images
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problem
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answer
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id
int64
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choices
null
ground_truth
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LRncDh6P+1798+TLmz5uP8vJyAMDq1asxc9ZMpa93tmqHju1N8DS7iOq9EK0Xl16AiZvPITI1DwDgam2KgOVj0IUm5hLSYBReNNSBkBgs2n8dRU2s3dJYZ8+exYL3FkAkEoHL5eLrb77GnDlzGnwfX08+Dl6Pxe24DJSJJDDg1d4hlxBNd+VJKqZtu4icIiboD/eyw/ElI9HehCbmEtIYNMCqYarXbilSQe2Wxjh79izee/c9iEQi8Hg87Ni5o1HBBahaMl0uluB2fIYqm0lIq7DjyhOM/f4MG1zeHeGFC5+Mo+BCSBNQz4sGuROfgdd+uaLS2i0NFRUVhf8t+B/EYjFMTEywd99eDB06tNH3q17vJTBSwBavI0TTiSVSLPvzJn6++BgAoKvDxabXBmHJ6G4t3DJCNB+FFw0glcmw8Uw4VquhdktDbdiwAUKhEDo6OtizZ0+TggsAdLY1A9/cCIK8Epr3QrRGXokQ07ddwsUIZvWfuZEe/lo8EmO6O7RwywjRDhReWrm0/BLM3nGN/SXI5XDwySs9sa4Zare8SCgUIjgoGADw5ptv1tiYsSl8PPk4ciseN2PTIRRLabko0WgxafmYuPk8ogV5AAB3WzMELBsDTzvzFm0XIdqEwksrdvZhCt7adQ0ZBaUAmNotB94bgZdaaEnx/fv3UVrKtCU3LxfHjh1TeK61tTV8fX2Vuq9vRXgpEYpxNzET3u42KmkvIc3t0uPnmL7tEnKLmfktfl3scOz9UbA0qb/uESFEeRReWqGWrt2iiCC1aljn9KnTOH3qtMJz7e3tEXo3VKn71tznSEDhhWikXy49wdI/bkBcMbS7wK8Lfprt3ew9pIS0BRReWpmYtHy81oK1W+pSWFRY/0mN0MXOAh3aGSCzsAyBUQKsnNBLLa9DiDqIJVIs/eMGfrn0BAAzMffH1wdj8ajam5cSQlSDI5NJZS3dCMLYHxyDxQdq1m75a9FL6OXUvoVbpn7+Wy/i77uJMDXUQ/avs6FLn1aJBsgtLse0bZdw+fFzAICFsT6OLH4Jo7rRxFxC1Il6XlqBglIhFv4egj9vxLFfe9vXAz+9OaTNbFbo48nH33cTUVAqxIOn2ejXqUNLN4mQOkUL8jBh83nEpuUDYFbOBSwfAw++ecs2jJA2oG38ZWzFWkPtltbA94V6LxReSGt24dEzzPj5EvJKhACAkV3tcfT9kbAwpom5hDQH6ptvIVKZDN//9xBDvwxgg8sgN2uEfeXf5oILAPToaAlzIz0AoHovpFXbdiEC4zedY4PLopFdcfbjlym4ENKMqOelBbSm2i2tBZfDwTAPPv4JS0ZwdBqkMhm4LT1DmZBqRBIp3j9wHTuvRAIAeDpcbH3TG/97qUsLt4yQtofCSzOTV7vl4AI/+HWxa+GWtTwfTya85BaX41FKDnp21P6JykQzZBeVYdq2S7j6JBUAYGmij6OLR7ZYzSVC2joKL81EXu2WV3p3xN53WrZ2S2vi42HLPg6KElB4Ia1CZGoeJm4+h7h0ZnjX084cAcvGwN3WrIVbRkjbReGlGcSk5WPW9su4n1RVu+X7WQPx/qiWr93SmvRxtkI7Ax4Ky0QIjBLgfdrAjrSwc+EpmLn9MvIr5reM7u6AI4tHsvOzCCEtg8KLmr1Yu8XTzhyHF7aN2i0NpavDhbe7Dc4/eobg6DTIZKBwR1rMlnOP8NHhW5BUlMJaMrobNr02iGoQEdIKUHhRk4JSIf73ewgOteHaLY3h62WH84+eIaOgFJGpuehib9HSTSJtjFAsxeIDIdh9NQoAMzH35zlD8O4IrxZuGSGkEv0VVQN5tVt2zh2GGW1wCXRD1Zj3Ei2g8EKaVVZhGab+dBGBUcxy/fYmBjj2/kiMoAn1hLQqFF5USCqT4Yf/HuLz43chqticbZCbNQ4tfAmdOrRr4dZphv4u1jDS00WJUIygqDQs8KNlqKR5PH6ei4mbzyOh4kOHl505/vlwLFytTVu4ZYSQF1F4URFBXgnm7KxZu2XlhF5Y92pfGiNvAD1dLga5WePKk1QERqW2dHNIG3Hm4VPM2n4FBaXMxNyxPRzx16KXYEYTcwlplSi8qEBL124Ri8XYvXs3Ll28BKFQiM4enTFnzhz06NGjWV5f1Xw8+bjyJBWpuSWISy+Am432fPLVtn8rbbD5bDhW/HWbnZj7wdju2DhrEHS46pstTu8DQpqGdpVugnKxBJ8euYMt5x/VqN2y753hsGrG2i0LFixAwOmAGl8zMTHB4b8Oo2/fvs3WDlW5FpmKEd/8CwDYM98H83w9W7hFqqNt/1aaTCiW4n+/B2NvYDQAptdv+5yhmD9c/e83eh8Q0jQ0ntFIMWn58F53Gj+eY4KLvq4Otr7pjYBlY5s1uERGRrK/BJcvX469+/aib9++KCoqws4dO5utHao00NUa+ro6AICgqLQWbo3qaOO/labKLCzDyA3/ssHFqp0BLnwyvlmCC70PCGk6GjZqhN+DY/B+K6nd8vjxYwCAm5sbPvr4IwBA+/btMWniJNy+fbvZ26MKhnq66O/SASExaQiK0p5NGrXx30oTRTzLwcTN55GYWQgA6GpvgYDlY+DSTBNz6X1ASNNReGkAebVb5vl6Yuub3i1Wu8XKygoAUFhUCLFYDF1dXTxLYSYNGxoatkibVMHXi4+QmDQkZRUiOasITlYmLd2kJtPWfytN8m/YU7z2y2UUVnzwGN+rIw4t9IOpYfNNzKX3ASFNR+FFSXfiMzDrlyvsMsr6arfk5ubiyJEjePToEeLj4sG346Nrl6549713YWqq+BOeWCzG4cOHcevWLSTEJ4Cnx8OgQYMwbdo0uLu71zp/4MCB0NfXR3paOob7DoeXlxcuX74MABg2bJgKvnPVuXD+Ar777js4Ozvjt72/1XmujwcfXyMMAFPv5U2r2t97fV5/7XWkpaVh7dq18PH1qfPcy5cvI+B0AOLi4mBgYABXV1e88eYbDZpAefjQYezZswcA8OehP2Fra1vjuCb9W2mjH/57iJVH7kBaMUHtw3E98N2MgQon5paVlWHmjJkoLCzE6NGj8cnKT+Sel5eXh107dyE8PByZmZlwdHTEgIEDMHv2bBgY1B5CpvcBIU1HE3brIa92y2A3G/y50E9h7ZaIiAjMe3seUlJSah3r5NIJe/fuhYeHR61jWVlZmDF9BiIjI2sdMzQ0xLaft2HcuHG1jl25cgXz3p6H8vJy9mvdunXDkaNHYGHReoq8rfh4Bf744w94enriytUrdZ5bVCaC5YL9EEmkmOfriT3z6w4fL0pPS0fv3r0BALv37Mb48eMVnrvui3XYubP2XAMOh4Pvv/8er7/xer2vl5eXB+/B3sjLywMABAUHwc3NrdZ5mvJvpU3KxRIs2BuM34NjADATc3fMHYa5PrV/BqvbtGkTNm3cBACYOGkiduzYUeuclJQUjB0zFrm5ubWOubi44MLFCzAyMqp1jN4HhDQN9bzUQZBXgtk7ruLS4+cAlKvdIpFI8O4777LBpXv37vD09ERycjLu3LmDxIREjB83HlevXYWjoyN7nVQqxby357HBxc3NDR4eHsjIyEBoaChKS0uxfPlyeHt7w9zcvMZr+vn54eatm7h+/ToEqQJ4eHhghN8I6Oq2nn/e+Ph4BPwTUP+JFUwMeOjjbIXb8RkIim74vJctW7Yodd79+/exe/duAICuri78XvJDfl4+bt++DZlMhrVr12LosKFwcnKq8z4//PADG1zqogn/Vtoko6AUr269iOsxzMTvDu0McGLpaAzzsK3zutTUVPyy/Zd67//Zp5+xwaVjx47o07cPgoOCkZ2djYSEBHy5/kt8u+HbWtfR+4CQpqGfFAXOPHyKubsCG1y75b///kNSUhIAYMnSJVi5ciV7bMeOHVi/bj1KSkqw//f9WP35avbYxQsXERoaCgAYM3YMdu3aBR6PBwBYs2YN9uzeg4L8Apz8+yTmvj231uva2trC39+/Sd+zKslkMuTl5SEzMxNXrlzB7l27UZBf0KB7+HjycTs+A7Fp+UjNLYGdRe1PsJXKy8uRlZWFuLg4HD50GAEB9QclsViMFStWQCqVwtTMFJcvX4a9vT0AYP/+/fh05acoKSnBihUrcOTIEYX3iYmJwcEDB5X+vlrbv5W2Ck/JwcTN55CcVQQA6O5oiYDlY+BsVX+166+++gqlpaV1nvPvv/+ywz0LFizA6s9Xg8vlIicnB69OeRUxMTE4cOAAprw6BQMGDKh1Pb0PCGk8Wir9gnKxBMv/vIlXNp1jg8uE3k54+PVUpYrOVQYQfX19LFmypMaxefPmsfNdwh+F1zh2+K/DAJihilWrVrHBBQAmTZrEPo6KimrEd9X8nj59iq5dumK473CsX7ceAkHDe098Pfns4/p6Xz7+6GP079cfs2bOUiq4AMDDhw/x5PETAMD7i99ngwsAzJ49mx32uXH9Rp1/yNasWQOxWAwul36cWovT95IwZP1pNrhM6O2E62smKRVcQkNDcerkKbnzVao79OchAMxKoeUfLmf//S0tLfHBBx8AYEL8pUuXmvCdEELkod+21Siq3XJ62Rila7dkZmQCYIZ9Xhzr5vF47CTO7KzsGsfCHzJhZuTIkbXmSvTu3RubN2/Gpk2bMGPmjEZ9b5poaGdbdjKlOpZMP3r0iH08YeKEGsc4HA7mzmV6uCQSCR5HPJZ7j4sXLiIoMAjm5uZYtmyZyttIGu67fx/g1a0X2VIGK8b3xKllo9HOgFfPlUzYWPP5GgDAokWLag3RVlf5/vHz84OJSc3VcBMmTkCHDh0AAOHh4bWuJYQ0DQ0bVVBV7ZZRo0fB2sYazk7OtY7JZDKkpjL79djY2LBfz87ORloaMybfv3//WtdxuVzMnDWzQe1oaY6OjngS+aTG12bNnIWHDx8qfQ8zIz307Nge95Oy2F1+Fdnw3Qas/3I9+zwkJATvvvNunddU/vExMTGpMf+oUmePzuzj8PBw9Ovfr8ZxkUiEL9Z9AQD48MMPweGor5w8qV+5WIJ39gTh4PVYAMyHj51vD8OcYZ3rubLK0SNH8fDhQ/D5fCxctBC//SZ/VZxAIEB2NvMBxKuLV63jOjo6cHV1RWZmJvvBhBCiOm0+vBSUCrFgXwgO31RN7RZ/f3+F49hRkVEoKmK6sT09qyp5Vv9U7+rGLL0uLi7GnTt3YGlpiS5dutQYRtIEXC631qfW+rrh5fHx5ON+UhYiU3ORWViGDgp6wIyMjGr0dNX1iblSTAyz+sTBwUFu8LDjVw0TZmZm1jq+Z88eJCYkwt3dHXPemoMD+w/U+5pEPdLzSzFlywXcjEsHAFibGuLvpaMwpHPdE3OrKyoqwrffMpNrV61eVWfNlcr3DgC5wRcA+HbMsGdeXh5bz4UQohpt+qfpdnwGXqtWu8XcSA873/bB9IEuKn0dkUiE+/fvY+mSpQCYZc/vLXiPPV59PoidnR0WLFiAs2fOQiRieoH09fXhP9Uf3377rcaFmKby8eBjS8UwXnC0AK/266Sye5cUlwBQXBjM3MKcfVxWVlbjWFZWFrb8uAUAsPaLtfSHqQU9SM7GpB/P42k288Ggh6MlApaPbXBhw61btyIjIwN9+/bFlClT6jy3uLiYfazw/VMtQJeVldUaWiKENF6b/I2rqHbLoUV+Sk3oU5ZYLEb3bt1RXFwMsVgMAPDw8MDGjRtrDBuVllVNBv3mm28QHBRc4z7l5eU49OchxMXG4fiJ423qD+UwD1twOIBMBgRGqja8VE7CVRQIq/fGVK/HAQAbNmxAYWEh/Pz84Ofnp7I2kYY5eTcJb+64guJy5udrUl9n/LFgBEyUmN9SXXJyMnbv2g0Oh4N169fVOwRYfQK3Hk9+dd4X3z8UXghRnTY3YVeQV4Ix353ByiN3IJJIweVw8NnE3ghaPUGlwaVSfn4+G1wApmu6epczUPMPY3BQMPr174fDfx3GjZs3sGPnDjbo3LlzBydPnlR5G1szq3YG6GpvCaD+FUcNVdmbIpPJr9NY/Y9PZS8YwBQh/OvwX9DV1WXnvJDmJZMB3wSEYepPF9ngsnJCL/y9dFSDgwvAFCoUCoV49dVX0adPn3rPLy+r+plV5v0jFonlnkMIaZy28xEeTO2Wt3ZeQ2Yh80fL3sIYBxeMwAgllkA3ho6ODlavXo209DRER0cjJDgEz58/x4cffoiy8jJ2NUv1X4S2trY4dOgQ+ynN2dkZXl5eGDF8BKRSKXbu3Ilp06appb2tla8nHxHPchD+NAe5xeWwMNZXyX11dHRq/PdFUqmUfaynV/Xp+vPVn0MqlWLu23PlVtEl6lUmkmD+nkD8WbHHmAFPB7vn+eCNIQ3fQgJgJnefO3cOhoaG+GzVZ0pdU/09w1VQsLL6+4en17aGewlRtzbR81IulmBZRe2WyuAyobcTHnztr7bgAjCfvBYuWoj169fjyJEj+O/Mf+wfwY0/bGQ/+Vf/xTZx4sRa3cvu7u7w9vYGAMREx0Aikaitza2RT0W9F6lMhpCKSqmqoK/PhCBF9VmEQmGtcwMCAnD79m2Ym5vjo48+UllbiHIEeSUY/vU/bHCxNTPClc9eaXRwkUgkWLtmLQBg0eJF4PP59VzBqHw/AIrfPyJhVW9d9fMJIU2n9T0v0YI8zNp+BWHJWQCYT2nfzxyIxaO6oblXtvbq1Qvz5s3Dr7/+itzcXDx48ACDBg2CsbExe07laqMXeXh6ICQkBGKxGKmpqQpXOGgjH8+qFSOBUQJM6F13qX5l6Rswf1CqD+tVV32oqHKl1I+bfwTAFCb7/fffa5x//9599vGunbvg4OCAJUtrFiokjReWnIVJP15ASsXE3F5O7XF62Rh0bN/4uSRnz55lt+QQCUXYunVrjeOVHzDC7odh69atGDx4MAYMGMC+dwBAIpb/YULe+4cQohpaHV5erN3iZWeOw4teQs+ODavdoiypVIoLFy5AJBKhW9du6ORSe3Jp9+7d2ceVNV+qL/HlcuR/iuPpVvXOKPplqa1szYzgwTdHtCBPpcXqbKxtEPkkUu6megCQkZHBPjZpx/yBzM/PB8Ds1fTdhu8U3vuPP/4Al8ul8KIiJ0ITMWfnVXZ+y5R+zji4wK9R5Qyqq75lxYvBpbqUlBR8t+E7fLziYwwYMADW1tbssZzcHLnXVL5/DA0NFQ5NEkIaRyvDi6prtyj9ugUFeHvu2wCA1Z+vxsKFC2udY9XBin1cGVqql6VXtLlf5dJMHR0d2DvYyz1Hm/l42iJakIew5GwUlomUqpZany5du+DatWvIyZH/xyc+Pp597OXFFCKztbVVuBKluKSY/WNobW1NuwOrgEwGfHX6Ptb+fRcyGcDhAJ9N7I31/v3AVUHXqZGRUZ1DRenp6ZBKpTAwMICFhQX4tsy5Xl5e4HK5kEql9b5/Kt87hGibynldLbE1itaFl+aq3SKPmZkZeDweRCIRWzH3RdW/Xjn006dPH/a62NhYudfdvXcXABN02lqtFwDw9bTD7qtREEukuB6ThrE9mj5s1rVLVwBATk4OkhKT4NzJucbx6mXdK3vMzpw9o/B+e3/bi9Wrmc02j584TpN5m6hUKMbbuwPx1y0mBBjwdPDbfF+85q26/6+Tp0zG5CmTFR7v4tUFeXl5GD1mNHbs2MF+3cjICE7OTkhMSMS9u/fw1ltv1bguJycHz549AwD06NFDZe0lpCXdDb2L8xfO43rIdaSmprJVpq2srNCxY0eMGTMG/lP9a5QCURetmbArlcmw4Z8HGPZlABtcBrvZIOxr/2YJLgAzQbeyV+S/f/+Tu5lf5WZuPB4PHTt2BMBM5uvVqxcAZkLoi70vYWFhiHzCjMsP9h6spta3bj4eVfNeVDV01Lt3bwDMUtfdu3fXOJaRkYHDh5jNMu3s7GBlZVXreqI+qbkl8P36Hza48M2NcG3VBJUGl6bq05tZUh0QEID0tPQax37e9jP7qZTCC9F0aWlpmPf2PEycOBHbf96OBw8eICMjAxKJBBKJBOnp6QgNDcVXX30FX19fnDhxQu1t0orwUlm75dOjVbVbVk1SX+2Wurz+2utMmwQCzJgxA6GhoSgpKUFCQgIWL1qMW7duAQBmzZqFdu2q2vbGm28AYCYITp06FQ8fPkRhYSEuXbqEd+a/AwDQ1dXF0qVLm/X7aS0c25vAxZrZkbu+fY6U5dzJGcN8hgEADh8+jCNHjqCgoACBgYH434L/oaSEqcD7/pL3VfJ6RDn3ErMwYO1JhCYwWzL0cbbCnXVTMNDVup4rm9fsObMBMBNzlyxdgvj4eKSnpePnbT9j3759AAAnJydMnDSxJZtJSKNJpVLs27cPvj6+OHv2rFLXFOQX4P3F7+PUyVNqbZvGDxv99+Ap5u5qvtot9XnjzTewd+9eCAQC3A29i0kTJ9U6x8rKCks/qBlCpk2bhtu3b+PQn4fw5PETvDz25VrXLVq0CM7Ozupqeqvn42GLhIwC3E3MRIlQDCO9pr99161bh1fGv4KSkhIs+2AZln1Qc2fooUOHYvbs2U1+HaKco7cTMHfXNZQImYm5Uwe4YP97w1Xyb61q/fv3x/Tp03H06FEEBwVj2NBhNY5zOBxs2ryp1u7yhGgCmUyGd995F2fO1BwqnzR5Evz8/NCtaze4uLogLzcPwSHB2Ld3H8LCwtjzPvnkE/j4+sDS0lIt7dPYnpfK2i0TNjdv7Zb6mJmZ4fyF8xg6dKjc4z6+Prh0+ZLcSYLffPMNJk+ZXGvyk56eHr7d8C0+WfmJWtrcXCpXXDR2zk5lvRehWIpbcRl1nlt9dYei8u0As0HmwT8O1prvAgADBw7Ej1t+VHq3aCpE1ngyGbDu5D3M3H4JJUIxOBzg88l9cHTxyBYNLvXVZ/nu++/w1ltv1fqZNTExwbp169j6TIRoml+2/1IjuLi6uuLY8WP49ddfMW3aNHh18YK+vj5sbG0wdepUnDp9Ci+99BJ7fmFhIc6dPae29nFkMqn82tatWGuq3VKX3NxcPI54jJSUFDg5O6FLly5K7XacmpqKyEhmCa+TkxN69uxZo8JrW5WQUQDXD/8CAKyZ0gfrXu2nsnuLRCJEREQgISEBPB4P7m7u8OpCq0SaQ4lQjLm7ruHo7QQAgKGeLva944sZg+TXPGqNBAIBIiIikJOTA3s7e3Tv0R1mZmYt3SxCGuXGjRuYMX0GWxDV29sbhw4fqvfvUElJCbw8vdgaR1OnTsVP235SSxs1LrzsC4rGkoM3mq12C2ldHJf+iWc5xRjuZYern73S0s0hTfQ8txiTfjyPe4nMBxE7CyOc+mAM+rt0aOGWEdI2ZWRkYNTIUcjMZOac2dja4MKFC+jQQbmfyfHjxrPDR+PHj8fuPbvruaJxWt9AsgL5JUL87/eatVvmD2dqt7TG8XCiHr6efPx5Iw634zNQLpZAX5eKf2mq0IRMTN5yHqm5zMTofp064NSy0bC3MK7nSkKIuhzYf4ANLrq6uti9a7fSwQUA3nvvPdy7dw8A0LNXT7W0EdCQnpeWrN1CWpddVyPx3t5gAEDQ6okYVm0JNdEcf92Kx9u7A1FaMTF3+kAX7Hu3dU7MJaQtGTxoMJKTkwGot+ekqVp1eHn4NBuD151mf8FVZ2dBM/jbospP6ZXofaBZZDKmtMGL+OZGrWq+GiHa5MXfm7KD78o9LzQ0tMYK2X379mHM2DFqbVtjteqPOUKxVG5wAWr/Y5C2id4H2kFeoCGEqIdUJpO7vcbxY8fZx+bm5vB7ya85m9UgrTq8WJroY9oAZmjo4dNsmpRLAADH7iSwj6f0c4ZuC+yrQRrmWU4xbsbVrELrYm2Kvs5UuZiQpkrKKmSLOiqjuFwsd3+46oXopkyZ0qq3omnV4cXV2hRH3x/Z0s0grcz2S4+xeP91AMCK8b0wyK11VV4lNd2Oz8CULRfY5wNcrXFy6Wga8iOkkRIzC3EtMhWBUQIERgqQlFUo9zyeDhf9OnWArxcfw73sMMTdBiYKNrUViUTsXkVA69/WolWHF0Lk8fGoKvAXFC2g8NKKHboRh3l7AlEmYupFzBrsht/m+8CQJuYSorT4jAIERgoQGCXAtchUPM0uknueni4X/V2s4evJh68nH0M628JYX7mftaysLMhkVVNg69ptvTWg3yBE43R1sEB7EwNkF5UhKEqAFePVtxyPNI5UJsPnx+/i23/CIJMBHA6w3r8fVk3sQxNzCalHXHpBVc9KlAApdYSVAS7WbM/KYDcbpcPKi9LTaw7r8u0aFl5EIhF27dzFFrYb+/JYdO7cuVFtUQaFF6JxuBwOhnnY4tS9JITEpEEilUGHW/9fxNzcXBw5cgSPHj1CfFw8+HZ8dO3SFe++9y5MTU2boeXNo6ysDDNnzERhYSFGjx7d7NtKFJeL8eaOKzh5NwkAYKyvi/3vjYB//07sOY8fP8bdu3eVvqe/vz9MTExU3VQCpjrwsaPH8CTyCRITEmFsbIwhQ4dg5syZsLe3b+nmtQkxafkVPSupuBYpwPPcYrnn6evqYIBrBwz3soOvJx+D3W1UVl4gI73mliuVG9Mqa/fu3fj6668BMFvazJw1UyXtUoTCC9FIPp58nLqXhPwSIR4+zUafeiZ+RkREYN7b85CSksJ+LTw8HOfPncfJUyexd+9eeHh4qLvZzWL79u24c+cOAMC9s3uzvvbT7CJM+vE8HiQzY+eO7U1wetlo9Haq+e8TFBSEL9d/qfR9/fz8KLyowYXzF7B06VLk5+fX+PqtW7ew97e9OHDgAPr269tCrdNe0YK8iiEgJrAoWjVpwNPBQNeKnhVPOwxys1bbkKuefs3S/2FhYejZU7le7czMTGz5cQv7fPr06bC2Vu9wPoUXopF8Pau6NAOjBHWGF4lEgnffeZcNLt27d4enpyeSk5Nx584dJCYkYvy48bh67SocHR3V3nZ1Sk1NxS/bf2mR174Zl44pWy4gPb8UADDIzRonPxgNW7PaE3N5urx6d1uu/smv+kabRDUyMzOxePFiFBUxQxIDBgyAk5MTwsLCEBcXh9zcXCxbtgxXr12l//9NIJMxYeVaVCo7b0VRaQADng4GudlguBczZ2WQmw0MeM3z//7FoPIg7AHwVv3XyWQyfPHFF+z7iMfjYeHChapv4AsovBCN1LNje5gZ6SG/RIigKAGWje2u8Nz//vsPSUlJAIAlS5dg5cqV7LEdO3Zg/br1KCkpwf7f92P156vV3XS1+uqrr1BaWtrsr3vweize/S2InZj7urcb9sz3VfiLd/478zH/nfl13nPhwoU4dfIUXn75ZdjZtdxO8drq932/s39wFi5aiNWrmfe+SCTCVP+pCA0NRVxcHG7evImhQ4e2ZFM1ikwGRKbmspNrg6LSkJYvP6wY6ulisJs1fD3t4OvFx0BX62YLKy+ysLCAk5MTW1335MmTmDR5EkaMGKHwGpFIhOXLluPk3yfZr61avQrOnZzV3VwKL0Qz6XA5GOJuizMPnyI4Oo2dFCpPaGgoAEBfXx9LliypcWzevHnY8uMWFBQUIPxRuLqbrVahoaE4dfIUDAwMUFZW1iyvKZXJsOpYKDb88wAAMx/py6n98OmE3k2amHvu3DmcOnkK7dq1w9fffK2axpIaIiMj2ceTJ09mH/N4PIx9eSz7c5OYmEjhpQ4yGfAkNZeZYFvRs5JRIP8DhJGeLga728DXk5lgO8C1Q6van23s2LHYuXMnACaYzHt7Hg4cPCD33//Ro0f4cv2XCAkJYb82avQovPPOO83SVgovRGP5evFx5uFTZBeVIeJZDro7Wso9LzODKd7k5uZWa6iCx+PB1tYWBQUFyM7Klne5RpDJZFjz+RoAwKJFi/Dbb78hLy9Pra9ZVCbCGzuu4vS9JACAiQEPBxeMwOS+zk26b15eHlZ+wvSOrfx0JWxtaf8qdag+z8XT07PGsa5durKP83LzmqtJGkEmAyKe5bArgQIjU5FZKP/DgrG+LrzdbZmly158DHCxhp5u6y2queKTFTh/4TySEpMAMJP/p0+bjt69e2PAgAFo3749cnJycPfeXdwNrTnhfty4cfjl11/AaablhBReiMZ6sd6LovAyavQoWNtYw9nJudYxmUyG1NRUAICNjY1a2tkcjh45iocPH4LP52PhooX47bff1Pp6yVlFmLj5HMJTcgAAHdubIGD5GJVUwf589efIyMhA3759MWfOnCbfj8jXwbpqp+AnT57UKEoWnxDPPtaWieyNJZXJEPGsqmclKFqALAVhxcSAB+9qPSv9OnVo1WHlRYaGhti2bRtmvzkbubm57NfDwsIQFhYm9xo9PT0sWboEH3zwAbjNWO2cwgvRWH07WcFYXxfF5WIERgqwaGRXuef5+/vD399f7rGoyCh23P/FT5+aoqioCN9++y0AZrzZ0NBQra93PSYNr269yHaNe7vb4O+lo2Fj1vTXffL4Cf7++28ATK9Lc/4ybGu8vb0RcDoAAHDlypUa4SUkuGoooEfP1l1pVdWkMhnCn1b2rDBzVrKLFIeVIe42zNJlLz76deoAno5mv2f79u2LoOAgrPtiHY4fP67wPAcHB4wfPx5z5sxpljkuL6LwQjQWT4cLb3dbXIx4hqBoQZ3zXl4kEolw//59LF2yFADzieO9Be+psbXqs3XrVranYsqUKWp9rf3BMXhvbzDKxczE3DeHuGP3fB+Vjdtv2bIFMpkM3bp1w5AhQ1RyTyKfv78/ft/3O6KiorBp4yZkZmbCw8MDN2/eZPe4Wf35aq0ftpPKZHj4NBuBkQJcixIgOFqAnKJyuee2M+BhqIct27PS19kKuhoeVuRp3749ftr2E776+itER0cjMjIS8XHx4HA44NvxMXDgQPTq1atF20jhhWg0H08mvKTnlyImLQ8efPM6zxeLxejerTuKi4shFjM7lnt4eGDjxo0aOWyUnJyM3bt2g8PhYN36dWobb5bKZFh55A5++O8hAGZi7jfT++OTV3qp7DWio6Px33//AQAW/G+Byu5L5DM2NsbxE8ex4dsN+OOPP7Bv774ax1evXt0sS16bm0TKhJXKCrbB0WnILZYfVkwN9TC0sy27dLmPloYVRUxNTdG/f3/079+/pZtSC4UXotF8PauW0AZGCeoNLwBqFeQqKipCTEyMRhbjWvfFOgiFQvj7+6NPnz5qeY3CMhFe/+UK/gljllC2M+Dhj//5YWIfJ5W+TmWvC5/Px4QJE1R6byLfxYsXceLECbnHtm/fDudOzhg3blwzt0q1JFIZwpKzKnpWUhESnYa8EqHcc82M9DDMw5ZZulwRVpSp3k2aH4UXotEGuHaAAU8HZSIJgqIEeHeEV53n6+joYPXq1UhLT0N0dDRCgkPw/PlzfPjhhygrL8PcuXObqeVNFxISgnPnzsHQ0BCfrfpMLa+RmFmIiZvPI+IZMzHX2aodTi8fgx4KJkc3VnpaOv4J+AcA8ObsN8Hjyd/5lqhOQEAAln2wDADQt19frPh4BRwcHHDv/j2s+XwNcnNzseC9Bfj777/Rr3+/Fm6t8sQSKcKSq3pWQmLSkK8grJgb6WGYB58dBurl1J7Cioag8EI0mr4uU5Gy8hdVfTgcDhYuquoKf/DgASZPmgyhUIiNP2zErFmzYGBgoM4mq4REIsHaNWsBAIsWL1LLDrDB0Wnw33qBXQY6pLMt/l46Ctamqp8Q/O+//0IqlQIAxowZo/L7k5pEIhHWrmXePw4ODjh27Bj7vu/k0gmdnDthwoQJEIvF2PbzNuzfv78lm1snsUSKe0lZFcuWmbBSUCo/rFgY68OnYsdlX08+enaksKKpKLwQjefjaYtrkal4llOMhIwCuFgrv8lir169MG/ePPz666/Izc3FgwcPMGjQIDW2VjXOnj3LFhkTCUXYunVrjeOVRerC7odh69atGDx4MAYMGKD0/fcGRuN/vwdDKGYCxVvDOmPH28PUVlArIIBZ9WJnZwcvr7p7z0jTxcXFIT2N2UV41mu1A3vffn3RrVs3RERE4NbNWy3RRIVEEinuJWaxH1iux6ShsEwk91xLE334VOtZ6dHRElza1lwrUHghGq96vZfAKEGN8CKVSnHhwgWIRCJ069oNnVw61bq+e/eqrQUqa760dgX5BezjF4NLdSkpKfhuw3f4eMXHSoUXiVSGFX/dxuazTLVhHS4HG2YMxEfj1LdcViAQsDtMjxw5Um2vQ6rERMewj52c5M9dcnF1QUREBAoLC1FYWIh27do1V/NqEEmkCE3IZAvCXY9NR5GCsNLexAA+nrbsrsvdHSmsaCsKL0TjDXa3gZ4uF0KxFEFRAsz1qSqqVVBQgLfnvg2AWfYpb/WEVYeqTR3r2yywtTAyMqpzqCg9PR1SqRQGBgawsLAA37b+YaWCUiFmbb+CMw+fAmAm5h5a+BJe6d1RZe2W599//4VMJgMAvDTyJbW+FmFU/v8GAF0d+X8GysuZFTi6urrN+nMhFEsRmpDB7rp8IzYNxeViued2aGfADgMN97JDNwfLJm1LQTQHhRei8Yz0dNGvUwfciE1HUHRajWNmZmbg8XgQiURIS0uTe331r2vKrtKTp0zG5CmTFR7v4tUFeXl5GD1mNHbs2FHv/RIyCjBx83k8fs5U1ezUoR0Clo9BNwfVTsyV5+aNm+zjgQMHqv31CODkXNXbEhsXK/echPgEAICtra1ad5UuF0sQmpDJVrC9EZuOEqH8sGJtaggfTz67dLmrPYWVtorCC9EKvp583IhNR0JGAVKyi+DY3gQAM0HX3sEeSYlJ+O/f//Dpp5/WqkB76M9DAJh9jjp2VG8vQ2sUGCXA1J8usiXPh3nY4sTS0ejQrnkmLkdERAAArK2tYWqq/Hwl0nidOnUCh8OBTCbD8WPH8f7770NPT489fufOHcTGMqGmW7duKn3tcrEEt+My2F2Xb8ZloFRBWLExM6yYXMtUsO1iZ0FhhQCg8EK0hI8nH99W7GwcFJ2G173d2GOvv/Y6vv76awgEAsyYMQOff/45unbtirS0NGzetBm3bjETEmfNmtVi4/otZc+1KCzaH8JOzJ3n64lf3hrabPux5Ofn49mzZwAAV1fXZnlNApibm2PylMk4+fdJJCcn4/XXXsfqz1fDzc0N9+/dx5KlVbuvz39nfpNeq0wkwe34DHaC7a06woqtmRF8vaqGgTz55hRWiFwUXohWGNLZFro6XIglUgRGpdYIL2+8+Qb27t3LTAwNvYtJEyfVut7KygpLP1janE1uURKpDB8dvoUt5x4BYCbmfj9zIJa/3Lz72Dx69Ih97OLi0qyv3datXLkSly5eQmFhIa5fv46Xx75c65yXX34Z3t7eDbpvqVCMWxU9K0xYSUeZSCL3XL65ETu51teTDw8KK0RJFF6IVmhnwENvp/YITchEUFTteS/nL5zHwv8tREhISK1rfXx98NNPP8Ha2rq5mqt2+vr6Co/llwgxc/tlnAtPAcCUQD+8yA/jejb/kFlcXBz72NWNel6ak6OjIy5dvoSlS5ayvY+VeDwe3nrrLaz9Ym299ykVinEzrqpn5XZcBrv31YvsLYxr9Kx0tjVTyfdC2h6OTCaV1X8aIa3fR4dvYdMZZomv4Oc3YGtWe4VEbm4uHkc8RkpKCpycndClSxeYm5s3c0tbTlx6ASZuPofI1DwAgKu1KQKWj0EXe4uWbRhpUelp6YiKjoIgVQD3zu7o1q2bwgBcIhTjRmw6AiOZXZfvxGcqDCsOlsZsUPH15MOdwgpREQovRGv8E5aMiZvPAwCOLB6J6QNpGKK6q09SMW3bJWQXMRNzfT35OLF0FNqbtP6KwqTlFJeLcSM2jV26HJqQwc6RepFjexMM9+TD14sJLK4NKBhJSEPQsBHRGkM724LL4UAqkyEoSkDhpZqdVyLx/oHrEEmYPzrvjPDE9jlDwWtDO+QS5RSViXAjNp0dBgpNyGTfNy9ysjKBr6cdu3S5IdWtCWkKCi9Ea1gY66NHR0s8SM5Wap+jtkAskWL5oVvYdoFZjqzD5WDTa4OxdIxql78SzVVYJsL1mDR26fK9xCyFYcXZqh0TVCqGgTp1aFur80jrQeGFaBUfDz4eJGfj8fMcZBeVtekhkbwSIWb8fAkXHjFLkc2M9HBk8UiM6e7Qwi0jLamgVIjrMVU9K/eSsiBWEFZcrE3ZlUDDvezgZGXSzK0lRD4KL0Sr+Hjy8dOFCMhkzK7Ik/s6t3STWkRsWj4mbD6PaEEeAMDNxhQBy8fCy868RdtFml9+iRAhFT0rgVEC3K8jrLhamzKTayuGgTq2p7BCWicKL0Sr+HjyweEAMhlTObYthpfLj59j+s+XkFPE7E3j18UOx94fBUsTxcunifbIKxEiJDoN16KYcvthyVmQKFiX4W5rVqNnxcHSuJlbS0jjUHghWqVDOwN42VngyfNcBDVy3suhPw9BJJa/ay0A8HR5mD5jOnR1W9+Pzy+XnmDpHzfYT9YL/Lrgp9neNDFXi+UWlyM4urJnJRUPkrMVhpXOtmbMSqCKcvv2FhRWiGZqfb99CWkiX08+njzPxcOn2cgvEcLMSK/+iyqUl5fjo48+qve84SOGw87OrgmtVC2xRIqlf9zAL5eeAAB0dbj48fXBWDyqawu3jKhaTlE5gqMF7NLlh0+zIZXJDysefHN2JZCvpx3sLDRj13RC6kPhhWgdH08+fr38BBKpDCExaRjfS/nKsYLUqt4afX19hbvpclpRDfPc4nJM33YJlx4/BwCYG+nh6PsjMaobTczVBtlFZQiOTmMn2IY/zZEbVjgcwJNvXrV02Ysvt1AjIdqAwgvROj4efPZxUJSgQeHleepz9vHVq1fh3MlZlU1TuWhBHiZuPo+YtHwAzLBAwPIx8OCbt2zDSKNlFZYhKFqAwEhm6XLEs1yFYcXLzqKiZ4VZumxjZijnjoRoHwovROvYWRjB3dYMsWn5Da73kpqaCoDZ28Wxo6M6mqcyFyOeYcbPl5FbzEzMHdnVHkffHwkLY5qYq0kyC8sQVFFjJTBKgIhnOZA3CsThAF3tLZkhoIqhIGtTCiukbaLwQrSSjwcfsWn5uJ+UhaIyEUwMeEpd9/w50/Pi5OSkcMioNfj54mMs+/MmOzF34cgu2PqGN3RpYm6rl1FQykyujWTmrTx+rjisdHOwZPcF8vHko0O7tlu3iJDqKLwQreTrxcdvgVEQSaS4EZuO0UoWZkt9zvS8uLi2zq0FRBIplhy4gR1Xqibmbn3DGwtHdmnhlhFF0vNL2eq1gVECRKbmyg0rXA4H3R2relZ8PPiworBCiFwUXohWqjHvJVqgfHipGDZydXHFP//8g6DAICQlJcHTyxMDBgzA6NGjFe62q245ReWYtu0irjxh2mhhrI9j74/ES13tFV4jFotx+PBh3Lp1CwnxCeDp8TBo0CBMmzYN7u7uzdX0NkWQV1KtZyUVUYI8hWGlR0dLtsbKMA/bNl0RmpCGoF2lidZyXnYIyVlFGOZhi6DVE5W6xm+EH6KiomBqZoqC/IJaxwcMGID9B/bDzMxM1c2tU1RqHiZsPoe4dKZNHnxz/LN8DNxtFbcjKysLM6bPQGRkZK1jhoaG2PbzNowbN05tbW4rUnNLEBiVyi5drqxq/CIuh4OeHduzS5eHefCpcCAhjUThhWitOTuv4UBIDPR1dZC7cw4M9ervaPT08ERBARMQeDwe+vTpA7FEjPCH4RCJmMJ1gwcPxom/T6i17dWdf/QMM36+hPwSIQBgdHcHHFk8EuZ11K+RSqWYMnkKQkNDAQBubm7w8PBARkYG+zVTM1PcunUL5ubmav8etMnz3GJmJVBFBdvKlV4v0uFy0MupPbt0eZgHv85/M0KI8mjYiGgtH09bHAiJQblYgtvxGRjuVXdRuaKiIja42Nra4uy5s7CxsQEAPH36FJMnTUZaWhpu3ryJBw8eoFevXur+FrD1fAQ+PHSTrZj6/uhu2PzaoHon5l68cJENKWPGjsGuXbvA4zGTltesWYM9u/egIL8AJ/8+iblvz1XvN6HhUrKL2H2BrkWmsr1fL9LhctDbyYpdujzMw7ZBBRIJIcqj8EK0lq9nVVgJjBLUG1709fWxbv06iEQijBg+gg0uANCxY0d8/c3XmPf2PADAsWPH1BpeRBIpFu0Pwe6rUQAAng4X22YPwXt+Xkpdf/ivwwCYYnqrVq1igwsATJo0CXt27wEAREVFqbjlmu9pRVi5Fsn0rMRnyA8rujpc9HG2YvcGGuZhC1NDCiuENAcKL0RrudmYws7CCKm5JUrtc8Tj8fDOO+8oPD5ixAjo6elBKBTiafJTVTa1huyiMkz96RKuRTITc9ubGODY+yMxoovy2xGEPwwHAIwcORJubm41jvXu3RubN2+GTCaDh6eH6hquoZKzitiVQIFRAiTUEVb6OluxS5eHdLahsEJIC6HwQrSajwcff92Kx624DAjFUujpNr4OioGBATp06IDnz5+zq5JU7cnzXEzcfJ79tO9lZ46A5WPhZmOq9D2ys7ORlpYGAOjfv3+t41wuFzNnzVRNgzVQYmZhjZ6VpKxCuefxdLjo16kDWxBuSGdbtFOyXhAhRL0ovBCt5uvFhJcSoRihCRkY0tm2SferHH7hclVfDO7Mw6eYtf0KCkqZibljezjir0UvNXjexOOIx+xjVzdXAEBxcTHu3LkDS0tLdOnSpcYwkrZLyCjAtYqCcIFRqUjOKpJ7Hk+Hi/4uHdily97uNkoXNySENC8KL0Sr1az3klZneLl06RL+OvwXAGD16tVy9zXKysoCAPD5/FrHmmLz2XCs+Os2OzH3g7HdsXHWIOhwG74BpEBQNURmZ2eHBQsW4OyZs+xqKX19ffhP9ce3336rlSEmLr2AWbocKcC1KAFSsuWHFT1dLvq7WLNLl73dbWGsT78SCdEE9JNKtJqXnQWsTQ2ZkuyRqfh0Qi+F56ampuLMmTMAgNmzZ9cKL48fP0ZREfOHUFXhRSiWYuHvIfgtkJk4q6fLxc+zh+KdEZ6NvmdpWSn7+JtvvkFwUHCN4+Xl5Tj05yHExcbh+Inj0NXV7F8DlXtYVc5beZZTLPc8fV0dDHDtwC5dHuxuAyMlls8TQlof+sklWo3DAYZ52OJEaCJuxKZDLJEqXGZsY121uuj8hfPw8fWpcXzv3r3s45fHvdzktmUWlmHqTxfZycRW7QxwfMko+Ho2LRiVl5ezj4ODgtGvfz98+OGHcHJyQnh4ONauWYv09HTcuXMHJ0+exLRp05r0es0tJi2/aoJtpADPcxWHlYFu1uzS5cFu1krV+iGEtH70k0y0no8nHydCE1FYJsL9pCwMcLWWf56vD8zNzZGXl4eDBw7C0dER/v7+EAqFOHjwIA4fYpYf29vbw8fHR+49lBXxLAcTN59HYiYzWbSrvQUClo+Bi7XyE3MVKS+rCi+2trY4dOgQTExMAADOzs7w8vLCiOEjIJVKsXPnzlYdXmQyIFqQV6NnRZBXIvdcA54OBrnZsEuXB7vbwIDXejfXJIQ0HoUXovWq92QERacpDC+Ghob4eMXHWPXZKojFYqxftx7r162vcY6BgQE2btrYpAm7/4Y9xeu/Vk3MHdezIw4v8lPZslueXtU8lokTJ7LBpZK7uzu8vb0REhKCmOgYSCSSVrODtkwGRAnyavSspOXLDyuGeroY5GaN4Z528PXiY6CrNYUVQtoICi9E63V3tISFsT5yi8sRFCXAR+N6KDx37ty50NfTx8aNG9nlxpUcHByw+cfNGDp0KGRlIpTdTUbZjXhwzY1g9u4wpdqy8Uw4Vh6pmpi7/OUe+H7mwEZNzFXE2NiYfVy52uhFHp4eCAkJgVgsRmpqKhwdHVX2+g0hkwFPUnOZybWRqQiKFiA9v1TuuUZ6uhjsXtWzMtDNGvq6FFYIaYsovBCtx+VwMMzDFgH3kxESkwapTAYuR3FYeO311zBj5gyEhobi2bNn4Ony0K9HL1g+F6IsJB6p329H+f0UyIRiAICeh0294aVcLMGCvcH4PTiGuUaXi1/fGoa3fVVfJM7IyIh9zOXI7yHi6Vb1zkjEEpW3QRGZDHj8PIdduhwUJUBGgeKw4u1uA18vZunyABfrJtXpIYRoDwovpE3w8eAj4H4ycovLEf40B72c2td5Prdcgp7llugcm4ey63Eof3ADAiHzR56jrwv9fk4w9HZB/m/XIYxOhySrCDpWJnLvlVFQCv+tFxESw/TkdGhngBNLR2OYR9Nqzihib2/PPs7Ly5N7TnExM8lVR0cH9g72cs9RBalMhohnuQisVsE2q7BM7rnG+rrwdrdlly73p7BCCFGAwgtpE3yqzXsJjBLUCi/S4nKU30lC6Y14lF2PR/nDZ5CJKsKKAQ8GAzrBYLALDIe4Qr+vEzgV9UC4lsbI/uwUym7Ew3hiz1qvG56Sg0mbz7NVXLs5WCJg+Rh06tBOXd8q+vTpAx6PB5FIhNjYWLnn3L13FwATdFRZ60Uqk+FRSg47wTYoKg3ZRfLDiokBD0PcbeDrxSxd7tepA3j1bDhJCCEAhRfSRvR2ag9TQz0UlAoRFCXA+95uKLuThLIb8Si9Hg9h+DPIxFIAAMeQB4NBLjDwdoHhEDfo93EER8ESW0NvZk5J6Y2EWuEl4H4y3vj1CgrLmOJwr/TuiEMLX1J7iXl9fX306tULoaGhCAgIwBfrvoC5uTl7PCwsDJFPIgEAg70HN+m1pDIZwp/msBNsg6IFyCkql3tuOwMehnS2ZZcu9+1kRWGFENIoFF5Im6Crw4W3uw3Ohacg8E4Ckr67CFSGFSM9GAxxg6G3Cwy8XaHfuyM4espNBNXztIWOhRHKbsTX+Pp3/z7AZ0dDIZUxE3M/Ht8TG2YMqHOujSq98eYbCA0NRVlZGaZOnYpNmzbBxcUFt2/fxspPVgIAdHV1sXTp0gbdVyKV4eHTbLZnJTg6DbnF8sOKqaEehna2ZfcG6utspbDGDiGENASFF9Jm+HrycS48BdlcDp4OdUWvIe4w8HaBfi9HcBq7xJbLgcFgFxSffQxJdhHEZoZ497dgHAhhJubq6+pg59vDMGdYZxV+J/WbNm0abt++jUN/HsKTx0/w8tjaRfUWLVoEZ2fnOu8jkcrwIDmb7VkJjhYgr0Qo91wzIyasVO663NupPYUVQohaUHghbUb1eS+PXumO4bO9VXJfA29XFJ+JwNOr0XjjyTPciE0HAFibGuLvpaOavBlkY33zzTcoKSlBwOkASKVS9ut6enpYt34d5syZU+saiVSG+0lZbM9KSEwa8hWEFXMjPQzzYHpVfL346O1kpdIl34QQoghHJqsoOEGIlhOKpbCYvxclEiletTLFiR9nqua+Eam4OGk7FgxzwTMJM8m3h6MlApaPhZOCFUjNKTU1FZGRkcjNzYWTkxN69uwJPT2mIJ5YIsX9pCxcqygIFxKTxhbPe5GFsT6Gediyuy737NiewgohpEVQzwtpM/R0uRjkao0rMWm4nlWgsvueKS3HGwM7orgiuEzq64w/FoyAiZon5irLzs4OdnZ2AACRRIp7iVnMrstRAoREp7ETil9kaaKPYR58DK/oWenZsX2zzdkhhJC6UHghbYpvNwdciUlDOoBYQR7c+eaNvpdMBmz49wFWHwuFVIf5o75iZFd8O9u71fyRF0mkuJuYyVawvR6bjiIFYaW9iQF8PG3ZXZe7O1q2mu+DEEKqo/BC2hRfr6p5L5evRMH99UGNuk+ZSIL5ewLx5404AIA+l4OvHwqwYFbLBhehmAkrlRNsr8ekobhcLPdcq3YG8PHgM0uXvezQzcGCwgohRCNQeCFtykBXa+hzuSiXShF4PxkLGhFe0vJLMGXLBdyKywAA2JgZ4ugrveFw9nemWN24bqputkJCsRR3EjLYnpWbcekKw0qHdgbwrVgJ5OvJRzcHS1BWIYRoIgovpE0x4OlgQCcrBMdnIDij4fNewpKzMOnHC0jJLgIA9HJqj9PLxqCjuRGSzAxR+kK9F1UrF0twJ76qZ+VmbDpKhPLDio2ZYUXPCrPrchc7CworhBCtQOGFtDm+3RwQHJ+B55AhKaMAztamSl13IjQRc3ZeZXs2pvRzxsEFfjCu2CrAYGAnlFyKhDS3BFwLo7pupbQykQS34yt6VqJScSsuA6UKwoqtmRFbEM7Xkw8vCiuEEC1F4YW0OT6etsBp5vGVq9F4e0b/Os+XyYCvA+5jzYm7kMkADgf4dEJvfDm1X405Ioberii58ASltxNhPLZro9pWJpLgVlw6u+vyrbh0lInk7/rMNzdia6wM97SDB9+cwgohpE2g8ELaHG93W/C4HIikMly9m1hneCkVijFvTxAO32Qm5hrwdLBnvi9e93arda6BtwsAMPNelAwvpUIxbsZlMEuXIwW4HZ+hMKzYWRixK4F8PfnwaMJKKUII0WQUXkibY6yviz6O7XE7OQvX0/MVnifIK8HkLRdwJ56ZmMs3N8LJD0ZjoKu13PP1u9uD286g1j5H1ZUIxbgZm85WsL0Tn4lysfyw4mBpXDEExAQWd1uzBnyXhBCivSi8kDZpeHcH3E7OQqJMhuc5RbC3rFkJ915iFiZvOY9nOcUAgD7OVjj1wWg4tq+jYq4Ol5n3cjUa0vxScM0MUVwuxs24dGaCbaQAdxIyIBRL5V7u2N6konotE1jcbJSbi0MIIW0NhRfSJvl42uK7f5nHV65G403/vuyxY3cS8NbOa+wqHv/+nbD/vRHsxNy6SAZ1QnBYMnbsuIbr5ULcTcxUGFY6tjdhNzH09eLDVcmJw4QQ0tZReCFt0hB3W+hwOJDIZLgWmog3/ftCJgPWn7qHdSfvsRNzV0/qg3Wv9lM4EbaoTITrsUzPyrWHKbiXkg1RPwcgIqXWuc5W7ZjJtRWBpVOHdmr+LgkhRDtReCFtkpmRHnraW+D+sxwEp+aiRCjG3F3XcPR2AgDAUE8Xe9/xxcxBrjWuKywTISQ6DYFRAlx9+BT3n+VCLJO/t2mnDu1q9Kw4W1FYIYQQVaDwQtos3272uP8sB7EyGbxWHMXTisJzdhZGOPXBGPR36YCCUiFCYtJwLVKAaw9TEPZccVhx5nIxjG+OEQNc8JJvZ3Ssa34MIYSQRuPIZFL5v4kJ0XKn7yVh8pYLNb7mZmOKj8b1RFx6PhNWUvMgUdSzwuVimJ0F/Aa5wG+oe92TeQkhhKgMhRfSZmUXlcF64QEo+xPgwuXCx8ECIwa5wm+IOxwsjdXbQEIIIXLRsBFps9qbGKCLrTkiBHlyj7vpcDHMwRJ+g13h5+0OOxWV/CeEENI0FF5Imza8mz0iBHngAHDT0YGPoyVGDHaFn7cb+OYUVgghpDWiYSPSpt1LzEJcSjZ8ezrC1ozCCiGEaAIKL4QQQgjRKNyWbgAhhBBCSENQeCGEEEKIRqHwQgghhBCNQuGFEEIIIRqFwgshhBBCNArVeSFaSyAQ4J9//qn3PA6HAzMzMzg4OKB///7g8XjN0DpCCCGNReGFaK2LFy/ii7VfNOgaKysrfL7mc0ybNk09jSKEENJkNGxEtFbY/bAGX5OVlYWlS5YiICBADS0ihBCiClSkjmit4b7DERMTAwAYPHgw/Pz8ahyXSqXIzs7G8+fPcenSJZSXl7PHevbsibPnzjZrewkhhCiHho2IViosLERcXBz7fMbMGZg+fbrC8zMyMjB58mQkJSYBAPLy8tTcQkIIIY1Fw0ZEKz18+BBSqZR93qdPnzrPt7a2xpw5c9jnJSUlamsbIYSQpqHwQrTSg7AH7GNTU1O4urrWe01WVhb7WF9fXx3NIoQQogIUXohWun//Pvu4R88e4HA4dZ4vFotx/Nhx9rm/v7/a2kYIIaRpKLwQrRT2oGqlUX1DRlKpFJ+u/BTp6ekAAGNjY7w5+021to8QQkjj0YRdonUEAgHS09LZ5w4ODsjMzKxxTnl5ObKysvDo0SMcPnQYDx48AADo6upi566dsLOza84mE0IIaQBaKk20zpkzZzB/3vwGX+fq6opfd/yKbt26qaFVhBBCVIWGjYjWCQtreHE6AMjMysSTJ09U3BpCCCGqRsNGROtUX2nk4OAAry5etc4RCUXIzc3FkydPIBKJAAAF+QX4cPmHsLe3x5AhQ5qruYQQQhqIho2IVpFKpfD08ERRUREAYPXnq7Fw4UKF5xcXF2P37t344fsfIJMxPwpeXbxw+fLlZmkvIYSQhqNhI6JVYmNj2eAC1L/SyNjYGB988AEmTprIfi0uNq6OKwghhLQ0Ci9Eq1TfjFFHRwc9evRQ6rpevXqxj83MzFTdLEIIISpE4YVoleqTdTt37gwjIyOlrgsPD2cf0zJpQghp3Si8EK1SPbz07tNbqWuysrJw5r8z7HP/qVRdlxBCWjMKL0RrlJWVISoqin3eu1f94aW0tBRz35qL8vJyAMyeRnXtPk0IIaTl0VJpojUePXoEsVjMPu/dW354kUqlSE9Px5XLV7Bt2zY8ffqUPbbhuw0054UQQlo5Ci9Ea7xYnG7atGnQ1a35FpfJZCgoKIBQKKx1/WeffYYZM2aotY2EEEKajsIL0RrVd5IGgNzcXKWu69y5Mz799FOMGTtGHc0ihBCiYhReiNaIiY5R6rz27dvDzc0Nbm5uGOw9GJMnTwaXS9O/CCFEU1CFXUIIIYRoFPq4SQghhBCNQuGFEEIIIRqFwgshhBBCNAqFF0IIIYRoFAovhBBCCNEoFF4IIYQQolEovBBCCCFEo1B4IYQQQohGofBCCCGEEI1C4YUQQgghGoXCCyGEEEI0CoUXQgghhGgUCi+EEEII0SgUXgghhBCiUSi8EEIIIUSj/B8IBr9LeEuomwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/950.jpg" } ]
<image>Find the measure of \angle 2 if A B \perp B C.
B
65,398
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/951.jpg" } ]
<image>Find m \angle R.
A
65,399
null
A
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2HrvPHnc5WGsVTGFGvwrerv8Wf3z9fXwVvxD5q6cjOSIVU+emAdYiHL3gWBN3zzufOTeTrM9JwvVqM3OfPSQSC8kxCvxl2TBOcgx/e80JX/Oj4c7v5NVbwujF/Sf43Qr8/e138FHNI1izcSHGRckAhGH4xEeRgjp8UXAeui4MP3bRwJwo4Sig+PX39jctK04u2rVlR3JMx73mYjmIgXBPalIY85kW3RDG9Ms/grc34bsP38GqI2o8+7vlyL7POZzuN/xRLHg4HG2FZ/GNznXurqsCiiaLjRF++v2dSwiLjdEp4SI8iIHojrlpztx0IeAHwe+g+vRu/PrdEqQtW45fTupwbpY8CY/82yjI2i7h8LfVLofp7AKK62bFIlQRgn+xAlKjNeIXHOj6IAYhLbUQnsOODQlh2iW4ii5lulaMeE8LwL4ktv35FADcNNXa11NFO0R3h6HZig0Hqjjr/esyIvHynERRrBYQdtjfXyGkUQvqm2Oy2DibSdgHv31Tbv/iZ6pkkpMbEMlBDES3sPPQy1hBYb4QlODsAoo7p0dzdol9ddP+Zj0+xPMMODEi6IMYCI9wpCkXV5LgDJV6CzMEz4qTI/tRZ7UMQ7OVmZOPT5HG/LsrHMkxHfea834QA+ERIxPtF2dHUJhPBCM4u4DimqyBnHlnfZMzqjw0Qdo9OJuOe815P4iB8IiEKOcUku/plSAELyxpZIJLeemqTpVKL990vkkxkdKbf3dFVwcx0HKaMNHEOzuhukZ+PyPeBTdZbHhlv733zlTJOAe8Objd4KzXxlf1Fj5xdxAD7TUXJskxTsFrGoJccHYBxZVTol1GyG8Z7G9SrhdbTKWIIzmm417zVXtuUgBOQIQqQpgLceltfufhvArOLqCYq1G6PTTwmt7eg6vDqLhgqCKk017zjSVG2msuMByrPY0mfo915lVw9pr3q08kuH2eY+ksGCLonsLXQQyEZ/QPdV58+YQ3wfcX6hlx8ydGuS1UR4Ek9wT+IAbCU9IGCmM6yYvghmYr1p+07/POVMmweJr73pu9RBYfFVwRdE/p6iAGgn/47KR4EXzDgSomsLZpXoLHudax/Ulwd7g7iIH2mvMDO1+D3UkFmoALzi6gmJeu6vZEUL7XEcUE+yCGjnvNOybHlOla8fbfKtH3jRL0faMEz28vx/5CPc3ffYRKIBuEAtqKjgUUXa15d4S9jhgdZEkuPSU1KazTXvOcQ7XMXvPdX9ZgxHtazp7lHVozcg7VUjqsxAio4B0LKHq7K0yKu8j8hbuDGCZtus7UuXPFwVor3vpU5/Zxwnu0NfythQdM8Eq9hVNAMRDH/RKdD2Io9WAIvkNrRmGJ8A7SExPs0WaLmb9pT8AEZ/cK63OSqIhBAHHsNd/9b64TiVxRrBVG0UCxIpTRZkAsc1VAkQg8mfeFd/+kezjSgwlx4+HRfz3HVQFFIjCYLDZU6s3Q1phR3WDFOS8qfQ5WC6MHInqH3wV3VUCR8C0dRb5SZcZXN83M+94TpFLYMtjxq+BlulZmKSZXo+S9AJ3Y6a3IuRolZH364IMbpm6f111+AiEO/CZ4VwUUie4p07WirtGKmgYrvik3eiVyVpwc98f0w/gUFeKj5IjtL+fEPR44XMXs4nP1Wvqseo9QEob8JnhXBRQJJx1Fvqa/w7xv3dGdyO54YXYiZjwUhYJzBmaElRUnx6JxAzAzQ03TKB9Qqee/HhvgJ8G7KqDYG0wWm2i/fHyI3BWpSWF4/ekwvP50r34N4QGjhvC3auQXwbsqoOgt4Urnayv1ZsEvsVXqLdA3WXGj2uy1yJkqGR4fosTIRCWGJSh9IjIR3Phc8O4KKHoLu4CdkGCLXHrbjBv1dzwuk8sWOSFKDk28EskxStGOTojOGKU4B/ekgKLYIJGJnnCDdaoJn5ukfCq4JwUUvSVU4azDdvlmq9+GrCQy4S/4TFv1meCeFlD0Fl9H3w3NVtQ3WXH5ZituN9zBLYPVq7pZeekqDFbLMTCqH0YNCUN0pHjPKif8B9/VVB34THBPCyj2Bm/eNBKZ4BNHNVXHLj6+8IngnhZQ7Cl56SpsLDG6LEFLIhNCxHFYJt/0WnBvCij2FHYJ2mkXDSirNnstcq5GiaHR/ZA2UEkiE35HKIdl9lrwnhZQdIe7fGsHswqqu3g1V+ShCUrERMopi44IKOyS1ew8Dj7oleDeFlBk44uNEyQyIUTYhUL5zuPoseAdCyi+ONP10Ly3IjvSNB0Xkp3To7FoanxPm00Qfuc6aw2cfRAhH/RY8I4FFJNjFH7Nt974RgkAoNnM71lPBNEdV6rsgmfFyXnPheiR4OwCigCw/mQ9s7mkO3q6ccIRST9+zYgXZvek1QQRGByjzYcHhfLckh4K3rGsrqvhtq93QI1MVAIlRhystYp6Vxkhbdg15YVwPpnXgrMLKAKu0zT9kU46jHUUzL90rb3exEIQ/uDqLefSLZ/bRB30qAc/kp0Q8HzrtEHON+s7rZEEJwRJEauwpRC2+npt54yxaswYq0ZqUliP5G433sLpT7bg5SdnY/jwaZj2zDrk/70E+rtdv04dIUdWnD0x5evvqWY3IUwOlDqXjYVAQCey7S2l2PPay/jF2v9GYfswTJkyDLh0BO/lrcDPNp6Dvr3r10+/3/6m7dCaBVPziiAcVOotgslgcxA4wdsNOL9tE94+Dkz79VYc/dsfsXXrdnxx9o94YRRQunMH9l3pum43u5TvpevN/m4xQXiF0ObfQAAFb9cXY+/Oy8CoJ7EseySi7s3++w54EE8/8zBkuI7jl26jq355zLAI5jYdrUMIjX1FDQDsgWchzL+BgAneBv2Fszhm7YshMzIxPLQP67G+iE6fimXL5+PxKBu6Org2VBHCzG12XaIenBAOJouNWV366ZiIbp4dOPx+sokdI25cvgYrhmBqRjL6cR7rg9C0Gfhlmme/aVp6BDaWGFFkbENxeQtF0wlBwJ4yCulUmMD04O2NqCitAzAA8QN6tyEkI9V5dSwsberimQQROE5ddQrOnkryTWB68PY7MDZYAXksYvu3o6H0axw8dArnrhsROXgUHp05HTNGx0PZp/tfpY6QI1ejxA6tGbsuNVPaKsE7JouNOUBiXUakoLIsAyO4uRE1dRZAbkPt2W149o3/QSmT3XoK+z/ai4wlq5H/H+MR44HkOZlR2KG1F3gsLGmkc7QIXjlzpYG5PXmEcHpvIFBD9DYLmptsgOUs3nv7Csb9fje+vVKIf105ihO7V2CaugEXtm3Ab7+4jW6WwgEAE0dGMbfZQyOC4AN29FxonU1gxxJtZqifeRGvzBqG/n0B9A1H8rhsrFk7CwNwG58XXIDOA8NDFSFYlxEJAFh9oQmGZjqsnuCHSr1FkNFzBwGeLMRi3OhkcDfR9UV8xiN4RA60XSjF9RbPMtRmjYlibp/6rtGXjSQIjzn4rXPbdNa4aB5b4prACK7oj4ED+wJIwn2JnZcQ+ihDESEH0HoLN2s8641Hp4QzuemOoo8EEUhMFhvnLAAhlgwLjOB9FVCFeVDBVB6L2P6ex/0WjRsAAEywjSACyecXDMzt5yYKr/cGAiV4yAAMGRUFQIfvqzqnmLY31kNnARAdg2iV502amaFGpupeSeWjnlWUIQhfwS4XLrTgmoMAzcH7I/1HoyFHHb4troSJ89hdVF86j2/aQhA95SGkhnqwTnaPUEUIE9g4WGtFcXmLT1tNEO4oLGnknMMnVAIkuAwx46fh6Rgbbmz9AB98Wwf79m8bzJVnsfPDs7DKHsSipx/EAM/9BgDMfyyWuf1JIc3FicDgGDFmqmSYmaHmuTXu6XPXXOXJ0rMPuIPqUx9gybK/oLQtFMljHkJqVAvKTl9GZVsCpq3+LTY8k4ZwLwUHgC2Hq5hgx9XlGsHs5CGkSWFJIybtsdcl3DcnzmcHbfqDAAoOAHfR+P15HPjrIXz25TkUV0Uh4yfTkfVkFp78UZJHqaquMDRbEfd2GQB7NHP78yk+bDNBcHlqcxkO1lqRqZLhZF6qoFJTOxJgwf0Huxc/vTBJsEEPQtwcu2hgjs8Seu8NBDzRxX+w5+IUUSf8gcliw+ojdQCEP/d2IBnB1RFy7JsTB8AeUd9fqOe5RYTUYJ/ms3JKtKCH5g6E30IvYK+Lrz9ZTznqhM8wNFuZ03yy4uSCH5o7kJTgoYoQrJtlH6oXGduw7WgNzy0ipMKGA1XM7TVZA3lsiXdISnDAXrc9V2M/BWX1hSbOWc0E0RMKSxo5x2SLqUyY5AQHgDVPJTG3V+7TUQ11oseYLDa8sr+auf/a3EQeW+M9khQ8OUaBndPt6YMHa60oOFvHc4sIsbL5UBXnmGx1hAebpgSEJAUHgOxHY5ntpIuP19NQnfCa4vIWptZarkYpmsAaG8kKHqoIwfoc51B90UcVNFQnPMbQbMXSvc5jstnTPjEhWcEB++mOjqF6kbENmw9VdfMKgrCzam8FZ2guxGIOniBpwQFg0dR4TlT92EVDN68ggp3dX9Ywddby0lWiHJo7kLzggH145UiAmVVQjUp9VwckEcFMcXkLk9CSqZJhbc4gnlvUO4JC8OQYBTbNS2DuZ2/T0nyc6ESl3sKZd+9+bpAo0lG7Qtyt94IJ6f058/GXPibJCScmiw1vfarjzLulUFcgaAQH7PNxx+mkO7Rm7DxR3c0riGDhzX0VzLw7f2KUqOfdbIJKcABYmzOIWR9fcaYBWw5TZD3Y2XK4iklFzdUosXhaQjevEA9BJ3ioIgT5CwczQbcVZxqo5HIQwy4UkqmS4d1nNaKfd7ORzl/iBckxChQs0TD3J+3RkeRBSGFJI0fugiXSkhsIUsEBu+SnFzqzk0jy4IJdONEht1iTWboiaAUH7JF1kjz4YMsNAJvmJUhSbiDIBQdI8mCjo9xSL9AZ9IIDJHmwcOyiIajkBkhwBleSU966dNhyuIopdwwEh9wACc6ho+SzCqppnVzkmCy2TkthV5drgkJuQEIHH/iS4vIWLN3rTFvMS1dhbY7485KDDZPFhpc+1jIZalKOlruDBHdDpd6C7G1aRvJcjRJrnkoKqi+HmKHPzw4J3gWGZitW7a3g9ABbFySJqqpmMNIxUp6rUUouQ81TSPBuMFls2HyoiqnNBQA7p0dj0dR4HltFuMJksWHniWpmvg3YN468MFtclVB9CQnuIfsL9cg55DzzLFejxO8WDBJdlU2pUqm34K1PdcxoCwieSHlXkOBeUKZrxaKPnLW6MlUyrJsVixljhX8InZTpePHNipMjf+HgoJtvu4IE9xKTxYY391Uw2wsBe5T9tbmJ1JsHGFe9dv7EKCyelhCU821XkOA95NhFA1YfqaPenCc69toUAHUNCd4LDM1WbDhQxenNczVKvPpEgiTK/QiRMl0rVu7T4WCt8+TYdRmReHlOIvXaLiDBfUDH3hywDxXnPxZLw3Yf4epiSr1295DgPsLVchpgL943M0NNvUsPMTRb8cnXdZylL8C+VJn9aCy9r91AgvuYMl0r3vmsmhP4yVTJsHJKNInuBe7EzktX4cWZ0t2/7WtIcD9RWNKIjUdrOXNFh+iTH+hPQ3c3uBM7K06O9TlJFNvwEhLcz7gSHbDP0bPGRVNPdI8yXSuO/aPBpdh5P44L+oSVnkKCBwh3oudqlHhuYjTGDIsIuuG7yWLDpevN+OhMPWdKA5DYvoIEDzCFJY0uv9CZKhl+OiYCE9IiJR8VLi5vQWFpU6feGrDPsedPiJb8exAoSHCecDckBaQpu0PqXZeaOcuJgPPvpSmL7yHBecZkseHMlQbsK2ro1KsD9i//3DQVJo+IQNqgMNEE5wzNVlwoa0bRjdZOS4cO8tJVyBobFZTTk0BBggsIhxTuZAfsc9Pp96uQmqCEJl4pmKhyma4V2hozim604nyFqVOswUGuRomczChkpEaI5mIlZkhwgeKQ/URJMyd7yxW5GiVGJysxMKofhiYooVKE+E38Ml0rjBYbblSbcbvhDoorzW4vRg7WZUQic2gYSc0DJLhIKC5vwXdaI65UmbsVno3jNFUAGJ+i6uKZnSm9bUajyT5f9vb/HJ+iwqghYYIZYQQrJLhIcQyJy6rNuGWweiWgL8lLV2GwWi64KQNhhwSXEIZmK+qbrNDWmNFitvW4B2bjGAH0D5UhbaAS4coQaOKViI6U03BbBJDgQUyl3gKTxblkRb2v9CDBCULC0OIjQUgYEpwgJAwJThAShgQnCAlDghOEhCHBCULCkOAEIWFIcIKQMCQ4QUgYEpwgJAwJThAShgQnCAnzv0UClfy0r7kVAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/952.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
65,400
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/953.jpg" } ]
<image>In the figure, K L is tangent to \odot M at K. Find the value of x.
B
65,401
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/954.jpg" } ]
<image>Find the measure of \angle Z to the nearest tenth.
B
65,402
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/955.jpg" } ]
<image>Find the measure of m \widehat Y X Z.
B
65,403
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/956.jpg" } ]
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/957.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,405
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/958.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/959.jpg" } ]
<image>Find m \angle W.
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65,407
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/960.jpg" } ]
<image>m \angle 2 = 2 x, m \angle 3 = x. Find m \angle 3.
A
65,408
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/961.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,409
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/962.jpg" } ]
<image>Find the area of the shaded region. Assume that the polygon is regular unless otherwise stated. Round to the nearest tenth.
A
65,410
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/963.jpg" } ]
<image>Quadrilateral W X Y Z is a rectangle. Find the measure of \angle 2 if m \angle 1 = 30.
B
65,411
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/964.jpg" } ]
<image>In rhombus A B C D, m \angle D A B = 2, m \angle A D C and C B = 6. Find m \angle A C D.
B
65,412
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/965.jpg" } ]
<image>In \odot F, m \angle D F A = 50 and C F \perp F B. Find m \widehat A C E.
D
65,413
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/966.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest hundredth.
D
65,414
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/967.jpg" } ]
<image>find \sin S.
C
65,415
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/968.jpg" } ]
<image>Find m \angle S.
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65,416
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/969.jpg" } ]
<image>m \angle 4 = 42. Find m \angle 7.
D
65,417
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/970.jpg" } ]
<image>Find m \angle R C M.
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65,418
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/971.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
65,419
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/972.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/973.jpg" } ]
<image>A D and C G are diameters of \odot B. Find m \widehat A G.
D
65,421
null
D
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", 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/975.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/976.jpg" } ]
<image>Find P Q.
C
65,424
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/977.jpg" } ]
<image>Find the measure of m \angle 1. Assume that segments that appear tangent are tangent.
D
65,425
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/978.jpg" } ]
<image>Find the area of the regular polygon figure. Round to the nearest tenth.
C
65,426
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/979.jpg" } ]
<image>Find the area of the parallelogram.
A
65,427
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/980.jpg" } ]
<image>The degree measure of minor arc \widehat A C and major arc \widehat A D C are x and y respectively. If m \angle A B C = 70, find x.
C
65,428
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/981.jpg" } ]
<image>Find x in the figure.
B
65,429
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/982.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/983.jpg" } ]
<image>Find x so that a \parallel b.
B
65,431
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/984.jpg" } ]
<image>Express the ratio of \cos N as a decimal to the nearest hundredth.
A
65,432
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/985.jpg" } ]
<image>For trapezoid Q R S T, A and B are midpoints of the legs. Find m \angle S.
D
65,433
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/986.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/987.jpg" } ]
<image>E B \parallel D C. Find A B.
B
65,435
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/988.jpg" } ]
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
B
65,436
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/989.jpg" } ]
<image>Find \cos C.
C
65,437
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/990.jpg" } ]
<image>J K L M is a rectangle. M L P R is a rhombus. \angle J M K \cong \angle R M P, m \angle J M K = 55, and m \angle M R P = 70. Find m \angle K L P.
D
65,438
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/991.jpg" } ]
<image>Solve for x in the figure. Round to the nearest tenth if necessary.
