayi1u2nYwzDljBgjF0xO4fyJyQyNNxNn0WHQSoPR/ui1ClfPzuCTTbWhbB/w5poqLpuWhi0rBt1AfrGrTeQv+DdPvfgZa3bW0tTixuML1YIqigaNbhPrln3Pp/Pf4/ALb+T6C2aQaTMc2Iw3dwEfvfIhP68tpM4dRNUn0ODxc/CLDoPULnuHfz/1A8UNnk59hzb3Eh7OG0L8LkEf/tCaRBUNRpNhj69PxWDGZNCgKCp+nw91lzmX/YUEfUKE/bi9kT9/UsSOenekBmtmdgz/OHUEw+LNMnx5kDvQOr/22zggPJx5H88lVVVZXtLEyysq+XpLPZXNex6mPC7VyiVTUjltTCJpNiOx0oTQZXkpVs4Ym8gLyytweAI0OP28uKyCUYkWEqz9L4vTOR6K3v8n9z71OWuLG3DvkjFW1QBBrwu/10VLcxOfPXMnjb57uOuy6aTHGLqYOfZT8vnLzF9RQoOn4+85eAFqy0uoqamhzu7r1HdoG534gruHm9q0NJKNOnRqPZvXbaN5bhYJ5o6NGr6da9lY3oLbryEzPQ29vn8+PyToEwLYWNnCLR9sCR0/hN9cc5NC9VyjU2T4sgg5kDq/9ts4IJQ13FPjrC+g8lVhPS+vqGBZSRPVDm+k3qyVRoEjhsdy+dQ0jhgeS3K0gWijVj6QHCCdRuG3szNZsKmWlnDD1ttrq7hiehrTzQMz2+ff/jEvvPw163fW4wqoKJYhzJl3LvOOn0luihlfYwmbf/6S999dyMaqFlwNO/nppad4b8KD/GJmOjGGzj8mau2PvPnWj2yvdRLo9sSYn9raBnz+AKAhIXcGo9Oj9nkUrcnKIcGs3y1w1WbNYmbuK6yosLP94//w4phErj5tPKmW0Nd6Kpby+lNvsbLcjtcwgpmzR2C1Grr7DvUKCfrEoFfc4OaG9/NZW9EcOTrLiDHy5Nm5TM6MHrSjLcSetdb53XRUNqOSLNzRbm/vnur8Gl1+gsFdMn3tgolmj5/562t4dWUlm6taqHP6cO8yTNms03DK6AQum5bGpIxoEq16LINgmHJvyEm2MG9cEs8vLafZE6DR5eeFZeWMSrKQOOCyfU7WfvIhS3fU4QyooM/mxFvu5oZTJ5GdEIVRp6AGRpE7bjozJ6Zx912vsry8GU/NahYsWM4pY04iOsHUuWyf6mDNu6/xVUE1Dl8PHIUG66mpdYdmUSoJTLngJm48bigJpn3cOp0Fm82ye+BjHMEpl5zCd5tfZmnpWj745x/J/2YaE0elYWopZ/PK5awvKqPepSXrtEuYNzmVGGP/fPFJ0CcGtboWHzfML+Dn4ia84Y+icWYdT5yVw5yhNowyfFnsRZxZx9njkxiyh7298zfUUtzo5sHTR1HX4uvYyBE+3i2ze3hrTSVvr6lmR4ObBqcv8hxslWDRce6EZC6aksqopFCDwWAbptzTdJpQbd+CDTU4wtm+d9dW84vpacQOsQ2sbJ9nA4sWbaO+xY+KQuzM87j0hEkMT7Whb72bGiMWm5FhR1zK+Ud9z5YP8qlxuin9eTH59iPIjDexr7iqlbfoY179aC3ldpWMkUNpLCnH4fF23xFvoIaaei+BgAraVIbmpJOalsKBNdTqSZx5BbfcYOeBx+azunwHa7+tpOAnHYrqw+Ny4wuayDzqV/zhmpMYnWyV4cxC9Dct3gC3fFTIN0UNuMN7VU16DQ+dPorjcuIxy/BlsR8WQ6jO76WLQnV+Cza11fn9XNzEFW9sQqdRIhlknUZhR4OL11dX8snmWsrtXhr3MEx5WLyJiyancvb4JLLiTMSZ9bLurweNSLRw5vhk/v1zGc2eAHa3nxeWlpObbB1Q2T5/yWbyK514AiooUYw57DCGxEW1BXztaIypzJw+BtuX26l1uvBVFpBf4eKILDDt7yEJlPP1q++yrLgBX+JRXHCakfdeq6GlphuDPm8ttfU+/AFQYtLISDSiP4hLtsaYwJhTb+L+oVP45P0FfLNkPdsqm/DpY8iYcBizTz6Hs06YTm5mHOb+GvEhQZ8YpHyBIHd8upUFG9tqebQahXtPGsGZ45OIMsnwZdE5eq3CqCQLj56ZQ26yhccXlUbq/LbUOtFqFPzhDJ4CXPNeAQ5PgOZdhikDTM2M5rKpqZyQm0BqtEH2wfYSnUbhN7Mz+GBDDQ6PCxV4b301V0xPZ/ZQ24AJuIM1VdR6Qp2qaNMYPjIek3FvpxkaYjLTiDPo0eLCH2igps4bei7vKUqMUGlY8iZvfldErdPK5CsuZe7w7/ismx/DYH0NdW4ffhU0yRlkmPX7vln7paCzxDNk8olcNnw2ZzndeH0BVEWL3mjGEmMjxmLo95lfCfrEoKOqKg98vYPXV1fS6PZHPnneOjebS6emEreHQl8h9kWjKKS1zvNLtHDHZ1sjdX7Bdke2/qBKmb3jeAmdRuGYUXFcMS2Nmdk2kqP1RBl0Uq/Xy0YkmDlnfDLPLCkNZ/sCvLCsjNEpFpKi+mfR/q7UFgfOYDA0LkVjIyHRgHYfwZjGZMKgUULXQ9WNyxlE3d+slZYNzH/1czZXNqPLuYhLTh9HeuVPBzbuZR8CNTXU+/wEVAVTWibJRn23HLkqOjMxCWZiEg7+Z/VFEvSJQefZJWU893M5tS2+SGfkr2ekc81hmSRFGeTNVhywOLOesyckE2PWccuHW9jebvwP0OFoK8qoZd6YRC6dlsaYVCtJVj0mnTRnHCpajcJVs9OZv6Eah9eFqsL89TX8cno6c4YNjON1Nai2PR8VIyajZp+zR1WPF5+qhp+3OvRGBWWf0ZuP7Z+9wkery7AH0jnp0vOYlhWHsbr7HztPbS2N3gABNCRnZGA1yIf1zpCgTwwq76yt4sFvi6lo8kQCvnnjEvnTcUPJsMnwZXFwtte7eH1VqDkjlOnbvYJJAU7Ki+e2Y4aSm2Ql3qpDr5XmjL5gWLyZcyYk8/TiMprcfpo8Af67tCwUlA+AbJ9+4vncfv+cUMOKJpHRmTZMew3iVFw11TR6/QQANPEkJRr3mRkMVn3L628vYUedB9ucC7nwyGEkWLTdPJ8PIEB9TS0evx8wkJKZjkkfoGbzIpYsW8+2snpcWgtxCRmMmDKbmWMziDFq5TWGBH1iEPm2qIE7P9/GzgZ3pJbq8GGx3H/yCIbG7XmFlhCdsaKkiVdXVvJlYT2VTR6a3B1Xr7WnAj9tt/PNlgYmpkXJ9ow+RKtRuGpWBu+vr6bZ40dV4cONtfxyRjpHDI/r99k+bVIes47MQVVVVEWD3qBnr70PajPr1xTQ5PKgAprE4YxMMWHcW9Sg2ln+1ht8V1iN0zSOCy49kdyUUJOIt9vvSYCa6nq8/gCqNpkMWzGfPfosn32/jpI6Bx5fgKCiQavTYzTHkDrueB6652qGpcQN+sBPgj4xKKwua+YPHxVSVOuKZF/Gp1p5ZN4ocpKtUiwvuswfVPl6Sz2vrKjk5512qh1eHLsMU1Zgj1mOJk+AJ34sYWudi/tOHkFWnEmyzH3EkDgT501I4YmfSmly+2n2BPjv0nLGpUWR3N+zfRo9BmPnvtS3fSELfizB7goNP06aMpuxsRb2Np7OvflDXvt0AxVNMPTsyzhjYgY2Q099oPFQW2fHGwiA6mT1qw/xQ0U1DU3u3dYU0lBPXd0b/POd2dx++RyyurxVZGCRoE8MeNvqXPxufgHrK1siF4QhcSYePyuXCelR/b4bS/Quh8fPRxtreXVlBRsqndS2eHcbpmzUKZyUm8DUrBge+b6YBldoIXysSUeTJ7RSrcEVGspc3ODmwdNH7nFvr+h9Wo3Cr2dl8N76ahzhDusFG2u5ckYaR46IGxSZWbVpA28/9TI/bm/AHQDMuZx4xnRSbKY9N2T4i/ny1fdZVdKAP/kYLrpwFkMSTHvcPNMtAnXU1nnw+4FgI8VbGgjqk8g74iSmjB5CktlHU9U21i7+mfWljXg8zSz636O8PCKL644eRtzez7QHPAn6xIBW3ezl+vcLWFHSHJrcDiRa9TxxVg4zh9gGxQVcdI/KJg9vrani7bXVbKtzUe/04QuoHYK90MDmZC6ekkpusoUVpU0dNrpcNCWF4gY33xQ1tJvnZ+eKNzbx1xOHM2+Xvb3i0MiKM3L+xJTImj2HN8B/fi5nQnp0/8/27YfaUshHjzzAi98UUOPyoypmRp5+JWdNTt9L5i5I7aLXeXvRdurcUUy58hLmjkzC0pOz7AI11NR5QoOZCUDCHH51642cPXMYiVFGdBqVgN+Lqzafz5/+J899mU9d/UYWvPIJx0z4BdMzYhg40xe7RoI+MWA1u/3c+EEhP2xrxO0PzRmw6jU8csYojh4ZL2+uolM2V7Xw2qpKFmyspbzJQ6PLv9sR0pA4ExdNTuGcCclktxum/OO2YIdZfCMSLNx8ZDavrqzssLd3S62TWz4spLDGye+OyCTWPFjfkvoGraLwq5npvLuuKjJP8ZPNdfyqtJm5owZutk9t2sz8f93HswtWUtzoIahqSZhxBTf+8ihGJpr3mLlTHWt477WvKKh2oMu5mEtOG0tajL7bR7R04Kqh1h4azIwunWN/ewMXHDuJbJuhQ5lEbKyN826+nrKSv/Lu2krq1yzk+4IzGZMUTWwXdggPJBL0iQHJ6w9y68dFfJZfh9MbAECvUfj7qSM4bWwSVqNs2xB7p6oqP+2w88qKCr7f2khls3ePw5QnZ0Rz6dQUTsxNIC3GiG2XYcqN7o57d2PNOjJsRm46KotRSRb+77MiShpD8/wqmr08+kMxhTVOqfPrAzJjjVwwKZVHfiim0eWnxRvg3z+XMzEjmpTogZftU+3reeeff+c/n66iuNFDQNUSO/Fi/nDrJRw+MgHTHs9qvRR99Aofry3HHszk1EvPZWpmHMaefuJGHc61T7/KpR4/qmIkLiOTpGjD7q8XjYGorMM58/gxLNxaj8NexLLlO7l0ShqxhsH5wUqCPjHgBIMqd3+5nXfWVdPkCQ1fVoA7jhvKhZNTscm2DbEXHn+Qz/PreHl5BavLm6l2+HD6OjZn6BSFuSPjuGJaKrOG2kiOMhBl1O6x+9vu8nUIFGPNOjQahTiDnrPHJ5EdG9rbu6ostLdX6vz6Do2i8MsZabyzpoomdyjg/6ygjlVlzRw7Mg7DANrLHWxYzRv/eIDnP19Lmd1DQNWRNP1y/vCnX3Dc+HSi9HseKRQoX8jr7y6luMFD3JwLuCA8oqXHn7HaGNKGR5MW/qeyr8kLGgsjpk/A8PJKaGxi55ZtODxTCNLD2cg+SoI+MeA8/mMJ/1tWTr2zbfjytXMyuWpWBolWGb4sdtfg9PH++mpeX1VJQY2LuhYfHn/H5gyrQcPpYxK5bGoa49KiSIzSY97PMGW7O9BhVp/NpEMb/gaLQcvsoTZevmgMd36x697eUJ3f3ScN54yxUud3qGTYjFw4OYWHvg9l+5zeAP9eUsaUAZTtC9au4OW/P8BLX62nrMlLUDWROfcqbv39hRyRl7rXgA+1gZ/feJPvt9biMk3kwktPJCd5z3t8e8I+A72OX4lpyBA0Bj2g4qyqoN7rI9STPPhI0CcGlNdWVvLoDyVUObyRgO/8Scn8/uhsUmMk4BMd7ax38cbqKt5fV01xo4d6ly/S8NMqJcrAeROTuWBSCsMTzSRY9Bh0nRum3LhLps9m0nU4gtJrFUYlh/b25iRZeOLHjnt7b/6wkMJqJzdInd8hoVEUfjEjjTfbZfu+LKhnRUkTx+XEY+xD2b4mu52oqCg02s6Xrvirf+bF+//BK99soqLZS5AoRp3xO269dh4zRiZi2cfzPLBzIfO/KqC62Y9xSBy+DQv5oHTPA+6D2zdR5/SFPkQFa1j38Tu8sSIac9pk5h01Bpu1ZwNoJSoWRRMKd9QWBy3+cK3tIHw/kKBPDBif59dx95fbIzVSAMeMjONvJw5niAxfFu2sLmvm1ZWVfJFfR0WzF7vLv9sw5ZwkCxdPSWHe2CQybCbiLLouj/ex7zKk2Wba/Ri4dW/vLUdlk5Nk4f8+30ppa51fk5dHfihmS62Te04eQVas1Pn1trQYIxdPTuWf3+0MZft8oWzf1KwYUg9xtq9oyxZ+/GERS5YsoaGhgUcff4z0jIxOfa+/8if+c9+DvPHdJiodPoKaeCZdeAt/+PVJTMqO30sNX5tgUw01zV4CQZVA2VI+eHn13ke0+F00t3hDQV+glCVvvcAqrQbD5Gs4auqIHg/6UPRtAd4gfx+QoE8MCMuKm7jt4yK21bcNX56SEc1Dp49iZKJFAj5BIKjybVE9r6ysZMkOO1UOX2QOWysFmDXExmVTUzl6VByp0UZi9hCodZbd5ScYXlBv0Wsw6vd+HBxn0Ye6f2NN3PpxUYc6v/fW17Czwc0/T5M6v97Wlu2rjGT7vtpSz7JiOyfmJvR6tq/JbmfRDz/wxRdfsHnTZtLS0hg/fhxTp08nLj6+Uz8jWLecl//xUFvAp09jzpW3cfMlcxmbEYOhM58s1CDB8F7eoLeFJm9LJ++BH1eTHRegb3Z1aHTqMaoXtfXDl9GISaMMyqNdkKBPDAAF1S3c9EEhm6taCIQvICMSzDx2Vg7j0qJk28Yg1+IJsGBT6zDlFmpafLh2ac4wahVOyE3gsqmpTM2KITnKgNWw73q9zrC7fZEPIe3r+fbGYtAyZ1gsL100hrva1/l5AyzZaecXb27i7hOHc7rU+fWqlGgDl0xJ5YFvdtLg8uP0Bfn3kjJmZNt6Ldu3ccMGPvv0Uxb9sIhgMMDkKVP48+1/ZsSoUcTExGC1WNAbOnFbfMV8/uQjvP5tKOBTzcM48do/c/25sxmZbEXfyeulJn4MR552Jtn1rtBu3n0I1qzj26XbaHT5UDXJjD9mBsNjzZiGjyGqy2ULPja//QD//WY79a4gmpS5XHvLOUxIid5rPWGwoRYCoVtpiEskzqDrucHRfZwEfaJfK2/ycMP8AlaVNeMLB3wp0QaePDuXaVmSERnMqpu9vL22irfWVLG1zk2904d3l+aMWJOOs8YncUl4mHKC1YBpb4XrB6DR1dbIYTPr0HQiTtNrFXL2UudXWOPkpg8LKZA6v16lURQun5bGG6uraHK3EFBVvilq4OcdjZw0OhFTD2b7Nm3cyFtvvMnPP//M0GFDOff885gxYwYJiYnExMSg1+u70NSg0rj4LV7/ehNldi9BXSbHXnc7vztvTmgOXxc+IGvTZnPB1ZPxBYL7/Vrv0sfYvKkUu8uHqs1gzuXXcF5eMtFGC7HRpk7/ztb70FK2mdXL1lDR7EeTkcrZTi9jYa8Dl91btxH0egAtyVlZWA36wVjOB0jQJ/qxRpeP371fwE/b7XjCw5djjFoem5fDEcNje/RCLPquwhonr62sZMGmWkob3TTsYZhyls3IhZNTOXdCEkPizcRbdOi7eeCuP6ji8AYix8ehJo5OZlGkzq/PSY42csmUVO7/egcNLj8uX5DnlpQxc4iNtJhOLrTtgoL8fN56401++uknhg8fzo0338T4CROIj4vDbLGg6cwniF2pdSz7ehHb6hz4VC1px/6KX58+g+FdDPgA0FmIibN06ku90eZ29bA6zLY44hMTiTmgl5yGWJsVRQ3g9/lQa0oosXvwBcG0xx6WFjYsX4u7xQVKHLnjhhFlGrz7dyXoE/2S2xfkDx9tYWFhPS5fKOAzaDX887SRnDQ6AYtBhi8PJqqq8vNOO6+srOTbogYqm7007TIuBWBiWhSXTk3lpLwE0mxGYncZptydmt0dg81Ys77LwZnU+fUdGgUun57GG2uqaCp3EAiqfL+tkcU77Jw6pvuyfbU1tbz4wvN89dXXZA/J5nc3/o6JkyaR+P/tnXd4W4XVxn9Xe1jee8RxPLN3CHvvFSizQFta6KAtlA46v1JaOimlk7ZQCoWwV9h7QxJC9nC84iROvPfQHvf7Q7Is2c6w43ie3/PkcSTbsmzL9773nPe8JyUFo9E4hKreINi389nmJuwuP2jzOOH848lLjTnslu74QEtmwQwSTWvZjwe/Yyer1+znooJUbLaBksa79y1WvVdNp92HkjifY+YlYpXdu4IwcfAHAvz89V08v72FbrcfleAB+fazpnPZ/DRijRK+PFXw+AK8Wd7Gw+vr2VDbTVOPB7sn2q+nVRROzo/nC0vSOW56PGm2A4cpjySdTl+/jL7hfU3x+Y0fUqwGrluczp62PbQ5vKFq336Om37k1T5VVXn7rbf4738eAOBr3/g6S5YsISU19cjFXghv9Q4q2px4/KDETqc4PxbzoPt0xw7//hf4zU8fZl1tFx40ZJzzY353w3Gkx/f6FRXM80/mmJyXqWruodvXycbH/8WThT/mSyfOICGi3OdtXMcjf/4vH+xqxenXM+OMC1meGYd5CtcERPQJE4673qvh4Q0NtDu9YX/Wd07K4cvLMkm06Kf6RP6UoMPp4/lQmHJZs4MWuxe3N9qvZ9FrOH9mMtctyWBeZgwpVj3mg0zPjjSdrujJ4HjT8M3j4vMbHygKXLMonZUbGuh0+fAHVD7a3cnH1R1cODsF0zBFd11tHf+57z7WrF7NSSefzCWXfY7c3FxMJtOIiL0gKvaafTS5vPgA1b6Of3/9Kh4zHO5FskLKGbfxx6+dSHrCyLezw3g7adi7m+q97bhVLd6mngG+QSV2ARddupwPq1+jvMWJq3Y1K2+/hc3HLGfJrDySLQF6GirY8MlatpTvo9XhQ59zLld9bglZcaYpO7kLIvqECcYDn9Zx7+r9NEeEL1+3OJ1bTpxGqs0ogm+Ss6/DxRObGnlmaxN724PDGf3DlFOsei6bn8pVC9IpSDaTZD38MOWRpMPVr9IXWsE2XCJ9foXJFv7v9V3s7xSf32iTbDXwhSUZ7H5zN20OLy5vgH+tqeX4GfFk6ocuht58/Q3uv+8+zCYTt37/+yxatJDEpKThefYOSoDWllbcvtCsrd9Oc42d5sP+fA2Oud2HNbhx1FEszDj/G9y0p4k/PLaO/V1uOuvLWff6Pra9b0CnQMDnwuFw4fUFUNFyxbe+wDmz0rCO1sqQcYqIPmHC8OKOZn77zp7g1FnoXHpuSRL/d1Ye2fGDJ8ELk4Mtdd08uqGR18paqO/y0BGqskRSkGzm8wvTWTEnmex4EwlmPbox9Ll1OH1RGWRx5sMf5DgYCRY9n5ufSm7C4D6/mg4Xf7igkEXZtiGHSQuHRlHg84vSeXRDAxtCr8PVezr5qLpjSCvzvF4vDz34EM89/TSnn3kGF19yCdOmTcNgMIxgdS8SP/ZuO/5AdEV8oqKz5XHy136JLedRHln5Ip9UtuB09uB1Rn+cYkpj/lnXcPWJJaRZxfqjqKo6GX7/wiTn490dfP3pMsqaHOENB8dMi+X+y0uYlS5ZfJMRf0Dlw+p2Hl7fwCe7O2nq8dA9SJjysmmxXLckndMKE0m3GYftnRtpHl5fz60vVNLm8ALw90uL+dLSDKwjNGTk9avsanHw89ereXlnS3igSa9VyE8yi8/vKKKqcO8n+7n9jWpaQ7/fU/ITePSa2WTGHbra19XZyZ//dA9r16zhui9+kdPPPIPk5OSjUN2Leta42upo7HANmGY/PBR0tlQyk2OGPDSkOlqobeoKpiwoZhKz04gz6gZts6reThrr2nB4/ago6GLTyEyyHuBrBvDYO+lorWd36Va2bqtkX1MbnQ4vGlMcabklzF+2hFl5mWQl29CN8IT+REREnzDu2V7fw5ef2Mmmuu7wwaok1cKDV85iSU7smFZzhJHH4fHzSmkLKzc2sLWuh2a7N3gCiDhS6TUKZxYl8oWlGSwJhSnHjECY8kjyt4/28fM3qulw+gB45POz+Ny8tBEVYQFVpaHLwz9X7w/7/CA42JRmM/CN47K5+YRs4sTnN+K02r2c/5/NbNgfPC4ZdRr+e8VMLpmXetDfcc3eGv7w+99RX1fP12/6BscsX47NZjtK1b2pQgCf24XT5cbr9eEPgKLRoDOYMFvMY2LvGK9Ie1cY19S0u/j28+Vsqe8TfFmxRv52STELs20i+CYRzT0ent7SxJObG6hqcdE6SJhyrFHLilCY8sw0K8kjHKY8kgwc5NCP+BYAjaKQGWfk1oP5/Jod/OqcfHISxOc3kiRa9HxpaQZVrU5a7V7cvgD/WlvLyQUJZB2g2ldVWcUdt9+OwWjgJz/7KbPnzBmxydypjQad0YLNeHi5gVMZEX3CuKXV7uXm58v5tKYLT8isn2DW8ZdLijhuetyo77wUjg5VzQ4e29TAC9tb2N/pps3hHdB+yoozcuX8NC6bn0peoolEqx7DOG/VDPD0mbRHNMhxMBJDPr9pCSZ++HIlG2t7gj4/h4/nwj6/AhZmSZ7fSKEocMWCNB5e38Bnzi58AZV1NV28V9XOpfNSsOij2/j79u3jzl/9EpvNxrdvuZnCwiJ0ejkFC6OLvOKEcYnd4+e7L1TwTlU7rpBXyaRX+OOFhZxVlIhZwpcnNKqqsm5fFyvXN/BOVTsNXW46BwlTnpNu5ZpF6Zw3M4nMOBPxZt2EGU7oHGx69yg+datBy/F58Tx09Wx+/no1r4R8fnaPn9V7OvnS46X8Qnx+I0qCRc+XlqZT2RKKDfIF+Nfq/ZySH48lvu8Y1djQwJ13/BKNRsO3bv42RcXFaLVyDBNGHxF9wrjD6w/wk1d38VJpC/ZQ+LJWo/Crc/JZMTeFGJNMYE1UvH6VtypaeWR9A5/t66Kpx0NPvzBljQInzojnusXpnJCXQLrNgG2cDGcMhQ6nl940Ga2iYDOOzPTuwdBrFYpTLfxlRSHFqRb+HpHnV97s4NYXKqhodvBt8fmNCApw+fxgta8jVO1bv7+bdyrbuXx+KhaDltbWVu781a+w2+18/4e3ieATxhQRfcK4QlVVfvvOXh7f1EiHyxf2c912Si7XLc4gwTx1F2VPZLpcPlZta+axjQ3sbHLQbPfg6hembNZpOHdmEtctzmB+VgypMQYsoximPNJ0OvsqlzajFu0otVWDPj9TcG9vsoWfv7GLfaG9vXVdHu75cB8V4vMbMeIteq5flkl5c3S17/TCBLSqjz/87nc0NTbxgx/exuzZs9Hp5LQrjB3y6hPGFf9aXct9a2tpsfeFL99wTCbfOD6LlBjDhBUAU5XaTjdPbm7gmS1N7G5z0ebw4ekX7ppk0fG5ealcvSidwmQLSVY9xkkwbdfp8oYHOeLNOrSj/OJN7Jfnt6m2G29Apc3hFZ/fCKIAl81L5X+f1bFmb7Dat7G2h7cq2rBveIUd27fzo5/8hLnz5qHXS3VVGFtE9Anjhqe3NHLX+zXUd7nDgm/FnGR+dPp0suIkfHkisb2+h0c3NvDqzlbquty0OweGKc9INHP1ojQumZtCTihMeTKJj06XPzzIEWc6un6+A2EN7e196OpZ3B6R5yc+v5Elzqzjy8syKWty0Gz34vEHuPe59+Cjx7j5q9czf8ECjMajuLpMEA4TEX3CuOC9ynZ+/no1e9td4erIiXnx/PrcfKYnmCacn2sqElBVPqru4JH1DXy8u4OG7oFhygBLcmxcuyidM4uTSLcZiBuDKtjRxun144qImxmpbRzDodfn9+cVhRSJz++ocencVB5aX8/qPZ34nT00rn6CxUUzOem004iJiRnrpycIgIg+YRywqbaL779USWWLM+yBmpNu5e6LCihKtcq2jXGO0+vntZ2tPLKhni11PTT1DAxT1mkUTi9M5Lol6RwzLRimbDPqJm27vtPlD2+OAYg3jZ3og2ifX2GymZ+/Xh3O8xOf38gQa9bxlWWZlDbY8W95nYDbzq70E1EtCZLDJ4wbRPQJY8quFge3rKpgW0NPuP2Xm2Dib5cUMz9LdoeOZ1rtXp7d2sTjmxqobOkLqI0s7NmMWi6ancw1i9OZnRZDcowes1474f16h6LT6SUQYV2MM+s4qhu2DpNEi57L5qeFfH672BTa2ys+v5Hh4jkpPPDcW+xt2EpL0Xm0+BJ4o6KdaxebRmz9niAcCSL6hDGjsdvDzc9X8FlNN95QtkWyVc9fLynimNy4cR++O1XZ3ebksQ0NrNreTE2Hm3anN/z76yXDZuCKBWlcMT+NvCQTSRMgTHkk6Z/RNxaDHAci0uf3iwP4/O44ZwYXzBKf31CJMWhI3PshFQm5uFKK8KHjX6trObs4CWuieayfniCI6BPGhi6Xj++sKueD6g5cvmBJxGrQcM/FRZxWkIhJTjbjjvX7uli5oYG3Ktpo6PbQ6fRFtTABZqZauGZxBhfMTCIrfmKFKY8kHc5oL+NYDXIcCINWQ8lBfH7fWVVJeZP4/IbK2rVr6aytJn7e1bQa4kBV2NFo57WdrVy3JIMYo1T7hLFFRJ8w6nh8AX74chWvlbXh8PgB0GsUfnNePhfMSsZqnPztv4mCz6/ydmUbj6yvZ92+Lpq6vXR7fFF+PUWB46fHcd3iDE7OjyfNZiR2AoYpjySdzn7bOMbY0zcYB/f5ubnnw31Utjj45dni8zscAoEATz72OIsWLST3nOX86pN2mnqCVfB/r9nPuTOTiDFKtU8YW0T0CaNKIKByx5u7eXprE13uYPiyAvzkjOlcvTCdONm2MS7odvt4cXsLKzfUU9rooMXuwdkvTNmoUzi3JJlrF6ezMMtGaowBq2HihimPJB2u6Cpo/Djx9A3GwXx+z25tZm+7+PwOh0/XrqW0tJTb7/gFsxcW8NLuMt7f1Y7Hr1La5ODl0ha+tDRTqn3CmCKiTxhV/vLRPh5cV0ebwxuuFt10fDY3Ls8i2Srhy2NNfZebpzY38tSWRna3uWi1DwxTTrTouHROKlcvSqMo1UryJAlTHkk6nb7oQY5xWOmLRHx+R85TTzzJ/AULKCoqJt5q4oblmWyp66GxxxOq9tVy/qxkrEaz/K0IY4aIPmHUWLm+nr98tI/Gnr5tG1fMT+V7J08jI1YE31iys9HOoxsaeHlnC3WdwTBlX7+AvekJJq5akMYl84JbHhItkytMeSTpP8gxEbIIe31+9xwoz098fgekdv9+tm3bxm0//hFx8XEoisJ5M5P5b1Yd71Z14PEHKGty8NKOZq5floVNqn3CGCGiTxgVXt/Zwi/f2hPeAQpwemECd5w9g9xECV8eC1RV5ePdnazc0MCH1e00dHvocg0MU16YZePaRWmcVZxERqwxOIkqBq+DMmCQwzy+BjkOhEZRyDqAz6825POranFwxzn55MSLz6+XTz9dR0xMDEVFRRgMBiBYPb1heRab6npo7PbgC6j8e00dF8xKIUaqfcIYIaJPOOqsq+nih6/sorqtL3x5UZaNuy4opDDFIoJvlHH7Ary2s4WVGxrYVNdDU48Hu6dfmLKicEpBAtctSefY3DjSbAZijFN7OGMoDIhsGeft3f70+vymJZj44ctVbKrtCfv8ngn5/H5/QSELs2xS7QVWf/Ixc+fNJTY2NiqI+ZySJBZn23insh23L0BFs4MXtjdzw/JMbEY5/Qqjj5gzhKNKeZOd76wqZ2ejPRy+nJ9k5i8ripiTESMVo1GkzeHlP5/Wcd79m/n28xW8srOV3a1Oetx9gs9q0HDVglRWfXke918xk8vmpVKQbCF2gomWsaYjomJq0imY9BNvwMVq0HJ8XjwPXTWbS+b0efnCPr8nSlm1vRmnN3CIR5rcdHR0sG3rNhYvWYLFYol6n9Wg5avLs4g3BwWeL6By39pamrq9qIM9mCAcZeRSQzhq1Ha6+PbzFWys7cEbOgOm2Qz87dJilkyTScDRYk+bkyc2N/L81ib2drhpcwwMU06zGbh8fipXzE8lP8kSDFOW4Yxh0+n0hS9yJkprdzAMWg0laQN9fh6/SnmTnVtXVVDeZOdbJ2QTP0V9fhs+W48CzJkzB6PROOD9ZxYlsjQnlrcq2nD7AlS1OHl+ezNfO1aqfcLoI6844ajQ7vByy/MVfLK7A3cofDnWqOUvFxdx0ox4TDopMh9tNu3vZuWGet6saKO+y0PHIGHKxSkWPr8onQtnJ5MdZyTBop+SYcojTWROX5xJP+6HOA7G4fj8pnKe32frPmXmzJnExccPumPXEqr2rd/XRUPI2/eftbVcPCeZGMPk3T8tjE9E9Akjjssb4AcvVfJmRVu49WPUKvz+ggLOmZmERXZQHjV8AZX3KttYuaGBNXu7aOzx0OOOHipQgGOnx3HtonROKUggPdZI3BQPUx5J/AGVbrc//DOPN2nRTAIl1Ovzy4kP+vw21/VE5fnVtLv4/RTM89u9ezcls2aFBzgG4/SiBI7JjeP1slbcvgC7Wp08v7WZrx+XRaxJTsPC6CGvNmFE8QcC/N/ru3h+e0vQKwZoFLj97BlcPj+NWKOELx8N7G4/L+1oZuXGBrY32Gm2e3F6/NFhylqFs4qTuHZxOotzYkmNMRAjYcojTo87Ou4mzqyfNNUvq0HLCTPi+d/Vs7n9jWpe6Zfnd/0Tpfzi7KmT56eqKvV19Zx86qno9Qdub1v0Wr62PItP93b2Vfs+rWPF3BRsRqn2CaOHiD5hRLnrvRoe2dBAu7PPqHzrSTlcvzSDRIteDm4jTGO3m6c3N/HUliZ2tTppdXjx+KI3Z8SZdFwyN4VrFqZRnGYl2WrApBe/3tGiw+kf9yvYjoRen9+fVxRSlGLhH5/0+fzKmoJ5fhVNDr41BfL8Ojo66LH3kJaWjk538NPpKQUJHJsbx2tlrbh8AarbnDy7tYlvHp8t1T5h1JBXmjBiPPBpHfeu3k9zRPjydYvTufnEaaTajCL4RpDyJgePbaznpR0t7O9y0+4YGKacE2fkqoVpfC4Uppxk1aPXTv7qy1jT6fIROScTP4EHOQ5E2Od3StDnd/sb0T6/P324j8oWJ788ZwbZkzjPr7GhAa/HS0ZGxiFFn1mv4WvHZbG2ppP6Lg/+ULXvEqn2CaOIiD5hRHhhezO/fWcPtZ2esJfpvJlJ/N9ZeWTHGyftQX80UVWVNXs6eWRDA+/v6qCx2x3Kg4v+uHkZMVy7OJ1zSpLIlDDlUafT5R1Q6ZvIgxwHI8mi5/IFwb29P3wlem/vM1ubqGl38bsLCiZtnl9dXR0xMTHExMSgOYzlyifNSOD46XG8XBqs9u1td/HMlia+fWIOcVLtE0YBeZUJR8zH1e389NVd7GlzhU92y6fF8tvz8pmRaJ5Ura2xwO0L8GZ5K49saGDj/m4aBwlT1ioKJ+fHc93idI7LiyfNZsAmYcpjQofTTyDK06fjMPTAhMVq0HL8jHgeumrWAJ/fJ3s6Qj6/vEnp82uoryc5JQW94fDa2Ga9hq8dm8Une7qo73LjD6j8d10dn5uXis04+SrCwvhDRJ9wRGyv7+G7L1ZR3uwIx4GUpFq45+IiZqVJ+PKR0OHw8dy2Jh7f1Eh5s50WuxeXN9qvZ9FrOH9WMtcuTmdeRgwpMQYsEzAIeDIRrPT13Q62dyf3LyTS51ecYuHvUT4/+6T1+bndbgxGw6BRLQfihLwETsyL46XSoDiuaXfz1JZGbjlxWjjEWRCOFvIKE4bN3nYXNz9fzpa67rCfLDvOyN8uKWJhtg3dJGznjAY17S6e2NTIc9ua2NvuonWQMOUUqz4YprwgjYJkC8kSpjxu6HD6JvUgx4GI9PkVTBGfn06vx+/zg3r4+zVMeg1fPy6Lj3d34vS68asqD66r57J5aaHNN0fxCQtTHhF9wrBotXu5+fly1tZ04QkJknizjr+sKOK4vHiMEr48ZLbUdrNyYwNvlLVR3+2mPWKrQy8FyWauXpjOxbOTyYk3kWDRT0qv1ERmwCDHFDuRR+7t/dFgPr8OF78/v4AFk8DnZzAY8Ho8qEMQfQDHTo/n5Pz48Bq7fR1untrcyK0nS7VPOLrIq0sYMg6Pn+++UMG7Ve24QuHLZp2Guy8s5MziRMx6CV8+XPwBlQ92tfPIhgbW7AlmeHUPEqa8LCeWa5ekc1phIuk2w5RoGU5UOvtX+qbgIE2MMZjn9+BVM/nFG7ujfX67gz6/2yeBz89gMOL1eocs+ky6oLfvg10dOL1uAqrKg5/Vcfn8VGJNVvnbFo4aIvqEIeHzB/jxK7t4sbQFeyh8Waso/OrcGayYm0KMhC8fFg6Pn5dLW3h0YwPb6nto6vHi8EYPZ+g1CmcWJXLdkgyW5NhIsxlkbdMEoMPlix7kmGKVvl4MWg0z06yD5vntbLJz6wuVVDQ7+dbxWRPW52c0GoYl+gCOyY3j1IJ4ntsWrPbVdrp5cnMj3zslV6p9wlFDXlnCYaOqKr9+Zw+Pb26g0+ULDxT84NRcrl2cQYJZL4LvEDR3e3h6axNPbm5kV6uTFvvAMOVYo5YVc1O4emEaM9NiSI2RMOWJRLDSF/y/RmFKT1H339sb5fPrdHPPBzVUNTu4Y4L6/AwGAx5vdETP4WLSafj6sdm8v6uD2tDP5KHP6rl8QZpU+4Sjhog+4bD55+r93L+2jha7N1yRuuGYTG46PouUGINUoA5CVbODxzY18MKOFvZ3uGlzeAeEKWfFGblyfhqfm59CXqKZJKseg4QpTzgiBzliDFoJxAaSrIP7/FodXp7e2sTeCerzM5lMuN1u1P5hmYfJ0mmxnFaQwLNbm3F4/dR1uXl8YwO3nZZLwgStfgrjGxF9wmHx9OYm/vj+Puq73GHBt2JOCj86fTpZcRK+PBiqqrKupouVGxp4t6qdhm7PgMlOgDnpVq5ZlM65JUlkxZuIN+vQyQ90whI5yBFv1qGR3yUQ7fO7/Y3dvDqIz+8XZ+dx/gTy+WVmZeHzemlubiIrOwutdmh+ZqNOwzeOy+a9qnYcnX4CKjy8voGrFqQRlym+XWHkEdEnHJJ3K9v4+Ru72NvuCretTpwRz53nzmB6gkkOTP3w+lXeKm/lkQ31rN/fTWO3h55+YcoaJfgzvG5xOsfnxZNuMxJrmrptwMlEl6tP2MeZdUygwtVRp9fn95eLgz6/e/v5/L4T8vl9c4L4/LKzs7FYLOyu3s2s2bMxm81DfoxF2TbOKErkqS1NODx+GrrdPLapkR8lBKfzBWEkEdEnHJRN+7v5wUtVVLY4wyeyuRlW7r6wgOJU65SbSjwYXS4fq7Y189imRnY22Wnu8QwIUzbrNJw3K5lrF6UxLzM4nCFhypMHty+A0xsIC/ypktE3FDSKQla8ie+FfH6/6Ofz+9MHNVS2OLjj7PHv8zMYDOROn87evXvxeDzDEn1GnYavH5vFu5Vt1HiC1b5HNtRz1YJgbp8cY4WRRESfcEB2tTq4ZVU52xp6wnlxuQkm/rqimPlZNmlBhqjtcPPE5gae3dLMng4XrXYvHn8g6mOSLDo+Ny+VqxamUZhsJTlGj1HClCcdwdZun8yfahl9QyHJqufy+cG9vf19fs9sCQaTTwSfX0FBATV79+Jxe4b9GAuzbJxZlMQTmxuxe/w0dnt4dGM9uYl5JEq1TxhBRPQJg9LY5ebm5yv4bF93eBtEskXP31YUcUxunAwYANvqu3l0QyOvl7VS2zV4mPKMRDNXL0pjxZwUcuJNJEqY8qSmwxm9gi3OrBdP30E4kM+vZwL5/AqLivj4o4/weNzDfgyDLril4+3KVuyhat/KDY1cvTCdOKn2CSOIiD5hAF0uH7e8UMEHuzpw+YIVK6tBw58uLuTUwsRxe/AdDQKqyoe7Oli5oYGP93TQ2O0JebiiP25Jjo1rF6VzRlESGbGGkLdLDtyTnU6XP0r4x5vFp3koJrrPr6CwkPb2dtra28nIzESjGd7xcV5mDGcXJ/PoxgbsHj9Ndg8rNzaQl2SWap8wYojoE6Jw+wL88OUqXi9rw+HxA8GQ4N+eV8CFs1OwGqfmtg2n18+rpS2s3NDIlvoemno8A8KUdRqFM4oSuW5xOktzYkmzGbAZJUx5KtHZv9Jn0ssgx2FwuD6/X5w9g5xx5vObnjcdg8FA9a5qCgsLMZlMw3ocgza4peON8mC1T1XhsY2NXLNIqn3CyCGiTwgTCKjc8WY1T29tossdDF9WgJ+cMZ2rFqYRZ5p62zZa7UF/0RObG6lqcdBi9+LuF6ZsM2q5aHYy1yxKZ1Z6DCkxesx67ZT7WQnQ6fRHr2CTQY4hcTg+v9+dl8/C7NhxY5Mwm82UzJzJ5k2bOOmkk4Yt+gDmZsRwbkkSKzc00OPx02z38PD6YLUvSap9wggwdft0wgD+/OE+HlpXT5ujL3z5puOzuXF5FsnWqRW+XN3q4Ndv7ebc+zZx+5vVfLK7g/2dblwRgi/DZuCWE3N49YYF/OGCQk4vTCQ3wRScxh3TZy+MFR39Wv3BHclj93wmIr0+v/9eNZOLZ/d5+YI+v06+/OROXtjehNMbOMQjjQ6KonDSySezYf16uru7juix9FqFrx2bRXJMUOCpKjyxqYFdLY4BfmFBGA5S6RMAeGR9PX/9eB+NPZ6w4LtiQSrfO2UaGbFTR/Ct39fFyg31vFPZTl2Xh05n9DQmwKw0C59flM75M5PJijOSYNHLJLMAhNq7/ffuymtjyBi0Gmb17u1dbebeT2pDPr9A1N7em47PIn4c+PxOPOkk7vvXv9i6ZSupaWlHVO2bnR7D+TOT+d/6enrcflrsXh5e30B+koUk69h/r8LERkSfwGs7W/nVW3vY1+EOVylOL0zgjrNmkDsFwpd9fpW3K9tYuaGedfuCYcrdbl+UX09R4ITpcVyzOJ2TZiSQHmskTsKUhX50uPzRkS1S6Rs2GkUhO97E907OpSDZwh0RPr/9nW7+9GENVSGf31jn+aWkpjBv/nzWrlnDcccfd0SiT69V+OryLF7d2YLd7UcFntzcyLWL0okzx8oFpnBEiOib4ny6t5MfvVJFdVtf+PLibBt3XVhIYYplUouabrePF7Y38/jGRkob7TT1eILBuhEfY9QpnFsSDFNekB1LWowBq0HClIXBGTDIYRZP35GSZNVzxfw0cuNN/PjVXWyu7cYbUGm1e3k65PP77fkFLBzDPD+NRsMpp57KP//xDzo7OklITEQ5gt/7zDQrF8xK5qHP6ul2+2m1e3l4fT0FKRaSpdonHAHi6ZvClDU5uPWFCkob7WG/SEGSmT9fXMSc9JhJOy1W3+Xmzx/WcO79m/nhy7t4u7KdPe0uHBGCL9Gi4yvLMnnlhgX89ZIizp+VwowkMzFGEXzCgel0DRzkkKieIyfGqOXE/KDP76I50T6/j3d38uUnSsfc53fcCccTCATYtGkTLpfriB5Lr1X42vIsUmMMKIAKPLWliYomBz7x9glHgFT6pij7O9zc/Fw5G2t7wgeRdJuBv11SxNJp42cybiQpbbDz6MYGXt3ZEgxTdvgGHECnJ5i4amEaK+amkBtvJskqYcrC4RM5yGHUKcEpbnn5jAhhn9/FhRQlW7h39f5x5fNLSEhg4eJFrFmzhpNOOXlYK9kiKU61cuHsZB74tI5ut582h5eH1tdRlCrVPmH4iOibgnQ4fNyyqpxP9nTgDoUvxxq1/OXiIk7KT8ComzwFYFVV+Wh3Jys31PNxdScN3W46BwlTXphl49rF6ZxVlEhGrJF4s+RiCUMncpAj1qhDFteMLL0+v++eMo2CFPO48vkpisKpp53GH//wBxobG0lMTBx2UDOATqvw1eWZvLyjhR63ExV4ZksTX1iSwfLcOPH2CcNCRN8Uw+n1872XKniroi3cCjFqFf5wYSHnzEzCbJgc4csub4DXylp4dEMDm+t6aOzxhANPe9EpCqcWJnDt4nSW58aRZjMQK2HKwhHQ4fQR2loY2rsrL6ajQfIhfH41HS5+e97o7+097rjjSEpK5vVXXyM7O5u4uLgjerzCFCsXz0nh/rW1dLn9dDh9PLSujuIUCykxhhF61sJUQq5DpxD+gMr/vVbNqu3N9ISmwjQK/OLsGVw2LzW4PWKsn+QR0ubwcv/aWi74z2ZuWVXBKztbqW51Br/f0MnYatBw1cI0nv/yXO67vITL5qVSmGIJhk9P9B+AMGaoqkq3u8/TJ0McR5eD+fw+qg76/F4cZZ+fNSaGSz53Ke++8za1tbUEAkf2tXUahRuXZ5Jm6/P2Pbu1mZ2NjvBOdEEYClLpm0Lc9d5eVm5soN3pCw8s3HrSNL60NINEi35CC549bU4e39TIqm1N1HS4aXV4BxwU02wGLp+fyhXzU5mRFPTFGHSaCS90hfFBj9uPNzKjz6yX9u5R5mA+v9KIvb03jeLe3rPPOYfnnnmW1199jaysrCOu9uUnW1gxJ4V/r62jy+Wjw+XjwXV1zEyTap8wdET0TRH+s7aWe1fvpzkifPkLSzK4+cQcUm3GCSv4Nu7vZuWGet6qaKO+yxNqr0WLveKUYJjyBbOSyY43kihhysJRoMPliwpmjjdLjuNocCif390f9u3tHQ2fX2xsLJd87lIefvAhzjv/fGw225F5+zQKNyzP5IUdzeH80Oe3N/HFpRkcnyeDZsLQENE3BVi1rYnfvbuX2k5PeIDh/JlJ/OzM6WTHGydceKwvoPJeZRuPbGjg05ouGrs9wV3BkWHKwLHT47h2cTon5yeQYTNIu004qnQ6oweEgnt3x+75TDXGk8/vnHPO4flnnuX1114lMyuT2NjYI3q8/CQLl85N5d7VtXS5fHS6/Px3XR2z0q2kSrVPGALSfJjkfFTdwc9eq2ZPmyvsNVqeG8tvzy9gRqJ5QomgHrePxzc2sOK/W/nqM2U8u62ZymYHna4+wWfUKlw0O5knr5vD/66ezbWL05mZaiXBop9Q36sw8eh0RVeZZZBj9BkvPr/YuDhWXHop77z1NvV1dUfs7dNqFL5yTGbUSswXdjSzvb5HvH3CkJBK3yRmW30P33uxkvJmR/hkNDPVwj0XFzEzzTphIkkaut08vbmJp7Y0sbvNSYvdG46a6SXerOOSuSlcvSCN4lQrKTEGTHrx6wmjR4fTNyCYeYL8iU0qxovP75xzz+X5557l9ddeIyPzyKt9eYlmPjc3lX98Evx+ulx+/ruunjkZMVLtEw4bEX2TlL1tTm55voItdd3hAOLsOCN/WVHEwizbhPC0lTXZeXxjIy+XNrO/00ObwzsgTDkn3shVC9K4ZG4K0xODYcoGcc8LY0Cny0dkQSc4yDH+/84mI1E+v2Qzv3hzkDy/Vge3n3X0fH6xcbGsuORSHn3kEc486yxKZs48Im9fb7Xv+W1NdLuDVoKXdjTzpaUZnJQfL8c94bCQV8kkpMXu4eZVFayt6cQTKv0nmHX8ZUURJ8yIH9fhy6qqsnp3Bzc9W87nHtrG3z/Zx+a6Hpp6PFGCb35mDH+4oICXvzKf206bzrJpcWTEGuXAJ4wZAyp9Msgx5iRb9VyxII3/XjmLJdmx4YvdFruXp7Y08eUnS9mwv+uotEgVReGc884lKTmJx1Y+SkdHxxE/Zm6Cicvmp2EzBus1XW4/D3xaR7vDd8SPLUwN5Aw5ybC7/Xz3hUrerWoP+1Yseg1/vLCQM4sTMenHZ/iy2xfgpR3NXPXIdr74RCkrN9Szs8lOm6PPHK9VFE4rSOC/V87kievmcOPyLOZkxJBslYqKMPb03/QSb9JLe3ccEGPUctKMeP575Uwunh3h83NH+Px2NB8Vn19cXBxf/drX+GzdOj75+OMj3smr1Sh8eVkGWXGG8Gvr5Z0tbK7rxuMfu73DwsRB2ruTCK9f5SevVvFSaQt2tx8Ibp341TkzWDE3hZhxGL7c4fDx3PYmntzUSHmzg6YeDy5vgMjrbotewwWzkrlmUTpzMmJIsxmwyE5TYZwxYJBDpsXHDQadhlnpVu5ZUUjhJ2b+ubq2z+fXaOfWVRVUNDu46biR9fkpisLipUs57YwzePThR5g9ezbT8/KOqM2bE2/iivlp/PmjfXQ4ffSEqn0LMm2k2cTbJxwcEX2TBFVV+c3bu3l8c2NwmpVgbMkPTp3GNYszSDDrx5Xgq2l38cSmRp7f3szedietdm+4Fd1LSoyey+elcsWCNPKTLKTESJiyMH7pGCyyRXop4waNopATb+J7p+RSmGyJ8vnt63Tzpw+Ce3tH2udnNBr54vVfYtPGjTzx+BPc9K1vEh8fP+zH02oUrl+WyTNbmugKVZdf29nKpmXdnFaQgGEc23eEsUdE3yThn5/Ucv+ndbTYveH4khuOyeQbx2eTEmMYN1WxzbXdPLaxgTfK26jrctPu9OHvN5xRmGzh6oVpXDg7mZx4E0lWCVMWxj+dzr5wZkWBWJMW7Xj5wxPC9Pr8piWY+PGrVWyu7cEXUMM+v73tLn57fgELMkcuzy8tLY2v3PAV7vrDXRyz/BhOPOkkDIbhV+Wy441csTCVP30QqvZ5/Ny/tpYFWTbSpdonHAQRfZOApzY38scPaqjvcocF34o5KfzwtOlkxY19+LI/oPL+rnZWbmhgzd5OGroGD1NeNi2Waxanc1pBIhmxBmmPCROKyEGOGIMWvQwVjVv6fH6z+MUb1bxW1orTG4jy+f3i7BmcNzM57AE8EhRF4YSTTuKjDz/i4Yf+R3FxMVnZ2SjDPL5pFIUvLc3k6c191b43ytvYsK+LM4oSx/WwnjC2yCtjgvNOZRu3v1HN3nZXuLV00ox47jxnBtMTTWMqmhweP09uauTSh7Zy41NlPL2liYqm6DBlvUbhvJlJPHrtbB75/Gy+uCSDWWlWEiVMWZhgdLq84b/BYGtXXr/jGYNOw+x0K39eUcTNJ+YQZwrWQCJ9fn/+sIYOp3dEvp7ZbOYrN95Id3cXzz33HN3d3Uf0eFlxRq5amBZ+3naPn/vX1tHulEle4cBIpW8Cs3F/N7e9VEVlizNcYZiXEcPdFxVSPIbhy83dHp7a2sjTm5vY1eqk2e7F44sezogz6VgxJ4WrFqYxM81Kaowek14rfj1hwtLp8ocHOYJV6jF+QsIh6fX5ff+UXAqTzdzx5u6j6vPLmZbDtV/4Avf/+z6WLl3KkqVL0euHNziiURS+uDSDJ0M+7oAKb1e28VlNJ2cVJ0m1TxgUEX0TlKoWB7esKmdbQ0/YEzc9wcRfVhQxLzNmTDxwFc0OHt/UwEs7Wtjf6abVPjBMOTveyJXz07h0XjBMOVnClIVJgMcXwOH1hyvYcbKCbUKRbNVz5YJ0chPMB/b5nZfPgqzYI/L5aTQazj7nHFZ/8gn/ue9+snNyyD6CNm9GrJGrF6Xzh3f30u70Yff4uW9tHUtyYsmINQ77eQqTFznbTkAaut3c8nwF6/d1h0NFU6x6/npJEctz40ZVRKmqyto9nXz7uXIufXArf/1oP5tqe2jsjg5Tnpsew2/Py+flL8/nh6flcsy0ODIlTFmYJHS5fETGpMWZdIzQDIAwSkT6/C6anTwwz+/JnbwwAnt7rVYrN33zm/T0dPOf++47otBmjaLwhcUZTE80hYeG3q1qZ11NFy6f5PYJA5FK3wSjy+Xj1lWVfFDdEf6jjjFo+dNFhZxakIhpBEzHh4PHF+CtijZWbqhnw/4eGrvddHv8UcMZGiXoL7x2cTrH58WTbjMSa5ItBcLko8PVfxuHVPomIpE+v8JP9vPv1bV0ROb5vVBJZYuTbxyXRfwR5PlNz8vj27fcwm/u/DWrnnuey6+8gpiYmGE9Vnqskc8vTGdv+17aHF4cHj/3rall2TSp9gkDEdE3gXD7Avzw5SpeK2vF4QmGL+s1Cr85L58LZqdgNR79bRudTh+rtjfx+KZGypoGD1M26zScNyuZaxalMT/TRmqMAatBwpSFyUtnP9EXb5ZBjolKf5/fLyN8fvtHyOen0WhYumwZ11x7DY8+spLc6bkcf8IJGI1DF2kaBa5dkh7OaO1NS1izp5PzZiaPWiFAmBiI6JsgBFSVX761m2e2NgXjTghmgf3kjOnhCa6jeYrZ3+Hmyc2NPLe1iT3tLlrsngFhyskWPZfOS+HKBWkUplhIiTFglDBlYQrQ6ezf3pUVbBOdYJ5fOtMSzPxkEJ9fTbuL3xyBz89oNHLRihXs2rWLf/3zn6Slp1NSUoJWO/SL97QYI9csSmdP255gtc8b4L61tRw7PY4MvVT7hD7kEmCC8OcPanhwXR2tjr7w5W8el82Ny7NIth698OVt9d38+JUqLnhgM79/dw+f7uuirssdJfjyE8389IzpvHrjfO44ZwYnzkggJ96ESQSfMEXodPav9ImNYTJgM2o5eUY8D1wx0Of3YXUnX3lyJy/uGL7Pz2az8dWvf534uHju/dvfaGxsRFXVQ39iPxQFrlmUxoxEUzi14cPqDj7Z3YHrKOwUFiYuIvomAI+sr+evH++nsdsTFnxXzk/lu6dMIyN25AVfQFV5r6qdG5/ayZWP7OBfa2rZVt9Ds90btT1jSY6Ney4uYtWX53HrSdNYnBNLus04Yin2gjBR6HANXMEmfwaTA4NOw5yMwfP8doR8fn85gjy/tLQ0vvPdW2loaOShBx+ks7NzWI+TGmPkmsXp4efn9Aa4b00tbSOUMyhMDqS9O855dWcLv3prD/s63OGTyhmFidx+9gxyE0Y2fNnh8fPKzhYe29jItvrgBK7dGz2codMonFGYwDWLM1g6LZZ0m4FYo078esKUZsAgh0S2TCr6fH7TBvj89nW4ufuDGiqH6fNTFIXikhJu+tY3ufsPd5E3PY+LV6zAYrUM6TkqCnx+UTqPbezz9n28p5OPqzu4cHbKiGwWESY+IvrGMWv3dvLjV3ZR3dYXvrw428YfLsinKMUyYieV5h4Pz25t4qnNjVS1Omnu8eLuF6ZsM2q5aHYKn1+Yxsx0K2kxBswGCVMWBIjeuwu9gxxj+ISEo0Ky1XBUfH5arZbjTziB6l3VPPboSnKm5XDMMcegj9jP6/P5aG9vJyEhAZ1u8FN3itXAdYvTqW510urw4vQG+PeaWk7Ii8ccJ94+Qdq745ayJju3vlBBaaM93FItSDZzz8VFzMmwjci2jaoWB3e+tZvz/7OFO97czce7O9nX4cYVIfgyY41858QcXr1hAb+/oIAzihLJSzRjEcEnCGE6nT4i55rizLJGcLJytHx+JpOJK666knnz5nPv3/9OZWUlfr8//P4d27fzzttv43A4DvgYigJXLUyjINkcDuhfvbeTD3Z1HHG+oDA5ENE3DqntcHPz8xVs2t8TDjjOsBn464oilk47skR4VVVZV9PJLc+Xc8mDW/nzh/vYsL+bhm4P3ohKxex0K786dwYvf2U+Pz5jOsunx5EVZ8Qgq30EYQADIlskj3JSc7R8fnFxcdz0rW8RFxfP3Xf9kZq9ewkEgmLtg/ff59WXX8Futx/0MZKtBr6wJIM4c/A5ubwB/r1mP20O8fYJIvrGHe0OL7esKueT3R24QxkQsUYt91xcxEn5CZiGKbq8fpXXdrZy7aM7uO6xUh5a38CORjutDm/4ZNUbpnzf5SU8/YW5fPO4bOZnxZAaYxiTtW6CMFGIHOQwaBXMBq1EtkxyIn1+f7yogGnxRjQKUT6/771YSU27i8AQBnIzszL5/g9+gM/v4093/ZH6+nqcTicfffghmzZupGbvXnw+3wE/X1HgygWpFKVYwsftT2u6eL+qHYfXf8DPE6YG4ukbRzi9fn7wUiVvVrSFS/FGncIfLizg3JlJWAxDz2/qdvtYta2Zxzc1srPJTlO3F6fXH+XXM+kUzp2ZzDWL0lmQaSPNJmHKgjAUOiIiW2xGnVwkTSGSrYbw3t7BfH772l385rwCFmTZ0B1Gl0ZRFPLyZ/CDH/6QO++4g7/e82dOOOlE6uuC4m/N6jXMnDWL2NjYAz5GotXAFxdnUNnsoMXuxeULevtOzo/HEn/0Q/yF8YuiDicUSBhxfAGVH79SxX/X1dPu8KISrLzdeW4+X12eRaJFPyQRVtvp5qnNjTwbClNu7vHi8Ud7OhItOj43LzUYppxsITXGgFEv2XrCxMVf1oq/rB2MWhSbHk2sEWwGFJsBJdaAMowLp8Nh8Z/WsaWuB7+qkp9k5oNvLiZLjPNTCo8vQFmTgzverOa1stbwhbtBq6Ek1cztZ83g3JnJhz1F6/f72bhhA7+589f4fD527dqFx+1m/oL5/OOf/yQ9I+Ogn99m93LRf7fwaU0XvoCKSafh35eXcNm81GEVEITJgVT6xgl/fG8vj2xooN3pDVfhbj1pGtcvzRiS4Nve0MPjGxt5rayF2k43rQ5fVLYeQF6iiasWpLFiTgo5CSaSrQbJ1hMmBd53a3D/YzOqwwdaBUWrgFYDWiX4z6RDiYkQg7ERgtBmQLEZUWz60G0jSqwebMbg+2L0KINU8FRVpcvdV+mLM0lrdyoS9vldXERhyn7+tbqWztDe3u0Ndr7zQgUVzQ6+fpC9vT09PezZvZvq6mp2V1dTUVHB3j17cDgc4aGOsp1l7Nu3j+SUlANO8QIkWPV8cWkG5f2qfacVJIjom8KI6BsH/GdtLfeu3k9zT1/48heWZHDziTmk2oyHFHwBVeXj6g5Wbmjg4z2dNHS5Q8by6I9bnG3jmkXpnFGUSEaskQSzbkSmgAVhvBCotxOo7UHt9gz+AYoyuBgM/V/pd58S+X6dgmLVo8QGhSGxQTHosBlw213hi7U4s1727k5RNIpCTkLQ51eQbOZXg+T5VbU6+fmZeYPm+amqypbNW3jqiSeoq6vD6XTidrujtnS43W7WrllDSUkJtoO0eBXgsnmpPLKhnrV7u/D6VTbs7+atijauXJAmwm+KIqJvjFm1rYnfvbuX2k5PWKSdNzOJn50xneyQMfhAuLwBXtvZwqMbG9hc10Njjwe7p1+YsqJwWmEC1y5OZ9m0ONJjJUxZmMR0eej9QzLffQqKUYva7Qn+6/JAt4dA+LYbur2oXe7g7XYv6qEc94OIwWabHv9508ESPJzGm3Vo5Q9sSnNQn9/mRmranIP6/KxWK+eedx6zZs/ixRde5KUXX8Dtdg94/A8/+JDLr7jyoKIPIMGi50tLMylrdNBsD+av3re2jtMLE5kmom9KIqJvDPmouoOfvV7NnjZXuDW0PDeW351fwIwk8wEjH9ocXp7d0sSTmxupbHHS1OMZEKYcY9By0exkrl6Uzuw0K2m2A4cpt7e38+orr3LRxRdhs9lG/hsVhFEi0OmGgIqmOBHDRfloUizgV8EfQPWr4f/jV1FDb8Pv9wVQHb6BYrDL0yccIwRk79tOBQIRf1jBbRxj9zMQxgeReX6RPr9ut58Pqjv5ylOlA3x+Go2GxKRE4uLjmDZtGuddcD6rnnuO1155la6urvBjl+7YQW1tLSkpKWh1Bxdvl85N4eH19aze04nXr7Kptps3K9q4emEaVhF+Uw4RfWPE9voevv9iJeVNDvwhwTcz1cKfLipiZpp10Lbr7jYnT2xq4IXtLdR0uGixe/H6oysT6TYDl89P47J5KcxIMpMSY8B4gJgXt9vNa6+8whOPP868+QtQpDohTHDULjdqQEWbYkaJCfr0ejmsV3dARfVFi8HBBGLkff79Xajv7QVnMEYjXlawCSF6fX73XFxIYYplgM/v1hcqqWxx8PVjs4iL8PlptVqSkpOJi49nem4uF1xwIc899yxvvv4Gdrsdt9vNp2vXUlRcdMgL9XiznuuXZlDaaA9vW7pvTS1nFiZiTRTRN9UQ0TcG7G1zcsuqCjbXdYfDl7PjjfxlRRGLsm0D4h7W7+visY0NvF3ZTn2Xm3aHLywUeylJtXD1wjTOn5VMdpyJJKv+gLERqqqyZvVqHn7of+zYvp3m5ma+fcstmEymo/MNC8IooXYG27tKnHHQoYtDolEGnfA92CN1B1QC2r4LK6n0CZFoFIVpCWa+d/I08pPM/Oqt3dSGfH41HS7ufr+GqhYn/zeIz0+n05GSmkpCQiL5BflceNFFPPvMM7z79jt8+MEHXHrZ5w6rO7NiTgr/+6yBj50deP0qW+p6eKO8lc8vTidGqn1TChF9o0yL3cMtqypYs7cTT6hKl2jR8eeLizhhRny4KucLqLxT2cZjGxr4dF8XDV0euty+KL+eosBxuXFcsyidk/ITyIg1BHd+HqTKUFVZxf8efJDVq1fTUF+P2+1m8ZIlFJeUHHQSrD9erxev14vP58NkMmGI2BEpCGOFGvL0KbEGRkt5dbq8Uds44sw6GeQQBpASY+CqhWnkJpj46Wu7wj6/ZruXJzc3srfdxW/OzWd+lm1AmoJOryM1LY2ExESKiou5+OIVvPTSi7S3twdbvNqDC7c4s57rj8lgR6Odph4PHn+o2leUSEyS+Wh+28I4Q0TfKGJ3+/nuC5W8U9UeznCy6DXcdUEhZxUnYtJr6XH7eHFHC49vamBHg4OmHg8OT3SYslGrcHZJEtcsSmdhlo30WAMxhoMPZ7S2tPD4Y4/x2iuvsn//fhwOR3gibOGihWxYv56uzk5amltobm6io70Dl8eN1xMSdyGR5/V58XmD8RSqGkBVQaNRsNlsJCQmkZiYSGJiQvBtUhKJiUmkpKQwPW86RqPklglHF7XLHa70jZbo63D6CEQMgMggh3AgbEYdJ+cn8MAVs/jFm9W8HuHz+7C6g688VcrPz5rBeQfI89Pr9aSnp5OYmMjMWTOJi49Hozm83L+LZ6fwv8/q+ajai8evsq2hh9fLWrluSQYxRqn2TRVE9I0SXr/KT1+r4qXSFuzuYN6STlH45TkzuGRuCj0uPw+uq+PZrc1UtzrDk1aRJJh1XDI3hSsXpFOcGgxTNh0iTNnlcvHSiy/y1JNPsqd6Nx0dHVHj/4qi8MKqVaxdvYb4hATi4+OJi4sjMzsbvUGPXqdDp9OhDb3VaXXo9Tp0egN6vR6dXofTbqezq4uuzk66urppqG+gvKyc7u5uuro6cbs9xMXFMnPmLOYvXMiChQvIy8s75NWpIAwF1ekDjx9Ugl6+UdJd/eORpL0rHAxjOM+vkHsjfH5uX9Dn990XKqk8RJ6fwWAgIzNzSF831qTjK8sy2VbfW+1TuX9tLeeUJBFjlGrfVEFE3yigqiq/fWc3j21qpNPlQyV4PvrBadNYkh3L3R/U8PrOVvZ3uml1eMM+v15yE0xcuSCVFXNSyU00kXKYYcotzc3c9Yc/sPrjT2hqagqHe/Z/bjk50/jxT39CQkICOr0evU6PTqdD0ShoNBoURYn6p1EUlIj7A34/Pp8Pr8+Hr/dfqPXr8/no7OqirLSU8vJynnnySf7z73+TlJLMnLlzWbhwISeccCLWGKsMkghHhNrtgdB1khJnCEaqjAIdPd4BlT4Z5BAOxqF8fn86RJ7fcDl/VjIPflbPB7va8fhVtjfaeXVnC19cminVvimCiL5R4N7Vtdy3to4WuzfsyTujKJEdDXZWbW+hsdtDh9M7IEx5YZaNzy9K48yiRDLjjCSa9UMKU46Lj+frN93EqaedzpYtm9myaTPbt23D6XRGVfsqysvZtm0bV1x55VEZ5vD7/cwsKcFut2O326mrraW0tJSKigr+8be/88j/HuaCCy/kvAvOJzY2VsSfMCzUUFwLgBJrZLTCKDt6PFGDVVLpEw6XKJ/fq7vYXNfn83tqcyM1B/H5DYfeat/WUK6r169y39o6zp2ZjNVolhWcUwDZvXuUeXJzIz9+ZRd7251hUWc1aDFoFbx+Fbs3OkxZqyicWhDPNYsyWD49lnSbkTiT9oiEkNvtDguuzo4Oyssr2Lp5M5s3b6K8rByfz0dqaip/vOdPLDvmmCENdAwHr9eLw+HAbrfT2trKO2+/zfvvvY/ZaOS8Cy7gggsvID4hQcSfMCR8Gxrpueh5Ag12rP87F8PnilDMR/+69vP3b+b5yjZcocGsyh8dS36KRU6gwmHj9gUoH2Rvr1GnoTjFfFCf31Dpcfu5/H9bebeqA48/gF6r8McLC7h+WSY2o9SBJjsi+o4i71S08e3nyylvdkZN92kVZUDkikWv4cLZyVy9MJ25GTGk2QxYDhCmfCSoqorT6cQREoEtLa2U7tjBls2b8ft9fPf7PyArO+uwzcFHSiAQoLOzk/r6et59+23ef/c9FI2Gy664nItXrJAYGeGw8b5bQ881r6A2OYh5fgX6s6ejjELL6ry/fsY7+7rxBFSsWoUdPzqO3ER53QpDI6Cq7Gt3c+/q/dy3ppYOVzD3UaNAdpyJm47L5mvHZR7Q5zcUntnSxLefL6chtK5wTrqVVdfPY0ayXKxMdkTWHyU27u/mBy9VUtESLfiAKMGXGqPnsnlpXDE/lRnJZlIPEqY8EiiKgsViwWKxkJySQk7ONIpLijnrnLNxu1wkJyePaoVNo9GQEBogyczM5MyzzuLtt9/moQf+S2VFBTd961skSNVPOAx6J3ch6OkbVk7fMOh0+8N/47F6LdrRuV4SJhkaRSE3Mbi3tzDZzC/f6tvbW9Ph4u4P9lLV6hg0z2+onFOSxOJsG29XtgerjM0OXtzRwg3HZGIziSyYzMhv9yjwwvZmfvFGNdsb7PgPsMszP9HM5xelcdHsZLITzCQfJEz5aKLRaoiJiSEmJgYIVgLHQmApihKeHE5LT6eoqIh/3ftPfvaTn/C973+fvBkzRq36KExMoj19o5jT5w2ErRsyxCEcKSkxBq5cmMa0QXx+h8rzO1xijFq+ckwmG/Z309Ad9Pb959M6LpydTIxJJ9W+SYy0d0eYNoeXU+/dyI4G+4AWbiQmnYaUGD2ZsUbizTpsRh2xRi2xJh02kw6bUUusUUesWdv3f6MOm7n3fVqM+pFv/44X3G43ZWVl/P0vf6Wzs5PvfPe7LF22FL3+yFsbwuTE9beNOH+xGrXDTVz5l9HmJxz12BavX6X4t6vZ3e4CYHlmDM/fuID0WMmkFI6MQ/n8+u/tHSp2j5+rH9nOmxVtuH0BdBqF351fwI3LM4mVat+kRX6zI0xVi4P9ne6DCj4Aly/Avg43tZ0etBrQahR0ioJWE/qn0Pd/jYJWUdBpiLpt0mmIMWqJNYXEYkg42ky64H3G0H3h92vDt62HCHMea4xGI3PmzOH/br+d/9x/H7/79a+587e/YfacOZLvJwxK7zYOzLrgKrVReH13u3z4IjP6YgyyjUMYEXrz/P50UREFyX0+v948v1tfqKSy2Tlsn5/VoOWGYzJZv7+L+i4PvoDKfz6t5cLZydiM4/v8IAwfEX0jzKw0K3EmLe1OL4dTQw2oKgF/sGIwVBSFkBgcKBZ1EeIw+D6i7jNoFayG3spir0AM3u4vEKNvB/8/lOiY4aLVasmZlsO3br6ZX/3iDv70x7v5ze9/R0ZGhnj8hAGEt3GMYmu3o98KtgSLXrZxCCNGpM+vIDmY5xfl8/uwhl2tDn42TJ/f6UWJLJsWxxtlrbh8AapanLywvZmvHZsl1b5JivxWR5gYo46Xb1jAx9XtgILXH1yx0+Xy0eX2h//f7fIF/+/20eXy0+3yYff6B2T1HQxVBZ+qDghzPhwUguvTgtXF6KpiVMVxkCqkTlGwGDRhARj9trfaGBKQxqCoDAtIow7DEAZVFEUhNTWVW7/3XW77/g/45z/+wW0/+tFhLRkXphZqp6dvBdsoBTN3uvzRe3dNWsnoE0ac3jy/afHBvb1ben1+PR6eCPn8fj0Mn5/VoOXGYzJZV9NFfZcbX0DlgU/ruGh2ilT7Jiki+o4Cs9Ks5MQbAQVVVfGrKv4A+ANBgRa83fuP8H1efwC7JyQQXUGB2B0hCrvcPrpd/qi3wY8LCsihiD+V4PPxo8LARR2HRDNIu7mvwki/273vD368Wa8ZUDnsFYeRt3urkDajjpikTL5+83f4/a/u4Plnnw0GSZtldZDQR1Slb5TOVp1OL4GIbYnxZr20d4Wjgs2o45SCBB64YiZ3vLU7am/vB9Ud3PD0Tn5+Zt6QfX6nFiSwfFosr4WqfbtanTy/rYlvHJ9NnFT7Jh3yGz1KDCfkUgUCITHoixCK/pAo9AWixWLUfaqKw+0PVRNDorBXKIari/6+225f+L5utx+3L8BQ6oUBVcXjB4bRltb0+hX7VRSjK4wDq5B+r0J7/DH8/f7/8XRbGvFp2cSa9NiMES1qU4SvsbfiGBKQMUatTFZOYtQuD2qAsa30meU1Jhw9jDoNczNjuOeiQgqTzdy3pi7s89tW3xP0+bU4+dqxh+/zsxi03Lg8k09ruqjrrfatq+PiOSnESrVv0iGibxyh0CdwDMP4/IAaUTnsV1H0RQjFqPtCn+Py9lYW+6qKXb0t6IhqYrAK6YuqQvbfKnLo5wkBv4p3SDIziDZrObrda9j7/ts4is9C0Rv7eRoHrzhqNQp6TdDH2CcEg5PRtlAbOuxdjBCKkVVIvQSwjWvC7d1Y46h5PjucvqjrnjiTXtq7wlEl6PMz8/1TcilItgz0+X1Qw66Wofn8Ts5P4Ljpsby8sxWXN8DuNhfPb2vimyfkSLVvkiG/zUmERlHQaBlWdpPaKxijWs8qfpXoCqPaKxgJ3/b6AmER2CcM/XR7IiqOLh/dHn9UdTEoHn1DKhb6DVa6px1L7O6PaMtchs+axFDGNLX9qof9q4uDVRx7J6eDbemQWOz1K4aHX4Jt6MFa07EmLaZJHK8zXgi3d+MMo1bp6z/IEWfSySCHMCqMpM8vWO3LYvWeLuq8bvwBlf+uq+OSOanY0mSX9GRCRJ8ABAcmdFoYTiynqkZXEA/pYexXbbRHCsYID2P/NnRXqArZbTkJteZjbPWb6Mw7mYD28OuiflXFPwJt6cEmpg/kYdRpFIxahZioamJfLmNsyN8YHbXTNwwTM87jdcYDakBF7fFCQEVjM46ipy96+CrerEMyxIXRotfn958rZvLLN3fzevnwfX4nzojnhLw4XiptwekNsKfdzTNbm/j2iTnEj8IOa2F0kN+kcMQoSrA6NtyNIv2F4qAexqiKY4BXEj/HS6+9zY+/9DW0lthQRbHXsxjpaQy1oSPu6xWTTm9g1NrSvfE6YWF40Knp6IlpfW+8zoBhl95MxsgKozYU7t3nbRyLTS+jjdrjAX9wokKJG8XIFoeXQITqk40cwmgT9vldXEjB6qDPr3MYPj+zXstXj83ikz2d1HYGq30PflbHpfNSiTVJtW+yIKJPGHO0GgUtCgwhczlw5hk898RjZGp6KM7LQVU0UW1p3wH9i33i0uMPhFrNvsErjIPE6/SKyx6Pb9jxOu4h/nx643UGBHRHVR2jh2N0EULSYoiclo5oTZu0UW/DLeqIKqRBp5kYbemIFWzEGkdvBZvdExXEHmcS0SeMPtpIn1+ShTvfHtzn939n5ZEdZzpgIfy46fGcNCOeVdubcXoD1LS7eXpLI985aZpU+yYJ8lsUJiSFRYXEx8WzfdtWiooKMZlMQ36MwdrSvshqY3iKOqIKGbrt9avYPYNE5wwSpdPrcYysQnqHGa/jGWa8Tjicu//EdL/7+lchTTpNv2EXbdS0dO/tqCqkIbglxjKKbenwNg5GudJn76v06ZRg7plURISxIjXGwNUL08hNGNznV9MR8vll2tAN4vMz6zV8dXkWH1Z3BKt9qspDn9Vx2bxUYk1WuaCZBEx60ad27WHL9v10ewOH/mAFtAYzVmsMsSlZZKXaMMgRfFxiMBiYN38+W7ds4YILLxyW6Bu5tvTgU9ODTUz3CkmnJzTM0jstfbCKoytaVLqGEa8z3K0vGqU3k/HQW1/65zYatAoxEXmM4Wlpo65fKzq6NR1rDMbrDGXrixpR6Qtu5BjytzosOpx9Fd8YrTIqm2oE4WDYTAf2+b2/q4OvPLWTn5+Vx7klg/v8lufGcUp+As9va8LhDa4LfXJzI989JZcEqfZNeCb9b9C+4XF+97u3aLB7D+8TNBq0Gi1avZnY1GxSs2ew7OSzOPOkuWRYxdcwnli8ZAn/e+ghvB7PmHz94bSlewlEDrv0n5gedIq6T0S6fYGwAOwvFLsOEejdM5x4nSPY+hIdpUO/auKBK456jYLFoA1NR0cOt+j6Db8Eq4vm2m50Jh1Wkw5jrHHULtY63X05ffEG3WgNDQvCQTmUz++7L1RS1ezkq4P4/Ex6DV89NpMPdrXjCLWI/7e+nssXpBEn1b4JzyQXfV52b9lAdU0Nbc6h9sUUNLt3od/0KRs+fJ0X5pzJNd+4gQvmp2CSI/u4oLCokJaWFhwOB4mqOqH28R5ZvA79qol9wy5R9/WvQqrBtnRPqO3cHYrS6YrMZ4wM9O5Xhex2+/AdRsE8/DwJft3hCEYYGK8TPTUdPRijcfpQTstG6w2g/7QWy85mbAZtsNVs1mGz6MN7pQdWGKOrkGa99rDa0qqq0ukNhCt98SYJZhbGDwfz+e1td/HHD2qoCuX55cRH+/yWTYvj1IIEnt3ajMPrp7bTzZObGsg5JZcEy+GFPgvjk8kt+gKtlJXX4R7KmSqMSsDnxu1z43Z00t72JPfUNmL/5c+4amEyRhF+Y05KaiqqqtLW1kZmVhZa7TBKbhOQyLa0cYifO3DrS7Rf8WBbX3wBFYcn1Hr2hKalXf0qju5B7gtVHT1+dUht6SHH68SFonu63Gi63UFR2Bunox2swjj4JLVBo2DTarD17pe26LFZ9MSZ+vZL20xajBqFbo8//D1ZTcMJPBKEo8vh+PzuDPn8ei9CTToNXzs2i/d3tePoCMYSPby+gcvnpxEnE+oTmskt+twVlO2y4wufNPTkHHs+y6aZGTyyyI/HaaezuZbq8jJqWl3h803A3UVj+dvcd08BM/9yA4uSzOjkdT+mJCUlodFoaGlpIRAITBnRdySMxNYXX6RQ7DcZ7TuIiHT5oqel+0fo9LWhfX1VxlAV0jHMtrQXgqLxMN0dEPoZKX3VRJ22n0gM/dMArY6+B97S7OCc+zcTZ44I7TZGROiE29LafpmMfbmMsvVFOBpE+vzueHM3b/Tz+d341E7+r1+e35KcWE4vTOSpLU04PH7quoLevtwEk1T7JjCTWvT59pZS3ubtje8CbQ7HX/d1vrowAdOg+kBFDQTwed24Ovex6aX/8sqrn7K21ok3APgdNK1/iqc+uJDZF+aiM4jqG0uMRiOxsbG0tbYRCAynmisMFU1oQOOIfIwD1gMeYHI6Ir/R4wvQ4znQlHRQIHY6vHTbPXQ7e9vUAbp9fnr8KkN5daiE4nX8oVu+w/u8Hm+ArfU9oXgdoodfBmx/GXxyOrj1pVcwDgzyHmxNYO/7jbrDa0sLUxOjTsPcjKDP795PzNy/tm9v79b6Hr73YiVVrU6+ujzo8zPqNHx1eSbvVrZR4wlW+x7ZUM8V89OINelkaGmCMolFn0pn2U72ufz0uvkUWwHzZmeSnm7jkHotO4uMjGwWL3mMH/5oJVvaglU/1V3P6g824Tk7E6thOLUSYaRQFAVbTAx2e4+IvglA2Mc4Eltfwu3pfj5GfyCiuhj8HG9AxeH19wnEkFjsXQPY7fbT6fLRbffSbff2+Ro9Abp9gaEUCSPidcAzrGnpg0TpDDY5HRaUwZN6jLG/IOyXwXiA2B2rbH2ZEmg1CtMTzXz/1ODe3jvf3sP+ThcBFfa0u7j7/Rqqmvt8fouyYzmjKIknNzdi9/ip7/Lw+KYGchOnkyjVvgnJJBZ9HqpKq7D7fGHPjS53JiW2w5ywU/RYkqYz/cRrWLH0VcreqcfhVQE/7eU7UX1nw7AaZMJI4vP50Ol0E2qIQxg6I731JbrC2CsY+3saVXyAyxsIt6G73RHDLy4fbQ4fZU12VFVFp9HQ4+lrVXe7fTh9Q936Mvx4nd6tL9GCcOAu6UgfY+/H6jUKVmN/gagND79EhXsPktsoVZ+JRWrv3t4EEz97dRdb6oM+v6awz8/NnefOYH6mja8dm8k7lW3YQ9W+lRsauHJBWnDPtPzeJxyTV/T569hZ3oLH13vw1JBWUkKKUTeECC8FxZTFonnTMH3QhMMb7PP42ppQVaksjQecLhdGo0lEn3BQjla8jjeg4vQEUAlOj/eP2XH71PDkc6SHMRza3btP2h0Z4B28r8fjH/bWl6HSu/VF12+o5WBZjDql72Msek24zRyejO4nFqNuR+QyTpitL5OMWJOOUwsS+M+Vg/n82sM+v9MKEzmrKJHHNgWrfQ09Hh7b1EheklmqfROQSSv61J4ydu529g1xKGZmzCzEqtMO8QCjJTExLvqKZpgRFMLI43K5MJlE9AlHj6MVrzOgqthvmtrrD9DjiYjTcfuJ3ivtG6Rd3bcJZijVwsitLwxz60v/cO6DVRwj32fSKn0rAfvtlw4LxtB6wKgBGePobn2ZjETm+f0j5PPr7Ofz+8bx2VwxP5U3K4LVPlWFxzY2cPVCqfZNRCat6PNWlVLZ7e1Le9BMo2RWHHrdUKfjVBwOJ2pEj0axxiBHmrHH5/Ph83oxmowi+oRxyYjE6xxiYjq8a7rfFLXD46dnsIqiO0Ig9g7EuH30RAzHuIex9cUzlHidCDQKB4jSGbziGLlr2qDVEGMIehejBeIBBGNvBdKkI8YwtK0vkxWtEvT5/SDk8/v1ID6/c0uSmJ9ppcXuxe7x09jjYeWGBvISzSRZpdo3kZikoi9A085yGj3+8NSeklRESaaJISciqN1UlO/H7eu7/DVkTkPRSDzIWON2uQkEAphMZhRpEAmTjHC8DgqGI2hL+/q1nPtnMfZvWfsCKm5fICgYD7RX2hPRro5cGej2h6tBh/88Q/E6I7T15cBT00SJR71WwaLXRlQZewVhxO1BK49BMTnZ4nUi8/z6+/ye29ZETrwxvH1GVeHxTQ18flEa8eZYEc8TiEkq+pxUlO3C4esLTjXmz6TYphtitl6AQMOHvL2+BXfYG6gle9ZstLpJ+qObQPT09KCqKhaLBUUOOoIQxZG1pQ8gCNVBKo5RFUbw+gPYPf7ondERWYy96wH7qo8RQd8eX1/E1uE8T0Z260vk1HRkRbF/u1qnUTDplZA/MSK0Ozz8EjEM0ztNHVF9NI3TeJ2D+fyqWpxAUGirQHOPl5UbGshPski1bwIxOZWLbzc7yzvwhTdxaMksnkmifihDHOCre48PH3iIT+rswZw+AH0BJ5xcgH44l97CiFJVVYlOryc9PR2NZnJddQvCWKIoCjotDGfHSG9bOloQHqzi2Pc+XyCAwxuICujudh8oxHsMtr5EoFEGF4ThgZdBI3eC7zNoQ/E6gwy/9O2V7hOPvVPTsUYdVuPR3QF/IJ+fx6+GBR+ht09sauTzC9OJM8cOe7JeGF0mpegLtJVRtt/TtydUiaVg5nRMusMVairdVW/z4J/u4bU1u2hx9VYMFWyLLuC8mXGyhm0csG3bdqZPn47FahFPnyCMEyJbrsNh0K0vA1rQgw/IuHyBqD3SUUIx8ra7rzXdOyDj8A41XgcCfhXvkGRmEEWhX0XxABmM/TyMutA/q+EggtHUrzUd+daoQ3cY564D+fz6/3xa7F4e2VBPQYqFZKn2TQgmpehzV5RS5Ygc4kgh2dTI7irHQcVawGOno3EP5ZvX8MH769ixq5YOV19sgmKbx5U3XkhhgvHwsv6Eo8r2rVspKSnBICHZgjBpOGpbXwaZmo4ciPH4VXrcEe3n/l7G3spjSCj2xev46XH7hlQsjIzXcQ/924yqGh7Sv9ivGmmJ2Ppii2xN9w/yDt0+Zlosvz1vBn98v4btDfaoVroKPLm5kWsWpROfGyfVvgnAJBR9PvaVltPu7RviIFDD63fdxmqD5qDtXVX14/O4cdq76OxyRhuLtSksv/5mrlqWiXXIE8DCSOPxeCgrK+OU005Fr5crTEEQRnbrS+QawMH9i9HxOnZP9MaXgesC+yqMfbeDAnKoYdy98TqeYcXrMKDl3N/D2D/Q2x9Qqet0hwc5Imlz+Ljnwxr+dmkJ6Ta5AB/vTD7Rp3ZRXlqDK2LaFtVF2/49tA3zIRXLdE674QfcfM0x5Nj0R9VPIRwe1bt20dPdzezZs0X0CYJwxIzI1pewX3HgsItP7deejrjf6QlWDLs9kZXG6Fid7tDUdLAt3Xefa8jxOqG29DB8jIOhAq+XtbGnzUmyVS/VvnHO5BN93ip2VvXg8x3pC1rBmFxM3twlrLjiUs5cVkJ2oknauuOE7du2k5qWRnJyigxxCIIw5hypj7F/RdE3oEXNgMgdX0DFE/IxRg23DJiajhaKva1p+xC3vhyIHo+f8iYH8zJi0MmQ47hm0ok+f91OKpo9hDWfEseMYxYy3WY4pGBTFC16kwVbUgbTiuYwb3Y+KfFxpKQkYjMNdZOHcDTZtnUrRUVFGE1DjbwVBEEYX4zE1pcBXsUDeRgjRKUv5GPscvsGCfLuHX7pHXbpHZDpu7+3WJgVZ2RBlg2TXi7AxzuTTvQ5yneyx9H3YlQsc7jkez/inIwYDIf8e1LQaDRo9QZMZitWiwxsjFe2bdvGeeefJ61d4YhQu2vYtmM/XR5fdItMk0j+omLSLPrhzBNEfIFO9mzeSV23Z8B2M8WSzaw500gwDScYRRCCHElberB4ncFa04NF7PgCAZyeAB5/gGSrgeJUCxpJURj3TDLR56V6RwVdEaHMmmmzWZyXw7Rky5EdvIVxQ0NDA40NDcyaM0dEn3BE2Dc9xd1/eJN9na5o0aebw/X//BWXFSVhOYLihX3r0/zpV89Q2uIYMN1pWvIN/vZ/GcSL6BPGiJGI1wmowceQ1/DEYHKJvkATO8vrcfcF9JFUNIss09BCmYXxzeaNmzAYjUyfPh2tVqS8MFy87N22kV17dtPQ44t+l1ZPda0T3wyVw2gRDI5/H28/uorPdlbR4vT3M9trmXFKCiat2EaEiYtGUWSwcYIxubSQs4Kduxz4wpfURmbMKiZGJ1fSk4nXX3uNZcuWERMTI6HMwvAJtFFRUYfLO0juRaCFxgYPvmFEYgRR6Vj7FM+srqHD1V/wAUos+cW5mA1ybBIEYfSYVJU+395SKju8fZs4tNkUz0pCL7l6k4ovXP8lzCYTFotlrJ+KMJFxV1Je3YNnsEl/1UlTQztefy7DSgl2V/DKY29Q3mzHqwKKDp3Wj98XWhOmz6Wo2IZBjO+CIIwik+iIo9K+s4z9Ll84lFmJK2TmdBOHvX1NmBDMmzePwqIidLpJdc0ijDK+fWVUtHrCe7W1yWkk67UhieenpaERj883jCVbAZo+eIJVG2rp8gQABWvxbPJMBnShsp42vZiSVBOSbiEIwmgyiUSfm8rSSuwRQxy6vJmUxOjDB1phcqDT6UTwCUeISldFOfud3lC8k4aURUvJt5lCx4sAbY0NOP2DtGYPhX0zqx5/n+o2V/Cx9dM49dhsVL02tLtUwTKjmDyrAb0cmwRBGEUmj+jz72NneSvevt4umSWzSBXPjCAIA/Cwa+cuuj3ekKgzkjtnKdNSzfS6QbwtDbR4ItY5HhY+at54gpe3NdLjDVb5EpZdykmWLhx+Xyi2RUtOSQlxBsMkOgALgjARmDTHHLWrnJ17XX