A
65,439
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/992.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
B
65,440
null
B
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OqlSpwu49exg2bBiOjo4f/R6hoaH8888/ALRp0+aDhr3Em8n/SRP222+/cfHiRcAwK0gGDByIu7s7AJEREUycOFGvry8sU2xsLFOnTKGGlxe//voroF0lOHXqVDZt3sznn3+ut/dKnii3s7PDt1Urvb2ukOJh0lYaeAWJjY0Nc+fN07axBebNncv27dv1/j7CckRGRODp6cmMGTN4/fo1oG3GFBEZiZ+erwxu3rypHF9Sr359cuXKpbfXFlI8TNb9+/fZtXMnAJ6enhQoUMAg75MtWzaWLF0qLWzFR3nw4AG9e/XCx8eHq1euAPBp0aIEBwcze84ccufOrff3DAwMVIZaZaJc/6R4mKigFCtIDH3AW+nSpZk8ZQoAz58/p3OnTko/BCHeRaPREBgQgKuLCxs2bAC0Q0j9+/cnNDQUF1dXg7xvXFwca1avBqBEiRJUrVrVIO9jyaR4mKDExEQCklaQFCxY0CgrSJo3b06nzp0BuHz5Mn379JEWtuKdzp8/T5PGjRk4cCBPnjwB4JtvvmHf/v0MHDQIBwcHg733rl27uH//PgBt27bFysrKYO9lqaR4mKCwsDBu3rwJgJ+f3ztPEtWnUaNGKZ0JQ0JCmDVrllHeV5iWmJgYJk6cSK2aNTl8+DAAOXLkYMaMGazfsIHPPvvM4BmSJ8odHR1p0bKlwd/PEknxMEErU6wgadW6tdHe187OjoWLFiktbKdOmSItbEUqYWFheLi788usWcTFxWFlZYWPjw8RkZH4+Poa5Qrg0qVLyiquRo0bkyVLFoO/pyWS4mFibt26Rej+/QDUrVvXIBON7/LJJ5+waOFCaWErUomKiqJbt274tW6t/HsoXrw469avZ4a/v3LkvzGsXLlSGVKViXLDkeJhYgJWrVJWkKjVCa1ylSr8NGYMoO2z0EVa2FqsxMREVqxYgZubG1uTGi05ODgwYOBA9u3fz7fffmvUPK9evWLd2rUAlCtXjvLlyxv1/S2JFA8TEhcXR1DSQYXFixc3+gczpQ4dOtAyaSz5zJkzDBo4ULUsQh1nz5yhUcOGDB0yhOinTwGo7uJCaGgoP/zwA/b29kbPtHXLFp4mZZGrDsOS4mFCQkJCiIqKArQfDLVXkEyaPJkyZcoAsGHDBpYuWaJqHmEcL1++ZOyYMdSpU4ejR48CkCtXLn6ZPZvg4GA+VbG9a/J8YJasWWnUuLFqOSyBFA8Tkt5WkGTIkIHFS5aQPXt2AH766SdpYWvm9u7di7ubG/PmzSM+Ph4rKyta+/kRERlJs2bNVP1Cc+rUKY4fPw5ol5br0ixK6E6Kh4m4fPkyhw4dAqBho0ZkzZpV5URaBQsW/E8L2yhpYWt27t69S9cuXWjfrp1y0GDJkiXZtHkz06ZNI1u2bOoGBFauWKHcliErw5PiYSJWpeMVJK5ubgwePBhIamH73XfSwtZMJCQksGTxYtxcXdmxYwegveIcOnQoe/buVfb9qC06OppNmzYBULVqVaWhmTAcKR4mICYmhrVJK0jKlClDhQoVVE70Xz179aJevXoA/HnkCKNGjlQ5kfhYp06dwrt+fUaMGKEcR+Pu7k7YgQP07tMnXfUB37BhAy9fvgTS35crcyXFwwRs3bpVOd4hvX4wrKys8J85U9k9vHz5coKDg1VOJT7E8+fPGTVyJPXq1uXkyZOAdn/PvHnzWL1mDYULF1Y54X8lzwfmypWL+t7eKqexDFI8TEDyByNLliw0adpU5TRv9+8WtkOHDOHUqVMqpxK62LVrF26urixatIiEhASsra1p3749EZGR6Xb10h9//MHff/8NgI+vb7q6IjJnUjzSuTNnzijLIZs1a5buV5AUL14c/5kzsbKyIiYmhs6dOkkLWxNw69YtOnToQOdOnbhz5w4AX5QuzZatW5k4aVK6PuIjeXmutbU1bdu2VTmN5ZDikc6tWL5cua3WjnJd1a1bl94pWtj26NFDWtimU/Hx8SxYsAB3Nzf27N4NQMaMGfnfiBGEhIRQqVIllRO+28OHD9mR1KDM3d1daVwmDE+KRzr27NkzZQXJ119/rdf2nIY2MEUL24jwcCZNmqRuIPEfx48fp26dOvw0ejQvXrwAoGbNmhwID6dHjx7Y2tqqnPD9goOClI6E6XU+0FxJ8UjHNmzYoHyoTe2DYWNjw5y5c5VvgnPnzFGWegp1RUdHM3zYMBp4e3PmzBkA8uTJw6LFi1mxcqXBulLqW8q+Nvny5cOrRg2VE1kWKR7pWPJEec6cOU1yBUn27NlZvGQJGTJkQKPR0L9fPy5evKh2LIu2bds23NzcWLZsGYmJidjY2NCpc2fCIyKoX7++2vF0EhERwbVr1wDwa9PGaH1thJYUj3TqyJEjnDt3DtCuIFHjkDl9+PLLL5kydSogLWzVdOPGDdr4+aU6AaBMmTJs37GDcePGKSvkTEnyjnI7Oztat2qlchrLI8UjnUr+YFhbW9OmTRuV03yc5s2b07FTJ0DbqEda2BpPXFwcc2bPxsPdndDQUEC7pPqnMWPYuWsX5cqVUznhh7lz5w779u0DoFatWkqDMmE8UjzSoUePHrE9aQWJq6srRYoUUTeQHowePTpVC9tfpIWtwf155Ah1atdm/PjxSr+VOnXqcCA8nK5du5r0MM/qwEDi4+MB05sPNBdSPNKh4OBgYmNjAWjXvr3KafTDzs6OBQsX4uzsDMDUqVM5cOCAuqHM1NOnTxk0cCCNGzdWhj7z58/P8uXLWbpsGfny5VM54ceJj48nMDAQgKJFi1LdxUXlRJZJikc6o9FoWLVqFQB58+alhhmtIHF2dmbhokXY2dmRkJBAj+7duXHjhtqxzMqmjRtxdXEhICCAxMREbG1t+f777zkQHk6t2rXVjqcXe/bs4W7SvE3bdNDXxlJJ8UhnIiMiuHb1KgCt/fxMYq29LqpUqcLon34C/r+FbUxMjMqpTN+1q1fx9fWlZ8+e3L9/H4AKFSqwc9cuRo0eTaZMmVROqD/JO8odHByUbpbC+KR4pDMrkibKbW1t8fPzUzmNYXTs2JEWLVoAcPr0aWlh+xHi4uLw9/fHw8ODiPBwQHsG2vgJE9i2fTtffvmlygn169rVq0RGRADQsGFDpRGZMD4pHunI3bt32bt3L6BdQZLHjFeQTJ4yRWlhu379epYtXapyItPz+++/U8PLiymTJytzZA0aNCA8PJyOHTtibW1+H+9Vq1al2742lsb8/nWZsEALWkHy7xa2o0eP5vDhwyqnMg2PHz/mhx9+oFnTpsqmy0KFCrEqIEC7KMFMv3TExsYqx/x/Ubo0lSpXVjmRZZPikU7Ex8ezOmkFSZFPP8XF1VXlRIZXsGBB5koL2zTTaDSsXbsWVxcXgtasQaPRYGdnR89evQg7cAAvLy+1IxrU9u3blROazf3LlSmQ4pFO7Nu3TzkKu23bthazgsTNzY1BgwYBEBUVxXfSwvaNLl++TMsWLejXty8PHz4EoHKVKoTs3s3w4cNxdHRUOaHhJW+cdXJyomk67mtjKaR4pBPJHwwHBwd8fHxUTmNcvXr3VlrYHjlyhNGjRqmcKP2IjY1l+rRpeHl6cujQIQCyZs3K5ClT2Lx5M6VKlVI5oXGcO3uWI0eOANC0aVOcnJxUTiSkeKQD165dIyJpBYm3tzc5cuRQOZFxWVlZMcPfn+LFiwOwbNkypWe7JTt48CBenp5Mnz5dOXa8SdOmRERG0rZtW7OcEH+b5OW5IENW6YXl/OtLx5I3dIH57CjXVebMmVm6bJlyQN+QwYMttoXtw4cP6dO7Nz4tW3LlyhVAOw+2JiiIOXPmkDt3bpUTGteLFy/YuHEjoB2q+6J0aZUTCZDiobrXr18THBQEQKlSpahSpYrKidRTvHhxZvj7Ky1su3TuzOPHj9WOZTQajYY1q1fjUr0669evVybE+/btS2hoKG5ubmpHVMXGjRuVk5jlqiP9kOKhsh3btysToKbSZtaQ6tWrR6/evQG4efMm3bt3t4gWthcuXKBpkyb8+OOPPHnyBICqVauyd98+Bg8ZQoYMGdQNqKLk+cDs2bPToEEDldOIZFI8VJa8ozxTpkw0a9ZM5TTpw6BBg5Rv2RHh4UyePFnlRIYTExPDpEmTqFmjBn/88Qeg/SX5888/s2HjRkqUKKFyQnUdPXpU6Xbo4+ODg4ODyolEMikeKvr777+VjXFNmzY1yYY8hmBjY8PcefMoWLAgAHNmz2bnzp0qp9K/8PBwPD08mDVzJnFxcVhZWdGiRQsiIiPxbdXKYpZrv0tyN00rKyvatm2rchqRkhQPFa1KuYLEQifK3yZ79uwsWbpUaWHbr29fs2lhe+/ePXr06EErX1+ljWqxYsVYu24dM2fNImfOnOoGTCeePHnC1q1bAaju4sKnRYuqnEikJMVDJS9fvmTDhg0AVKpUidKyguQ/vvzySyZPmQKYRwvbxMREVq5ciaurK5s3bQLA3t6eHwcMYH9oKNWqVVM5Yfqydu1a5cRlmShPf6R4qGTTxo1ER0cDMlH+Li1atKBjx46AtoVtv759TbKF7bmzZ2nUqBFDBg8m+ulTAKpXr05oWBg//vijyfaoNxSNRqNcmTvnyUOtWrVUTiT+TYqHSpI3PWXLlo2GDRuqnCZ9G/3TT8oS5l27djH7l19UTpR2L1++ZNy4cdSpU4ejf/4JQM6cOZk5axbBa9dSVIZi3ujQoUNcvnwZgNatWmFnZ6dyIvFvUjxUcPz4cWUDXMuWLS16GWZa2NnZsXDRIqWF7ZQpUwhP6l2Rnu3btw8Pd3fmzpmjTIi3at2aiMhIWrRoIRPi75C8PNfGxga/Nm1UTiPeRIqHClamXEEiQ1Zp4uzszIKFC1O1sL1586basd4o6u5dvuvalXZt2yoZS5QowcZNm5g+fbo0MHqPqKgodu/eDUCNmjVNvue6uZLiYWRPnz5l65YtAFSrVo1ixYqpnMh0fPXVV4wePRrQ9rTo3KlTumphm5CQwLKlS3F1dWX79u2Atm/J4CFD2LtvH19//bXKCU3DmjVrlJOVZaI8/ZLiYWTr1q7l1atXgEyUf4iOnTrRvHlzQNvCdnDSce5qO336NA28vRk+fLiyIszNzY3QsDD69u0rY/ZplJCQQGBAAACFCxe22CNZTIEUDyPSaDTKkJWzszN16tRROZFpmjJ1qtKbe926dSxbtky1LC9evGD0qFHUq1uXEydOAPDJJ58wd+5c1gQFUaRIEdWymaLQ/fu5desWAG3atLGok4NNjfzNGNGvv/7KpUuXAGglK0g+2H9a2I4apfR6MKbdISG4ubqycOFC4uPjsba2pm3btkRERtK4SROj5zEHyV+u7O3t8fH1VTmNeBcpHkaUvG5dVpB8vEKFCjFn7lylhe13XbsSFRVllPe+ffs2HTt2pGPHjty+fRvQnoi8ZcsWJk+ZQpYsWYySw9zcuHGDsLAwAOrVr0+uXLlUTiTeRYqHkdy7d49du3YB4OnlRf78+VVOZPrc3d0ZOHAgkNTCtmtXg7awjY+PZ+HChbi5urI7JAQAR0dH/ve//xGyezeVKlc22HtbgsDAwP/vayPzgemeFA8jCZIVJAbRu08f6tatCyS1sE1ajaVvJ06coF7duoweNYoXL14A4OXlxYHwcHr07ClDkB8pLi6OoDVrAChZsiRVq1ZVOZF4HykeRpCQkEBA0gqSggUL4uHhoXIi82FlZYX/zJn/38J26VLWrVunt9d/9uwZw4cPp4G3N6dPnwa0x2UsXLSIVQEBysm/4uPs3LGD+/fvA8jpuSZCiocRhIWF8c8//wCygsQQMmfOzJKlS3FycgJg8KBByi/6j7F9+3ZcXV1ZtnQpCQkJ2NjY0LFTJyIiIvD29v7o1xf/L3miPGPGjDRv0ULlNCIt5LeYESRPlNvZ2eHbqpXKaczTZ599hv/MmUoL286dOn1wC9ubN2/Srm1b7ST83buA9oTfbdu3M378eOm7omcXL17k999/B6Bxkyay4MBESPEwsH/++YfQ0FAA6tarR+7cuVVOZL7q1atHz169AG0B6KFjC9u4uDjmzpmDh7s7+/btA7QdHkf/9BM7d+2ifPnyhoht8VauXKmclCzzgaZDioeBBQQEKL/A5INheIMHD8Y1aVdyeHg4U5L6gbzP0T//pE6dOowbN46XL18CULtOHcIjIvjuu++wtbU1WGZL9urVK2WOqnz58pQtW1blRCKtpHgYUMoVJJ999hnffPONyonMn42NDfNStLCd/csvyhLpN4mOjmbI4ME0atSIc2fPApAvXz6WLlvGsmXL5FA+A9uyebPS30S+XJkWKR4GtGvXLu7duwdoPxhyBLdxZM+encVLlqRqYZu8sz+lzZs24eriwsqVK0lMTMTGxobvvvuOA+HhcnSMkSRPlGfJmpVGjRurG0boRIqHASVPlDs6OtKiZUuV01iWMmXKMGnyZEC73LZzp048f/4cgGvXrtHK15cePXooxb18+fLs3LWL0T/9pKzaEob1119/KeeBtWjRAkdHR3UDCZ3IQK6BXLp0iV9//RWARo0bywoSFbRs2ZITx4+zfPlyLl68SJ/evSlXvjwz/f2Vo9wzZ87M4MGDad+hAzY2Niontiwp+9rIkJXpsdKYYkNoEzBq5EgWLVoEICt1VBQXF0ezZs348w0HJ3p7ezNm7Fjy5MmjQjLLFh0dTcUKFXj58iXffPMNGzZuVDuS0JEMWxlATEwMa9euBaBs2bJSOFT04sULCvzrHLHcuXOzctUqFi5aJIVDJevXrVNWtbVv317lNOJDSPEwgC1btvBUVpCoSqPRsH79elyqV2fz5s2p/iwuLo6SJUuqE0wAsGrVKkBbyOvWq6dyGvEhpHgYQPJEeZYsWaSvgwquXLmCT8uW9Ondm4cPHwJQqVIleiVtIHzy5AldOndOVy1sLcnvv//O+fPnAfCVvjYmS4qHnp0+fZpjx44B0Kx5czJmzKhyIsvx+vVrpk+fjpenJwcPHgS0S0AnTZ7Mlq1bGTZ8uNLC9tSpUwwZPFjNuBYreaLc2tqaNtLXxmRJ8dCzFcuXK7dlyMp4Dh06hJenJ9OnTSM2NhbQrnKLiIigXbt2ymGUk6dMoXTp0gCsXbuW5Sn+voThPXjwgJ07dgDg4eEhpxKbMCkeevTs2TNlfL1q1aoyrm4EDx8+pF/fvrRs0YLLly8DUKRIEVavWcO8efP45JNPUj3e0dGRJUuXki1bNkC7Ku5NK7GEYQQHBfH69WtAvlyZOikeerR+/XqlUZB8MAxLo9EQtGYNri4urF27Fo1Gg52dHX369iU0LAx3d/e3PrdQoULMnTdPaWHb9bvvjNbC1pIlJiYqfW3y58+Pp5eXyonEx5DioUfJE+U5c+akXv36KqcxXxcvXqRZ06b88MMPyrHrX331FXv27mXIkCFkyJDhva/h7u7OgOQWtnfv8v133xm0ha3QHlR5/fp1APzatJFNmSZOioeeHD58mL///hvQriCxt7dXOZH5iYmJYcrkydTw8lL6P2TLlo1p06axafNmnYcJ+/Tpo5xhdfjwYYO1sBVaK1P0tWklfW1MnhQPPVm5YgUgK0gMJSI8HE9PT/z9/YmLi8PKyormzZsTERlJaz+/Dzp00srKipmzZlGsWDFA28J2/fr1+o4ugNu3b7Nv714AateujbOzs8qJxMeS4qEHjx49Yvv27QC4ublRuHBhlROZj/v379OzZ098fX25dvUqAEWLFiU4OJhZv/xCrly5Pur1/93CdtDAgZw5c+ajc4vUAlP2tZEd5WZBioceBMkKEr1Lnlx1dXFhU9K5R/b29vzwww/sDw2luouL3t6rRIkSzPD3T9XC9smTJ3p7fUsXFxfH6qS+NsWKFaNatWoqJxL6IMXjIyUmJhKQdNRCvnz5qFGzpsqJTN+5c+do3LgxgwYOVI55qVatGvtDQxkwcCAODg56f8/69evTo2dPAG7cuKFzC1vxdnv27FF6wbeVvjZmQ4rHR4qMjOTatWsAtPbzkxUkH+HVq1eMHz+eOrVrK3svcuTIgf/Mmaxdt06ZmzCUIUOG4OLqCsCBAweYOnWqQd/PUiRPlGfIkIGW0tfGbEjx+EjJO8ptbW3xa91a3TAmLDQ0FA93d+bMnq1MiPv4+hJ58CAtW7Y0yrfV5Ba2BQoUAOCXWbMICQkx+Puas6tXrnAwMhKAhg0bKpszhemT4vER7ty5w759+4CkFSRyvLfOkvdYtPHz48aNG4C23/uGjRuZMWMG2bNnN2qeHDlysHjJEhwcHNBoNPTt00fZuS50t2rVKpJbBrWV+UCzIsXjI6wODCQ+Ph6QiXJdJSYmsmzZMtzc3Ni2bRsADg4ODBo8mH3791O1alXVspUtWzZVC9tOHTsqLWxF2sXGxhIcHAxA6dKlqVSpksqJhD5J8fhA8fHxBAYGAvBp0aJ6Xf1j7s6cOUMDb2+GDxtGdHQ0AK5uboSFhdGvX790cUS3j4+P0qTo4sWL9O/XD2m6qZtt27YpJwDI8lzzI8XjA+3du5e7yStI2raVFSRp8OLFC34aPZq6depw/PhxQNsMaM6cOQQFBVHk009VTpjamLFjqVS5MgA7duxg7pw5KicyLSuSNs5mzpyZpk2bqpxG6JsUjw+UvKPcwcEBHx8fldOkf3t278bdzY0FCxYQHx+v7MSPiIykSTr9xWJnZ8fiRYuUk3knTZpERHi4yqlMw9kzZzj6558ANGvWjEyZMqmcSOibFI8PcO3qVSKTVpA0aNDA6JO6puTOnTt07tSJDh06cOvWLQA+//xzNm/ezJSpU8maNavKCd/NOU8eFixciJ2dHQkJCfTo0YN//vlH7VjpXvLyXNBemQvzI8XjAwQEBJCYmAjIRPnbJCQksGjRItxcXdm1axeg7aUxfPhwdu/ZQ+UqVVROmHZff/01I0eOBLRH0UgL23d7/vw5G5NOBahSpQqlvvhC5UTCEKR46Oj169cEBQUBUOqLL0zql6CxnDx5knp16zJq5EhllZKnpydhBw7Qs1evdDEhrqvOXbrQrFkzAP766y+GDhmicqL0a+PGjcrfu0yUmy8pHjravn07jx49AuSq49+ePXvGiBEj8K5fn1OnTgHg7OzM/AULCAgMpFChQion/DhTpk5VWtgGBwdLC9u3SB6yypEjB97e3iqnEYYixUNHyTvKnZyclG+iQrsayc3VlSWLF5OQkIC1tTUdO3YkPCKChg0bqh1PLxwdHVm8ZIm0sH2Ho3/+ydmkU4l9fHwMcg6ZSB+keOjg3LlzHEn6ZdG0aVPlGG9L9s8//9C+XTu6dumiLF0uXbo0W7dtY/yECWTJkkXlhPpVuHBh5sydi7W1tdLC9t69e2rHSjeSrzqsrKxkotzMSfHQwaoUK0gsfcgqPj6eefPm4e7mxt6kJj+ZMmVi5KhR7AoJoWLFiionNBwPDw8GDhoESAvblB4/fszWrVsBcHF1TXf7doR+SfFIoxcvXrBhwwYAKlWuzBdJY9+W6OjRo9SpU4exY8bw8uVLAGrVrs2B8HC6deuGra2tygkNr0+fPtROamH7xx9/8NNPP6mcSH3BwcHExsYC8uXKEkjxSKNNmzbx7NkzwHI/GNHR0QwdMoRGDRsq49p58+ZlydKlLF++nPz586uc0HisrKyYOXOmckz80iVLlC8Xlkij0Sh9bfLkyUOtWrVUTiQMTYpHGiXvKM+WLRsNGjRQOY3xbd2yBTdXV1asWEFiYiI2NjZ06dqV8IgI6tatq3Y8VWTJkkVa2CY5GBnJlStXAPDz87OIq09LJ8UjDY4dO8bp06cB7QqSDBkyqJzIeK5fv45f69Z069aNqKgoAMqVK8eOnTsZM2aMxS8aKFGiBD/PmIGVlRWvXr2iS+fOFtnCNnmi3NbWltZ+fiqnEcYgxSMNVqVcQWIhQ1ZxcXH8MmsWHu7uhIWFAdrlyWPHjmX7jh2ULVtW5YTph7e3N9179AC0xbZnjx7KCQSWIOruXfbs2QNAjRo1yJs3r8qJhDFI8XiPJ0+esGXLFgCqVa9O0aJFVU5keIcPH6ZWzZpMnDhROYajXr16hEdE0LlLF2m1+wZDhw5VjuUPCwtj6pQpKicyntVr1iirzWRHueWQ4vEe69atU36BmvtE+ZMnTxg4YABNGjfm/PnzABQoUIAVK1aweMkS+Ub5DjY2NsyfP19pYTtr1ix2W0AL24SEBAIDAgAoUqQIrkk94IX5k+LxDhqNRpkod3Z2pnbt2ionMpwNGzbg6uJCYGAgGo0GW1tbunfvzoHwcGrKypk0+XcL2z4W0MJ2/7593L59G4A2bdpgbS2/UiyF/E2/w6FDh5QPf+vWrU3yQL/3uXrlCj4+PvTu1YsHDx4AULFiRUJCQhgxciQZM2ZUOaFpKVu2LJMmTQK0Z3117tTJrFvYJk+U29vb4+Prq3IaYUxSPN4heaLcxsYGvzZtVE6jX69fv2bGjBl4enoSGREBaJeeTpg4ka3btln0JsiP5ePrqwxxXrhwgR/69zfLFrbXr1/nwIEDANT39iZnzpzqBhJGJcXjLe7du0dI0pi1V40a5MuXT+VE+vPrr79Sw8uLqVOmKDuCGzZqRHhEBB06dJChBz0YO26c0sJ2+/btzJs7V+VE+id9bSyb/JZ4izUpV5CYyQfj0aNH9O/XjxbNm3Pp0iVAe9Bf4OrVzJ8/H2dnZ5UTmg87OzsWpWhhO3HiROUKzxzExcURnNTX5vPPP+frr79WOZEwNikeb5ByBUmhQoVwd3dXN9BH0mg0BAcH4+riQnBwMBqNBjs7O3r17k1oWBgeHh5qRzRLefLkYf6CBUoL2+7du5tNC9sd27crc2SWsvdJpCbF4w1CQ0OVD7mpryC5dOkSzZs1o3+/fkoTqypVqrB7zx6GDRuGo6OjygnNW9WqVRkxYgTw/y1sk4cKTVnyRHnGjBmlr42FMt3figaUPFFuZ2eHb6tWKqf5MLGxsUydMoUaXl789ttvAGTNmpWpU6eyecsWPv/8c5UTWo4uXbvStGlTQNvCdoiJt7A9f/48v//+OwBNmjQxu54tIm2kePzLzZs3CQ0NBaBe/frkypVL5US6i4yIwNPTkxkzZvD69WtA27wq8uBB/Nq0wcrKSuWElmfqtGnKCrbgoCBWJO0fMkWrkk7PBdlRbsmkePyLKa8gefDgAb169sTHx4erSSecflq0KMHBwcyeM8ckC6G5cHR0ZMmSJWTNmhWAkSNGcPTPP1VOpbuXL1+yfv16ACpUqECZMmVUTiTUIsUjhbi4OILWrAG0p6VWrVpV5URpo9FoCAwIwNXFhY0bNwLaTVv9+/cnNDQUFzkyIl34Twvbrl1NroXtls2biX76FDC9L1dCv6R4pLBr507u378PaD8YpjC88/fff9O4USMGDhyoHAX+zTffsG//fgYOGoSDg4O6AUUqnp6eDBg4EIC7JtjCNnmiPGvWrDRs1EjlNEJNUjxSSLmCpHmLFiqnebdXr14xYcIEateqxZEjRwDt2Uoz/P1Zv2EDxYsXVzmheJu+fftSK+mctD/++IMxY8aonChtTpw4wcmTJwFo0bKlrNSzcFI8kly8eFFZldSoceN0vYIkLCwMTw8PZv/yC3FxcVhZWeHj40NEZCQ+Pj4mccVkyaysrJg1a5ZyvP+SxYuV4cb0bGWKvjYyZCWkeCRZtWqVcv5Qev1gREVF0a1bN/xat+b69esAFC9enHXr1zPD358cOXKonFCkVXIL20yZMgEwcMAApS98ehQdHc2WzZsB+Pbbb+XKVkjxAO0Q0Lq1awFti9Vy5cqpnCi1xMREli9fjpurK1uTGlM5ODgwcNAg9u3fz7fffqtyQvEhSpYsmaqFbed03MJ23dq1vHr1CpAd5UJLigewdcsWnqbTFSRnz5yhYYMGDBs6lOjoaACqu7gQGhpK//79sbe3Vzmh+BgNGjSge/fugPaU2l49e6a7FrYajUbZ25E7d27q1q2rciKRHkjx4P/HcrNkzUqjxo3VDZPk5cuXjB0zhjp16nDs2DEAcuXKxS+zZ7N27Vo+tYB2uJZi6LBhSgvb0NBQpk2dqnKi1H7//XcuXLgAQCsz7WsjdGfxxePUqVMcP34cgObNm6eL5kd79+zB3c2NefPmER8fj5WVFa39/IiIjJRzhMyQjY0N8+bNI3/+/ADMnDkzXbWwXZmir00bM+trIz6cxReP5GMi0sMKkrt379Klc2fat2+vHMxYsmRJNm3ezLRp08iWLZuq+cT77dm9Gy9PTzp36qTT83LmzJmqhW3fvn25knRKgJoePHjAzh07APDw8FB6tAth0cUjOjqazZs2AdrTT0uUKKFKjoSEBJYsXoyriws7d+4EIEOGDAwdOpQ9e/fy1VdfqZJL6G7fvn2cO3eOq1ev6vzccuXKMXHiRED7b7Nzp068ePFC3xF1EpSir41MlIuULLp4bFi/npcvXwLqTZT/9ddfeNevz4gRI5Re1x4eHoQdOEDvPn1kfNmEXL58ma3btn3Ua/i2akXbtm0B7em1arawTUxMJCCpr02BAgXw9PRUJYdInyy6eCSvIMmVKxf16tc36ns/f/6ckSNHUr9ePWXXrrOzM/Pnzydw9WoKFy5s1DxCdxqNhsePH3PhwgXmz59PyxYtlHOfPsa48eOpVKkSANu2bWPevHkf/ZofIiwsjBs3bgDavjY2Njaq5BDpk63aAdTyxx9/8PfffwPab3vG/Ia/a9cu/jd8OHfu3AHA2tqatm3bMnTYsHS9s12kduPGDb4xwOGZdnZ2LFq8mNq1anH//n0mTphA2TJllBVZxrLSDPraCMOx2CuP5A+GtbW10VaQ3Lp1iw4dOtC5UyelcHxRujRbtm5l4qRJUjiEIk+ePCxYuFBpYdutWzdu3bpltPe/desWofv3A1C3bl2lF7sQySyyeDx8+JAd27cD4O7uTqFChQz6fvHx8cyfPx93Nzf27N4NaA9fHDFyJCEhIcoQhTAtBQsW5Oy5c6n+0+fpBFWrVuV/KrWwDQwIICEhAZCJcvFmFlk8goOClA57hp4oP378OHXr1GHMTz8pK2dq1qzJgfBwunfvjq2txY4cmjxra2uyZcuW6r8MGTLo9T26du1Kk6QWtidPnmTo0KF6ff03iYuLY01SX5vixYvL8TfijSyueCQmJioT5fny5cOrRg2DvE90dDTDhw2jgbc3Z5IOvMuTJw+LFi9mxcqVsl5epNm0adMo9cUXgHbpbPKQq6Hs3r2bqKgoQHvVIac0izexuOIRERGhnEjrZ6AVJFu3bsXN1ZVly5aRmJiIjY0Nnbt0ITwigvpGXtUlTN+/W9iO+N//OHr0qMHeL7k4ZciQgZYtWxrsfYRps7jikbyj3M7OjtatW+v1tW/cuEEbPz+6ff+98s2tTJkybN+xg7Fjx5I5c2a9vp+wHEWKFGH2nDn/38K2Sxel66U+XblyhUMHDwLQqFEjpWAJ8W8WVTzu3LnD/n37AKhduzbOzs56ed24uDjmzJ6Nh7s7oaGhADg5OfHTmDHs3LUr3R3xLkyTl5cXPw4YABiuhe2qlSuVTYkyUS7exaKKR2BAAPHx8YD+Jsr/PHKE2rVqMX78eKXfQd26dQmPiKBr166ysUroVd++falZqxagPe127NixenvtmJgYgoODAe0Vc8WKFfX22sL8WEzxiI+PJ3D1agCKFi1KterVP+r1nj59yqCBA2ncuLGy2TB//vwsX76cJUuXkjdv3o/OLMS/WVtb88svvyhH8i9etIhNemphu3XrVqUZldqHhIr0z2KKx549e4i6exf4+BUkmzZuxNXFhYCAABITE7G1teX777/nQHg4tWrX1ldkId4oS5YsLE3RwnaAnlrYrkqaKM+cOTONmzT56NcT5s1iikfyChIHB4cPXkFy7epVfH196dmzpzJZWaFCBXaFhDBq9GjlwyyEoZUsWZLpP/+stLDt0qWL0g3zQ5w5c0ZZwdW8eXP5tyzeyyKKx9UrV4iMiACgYcOGZM+eXafnx8XF4e/vj4eHBxHh4YD229/4CRPYtn07pUuX1ntmId6nYcOGdOvWDYBr167Rs0ePD25huzJpFSLIRLlIG4soHgEBAcoKEl3Hcn///XdqeHkxZfJk5WiIBg0aEB4eTseOHbG2toj/hSKdGjpsGNWT5u9CQ0OZPm2azq/x7NkzNibNm3z11Vd8/vnnes0ozJPZ/+aLjY0lKCgI0B5CWKly5TQ97/Hjx/Tv359mTZty8eJFAAoVKsSqgAAWLFyIc548BsssRFrZ2toyb/58pYWtv7+/cn5aWm3cuFE5Oqdd+/Z6zyjMk9kXj+3bt/P48WMgbVcdGo2GtWvX4lK9OsFBQWg0Guzs7OjZqxdhBw7g5eVl6MhC6CRnzpwsWrxYaWHbp08fnVrYJs8H5siRA29vb0PFFGbG7ItH8o5yJycnmiYdMPc2ly9fpmWLFvTr25dHjx4BULlKFUJ272b48OE4OjoaPK8wbcn7eozdAbJ8+fJMmDAB0K2F7Z9HjnDu7FkAfH19sbe3N2hOYT7MunicO3uWP48cAaBZs2Y4OTm98XGxsbFMmzoVL09PDh06BEDWrFmZPGUKmzdvplSpUkbLLEzb+g0buH3nDrv37DH6e7dq3VrpTXP+/Hl+/OGH97awTf5yZW1tTZuk9rdCpIVZF4+Up4++bcjq4MGDeHl68vPPPyvHtDdp2pSIyEjatm0rE+LCpIwbP17ZGb5161bmz5//1sc+evSI7Ul9bVxdXSlSpIgxIgozYba/GV+8eKGsIKlcpYpypHWyBw8e0Kd3b3xatlTGh4t8+ilBQUHMmTOH3LlzGz2zEB/L3t6eRYsXK/9+J06YwMGkgw7/LTg4WFlBKBPlQldmWzw2btzIs2fPgNRXHRqNhtWBgbi6uLB+/XplQrxv376Ehobi6uamVmQh9CJv3rzMX7AAW1tb4uPj6f6GFrYajUbpa5M3b15qGKivjTBfZls8kjc9Zc+enQYNGgDaceCmTZowYMAA5QyfqlWrsm/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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/993.jpg" } ]
<image>If A B C D is a rhombus, and m \angle A B C = 70, what is m \angle 1?
B
65,441
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/994.jpg" } ]
<image>Find x. Round to the nearest tenth.
A
65,442
null
A
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L+XR/7Qf06qJicO97PIhZ47rW+/V6+TppipfLY7KMupCWlVuouRIxhGJlTdydW/HN7FBNIVMd4KY4ddMYmGF4F5Cw7QtWXb2bB4a5NeicRKNh4UzYo1Px2fk5qyMzKB/fpWSePcKRPvfzSLgnLS2scegxjkcjStl1PIXSBn7qqoK7MQ5IWDApUHMZP3fTOaPtAV68anjFyprY2ljx4Yze5QL8nncPSYDrgdmFtzL7EOv/G4XX9AgGOdR+sqJRKDjE2wN96bF4N7lVPsACa787eXBEDpu+3c8VZfn7bOzsscm6Tp66V65UkHvtJo6tbBr05tZUwQ2q2RALRqiKl9H5JXz5u3HO/T5/JU9z29CKldWpGODR+SX8a/0po30DNVZmFt7FXNmzjU0ZXYkY4kP9jrg1PMrMi5y9Wksf2aITg8YNg53b2BFfoHXHHbTuOZzx1z9n4b+/Y9+Rg+z4+HWWbA9k8tDO9f4FacrgVps4uKx4+dyeVKNcSGLoxcrqVNUDlzHw5mVe4a1MIXLr3xT73c2QrsbRy6ldPmd/+5n9tY5vWNE+OJQBRLJhZzw3te6xcBjK/K//Q3jON8yZ9ARvHujErK+WMMXbtl4tao7gVnt7anfN7eXbjK94aQzFyupIgOuXWYW3MuUwv+zNxq5/NzxbGPlot7KQnNRYIr9eyrxlf+s0Nm3h4k+INyRujST2pvbYiSX2/qOZ/eE2DiedZvdXr/BYf1fqsyloSsYN5m4qW8jRlMENqlkQ6v04Vp3PZcfh1FqeYTiMqVhZnaoCfMVWWcjTHMwovG+RlxjDkVI7fHxdab592xrfrfg1TOgSSN+we5i26Ftida0qtnCjW39XOH+UU6k3a398HWXlFjLxo7J53Gvv8WyW09vnju+qKV4u/inBaIpnxlasrI46wNVDWIui0mUlZjMwo/AuIPl0DAW0J8jLyai/cIvWftw3+3lmzX6eWbOfY+Z93dCt9GqPm68HlMZzNjmv9ofXgaJIVbRSB/fKYW7NcqAAqMLjjftUn8uYNq4yxmJldWxtrPjo8Z6aN9Hn9qQa9RROY2DMGVZHhWSmXQPa4+pYdWFIeWkTj/t0wdfnab6/pNUzVV7n5MePEOA1hKfWniJfz+t6LDqG8Y+5c5kzdy5z5s7h6Un9sNHpmXfQslVrLLlGTFImtxqxTSu2ntPsVTLDu02D5nHXx8h+bppL90VR6UZRvDTWYmV13J1b8dXMXpqPB6+OMYkVsIbKfMJbmce1lDzAlla2VY/mWrgPZuokTyg9wA9/JFIMQCnZUf9j0bsHaTvuRRY9HIS90Q6XW9HWuQM2FJCYkEZ16y3rasfhVM3BuREutnw4o+nOX6zJkindNLfnbzht8IUzYy5WVsffvW25vVAmfnTY4H8Oxsp8DqpT3uRGdlHNj7HoSNikMbhs/JijWyKJn9qVwJx9fPz6auK6PsmXL4/Fw8pok7tJ7Nx7lAfWxtBekYurMpdxPX3YvOk8Z8+erdfrBQYGYm+vqkh0666aSeLu7o6tbe0zX9QbV037LVmzcZWhnopuCsXK6oQFubByWDbP7UklOr+EJRtONemByubKfMJbJxbY9R7N9J7reOvEL+w41pf4r19h9bmevLjlScKczfvbdeLECTZt3AjAt19vAKCVZz/a3GrJrRateHj8QJza2AA2TJs+vc6vX1BQQNKFCwDk5+ezds0asrOz+f3X7QA8+PBU3N098PXzxdPTEz8/v0qvMXmoFx/tU4XGpC2JZPboaJBDEtrFyiAv0wpvgCdG+XLiUh6rzueyPCaLAfuSDPaN1FiZTxpZtKCVgw4jwy28GT6hH++c2MtX856HizBi+avM6NGu9tWGpfF8P+8dduTWbzT5ju7T+c/cMJr+T9kaV1cH6hppdnZ2TJ4yBTs7OxYtXsyKHxM1wyUrh7k1yjh3z549q/z3rKwsMjMzOXP6NAnxCWzZvJnff93Ogw9PJTAwkND+/fHz88PWxorPHw2i9yfHAVj2w1mD7PVpFys99HDsWVOztbFiyZRunLg9+2jSlkQuBTjr5Yg3U2VG4e1A58COsPsSCan54FdddNnhO+Yhxq/cyw8XrxP4xPu8MsEHa10+hzKPlL928Gd27Q+t2hhere9TdVJCTsZVirDGrlXLOv/wtXu6xxMyy41zPzGqaWeWODo64ujoWK4NCoWCuLg4Yk6d4v0VK/j91+3885mnGTxkCHMDWrEi9gbLY7KYmpBZ7lg1Q6AuVka42NZ5Z0Vj4e7cihWTu2oWbM1afYJvZoea7Nfb3Mzou2iHq7cnlhwnr+AmSqimJ62kKOMSSddLAUvsPTrRXtdx7juc6fXP2cyq5zazFu7eTTz//CbXr16lFE8GBrrUu1qtKCrhyfVlKyg/erynXv4gbW1t6dmzJz179uThRx4hKyuLo0ePsm/vXn78+BPcfUZR4NGXJ9dbsWdhmEGFxvIY1Y6NoZ6mU6ysSliQC0tDM1gUlc62dAWb/k5qtimkps5wfpubnDUuAcF48QdnL2RQTKcq9zZR5h3mswXvc6QUIEdTuOymy4rMOzwY/tQchjduwxuPMpeU2Mtg2QvvTnb1fpkVW89pim0/TPAxmEthR0dHwsPDCQ8P54kZM1i5fjtrV6/m2nFYZHk/S+dN06nw2dS0p891dTPm5WK6mTu+K1vPZBKdX8K035IZEOis08lJombmM1UQC1r49uVu11skRceRXlXnWJnNsS/f4eOTjox96y2e9bOm9MR2dp8zkbmqxRlcOJuJZcgQ+rrVb1su7eGSGd5tDLYI5ejoyPynHqDH1NfJ7vcYm/YcZ+SIUWzbuhWFQqHXtiWnl03SNMViZUXqOoTa/A2n9dga02FG4Q3YBRI+JZjSyChirlWce1pKdtRqlqw8Qttxc3lx0r2Ejw8GTrFtbyKNv5i8uSkpTjrO3vN29LmnN+71+Mkrikp4dXOs5uN5Ef41PFr/bG2seHtqd663dSOl12S8I5aQlnaFMaNH6zXEE9NMu1hZlV6+Tpo9aLalK9i8L0m/DTIB5hXetCZo1BiCbx3nwOmscocSKDNU87nPtpvAonn34GHVioAhd+NDMYmbdxNj9MelKUjav5uj7Ubx2Chf3QqwFWyPTtEcHLz2Hk+juPTV3rhq3RXwDrmP9V9/TXR0NP+YPp0TJ040e5tiUlThbcrFyqo8NdpXs3x+2c5ko9mDxlCZWXhb0CJwJNMrHkqgTGPXO6+z+rQjY19+hjEeLVWP7RpGhJ81JP7OrpOGv9y6RjfPs3vLMRzuvYcBHese3Vm5hUzakgiolnNPHurVyA1sOtqhsfinBBzbu/DG0qUsWLiQZW++yfK3327WXri5FCsrcmzTstweNBt2J+m3QUbOzMIbsPBg5DOP4/+H+lCCQi5te49F3yXjOG4uL471KqvitvBhyPhgII5tu2MpqP5VDVwp2fs382XKcF76xwAc6rFIVPsPbcXkrkbVY6wYGupTd3r27Mn/1qyhU6dOjBk9ull64eZWrKxoZD83oz9Aw2AozdGtS8pfnx+m7D//d+XVW/puTDO4eUa5ZsoA5biPjioL6vH02EvXlbywS8kLu5QRb0U2evOay4yPojRfR+yl6+Xui4uLU945bJjyq/Xrm7QN+05dqbYN5kL792ne/4428NUylH8tGqr08fRS+nj6KActO6i8UetzcpSHlo1UPWfcamVcaQOboCfm1/MGsHAjfM5ipnVMJy69WN+taWJKilNSKRg4lyVTe1CfiXKrdp7X3NY+ucbYaBdYK8548PPz45ft29m/fz+LFy1qsmEUcyxWVuTv3pZ5QY6AagipQb3v0suc2a0+gKOU9LU/EplVywb3ygwSjl4GoM2gQDobaQoaabMbygLrLuE8PfdRwuox/mtcbn+tc6bQpx4HLsel5GjGaOcFORpFkbI6/u5tWTnMDah6xoOtrS3//fhj3N09eOnFF5skwM21WFnRjBHemtvanYO6UqbFEpWiFdYFO9n8dyo1Ti+4fp7jR/MBZ4YEd9ZxO2XDY6bhLXSl/Yel/QdnrJ4YVfuMh6eefoqRI0cyZvRoUlMb91g1cy1WVtQ4ve9b5CXEcLTcv2Xw57f7SKphe6HSS3EcKgboQlCXdvX4vIZBwltUy5R63Wq2NlasmKzaQCs6v4RlP1S9dW3E+PEs/c9/ePThhxstwM29WFlRw3vfRaTGn1NNJPB/gQ+W3YMlUHrwB7bHVLdbfTFpsadIBWgdTDdPw9txUlcS3qJaO46maW6bQq9bLSzIpVyv73hCZpWPGzhwIEv/8x9eeuGFRhlC0f/KylsUXjvPqaPHOZuSi76PSKjY+67zqTvKa8QdVk1ftQsNZsjd9zHaGuAEX28/Xc3ssBwSTtx+w+4TgKet8e7PL+EtqpSVW8hze1Q9zhnebUyi163t+bFlxctXN8dWe9rLwIEDGTb8zkYZA9cuVjb/9zOf+I3/4t7+dzNh4gTuGxzOw8v3kqHntWfanYKtBy7V7cmKi5zcnwnY072bB62dBzD5UX+glPTvd3Esr4qxk9KrxEelAdb4Du6Oq/Fmt4S3qNruk1c0t6cP66zHljQNd+dW/DDBB0Cz2111nnr6KYKDe7B2zdoGfU51sVJ91mZzunXhR5YsSuSuT3cTcyGO6B+fxeHbpXy6P6vZ26LN371tuXnfdTky7VZqPEfzALrQv2sHLHCgz9h76QKQ8TOb9l6pVLhUXo3jSGIx4EqIXwcdD+42TBLeokrLdiYDqtWUYUEuem5N0xgd4q4Jjmm/Jdd42T5t+jROnTrJrl276v351PWDnh6t6/0a9VNK5tkjHOlzP4+Ee9LSwhqHHuN4NKKUXcdTqGViXZObd6+P5vb26BQdn1VKTlIs5wCsu9O9ix1ggW2vMTw+oC1whe0bI0kpl95KFOdjOFgK4EOgZ3P/HBqXhLeoJDImXbPl64IRnnpuTdOxtbHi1YkBmo8//Dmu+sfa2rJw0SLefOONehUwtWdT+HeqIjSUeSTt+Zq3n4ugn1cXAoY+xPz3f+RkRnXnrhaRcfJHPpj3EMN9VI9/6a2v2XMhr4ppchbY2Nljk3WdvOLb9yoV5F67iWMrm9pPiGpiffycNDOA1u2/rOOzbhB/9KjqkPBuAXi1vd2HvsOTOx8cjjVQunsLv53THvlWFTjzAdx60LVT/XbWNBQS3qKSPaczNLeH9+iox5Y0vV6+TuWKZpEx6dU+1s3NjYWLF/Pm0qV1/jxJV8qKlV4dK8w0UeZwZt0CpkxbzOf7iukWPpwenGTz+7OZPP0D9mVUHEooIu2vFfxjwmxWbr6M83DV47d+spgn7l/A+jM5FQL8Dlr3HM7465+z8N/fse/IQXZ8/DpLtgcyeWhnvYeArY0VswaXzb/XadpgtQttrOk4dAzj7AAOs/G3s5RVKnJJOq06I9V6UHe62Oj7bath9P1zEwYmK7dQs1/30lAXgzy8t7EtmBSo6fnN3XSuxnHX8PBwHBwc2LZ1a50+R9zl6oqVpWRHfcm/Xv8dRr3K5j+3sW7Vajb9uZuvZ4fC6VX8e+PpclsSKzP28P5Lqzjb7l5e+elHNn65mk1//s3mV+/FMfNXlr62lYTi8vFt4TCU+V//h/Ccb5gz6QnePNCJWV8tYYq3/g+nALirl6vmtvYsp2rVsNDGwjGESdMCgWIubPiNo+rCZdEFju24DNjRtXtnjL0EL+EtyjkcVzZtblh3Zz22pPk4tmmpGR7S3riqOi+8+CIfvP8+WVm6F/tOXKqmWKlM5+DXmzhLCNOfnUAPh9srfq2cCb3/fgZZFpO44xjJmokTN0nZvYWtmXfg848nebBbW9Wwh5UTPR74B1N9rCk99CM7z1Ycv7fE3n80sz/cxuGk0+z+6hUe6+9qMEdpuTu30nxv1h2p/upHreaFNm3pNXosPlCucKm8nMixHAB3Bga6Gn34GXv7RSPbdEh1KRpib0UfP8M6tLcpTRzspfNud46OjsyeM4eN323U+fVXnc8FKhcrldeO8/v2K+A9hCFdy99n0T6I8c8/z6y7nCgpUo9VXyNm73FKCSZiiE/5o/xsA7h7YjBwgejYjJqXiBugOwNVv2/R+SXVzr1XqW2hjQUtgkczc7gDZYXLUq4nnOI4gGUQwd7Gv6+MhLfQyMot1ITMY31dzG7vDe1Nt5Zvq754CTBy1Cg2fvct8fHxtb5u9cVKJYrzp4kutsQlvC8+Fc9JtQ0kYvZc5sy+j0D1YpLbR9lh2YEODhULbi3p2MUba7I5ciKZPAxfSsYN1u1MYPzb+3n4lwuaf993JqOGZ+mw0MbCg2FT7tYqXGaREndOVeAMCsbXyZgnCapIeAsN7SGTwd3MY8hEm/bGVavO59Z4VJetrS2z58zhj11/1Pq61Rcri8m8eJ5r2NDBpR06VRcKs0lLLQabDrRvW/HN9Q5s7OywBopzCygy0K53Vm4hOw6nMvO/0XgsO8i035I1JzSp1Th0otNCGyuch0Qw1dkSOMzGX3/hwN+q4TD7vn64mUDymVfXStTocGK25naAh7GXc+rniVG+rDuimiq5bGcyw3t0rLZoO3LUKMaMHs2UB6bg6OhY7WtWX6y8ReGNPEppg2cHe25ln+WPbT+x80A8uW286DtkNGNH9sK1ZVnSKHMySCmC2rbCK06+ynUlOBvIhIqs3EIOx2Wy6dBlzdWdtggXWyb27oCV5R08/MsFzdBJL9/KQ3dlC20617zQpnUPxkwNZu0Hx7mw7kM+z88H2tIr0L1eWyMbGglvoaE9y8TchkzUbG2seOM+X0Z9c47o/BI+3Z7AwgeCqn6srS1PzJjBxu828tTTT1X7mtUWKykkOz0LsMLq6l8se+Qt1pwu66Xv2rSaz0Kf5YP/PkeYs+rnoSy8wXV9r6rRUW2BHWKvmiJ4Vy9X3G/vbZ6ScQNuD5+cvJBdRXjXZaFNa4LHjCfko+NE52RzHYAAwoI66H1ue2MwgYsH0Ri0C0T9fPSxaZLhGNnPTTP3e1FUeo3Fy9H33svG776t8fWqK1ZCCQV5N4B0dn/wIYf6/4ftx+NISIrn+N6vWTDKletR/2XuG7+TZqBDIBVpD4k4vRbJqG/OlQvuEHsrVg5z49jTvYh6bRiPjfDVBDeoZp2oC8d747IrvX65hTbufQnuXNMliAXWfnfy4AitIUC7rvi5GesO3uVJeAtA1ctR6+bZTn8NMRDaG1fN33C62rnfjo6ODAoL48CBA1XeX+vKSgCKue74MK/NG4NfO2vACnuPQTzx6gLuc4Ksn38mMuVmNc/Vv7oG9qxxXascDlEL76p641x1PreK73s2CUdUxWTrgf6411Z3tHBjyKQR2Kk/Dg7Aq7VpxJ55XhuLStS9nAgX23I9IXPl7tyKtfd4aopp26NTmDjYq8rHjhk7ln179zJw4MBK92kXK2t6U7Qb2BPfCrMmLDr2ZmSYMz/9eIYTibnc79Eei5ataKfDRAlLh1a0bMKxAV2GRB7r68Lgbs41BnVVens7wO0dLWMv5VR4viujV0aRsFLXV7PEccRSTibVfVWsoZPwFkDZpb25n/CibfJQLz7al0p0fgmTtiSSWU3xMiAggEcfmsq8+fMr3addrKz8ptgSJ9f2wDV8fF2pdDyDRQts27QArhGTlMkt2nNHW2fcdbjqt3F3pm0jh3dTBra2wM5lRd2qx70FSHgLyl/am/t4tzZbGys+fzSI3p8cB2DZD2d5+/HelR7n6OjIqHtHEx8fj5+fn2bfb1tbW02xUj2GXp4VLVvpMu+hDZ4dWquKbC0dcHWzhir3xiohJ+MqRVjSvrVto/xxN1dga3Ns05IIF1u2pSs02+iKykxj8Ec0SExS2Xh3pU2TzFxNG1cpFAp27dqFQqFg0KBBnDl9mtTUVP4xfbomwNWBF+Re1Xh3C1y8fLCjgMSENCod3KXM41pKHuBAJyc7VXhbO9Ml0AkKEklOrzgOXkDa+WRKaYO/d4d6T4dr7DHs+lBfAaq30RWVSXgLzqWWxYapnZjTGBZMCtTc1t64ytbWloT4BMaMHk1sbCw//PADw8IGA6reuPYVjY9rVeF9B6279+cuayg4cIIERfkpJcorJ/gjMhucBxDqf/v5Fu0JGtILS+I4ePpq+SXwikT270gAy54M7+lSp+lwhhDY2rTP+Kzf4cSmT8JbcOGaqpeojxNejIFjm5aaU3ei80vKnboz5YEpXExKZsP6r9i/dx8AY++7Dyh/RePpUvUVjUX7fox/0BcSV/PWZwfIKFHFsbIwmV2r1vFnsT3dp99Hfwd1lbIF7oPHcq9TFn9+8TW7LhWoArwkk5Pf/Y8NicVY9hvOoC6197sNLbC1aZ/xmXG9sFk+p7GRMW9RwzxkoTZxsBcR+y+zLV3BtN+SNQtLHB0deff9Fbw4Z67msUHBwUD5K5pqZ/BYODP4mQVMPzqHNe8/zODNfRjq34brcVEcu1iE46hX+c+0HuWGQCxcw5n/zgwSZnzG00N+IGBwD5wyT7L/bCY43cfr/56En3XV/W59jGHXh4fW9yv9esMPfzZFEt5mTvvor06Opr93d0O8PbU721YcBuC1jWf44tkQQLVMvrOXJxeTVEfH9ezZE4CoZFU4Vl2sVLPAyvUuFny9mcFbv+P7n3ayc9c5XENH8eRT9zN14gDcW1a8QLbB9c65/G9LNzas/4Ytm/8iwW0A459+kYkPRzDQ3a7co40lsLXZ2lgRYm9FdH4JB+Ozq52mac4kvM1cgdYiCO1LVVGZv3tbloa6sCgqnVXnc5l8OJWR/dxUR6QtXsxTM2by4MNTAVAUlWg2W6q6WKnNAqt2fgyfvpjh0xfr2BobnHuMY/byccxeXvleYwzsioZ7tSE6Jou4DOl5V0XC28xpj8vamel+JnXx1Ghftp7JJDq/hMU/JTAkWLUPTHh4OCH9Qxl+550AXNK6oqm6WNn4TCGwtXV2Ug0WVdxxUKjIX6vQkJWVtXNs07LcxlUrtp7TbFy1YOFC2rdvD+hWrGwMphbY2rSH8bJyC83iSL66kPA2cwfjVSGjPsNR1G5kPzdm3A7LRVHp3B/mgb97W81YN+hYrKwnUw5sbS7tysq013KLJLwrkL9YAajGF4Xu5kX4s+p28XL+htNsnT+o3P26FSt1pygqYe+pdJMPbG3O7SSsayLhbeakGFQ//u5ty21ctXlfkmZGRN2KldVTFJVwND6TPaczNHutazPFwK5OTFK2LCCrQMLbzKlDRl0cErqrbuOqhhQrJbDLSFjXTMJbADLHuz5sbaxYMbkrg1fHAPDAysN4tbMpN6zh4lD797W2wAbV6UbDujsTFuTSOI0XRk/CW4gGCAtyYapHEhsu5bMrqwiyisrdP/Xz42ye1a9S0bIugd3Hz8lsj6VTy1dUfRiGOTPv3wghGigl4wYbLlXaD1AjOr+EiR8dZs/CMAAJ7HqSrWErk98OMya7tTXcuj8v1PqY6PwSnvn8KGuSqg4gCezqqff1FpXJb4oQDVBdD7qiisEtga0bf2dbkPCukvzWCNFMJLBFY5LfICGawdxuDppl9EI0BjmMQYgG0HUFZa/OsoJVNC4JbzPWvo0Ox5CLGs0Y4V3rY0LsrRjb370ZWmN65AzL6kl4mzHZ6Kfh/N3bsu/x6odDQuxVJ9DL97phZAVwZTLmLUQDhQW5EDu3Je/+FM/nCarpl8G2ljwZ2pGpw71qCO5bFF45w8G9B4g+cYpTR/arjjJzCGTQ4L706RfGsJFD6eVqV6fDhE2RrACuTMJbALKCTS0+Pr7cxwUFBeW2eq2Ov3tbwnzbacL70MuDa5hRoqQk4wTbPn2b/3x5gOsV784+y/6fzrL/p6/46PVgJi1bxsv3d8Pe3BNclCPhbebU5wSa6wq2bVu3ljs8WFtnL0/Wf/21zq+l/h5GuNjWENxFXDm0hleeWc6fmaWAHZ3DH+Shu3rj5+NKG+sSctMSOXPgdzZ+8zcppaf4Yd7TFFmv4Z3xXczqD1b7fFVRmYx5mzlz38c7Yvx4tu/cQZ9+/cr9uzq43dzcdH4tdXEt1LO672kRaX+tYObUZfyZCe1Cn+CtzTv59YuXmTl1LMP796VPn/4MHzOVZ974Hz//9G/CnSyBi/y8dAOH8m7V86s0Ttrnq3p3bJ6j5IyJhLcAzHdfb4VCwZnTp7l6NZ1W9mXHlX32xRd1Cm7tXmJXt6qOPVNSGLeZ115axdlSSxxHvcq6//0fk/p0omWVwyGW2Hd7gCUvj8UaIONvIs9Uv4eKqbNraU7XHLqR8DZz5nrIa1ZWFtu2bmXM6NFER0fzxZdfciNfFY7rv9mAn59fnV4vOb0sWIO8HCo/oPgc3738FrsyS7Hs/gwrlz1EN3vLWl7Vmo79wugPQAYJaZVP0DFlcjh2zeQ7YubM7ZDXrKwsNn63kXfeeouX/vUvvt+8GUfHsoU267/ZwMCBA+v8uolpZTWDyocIFJP2y2csO5QD9GDGK9MJdagtuFUsOo7mnYNDKMECK3vTPnyhJnI4dmXS8zZzFQ95NVVZWVl8+smnhPbpC0DU0SM89fRT5YL7tTf+Xa/ghrJi5QzvKsa7byXz17e7KQYshz/Cg6GOuk/9s7KnfceOdOzoQnszOyRaDseumXxXzJz2Ia9JV/JN7uip+Ph4tm7ZwvZff2X2nDlEHT1SLrC1PfzII/X+POpiZU+PyoW1W4n72HQwB+jI6ClhuMuUP52o6zDmXlSvjoS3mfPQuhy9km06497x8fGsXbOG/ZGRzJ4zh1nPPYetbdOs0tMuVvp3qhjeRVyM/ptTAAQSGuhk9gtudCXnq9ZMwtvM2dpYmdRc7wMHDvDLzz+TmJDAgw89xKLFi5sstNXOJF/X3PbqWHGmSR5JZxJVNx2C6eoh+8noQvugEFldWTUJb8FwrzZEx2SxO8l4ZzMcOHCAD99/H4Dn58yp99h1fcRdrqFYqczhcvztzZV6uNNBtzql2cu4Xqi5XeXsHSHhLWCAnwPEZBGdX2J0M070GdpqJy7VUKwszeFq3O1phNbWWOk8ZqKkOCWa3w5f5hZt8R8+lMB25pP82rN3PGSmSZUkvEW51WtnL+YQFmTY4a1QKNjx++988P77DAoLY8HChTrtP9JUVp1XXbFUVaysN2UGkZ8tYu76BCwHLOW3ceYT3AB741QzTWreasC8yVRBQecOZT0b7R6PoVEoFOUW1nz2xRe8sXSpXoNbe2y2crESsHTCvcftoZRDMSQWKHV41VLyjn7Hig0JgC8PPBWOlxn9pSqKSjRviOFddTvswhyZ0a+EqI5jm5ZEuKiKeuoejyHJysri66++Yszo0cTFxWlCu66rIJtC0pWylZWVi5WARQe6Dw5Q3c77i58ir1BzfJeSH/c9i5/8gNOllrR/YB7PDetgVjNULtU4e0eoSXgLoKyHs+p8Looiw9geVnthTV5ePt9v3sy8+fMNIrTVaixWAtAS32H3EmIJcJ7vF7zBupOZVPkdVhaQEvkFLzy0iF8yS7EMncfnL9+NszklN3DwbIbmdjfPdvpriIGTwSQBQG9vB9iTCsDR+EzCglz01paKS9hrWlijbzUWKwGwwNovgv97cSeT346kNPNX/j0ump+nPMqEYcH4urbBqjiXtMQYDv76PRv3JVOKJY6j/s2ad3XZ/8T0qK/+QuytZFl8DSS8BQCBnct6jcfOZ+slvCsurDHk0FbTqVhp0Y4eTy5nnfVb/N+ybVwszeDYxvc4trGKxzoMZPri+fwzoifOuk9NMRna492P9dVfB8IYSHgLQDXuPcO7DavO57LuSDqzxnVtts9dMbSbY2FNY6i1WKnNypX+M5ezJXwq+/fs5q99h4j66ygppU4EDO5H94DehA4JY/CAbnRsab6jmUfjMzW3e3vL/O6aSHgLjSH+Dqw6n0t0fgkpGTea/JL1wIEDfLV+PVmZmTwxc6bRhLZarcXKSqxp2yWU0V1CGT29yZpl1PacLhvv7uNnvrso6kLCW2jc1csVfksG4M/jaTw2wrdJPo8hLKxpDLUXK0VdKIpKWBSVDqhqCDK/u2by3REa7s6tiHCxZVu6gs3HrjZqeCsUCo4fP24Soa2mLlbOCzLscXljoT1kMrl/Jz22xDhIeItyJvbuwLbfktmWriAuJafBPcqKqyFff+MNg5rq1xDqwlqQu8xFbgzaQyb9/GXIpDYS3qIc7aGTHUfT6h3eFUP7sy++MJnQhvLFSh9XCe+G0h4ymRfkaFT76+iL+Za1Td4tCq+d59TR45xNya16UUgV1EMnAOuOpNd5wY56Yc2Y0aNJS7tiUKshG5P2+YqeLroUK0VN9p5K19yOCJEhE10YZHgrM3awYOBUPj5pvFuUNp18znwxjcApX3KmsLqF1vnEb/wX9/a/mwkTJ3Df4HAeXr6XDF221QCeucsTgOj8knLjkDWpeMzY95s389TTT5lcaKudSy2baSILSRru4z9VV3sh9lYyy0RHhhfeymtErf6MX3tOYUKwHH9UmT2B909n8oV1rPwpkeIqHnHrwo8sWZTIXZ/uJuZCHNE/PovDt0v5dH+WTp9hSHDZ4og1ey7W+NjU1NRaz4Y0RVHJqo6FFCsbLi4lR3NqzmN9XWSWiY4MLLyVFMf/wvuf5TL+wUF0NL8FZjqxcOjPo8968+fbG4jMLq1wbymZZ49wpM/9PBLuSUsLaxx6jOPRiFJ2HU+h4qOrYmtjxcphboCqKKc9vqsWHx/P4kWLePThh3F17cips2fMIrRBNT6rDhspVjbc95GXNLfHD/TQY0uMi2GFtzKDyPVfEe09gcmDnCvvpKbM48KuVbwyYwz9vLoQMPQhXnrra/ZcyKtlpzZTY4fvqAjuuv4z3+1JrfC1W2BjZ49N1nXyim/fo1SQe+0mjq1sdN6dbmQfV83tHUfTNLfVof3PmTMJCQnhl+3biRg/3qgW1zSU9q53UqxsmKzcwnKFShmC0p1BXZ8or+znu2+T8ZkTRkCLCjGjvM7JT2apNvex7Ezvu+/G9vJxtn6ymK0b9/PK+jd5tFtb49w6s+AQb9/9MJ+nVdMvtnuMVQeXMLxN2XutRcdQxo22ZM43f5Ew5jH8rNVf+R207jmc8dfnsvDfjvxrvBcFB9ewZHsgc+Z01vnd2t+9rWa5/HN7UvGzS+fHzd+RlZnJ80a0hL0pSLGy8WzYnaS5LYXKujGg8L5Jyr7f+bM4mNlDfGhR7j4lN89+z5J3I6H7P1m1ai7DXW1AWcCln/7N5Oe/ZelroQz8SjvEjIfyRiaXr5Vi2bkPQ/0dK78BWXemTcVNiizaEzSkF8z7kZ1nJ+HXoyxELByGMv/r//DlR58yZ1IC9oMfYNZXM5niXbewnT6sM1v3b6L16a28frQl77y5yOgX1jQGKVY2DkVRCeuOqHrdES62et3J0hgZTngrUzn0yyFK7e6jm5ddhTtvEPvXdk6VOjNi5lSGud4+gdvCDo97HuQxvx947/BBTlx5CD+PFpVeuvGVcO3kbiLP52Ph3JORYV1oyKxU5fWrJBeDzdDnePeN4ehWprXGJSAYL95n295EZvToqfWGZ4m9/2hmfzia2R/WvT0KhYLIyEi+/OILOl25xeXu47nQMZCA7r3r/mImSIqVjWN7dArR+aqpqPPu9dFza4yP4Yx55yVzIiob/LrgZl+hWcpcUmIvAx4Ee1fombZwo1t/Vyg9w4nE5ppaWMjFP97jxTlzeWH1Ca436LVukZ96gUTs8PF1RfeLcAtaeHUj1K6YpL2nSb3VoEYA5Y8Z2/3XX7z+xht8/N+PuNYxECh/iWuupFjZOBRFJSzbWTY9UHrddWcw4X0z6QxRBWAX7IVLxVYp87ianAvY0srWcC4WGsctigoKKKY9QV5OdfuB2Lvi62dH6clYkvPrn97VnQ3p5+dHWJCLZtHOc3tSycotrPfnMQVSrGwcX/6eoOl1v3Ff02yAZuoMJrwLs9JJwxpXV4fKQxB3BDBt22kSkr5iml+Fe5U3UeTeBDzwdSvfb1Ve2sTjPl3w9Xma7y/d1LrjOic/foQAryE8tfYU+XqdqlLC9atpFFfR/lpZtKCVgw0UJJKcfrP2x1egXlgTHNiNtLQrrP/66ypXQ2pf0pp771uKlQ2XlVvIc7dPbYpwsWVkPzc9t8g4GUx452RcpQhr7Fq1rNNAvPJ6LAcOZIBrTwLdbMrdZ+E+mKmTPKH0AD/8oV7QUkp21P9Y9O5B2o57kUUPB2Gv1xpnPqkJl8DaGbvcQ6x7/Z+M6e2Lb+8xPPn62pqnQVq0pr17a+ASCVpFtNpUXA2pXljj5lb1H1HF3ndV877NhRQrG+7T7Qma2zLWXX8GE96FN/J0WkCioSwk+0I0P7z3Id9leDLp5QfoY1dxRkZHwiaNwYUcjm6JJP6mEmXGPj5+fTVxXZ/kvZfH4qHvo6aUeVxLyYNbf/HWP55g6a5rdOo7hN6tk/jzf6/yRPgMPjyS3Sjz2OPj4/n0k0+5f+JEoG6rId+e2l1ze9XO843QGuMkxcqGiUvJKbdnt4x1158RDiAXEr9mBqNfjVR96BDC9C/WsGCERxVfjAV2vUczvec63jrxCzuO9SX+61dYfa4nL255kjBnA/jylTe5kV0EpR25a/EGFk0IpK2VBZRkcvKrV5jx6q98/MpqBnw1m/4O9TuMtuIxY79s317nOdr+7m2ZF+TI8pgslsdkERGTbnZ/eNrFygF+ckRXfczfcFpze16Evx5bYvwMIL1UWrZqjW7RdAe2HQK5K9ya7Lgojl2MZs38BdiseJu5w90qf0EtvBk+oR/vnNjLV/Oeh4swYvmrzOjRrtYFPaXxm5j/1g7yKt1TQnacqlLOkc+ZP+OXKqYK2tHt8cXMCXOu+ZPccmLQkvVspA2de/ioghvAyokeD8/i2e2R/PvQdn458QihwztU0+b2uDpWbkFWVhbvvftuo50NuWBSIMtjVG+aczedY4+fk1ntQ6FdrPTuKMXKutq8L0nz5rc01EVOH2ogg/nLc+rsTXt+IzEhjXwCapjr3AL3exfx+b2AspBr53byyUsL+eyJF2ix8VOe7+tQIeDs8B3zEONX7uWHi9cJfOJ9Xpngg7UObVLmpbBn166apwJmn2X/rrNV3OEAY4tq/yRW7fHr077q+6w96DPUBw6d4tDpNIqHdyi/eEk95IJHtbNwxowd22irIR3btOSHCT5M2pJIdH4JK7aeY+EDQQ1+XWOhXazs3EHGu+siK7ew3NTAp0bLDJOGMpjwtu3khb8lHMwtoEgJOq1zt2hJ+8B7mDHzDzbM+ZlvfjnNP/oOpnyfSElRxiWSrpcClth7dKK9juPcd3TozczZz6OodM9NLu/7js1HsqFzONMmdKNyP6wF7t4NnY1gRctWtkAxaWnZFEL58C7O5WpqfpXFWgBHR8dGXxE5OsSdiP2X2ZauYFFUOvf2daWXr3ls4XkwXhXeIfZWclhAHS374Wy5qYHy/Ws4gwlvCxd/Qryt2Xs2iSvFSpy19zYpuUb8yYvk3R5aKB++1rh070VXtnHqSAJXbg2mtVYZVpl3mM8WvM+RUkBduJzalW4V906pwh3uw/nn3OFV3JPPUfaowtt/DDPnjqdjvb5qXVnSurVtpR+WMieVuKRiLMO8cLVtnsKrrY0Vb0/tzrYVhwF4cn0MexaGmcXwye4kVbFyuJdsVVwXOw6nsjxGtR3xvCBHmRrYSAxmtgktPOkX7gvnTxGbXmGX6puJbHl2ClMeWU9MQfXzLqw9O9BOO8OU2Rz78h0+PunI2Lfe4lk/a0pPbGf3uRvVvkbzukXu7iX08OqCb8Qa4iutsykkOz0LaIO/dwfKD3woKU5L4mxxW/qO7I1bM06a8Xdvy9p7yg5sWLH1XPN9cj3Jyi3U9BylWKm7lIwbLP5JNTUwxN6K58dKkbKxGE5405bgEaPoUnqcfaeulZ8aZ9sB74A2UHSVazkVj+UqJSf1ImlY0znAjbYWZf+eHbWaJSuP0HbcXF6cdC/h44OBU2zbm0jdl7Q0hTuwd+uCD8DVDLIrnoxTEMvurXFAF0ICKm6RqyD5aDRJlr0Z1a9Ts/8gJw/10sz9XhSVzo7Dqc3cguZ18aoUK+tKUVTCaxvPlBsukbnxjceAwtsC26C7mdJTwcEDsVzXzjELF3oO74ll6T7Wrt5B/HV1z/wWhZf+4L/LN3HNMoT77/TVjAmr53OfbTeBRfPuwcOqFQFD7saHYhI37yZGYRg7gN/h1Z/x/dtC2o/8b+NxsktU7VIWJrPz3bf4Mq0Uy/7jGBFY4Ze+OJn920/Qduz9jPSruJFX07O1seKjx3tqPl78UwIpGYZyRdP4zl8pm3MkxUrdfPl7AqvOl82Ll+GSxmVA4Q20CGDs48PJ+XYbf1/RHjqxw/f+F1g0qh1n//cco/uGM/mJmcycdCc9h/yTNafbEf7KAh5SB5wyjV3vvM7q046MffkZxni0BCxo0TWMCD9rSPydXScNZJWgtT+TlrxEuFMau16dyIC77mfmjMeZMvJenv7yGHg9zHvvPFBhq1slN+Mj2XrYiXsmhOjtxCF351b8/lBXQDV88trGM3U+sNhYSLGybiJj0jVL4EPsrXhtarCeW2R6DCu8scZ11DSeCzzEt78nlDuf0cI+mEffXcuXS59hfF84+ccu/s5wYcSj83lv83e8/1jw7WXuhVza9h6LvkvGcdxcXhzrVVboa+HDkPHBQBzbdsdS0NxfXpUsse82lfd/3sh78x9jhPM1/t61lwutBjF1/ods2vTy7TcfLcoM9n+zidQRT/J4WBUnDjWjkf3cWBqqWqyz6nyuyY5/S7FSdykZN5i7qez34KuZvcyioN3cLJRKpWGMH2gUk/brYiKWtGDpr0sYYQirICspJT8llrirhVi07kywX/tmnLajpDhuHY+N+Y0hP3zGMz30HyaKohIe+iBKswDjhwk+TBzspd9GNaKs3EKcXlMtTjK1r62xKYpKGPZmpGacW75fTcfAet4A1riOeIql/+jApbgMAz2b0hJ792706dOH3s0a3ACFpCaXMOD1eTwUrP/ghrLx7xB71Xdi0pZEImPS9dyqxiPFSt0oikp4ftUxTXCvHOYmwd2EDLDnLYzV8YRMen9yXPPxpQUDTGJ2weZ9SUzakghA5pIwGfOuxkc/ntOMc8/wbsOHM3rLcEkTMsCetzBWvXydNAVMgIkfHTaJGShSrKyddnCH2FtJcDcDCW/RqEb2c2PlMNWUsOj8EpMIcClW1qxicG+e1U+CuxlIeItGN2tcV5MJcFlZWbOKUwI3z+pnEkNlxkDCWzSJWeO6ag4sMOYA1y5WBnlJeGuLjEln8OoYzccrJneV4G5GEt6iybw2NZgZ3qqhBmMNcO2VlR4STBqb9yWVC+59jweZ3eEc+ibhLZqMrY2qcGXMAa4uVka42Mo47m0f/XhOM/sGJLj1RcJbNCl1gFccQjGWQ4zVW5mGekqxEsoXJ0GCW58kvEWTs7Wx4u3He5crYgasOGzwC3m0rxC6ujX0YA3jpigqYeZ/o8sVJ2Pn9pPg1iMJb9FstGehAAxeHcO6nQl6bFHNktPzNbfNuViZknGD51cd0+wQqJ5VImdQ6peEt2hWs8Z1LbeQZ9pvybz5XYxB7kaYmCbFyuMJmUz86LAmuGd4t5HpgAZCwls0u5H93Dj2dC/NXiiLotJ56IMogytkxqSowttci5Wb9yXR+5Pjmnnu84Ic+XBGbwluAyHhLfSil68Tm2f105zGsy1dgceygwZ1Io+5FisVRSXMX32s3IyStfd48vbjsuTdkEh4C71xd27FN7NDNfuBA4z65pxBDKOYa7HyeEImw96M1Lxxhdhbse/xIB4b4avnlomKJLyFXtnaWLHwgaBy4+CLotIZ9mYkxxMy9dYucytWKopKePO7mHLDJOrxbZlRYpgkvIVBGNnPjUsLBpRb0NP7k+N664WbU7FS3dteFFU2dXPtPZ588WyIjG8bMAlvYTDcnVvx4YzerL3HU/Nv6l54c4+Fm0OxMiu3sFJvO8LFlti5/WSYxAjIYQzCIMWl5DB/w2nN0WqguoyfF+HfLPOLLV78A4CloS4sfCCoyT9fc1IUlbA9OoVlO5M1oQ2q3vbkoV4m+2ZlaiS8hUHTPsVGbWmoC0+N9m2ygxFSMm7gsewgAL8/1JWR/dxqeYbxiIxJZ/mviXp7UxSNR8JbGLys3EI+3Z5QbkwWVGckTh3u1eghrr3Vaexc01hJWFVoh9hb8cZ9vib15mROJLyF0YhLyWH5tjjNaj+1xg7xdTsTmPZbMgDKd+9ulNfUl6pCG2SIxBRIeAujU10gLQ114f4wjwb3lOevPsbymCxmeLfhi2dDGvRa+qAoKmHvqXQ+/jO50veoqa5WRPOT8BZGq7oQj3CxZd69PvTxc6pXz1JdrFw5zI1Z47rW8mjDkZJxg60HLrHuSHq5QiRIaJsiCW9h9I4nZLJh70XNqkBtK4e5MbibM718nXR6rbiUHAJWHAaMo1iZlVvI4bhMNh26XGk4KcTeilmD3Rjb311C2wRJeAuToe55ah8WoBZib8VjfV1qDfIdh1MZ9c05wHCLlerA3nXqapVvWBEutjxzlydDgl1kTNuESXgLk6Me862qNwqqIB/fzYlh3Z0J7Ny2XK9U+6QYQypWxqXkEJOUzfYTGdV+TY/1dWFkH1eDfMMRjU/CW5i0rNxCfj6UwuZjVyuNjatFuNgS3tUR/06tWbP3Et+k3NBrsVJRVMKljBvEJGVzMD67yt612tJQF4Z1d673+L4wXhLewmykZNzgTPL1anvk2sIdbYgIbk8nx5YEeTlgZ2PV6Pt8qEM643oh6dcVHIzPJi5DUe2bDJT1sHt7O0hgmzkJb2GWFEUlxF7K4eSFbPbGZdca5trUhykDDPDTbcfBy1mFXMxUhXJtAa1NPcTTz8eBbp7tZKMooSHhLQTlhyrOpeZz4ZqiToHeGELsrRju1YYg99b4uLbG08VewlpUS8JbiBqkZNygoKiEmKRsAA7GZ2vuq2ksuioRLrb4O6tODursZEsnx5a4tLPFuV1LPJxbyRCIqBMJbyGEMEKyn7cQQhghCW8hhDBCEt7CTFxj9+Jh+Hp1wTdiDfG39N0eIRpGwluYh9LLnNmtWjnZZlAgneU3Xxg5+RUWZkGZFktUSingzJDgztjou0FCNJCEtzADt8hLiOEoAP700XFhjRCGTMJbmIEiUuPPUQDQuiu+btLvFsZPwluYPuU14g7fPsS4TwCethb6bY8QjUDCW5g+xUVO7s8ErPEd3B1XyW5hAiS8hcm7lRrP0TwAV0L8OmCp7wYJ0QgkvIWJKyUnKRbV2Tg+BHq21nN7hGgcEt7CxN0g/uhRigHc+xLcWYqVwjRIeAvTpswg4ehlAKwH+uMuYybCREh4C9N2/TzHj+YD9vTq7U07fbdHiEYi4S1MWumlOA4VA3Sit48zMtFEmAoJb2HCikmLPUUqgGUQwd5yKo0wHRLewoTlkHDirOpmUDC+TjLgLUyHhLcwXaVXiY9KA8C+rx9u8tsuTIj8OguTpbwax5HEYsCJAT06Y6vvBgnRiOTEU2GilCjOx3CwFKAVbQoucuxoRi3PaUkH/wDc7WV4RRg+CW9holQ7CeYDcJHNCx9hc21PsXuMVQeX4N7kbROi4WTYRJiobBKOxNXtKcEBeLWWPwlhHCyUSqVS340QQghRN9LNEEIIIyThLYQQRkjCWwghjJCEtxBCGCEJbyGEMEIS3kIIYYQkvIUQwghJeAshhBGS8BZCCCMk4S2EEEZIwlsIIYyQhLcQQhghCW8hhDBCEt5CCGGEJLyFEMIISXgLIYQRkvAWQggjJOEthBBGSMJbCCGMkIS3EEIYIQlvIYQwQhLeQghhhCS8hRDCCEl4CyGEEfp/KCUEKXaX+zsAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/995.jpg" } ]
<image>Find m \angle N C L.