3GayWGgln5mHUyHScIQj/89ZRXtOAO93YzKCgpIifdQO9AuL+5gUaPj6Es91Hb1/DMU2uo6XAFI1pMxZx79fH4GhtweUOtYk0KhcXpmKS3KwjCKDNpRJ+3qpSq7ogDtC6H4lmx6KS3KwhCP9SeCsr32PGGDhhKTB4F0zPJzrCgCyWyq12NNHR7B+TrHRg35S89wZvlzTh8KqAh9cQruXSug317uvoEpimP4sIYDMONghEEQRgmk8QY5adhZxlNEan6mtQSZqYZkMFdQRD646veSVVXxBBHTgEFNiuG9ET02j2AD3wtNDZ68BcdXlZfoP49nnpuA3VdHgKAYp3PxVefwjTXB1Q2uehNhtFmF1OcYBx2/J8gTFy8NFdsobrJiSe09Fex5TBnVg5xRrFijQaTRPQ5qSjdgzM8xKFgyp9FkVUva9QEQehHgKbyShpd3pDHTkPSjELSTWZM6cnodVoUfKiB1sPP6lN72Pz8k3ywuw2XXwV05Jx5FRfOTSXw2U729LhDXQiFhIISssxybBKmIL4a3nvgbh5dX0eXN3iX7fibuef7acQZJ4kcGedMjp+yt5rSig684T6MhpyZs4jXyyYOQRD646KqvBq7t3eIw8C0wkJi9EZiUlOJCW3JUFUHzY2Hl9Xn3fMGT768ncaeYGSUEr+MS684lpx4hZ3by+lye0MDIQamlxQRK0McwhRE7Sxn27Zqdu9uwhEA0DHznBT0WlmnOVpMDtGny+eK36/kdJefUMUYS1oBcSY5rAoemra8zatvfMiG0hqauv0Y4zMomH88Z150DkumxaCXPUJTC98eyio7IoY4UskvSsRg0KBPTSPRoEUDBPDTHM7qO8hAmNrK2qefZm1NB26/ChgpPO8qzi5JxUoNpWUtuDy9XyuTopIkjAY5NglTD091Obs6XXjCIRupFJdkYJHW7qgxOUSfYiW9cBbpY/08hPGFr4l1D9/DP55eTUVdK10OF16fiqI3sm3Tp3zwzntc9M3vcf0pecTKSXjKEGgvp2K/E29o3a5iyaNguhm9TkGblkqyQYtWAZ8aoL2xEVcoq+9AJyXXzpd58s0KWhxBT7Em9USuuGwpWbEGlPadlO61h7d+KLZ8iqdbMMiAmTDl8FNXXkWL0004ZMM8g+IZNkxicB01JofoE4QBOCl/5m7++OAbbK/twmtMoWj+UqYna+jaV8a28gZqtr/Hyt97McXeyXVLUrHIiXhK4KksY5fdE57012QVUhgbDEpWYlJJsYX8dip4moNZfXkcIOogUM/7jz/PprquYPVCsTD34qs4ZUYiJp2Cq2IHlV2e4Co2QJdbTJHNgGxfE6Ycag9V5XvpcXvDA5fanGKKEk0Y5e9h1BDRJ0xKArVv8/DK99hZ14WSdTJfv/WrnDc/i1iTBr+7jfK3HuCv/3qDit0f8+iDr3F88ZXMTDAPZ8uqMKHwsb+skrawx04hPr+IDFNoc48+jbQkfTCrLwD+lgYaQll9A68JVLo3PMtTH+6mzRWsBmqzz+DKFfNIs+nR4GPvjjJa3Z7Q19KSVlxCqskgrzNh6uGtpnxXR5/VAQ0pRSVkmI0y1DSKiOgTJiF+6j55g7X7OnGRxQU33cJVZ8wmw6YnaN/LJO2q76HW7+GnT+6gYfWbfLTnQmbEmrHI2Xhyo3ZTUVaDMxzvpGdaYT42vT7YvtWkkJpiCGb1eVXUzkYau33BrL7+JyZvNW88/go7GnvwBac3WHrZlRw7LR6TVoFAKztL9+F0h76WYmFGcT5Wo178S8KUw99QTlWTC0/IVoFiZnpJATaTDDWNJiL6hBHAReO2j3nv/TVsLttDbXMnLp8Wky2OlJwiZi85gTNOW0xOWHQdGn9HFWvf+4C167dSsbeRdocHDBbiUnIomL2M0849nQU5tgMMYfipqdhFl8eHkryQE5fnkRz1tTUY43I49vSlZL1USVd7BRW7Xfhmqcgl5yTHu4vyXd14evut2lQKClMw9PZbFTOpKfHotPsAP/iaaWhyD5LVp9L6ydM8++l+Ot0BVMBYcA5XnVtCqjUk6pxllFZ14w5/rWyKSuL7vpYgTBlUHJXl7Ol24enr7VJcnIBJerujiog+4YhQu8p45b5/8OhbW6lp7qDb7sTt9RFQFTRaHXrTZ6x+52VeXHUyV337JlbMT8V8UO+ch9oPH+beB15gXWUDbV09OF2eYByPRotOv5kNqz/gzVde4awbbuXGc0pIMA6crPR4vMHl9lozVpNmkMqKgslmxaBRQPXg9qjBjxcmNf76ciqb3OFQZsU0nfw8C3p97ytER2p6MnqtFvDDgbL6XKW89PjbVDY7gt5ATSrHX3UZS7Ji6Z0J8u7ezs5Wd/gkp0kuoiTDhEGOusKUw8fusio6XZ6+BQpJhRRnWjCJl3pUkcOPMHzcVTz/+zv41+tbqGlz4YtSTSp+nwd/jwdXTwdtLc/z9+YOfHfezuXzEoLtrwEEaP7wn/z690+yprKRHk+AKB3m9+H1+/C67HS1t/HUXQ4w/5abTsnBFjV9qyUjIw29di9qWylbdzs4ISWm38Skl5otpTS5vAQ0mWRk6NFKlW/S46gsY2/UEEcBhfF69BFV4OTU5PDO7sGz+gLUvfM4L26qp9sbABQscy/iytPySTT3Rk8EaCrdSb3TE17jZswrocBmiPhagjBF8DdRWdGIo9fqgIJxRjEFsSYkOGF0EdEnDBMfe166j/+9uYW9bU78qoIl9wQuvPQ8TlqUT5LBTfu+nax7exUvvFdBu7ubxrK3eeDvc5lz1zXMSxw4NKG2f8Ij/3yWtRWNdHsDKJZcTrj4Us45cQF5ySa8rbvZ/N6zPPXyJhocbjprN/Ds/c9x0oKvsTTFEmG01zDt+GMpfGgz7U2VvPjP/zEn8UZOL4zHoFUANw1rH+XeJzfR4vChzz+O4/ItSCD8ZMfLnp2VdHj6hjhi8wrJ7h3iCN1nSEslXh/M6vPjp6U+OqtP7VzPc09+xJ52Z1DQabM5/aqLmZdui5jKdVC+fVfEpKKWrOJiEoziXxKmIK4qKvZEWB3Qkl1UQqLZKH8Po4yc5oTh4djCy898wp52F34VdLnn8p1f3czZc7JJjjWj1wTwzZ3PwmOPZW7K/3Hn09tpczmoW/MML284n6JTTFijSh4B6t5bxZs7m+jxBkCTzAlfv50fXDqf3JRYTHoNqnc2cxbOJ8/0I+54ajttLg/t217hjc1XM/dUMzHhx1MwFa/g2nPfpeKJrTSue5zffb+U95bOY0aqnq79pWz8dBNle9tx63I4/wuXMi/JMsh0pjCpCDRTXtGAq3cJLjqyC4qIMUQPVujS0kjRB7P6/GqAtqisPi/Vrz/Oazua6PEF74lbeimXHZ9LvCnCZuCpYkd5RAC0kkB+SQ5m/UFCngVhkuLdW0Zluwt3eHA3kYKZWRLKPAaIyBaGhXvbe7xf1YHLp4ISzzFXXM+5iwrITLRi1GnQaHQYLLEkZ83ijC9fzXFpFgwKBBy7+eijnfSEy/wh1E62rt1MszMYb6HNOZXLLlhIQWYiVqMOrUaDzmglPr2IU646hzlxJvQKqK79bN68F5cn2nSlGDM54cbb+Ma5M0lUuqkrXcPrzzzCf//zIE++8B6bdjVh12Vx0ld/yNfPLibRJCfjSY+rirLqHrzesMmOgqJkjPromrMmIY1kiy4809Ob1RcAAi0f8/Qz69jf6Q5u/zEUcM7V5zEz1RrVtvXXl1JW7yT8sjRMp6Q4FoP0soQpR4DWsgrqHe6wrQJTHiVFsRhliGPUkZ+4MAx87Nu2jfqQQFNi5nDSqTNIsAwmnLRYpp3EsbNiMOgVwENdaSmNHh+BqIdsoGZfN75QNoY1fy6zEk2DhNhqsObNpyjViE4D4KGhrgGPv5//Dw2WzEVc8oPf8/uf3cAFx+aToPNi73YSMGUw97Sr+f5dd/PTL5xCQZLkRE0FfDVlVLX3BSVjzKVgRgz6/iVeQyqpiXq0odeev6WBRo8Pn+qgdNXjvFvZgjM4vUHK8Vdw6bIsYqNOXio9ZTvYHeEd1KYXUpJsFP+SMAVxsat8N93uviEObVYRxYkmZFPq6CPtXWEYBGisb8QdElrajCKKk3tF2CBoE8jNTkCvbQRUvM0NtHiDe5LDYkt1YHcGQruTFczxCRi1B3hAfSKJsbpQBIuKo8eOXw0M/DjFQGxmCceuSKXoxMvptrvw+FU0OgPmmDgSU5KINepQRPBNAVQ6ysqpdXr7hFhGAYWJg2zH0KSR1pvV5+vL6vPs+5gnXthCfXfQE6hYZnPB1aeRn2TuZw3wULW9go6IAOiYghKmWwxiIRCmHr4ayqvacYV7uwoJ+SVkW0zy9zAGiOgThkEAe4+dQGhaV5OQQqpBc5CysQazxYQmpK5Upx2HX42uzGksmE2akABT8ft9HDBDRfXh7x2JRMFkNIYfe7CvbYhJJiMmmYwhfIfCZMPDrvJd9Hi84enBmLwippn1A088mlhSU2NC09wq+FpoaGzh09ee4pM97biC0xtknnYVFy/IwNZfNfprKd3ZGGE50DKtuASbQS+tFWHKEWivoGK/PWKIw0huSRGxEso8JsjPXBgWfn9fZU0xmTEpykE9cW63J6zhFF1oz2nkB2jTyM6wBKsrqHTX1dLm9TOo7PM00djmJfgUdGRMy8GoFU+ecBD8+ymraOkbrEBLdlERNv1gQkxHamoSBm3I6xdoofazF3j05VKa7EEvqhK3mEuuPIHcBNMAa4DasZPSPXY84VyYNApL0jAZZN2LMPVwV5VT3RUZypxJcUkSJqP8PYwFUukThoGeeVf+hF8c68ATAG36IpLMB1ktpTpoburEFwg1u5JSSNFro7dzKLEsWDqL2Lfr6XZ78FR8zMd7ryI/3oI56tig0rVlHdtaQwG7hhksXZYtJ1ThoKjdFZTXOCOEWBJ5hWkDhjiCaElNS8ag06LgRVW72fDcs3jaOvEEpzeYcfbnOW9WKtZB+lPuyh1UdkUEQJtnUFxgDXlaBWEq4aO2rJI2lyfs4VbiCymZZsUkfw9jglT6hGGgJX3+aZx57vmcd/75nL0sF8ugJ88gavdWNpX1hFZfaUjKLyTVoOv34tORccblnFUYi0mroHZt4am/r2T13q7wyRPAXfcRDz/wBru73fjRknri5VwwO+EQWz6EqY6vuoxdnX1CDEMuhQXWiE0ckSiY01KI1WlDr9EAXc2tOH2h2Jbk47jsimVkxRkHWSvoY9+OnTRHnOS0OcWUJAziHRSEyY7aQUXFPuzhvEow5hVTGCehzGOFVPqEYaE1mDEbDucjvex54zk+qrXjCQCaFBafMBfbIPlMuuTlfPG7X6P5N//izfI29q9+mDtv2cjChTPJTTLh76ylbPNGtpbto8erIWnhVXznW+dTlDiwxSYIffhpLKugKTxYAdr0/MGHOELoU9NIDgc0gxr2JpiZddHVnFaQNPiFRqCd0tIaHJ7eSCINiUUlZJgMcrAVph6easqrunB7+mwVGUUlJJuNA8L5hdFBjkPCUUSla/uT/OOhT6jtCZ5wzcXncvGyFCyDXeZpzGQuvZwf3F3M8W++wXvvvcfHpZ/y1p4tGHUa8Ltx2L3EFB7HJWdfwIXnHM/8gkPt8hUEJ5Vle7B7+lZAWaYXkjvYEEcITUoaSaZgQLM3wliqzTyNK1csINN2gKEMVwWllV39TOuF2AwHsT8IwiTFt7+cqhYn7t6ZJiWW/JJpWI3y9zBWSIFVOEqo2CtW8ZffPsB7lW24/SqKuZALbryChWkH3n6hGG1YFTttTXXU1Hfg8XlwdnfS0d5OR5cDj99Hd20lpdtL2d3iGXzQQxAi8e6hrLIDT7i3qyGzoIg4w4GnBxVTKqnxfVl9wTtjWXTJFZww/UC7o8G3dzvlLRFtZG0mxcVJGKW3K0w5VLory6mxu/sunPTTKS6Ol1DmMURR1QPlYgjCcFHpKn2OP//6Xl5ev5d2tx9Vm8Syr97JHTeeSn7CYF4oAAe7X/8nd//7VTbvaaSty4MpaxbzZ+WRFqfD076f8s1b2dXiRjHZSEwv5IQv3cb3rlhAiknW+QgHQLXTuGsvLQ4fwYKDgiV1BrkpFvQH8gWoDhqr99Ji99K360VLbOYMshNN6AZ/AaM6Gqne04zD1xsWbiZlxnRSrXqxIAhTDA8b//JFvvPAeuq6fABop1/JPf/9AafnJWGUv4cxQdq7wgij0rXtSe76zX28vnEvHe4Aqjae+Z+/je9fewJ58YYDCD6V1rX/5a6/PMXHlc041EQWXn0b37xsOXnJNow6BdXnxtG4g9fvu4cH3qumcfcmXv/nH0jIuJtvnpyNzSBHEWEQFCtpBbNIG9LnWEjLnzm0zwEUSxr5s4b6WYIwCfE3UF7RjKuvt4stv4RcqwkZ3B07RPQJI0iA9k2PctfvHuCNzfvocgdQdSks+eJt3PalM5mbYT1ghQTHFp677zk+3dWC06ch4+yb+P4NF7JgWjzGyM/JSOOaH2poa/gpT25vw96wmef/9zJnLfoS85PMYg4WBEEYB6g95VTs6Y7wt+rJLSki3mQUX9kYIj97YYQI0Lr+f/z2zvt5fVNI8JlyOPmm2/npl89mblYs+gMJPlS6Pn2ZV7Y20OMNoBqKOPuqM5iZ1U/wAWhNxE8/kSsuXEC8SY+iemnb9CYfVtlx+476NykIgiAcBr7d5ezqcNM3uJtO4cw0CWUeY0T0CSOAj6Y1/+HXv36At7bW0u0JQEwRF373F9x27anMzIw5iOADcFO2bh31dg9+FbTZizi2+CDZexor049dxHSLAS2gOirZWtqO1zfI/l1BEARhlPHTVF5Bo8tN77W4EpNPyXQrRrHhjCnS3hWOEB8Nn9zH7/7wKO+XNmD3BtAkLuDK793G9ecsZNrhZOipXdTsa8MTWu2mzZhOrll30M8z5Ewj3RiM1PCpbpoaWvH785DrGEEQhLHGSWX5XnrcfQkLutxiiuJMMsAxxojoE46AAK2fPcRdd63k/dJG7N4A+szj+dJt3+XqU+eQFXugoY3+D9NDV7ePQGiQXG+2YNQcfJevYjBjjnADB3w+JL9FEARhHODdQ3lVOy5330E5UPs2f/vxTmIGCeY/PDTknHUzXz+/hJQYkS7DRX5ywrDx1rzGvXev5L0djdi9Kqa8s/nGj2/m0uOKSLXqDk/wAWDAoCN8IPB5PPgOJeB8TlwRqblGswVFkUtIQRCEsSbQXE5FvQN3xIE80L6bzZ/uHf6DauI59RQtqiLdnCNBRJ8wPNQO1jz+EG9uq6XbG0CbfQY3/fRWLju+gGSzdmhXchobcXEGNBoFUPE3N9Do9ZPDgV+gvrp6Gj1+/CqgmElNT0CjlYOBIAjCWOOsKmdPtztqm40a8OMN+A/8SYdCn07ejBiMsrT3iJCfnjAs1NZPefPdXbQ5fajaDE6/8etcvDx/6IIPQLEwIy8TgzY41eXft5WtjW68Bzw+BGjctJV9rlBwrjabvHwrOlnHJgiCMMZ4qSmrpM3lYSRH67SphRSmmTFKqeqIkB+fMCzsW1ezsdGJNwDavJO56JRCUqzD9WroyF04l3TTVtodPvz27bz20jYuyDsOk3WQHY2OUl57fSvtTi8qoJu+lGW5ZgySBCAIgjDG6Mi9+Gfce5wdr38EjdbGJHJz4mUQ5AgR0ScMAy/VW0tp83gJoBCbP5vieMMB9+keGgXr/LM5ueAFqjc6cfh6KH/ur/xzuo1vrZhHqjlCTLr28+H9f+XpTY04fCooFmadeQYzY81H8PUFQRCEkUHBkpbPTFlMMy4R0ScMHdXO3j0NeHwBQMW+/j6+fc3TB95j2h9NCqff9juuX5qEJfQKVGLm8Lkvnc2Hu56htNWFp2UbL//lx1R9dAzLFhSSmWiB7lrK1n3M6vU72NvlJaCCMf88rrt4NomWYbSVBUEQBGEKIaJPGDqBZppaPPgDwdK9v2MfOzv2Hf7nazIp7vSGIlpCUk0xkX3yjXzn+kZ+fd8H7Ony0N1QycZ366hcZ8Go14LPjaOrix6PD1UFXdpxXP/9GzgpLw7D4Y8KC4IgCMKURESfMHT8PXT3+AmMcC6exprNMdf8hF+mFfDYI8/zXmkTTlcPHa6e6A/U2shdfhHXffkazl2eT4JBqnyCIAiCcCgUVVUl0lYYGqqdhqo9tDh8w5zO0pMwvZDMWP0gWzdUvPY2mhpq2Vu+nS1by9jX1EGX3YvOGkd8ai6zFy9mdkEuOZkpxBg1IvgEQRAE4TAQ0SeMU1R8bjs9PQ7cHh8+fwBFq0NnMBNji8Es1T1BEARBGBIi+gRBEARBEKYAEs4sCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAUQ0ScIgiAIgjAFENEnCIIgCIIwBRDRJwiCIAiCMAX4f1YgnNN+VvgXAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/852.jpg" } ]