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65,443
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wE2FPAPSSLnLQqn5tzctG+Y48tO/fxu0ciHRgqKKMJwWqYI3pSpFcYfX3v/kQz+3fb9hVf6ECldZxVVs3KELVJkOOgeJv8mHIWVhelXfQn51fkRvQZ+8vG1alCmbXpkfRsGcTyrevZ8WKKAIMVZTRIglUkbh86RKuXbuGX771V4a83/TcEppH1Q3KoQIVsNYzc9C6gVWGJJq9v4LZ+WUAwPTct1hY/u++r+98i4Vl3987I+Y5xuqgdW17Bv59IYoOQxVlrHgFKgD46Dcf4um9e6Oe9aekdZxCtu8S+1CVs/XrslC2PY9Lf3EwqQhBk18rKksPh24nopoUKyE7C+U7fCGK+1wRGYP/iigjLSyvxi1Q3b59G3//0UeGjKUJFqgmj+3WtSwzUFPEqoMOymrS7P0VzN5/WFlSVJOm55bi8vclUrseNpT/09J/w//2f/w/Eb1W2jBUClJEZCyGKso4vkD1+7j9ghz44ANs3rw55iv+Zu+vxBSoAGR0oJqeW8LCwz87qZoEAJM3FgAAC8v/HVcfVpaSSVBcaVfwWDYK8rIffr1O/vkVb8oJqCQVdOjfcb5+z0Y0P5PP/iiiOGOooowiBap4/TJdXFzER7/5ED95pTmm91lYXkX16asBwS+SQJVufMtrDxu3FdWk2fkVuO9+i9V/foDZ+yumqiYBeLhVge+jVtojKtYtCwau3NW1vFi/Z2PaXbnnvOjExPgYJsbGIYoirDYb7CV2HGlqgiAIyT48ynAMVZQx4h2oAF+VCkBMVapgx3m6pijtApWymqRs4paqSYA5mriV1SRpTydAXU0qyFuXsPDSfu5myMfTMUwBgGN4BG2trar73C4X3C4XHMMjGBz6Naw2W5KOjoihijJEqEC1a9OjKHhsHSa/no+pyrG4uIjTf/MBDv/5S1FvoxAqUKVKw7kZtgTQY2tetrxDvrKaVLx5banNjLuOh6pSpWuYAoCJsXE5UFltNtTU1iLfYoHb5cL7fX0QRRH1dS/id1MXWLGipEmJUPXy8eOYGBvH4NAQ7CXcFdpM+nv7cLKrCxVVlTjV0xPRaxNZxu+e8mD9uu/ioHUDijc9iuLNOSjIy5arD/6jP9Z99ztY/u//HNH3kKpUDS+9FPVxNjhmTBeoUmVLgGD25OfiZ2UW/Ovcf5HQalK8aFWp0jlMSX7Z1QUAsJfYMTg0JN9vL7HDXmJHfd2LEEUR7/f14URLS7IOkzKc6cfUOC86UV9XF/APiczj2dIyeD2eiEKvVhlfIghCwsv41ae/UoWqk8//G3R8ciugcvXpsd2a1YvFxUWU2Utw+M9fwk+am6M6Bq0ByT99Jh/d1Tujer9QtKpJZtwSQFlNUjZxK6tJhY+tw6dfz6P93M2Qx1y2PQ/tBwpNWX3Sy38D2ESEKa/Hg/6+PrhdbrhdLgBAvsUCe4kdFZVVEZ/oOoZHMDE+BudFp/xeVpsVNbWHgr6X1+PBs6VlAIDRsx9rfjZIJ3j5Fgs+nboQ0TERGcX0oUr6hX2qpwcVVZXJPhzSIAUkvR9mE2PjePn4cQDBy/iCICSsjD97fwWFb65dSSVkZ2G2zY7JG/P44emvVM8NFqp+/upf4PKlSzg7MR7V0p9WoFIOSNbz35BqWwIAa4OfpZlzQGxN3KPue+ie8oasnO3a9CiaSy0ps5yqJM1zTFRl6mRXF/p7+0I+p+ZQLU60tIT9t+p2udDW+poczCJ5L+nkGgC+nr2l+Vo9zyGKN1Mv/zmGR+D1eJBvsTBQmVjNoVr09/XB6/HAMTyCmkO1IZ9vtjL+wJU7qtsNezZi/bosVFs34KfP5OOdz7whX6/cl8rIQNX8TL5cUdLaYDLVtwSIB2n/pem5JXR/5g34cwWAq3e+xWHHDNrP3UTDno1oLrWkxMaX03NLCZ3D19/bpwpUgiDAarMCANwuN0RRBOD7nBZFMeTyvyiKePn4j+H1eOT7rDYbBCE34L0AoKOzU/V6QVj7dyX9TvAnvTf7qSiZTF2pkqpUHZ2dYX9RZyIjy/L+JXlBEPC9Ejvs9hJdf/Z6S+9mLONLZ/+SW6/ZVb+0it+6LIcXrUrVoT+rwdLiIs5OjEf8vbXm+ZlBvLcESJTZ+ysYuHIH3VPeoFU6aUPMdO9JioQoivh+aZkcdrQqSNK/U0mo5f+21lY5MFltNpzq+WtVMPJ/L62Viad2FUMURTQebdI82ap+/gdwu1yoOVQbEMqIEsW0oUrZc/P7q9M8+/BjVFleumImVEneXmLHuz09Yd/nqV3FAEJ/uJqtjD/qvqda4ivbnofJY7tVz5m9v4Lity5DXFkNCFWfnD+Po0ca8beOEezdty+i753IQGW2LQESbWF5FaPue2H7rg5aN6C5ND+l+66MoAw5VpsNo2c/1nyeMiwFu1hFeSIlCAJGz36sWWkK9z2VjzcebVK1DZzs6pJPCHlBEyWTaWvejhHfP9SaQ7UMVH6MLMv7Byqtkrwv5LwY9INVOoaKqkpMjI3DMTIc9EPNbGX8Ab/lIa0+m4LHsjFQWxTQX7W4uIifv/oX+Pc/+lFSAlWqbgmQDOvXZaFhz0Y07NkYsu/qjPsezrjvpXTflRE+d16Uv66pDV6prqiskkPVxNg4oPFRI32WA77gpfVvHvB91ks9lW6XK+DzofFoE9xuFybGxgM+AyUdnZ0MVJRUpgxV0mZuAGC1ciM3JanXSBKuLD8xNg5nrVPzg6a/t0/+c9a64k75PtLmeqGWAu32EkyMjWNibBzeFu3A5AttAkRRhGNkRLOML30Ix7uPbvb+iuqKPyE7K+gvUam/an322j+Zd7u7AQBtr/9lRN931H0vaKAqexiClNUkZRN3OleTEiWd+66M4vGs9RGGCin+j2mdKEkVJMAXwoKRWg4mxsbl19UcUr/XqZ4e9Fv75PAlsdpsaGxqYu8tJZ0pPyUmxtd6U/iPRE2qPgG+DxKt3oHGo03wej3yGWSwypHyDPLdnp6A/qbGo01YXBTlM8L+vr7QoUrxPcbHxtF4tEnzeUeamlTLl/5lfCnohfoANoJWg3ooyq0NLl+6hIEPTqP3/f6ImtOn55bQMKIOVFvzsjH96t6M+qVtBsWbczBQU4T2/duC9l19M7+CN87fQveUN6P6rpQN5cEqS1o8Hm/A89WVcGvI11utNjlUKUOTUuPRJl/VyuWCKC7CYsmP6BiJ4uk7yT4ALeMP/1FJVQ1aE0lZXiJ9SClNjI3LH5zSpptajjStBSOvxxOy9yrfYpE/3JTB2F/j0bUzyv7ePjxbWoYdBYWofv4H8lltIsr4/kt/zaWBH8yXL13C5UuXVPdJy35/+txzeG7/ft3fb3puSXNA8ujhJxiokqjgsWy0H9iG2TY7TtcUYWteYGgSV1YxeOUuCt90ovr0V/JVmRSafzAK93muPLFTftYFe669xM5ARaZiulDl9XgUv+xDn9VkoljK8kpu91o4qqgMXg2UeqUkylJ+qO/rO4vUPtMEfGV8rSZ635VBPXG/2nPUfU/VsFy2PU+zAjEzM4OON36huq/jjV9gcXERv3zrr3R/v2CBKpMHJJuN1Hc122bHbw8/IS/F+jvjvodn3/sSxW9dDgjm6eJES4v8v1D8/437f2a7XW7Dj43IzEx3eqz8R5ifzzMQf0aV5f2b00NRluS9Xk/I5yp/Zp9fdIZcvk1mGV9PgzoAXPvDDK5du4aPPvwQP3rhBXz04Yf4+48+imjZzzfPj4EqlWR631WwpXt/nytOsgRBMHRlQXkCSZQqTFep8vhtDqeHtHy0o6BQtdeJv5ePH5efF2xESqZQhleLJT/kcy2KoONf8Qr1XE+Y50oSXcaPpEH99u3bAIB33+7GtYdVq4aXDute9pMGJPv36oy+9AQDVQqQ+q5uvWbH6/sLIWQHhiap76qgw4kGx4w8ODoTOEaG5a+1TqD8P1tCVa8B9edLuM8aIjMyXagKt46uRdlbNK7RPwT4encmFL1aqbo5nFFleeXj4cJMruLsUxQXdT9XucRoJpE0qH9x+TIAYG5uDof+rAZbtmxB21/qu9pPClRaA5K51UFqYd9VoP7ePlU7QGNTYHXL/7Pl8zDtA+Eq4URmZ7pQpaS3UblScYak1Uzt9XjkbQgEQUBH55vGHWSCSUtm4crz8SrLh2pUB9RnpothzkqTRU+DOgBcm1Ffpbe0tIRr167J1c4dBYX4+at/ofnaUIEqU/c+SgfKvqvTNUUZ23flGB5RrQqcaGkJenKm6skMc9Ic7KSYKFWYLlRF09gojWaR+F951tbaKldmTrS06F5WTGWhyvLhms1jofxgjef3iZbeBnVgbelPS05ODnrf7w/arN7gmGGgSnMNezZi8thufHpsN+qD/FylvquCDifaz92Uh1unMuW0C8B38hvqJM9uL1G9NtiJWX9vH5f8KOWZLlSFW3MPRrmFgPJsR1mirqiqzIgZgnrK8plKb4M6EFipkjy9dy/OTowH7atqcMyoerYA4KfP5DNQpany7Xly39VPn8lP674r/0BltdnwboiJDYBvg2LlyVZ93Yuq/fa8Hg/aWlvleZ9Eqcx0oSpaFVWV8hKX1+PBxNi4vJkk4KugpGofVSQiKctnmkga1AHg0j9cCrjvtb/8Txj+Owe2bNmi+ZoGx0zAlWL1ezaqNg6l9FTwWDa6q3dits2Otw/uTLu+K61ANTj0a12tBad6/lp+niiKaGttxVO7irGjoBDPlpbJGxX/XNEryj0KKRWlTagK2E/JeRFtra/Jtzs6O9P+H2mkZflME+kO6nOK5b/HH38cZ8fHcPill4I+P1igGqgpiuJoKVWtX5eF5tJ83X1X5e99afq+K63PFr2BClgLYMFO8Hy9rp2qz3DuU0ipKD02VXlIOdxT+n/AV61J9yGb0ZTlM43eBnXAt2v63NwcAKDhpcP4SXNzyH2pBq7cDQhUB60bGKgynDTEefLGvObfEQC4cGMeF27Mo/3cTXmIs5n2u/L/bKk5VBtV1d9qs+HTqQu+viq3S+6f+p69BJUPBy2HuxCGyOzM8y/3oXyLJepmRWmvI6/fXlfpXq2JpSwfT2a6ICCSBnXA10+Vk5ODvv/yPvbu2xfyvQeu3A0YkLxr06MMVCQr356H8u15aN+/Dd1THgxcuas5Z/CVM9dVm4kme86gsoUCiD5QKfn6WrV7W5Vbtpjp84NIL9OFKoslXw5FzovOiCtMlVWV8qBewLeWHw2pNynaxvlwGo82hd1rSg+tsvy7PT0hA1UsZfVwH3TKM01B0D9oON66p9S7M4db+svNzcUF58Wwu6YHC1STx54yVbWBzEHqu2o/sA0DV+6ie8qjCvuAr+/qnc+8eOczL+ofVrqSsa+Z2+VCfd2L8megEYFKz/eU5Oamd7sGpSfT9VTFcnYiiqJq2U+6LxoT42NxC1SA7wq9WEvdWmX5waGhsBWqWCpY4YKS8kzTLA3ys/dXcEHREByuQR0AHi8qChuoJm/MM1BRVPT2XQ1euZu0vqu21tcMCVTOi075f+EoNwxmpYpSkelClXJ2XKShQ7kflcQxMhLk2aHF+x+0IAgxfY9Yy/KRBKtIfg6q2YQmmd3YPaVeTjZia4PpuSVUf/CV6j7fPD8GKoqMnv2uLjwM8AUdTnRPeeO+35V09TTgq37HUqGqr6uT/xeKKIry1AtBENK+D5bSk+k+/ZVLU4uL+itFjuER+R+ksq9qYmw8qg+EEy0tqKisDDuWJVqxfGAYUZa32qzymaPX49FdVfqeYiM/LcpQa5YzzUga1PWYnlsKOiCZgYqiZaa+K+XO5zW1h2J6L3uJXf6smRgbDzpkXZp6ASAj9hOk9GS63wBWm00ORXorJF6PR67aCIKA0bMf4/ulZRBFUV4SjOYfqVlCgT8jyvJWm03+oPN4vCFDlXIeY7gKl/Rcs5xp+v9iOmjdENMvoVCBigOSyQhm6LtSTrYIFoL0qqiskj9r2lpbkavx2dDf2yf3wgqCgCPcsJhSlOlCFeA7s3EMe3SPOXn5+I/lkCHtR1VRVSn3VzmdF9PmzMeosrzVuhYYP3deDBqARFFU/RzCBSXpw/h7JghUQGQ7qIezsLyK6tNfMVBRQkh9V82l+Ri4chcDV+6qegMlgw+3aijbnidv4RAr5QltuGU7pYrKqoDP2ppDtXCM+MbTiKKI+rq6h+0P1offy62qcGfCnoKUvkwZqpT7TYUqFwPqhu+Kqkr5uTW1tar3EDvFtPiHalRZvqKqEkKrIFfyjjQ1af75KBv/pSpiMNKHJqCe95Us/g3qW/OyUW3dENV7SQOS/SsGA7VFDFQUd4nc78p/S5tIZngGaw/o6HwTba2vyZ/V/idrgK9CdaKlJebKGFEyma5RHVjbbwpQXw3iT9msLe3IK/EPAP5XBaYqI8vyUondd/b4YsCHaX9vn7oZvjZ0tU8aZC0Igikqg0Y1qEuBSmtAcrQhjSgaeucMvnLmOgo6nGgevR7xnEGPxxv+SRGy2mwYPfsxOjo7A6rd9hI7TrS04HdTF0zxuUEUi0cePHjwINkHoUX6hZ5vseDTqQsBj4uiiOrnfyAHgVM9PQEh42RXl7xOL/2jTnU7CgrlryPpWdIqywNA9fM/UJX6rTYbBCEXHo9XFbIqqipxKswO7c+WlsHr8eBES4spNlxd/9oF1VLdrdfsEfdThQpUHJBMybawvBq070opmftdEWUS04YqURTlZnOtwNTW2ipXn4L9wvd6PHi2tEy+PXr2Y9M2n+vh/98TiWBBR6pShbooQM+Gos6LTrn34tOpC0nfo8p/U86D1g0YPfxExO+jNc+PgYrMSApX/icASkb2XRFRIFMu/wHqJSTHyLDqMcfwiByo/Jf9lPItFlWIkpanUlU8yvLS1ZL+ZXmp2b+js1PXhqIT42MAfE2pyQ5UgDEN6sEGJPMXEplRw56NmH51Lz49thsHgyxLJ3q/K6JMY9pKFaCuVpmh+kHapAqaFNCS/XOavb+CwjfXmmC35mVjti2yqxGDBSrO86NUMXt/Be3nb2LUdS9gvyuJNF3ADHMGidKBaStVgHq/kl8qGqbJXPofbtp3pKkp6YEKiL1BvXn0OgMVpbyCx7IxUFOE2TY7Xt9fiK15gaFJ2u+q8E0nGhwzmJ5bSsKREqUPU1eqAHVD+uDQkCk2lKQ1UpUq32LB6NmPTbFtRSwN6loDkqPtxyIyG719V82l+byylSgKpg9VgK8J2u1ywWKxcA8Tk5F+NlabzRSBN5YGda1AxQHJlI4mb8yje8qLM+57QZ+zNS8b7Qe2odq6gX//iXRKiVBFpFf5e1+qNvz87eEndJ1xM1BRJtLbd9Vcmo+GPZvYd0UUBkMVpY1oG9Qnb8zj2fe+VN3HQEWZZGF5VR7iHG6/q+Zn8jlFgCgIhipKG82j1/HOZ2vbTry+vxDtB7aFfE2wAcmzbXYGKspI7Lsiih5DFaWNSBvUgwUqDkgmYt8VUTQYqigtRNqgzkBFpA/7roj0Y6iitBBJg7rWPD8GKqLQ2HdFFB5DVZr66MMPsXffPmzZsiXZhxJ3kTSoc0AyUezYd0WkzdQ7qlP0Pjl3HuUlz6DjF7/A4uJisg8nrtrP31TdDhaOGKiIjKF3zuAPT3+Fgg4nBq7c5ZxBygisVKWxjz78EB1v/AJbtmzB3/6dA7m5uck+JMMtLK+ioMOpq0G9+K3LDFREccC+KyIfhqo0d/v2bRz9n4/g9u3bGP47Bx4vSq/5df4N6sFm9GkNSH774E40l+bH/RiJMgX7rijTMVRlgMXFRfzHP6sBgLSrWPlXnz49thvl2/NUz9EKVByQTBRfA1fuov3czZDhin1XlG4YqjLE4uIinq+oxOYtWzD8d45kH44hpueW8OSvvpBvazWoM1ARJdfkjXm0n7ulujrXH/e7onTBRvUMkZubi77/8j6+uHwZ73Z3J/twDNGt2D0dAJpLLarb7eduMlARJVn59jxMHtuNW6/ZUR+kf/Gb+RUcdsygoMOJ9nM3MXs/eHWLyMxYqcowpz/4AG/+4j/j7PhYSvdXaTWoz3eUyWe5WgOSyx5+uBNR8kh9V91T3qBN7YDvBKh9/zY2tVNKYajKQIf+rAZLi4s4OzGe7EOJWqgGda1AxQHJROajt++q/UBhQK8kkRkxVGWg27dvo7zkGXT91Un86IUXkn04UQnWoM5ARZR6Ium74hYoZGYMVRmq4xe/wEe/+RAXnBdT7mrAYA3q/vcDDFREqUTa78q/F1JJ2u+qudTCf9dkOgxVGWpxcRFl9hIc/vOX8JPm5mQfTkT8r+h7++BOlG9frzkgefrVvezJIEox7LuiVMVQlcHe7e7G6b/5IKWqVVoN6lPHn8Lzf3M1IFBxQDJR6mPfFaUShqoMJlWrfvJKMw6/9FKyD0cX/56p5//4X2HqxgIDFVGaY98VpQKGqgz381f/ApcvXcIF58VkH4ou/g3q2/9oHW78X8vybQYqovTGvisyM4aqDCddCdj7fj+e278/2YcTkn8j+r/4H76D//f/+2fVczggmSgz2E5ehvufvg37PPZdUSJxR/UMt2XLFjy9dy8++s2HyT6UsPx3UGegIspM03NLqkD1R//yu9iapx2aBq/cReGbTpS/9yUmQywdEhmBoYrwo//wAv7rJ59gcXEx2YcS1MLyKkZd94I+zkBFlDn8T7Da/rQQs212fHpsN8qCNKtfuDGPZ9/7EgUdTgyEWDokigVDFeFHL7yAnJwcfPSheatVo+57QS+tfn1/IQMVUYbQOsGS/v1HMmdw/WsX0H7uJhaWg2/ZQBQphioCADy3fz/+3sRLgN1THs376/dsRPuBbQk+GiJKFv8TrPo9GwOa0Qsey8ZATRHmO8rw+v5CCNmBzeriyireOH8LeW0X0OCY4RBnMgRDFQEAnjuwH9euXcPt27eTfSgBpueWVFf8SZTz/ogoM/ifYIWqUq9fl4X2A9sw22bH6Zoi9l1R3DFUEQBfpSonJwefnD+f7EMJcOQ3/2vAfQxURJnH/wRra162rg0/16/LQsOejZhts+O3h59g3xXFDUMVyZ7bvx+X/+FSsg9DZWF5FVe86gZ6679+lIGKKAP5N6g3l1oifo9q6wZMHtuNf/zZ0+y7IsMxVJFs75/sM91VgP5ni4/9j9/FZz9+KklHQ0TJEqpBPRrFm3MwUFOEW6/Z2XdFhmGoIpm0+eflS+apVvn3TwzWFnGHZKIMpKdBPRoFj2VH1HdVffor9l1RUAxVJMvNzcXjjz9umlA1eWNeNUR116ZH8e+K/lUSj4iIksW/al1t3WDo++vtuzrjvodn3/sSxW9dZt8VBWCoIpXnDpinr8r/Ayua/gkiSn2z91dUg5S35mUbHqqU9PRdXb3zLQ47ZlDQ4TSs72r2/gpG3cE3OSbzY6gilb379uHatWtJ76taWF5VDUwVsrPi+iFKROYVyTYKRtLTd/XN/AreOH8LBR3OmPuu1q/Lwg9Pf8UKWApjqCKVvfv2AUh+X1VAqd+2gb1URBnK//OgYc+mhH5/PX1X4spqzH1X0mfcYccMg1WKYqiiAE/v3Zv0UOV/Ztr8TH6SjoSIkmngyl1Vg/pB6wYUPKbdTB5viei72rXpUQAMVqmKoYoCFP1xEWb+MJO076/VoF68OSdpx0NEyRNYpTLHnM949V2tX/dd+WsGq9TDUEUB9u7bhy8uX07a92eDOhEBiW9Qj4bRfVfFDytVEgar1MJQRQEeL/LtVn5tJvHVKjaoE5EkWQ3q0TCq70qrd5TBKnVkVKjqnvJy0zYdtmzZgpycHFxKQl8VG9SJSJLsBvVoxNp3FazVgcEqNWRUqGrYsxHNo9flYZmc5xTc40VFmLt9O+Hflw3qRASYq0E9WtH0XWV955Gg78dgZX4ZFarWr8vC6OFdWFhelf8SN49e5zwnDfv+ZF/Cm9XZoE5EErM2qEcjkr6rur/9Q8j3YrAyt4wKVYBv3Xvy2G4I2VkQV1bxzmdeFL7pax7k0uCazVu2JLxZnQ3qRASkRoN6NJR9V28f3Bm07yocBivzyrhQBfjOGkZfekJ13+CVu5znpFD0sFn9doKWANmgTkSSVGpQj8b6dVloLs2Xm9qD9V2Fctgxg+m5pTgcHcUiI0MVAJRvz8PpmqKA+6X17fWvXUD7uZsZuzQoXQGYqL4qNqgTkSQVG9Sj1bBnIyaP7canx3bj8f/pX0b02vL3vkT3lDdOR0bRyNhQBfj+Mr99cKfmY+LKKt44fyujlwYff/zxhO2szgZ1IgLSo0E9UtNzS2gevY5r//v/HdHrxJVVvHLmOqpPf8ULr0wi40sBzaX5mL6zpFp68jd45a78eNn2PJRvX4/yHXkoj6Jkm0pycnNx2xv/ShUb1IlIkk4N6np0T3nxypnrMb3HGfc9FL91GaOHn+BnZ5JlfKgCgIGHy4ChgpXkwo15XLgxjzfO3wKwFrKqrRvS7i/zvj/Zh0v/EP9KFRvUiQhI3wZ1LbP3V9DgmFH998bim/kVPPmrL/D2wZ1oLmWlP1kYqh4aqCnC9NwSrt75NqLXKUOWkJ0lV7DKt69P+ZCVk5sb913V2aBORJJ0b1CXDFy5i+bR67qu9IvUK2euY9R9D6OHn2BfahLwT1xh8thTKH/v9xEHK4m4sooz7ns4474HAKqQ1bBnY8r9BS8qKsLSUnyvLvH/EGWDOlHmyoQG9ebR63jns/g2l1+4MY+CDidGX3oi7dtUzIa/vRTWr8vC5LGnUNDhNOQMQlxZxeTX8w9DQuqdcW3esgWAbwagdDWg0QKW/tigTpSRMqVBvbt6J7qrd2L2/gpm55cDHl9YXtXcKmFheRXTD0/4Z+8vq/pQtYgrq3j2vS/x+v5CtB/YZszBU1gMVX58wWo3yt/7MqZgtTUvG82llpSsUEm2PAxVi4uLcXn/Ufc91QdD2fa8lF8yJaLoZFqDesFj2UFDo54WCF/IWsLk1/OYvvMtpueWNIPWG+dvYfLGAgZqitIypJpNav62j7PizTloP7Atqisyyrbnobk0P236gjZv3oyZmRns3bfP8PfOtA9RItKWSQ3qRlm/Luth/+7a8p4yaE3eWMD03BLElVVcuDHv29i6toh/rnHGUBVEc2k+Bq7c0dVf9Z1HHkFV0R/h3ep/m3ZnApu3bMFSHCpVs/dX5N4zwNd/xlBFlJkypUE93rSC1uz9FUzfWcL03BK6p7yYvb/CqwPjiKEqhIGaIjz5qy/CPu+fHzzA2T/8n9j9sMKVTnJzc+MyWHngyh3VbX6IEmWuTGhQTxZpmZEVqsTI6B3VwynenIPX9xfqfv4b52+h/L0v02q0TdEfF8Wlp4p7UxERkDkN6pQZGKrCaC61aE4SlwjZ6mKftHY9qljaSnVGL/9pNajzQ5QoM7G3ktIJQ1UY69dlYaA2+HYCs232gAnj4soqfnj6KzSPXk/5eUx79+3DtWvXDH1PfogSEcAGdUo/DFU6lG/Pw0+D7J8kbcGgtUz4zmdelL/3e809RzIVG9SJSMIGdUo3DFU6tR/YFrDUt2vTo6rH//FnTwcsFV698y2e/NUX6J6K7w668ZKbmwsAuH3bmMHKbFAnIolRDeovHz+OHQWFcF50GnFYZKD+3j7sKCjEy8ePR/xa50Un2lpb8dSuYuwoKET18z/Aya4uiKIYhyM1BkOVTlrLgOvXfVd1u3hzDqZf3Yt6jaDwypnrqD79VcotB0o7qc8ZFqrYoE5ExjWoOy86MTE2DnuJHfYSu5GHSAZoPNqEfIsFE2PjEYVex/AI6uvq4BgekUOU2+VCf28fvl9aBrfLFa9DjglDVQSqrRtwMMx6//p1WRioKcJvDz8RUNk6476Hgg4nJg2aSp5q2KBORBKjeivbWlsBADW1h2I+JoqPxqYmAGs/q3Amxsbl51ptNnR0dmJwaAgnWlogCAJEUUR93YumrFgxVEWo++BOOSyFCgTV1g2YfnWvaokQWJvH1Dwa+W7tyZKTk4OZmdj3qmKDOhEBxjWoO4ZH4PV4kG+xoKKq0shDJAPVHKpFvsUCr8cDx/BI2Of/sqsLAGAvsWP07MeoOVQLe4kdjUebMDj0azlYvd/XF+9DjxhDVYQKHsuWN/gsCLHVgvTc6Vf3Bm1iL37rckrsafV4UVHM2yqwQZ2IJP69ldFe8df/8JeqVAkh86qprQWw9jMLxuvxwOvxXcBwoqUl4HGrzYYjD3/e42PjBh9l7BiqotBcmh+wjUIo7Qe24dNjuzWb2IvfuhxQwUlHbFAnIokRvZVSlQoAq1QRcAyPYEdBIXYU6N/YOhhRFOUm8nDvV3PIF6q8Hk/I3iqPZ+2iLqvNpvkc6X7p528mDFVRGqgpiuhKlfLteZh+dW9AT5a4sorDjhnTN7HHuqs6G9SJCDCut9Ix4ltGqjlUC0EQDDu+dOf1GhdElE3k4QiCIIdfx8hwiOflyl8HC03S/Wb8uTNURUmapxSJ9euyMHr4Cbyt6MuSnHHfQ/Fbl025p1XRHxcFzP+LJGSxQZ2IJEb0VrpdLvnqL6tVu5pB2oxaMvN6PDj5sPdJL7u9BICvET1YYLLabHJYkoKzP+l+M1YoGaqSoLk0H5PHdgc0sX8zv4Inf/UF2s/dTNKR+Zz+4ANcUzSmS3tVKR/veOMXut+PDepEBBjXWzkxvhYMzPiL1az6e/sMWzL7ZYSBCoBqy4tQ4U7qmerv7cPJri75mN0uF+rr6uRAXVFZFfExxBtDVZJIe1pp7dSe7MHMRUVFeL6yCj9/9S9Um37evn0bh/6sBm/+4j9j75/s0/VebFAnIolRvZXSL2RlVYNCkwKKEaS9wSKVb7Eg3+Jr/VAGY3+NR5vksNzf24dnS8vkzT+lfqyOzk5T7kvGUJVk3dU7Nfe0SuZg5r379uHpvXvx9x99hPKSZ/DJufP4p3/6JzxfUYkvLl8GADy3f7+u92KDOhFJjOitVF4dZrVZDTmudOQYHkF/bx/q6+rw1K5iwwIVAPm9pObzSEhByO1yhezHOtXTI+9LpWS12XCqpyeq750IDFUmUG3dYLrBzIf//CX562vXrsHzzTdYWvL1e/3pc88FLAkG4z+ehw3qRJnJqN5Kt8stf52fnzqfJ9K4lvq6uoR8v4nxMZzs6oLzotPQTTIdwyNwu1wQBCGqrSyUP7PPw+yw3ni0Cb+/Oo3Rsx9jcGgIn05dwOjZj0295MtQZRLSYOa3D+4MeCwZg5mf278fmzdv1n7sgN4qlXoMBRvUiTKXUb2VHkVPULBL7s1I2qjSedFp2hEr4YiiKO8zdaSpSV7Ki4RF8RqPzv4uq80Ge4k9qu+XaAxVJtNcmm+awcw/eaU54L6cnBz86IUXdL2eDepEBBjbW/m582LEr5F6cnYUFIZcBpMGM+8oKNQ9UkUvZbVIFGPbokaPwaEhfD17K+B/sVDuYB/t8luuYjnP7U7NcBkKQ5UJhRvMXP7elwlZDvzRCy8EVKv09lJpjaFgqCLKTPHqrdTbqCzt5g0Ev+qsv7dPbr6W5s3RGq/HI1fbGpuaor5AwGJZuzhr0YSz+2LFUGVSoQYzX7gxn7DBzA2K3ipA/9Jf95S6rMtARZS5jNz8V9lTpVelogfH6/EELL8pA4MgCOjofDPq40tX/X19EEURVpstpiZx5RJeqJ3VUxVDlcklezDzj154ATk5OQB8S3/6r/rzX/rTv/s8EaUPozf/jabpOt9iUVW1/C/nb2ttld/3REtLSvVqJYLb5ZIHIWvN46M1DFUpQM9g5ng1sefm5spXAkYSqJQN6getG9igTpShzNJbqdwoUrkE2N/bJ1dMKqoqTXupfjJJfWgVVZWm3BvKTBiqUkiowczl730Zt8HMDS+9hJycHNU2C6GY5UOUiJLLTJv/VlRVyn1AXo8HE2PjcLtccmDIt1jYR6VhYmxcDp0/Z5UqLIaqFJOMwcy5ubloe/0v8XhRUdjnajWoV/sdKxFlBjNt/qsc6AsATudFtLW+Jt/u6Ozk7uwapHE0jUej20Ih0zBUpSA9g5mNbmLXu40CG9SJSGJkg7okll/syiVAaRNLwNcnxGWtQNKsQEEQ5Hl8RkrH3jWGqhQWajDzs+99mZTBzGxQJyLA+AZ1ifKS/EivHtPaQNJqs6HxqPGBIdWJoihfEXkkhi0U/CmvvBQEfZM5UklW+KeQmUl7WjWPXsc7n6k3Bn3j/C1M3ljAQE1RQhrF2aBORJJ49VZabbaYLsWvrKpEf2+ffPtUz19H/V6O4RGc7OqK+IpEvaNqGo82Je1qu/cfbqGQb7EYGjqVG5+m43IiQ1Wa6K7eiWrbBlR/8JUq2EiDmQdqi+Le28QGdSIC4tugrpwd53a5Ilq2E0VR3hpAeV9+kOeH4xgZMXSunr/+3j5Dq0SRfm+J3hAoPa+isiroVZRexWiaVJrdqBdDVRop356H2TY7qk9/pWoWlwYz1+/ZiO6DO7F+nfE/djaoE5Ekng3qVptV/npxMbJAo9yPSuIYGUFHlL099hJ7XOf4WW22pDfPez0eVRAKRaogfs9eEvQ5yj//dOypYqhKM9Jg5u4pL145o94YdPDKXUzPLWGgpgjFm3MM/b5sUCciSTwa1CVWmw35FovmzuihOIZH5DE00usB35YB0W6lcKKlBRWVlbpm+SmrPXo3GE3H5nlpdqMgCGn538dQlaaaS/NRvn09GhwzuHrnW/l+aTDz2wd3ork02qJ3IDaoExEQvwZ1JXuJHY5hj+7eKq/HI+9HJQgCRs9+jO+XlkEURXlJMNpNP6OptlhtNtMHCr3Dl3cUrG1Krec10pih75n8vz9avPovjRVvzsHksafiPpiZDepEJElEb6Vya4SJIAOSlV4+/mN52Unaj8p/zyqKP7fLJf8c7CGWCFMZQ1WaS8RgZjaoExGQuB3UlVsjuN2hlwD7e/vkZcKKqko5TNXUrlWmJsbG49pwTj7SzEVBENJ2HBBDVYaQBjOXbc9T3R/rYGY2qBORJJE7qEuhaDxEpUo5hkYQBFXvlNSbJfG/KpCMJ/2s4rGRqFkwVGWQgseyMXlst6GDmdmgTkSSeDao+6s5VAtBEOQ5fv5EUcTLx38s39YaQ1OpWAKUqigUH86LTvniAOWfe7phqMpARg5mZoM6EQGJaVBXUi4hOUaGAx4/2dUl/xJXLvspKZcA3S5XXLdHyHQT42MAfGE4HTf9lDBUZSgjBjOzQZ2IJMnorZQ2xlRWQQDfUp60nOe/7KeUb7Gort5jtSo+vB4PHMMjEAQBjWm89AcAjzx48OBBsg+Ckmvgyl00j15XBSTA1x81UFuEcr8+LEnxW5dV2zX89vAT7KciykCz91dQ+Oba9gZCdhYW3ixLyPfu7+3Dya4uVFRV4lRPT0K+ZzSUWw8MDg2ZfksFI7W1tsIxPIITLS1pP2eRlSpCw56NEQ9mnp5bUgUqNqgTZa5ENqj7k5aTJsbGY5oJGG/Kfq50HCQcjFSlyrdY0vaKPyWGKgKwNpj5p88Ebgj6xvlbKH7rMmbvr/VLdPsNb45nQyoRmVsiG9T9Sct7J1pasGjibRGkK97sJfa0HM8SjMfjxYmWFs0LBdIRl/8owOSN+YDBzICvpC8tBxZ0OFWPz3eUxWWmIBGZ26j7Hn54+iv59q5Nj2L61b1JPCKi5GGligJIg5m19rT64emv8O/+5qoqUNXv2chARZShRhWbfQKsWlNmY6giTdJg5rcP7gx4zHlrQXWbe1MRZaaF5VUMKpb+hOws9lZSRmOoopCaS/Pxjz97OqCJXZK3Livo1YFElN78e6mqbRtYtaaMxlBFYYUazDy/vGrYYGYiSi3+ExWaNS50IcokDFWki57BzP69FUSUviZvzKt2UN+16VEUb85J4hERJR9DFUUk1GDmH57+KurBzESUWpK5jQKRWXFLBYpa+7mbeOP8rYD7d216FAM1RTxrJUpTC8uryGu7IN8WsrMw22ZnPxVlPFaqKGrtB7bhH3/2dNDBzN1T3iCvJKJUxgZ1Im0RhaqXjx/HjoJCU48CyFT9vX3YUVCIl48fj/i1zotOtLW24qldxdhRUIjq53+Ak11dEHXsTiztxK41mPmVM9d1DWYmotTCBnUibbqX/5wXnaivq4O9xI7BoaF4HxdF4dnSMng9noiGdTqGR9DW2qr5mCAIGBz6te6RCtEOZiai1DF5Yx7PvvelfJs7qBOt0V2pkn7x1tQeitvBUGwaH86WChaS/E2MjcvPtdps6OjsxODQEE60tEAQBIiiiPq6F3VVrADfJqDTr+6NaDAzEaUWNqgTBacrVDmGR+D1eJBvsaCiqjLex0RRkqa1S1PBw/llVxcA34DP0bMfo+ZQLewldjQebcLg0K/lYPV+X5/uYyh4LDuiwcxElDq4gzpRaLpCVf/DX6pSJYTMq6a2FsDazywYr8cDr8fXF3GipSXgcavNJk9VHx8bj/g4uqt34tNjuwP2tLp651sUv3WZe1oRpSA2qBOFFjZUSVUqAKxS6eQYHsGOgkLsKCiM+vX1dXXyezy1qxgvHz+uq/pUc8gXqrweT8gLCjyetSvzgvVMSfdLP/9ISYOZtZrYf3j6KzQ4ZtjETpRC2KBOFFr4UDXi+0Vec6gWgiDE/YDSgdcbXQgRRRHVz/8Aba2tqkAkiqLc/1RfVxeyx0kQBDn8OkaGQzwvd+14g4Qm6f5Yfu7r12Vh9PATmoOZB6/cRfFblzE9txT1+xNRYnAHdaLwQoYqt8sFt8sFALBa9V0BRtEtlwFAfd2L8p834KsU2UvsqlDjuwrzxZDvY7eXAPA1ogcLTFabTX5fKTj7k+43okIZbDDzN/MrePJXX3BPKyKTY4M6UXghQ9XE+Fo44NKfPv29fVEtl/X39smBShAEjJ79GKNnP8bg0BB+f3Va1ffkdrlCLgUqt1MIFfCknqn+3j6c7OqSj9vtcqG+rk4+norKqoj/e7RIg5m1mthfOXOdg5mJTIoN6kT6hAxV0i9kZVWDgpPCSTSU1aJ3e3oC+pwajzah8ejahQKhGtHzLRbkW3xnkcpg7K/xaJMclvt7+/BsaZm8+ae0/NjR2al7zys91q/LQnf1Tg5mJkohbFAn0idoqFJeHWa1WRN2QKnEMTyC/t4+1NfV4aldxVEHKuUynbTkp+WI4upLr8ejWir0J72H2+UK2YN1qqdH3pdKyWqz4VRPj9z4bjQ9g5lZtSIyBzaoE+kT9FTD7XLLX+fnc+1cy8T4mCEje9zutXBUURl8mVVqQp94WEF0XnQGvXJP+TP7/KIz5PKtVAXzBbBFWCz5cqUrngoey8bksd2ag5nf+cyLyRvzHMxMlGRsUCfSL2ilyqPoC9I7poSi49+cHorygoFQVxlaFKHIo7PHS6qSJSJQKXEwM5F5sUGdSL+goepz58WI30zqydlRUBhyKUwazLyjoFD3SBUzGhwawteztwL+FyllVdBiCV1WV4alUA3xuYrlPGUlzKw4mJnIfNigThQZXTuq621UlnbzBoJfddbf2ycvX0nz5jKdsucpXJVIGZZEcTHo85ThbFHn7L5kk/a0Ol1TFNDEfsZ9DwUdTkzemE/S0RFlHjaoE0UmaKhSVk/0qlT07Wg1Uns9HnmOnCAI6Oh8M+LvQWtCNaorw5kRfV+JFGwws7iyysHMRAnEBnWiyAQNVaGuGAsm32JRVbX8L+dva22V3/dESwt7tZB6gSdROJiZKLnYoE4UOV3Lf5FQbhSpXALs7+2TA0RFVWXcLtWn9BJuMLP/8gQRGYMN6kSRMz5UVVXKex55PR5MjI3D7XLJjev5Fgv7qCgioQYzH3bMcDAzkcHYoE4UHcNDlXKgLwA4nRfR1vqafLujs5O7s1PEOJiZKHHYoE4UnaChKpa9ipRLgI7hEbmh+kRLi6EjT0ifdOpdCzeYmU3sRLFjgzpRdIKGKuUl+ZE2U2ttIGm12VSz6yi+lFcGCkJuEo/EeKEGM79x/hYHMxPFgA3qRNELWs+12mwxXZlWWVWJ/t61ob+nev466vdyDI/gZFdXVFck6tF4tAknWlri8t7hxDJXMVQFSrmHVaJ3SE8EaTBz+Y48NIzMQFxZC1HSYOaB2iL2gRBFiA3qRNELvvynmB0Xaj8kLaIowjE8EnBftCbGx+IWqADflYmR/jcaJZb+slAVKOVu6+k8u7HaugGzbXYOZiYyABvUiWITNFQpKyiLi5EFGuV+VBLHyEiQZ4cX754gQRCS2ncUSbDSG/6Uf/7p1FOlZf26LEwe243X9xcGPPbOZ16Uv/d7NrET6TDqvqe6zQZ1osiEXP7Lt1g0d0YPxTE8Io+hkV4PABNj41FvpXCipQUVlZUhx7LEItnN81abVV5q9Xo8upfrvmcvCfqYNLtREISk//clSvuBbai2bkD16a9UPSHSYOb2A9vQXMqGW6Jg/BvUG/ZsTNKREKWmkKcg9hI7HMMe3b1VXo9H3o9KEASMnv0Y3y8tgyiK8pJgtJt+pnO1Rdm/5vF4Q4Yq5aDrUBUuaczQ9zIkUEmkwczNZ66rljGkwcyTN+YxUFPEs28iP9NzS7h651v59ta8bJT7LasTUWgh96lSbo0wEWRAstLLx38sLztJ+1H571lFgazWtcD4eYg/I1EUVQE3WAXK7XLJPwd7iGpWulq/LgsDNUUczEwUge7PvKrbbFAnilzIUKXcGsHtDr0EqGz2rqiqlMNUTe1aZWpibDyuDeepSrkLvWN4JOifkbL5X1qe1SLNXBQEIaPHAXEwM5E+C8urGHWp+6m49EcUubA7qkuhaDxEpUo5hkYQBFXvlP8vf/+rAsnnSJNvDy9RFFFf96Lq6j3AF1qlP2NAHVb9ST8r6T0zmTSYWauJnYOZiXxG3fdU25LU79nIJXKiKIQPVYdqIQiCPMfPnyiKePn4j+XbWmNoKhVLgFIVhdQajzbJfWNulwvPlpah+vkfoL6uDs+WlqkCVaiB1M6LTjmQKf/cM137gW0czEwUBBvUiYwRNlQpl5AcI8MBj5/s6pJ/iSuX/ZSUVRW3y5W0PaHMbnDo16qGfLfLpQpJgG9JNtRVlBPjYwB8YTgdN/2MRbjBzNWnv+KeVpRx2KBOZBxdA5WPNDVBEISAX/CO4RF5Oc9/2U8p32JRhQVWq7RJV0x2dHaqmtClhv+Ozk4MDg0FverP6/HAMTwCQRDQyKU/TcrBzFpN7BzMTJmGDepExnnkwYMHD/Q8UerpqaiqxKmenngfF0WhrbUVjuERnGhp4ZxFHabnltDgmFGdpUte31+I9gPbknBURImzsLyKgg6nqp9qvqOM/VREUdJVqQLWlpMmxsZjmglI8SFVqfItloy+4i8SegYzs4md0hkb1ImMpbtSBfiaoN0uFywWi2bvFCWP9LOx2mwZs4O6kUbd9wIGMwO+2WcczEzpqvity6pK7afHdrOfiigGEYUqonS2sLyK6tNf4YLGxqA/fSYf7Qe28Sye0sb03BKe/NUX8u2tedmYbeMJGVEsdC//EaU7DmamTMIGdSLjsVJFpGF6bilgMLPk7YM7OZiZUhob1Inig5UqIg3SYOZ6jU0QXzlznXtaUUpjgzpRfDBUEQXBwcyUrriDOlF8MFQRhRFuMHPz6PUkHRlR5LiDOlH8MFQR6RBqMPM7n3k5mJlSBhvUieKHoYooAtJg5q152ar7OZiZUsHC8ipGXfdU93Hpj8g4DFVEESrfnofpV/dyMDOlHDaoE8UXQxVRFDiYmVIRG9SJ4ouhiigGzaX5mDy2O6CJ/Zv5FTz5qy/Qfu5mko6MSI0N6kTxx1CVBhaWVzFw5S6K37qMBsdMsg8n40h7WnEwM5kZG9SJ4o87qqew6bkldH/mxajL1ychZGdh+tW9KHgsO/yLKS44mJnMiDuoEyUGK1UpRlmVevJXX2Dwyl35g7K5NJ+BKsmqrRsw22ZHmd+yiriyih+e/grNo9fZxE4JxwZ1osRgpSpF+Fel/HHCvPl0T3nxypnAjUF3bXoUAzVFKN6ck4SjokxU/NZlVT/Vp8d2s5+KKA4YqkxsYXkVo+576J7yqD4QtfBD0pw4mJmSbXpuCU/+6gv5Nk/AiOKH9V8TCleV8nfQuoGByqSkJvbmM9cx6Lcx6CtnrmPyxjwGaoq4FENxwwZ1osRhpcoEJm/MY/LreUzf+RaTX8/rClISITsLs212/lJOAaGa2EdfeoLBmAzHBnWixGKoSrDpuSVfeLoxH7BvDBFRPNXv2YiBmqJkHwZR2uLpShwtLK9i+s4SJr+ex+SNBUzPLUVUhSIiMhJ3UCeKL4aqOBh130P7uZusQhGRaXAHdaL4Y6iKg2rrBlRbN2B6bslXoXpYrdK6AoyIKBFYpSKKP/ZUJdDC8qrcS8XlQCJKpFuv2bk5MFGcMVQlWayN67z6j4j8DVy5i8OKOaAHrRsweviJJB4RUWZgqDIZacPPgSt3ceHGvK7X/PSZfHRX74zzkRFRqih/70vV58dvDz/BuZNECcBQZWKz91fQPeXBgGK+XzD/+LOnOfaEiDB7fwWFbzrl29xBnShxOFDZxAoey0Z39U4svFmG0zVFAUN6lRoUpX4iylzdUx7VbTaoEyUOK1UpJlT1irPkiMzPedGJifExTIyNQxRFWG022EvsONLUBEEQYn7/9a9dUH02sEGdKHEYqlLYwJW7GHXfwxn3PQBsWicyO8fwCNpaWzUfEwQBg0O/htVmi/r92aBOlFwMVWlg9v4KBq7cwcCVuyjfkccxFEQmNDE2jpePHwcAWG021NTWIt9igdvlwvt9fRBFEYIg4HdTF6KuWLFBnSi5GKrSzOz9FZb6iUzo2dIyeD0e2EvsGBwaUj3mdrlQX/ciRFFE49EmnGhpifj92aBOlHxsVE8zDFRE5uP1eOD1+BrItQKT1WbDkaYmAMD42HhU34MN6kTJx1BFRBRnHo9X/jpYz5R0vxS+IjVw5a7qdsOeTVG9DxFFj6GKiCjOBCFX/jpYaJLuj6afyv9q4IPWDaxaEyUBQxURUZxZbTY5LDlGRjSfI91fUVUZ8fsHVqm49EeUDAxVREQJIPVM9ff24WRXl1yZ8jWp18HtcgEAKiqrInrf2fsrqiv+tuZl84o/oiTh1X9ERAny8vHjmAjRiN7R2YmaQ7URvWfz6HW889laz9br+wvRfmBb1MdIRNFjpYqIKEFO9fTgREtLQN+U1WbDqZ6eiAMVwAZ1IjNhpYqIKAncLhdEcREWSz7yLZao3oM7qBOZC+eZEBElQSzjaCRsUCcyFy7/ERFF6NnSMuwoKMSOgkKc7OoK+ryXjx+Xnxds5l+02KBOZD4MVUREEaqpXet9CrYDen9vn9yUbrXZ0NHZaegxcAd1IvNhqCIiilClYi8pr8cjb4egvO/9vj4Avs08OzrfNPwY2KBOZD4MVUREEcq3WGAvWRtWPDGurla1tbZCFEUAvll/RvRPKXEHdSJzYqgiIoqCcpNO5RJgf28fnBedvudUVUa1TUI4bFAnMiduqUBEFAVRFPH90jK5InWqpwf5lnxUP/8DAL5q1ujZj6Oa5RfK7P0VFL7plG9vzcvGbJs9xCuIKFFYqSIiioIgCKo5fU7nRbS1vibf7ujsNDxQAWxQJzIzhioioigplwAdwyNyw/qJlhZVz5WR2KBOZF4MVUREUbKX2AN2Q7fabGg82hSX78cGdSJzY6giIoqBcnsFADjV89dx+15sUCcyN4YqIqIoiaIIx/BIwH3xwB3UicyPoYqIKErK/agkjpGRIM+ODRvUicyPoYqIKAqO4RF5DI2yr2oiyNiaWI2676lus0GdyHwYqoiIIuT1eORByoIgqPaj0loSjNWo+x6+mV+Rb5dtz2ODOpEJMVQREUXo5eM/lpf9pP2o/PesMhIb1IlSA0MVEVEE+nv75P2oKqoq5TBVU7s2jmZibNywhvXZ+ys4o1j6E7KzGKqITIqhiohIJ7fLpVr26+jslB+z2myq3iqjlgAHrtxR3WagIjIvhioiIh1EUcTLx38s39YaQ6Pcs2pi3JiGdf+lv+ZSS5BnElGyMVQREelwsqsLXo9vWwPlsp+ScgnQ7XLJy4TRYoM6UWphqCIiCsMxPCIv5/kv+ynlWyyw2mzy7VirVWxQJ0otjzx48OBBsg+CiIjUZu+voPBNp3xbyM7CwptlSTwiIgqHlSoiIhNigzpR6mGoIiJKsIXlVSwsr4Z8DhvUiVIPQxURUYJ1T3nQfOZ60MfZoE6UmhiqiIiSYPDK3YBqlIQN6kSpiaGKiChJmkevY3puSXUfd1AnSl0MVURESSKurKLBMaPqr2KDOlHqYqgiIkqiq3e+VfVXsUGdKHVlJfsAiIgy3eCVuyjfnof167LYoE6UwhiqiIhMoHn0Op7cnKO6L9jS38LyKqbvLKEgbx1DF5GJMFQREZmAuLKKyRvz8m0hOwvV1g2YvDGP6blvMXt/GdN3vsX03BLElVUI2VmYPLYbAEMVkVkwVBERmdDK6j8jr+1C0MdHX3oCxX6VLSJKLjaqExGZ0H9b/eegj52uKUL59rwEHg0R6cFQRUSUQk7XFHGbBSKTYqgiIkoRDFRE5sZQRUSUAhioiMyPoYqIyOTq92xkoCJKAQxVREQmVr9nIwZqipJ9GESkA0MVEZFJMVARpRaGKiIiE2KgIko9DFVERAk2eWMh5ONl2/MYqIhSEEMVEVGCzd5fDvrYrk2PYvTwEwk8GiIyCkMVEVGCfTO/onn/1rxsTB57CuvXcYIYUSpiqCIiSiDl0GR/A7VFDFREKYyhiogogWbva1epfvpMPuf5EaU4hioiogTS6qfampeN9gPbknA0RGQkhioiogSavvNtwH1c9iNKDwxVREQJ5F+p4rIfUfpgqCIiSqCrikoVl/2I0gtDFRFRgkzPLaluc9mPKL0wVBERJcisYn+q1/cXctmPKM0wVBERJYhUqdq16VEu+xGlIYYqIqIEka7841w/ovTEUEVElCCz95fx+v5CFG/OSfahEFEcMFQRESUQl/2I0tcjDx48eJDsgyAiIiJKdaxUERERERmAoYqIiIjIAAxVRERERAZgqCIiIiIyAEMVERERkQEYqoiIiIgMwFBFREREZACGKiIiIiIDMFQRERERGYChioiIiMgADFVEREREBmCoIiIiIjIAQxURERGRARiqiIiIiAzAUEVERERkAIYqIiIiIgMwVBEREREZgKGKiIiIyAAMVUREREQGYKgiIiIiMgBDFREREZEBGKqIiIiIDMBQRURERGQAhioiIiIiAzBUERERERmAoYqIiIjIAAxVRERERAZgqCIiIiIywP8PNmZK429aOV8AAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/996.jpg" } ]
<image>Find the value of x in the diagram.
C
65,444
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/997.jpg" } ]
<image>Lines l, m, and n are perpendicular bisectors of \triangle P Q R and meet at T. If T Q = 2 x, P T = 3 y - 1, and T R = 8, find z.
A
65,445
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/998.jpg" } ]
<image>Find x. Round to the nearest tenth.
D
65,446
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/999.jpg" } ]
<image>Which of the following facts would be sufficient to prove that line d is parallel to X Z?
D
65,447
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1000.jpg" } ]
<image>Find the value of the variable t.
C
65,448
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1001.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1002.jpg" } ]
<image>Find the value of the variable x in the figure.
B
65,450
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1003.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1004.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,452
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1005.jpg" } ]
<image>Let G H be the median of R S B A. Find G H.
C
65,453
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1006.jpg" } ]
<image>Quadrilateral A B C D is a rectangle. Find x.
B
65,454
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1007.jpg" } ]
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bxm3iNT8zHqkxvEprpzAaaI8KYdSCCn2iQMtBq+HJylhf6W+nK9kmQRTjpS1n8OB/9gIAhvVLwG/njdLMv+9sFT7YdgK11SKPY3go7p+ZgUfnjkR8lP89oN0V9a0deGbdEaz47pC0k4oMx4S+cWhq6cDh0hpyVBCv0s7MSMD8zARcOjieDzwwIYw0phEhzbAw0rZptYoMlrFv2w2ZKkCs2wANDSec5v2L0wpqWtD/jxu4xhHqxDO/mIKePeRbLHIorW3Gez8cx4mCCt/FsBA8NHsEHps/Ej3DyeUuRDS1u/DMuiP406oDQKPPk5yaFIul04ajw+MRdjwoKq8lx9IGByFnQG9cOjwel2fyKq0DUAgjIG0zNJqYSjszK4zEcloNVIc1tfL2CKOYD8K55FTCKKbD95by/UW1HiZJfbjkpW3YeqgUAHDz9ExckqG079xuFv/bewbf7j0NuHm7yOnA7Zdk4q9Xj7mgR0I91Ld24E9fH8Dzaw/6VpY4GFyc1Rc3TBiEsGAHWtrdyC3mNvHaW1iN1romIi1nVBjnpeV32OsTG2bMG08BzY295BALo5F9WSW2pYxhHRr+n2c0RUM8/mmNk+p4c1sh7npnFwBgQJ84PHrlGEWeM5WN+OeGXNSIJsEvGZ2OVxZNwrDEzl3TeD6jsKYJ9320E1/tOCG8X2d0BB6YMQLDU6Qe5vL6Vm7ULKpCbom6Sts/2buJVwJmeb20FmFWGIlpqpVQMkPoaDpfGEFDx5eB61woHyCP0vo29PnDes7ZEBKEp26YjHjRfBgL4Ot9Z/HVzpPCaBjbMxKv3zoFN4xNp68oAAnWHS3Fbe98j6KyWu4Cw2Bmdn8sHD+AuLEX6wFOVdRjf0EVDhVVoehcrapKO2FAnBB4MC5N7KWlbxidIozQKKdFo8uEUcSA8oJUYhXCSPEg5r26A2v2FQMAbpg2HJdl9RGSa5vb8c91ucgvrhLo3ThtGF67eRKiw/SnOwLQRluHGw99thuvrDkoCFZifAx+NTsLSTHhmmVpVVpHVBjmD4vHnOHxvEqrTdeLbrXY3ZIwasGo54mYVymIAKUwiuh9uKcEt7y+HQCQltwTf7xmnFDkUGE1XlifK7jiHVER+OT2i3DdmL4UzAdgBBvySvGL1zej0msChDix7JJM5AxMoKZRUd+KA4XcomotlbZfUjQuzUjkAg+G9kaP0CA6B04XePcl9MXoVGE0NI8ofmwym1FjdJUcVuMMwpM35CA5NgIsgK/2nsHXO08KvfWUEX3w6V3TkRITQcNQACZQ09KOW9/6Ht/sPCVcmz46HYtyBsPhMOYH8Kq0B/hNo7VU2vED4nDZ8AQsHJuKjMQePhr8Z/cWRh13sa5LWKs8hUdMbXt/YY9PCnosgAVv7sZXO7nDaq6eNARXZKejrcODVzcexqFTZVxGB4NHrx2PJ64YbenM1wDo8cLGo3jwPz9xAfoA+qfG4YE5I00H6QM+lfZQYRX2qKi01+T0xWe3jRN+GxZGeUGV7LRTbXqF6I6E0yOsm6hDX0WAiSRVHtLnB8twwz+5w2qSEmLw5LUTUNvSjr+t3ofyCj6eNCocq++Z+bMOYeuu2J5fifkvrROWb4XF9MBj80cjOdYezcSn0lYj9zTX8V46OgVrfpmjPl9oxC6UTFlAU1kj1qVHH5SHpTJaRMW1mxzWGUb2p1efrK6aFheWfbCf+xHkwPIZmSiubcJvPt8pCOKgtDicevyagCB2EXL698bRx6/B2CHc82+ta8JjX+zC8XP1OiXpEB8dhkszU/HgnCw4ozkBb2yV7qpA1Y51wEDaRtXoGa6LNXBysW2w8jRUyt776SHu1CgA88YOQKvLjT9+uVuIDpkxOh37/nAlBsRFWqg8AKtIiArDT/9vLq6fOpS70NqOp1fuxv6CKlvriQ3m1N/mtg79zKQ25QfzheZEZnphtJNBvW6DUfkj4NujFfj4p3wAQO+4aAxLjsVTK/cInrdbpmdg3YOzERkamLboDggJCsKnd16M31w1lnunHW7849v92JVfoVuWFmHB3H5GDW2U+w1RtDPNsjrw+kT05NEhqHwW1ExpzQRa8jr06qLM39jmxtL393JpDgZzR6XhudX7hKPZHrpyDN6/bep5scj3QsPfF4zF32+ewul8bg9eW3MAu/MrbaEdxo+MjaTNn+XQamc2yYXXEanXCh0svP806tShwrIafNvpHpZV8MDnh1FRxXnRJgxNxb9/PCZ47H5//UQ8e904ApEAugt+MysTL99+MeBgAA+LV9cdQG5RjWW63pGxQmtktCOkzQBoxgOHvGLhJ+WwTZqWYBVf7MfGk1V4Zys3fxUU0wM7z1QIwcqPLJiAx68Y5b/KA7AN91w0BP9YchHXWl0ePP/dfpyu0N4wSw+h3m0323mbkdLk6Wo4VBmjVSu97iWrMECi1eXBknf3cpO+DAO3yy1E1dw9dxRWXDXaOj8BdBrunT4UTyzM4X60u7Dim304V0feZY8G4fzIiA43XG6Wvi13Mfg4CPPCZMDXYg8Y4LdfHkFxOd97hocCTa0AgOumDMHLv5joz9oD8BMem5eF++aP5n60tOHxb/ahsZXC5iPAazOC1XDiaAlkF42cDhrD0mxnYrgcxUP4Kb8Gr6w/wf0IDgKaOUGcmpWGD5ddHIiqOY/x4g0TcO1k7hSw1romPPvdAbjdxlue12YEgIZW3/QGsT3K2wuh/ahOS2i0Neq2L2RkZVMbrMqxGyyXpskUaVhULK6kYE4jT7uLxWJBPYXgrBnYpxdW3Xcpgg3GOwbQvcAwwEfLpmH8cC4woKCkGm99n2eYjlgY68QT/2oNWEOlY/n/WVJ+myEII2f6dXFj1ulOHluVx50aBV++kJgIrPv1nMDyp58JQoKC8O19s5CSGAMA2HGkCGtziwzRCBOdm1IvGhmJapMZe5IiP7W8imLz6Cb9O1lGSfe3t7gez645xv3w8hMchDX3zUL/QGTNzwpxkaFY8+BlnD8AwCc/HjMUNifYjADqW00cNERqgCpCZ4sviG/PDsXFLnb/cuqzVCV2eVjc8s4e396dfNrziyZj+hDtbRcDOD8xIiUWn9w5XQgKeHrNQWqHTpiTbDPaDVb2qYBBGSKPjHa5f3m1gGrekU/zenfFGsUT351AXoF0Mvi6KUPwwIzhNjAZQHfFDWPTcZ93a83GFry64TBVuXDR0qyGdnMeWS+44BnyVh2M7NMqlMJoYIg2AiMkxDd+uKwRT/KHmnqRntIT7y6dap2pALo9nrt+PMYMTgYA5J0tx5pD+vZjuGRkNCGMjOZP6jSj6NRVG2rOLLWB2MOyuPXdPYLXFAAQHIQv7pmJHiHmF6YGcP7A6WDw+S8vASK4DcU+3XYcJbUap2ZBNrWhFywuNsnk5lknm2v0DhyVoRoA/bBn8Mb+vuE09p+WLq9Zcf0EjOnbyxihAM5r9OsViXeXTuF+uNx4dcNhsBpHf4SLOuqGFpHNqLWOyWzbtlFY/bq4mDYyh5R2oqIZj3yVK7k2bmgK/p+B06MC+Plg8cSBuHzCQABAyblarD5UoJpXMjJasRk7OWzOJ4wmrVGqqAaD8HiAW9/bC4hVjFAnPrjjokCEzQWMtxZPAaK4bRm/2HUSlQ2txHwhTocQ6Clf7W8VLEu3UJhUTg8O4rCkFnBqZNrDaDk+jQXw0tZ87DxeLkn+41VjMTSwy/cFjYSoMLxxozeg3I1//3hCPbN3gbEfpzZ0wYo/aBYXkwjQ/PFQyJfFRZpna1rw6y+kLux+KT3x6LyR+oUD+Nlj2dTBQrhc7ukyHC5WWf/o9C4wtndk9O7TZKgMX1B3cbFJnpSV8bC6uHjJv/cpNqt95ZYpgbjTAAS8fvNkIIhruu/9eJzYxCL4kZFqtb+fIOZL0npVmjKVMHJ6sr5UCdEzJG4o8K9thfg+t0xybWZ2emBHtwAkyE7rhZuncZtaVVXW48cT5xR5InlhbLYijBai0Vjv4goSPRXQeVP1FhAzog/ao7NkKKlrw/JPDooqBOBg8PzCCfREArhg8PSCsUAYd2bmRztPwSPbXdwbnyqd9FdpkFqB33YuRtahQ62m0sqVIh+ls+f2/+z3HVHNj8ILcgYjK6UnZc0BXEhIiYnAvTMyAHBrH388KR0dSZtSefc7lYAiRNNWaNBUCqNZ00xrkaaOF/U/u4uxlj81CqH8CcEOBk9eozxTMYAAvPjD/FHC6Pjl3jOSdh7m5Jp2tRkHjp1CaCC8lDwy2jGdQUMTQEVDB5Z8eID7EeQA2jjnzfxxAwIHlgagifioUCy7iLMda6sbcEC0GbJiUyoS/D6pT3kWJM+HQ6ErU0xnUBFXKyu7dtfHB+DhJ2+Te/uE75HAVEYAFHh4bpYwwS8OIg/3rml0edDu6uRQGlBOgchkg9pmtHw7BAKfHygTTo1KiI9GaTW3yVTWgERMHhBvtcYALgAMiIvErNHpAIDjBRWo4Dt26QJjP01v2DzbRje1IfukBSt37YpQ0+LCHR/s434EOTA6PV5YnXF3YJ1iAAZw30zOkQOWxYYjnO9BHJ9az8enGnaM2hGFpgYCI7rCaGlE1Binf/npIdTze2POGzsA+87wZy1EhGJJzgArtQZwgeHyEX2QGM+ZOOvySsB6ZJtStdgUEmfWbCOBIBqawugvTXv1kQp8IjqsZkx6PCoquT1OFk8aKFkCE0AAemAY4LZp3BaPaGrFgaIqhImXUdmhptq56F4tAkd1wa+fJLGhzY3b/u07rObumZn48USpkH4nH1kRQABGcOdFQwRHztZjpbK9U+2LTzWt6sq/E9LUt/dXoWsV4sNqZmX3R3rvSGziJ2zTkmMDjpsATKFfr0iMH8ptz3HgbDmcoljmerWVGwZtOqo0rfxaoysr9CVKyE9nNSOI8nIbT1Th3S3cYTUxPSNx3bgBOF5WJxxqupBfPBpAAGawKIdvP+1uFFQ1Cte9W28YbsdqC+aNECGF16mkKRcX2wECreYO/rAalusCls/IhDOIwY5TvjCmWycFHDcBmMdN4wYIqzmOldYK1xtIJxjrtHfJPIDdJptqBI7ZYU8PsmH1d1/5Dqu5OKsvhvDRNdvOcAdk9kmKDcShBmAJ8VGhGD8kCQBwosy3zrGh1W1IzWOFEdHOKHF5JcpLDn/W58VP+TV4lT+sJiSmBxZOGAQAKKltRnsdZz9ekZ3uXyYCuCBwFR8AANHeN/WtHYamJRhBYL1S2zkRPD411U/1tbtZ3Co6rObe6cMRGsxVu++s79joq0en+YeBAC4oXEvo1Ik7kesJpMjNaUo0iKOvdowpdQSOWVl97Os85POH1UzKTENmqk8VFY6MDgvBJbwnLIAArGB4UjQSvDHOvEA0tnMOHO9x9xLoRNew4AppLq43GJ2j4MO7fFe7mCSvBnUQvUZ7Curw7Hf8YTWR4ViUM9iX7AGOl1UDAC4akhjYViMA2zCD3yPH2yZ1N6UiDVbCgnmGLurbSHSOlW03NMorGeI/XR6W227Rze02e9/04QgXHdV1pqoB4Bd+Th8a2FYjAPswY7hUy/JuSmV4cTEP3cHOUHQOI6Inpeq37f0f/9Z3WM3YYakY3TdOkp4ncj1fMjTJX2wEcAFipkwYm4zugyMbHSVJrJXoNEIojqgOemE0oBPnljZixWr+sJqIMCyeMkSR57T3vD2nA5P696ZmI4AA9DAgLhJhMT2E34aFUQxFe7fJ00mQI3phpNSJPSyLW9/zHVaz/OJh6BGqDPw+xQeGD0uNQ6gojjCAAOxATj+fJmY6UFzW3v09wUG9Bw6VLDLA0+tP4wB/WM2oQckY318Za9ru8qCOn1+Uq68BBGAHsvv6tK0KkgOHkX2S0nj4YgD8K45OliU4imRznQoWWBYsYUvGExXNeMx7WE14KJaorMAoqW3m5h0BjEwLnCgVgP3ITve1q/Y2l+6maGroDCH0grxwULdu5VblLAvcIjqs5rapQxEdHkwsXVTTJHwf2ScQAheA/Rgpms9Gu1vZpsUNWCutE0F1crFiTpPA7Etb8rHrGHdYzfB+iZgyOFG10lLRYZeZKTHGOA4gAAoMT4r2rUliWbS0yw50pFnW1MlQdeCwoB+dz9S04KHP+cNqQp24Y/owzfwV9bwwBgchvWckXSUBBGAAIUFB6CVqW3VtHZ0Rhq0KYvSPGIxcGMU2ogE9ecn7+4TDam6eMhSxESGa+asauR28knpGBs5bDMBv6NdLJIwtLlO2HxcvbnJlr8HqHHJhYGW/9Ph/4yffYTUD0+JwyTD9aJqqJk5wU2N76OQMIADzSOkZIXy3sg+O1zQT/xmmQYr+EYMVjYySIVwigaxq1EFJXRvu/pQ/rCbEiWXTM6gYa+BH0cSYcKr8AQRgBkmxPmGsajaxQxyt0GlMBxqBdAmVaqwPJ6rypNtEh9XcMHEw4qPCdCtkPRC28O8dFWqQ3QsbbnfXnTV4PiI+0te+iutaTQ5poN8jVbLaQ/pJA0EYGfFYLNaPJeOzr+AHu4qxbj+3YWzf5J6YndWHqsKmDpfAYc+IgDBqobW1FatXr8YDDzyA7NHZ6JfeHzkTc/Dyy/9EY2OjPoELHL16+NpXaV2rMYuPdgWG0bwakMwzyifxvfXI661o6MDSjw/wFIJw5yWZ1DfZIlqBHR2u7ei5kNHQ0IBrrrkGRw4fkVwvKCjAiif/gjde/xdefuVlTJ06tYs47P6ICvO1r6pm6WnYakHghPjtToPUm0rggMTUXR/vFw6ruWbCICTH0tt+7S7ffE94ICaVCJZlseyOZQpBFKOiogK33HwLioqKVPNc6IgIFe0q3tyh6RBlvXve8Kaa5SkQweyjL2J4cfHnB8qwclchACA5MRbzR/Y1wCHgFp0w691+IwApvv76a2zdulU3X1tbG5579rlO4Oj8REiQTxgb5Ss3iGqlyDST5zUIr9lnxEw1tLi4psWFZaLDapZfkgHGoDyJty9QzKsEAAD44vMvqPOuXr0aHo9HP+MFCHH7au4Q7SpOijKTuUbsaJlGaRgSpXtFh9XMHzsQfXoF5gn9gTNnzlDnra+vR1lZqX7GCxBiYWj1hsN1VQiOHhQROBoQH1YT1zsaV5ncWlE8GGpu8nMBIyjImC3NGFVPLhB4RO2rpcPgeRtdMDQSw+HkaGhzY+n7vsNq7pmRiaAgc9yKVYeuOFH2fEBGJl3wBABER0cjKSmwbQkJHW6fALZ1eLrvqAhII3D430Tc/1kuKqt9h9X0620+uDvY6auypSMwiU3CopsWUee96uqrwARsbyJaOny2dLvbwMgo99+w0j9/QRIOJ/70YsPxKry39TT3IzIc142zdh5GeLD43DybDrH8mSFnUg4uuugi3Xx90tLwyCOPdAJH5ye8YZcAN6WmcKCS9jslOlKl+1z4SyB9ETiyTy8+21/i6w5YmFZPveghOsTSthNlf4Z4419v4Oqrr1ZNj0UY/vPEPxATE1gPqoZaUTxqKz9K6rZeWTSNsGpDJRLNTkjUVFIdz1+TiYx0ftV0Uws+35VvqcKgIAbg90/1LqUKQIno6Gi88uorWLV6FS6/4nL06dMH/fv3xw2zrsQTnqn42H054r4p6Go2uzUqRO2r1eWhE0QCdAZP9UK04OvVPa87LNiBVffkYPCTm+BqaMW3u0+iX+8ojLOwvaIjNBSe9macq28xTeNCQXZ2Nt544w3JtZLpL6LtSAEavt6L2L9cAUcg4J6I8jpf+6ptt+/0YgBSYZPtGWVGEAHKqY2+PcOx+u6J3Nl3LPDqhkMormnWL6iC5B5czGCpaC+cAOgRu3QSAMDT3IbmD3Z3MTfdF8W1vvbV3k6xxb8aSEOifLtEViXNAKgnqGYOjsPfF47kfrS78NS3+9FssreJ68EttTpjQaAvZIQvzEZQNLdWr+7dH7uYm+6LwipRZ9/m1lodqA/ffo2UBTRAGlVBmNrQWtb40CUDsHBKfwBAc20TXl6Xa4qt+Gh+3WNLGyoa2kxQuLDBhAUjesF4AEB7/jm08UezB+ADywLF1Q2SCw3tbuPtVaJysmKfKv+PPEgaElm+DunUhiCF3uqUeOeWURjRj9uTMu9sOf678zRtlQISY3wrsA+LztwIgB5Rd00Wwpka3gyMjnKcrmwQdrX3ot7IVJqap0YhcazmHyunp2FPOiTrt2SLixXlWCDU4cA39+QgPJpbNrVmzynsPF1Bf5MAUkUbBR0qqTVUNgAOQQN6I2Iyt0l044ZceMrqu5ij7oVDxbWKa3WtBs0q2RBHXuQhn/aQ/jEqtEhQTG1IFvyrIC02DF8vnwg4OYfO6xtzUVRN74zpK9pC72BRNXW5AKSIvn0yAIB1udH45vYu5qZ7YV+hsl1ZCTJR6IkMN1ypxQ1oDoIqAunwEja6buSSQb3w3MJR3I92F/767QE0t9H1PBGhQUAkN7LuO1NFX2kAEoTPy4AziZsDrvt4u3AWZgDAvgK+XQX5xpsGoyMjvJooqxjVGLFKaUgS1eGw4hy6/+L+uGkqFx7XWteEf6w7xG04RYHh/FHPewqrOusog58fHAxiFuUAAFzldWhemdvFDHUf7DnDmU5hkb5dKOrbZCMjRbtjhP91JI3kuTG9asOkQLx18yiMGsCdJHW8oAKf7KLz7A1I4M9db2nDwZIac5UHgB635YDh433r3/rJNrqbN27C8ruWY85lczBt6jQsvnUxXn/tdeqNsL766itMmTIFN914k2080aKqsQ0l5ZwNPVDkn2hodZmKZCOZgxKoTZkYhLGFcHImGCAkiMHX90xED34P1HV7TmP7qXJdUkOSfDGVm46VGWIjAB+C4iMROSsLANCy6yRcx/SfvRY8Hg9+/dCvcdOiRVi5ciUOHjyIU6dOYd26dfjzn/+My2ZfhlMnTurSWbtmLfJP5+NswVlL/JjBxuPnhLm5fvFRwnWtjYwNblfjFxhflUoYqVNjwrDqnhyA39PmX5tyUajj0BmcGCPo85uOBlaqW0H0nVO4LyyLhjesTXN88snH+OijjwAADocDWVlZmDVrFhISEgAA+fn5uHP5XZo08vLysHbtWkt8WMHGvBLh+/CUWOF7Q3v3XrJnTBg1ZjWn9e+JFxeO5n60u/Hk6v3KTYBECA12IDWeU1XXHwsIoxWETO6P0CHcsQr1/9sDVr4toQE89+zzAADG4cA7776DNWvX4L3338MPP/6A7DHZAICjR45izZo1QhmWZVFZWYnc3EN47tnncMP1N6CpqetCHb2duzM6AsmiIyQaWtTPafTLYgzT4XBmORFVeO9F/XDLRQMBAK76Zvxjba6mQ2dEH87WbK5tIrqiA6BHzGJumsPT2ILmD/eaolFaWoriYm5j6pkzZmDWrFlCWmRkJB5++GHh984dO4Xvp0+fwsiskZg96zI888wzqKysNFW/HShvaMWxQq7+MX16IUy8flZjcNCCqoNRR2aMqr0OW7bCEk2Kvr4wC6MHckJ2srACH+04oVpslOgI8f/tL7TIxIWNiEVj4eA9h3XvmVNVT5702YKTJk1SpI8ePVr43hW2IA2+3F8onIo9Ki2O2w6U97g0eqc2DEw/eBcXExcl65YzJpCWpjYEiKZcQoIdWLk8BzH8oSMb9p3BtpNkp8KQhBiA3/X5633d8+WeL2AiQhB99VgAQNuxErRvO2OYRkO9L5YzITFBkR4c7DuJuqXZtzypf/8ByD18SPI3ZMgQw/XbgS+97SjIgZFpcVzT5H0ZjW0dhuO8vZFpRscrtcX6WrA8tUFiIjUmFF/fPRHgdwx/c1MuCqqULnHGAWT35dZF7j99DqV1gcXGVhB1pyhe9V/GR8ehw4bggQcfwAMPPoDRI0cp0o8fPy58T0n1Hf3ncDjQq1ec5C80TP8QJLvR2uHCt7ncDusDknsigl/EDifXiUjUVKMCSfxhoBxFgqk9/ohuYNnQPaV/T7x842juR4cbT6w+gEaCa3niQL4H9rD40ETQeQA+OIclInwsZ7M3rDkId6Wxw3EGDhyE3/3ud/jd736HgYMHKdLfefsd4fsY3pnTnfDVwWLh0N5x/X0jewg/KDS2Gly1IW7TZs05eTk1GowRYaS9C5E+vnxqOpZM516qp6EZL649CI9HSmhUWhzA74vz4Y7AUiCrEOJVO1xoenuHbXQ/+OADfPLJJwCAnj174ZprrrWNtl34YBtv8zoY5AxKFK5HOzlhbDIRgQOAflGxVjkKmBoZaU5h9TL52i+yMHZwPADgdFEVPtwunTAOcTqQ3Y/rxfaeKEM+QZ0NgB7hV2bBGc8FVNR/uF1wZljB1q1b8egjjwLgNlh++qm/IqwL1FAt1Ld24JsDnL3YP7kXYsJ99m0YPzI2UMZOE0EUPAqJJO0CoALqqQ3qV8pKvzodDFYun4Be/JHOm/afwY8nzkmKTBuazBdg8cb3xxGAeTDBDkT/YiIAoKOkGi3fqp9kRYP169dj8a2L0dHBjSqPP/E4Lr/yCst82o33t58GeJtw6lDpps7e6Y0mjakN2vho0sJiXwolVFdt0Lhp+UWUugyrpCdFhWLl3TnCrnBvbzqMMyJ7ZmRqL6AH55Z/5/vjgcBxi4i6YxIYXjWzEq+6etVq3H7b7Whr43ZjeOihh7B06VJbeLQbb245xn0JCULOwERJmndkrGhza8iMgWPgZGqqXe2VamqD+ngrjfRJ/WLx2qIx3A+XG098u1+IFWQcwKxh3Oh4rqIeqw4Hzhy0AkdyNCIvyQQANP90HO584wEVX3zxBZYvX46Ojg4wDgf++Mc/4je//Y3drNqC/cXVOHCai28ePzBJED4vQr1e1fYOjTZMN32h8Kxqrf01HYGjJ5C0FDUyLpuchjtmDuZ+NLTghTUHBIfOzOGpwl39Y4M11SoAIGoZH6/q8RiOV/3iiy9w/6/uh8vlgjM4GC++8ALu0olH7Uq8uP6o0H5nZiqPsxcO5e1ww6ViQxs5IYFbucEIi4vNu1pFYAFHZ2uEL18/AhOGcA6bM8XV+GAbF6ETHx2GIWncnOPa/QU4Ux1w5FhB6PRBCOnPqWv1n+0CK/ckquDgwYN44IEH4Xa7ER4ejnffeQfXXX+dP1m1hPrWDrz7E+cUjOsdjcHepXkiCCFxLNDQ7rZBdkSFVaTYTCwNvTfVpihap4PBV3eNR2/+bMctB87i++OcijE7K43L5Pbgb2sO21PhBYyYW7mQNnddE1o+2U9V5sknnoSrowMOhwOvvvYqZsyc4UcOreOljXlAC2fTXjZCOSoCkKitwqZUnTQKaZioikSH7ZHqFEiICsU39/gcOu9uPozTFQ0YnR6HKH5/nFc356HawuqDAICIW8bDEc7tNl737jbd/G1tbdi1axcAYMF1CzB79my/8mcV7W43nl1ziPsRHoppQ5KJ+aTCqOXE8Q80qxMl+kLaxZEG4tJ+ktbxfWPwr1vGYtnbOwGXByu+PYDnr5+Iq0al44PNh4GWNvxl9UE8c904/zBwAcARHYaoK7JR9+l2tOaeRcfeQgSPSVPNv337dsFzWltTi/ffe181b4/IHliwYIHtPBvBK1uOo7aGM2fmZ/VFiJOs6IWFiITR4mFLLP+fRDuVy4ykgDfUXMcBygBOorB10nB528Q+2F1Qi9fXHQcaW/D8moN4eH42PtiTDzQ049l1h/HwnCz0jgycJWEWUXdOQd2n3M5x9W/8hLjXFqrmLSryebHXrVuHdevWqeZNSEzsUmFs7XDhz1/t436EhWDOSPVORryMqt7EplRU8MqMIJTymFEWLKstkMqpDSPhPjbgpQWZyBnKORoKSqrx0Y4TuHlsfy6xpQ2Peh94AKYQPDIFYaO559mwej88NeqHDYlXbejSdWqfmRTkcPD5gjXzmcXf1h4RRsV5I/v6gsIJCHP60hr9cSYoQVaUUyA6IyMLMO6Wch8JreFWLY1UASv58GVRoVHZ2IERKzaigj8b4ZYZWfhyXz4aahqB4CDk/eV6DE1UeskCoEPTR3tQfv+HAIDej1yBqAemdy1DFlHR0IaE334MNLcB4aF4+eapCAtW90XmldXh719wi6HfuG08bs9RH0UFqGw6pVBTiW1afkFDCkUjqvENqYzsDUkZmhDXIxir7p4IhHI92L+3HsbsDN4z1uHGPf/Rdz4EoI6Ia0chiHeM1X2w3b6QkS7Cg5/u5AQRwI0TBmoKIgCEO8UOHFFIXGd6L0myI6tfehda74ikvuq+U8qoBgYYkxaLt28ZxzHo8uDz/WfRL5U702Pj/rP4797AwaBmwYQ6EXPDBABAR0EFWtefv/G/P5wqx3++zwPAzSvOHJ6qW0bsTW0UB4t3Zp9EITOmVm3QwmhUw+IJqbhnFr9CvKmFO3KO30Hurvd/MHZwSQASRN4xGQz/LM/Xg3I6PCyWvv09txKFAW6/aDgYihYcLjq63soW/4Bg/lHkIn3XhkO8c7mqd1YjzXDvoqPevrggE5OHcw6d8oo6JMVx+17WVDfivo/tW593oSEovSd6TBsOAGjaehTuwtquZcgE/rByH04Wctv2TxzeB0OT6PwI4pHR7KZUxuFt6PzUhti5qrlqwy7oqa40QzXD4MvlE5DYm7NxysrrAP5w1fc3HcWq3GK7uL3gEHUHv/DY7UHjm/btPt4Z2H22Ck+t5He96xGGmyfR77ET4nQI4S2NZqY29Nq0JgyMjDT+GKpQPhv177iIYKz6ZQ4QyqsXLe0cpyyLG9/YjMrGwAGrZhA2ayiC+3Dxv3Wf7ATbzTf19aKl3YXrX90IuLh9P++dnsEdnmQEwgJjA2qqjVN7kgX5du+BQ5vPsOOOZzS7TzTeXzyW++3xALxHrKG2CTe9ucUg0QAAAAyDmJu5g3Lc1Q1o+d/BLmaIDss/3I4z/HksOZl9kJ0ep1OCAH5etJFmtb9MWASFjhX9gUIRNLyEinaqgvExpliIaUfvQah/0fhU3DeHOxAU7S5hr5x1e8/gr98FTlwygx5LJoIJ5Sbi69/p/lNG7+84jfc3cUvqomIjcSt/QKxRRHg3pWpzqU8ziNugZF7RO6qQRZDU/Fl+QlJIo5AxC95UfQnUO3SVpornrs7AtBH8NgrtLsG7+sin27H5+DmNwgGQ4OgVgai5owAALfvy0ZHbfY9WyC2pxeK3tnr3b8GDs7O