<image>Point S is the incenter of \triangle J P L. Find m \angle S J P.
B
65,300
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/853.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/854.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth, if necessary.
C
65,302
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/855.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/856.jpg" } ]
<image>Find m \angle 1.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/857.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/858.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
C
65,306
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/859.jpg" } ]
<image>Find the length of \widehat Z Y. Round to the nearest hundredth.
B
65,307
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/860.jpg" } ]
<image>Find the measure of \angle 7 if m \angle 4 = m \angle 5.
D
65,308
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/861.jpg" } ]
<image>In R S T V, R S = 6, V T = 3 and R X is twice the length of X V. Find X Y.
B
65,309
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/862.jpg" } ]
<image>Find a, if F G = 18, G H = 42, and F K = 15.
D
65,310
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/863.jpg" } ]
<image>Find x if A E = 3, A B = 2, B C = 6, and E D = 2 x - 3.
B
65,311
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/864.jpg" } ]
<image>If C E = t - 2. E B = t + 1, C D = 2, and C A = 10, find C E.
A
65,312
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/865.jpg" } ]
<image>Find m \angle 4.
A
65,313
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/866.jpg" } ]
<image>Find \angle 9.
B
65,314
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/867.jpg" } ]
<image>Which segments are parallel?
C
65,315
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/868.jpg" } ]
<image>One diagonal of a rhombus is twice as long as the other diagonal. If the area of the rhombus is 169 square millimeters, what are the lengths of the diagonals?
C
65,316
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/870.jpg" } ]
<image>Find \angle C of quadrilateral A B C D.
B
65,318
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/871.jpg" } ]
<image>Find m \angle H.
A
65,319
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/872.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
C
65,320
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/873.jpg" } ]
<image>E B \parallel D C. Find x.
C
65,321
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/874.jpg" } ]
<image>Find m \widehat X Z.
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65,322
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C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/875.jpg" } ]
<image>If Z P = 4 x - 9 and P Y = 2 x + 5, find Z X.
D
65,323
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/876.jpg" } ]
<image>H K and I G are diameters of \odot L. Find m \widehat I H J.
C
65,324
null
C
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w70DS/JG82rs1mOkLLT4xFb9PNtMicDWr/j6ncEohRSZEMTjaWfL1ix1JnO/H//V0BtMKABw/e5lhH22i5dS1rDuUqHDK8kuKTIgnULuSNd+/1Jmz8/z5V7cWYKIvtNjTKfjMD8Nl2jo2HrmgcMryR4pMiKdQt7I1P7/sRcI8P/y7NAcT/a/SwVMXGTh3A+4zQtl6rHjTicWzkyIT4hnUd6jIkle6cPJDP4Z3bgoV9L9S0XHJ9Jm9nvazN7DzxEWFUxo/KTIhSkCjqjYs+083js0Zga9nE9BqAPjr2AV6zFxHp7kb2RV/SeGUxkuKTIgS1Ky6Latef44js0fg3b5xYaHtPXKebsFr6DIvjL0JlxVOaXykyIQoBc6Odqx7qzsxM4fTv21D0GhAB38cTqTTtNV0X7iZA2euKB3TaEiRCVGK2tSqxMZ3ehIVPJTe7g0KC+33mLN0mLqK3h9vIepcqtIxDZ4UmRBlwK2uA1v+24u/pvvS3cUJNIAOtkWfwWPKKvov2s7BC+lKxzRYUmRClKG2TlXYMaYve4N86dK67u1C07Ep8hQuk5bj/fkOYpMzHns/4l5SZEIooGP9quwK6MfuKUPwbHn7yvYFOtYfiKflhGX4fvk7xy5KoRWXFJkQCvJqVI09/xvAzsk+tG9RS79YoGPNvjhaTFjO8K/DOXnp2qPvREiRCaEGzzWpzv7xA9k6YRDuTWrqF/MLWPHnCZqMX4b/N7tISL2ubEgVM1E6gCh/1q1bx9y5c6lbpw5LQ0IeeruYmBj279v3yPty9/Cgbdu2JR1RMb2a16TX5JqExV5g0qpIYuIvQl4BIX8cJ2TfSV7s3JRgH1fqVa6odFRVkSITZW7b1q2cTkjgccO8Vq5Ywffff//I23h7extVkd3R37kW/Z1rEXowkUlrojiSkAJ5+fwafpRf95zg312aETzYldq3r9dZ3slLS1Gmjh8/zpYtW4p126Qk/UnXWq0WCwuLB/4xMzcvzbiK825Th8NBPqx8vx/NnKrqF3Pz+XFHLHUCQnj1170kZWQpG1IF5BmZKFU6nY7U1FRSUlLYsnkzP/74Izdu3CjWzyYnJwPQu3dvvv/hh9KMqXpDXesy1LUuy6POMnl1BCcTUyEnj2+3HubbXcd4/Tlngga6UN3WQumoipAiE6UqISEBr86dn+pnU1JSAGjQoEFJRjJow92deN7NiaWRCUxZE0XC+TTIzmPx5oMsDj/G291bEDjAhao2xv1M9Z/kpaVQpYKCAi5f0Z+L2LhJE4XTqItGAyPbNiB+5vP8+FZP6jra6zdu5fBZWAzVxi7h/RURpN7IVjZoGZIi+ycdkJNfcn/K+QVe69evz5HY2Hv+NG3a9LE/l3LxIvl5eQA0bty4tGMaJI0GRrVvyOk5z/Ptaz2oVb2SfuNWDh+vj6bKmKWMWxXJ1awcRXOWBXlpecedY3TiLnK69rgSu9uqgT5UfLtLid2fodFqtVSuXPmeNfNivEGfeK7ogh5WVlZMnz6dQ4cOYWpiQtu2benZqxetW7cu8byGSKvRMLpTI0Z1bMh3e04StC6ai5cyICub+euimL8tlvF9WzKhb2tsLUyVjlsqVFdk/v7+ygYwM8GqS4tnvpv8K9fJPipX13la586fL/zad8gQ0tPTC7/ftWsXH338MXPmzOGFF15QIJ06mWg1vObVhNGdGrN4dxzTQ6O5fOUa3LzFnNWRzNkay+S+rfmgjzMVzY2r0BQqsoe/3FqwcMEj9jWlkuaeR6hkTfWvRj3z/WStP8LF0Y8+Bko83Pm7iiw9PZ2qVavSqHFj4k6cIDU1lfy8PP43bhyONWrQvUcPBZOqj4lWw9vdmvJalyZ8Hn6M6aExXE3LhOtZzFh5gBlbDhHUvw0BvZyxNlPdc5mnIu+RCVW6cwwZwFtvvcXBQ4dYtWoVh48c4ZVXXgH0h3Z8/sUXSkVUPVOthve6tyB5nh/z/tUZO/vbZwNkZhG0bD+Vxy5l5qbDZOXkKRu0BEiRCVUaNGgQY8aMYerUqUycNOmevenBwYWHZOzft4/Ll2V09KOYm2oJ6OXMxfkjmP1CJyzs9GcD5GTcZPLSvVQJCOHDLUfIzi1QOOnTkyITquTl5UXAuHG89vrraDT3v6XQs1cvQP+sLCEhoazjGSQLUxPG92lJ2gI/gv06YmJrBcDN9BuM/20PNQKWsnDHUXLyDa/QyrzI1q1bR6dOnfD3K96b+seOHSNgbACDvQfj1bkzL774Ij/88AP5+fmlnFSomZOTU+HXd7+fJh7P0syEyf1bk77Qn6nDO0BFSwDSr15n7E9/4BgQwqLfj5NrQIcOlXmR6U8YPs25c4//RG/RokX07t2bJUuWEBERwalTp9i5YweTJk7EZ/BgMjMzyyCxUCMTk6I3qStUqKBgEsNlbWZC0MA2XFvoz6Rh7cBaf3pTWmom//1hF7UDQvhi9wnyDKDQyrTInuSE4U2bNvHhh3PJz8vHxNQUz06edO3aFRsbGwCioqJYuHBhacYVCnpl9GhG+vsze/bsB+5fuet9sVq1apVVLKNkY2HKDG9X0hf684GPB1jpj/O7dOUab30bTt3/LePrP05S8JhpJUoq1SLT6XRcuXKF2NhYFi5YwPDnny/2CcOzZ81GV1CAVqslJGQpK1euZGlICOG7dmFiqj8GZslvv5VmfKGgffv2ER4ezu87dz5wf//+/YVf165du6xiGTU7SzPm+LqT9tFIxni7g6W+0JIvZfDaNztx+mA53++NV2WhlWqRJSQk0LpVK3r17Mn8+fO5cqV41/GLjo4mPj4egB49euDp6Vm45+joiLubGwCZmZmFExKEcXFwcADg2PHjJN91KAbAqVOn2Hd74GILZ2ccHR3LPJ8xs7c0Y8EwD64s9Ofdga5gYQbA+YvpjF68gwYTVvDzgVOPGydXplT5qWV0dHTh1++8+859+5OnTCF4xgxmzpqFvb19WUYTZWTgoEEA5Ofl4e/vT0REBJmZmezcsYPhw4eTd/s8TMXPBDFiDtbmfDK8HZcWjOTNfi5grn9f8mzSVUZ9vp3Gk1ayNPKMKgqtVA/rvXPC8N2G+vpy4sSJR/7c4cOHATAzM8Pd3f2+fXd39weuC+Px6quvsmL5ci5cuEBcXByDvb3vu01HT09efPFFBdKVL1VtzPncvz2BA9owdX0MX4XHQnYep86nMnLRFoLqVmWGrzvPuzk9/s5KSak+I7tzwvDdf4pzwvCxo8cA/Xsfd44hio2NJWzjRnkpaQS0tz9lvPuTx3+yt7dn/YYNeHbqhEZ7739TU1NT+vXrx9KlS4v1/0mUjOq2Fix+oQPn541kdK9WYKr/d4w7d5nhH2/GOXANa2MSFcmmyhOtLl26BOiLbNu2bQSMDbjn6G3HmjX5+OOP8fLyUiqieAZhYWHFul2NGjVYuXIliYmJREREkJaWRtOmTWnXrp0UmIJqVbLk2395MnVgG6aE/s1Pu49Dbj5Hz1xiyMIwWjWozqxhHgxsWXYfwqjyPbLsbP1AuJSUFN544437TkFJTkrihZEjWbdunRLxRBmrU6cOvr6+vPLKK3h5eUmJqUQde2t+HNWZ0/P8eKFrczDRP0M7nJDCoLkbcQ0OZcvRpMfcS8lQZZHl5OgHwZ04cYLsW9kEBASwddsW1q5Zw5AhQwDIy8sjePp0OcJfCIXVq1yRX0d3If7DEYzwagYV9LUSczKZvnPW03bmerYfv1iqGdRZZLlFEy3Hjh3LmLFjaNmyFe06dODzL76gd+/egH5CQmhoqFIxhRB3aVjVhpBXu3J8zgiGejYBrf797cgTSfSatY6OczYSHpdSKo+tyiIzNdEf8KrVahn17/tng708enTh10duf8IphFCHptVtWfn6c8TOGcHgDo0LC23/0fM8N2MtXvPC+PPUpRJ9TFUWmaWl/iRWO7tKDzxOrFWrVoVfn0tU5lMSIcSjtahhx9o3u3N41nAGtGtYWGh/Hk7Ea/oanluwif2ni3eQ/OOo8lNLCwv9yasPmN4CQEXroqsr37lARUk5k3ULzb+/fvY7KtBBj8YQdQL+c+rZ708IQ2dqCnl5kF8AOgg/eI6OB8/R07Ues3098HByeOq7VmWRVa9RneTk5IdOt0hNSyv8uq5TKRyEV1Jn+5tq9f9o+cZ/FRshntb2v89wPDmd7WP70bS67VPdhyqLrF27dsT8HUNubi6nT5+mfv369+zv3bu38OsG/9h7anZWkHoNzM3wqVe1ZO4TwNoMjZFd6EGIJ5VbUMCJpKucTE6HvLuONLA054sXPHm1c2NMtE9/TQ5VFlmnTp34+iv9y7tvv/mWmbNm3rP/2+2pFxUqVKDTU17F+j4m+rcLnRysWTNpYMncpxDl3PXsXOZujSV40yG4nlW4XrWKLYHebrzWpQmmz1Bgd6iyyLy8vHBycuLs2bP89NNP2FWyY9SoUWRkXOOrxYvZd/sZWf/+/WnYsKHCaYUQ/3QjJ48F244yLewgBZk3C9ftK9sQ6O3Cm12bYVah5D5rVGWRWVhY8P0P3zNwwECysrL4+KOP+fijj++5jYODAxMmTlQmoBDigW7l5rFwxzGmbYwhJ6OowGwqWRM4yJV3ujXH3LTkD5Yo8yIrzgnDAM2bN+fTTz9l4sSJhede3tHC2Zmff/6ZmjVrllpOIUTxZecWsOj3owRviCEzvWh4qoWdNYED2vB+j+ZYmJZe3ZR5kelPGC7ep4L9B/SnV+9eREREcPr0aSwsLPHw8LjnwhNCCOXk5BfwWfhxgkP/Jv3q9cJ1rY0VQQPaENCzBZZlcBFgVb60vJupqSmenp63p8SW/pXGhRCPl1ug48tdJwgOjeZK6l2HSVW0JLBfG8b1bkHFMvy0XvVFJoRQj7wCHV//Gcf0ddGkXL5WtGFtwcS+rRnfpyU2FmV/uJEUmRDisQp0Or7bE0/QuiiSUjKKNqzMGde7FZP6tcLO0kyxfFJkQoiHKtDp+GnfKaauiyYx+WrRhqU5Y3q1ZFL/1lS2Uq7A7lBdkaWlpVK58tOfcyWEeHY6HfwakUDg6ijOJBWdEoiFGe/2dGbKgDZUsVbPgEuFiuzhb9q3dG5FkszlF0IROh0sizrD5NWRnDqfWrRhbsKb3VsydWAbqtlYKBfwIVT3jEwIoYyV0eeYvCaSE2fvGi1vbsJ/urUgaKALjnaWyoV7DCkyIcq5tTGJTFodydEzdx14blqBl7u2YLq3K7UqqbfA7pAiE6Kc2nDkPJNWRXHo1F3z9E0r8JJXU2YMdqOOvfXDf1hlpMiEKGe2HE1i4qpIok/e9V60iZaRnZoyw8eN+g4VlQv3lKTIhCgndhy/yIQ1kUQcu1C0WEHLCM8mzPRxo2FVG+XCPSMpMiGMXHhcChNWR7L/6PmiRa2GoR0aM3OI+1NPZVUTKTIhjNSehMuMXxXBn4fvukCPVsPgdo2Y5etOixp2yoUrYVJkQhiZ/aevMGF1BOGHzhUNmtFoGNC2AbN9PWhVs5KS8UqFFJkQRiLqXCrjV0WyPebMPQXWx60+s33dca1TWcl4pUqKTAgDF3MhjQmrotgcdVp/aD6ABnq41GPOM15mzVBIkQlhoI4kpTNhdRQbIk8VXcJQA11b1WXO0LZ0qF9F2YBlSIpMCANz7GIGE9dEsfZA/D3XYO3Usg5zhnrQuWE1BdMpQ4pMCANxIuUak9dGs3Jf3D0F1qFFbWb7etCtSXUF0ylLikwIlTt1OZNJa6NZtjdOf+X62zya1mT20Lb0bFZDwXTqIEUmhEqdSbvO5DXR/LYn7p6rc7s0dmSWrzv9nGspmE5dpMiEUJnEqzeYEvo3P+0+DrlFBdaqQXVmDvVgUKvaCqZTJykyIVQiKSOLwNC/+S786D0F1qJeNWb6euDjUkfBdOomRSaEwlKu3WLq+hi+Co+F7LzC9SZ1qzLD153n3eQ6ro8jRSaEQi5nZjNtYwyf7zwKt3IK1xvWdiDY1wM/93po5FKuxSJFJkQZS72RTfDGg3yyPfaeAnOqac/0Ie78q11DKbAnJEUmRBm5mpXDjI2HWLjtCGRlF67XrlGJaT7u/LtjQ7TSYE9FikyIUpaRlcPsTYf5cOthuFlUYI7V7Aga7M4rnRtJgT0jKTIhSknmrVw+3HqEmZsOwY1bhevVqtgSONiN17yaYKKVAisJUmRClLAbOXnM2xrLtE0HITOrcL2ygw1Tvd14o2tTTKXASpQUmRAlJCsnjwXbjzIt7CB5124Wrleyr8gUb1fe7tYMswpaBRMaLykyIZ7Rrdw8Pt55nGkbYriVcaNw3aqSNYEDXHivewvMTaXASpMUmRBPKSe/gE93HiN4QwwZV68XrpvYWhE0wIUxPZpjaSa/YmVB/paFeEK5BTq+2HWC6aHRpKVmFm3YWBLUvw0BvZyxlgIrU/K3LUQx5RXoWLw7jumh0Vy+cq1oo6Ilk/u25oM+zlQ0N1UuYDkmRSbEY+QV6Phuz0mC1kVz8VJG0YaVBeP7tmRC39bYWkiBKUmKTIiHKNDp+GHvKaaujeJCSnrRhqU5Y3u1ZNKA1thbmimWTxSRIhPiH3Q6+PmvUwSujuJc8tWiDQsz3uvVksn9W+Ngba5cQHEfKTIhbtPpYGlkAlPWRJFwPq1ow8KMt7u3IHCAC1VtpMDUSIpMCGB51Fkmr47gZGJq0aK5Ca8/50zQQBeq21ooF048lhSZKNdWx5xj8uoojp25VLRoZsIr3ZozbZArNe0slQsnik2KTJRLoQcTmbQmiiMJKUWLphX4d5dmBA92pXYla+XCiScmRSbKlbDYC0xaFUlM/MWiRZMKvNi5KcE+rtSrXFG5cOKpSZGJcmHbsSQmrIoiKi6paNFEi1/HJsz0daeBgxSYIZMiE0bt97gUJqyO4MDRC0WLFbQ837ExM33caFzNVrlwosRIkQmj9Ef8JcavjmDvkfNFi1oNQ9o3ZuYQN5rXsFMunChxRl1k2btPkZ+S+fgbAu3iLlExOZPatwq4uSKm2I+hMTPBcnDLp0woStq+05cZvyqS3YfPge72olbDoLYNme3rgbOjFJgx0uh0Ot3jb1Z2ajo6kpScXCL3dXHQYrIOxJXIfT1MBTtr6p4MLtXHEI8XcfYK41dFsvPg2aIC02jo596A2UM9aFOrkpLxRCkz6mdkld7qSkUfl2LdNmjrIY5fSqeWnRULBnkU+zE0Fkb9V6h60edSmbAmmq3Rp/WH5gNooJdrPWb7euBe10HZgKJMGPVvoUXf5sW+bXjyZaLidDjVtOer0R1KMZUoCQcvpDNxdSRhkQn3FNhzbZyY7etB+3pVlA0oypRRF5kwPrHJGUxcHUVoRDwUFBWYV8s6zBnaFs8GVZUNKBQhRSYMwvGUa0xaE8Xq/SeLCgzo6Fyb2UPb0rVRNQXTCaVJkQlVi7+cyaQ1USzfdxLyCwrX2zWvxWxfD7o3raFgOqEWUmRClU6nXmfSmmiW7j0BeUUF5tbEkdlDPejdvKaC6YTaSJEJVTmXdoPJa6P55c8TkJdfuN6mYQ1mDvVgQMtaCqYTaiVFJlThfPoNAkP/5oddxyG3qMCc61dn5lB3Breuo2A6oXZSZEJRyRlZTF0fwzfhRyEnr3C9mVNVZvh6MNS1roLphKGQIhOKuJR5i6ANMXy5MxayiwqsUR0HZvi2ZbibExqNggGFQZEiE2Xqyo1spm84yKc7YuFWTuF6/VqVCR7izsi2DaTAxBOTIhNlIu1mDjM2HuSjbUfuKbC6jvZMG+LOqPYNpcDEU5MiE6UqIyuHGWGHmL/1CGRlF67Xql6JIB83XvZshFYaTDwjKTJRKq7dymXO5iPM3nwIbt4qXK9RzY5Abzde7dwYE60UmCgZUmSiRF3PzmXu1liCNx2C61mF61Wr2DLF25XXuzTFVApMlDApMlEibuTksWDbUaaFHaQg82bhun1lGwK9XXizazPMKmgVTCiMmRSZeCa3cvNYuOMY0zbGkJNRVGA2lawJHOTKO92aY24qBSZKlxSZeCr7Tl9mwqpIdj1gpPSsIe60rFlJyXiinJEiE0/kUSOlZw11w6VWZUXzifJJikwUi4yUFmomRSYe6XBSOuNXyUhpoW5SZOKBHjhSGvBqVTojpb/84gsOHjwIwDvvvouzs3PhXk5ODuM/+ICbN2/i4ODAzFmzSvSxheGTIhP3UGqktKmZGaGhoQDY2Noyb968wr0pU6YQEhICQFBQUKk8vjBs8rm4APQjpUd8HU7z8ctYvTeusMTaNq/FjkmD2fvBgFKdiz98+HAsLC0BCAsLIz9fP5Ns69at/PrLLwD07NmT/7z2WqllEIZLnpGVc6dTrzN5bTRL9vxjpHRjR2YPK7uR0ra2tvTu1YvQ0FCupqWxY8cOXF1def/999HpdNSsWZPPPv+8TLIIwyNFVk6dS7vBlNBoft6tnpHSL40aVfjycvmyZXzz9ddcTUvDxNSUb779Fltb2zLPJAyDFFk5cyE9iymhUaocKe3p6YmTkxNnz54lLCyscH3ihAm4uroqlkuonxRZOfGwkdJNnaoyY4gHw9zUMVJ6xIgRzJ07t/D7Hj178vobbyiYSBgCKTIj96iR0sFDPBjhXk9VAw1d7nrmpdFq+ezTTxVMIwyFFJmRMsSR0llZWUyaOLHwe11BAZGRkfTo2VPBVMIQSJEZmYeNlK7jaM90lY+U/t+4cZw+ffqetV9//VWKTDyWFJmRyMjKYeamw8zbcviekdI1q9sxzcdd9SOlVyxfzqpVqwAYPXo0W7Zu5XxiIjt37uTq1avY29srnFComRSZgbt2K5cPtxxh1qZ7R0pXr2rL1MHuBjFSOiEhgQm3X1I2atSIwMBArKyt+XTRInJzc1m6ZAlvvvWWwimFmsmR/QbqenYugetjsBuzlFmr/iossSoONix6uSuJ8/x4o0sT1ZdYbk4Or776Kjdv3MDU1JQvFy/G1MyMF154AY1W/9/zzulJQjyMPCMzMI8aKT1lkAtvdTOskdKBU6dy7OhRAMaMHVt4snjdunVxc3UlKiqK+Ph4oqOjcXNzUzKqUDEpMgPxqJHSUwa68O5zLQxupPS+vXv5+aefAHB3d+fdd9+9Z//54cOJiooCYOWKFVJk4qGkyFQuO7eARb8fJXhDDJnpNwrXzeysCBrgwvs9mmNhapj/jB09PbmQlPTQ/ZdeeomXXnqpDBMJQ2WYvwHlQE5+AZ+HH2d66N+kX71euK61sSJoQBsCerbA0kz++YQAKTLVyS3QsXj3Caavi+ZKambRRkVLAvu1YVzvFlQ0N1UuoBAqJEWmEnkFOr758yTT1kWRcvla0Ya1BRP7tmZ8n5bYWEiBCfEgUmQKK9Dp+H5vPFPXRpGUklG0YWXOuN6tmNSvFXaWZsoFFMIASJEppECn46d9p5i6LprE5KtFG5bmvN/TmckD2lDZSgpMiOKQIitjOh38GpFA4OooziSlFW1YmPFOD2cCB7ahirW5cgGFMECKF9lIf38iIiLuWWvcqFHh16NfeYXx48eXdawSp9PBsqgzTFkTSXxiatGGuQlvdHcmaKAL1WwslAsohAFTvMiGDhtGeHj4PWs3buiPl9Jqtfj5+SmQqmStjD7H5DWRnDh7uWjRzIT/PNeCoIEuONpZKhdOCCOgeJF5DxpE4JRArl5Nu2+vXbt21KtXr+xDlZB1hxKZtCqK2NMpRYumFXi5awume7tSq5IUmBAlQfEiMzUzY+Cggfzy88/37Y0w0GdjV25k02P+Zg6duli0aFqBl7yaEuztRt3K1sqFE8IIKV5kAH5+fvcVmZWVFd7e3golejoPHGpoomVkp6bM8HGjvkNFZQMKYaRUUWSurq7UrlOH84mJhWvdunXD0tIwXnplZOUwI+wQ87ceKRpqWEHL8I6NmTnEnUZVbZQNKISRU0WRAfTp3Zvvvvuu8PtBBvBs7NqtXOZsPsLszfcONaxRzY7wcf1pWl2uwyhEWVBNkQ0YMKCwyMzNzendu7fCiR7uenYuc7fGErzpEFzPKly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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/877.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/878.jpg" } ]
<image>Find T X if E X = 24 and D E = 7.
D
65,326
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/879.jpg" } ]
<image>Find x. Round to the nearest tenth.
A
65,327
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/880.jpg" } ]
<image>Find the area of the figure in feet. Round to the nearest tenth, if necessary.
A
65,328
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/881.jpg" } ]
<image>Find the area of the rhombus.
B
65,329
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/882.jpg" } ]
<image>Find G H in the kite.
D
65,330
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/883.jpg" } ]
<image>Find the value of the variable y in the figure.
A
65,331
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/884.jpg" } ]
<image>Quadrilateral A B C D is inscribed in \odot Z such that m \angle B Z A = 104, m \widehat C B = 94, and A B \parallel D C. Find m \angle Z A C.
A
65,332
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/885.jpg" } ]
<image>If W X Y Z is a kite, find W P.
A
65,333
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/886.jpg" } ]
<image>Find m \widehat Q T S.
C
65,334
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/887.jpg" } ]
<image>What is the measure of \angle B if m \angle A = 10?
A
65,335
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/888.jpg" } ]
<image>If two sides of a triangle measure 12 and 7, which of the following cannot be the perimeter of the triangle?
D
65,336
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/889.jpg" } ]
<image>Find m \angle C A M.
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65,337
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/890.jpg" } ]
<image>Find x so that the quadrilateral is a parallelogram.
C
65,338
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/891.jpg" } ]
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