4TYlNIJIXxuZWl37EmTySRiJESokiRpR6o25I9aiA7s5Uo2z8GC/Hk3UwDL64YwKS4/mjvbwHgro8mP/P9SiubfZP/T9jRIkPynm9e05z1LW0Y96La4WtF2+aOgzpvSN1SqnDGxIneFMNNFthUGMYMAwr2H+UyqQSqt5U1ZopaiNR1xv+TaBXhBOrfjkJCOMdOrxnrLm2CXNeWIfWjvPDEdFdEDKuL0Iz+gIAGr7eC09D93KIeVgWV7+yEYWltQCA8cNTMTNDf3JfC2EhnGqudRiTNhjZJ/mnFZD3wNGIsuGGbQaMGf3TAuOjUqLwnyXjuPHfwwrqau7pc1j4xtbzPcKr0xG7lFt47GluQ/MHu7uYGynu+XAHNh/gIq6SE2Nxx0XDLdMM45dXVbeJNjKmbjN+jJsTyZhyDxyiNSr9yUi+WRz2DOAXY1LwwFzegHf7PKwrd5zEQ5/t6hQefi4IX5iNoGhu+8y697rPnOOz647g9TW8l7dHOH4zdxScQdbbl3hTKsCgceWv5i1jwtgeOHpMdYJM/v2qDFycxa/odrkFgXzhm314YeNR/zPwMwETFozoBeMBAO2ny9C2tet3c/9491n85j+8DRsShN/PH43YiBBbaId71zS6PGjv4PwOVG3fZJtW+IQoKnOYDmez0SakBQtOS/3sjvFITeCPh3bx8ass8OD7P+DDXfn+Z+Rngqi7rB2UYyfWHS3Fja9t4EwQB4N7Z41CPwsOGzmaRQEO9a0d+pPgtrdp/elA204uNpVPqxwB3ufTK9yJ1WKHDsu9QHhYLHptI77JDey7SoOgAb0Rwc/bNW7Ihaesvkv42JZfidkvrOWmrgDcPD3D3MS+DO0uD344cQ4rVu7F7jxfGGV9h8e834MSSsqyFUyEqsneVJprXhgRNBuzjkiOxMdLx/scOs4gjs8ON654cS3WHCnRpREAEH0b58hhXW40vrm90+vfdbYKk/+2Wtjh7apJQ3DJsBSdUto4UV6PN7fk4e73tuCddQdxuqhKSIuJjUAQ0zleDoniSFEh42ouZyWrlrWgJiXycqzkQ3elvzhNiHgQT5iq0AeAh1cexd+/4W3FqHCggd9WItSJL++dhatGUazqvpDhYVE4egVcZTVwJsQg7cBjgqfa3/jhVDmm/f07oJk7l3PWmAH4Rc5AU7TqWjqwNa8Em/JKUFcj23M3OAjzRiZj2ZR0zMtMgNPb4PXaoxiSiBzorPSnAEHWGFdLOato9CbjSQV4GWe5NCPC6C2uOaSLaLAsMPuV7dh4gBsJkxJiuJUeAOB04J07L8ESky/4QkH90+tR9ey3AIDE1xcj4pqRfq/zm9wiXPHSemFSf0Z2PyyaNNgQDbebxZ6zldhytAR5hRWKE7eG9+2JpVPSsWRiGuIigo0NDirwmpl+EUbqPXCMEKYQOOo01egfH+pb3Ri5YiMKz3EbKo0cmISDp8sEj8+fb5iIP8z3fwM7X+GuaETh6CfAdrgQPmEwkr5Z7tf6Xv/+BJa/s0VYhXHZuIG4YcIA6vIFVU3YdLQYW0+UCeqtF46oMNw+MQ13TUlHdqrGekezAw+Jjk0ywwkjI70oh6JHoSCsmo9GLdCrkEDjyLkmZP1lk7Dcas6YAfhuX74QPnfjRcPw7tIpCAkyuPTmAkHlkg/QsHofwDBI2/o7OIcm6BcyCJYFHvjvLry0ap+g/lw3ZRjmamyz6EVjmws/HCvFlmOlKK+okyYGOTBjRBLumJyOa0clIZi0Nbe47em0d0MwK4wEPhh3a7mUlIYwysurXrSDOTktip7sf4fKcN3L2zh1JTwUt08bire2HBHO7Rs9OAmrfnUpUmIiTDL480X7T/kovvqfAIDYW6eh5zNX20q/pqUdC17dhE37z3IXnA4sm5mFnIHqQs96gP2FVdiaV4KDZ8uFkdSL/ikxWDw5HXdMSkNyNL+3Ls1A0FnCqCeo3VoYxfRMDv2Pfp2Hp1ZyS24S4mOw/JIMPLXmINrruG0gI2J7YOU9MzBzGHkr+AsZJVOfRdvxEjiiwtH30B/A2DThvqegCle8tB6lXls+IgwPzxtFPKQGAEprm7E5rxTrj5UATa3SxIhQ3Dw2FXdNS8fk/j3JFdK0nc5QUw06iPwqjApjVwMSp43GTSicOzI+WBaY++oOrNvHzSuNGZKCxdOG4h9rc3GysILLF+TAo9eMw+NXjILDj3NN5xua3tiG8sc+AwAk/OV69LgjxzLN5zccwUMfbRfmEJMTY/HrOaPQs4dU0Fs73PjpxDlsyStBUVmNlIiDwaShCbhjSjp+kZ3Cbc1o5LVpeffFCUahV757CSMnOnrt3bsQk9FxOdPy0dDmxqgVm3C2lJvEXjBlGOZmpeGz3afx3Z7TQi8xYXgq/nvXdPTlT8S60ME2t6NgxJ/haWxF6LBUpGx9yDStysY2LHprC9buOSNcmzIiDYunDEUQH2vKAjhSXIPNR0uwN/8c0CFdhZ8cH4nFk/pi2ZR09OsZLq3ATmG0CtuE0etN1ZFyvRGJxBytMOrSN5Evr7wJmSt8Dp0HLx+LEX164mBhNV5cn+vzwkWE4a1bJ+O2yYMoqP78UfPQ/1D7wQ8AgNSv7kPIpH6GaXx1oBA3vbUVzbWcaYBQJ+64OBOTBnH2YUVDK7bklWLdsRK46mXrUcOcuC47Fcsm98PMoXHG5UXD76DpF1Rr/1r2pe0jox+nNowIoxys6ItZTfKrQ+dw7cs/CQ6dpxZMQHx0GOpaOvDahsM4XlAh5L00ux/eXjIFaT0v7FHSdfQcCqf/HWBZRF8+BnFvL6IuW9nYhns+3I7//nhMeIGpSbG499IsxEaEYMfpCmw5Woz8kmpI4kIZYMzAeCyd3Be3jO+DqNAgayokbRCKvIydU3I0aTIelcKoBQOEAV4YtSJpSGW4gooKzE6y/mHVcaz4itsvJ653NJ68djxCnFx8/NpDRfh0+3GfehQWgsevHoOH52SR3eMXCMrmvYqW3SfBBDuRduD3CNIJ2GZZ4J9bjuFX/93pi4ByMJg/bhAy+/TElrwS7DhVJni1vYjtGYFbc/pi+dR0DE2g6AQlbUSjk6aNnpGXoRAqoqprhzCCVhj1Gr+VkZGgBvhk0Xfr9MIofVwsC1z++k58t5cLHh89OBn3zRoh5C6ra8G/Nh/BmeJq4VqfpFg8s3AiFo5N16roZ4vmzw/g3N3c2Yy9fzsPUb+dqZp3zZES3P/RDhw769MyesVFYURqLxworFKGpoUEYf7IZNw5tR/mDY+nc6DJRknv+gfVwyN0HYq63geoGUSGInBsF0YjbmJZGWo1laCSSAWSRhjVH3BjmxvZf92M0yWca/2ayUNx+ei+kpJbj5Xh/Z+OSyI6Rg1Mwt9uGIfZw60FLp9vYDs8KBr9BFwV9QhO6YU+ex9RnHG9Lb8Sv/3vTvwoXiETHITYqAjU1jYqQtMy0nti6eR0LJnYF716OI2rn5I2oqFw6rZhUsVac3M6jdeMMKrwqB0oTqNra5UzYjMSGGeFB68njCzhkrTeYxVNyFixmTu9yMHggfljkJXWS1Kkud2NL3afxqbcAskE87ihKfjz1dmYl2ltH5bzCXWPr0H1P9cCAJLeuQ3h8zMBcMHdv/9yLzYfLJA2jKAgbm2pCM6oMNw2MQ13Te2H0SlRvgRKU0MyNkk0KJUWSaXZsRISjKIClmAlMerkjTp+NHjs1sLI0eCTDQsjFPbqN4fLcdVLP3K9dlgI/nLdBCRGh8tLoqK+Ff/dfRp7jpdIevgRAxLx8Lws3Di+/89+ftJTWo+CsU+CdbkRMXUYdvxxLlasPoCdR3WOVwhyYOaIJCybnI6raULTVCB0xN53aLRxS4gpf0j8RzIa5DXHKu3YxukRqZpqB8TGrg3CqA+W8A2KkdH70P783Qk8/vkhAJxt8+S1E1T34iyuacYXu09j/6kyiVAmJcTg/lmZ+OXFQxEV5p+TebsDzt34Lpo3HEKzMwgjLu4vbJFPwoCUGCyZnI7bJ6UhKUrn2Hcz71pLk9TKp5qXNJSptCXojIxmTDkCCxJhJJusBuFnYdTm0ZtKyCX6eeXrO7FqN2frjBqUjF/NHgEtlNW1YOW+M9hxvEQaHxkWghvG9ceyi4Zg5tBkaxs2dyP8dLoCb3x/DEdWH8Kg4jp81CcGIB3THRGKW8f3wZ1T0jGpXyx9BRrvmtXydioy+z4YyrxqF1mW4R07jEoOAlk1FVV0WXMmQU0YdUd+LTWSIbt6iVMbtD0aqS49HrUgKtDU7saYv27ByaJaANzq8iuz9T2ntc0d+O5QAdYdLhLW4XkR0zMSV2X3xfXj+uGyjNTzamrEw7LYdKwMn+45i5X7zvrWg5LgYDBleCJun5yOhdnJwhaIuqaMGLreTkpirNefQ2hnGmUUl+QqsUp2Vfo0bZWiDP3IqCaMJEa7ozDKCp6saMbQFZuAJs6h86t52RjVl27flbYOD346VYaNh4tRcq5WmSE8FDOGJmFWZiquGJmGzOQYs9z6DacqGvD1oSKszS3Gt3klQGOrZv6UhCgszknDsqnpSBeHptH6FcRQGVGIbYmQTw7FaGpCDVYMKoSqLQkjCBe01FRVUD4UIa/NwsgSeglL4w7Px+ojFbjipR98Dp0FE5AYo3ToaKGkthnbTp7DtlPnUFPVQMwTFdsDFw1JwsVDknDJ0CSMTusFZyeOnB6WxaGSWmw+XoYteWX44UQZKirJvEoQ5sT12am4c1o/zBjEd1RmnXxiGLGzzPgRTPsfpFB1kHaaMMozqnmx1CoQ5bNDGMVqCEV2w43hibUn8afPuE1ze/aKwpMLJnCrAkzgXF0L9p6txIGCKpwoqVa4+gUEB6FPXBQGJkRjcFIMhiREY1hyDDKSYjAwPopchgIF1U3ILa3FsbI6HCurx8nyOpw6V48zlQ3CqgldMAzGDuqN26f0xaKxfRApPwdR8z2R7T1NU4ZEVqfN6b5rWi1OBaTOX1JOjQBL/Ko9JSLKrC6MGhVpEhbl1VJhaUHKrmULGxVGlmVx7Zu7sXJXIQAga2AS7r8sy7Ijq93lwYlzdThcXIMjxdUorKhTLI4lwsEAIcFwhjjRK8SJHqFORIQ4ERHmRJgzCG0uD5rbXGhu70BTmws17S60t7u5nbLdFPS9p7bIJuXjevXALTlpWD6lHwYnRJjsNCmFUVpUSdZfwkg5OPjmt0UZ5fyLBy3SQETDo6yMuppqVDUVQ+tF2qA+WIZMGJs7WIx7ejOO8+fcXz5xMK4Z28/WKttdHpwqb8CZynoUVDeisKoRpTWN9COWGQQHoVd0BJwOB8obWxX7xSAkCFeMSsGyyf0wN6O3b+5U7T1Reyltgs1qqmFh1JrsV6sXZJo0PDKuZukeOGqM6jp35FBTuLtaGCX3xUdbMAzyq1sw+MmNQGMbwDC4d162LRvpaoEFUNfcgXP1LSivb0FVYwua2zrQ0uFGa7sbrR1utHa40NLhRnO7Cw0uD6KcDoQHByE82ImwYCfCg4MQGhrEXwtGXFQYekeGoqy2GbvzK3C8qFIxCo7o1wtLJnO7pvUMd5KfkZdB0nXSjRi4ZzVS/nbgmBFGXZXWBL9qdTMuwsjIyDIb0n/1YLans0pf8aBY0f/cQ1+TV4l5L34PuFkg1IknF+QgOdaYQ6crcaayEZuOFuOHE2WKqZeQ6DAsndAXd0/rh6zkSGP2u1loNHTSQnKFqkshCWKfgp6DhXbrUNOL3S1qDgph1Or8unxk1LIl9OhTOqKeXn8Kj3x6AAA3d/iX6yYgTCPypKvR0OrC98dKsflYCaoqZdvzOx24dEQS7piUjquzEuEMclhbbUAjpBTvVzGaGOkUVIRHM1DAhNlEy6OqXJho7/aEw3WmzWimEXnTxNDg47q3duN/O7jzATP7J+LBuSNtGyzsgMfDYl8Bt2ta7tkKheNmYCoXmnZHThoSokLBCkMI5VI0K6Om0fdr0zszTd+IT8TOeyNlp9kDR5ewjd5UQe2ARmCu3Y1IVqal3YNxf9uCvIIaAMC8CYOwYFx/DQKdg+KaZmzOK8bGY2XClvgCIkKxeHwf3DUtHRPTY33XRY4qvwsjbcMz0nkT8omdnVTL8/zR6RD4MkSflJ12DxxtKrLfZoSRT7MkjDQ8UpY9U9OCwU9ugqehFWAY3DN3NMb2622iYmtobnfjpxNl2JJXooz2cTCYOjwRyyan4/rsZIQ6RfOjsvsl2mNWGqld5oYWLZW6dNuInIa/7tOCGkx04FjeA8eI0WpIGLmLiodthUeD5dYdq8KcF77n1MBQJ55YMBEpsf7fAJkFkFtUjc1HS7A/v1wRPJCaEIUlk9KxbEpfpMWGqRPSc47Y1IgMw6JZI17nCuiMjlZsY1oV1i5hVBx8o+E1UtyzEZWFsheRCqOvoF4jouLRSDkez2w8jf/7eD8AIKpnJP66YALCSSsYbEB5fSs255VgzbFSoEG5a9rCsWlYNiUdlwzuRXcvNgij1rSBWR+PVYcfaVKexoFD9KYqSSl40rxPNT5pHYqidOXiYq2bp42M14JhYeQSaYVRYI2y96Vxdy98Zw8+23YWADC8XyJ+Pc8+h05bhwfbT5dja14xzpRUy26EwfjB8Vg6OR2LxqUg0tsJqL4n3uIgtEyze7co5ua89LxEdcIUVenTgkoYod021e5Fjw+19miQBhEEHqnUVM1JUFo11aB+zYq+UE3oarFkUe1o7fBgwt+24vBZbtOqOeMH4frx1hw6x8rqsDmvBDtPlimicHr36oFbJqVh+eR+GBRPUIsVPKp1yxqwQRWVx3BKa2UVVwxB552xsi+kheTyzNSx0oS6xffKkPKqwW/CqKcO0DBg1RbRMupV2KGGRgM4W9uCIU9sgquhFWCA5XNGY3z/eEPka5raseVYCTbklfg2+PUiJAhXjkrBnVP7Yc7weN9zJskZ8TkZFEiztpRVe5FAglFcFbV6M/VZFUbaumkaGo0wejsUfwqjlg1DS8NoXaQskl7aQme98UQVZj33PRfwHeLE4wsmIrWntkPH5Wax60wFthwtwQl5aBrDhabdxoemxZBC00i3IvmhNYRo3KyRd6Fav0o50suQ2K5KItJ2RSGMJtqSbcJoUc2W0BA3Byph1ONDy4YxuoSKtjdSGRkt2XKE3kqe9vymfPzmw30AuBOtnr5uIiIIDp0zlY3YeLQYPxJC08Kjw7EkJw13TeFD00j1q/Ghik4SRrWqDNThUzFFTc+oMOrVS6iQFRnOuu3E6MholE/TI6MKDckFO4TRpE1HVQY20OfpLHpvHz7+IR8AMDQ9Ab+dPwoMuNC0rcdKsDmvBNXyhcZOB2ZnJeOOyem4KiuRvLjYtLpvQqr8LYw674kkkIBXKP0vjKRsChr+bo9iUNuManR0egazwujVivUm/alGQz0e5dkoGmmb24OJT2/FoXzOoZMYH4O4yDAcKVCGpg3uE8sd6JnTF/GROjvJWVL35ft9kp8KyZuq6vLXgp5mQtFI1VVWbWHUPWpQTxhFGTVpiJ+PLE3vPlXbplp9CmFUzyelRalOqbnFiTAjjCaPD9DkkXLEKKptxbAnNqGlvkWZr0coloxPw/Kp6RjfN0aDOQ1eRfzSNnSiy19WAZUwiivT034N8ihOI46O1EucOkcYyR0G/VQbdQfnd2Gk5EPIZFAt8D1cSoG0URgBYPPJasx8divn0HEwmJbBhaZdN1oWmiatUUlIhb59wsirZYzskhkVUE7WDmGUJVniUaNtmlFTzQojFV8yHrnFxaLMenLW2cKoNVkt7ekIDY6KvnlhBAu8ua0QhTUtWDa5L/rwoWlKcWOV31iOINX8mDzZkDAai/HVe2eSe9MTRjI7wnVV80ervB4ohVG3TdopjJRqP+NqPicjpXx5VMJIKGBYGNVoiFVWVWH0ETI0/SJX0QwKoxzkBsb66lLQNBk54mdhJLKj1THKy1C0EWJdFM+Yij6BhhkfhiVhNMijU6DGiK7qUSI9RQJDRnhRg7bwy3k3XqfhXcB1ekHvuyG2f4YwMlLT11BvJfSleQw/D42atJ4VMUlHDyXWZaQH16JvVQUXkVM8U9qHqieksnQnwxAOjTHyCvXbiD5MlpeeIKTx9Gnp29F7EMkwom/yodgErN6qTibLj0GLgKy9qGY1267saI8y2H5sgwqPToDUlGW5WdE1SntRgN03olqBweHRRr4MBWHTahyaGRhdUlTQExqaMn5/v/pQqJ82jYrUED8DWhONwKPTW4QBC1ZQmxRmJPefv27SFrqiDkTTM6BRr9mGZaQchZ2ivG7GwNNIswJSK/NXXTR8AHQOGT6f3/iwgbRDPLKIlSki/DFc2ybgKsyp0SddN8kLo167LeDoM9CsiVX5TvptB1jZp/h6J49MjOqPTgRBadF0dRBAEZlsDKo7dWmVIVwjktBQAzU7KA07wnDHpmOeGjK3Sc9Kj74mQWn9kp8mbSnC7JGmpWLlOepO5uvV5SdBVHHaq1erp/2oQCqMFv0gvANfpO4agOyOWb0FnCoeKcNtTi4RNIJgg/NF81kZtcvVsrOs9DmaAiv9aqeqJ3+HBr2UrNiF4Q+tDb73JIHsGRDbnAl+qEZGXbq8EDNQESKa6QCtFePyl2W3GuQHD5weuEemIygW7pMz82XUaZ6jrAjDMOoLa63AwlQYsT8Q35sV7UJeF5RtU56u4EGcoPaMCTwqhdHojchfnjydkhbVizArNN3A4+eF+Bb84U8wzARFGlUQBS2oJY6epB3quBZNU+QMPmNAbWTsigav5Q2kgXf6RRzx380g9nlYYs+I3Wq3FmGEcX+2I/4ZqKrjpGdA6dCQH3xDaZ8Zh4xHqTDS6O600wGd7VFjKNQ+cknjlZl04HhlqFv0E1r30NnzdGbgdfYA9HaxVVXEz8+FPDKqtRhaZrroZZrqiI0WYoX/yLXqSJtfBdHfUu7v+zJJRHVEtIc8B6NtWqsylTRBGE3PXdo5bUALAw4If8F3byoPgOQpJLnyGQ2WtbyNZj2RSjaI2g61d9AsH1b4V3tuZngktSVKvwnVFIuB+1T3ptrhwZTr6HZ4uWgF0G89ASsdHBnvD5WK9F68VfjFvanaxSiLGLH1ac0fShczlVli2p4TUTblv/DSkX1qQBBG1bzni/2g1tBtN9KkPYqZIAeBklHHgE33QurJWcmkHaE6tWdspH1ovSd5PiKj/EWGlWTV5dEgH7Y6fA0MCo5uawbqqL70CdppxOgKg2BZxhY6qvRVfxijocWjWsdAWzdL+NMnSFGOYpTU4lGVtoHnaPbVGi0n3RtC54V0iUDKtQVWvvGSVZihR9DN/Gyr2v7sNcxcacWsuUZM8Z6871P6p8Kr1ryFCo8CfWUSNYQ2R+JHwZeoHEsopwOnf717BL1HC1ovgjXoxqahDZjSMb18yK/5C2QhMVdIsLNUyivNesL8HU0LsxyGJ4JRCZK1ly4BI/zHgcImth4o3sn32kWPVoEu44O2Yg37Us/0pJ0qoCpvFaqCSOcNs+wz60R10GnqyfmxJQqqBSPqwcXqQFc7lDpTCv39nNWq0Bv9ZFqiWlLnQIVZDR67HCq9oUPb2tYgRipjhhaRiPhTRpfWPW4WRluTlvdB15thkb6/4O/nyIqyMBqGF3Vd+iqx2RokO5x7YeBdGKnX58AhEhcLBoEDVuW7iBEqZrTmCfWudSW0eFQTTLvodwX8MOwJbd2AbSf3n1hVq3XrU876cNDyTptgRepNZRVftGskJBtucxKOSS2YHpJBpLsJrhEID5H7wv0zCLsbpU30SO3DNlY7QUc2Pv1CDzoHjsQTRFB4Fa5kla5El2mS/q/nblCy6L0iidAgzEacN5A/Alp7zi7421VsxvPpb8FTs5vVmqMaPwba2f8HONzTHuVgvv8AAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1008.jpg" } ]
<image>Find the area of the shaded region. Assume that the polygon is regular unless otherwise stated. Round to the nearest tenth.
A
65,456
null
A
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rO1NCiO0RlkRc1IbQv/lszVlrZZOFHR1bVRpHK6NXr17a17eSpLVwtrbl4impZi4lVL5iNmtmX+0xukShgG2zArFoId0+/n3HaY7cSGvQZzk4ONC6dRvtv+p+LrpsZ0oIsVXgYVEJ649KM0Ke7NSm1hD6sqtONYsAAHBoXj6RuGySsnOH8s6WzIzMatvdS5dsxG1tbR+7YkDXdGzVjO0zh0pfpkTF2BWRZOUX1d5QUGeE2CpQMYS+Lllr7TtIy1yqm7kPkJFZPtm3bEytV+9eKDTTszIyqp8MnJCQAIBXZ/1HUFXkD96dmPOCtGog7V42k785XEsLQX0QYqvA6gPlIfTT6xBC369fP0B6xlIqlVX2V5yd7+UpCcfBwQEXZ+nqFh1dNTk0PT2dVM34Xc+ePev3BXTA4vH+dPeQrui/nrrBsqgrBq/BXBFi03Ay4R4XlNIf+Sv9O9OyDiH0gwYN0r5et3Zdlf1lE44tLS0ZNLh8knLv3tLVY99v+0hOrpwc+sUXX6DW9EZ6e3vX81s0HhtLS7aHDNe6Ky/48SjnkrMMXoc5IsSmoVIIfS0dI2UMGTJEuyRmw4YNfP7556SmpnL16lXeefsd7TKakSNH0rlzF227aa9PA6TnuNmz5nD58mWSk+/w2WefEbo5FJBWDYwfP14n362+dG3fkm+mDpY2Ckv44/IICopLZKnFnBBio2oIfd86htDb2dnx7fpvsbe3R6VSsfirxfj08SFwaCCbN28GoE2bNnyw8INK7QYPHsyo0aMA6VZy+LDh+Pv1ZcniJRQXF6NQKPjvF19UWqltaF4P6ML4wdLk65u3M5n14wnZajEXhNioHEI/u56W4t26dWPZsmW0a1e157J7j+7s3bcHDw+PKvuWLVvGuPHjtJ0lZdjb2/PeX94jcPiwetWhD755LQDXDq0A2HjgIpujqz6XCuqOmK5F5RD6qQPrv7Zr5KiRPDfiOU6fPo1SqcTOzg5/f3/tLWZ12NnZsWTJEt59913OxMVzLyMD106u+Pn5Gc0Yk4OtNTtCguj795+guJRJ6w4zwLOtbJ6Zpk6TF9vhR0LomzcwhN7a2pqAgIBKq7XrQqdOnejUyfDWeHXF370N/xk/gPd/PAp5BQSvjOT0h7/Dygit142dJn8buUTGEHpT4S/P9yDIR7pKx1+7y3vhMbW0EFRHkxab3CH0pkTojEAcnaTbx69+jWOfZmGtoO40abFVDKGfO0xc1WriCQdbwuZUdldOzxHuyvWhSYutYgj9q/2ML2vN2Hj2aWfe/Z3GMez+Q8Z/faDW5TiWVuV/YnU1JWpMO2OmyToi/3YphRH/ltaYzXnRm5UT+8tckWlQolLT/1+/EHtVWob06aSBLHyhVy2tBNCEr2zaGSMK485aMzasLBTsmDscHKQVDx9uO8XJhHsyV2UaNEmxpWYX8EtcAiCF0D9tJCH0poJb6+ZsmT5U664cvCKCnALhrlwbTVJsKw9egWJpfZmxhdCbCuP93JkWJIVzJKc+YNp3R2WuyPhpcmJTq8s7RuwcjTOE3lRYObE/XTpJ80jDj11lrcaRTFA9TU5sv5wvD6Gf/YxxhtCbCnbWVvw071ntcpyZG49yOdU8DFX1QZMT27KyjhEjD6E3FXo4O7LiVc0UtYIixiyPoKi0em+Vpk6TEpuxhNCbG3OfeYrf95fW611OTGd+6GmZKzJOmpTYlkdehlJpFXTIsLotEBXUjY2vD6Z9W6lX9+t9Z9kenyRzRcZHkxGbSq3m60OSn4ZTawdZQujNGUd7G7aHBIGVBahh7Noobt9/KHdZRkWTEVt4XBJZmVKoxazAp6sNoRc0jgCvtvxtrGSCRE4+Y1dFoRL2ylqajNhWRGo6RiwtCAmsmrUm0A0fjezN4F7SXcOpS3f4aGfD3ZXNjSYhtpsZuRw8Lz1DjOjjhmur5jJXZL4oFLB15jBsNOEc//opmgNXU2WuyjhoEmKrGEI/P0h0jOgbZ0c7ts/SLMcpVfHSqkgy84S7stmLrVilZs3hq0D1IfQC/TCqZ0fmvyj5XmZm5DBp7SGZK5IfsxdbaLSSggdSr9jMoVVD6AX647/j+tLLS7Jo3xtzk68qeHM2RcxebCsrhNCLjhHDYm2hYEfIcLCXYrLe3nyCuKTqw0SaAmYttsup2ZzQeGX87jEh9AL90rltCza8PkTaKCphzIoIHhY1TXdlsxablLUmdYwseEwIvUD/TOnvxaSh0lKmxOQsZn5/rJYW5onZiq1iCL2b8+ND6AWG4evJAbhr3Ms2HbzMRo3de1PCbMVWKYReLBCVneY2VuwICQKNCe5r3x7mRnr1uXbmitmKrWII/exnRMeIMeDTqTX/nThA2sgvJHhlJMVNyG/KLMVWnxB6gWF5O6g7z/tJwZBnb6TyzramsxzHLMVWMYR+gZgxYnRsmvEMrdu0AGDZ7jP8ev5OLS3MA7MT28OiEtYfKw+hH9Kl5hB6geFp3cyGsDnDwdJCcldeE0VqdoHcZekdsxPb+mM3IE+yxZ4tbA+MlmFPteeDP0juygUPHjJuTe3uyqaO2YmtYgj9G3UIoRfIxz//4EO/bh0BOHwuiX/sOitzRfrFrMR2OjGj3iH0AvmwUCgInxMIDvYAfBJ+imM30+UtSo+YldgW77+gfV3XEHqBvLi2ak7YDI27comKsSsjyTZTd2WzEVtDQ+gF8jPWx40Zz0nhHHfTHjDl2yMyV6QfzEZs6442PIReID/LJvSjq3tbAP534horD12VuSLdYzZi084YaWAIvUBebK0tpelcGnflkB+OcSHlgcxV6RazEJuuQugF8tKtQ0u+njJI2igoYszy/RQWm4+7slmIrTxrTSylMXVmDH6S4ICnALiWlMHczSdlrkh3mLzYMvOKCCsLoe/ijHdHEUJv6nw3dRAu7R0B+DbiPFtjEmWuSDeYvNhWH7oChZoQejFjxCxoYWctuStbW4IaJnxzkFuZpu+ubPJiW3PgsvTCQYTQmxP9PZ7g03Ead+XcAoJXHjB5d2WTFttvl1K4lZIFwJwhT2FrbSlzRQJd8sHzvQj0dgMg5moy7++IlbmixmHSYltW1t0vQujNEoUCtswMpIXGwXrRzlj2X06RuaqGY7JiS8sp4OdYJQADurmIEHozpV0LO7bN1rgrq9SMW3WAe7mFcpfVIExWbCuiykPo54mrmlnzfHcX/jTKB4D7Wbm8vDZK3oIaiEmKTa2Grw9KHSMihL5p8PlYP/p06QBARFwii/ZdqKWF8WGSYvvl/G3upklTeWYNESH0TQErCwXbQ4ZDM8lo970tJ4hOzJC5qvphkmJbHlkhhF7MGGkyeLZxYNMbQ6TlOMWlBK+MILfQdJbjmJzYbt9/yL54KYR+aM9OeIkQ+ibFRH9Ppmjy0JNS7jN9g+m4K5uc2CqG0M8bLhaINkXWvDIAL9fWAGw9coVvNQZPxo5JiU2E0AsA7Kyt+GleENhKqzumbzjKldRsmauqHZMSW8UQ+pnPdBUh9E2YXi5OLJk0UNrILyR4RSRFpca9HMekxFYxhH7ecLEau6mzYFg3RvWTFgpfTEjjra3RMldUMyYjNhFCL6iO76cPoe0Tkrvyqj1n2XnmtswVPR6TEVvFEHrRMSIow8nehvC5QWBlAWo1Y76OIvlBntxlVYtJiO3REPrRPUUIvaCcIV3a8dGYvgCocvJ4aXWUUborm4TYtooQekEt/G20NwN7SP8JH79wm09+OSNzRVUxCbEtFyH0glpQKCBsdiBWLZsB8I8dpzl8PU3mqipj9GITIfSCuuLi2IzwGYGS8kpUjF0ZQVZ+kdxlaTF6sVUMoZ8vltIIauH33q7MfaE3AOn3cpj8zWGZKyrHqMX2aAj9c91ECL2gdr4a708PTymX79dTN1halmwkM0Ytth9ECL2gAdhYatyV7W0BeHPTcc7cyZK5KiMX20oRQi9oIE+2a8G3rw2WNgpLCF4RQX5Riaw1Ga3YRAi9oLFMC+jMhCHSf9I3b2cye9MJWesxWrEtjbgkQugFjWbdlAA6ObcCYOOBi2w6rZStFqMU28OiEr49JnWMdBEh9IJG4GBrLT2/adyVX/nmMMqMXFlqMUqxfXe8PIR+jujuFzQSP7c2fD5hgLSRV0DwikhKVIafz2WUYtNmrYkQeoGO+POIHjzr4wFA/PW7vBceY/AajE5sIoReoC82zxhKKyfJs+arX+PYezHZoOc3OrEt2X9R+1qE0At0yRMOtoTNKXdXDl59gLScAoOd36jEll1QzI8nbwDQw7OdCKEX6Jygp5358+99Aci7/5AJXxtuOY5Ria1iCL3oGBHog9OJGRSWqLTbUWdu8e+95wxybqMKn14tQugFOkathoPXUgk9rWRHTAJp96q6cH2x5xyzBj9FGwdbvdZiNGI7fD2Na5oQ+mkBXUQIvaDBFKvU7LuYzJZTSsLjE8m7XzW1tHWbFozx9eDlvh4M79rBIE5tRvMXXTGE/k0xY0RQTwqKS9h59g5bTysJP3MLHlbt+HDt0Ioxfh5M7OfFQM8nDF6jUYhNhNALGkJ2QTHhsbcIi0lg17kk7fO+FgU81aktwf7uTOrnSS8Xef+ujEJsFUPoRceIoCbScwrZEpNAeIySqIt3tBl9WiwU9PFqT7C/B5P6etK5bQt5Cq0GoxBbxRD6ySKEXvAISVkPCT2dQFhMAqeupmizHrRYWTCwqwsv+Xvwsr8HLo7N5Cm0FmQXW8UQ+tmDnxQh9AIArqRms/m0ku3RCZxTplFlMMzGiqAeHRnr58l4X3e99yTqAtnFVjGEXnSMNG3ikjLZdErJjhglN25nVj3A3pbRvVwZ19eT4D6dcLA1ral8sopNhNA3bdRqOHozjc2npDGwFE2abCUc7Bnfx43xfT0Z3bOjSd/5yCq2iiH0c0XHSJOgRKUm4nKKNMgcm8iDrKpryxydHBjj687LfT0JetoZKzOJcZZNbI+G0L8sQujNlsLiUn45f4dt0Uq2xN+CnPwqxzi3c9SMgXkyyKudWbpeyya2Xy+IEHpzJrewmB1nkth2OoGfzyZBfmGVYzq7tmaMnycT+3ri69ZahioNi2xiWxYhQujNjYzcQsLibrEt+iYRF+7Ao25WCgW9PNsR7O/BxL6edG1iz+iyiE2E0JsPyQ/yCI1OICw6geNXkqHkkTEwSwv6PeVMsK8Hk/p50Mmp6ebqySK2iiH0ISJrzeS4kZ7DJs0YWPzNVG1unhZrS4Z268hL/p5M8POgbQvjHwMzBAYX26Mh9GNFCL1JcC45SzMGlsiVW+lam0Etdja82NOVcf6ejPV1E3YW1WBwsW0XIfQmw3HlPTafuslPsQkkpdyvekBzO8Z6S2Ngv+/dETtr2edIGDUG/+ksFyH0RotKrSbyyl22RCewPSaBzIycKsfYOTZnnI87E/p5MqK7i+hFrgcGFZtShNAbHUWlpew5n8KW6JtsjbtFSXbVPOp2T7RkjJ8HE/p6Evhke7McAzMEBhXb0kgRQm8MPCwqYefZJLaeTuCnM7e0hrgV8XBx4o9+Hkzq5yWMl3SEwcRWrFKz+pAIoZeLrPwiwmOlMbB9529r1w9qUUB393aM8fdgUj9PundwlKdQM8ZgYtNnCH1KSgpLlizhTPwZ1Go1vr6+LHhzAR06dNDdSUyQ1OwCQmOUhEUncOTSnapjYBYKfLt0YKxmkNlTjHfqFYVabRjT84DPdnH8wm2wtuTuV6/QvqVusrFjY2OZ+PJEcnIqP8y3bduW3Xt24eLSUSfnMRUSMnPZdErJ9uhEYq6nVB0Ds7JgcLeO0kJLP0+d/R4EtWOQK9vl1GyOX7wDwGgfD539gtVqNfPnzScnJwcvLy/e+tNbFBYW8uWXX5KSnMLMmbP45ZdfdHIuY+bi3QdsPiUNMl9MTKs6BmZrxYierozz92KsrxtO9iLrTg4MIralkZe0K211mbV28/oNlEol9vb2hG8Pp3379gAMGNCfwMBhxMfFk52dTcuW5jcH73RihmYdmJKE5GoibJvZ8kdvN8b5e/AH707CGtAI0PtvoLC4lFWHpY4RXYfQKxMTAGjl1EorNIDOnbvg2NKRzMxMEpQJ9PburbNzykVdzEatWjZjvI8b4/09ebGnCzaWprvQ0hzRu9j0GULv6+uDQqEgJTmFY8eOERAQAEBcXBxZ9++jUCjw8PTQ6TkNibGajQoaht7FtvJAeQj9rMFP1XjsqpWrOHPmDADzF8ynR48e2n1FRUW8/5f3ycvLo02bNnz6r09p3boNfXz6EBcbx5QpUxg9ejTFRcXs3r0btUrFkCFDTO4W0hTMRgUNQ69iO3Mni9hrUgj9WD+vWh2QrG2s2blzJwAtWrZg0aJF2n0fffQRoaGhAPz1r59o31+/fj0jXxxJcnIyW7ds1b7v6eXJ4iWLdfVV9EqZ2ei2aCW7z982erNRQcPQa9f/9I3H+Hb/eQAOffzHWrOxs7Oz6dPHh4L8fJxaO3H27BksLa3Yt28f06ZOQ61W8+yzz7Lx+42V2hUWFhKxP4Ldu3dTVFSEn78fU6dOxcbGeHvdTNlsVNAw9Ca2h0UlOCz4EfIK6dKpDdc+HVundrNnzdZe3b7b8B0+Pj4EBgaSlZmFi4sLkQciTe7WsAxzMRsVNAy93UZWDKGfHVh324Mpr03Rim3rlq2s/XotWZlZWFlbs3bdWpMTmjmajQoaht7EtrrMUtzOhhlD6h5CHxAQgLu7O4mJiezatUv7/sIPPsDHx0fXZeoFczcbFTQMvYjtdGIG52+mAjCpv1e9V+1OmDCBzz//XLsd9GwQs+fM1mmNuqSpmY0KGoZexFYxhL4hM0b6+HhrXyssLFi+bLlO6tIlTdlsVNAwdC62R0Po+3vUbxwoPz+fDxf+n3ZbrVIRHR1N0LNBOq2zIQizUUFj0LnYKobQzx5Wfz/I9/78HkqlstJ7P/zwg2xiyy0sZnt8EmHRwmxU0Dh0LraKIfTTAuoXQr9t6zbCw8MBmD59Onv37eN2UhKRkZFkZWXh5GSYwVxhNirQBzoV25EbDQ+hv3nzJh8s/ACALl268PHHH9OseTOWLV1GcXExmzdtZm7IXF2WWwlhNirQNzod1B63Joqwo1dBAfH/GlfnbOziomJeePEFLl28hLW1Nbt276JHjx7cunWLgQMDUKtUdOnShUOHD+mqVECYjQoMi86ubI0Jof/4k4+5dFG6/Xz7nbe1E5Dd3Nzw9fEhJiaG69evExsbi6+vb6PqLDMb3R6dyNUkYTYqMBw6E1tDQ+iPHzvOxg3SXEc/Pz8WLFhQaf+48eOIiYkBIGxbWIPEJsxGBcaAzm4j3f+yTcrGdrCnYMkkWQdtzcFsNHhMMKlpqXzyySeMGDHiscfdv3+fdWvXceLkCdLT0rGzt8ffz4/Ro0czMGCgASsW1IZO/gvff1n+EHpzMhtNTr7DiRMnAGklxOOIiYnhjelvkJqaWun9c2fP8t2GDcybF8IHH3yg11oFdUcnYlsaUR5Cv8CA5qvmajb6n/98VusxpaUlhMwN0QrNyak1fn6+ZGVlERsXh1qlYtnSZXj39mbkqJH6LllQBxottkdD6Lt10O+YkzmajRYUFJCamsrly5f54YcfiNgfUWub0NAt3LolZdz5+Pqwc+f/sLSUfp27ft3FjBkzUKvV/PfL/wqxGQmNFtvKg/oPoa+P2eikfp54tDYts9F5IfMqrXCoCyeOn9C+XrRokVZoACNHjcTPz4/o6GiuXrlKcXEx1taiV1VuGiU2tRrWRElLaWwcm+k0hF6YjdZMQkICAI6OjnTvXvXWvXuP7kRHR1NaWsqthEQ6P9nFwBUKHqVRYqsYQj9nSNdG9+hdvPtAWgfWxMxGFy9ZzOeLyp/TIiMOVBkCeZSHDyWnrdatq5+LaVXhSpebV9WVS2B4GiW25RGaBaKNCKGvq9no+L4e/L63eZqNOjg4AOW3vnWZAzpv/jyuX79O+3btq92vTCifzO3u7t7oGgWNp8F/uXfu57H3TAIAz/R0rXMIvTAb1Q3BwcGP3ZeYmMhxzTNdx44dadWqlYGqEtREg8W2POqytqNi3vAeNR4rzEYNR17eQya/OpmCfGmt3SuvvCJzRYIyGiQ2lVrN1wdrDqEXZqOGp7iomNenTef69esAeHt7M2fuHJmrEpTRILFtj0vSToGqGEIvzEblo7CwkMmvTubIkSOAZFIbGhqKra1YqWAsNEhsKw6Uh9BP6OvJ8qgrwmxURvLz85k0cRInT54EwNnFmW3btuLYyvgH9JsS9RabMiOXqDPSzAVKVfh+vF2YjcpITk4OEyZMID4uHpAW3m7dtrXJp64aI/UW29Iy24MyyoQmzEYNTl7eQ8a9NI6zZ88C0MenD5s3b8bRUVzRjJF6ia1iCD0Adjb8ztuNl/w9hNmoDITMnacVWmBgIOu/Wy+e0YyYeolta7SSglIV4wd3FWajMhMbG8vevXsB8PXzZcPGDWL+o5FTL7E982R7ipe/KsxGjYDdu3YDoFAoWLdunRCaCVAvsQlHKePh2PFjAFhaWrJv774ajx3x/AjRYWIEmN9EwyZCWmoaACUlJbz//vs1HluqKmXatGmGKEtQAxZyFyCoiqVV+a/lcYGOZbP+BaaDXpNHBQJBOeLKJhAYCCE2gcBACLEJBAZCiE0gMBBCbAKBgRBiEwgMhBCbQGAgjH4Gyd3MXDbtu4haLQ0HDurtyoAeHWWuSiCoP/8PATQo5Ei+D0MAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1009.jpg" } ]
<image>Find x. Round to the nearest tenth.
B
65,457
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1010.jpg" } ]
<image>Use parallelogram M N P R to find m \angle M N P.
C
65,458
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1011.jpg" } ]
<image>Find the measure of \angle A F B on \odot F with diameter A C.
B
65,459
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1012.jpg" } ]
<image>Find m \angle 2 if m \widehat B C = 30 and m \widehat A D = 20.
D
65,460
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1013.jpg" } ]
<image>Find m \angle 1.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1014.jpg" } ]
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
65,462
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1015.jpg" } ]
<image>Find x. Round to the nearest tenth.
A
65,463
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1016.jpg" } ]
<image>In \odot P, m \angle M P L = 65 and N P \perp P L. Find m \widehat N J K.
D
65,464
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1017.jpg" } ]
<image>Find the area of the triangle. Round to the nearest hundredth.
B
65,465
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1018.jpg" } ]
<image>In \triangle C D F, K is the centroid and D K = 16. Find C D.
C
65,466
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1019.jpg" } ]
<image>m \angle 4 = 2 y + 32 and m \angle 5 = 3 y - 3. Find y.
B
65,467
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1020.jpg" } ]
<image>Find B C.
A
65,468
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1021.jpg" } ]
<image>In rhombus A B C D, m \angle D A B = 2, m \angle A D C and C B = 6. Find m \angle A D B.
A
65,469
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1022.jpg" } ]
<image>Find the variable of x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
65,470
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1023.jpg" } ]
<image>In \odot Z, \angle W Z X \cong \angle X Z Y, m \angle V Z U = 4 x, m \angle U Z Y = 2 x + 24, and V Y and W U are diameters. Find m \widehat W U X.
D
65,471
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1024.jpg" } ]
<image>Find the area of the shaded region formed by the circle and regular polygon. Round to the nearest tenth.
A
65,472
null
A
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fbEuPOUdJStfx/oaL6AxGs68hJMTDkFaPyJdWb6R/UAhxt5W+/ow+TWhbx/yhmZJ6u9DHOjo+/C+dnn539gQordE9//RIvQpsn9zW9Evz442X+HjjJYvUIgTInrviPqatP8/MHVcB6Nu2KmvHBFi2oCIyGqHGW3uJSs7iqUYV2f8v891DeFjHrqXQbfZREtKUEUbvP1Of//S6d0VSIUqaXPGLe2wMieHrnVcBaFTZjaAhvpYtqBjuHtZ56HISSek6i9XSpk55dr7Z1jQM9r9/hPPOLxcsVo+wXxL8Io+r8RkMWxqK0QiujhrWjW1JeRfbvhWUO6xTZzCy82zpDevMT6va5dk1NRAfD2Vto+lbr/Cvn85btCZhfyT4hUm2zkDfBSGmyU5z+jelZS0PC1dVfF2aeZt2BLNUn/9uATU92DWlLZVzwn/G9qtMWXeOElxLTog8JPiFybSfzhN8NRmAVx+tzuinalq4IvOo6ObIozkTzraGxllFwLao4cHuqYGmVU1n7bzG5LUS/qJ0SPALANYfi+ab3cqiYs2qufP9oMLtdmUrcvv8N5MyOX2zZFfrLCzf6uXYM7Ud1SooW1XO3X2NN9aclfAXJU6CX3ApJp1RP4QB4O6sYf3YlpRz1hTwLNty9ybspT2L90GaVXNnz9RA0z7F3+6JYPyqMxL+okRJ8Nu5TK2BPgtOkpKpjHb5bmBzfKuXs3BV5teqVnmq5lxZW1PwAzSp6s7eae2oWVFZTXT+vuuMXRFWohvICPsmwW/nJq09y8nrSutj5JM1GfJY2dwwXKWC7s2VjeD/upxo+kVnLRpVdmPvtEBqeSnhH/TnDUYvl/AXJUOC346t/DuKhfuVbQL9a3rwzYCmFq6oZPXImcWr1RvZWYqrdRZWAx839k5tRx1vVwCWHLzJiGWh6A0S/sK8JPjt1NmoNF5bofT1PVwcWDcmAFfHstXX/6duzb1NG8Jbw7DO/NT3cWXvtEDqVVLC/4dDkQyT8BdmJsFvh9Kz9fRdeJLbWXoAFg72pUlVdwtXVfK83B1pV7cCYL3BD1DX25W909pR30cJ/xWHIxm85DQ6CX9hJhL8dmj8yjOE3lQWRxvXvhb9A6tauKLS07OFMrrnekKm6f+BNart5cLeqe1oWNkNgNVHohi06JSEvzALCX47s+TgTX44FAkoa8fM6le2+/r/VNqbsBdHLS8X9k4LpHEV5dPYuqPRDAgKQauX8BfFI8FvR07fTOWN1WcB8HRzYN2Yljg72NePQJs65U1LJVhzuydXDU8X9kwNpGlOK+6nY7fotzCEbJ3BwpUJW2Zf73o7lpqpo8+CENKz9ahUsHiIn6mHbE/UKhXdcq76D1xKItWKhnXq9Hq+D1pJ7wHjeb73aKa+8zmnQ89T3dOZPdMCaV5NmV/x64lb9Fkg4S+KToLfToxdcYbz0WkATOpch5dbV7FwRZaTO4s3W2dg97kEC1dzx+tvfsJnX8zj0N8nOHYilNXrNtF7wHiOnQilanlndk8NxK+GEv4bQ2LoPf8kWRL+oggk+O3A/H3XWX0kCoBH63sy/eXGFq7Isro190atsswm7Pdz9twlNv6+E4Cpk0ayZP502rTy43ZaOgsXrwagSnkndk8JxL+msmLq76dieem7E2RqJfzFw5HgL+OOR6Tw5rpzgDKccc1of5zsrK//T5XKORFYV9lG0lr6/GFnLwLQsEEdpk4aRY9uT/Phu68D8HdwiOk4Hw8ndk1pa1oue0toHL2+O0GGVl/6RQubZd8JUMYlZ+jouyCETK0BlQp+GN7CNCvU3uWu1nktPoMzUZYf1lnJ2wuA22np6PRKiN+4GQ2Aq6tL3mPLObFzSiCtczaO3xYWxwvzTpCeLeEvCse2t1YS92U0wogfQrkcmw7AW93r8Zy/TwHPsh89/Xz496bLgLJGf+6N08JYtXYji5etA2BZ0FfUqlktz+Nnzl4k+PjpB56jUYO6PP5oa9Of27X1x9nZiejoWDp0G0izJg3YtfcvAJ5+MvCe53u7O7JzSlu6zTrK0Wsp7Dwbz/PzjrNxQmvcy9jKqsL8ZLP1MmrOLmVjD4CnGlVk99RA0y5UAgxGI1Wm7iXudjZdmnmz4822hXpeUlIKj3fqQ1JSCgB/7lxLg/q18xzz+f++Z9785Q88z4C+zzPzy/fyfG/X3r8YNe5dsrKyTd/z823Muh+/wdOzfP71pOvoPucoR64oG+i0b+zF72+0LnPLagvzkiv+MujvK8m89bOyibePhxOrR/tL6P+DWqWiW3NvVh2J4s+LiaRl6Qt1pfzVrCBT6N9PZNQtADQaNc7Ozvke4+Xlec/3Ond4nEN7fuLg4WNERcfQpFF9OnZ4DAfN/evydHNg++S29JhzjMPhSey7kMAzc4+x+Y3WeNj4Xsmi5MhPRhmTkKY1TfBRq1SsGOlPDU+Xgp9oh3r4VWLVkSiycoZ1Ph/w4FbY+YvhLF/1S4HnvRmpBP+Lz3Vl3qxPHqqmqlV96N2rx0M9p4KrA9smt+GZucc4eCmJPy8m0nPuMf6Y2IbyEv4iH3JztwwxGmHo0tNci88A4P1n6tMtZw16ca/uvpVMwzoLM7rn48/moNcbUKsf/LbJveL/ZwuoJJV3cWDLxDY81agiAAcvJdF99jGSM6xngpqwHhL8ZchX26/w+yll/ZlOTb34+PkGFq7IulX2cKJ17dxhkQ9et2f7zj/Zf+AInp7lefON4fc9zmAwEB2tnKtBvdILflCW1/5jYhvaN1ZGCB0OT6Lb7KMkpUv4i7wk+MuIA5cSef9XZSx4tQrOrBzlb1p7Xtxfz5zNWa7EZZhmNv+TVqvlk//OBWDapFF4Vsj/RitAbFwCWp0StPVLOfgByjlr2PxGazo1VcL/yJVkus4KJjFdW+q1COslwV8GxKZm03+hsmSvRq1i1Sh/qpbP/6aiyCt3mWa4/yzeoKXruHrtBo0a1mXIqy8/8HyRUTGmr11dXZg5ZxFDR01j5Lh3mL9oFecvhpun8Adwd9aw6fXWdGmmtPmOXkuhy9dHSUiT8BcKCX4bZzAaGbzkNDeTMgH49wsN6dDEy8JV2Y52dSvg5e4I5N/nj41LYM68pQB88v6kB46wgTv9fYCX+r3GzDmL2bH7IFu27ePTz7+h23PD2LBphxn/Bvlzc9Kw8fVWpns8xyNS6Px1MHG3swt4prAHEvw27vM/wtmWE1g9fCvxbs96Fq7ItmjUKro1V676911IuGf265cz5pN6O43OHR6nY/tHCzxfZOSdK/64+ESqV6tC5w6PU6WK8hparZYJkz/mr8PHzfi3yJ+ro4bfJrQ2LUp38noqnb8+SmyqhL+9k+C3YXvOJ/BJzuzTmhVd+HFkC9MoFVF4ucs3ZGoN7D1/Z7XO0LALrP1pMw4aDR+/P7FQ57r7iv+tKWM4enADPy6ZyYlDm3j9tSEAGI1G5getMuPf4P5cHNX8Or4Vz7ZQ7mWcupFKp6+DuZUi4W/PJPhtVHRKFgMXnUJvMOKoUbFmdACVyjlZuiyb1N3Xm9zfl3f3+T/8dBYGg4FhQ16hYYM6hTpXz+7t+eCd1/nys7eYNGFYnsfee2sczZooI6127f2LxMRks9RfEGcHNb+Ma8kLAZUBCL15m04zg4lOySqV1xfWR4LfBukNRgYGnSI6WXnjfv5SY55o6GnZomxY1fLOtKqVd7XOjZt38XfwSSpWrMDUiSMLfa52bQMYP2YQQwa9hCqfT1/duz4NKFf9ETcizVB94Tg5qFk/NoCXWin7MJyJuk3HGcFEJUv42yOZ1meDPtl0mT05LYkXAioztWtdyxZUBvT0q8TxiBQuxaRzMSadWXOXAOBVsQLLVvyc59hjx0NNXy9f9Qt1a9dk+JBXCvU6tWtVN30dGRlDQItmZqi+cJwc1KwdE8CAoBB+Pn6Lc9FpdJgRzO6pbWV2t52R4Lcx28Li+PwPZUhgXW9Xlg33Q9r6xdfDrxL/zfn/uiU0luTUVAAuh0cwfeaC+z4vaMlaNBp1oYPfwUGT79elxVGjYs2YAAYtOsW6o9FcuJUT/lMCqeUl4W8vJPhtyI3ETAYvOY3BaDRdvVV0c7R0WWXCo/U9qejmSGK6lq2hcVStXAkV+f9GTUtPJyVFWcPfo5x7npUzJ079lPT0DPxbNGXi+KH3PDcuPtH0de5In9LmoFaZJvitPhLFpZh0Os4MZvfUQGpL+NsFCX4boTMYGRB0yjQU76tXGtOuXgULV1V2OKhVdGnmzfpj0ew9n0j8+iBcHfO/Il+8bB0ffjoLgD82LMmzJs++P/8mNi6B2LiEfIP/8JGTpq+rV7PcvscOahU/jmiBRq1ixeFILsem02HGEXZPDaSubNZT5snNXRvx3q8XOXBJuVp8pU0VJnYq3CgTUXi5490ztHr2XUgs4Oj8Va6sTJg6GXKGmNj4PI9djbjJnn2HAWjT2o9K3hWLUW3xadQqlg3zY+hjyn2HK3EZdJgRzJW4DIvWJUqeBL8N2BQSy4ztVwBoWNmNRUP8LFxR2dTdt9KdYZ2ni7YX74vPdQFAq9MxdNS/CDl9lrT0DA4cOsrAIZPQapVlEwb1e9EsNReXRq1iyTA/RjxRA1C2ouww44hp5zZRNknwW7lr8RkMW3Yao1GZjLNuTAAVXKVDVxKqezoTUFNZrbOom7APHvAS9erWAiDk9Fl6vjiCRn6d6DvoDa5G3ASgS8cn6N2ru3mKNgO1SkXQEF9GPVkTgIiETDrMCOZijIR/WSXBb8WydQb6LgwxLa41u19TWtW+/8qQovh6+Crtngu30gp11evomPeXcIUKHmxYN58uHZ+4Z91+Z2cnevfqweL5X+DoaF035dUqFQsH+zL2aeWX1o3ETDrMOHLfFUuFbZM9d63Y5LXnmLPrGgAD21Vj5Sh/C1dU9u2/mEj7r44AMG9AMyZ0LPrSylHRMZwMOUtiUjING9ShpX9znJysK/D/yWiEN9ac5ds9EYCyxPeuKYE0q+Zu4cqEOUnwW6mfj9+iz4KTGI3QtKo7we8/JhtolwKt3ojPlN0kZ+h4toUPv7/R2tIllTqjUbnomLtbueioUt6JXVMC8a1ezsKVCXORVo8VuhybzsgfQjEaleV1149tKaFfShw1KtM69nsvJJCpNVi4otKnUiltxTe7KCPHbqVk02lmMKdvplq4MmEuEvxWJlNroO+CENNeqd8ObIZfDbnSKk25q3WmZenZf7FowzptnUoFX/dtyrRudQGISc2m89dHCbkh4V8WSPBbmTfXneN4RAoAw5+owbDHa1i4IvvT465hnVsL2Iu3rPvqlSa83UPZ4yE2NZvOM4M5kfPzKWyXBL8VWX0kivn7rgPQooYH8waU3gJe4o6aFV3wq567CXvRhnWWJV++3Jj3nqkPQHyali6zjnLsmoS/LZPgtxLnotMY82MYoGyYvW5sAG5O0te3lNxZvOei07gaLzNZ/9urER89p+wlkJCmpeusowRfLZ39BIT5SfBbgfRsPX0XhHA7S9n2b8FgX5pWleFzlpTb5we56s/17xca8u8XGgKQmK6l2+yj/H1Fwt8WSfBbgddXnzWNmBj7dC0Gtqtm4YrEEw088XBRJmdtleA3+ei5BvynVyMAktJ1dJt1lEPhSZYtSjw0CX4LW/bXTZYeVKbyt6pdntn9mlq4IgHKpiWdm3oBsPtcPFk6+xvWeT/vP1OfL19uDEBKpo7us49x8FKSZYsSD0WC34JCb95mwqqzAFRwdWDdmABcHOWfxFr09FM2KL+dpTetjCoUb/eox1evNAEgNVNHjzlH7Xboqy2SlLGQ21l6+iw4SXq20tdfPNSPhpXdLFyVuFuePn8RV+ssy6Z1q8vXfZuiUik/z8/MPcbenC1BhXWT4LeQ11aEcS5nAayJnerQu7XlNuUQ+avt5WJapqCoq3WWdW92qcPsfkr4p2Xpefab4+w6F1/wE4VFSfBbwML9N1j5dxQA7epV4KtXGlu4InE/ucM6wyJvE5GQaeFqrNPETnX4pn8zVCplhNrz35xgxxkJf2smwV/KTkSkMGmt0tf3cndk7ZgAnBzkn8Fa3d3ukdE99zehY22+G9gclUrZweyFb4+zTT4lWS1JnFKUkqmj78IQMrUGVCpYNqyF7G9q5Z5qWNG0QN4WO1++oSCvta/Fgld9UatUZGoN9PruBH+clv9n1kiCvxSN/CGUSzm7Gk3rVo/nA3wsXJEoiJODmk5NldU6d51LIFuGdT7Q6KdqEjTkTvi//P1JNoVI+FsbCf5S8s3uCH46dguAJxp68t+cSTDC+uX2+VMzdRy8nGTZYmzAiCdqsGSYHxq1iiydgVcWnOS3kzGWLkvcRYK/FARfTWbaT+cB8PFwYs3oABw1KgtXJQpLlm94eEMfq86ynPDP1hnos+Akvxy/ZemyRA4J/hKWmK6l74IQsnUG1CoVP45oQc2KLpYuSzyEut6upq0H5QZv4b36aHV+HNECB7UKrd5I/6AQ1h+LtnRZAgn+EmU0wrCloabVHd/tWY/uvpUKeJawRrmbsIdGpnIjUYZ1FtaAnL2ic8N/YNAp1gZL+FuaBH8JmrnjKhtDlN5mxyZeppUNhe3JXb7BaJTJXA+rb9uqrM5pb+oMRl5dfIpVR6IsXZZdk+AvIX9dTuK9Xy8AULWCM6tG+6NRS1/fVj3VqCLupmGdEvwP65U2VUxzVnQGI0OWnObHw5GWLstuSfCXgLjb2fRbGIJWb0SjVrFypD9VyztbuixRDC6Oajo2UVbr3HU2Hq3eaOGKbM9LraqwfqwS/nqDkWFLQ1n2101Ll2WXJPjNzGA0MnjxaVMf+OPnG9ApZ3lfYdty+/zJGTr+uiwrURbFCwGV+fm1ljg7qDEYjYz8IYzFB25Yuiy7I8FvZl9suWLqAXdr7s37OXuVCtuX2+cHGd1THM/5+/Dr+Fa4OCrhP+bHMyzcL+FfmiT4zWjv+QQ+3ngJgBqeLqwY6Y9aJX39sqK+jyuNqyjDOqXPXzw9/SqxYXwrXB01GIxGXlsZxvf7rlu6LLshwW8mt1KyGbjoFHqDEQe1ijVj/PHxcLJ0WcLMcmfxnrqZSmRSloWrsW3dfSux8fVWuDlpMBphwqozzNsTYemy7IIEvxnoDUYGLgohKlkJgv++1IgnG1a0cFWiJOTO4pVhnebRpZk3m15vjbuzEv4T15xlzq5rli6rzJPgN4NPf7/M7nPKzkPP+fvwr271LFyRKCntG1fEzUkZ1il9fvPo1NSLzW+0plxO+E9ee46vd1y1dFllmgR/Me04E89/NocDUMfblR+Gt0Da+mWXq6OG9o2VT3M7zsahM8iwTnNo39iLPya2wcPFAYCp68/z1bYrFq6q7JLgL4abSZm8uvgUBqMRJwc1a8cE4OXuaOmyRAnLHd2TlK7jcHiSZYspQ55qVJEtE9tQPif83/r5Al9ulfAvCRL8RaQzGBkQdIqY1GwA/te7MY/Uq2DhqkRpkNU6S84TDT3ZOrkNFVyV8H/3lwv8Z/NlC1dV9kjwF9EHGy7y50VlEs/LraswsVMdC1ckSkujym40rOwGSJ+/JDxW35Ptk9vi6aaE/4e/XeLfmyT8zUmCvwg2n47lfzn9xwY+biwZ6id9fTuTO4v3xPUUolNkWKe5tatXgR1vBlLRTWmdfrLpEh/9dsnCVZUdEvwPKSIhk6FLTmM0grODmnVjA0wfS4X96HnXsM5tYfEWrqZsalunPDuntDXdN/ts82Xe+/WihasqGyT4H0K2zkC/hSHEp2kBmNWvKa1rl7dwVcISOjTxwsVRefvIJuwlp3Xt8uyaEkilcspkyC+2hPP2zxcsXJXtk+B/CG//csE0iqN/YDXGta9l2YKExbg5aWjfWFl8b8eZePQyrLPEtKzlwa4pbU0z4f+37QrT1p+3cFW2TYK/kH49ccs0o7BJVXcWDm5u4YqEpeW2exLStPx9JdnC1ZRt/jU92D0lkMo54T9zx1XeXHcOo/y+LRIJ/kIIj81gxA+hGI3KBJ71YwNME02E/epx1zaaMrqn5PnVKMeeaYFUraDsbTF75zUmrT0r4V8EEvwFyNIZ6LvwJEnpOgDmDWxGixoeFq5KWIMmVd2p7+MKSJ+/tDSvVo49UwOplhP+3+yO4PXVEv4PS4K/AFPWnefYtRQAhj5WnRFP1LBwRcKa9PBVZvEej0g1TeYTJatpVXf2TgukhqcLAN/tjWDcyjMYJP0LTYL/AdYGR/PdXmWZWN/q5fh2oPT1RV65fX6D0cg2Wa2z1DSuooR/zYpK+C/Yf52xP0r4F5YE/31cuJXG6B/DACjnrGH92JamzbaFyNWxiRfODsrbSPr8pathZTf2TguktpcS/osO3GDU8jAJ/0KQ4M9HhlZPnwUhpGYqff35r/rSrJq7hasS1sjdWcPTOat1bpdhnaWugY8be6e1o663cq9l6cGbDF8WKv8OBZDgz8cbq89x6kYqAGOersmgR6pZuCJhzXJH98Tdzib4qgzrLG31Krmyd1og9Sop4b/8UCRDl56W8H8ACf5/WH4oksUHlI2fW9byYE6/ZhauSFi7PJuwS5/fIup4u7J3Wjsa+CiL5638O4pXF5+W/RLuQ4L/LmGRtxm/6gwA5V0cWDe2pWlavhD306yaO3W8c4d1SvBbSm0vF/ZOC6RRzsqpa4KjGBh0Cq1ewv+fJNVypGXp6bsghLQsPQCLhvqafoCEKEju6J6jV1OIuy3DOi2lZkUX9k5rR5Oqyj259ceiGRAUIuH/DxL8OV5beYYzUbcBeL1jbfq0qWrhioQtye3zK8M6ZbVOS6ru6cyeqYGmARk/H79F3wUnydYZLFyZ9ZDgB4L+vMGKw5EABNatwIw+TSxckbA1nZt545Q7rFP6/BZXrYIze6a2w7d6OQA2nIzhlQUnyZLwByT4CbmRyqQ15wCo6ObI2jEBpnHZQhRWOWcNTzb0BGBbWJyMJbcCVco7sXtqIH41lPDfFBJL7+8l/MHOgz8lU0ef+SfJ0OpRqWDpMD/TkDAhHlbu6J7Y1GzTMh/Csip7OLF7SiD+NZX1tTafjqXXtyfI1Np3+Nt18I9eHsbFmHQApnSpy4stK1u4ImHL7l6tU0b3WA8fD+XKv1XOpklbw+J48dvjZGj1Fq7Mcuw2+L/dE8G6o9EAPN7Aky9ebmzhioSt86tRjlo5ywfI8g3WxdvdkZ1vtqVNHSX8t5+J5/lvTpCebZ/hb5fBf/RaClNzdvCpVM6JNaMDcNTIbumi+HKv+o9cTTZt0Smsg5e7IzvebEtg3QoA7DoXz3PfHDcN4bYndhf8Sek6+ubc3VerVCwf0cJ0lSZEceWO59cbjOw4I8M6rU1FN0e2T27LI/WU8N9zPoFn5h7jtp2Fv10Fv9EIw5ed5kpcBgDv9KxneqMKYQ6dm3mbPj3K5izWydPNgW2T2/JYfU8A9l9MpOecY6ZFGe2BXQX/rJ1X2XAyBoD2jb349wsNLVyRKGvKuzjwRENltc5tYXGyM5SVquDqwLbJbXgiZwjugUuJ9JhzjBQ7CX+7Cf5D4Um888sFQBnfu3q0Pw5q6esL88vt899KyeZ4hAzrtFYeLg5sndSWpxspv6j/upxE99nHSM4o++FvF8Efn6al30JlvQ6NWsXKUf6mPTuFMLe724cyi9e6lXPW8MfENnRo4gXA4fAkus46atpju6wq88FvMBoZsuQ01xMyAfjw2QZ0bupt4apEWdaihodpP1jp81s/d2cNm99oTaemSvgHX02my6xgEsrwqKwyH/zTt17hj9PKm69rc28+fK6+hSsSZZ1KBT1yrvr/Dk8mMb3sBkhZ4eak4fc3WtO1uXJReOxaCl1mHS2zQ3LLdPDvv5jIR79dApQV+1aM9Eetkr6+KHm5fX6dDOu0Ga6OGn6b0IruOf92JyJS6DwzuEwus11mgz8mNZsBQSHoDEYc1CpWjw6gsoeTpcsSdqJrc2/T4AHp89sOV0cNG8a34pkWyrpLITdS6TTzKDGpZSv8y2TwG4xGBi06RWRSFgCf9WpkunMvRGmo4OrA4w08AWX5BhnWaTtcHNX8Mq4lz/kr4X/6ZiqdZgZzK6XshH+ZDP7Pfg9n51nl4/UzLXx4u3s9C1ck7FFunz8qOYuQG6kWrkY8DGcHNT+/1tK0cGNY5G06zjxCVHKWhSszjzIX/DvPxvPZ5suAsgfn8hEtkLa+sIS7N2GX0T22x8lBzfqxLXm5dRUAzkal0XFmsKmTYMvKVPBHJmXx6uJT6A1GHDUq1owJwNvd0dJlCTsVUNPDNF9EVuu0TY4aFWtGB/BKGyX8z0en0WHGEW4kZlq4suIpM8GvMxgZuOiUqQ83vXcT01ocQljC3cM6/7qcZBczQssiR40yOKRfoLIP98WYdDrODDbNDbJFZSb4P/rtEvsuJADQq2VlJneuY+GKhJBhnWWFg1rFipH+DGxXDYBLMel0mHmEa/EZFq6saMpE8G8JjWP61isA1PdxZekw6esL6yDDOssOB7WyjPvgR6sDEB6bQYcZwVy1wfB3sHQBxXU9IZPBi09hMBpxdlCzdkxLPN2s56+l0+sJWrKGnbsPkp2tpXGjegx7tTct/JpYujRRCiq6OfJI/QocvJRkGtYpFyXWp7DvU41axdJhfmjUKpb9dZOr8Ur4754SSH0f29mvW2VMv2KzI4y1eiPtvzrCofAkAOYNaMaEjrUtW9Q/vDbxQzb+vjPP98q5u7F6+RzatPKzUFWiNP33j3A+2HARgJCPHjdt/C2sx8O+Tw1GI2N+PMPiAzcAqOXlwu4pgTSs7FYq9RaXTbd63vnlgin0+wVWtbrQP3vukumHaeqkkSyZP502rfy4nZbOwsWrLVydKC2yCbt1K8r7VK1SsXBwc8Y8XRNQOg8dZgRz4VZaqdVdHDYb/L+djGHWzqsANK7izsLBvpYtKB9hZ5WrvIYN6jB10ih6dHuaD999HYC/g0MsWZooRa1rl6dKeWW5EOnzW5+ivk/VKhXzB/kyrn0tAG4mZdJxZjDnoq0//K2nGf4QrsRlMHxZKEajsrbGurEBlHd58F8l7MxFjp44XejX6N2rB+Xc835sS0pKYeGSNZwKPUdsXAK1alTjkcCWDB7YCxeXe9f3r+StLPN6Oy0dnV6Pg0bDjZvRALi6yj6/tmb7zj+ZPnMB9erWYtH3XxT6eSoVdPetxPJDkRy8lEhKpq7An9eCJCYms+an3wkNu8Dl8AiqVauMb7OGjB01EI9y7sU6t7VatXYji5etA2BZ0FfUqlkt3+NK832qUsG3A5ujUauYtyeCyKQsOs5Uev7Nqlnvv4PNBX+WzkDfBSdNS93OHdCUgEL0TPcfPMJnX8wr9Ot07vB4nuCPuB5Jz14jSExMNn3vdOh5/ti2l+WrfmHbxmW4ueW9udOurT/Ozk5ER8fSodtAmjVpwK69fwHw9JOBha5FWIcduw9y9vzlIj23p58Pyw9FotUb2XU2npdaVSlyHaFhFxjx2tumcAI4FXqObTv2s2HTTpbM/5LGjcrWMiVJSSn8Z/q3JCUpO5plZ+e/XLIl3qcqFczt3wyNWsWcXdeITs6i48wj7JoSiG/1ckX9K5com2v1TFt/nqPXlH/8wY9WZ9STNQv1PEcHB9zcXB/4390cNJo8f37/45mmH6batarT6/mueHt5AnA5PIL/Tv/untd0c3Nl0fdf4OzsRPiVCDZv3UNmZhZ+vo15d9q4h/2rCwu6HB7Bpj92Ffn5XZt7o1HnbsJe9HaPXm9gzIT3TKHfwq8JfV7uSbu2AQCEX4ng2ZdG5vmlUBZ8NSvIFPoPYqn3qUoFs/s1ZUrXuoCy7WbHmcGcvmmdazTZ1KiedUej6bdQ6bk1r1aOI+89iruzpoBnFd64SR/x26YdPNujI0HffW76/qY/djP29feVY0YP4v23x6NWq0lITOLl/uO5cPEKKpWKDevmE9jG/57zRkfHcvDwMaKiY2jSqD4dOzx2zy8WYV2MRiNJSSnExMWzZ99hgpasJSo6BkC5Ityy4qHP+fiXf3MoPIlaXi5EfNm+SHVt3LyL1974AICJ44fyzrTXTI99H7TS9Kl2/NhX+eDtCUV6DWtz/mI4XZ4ZjF5vMH3vz51raVA/72AOa3mfvvXzBb7apswrqlTOiZ1T2haqK1GabOaK/2JMOqOXhwHKVmnrXwswa+hv2baP3zbtwKOcO//5eEqex1av2wiAt5cnb04cgVqt/G/zqujJpAnDACUodu35K99zV63qQ+9ePXj9tSF07fykhL4NiLgeiW+bHnTsPohPP//GFPrFkbt8w/WETEJv3i7SOYKPnQLAxcXZ9LOXa9SwvpT3UFoLp0PPF71QK/PxZ3PQ6w2m9939WMv79H+9G/NOD6XVFnc7m84zgzkRUfCnldJkE8GfodXTZ/5JUjKVtU6+H9Sc5tXM1ztLTEzmnQ//B8B7b4+nSpVKeR7PfRN17vj4PTd8n3+2M5W8lbX+T4WeM1tNouwxxybsMTHK8xo2qHPPjUdHR0fTz258QlLRirQy23f+yf4DR/D0LM+bbwx/4LHW9D794uXGfPBsAwDi07R0mXXU1KK2BjZxc3fSmnOm9cxHPVnTNGXaXD78dBaxcQm0ae3HkIEv5XksKjrG9CZq1rThPc910GhoUL8OcfGJnDpddq6y7F2tmtU4c3xbnu/1HzKpWKHRpk55fDyciE3NZktoLNO61X3oc3Tr8hRVqvhQt3aNex4zGAxERt4CoEpl7yLXaS20Wi2f/HcuANMmjcL4gN1srPF9+tmLDdGo4d+bLpOQpqXrrGC2TWpLu3oVSuX1H8Tqr/hXHI4k6E9ldlxATQ/mDmhq1vOfOXuRXzduB+DdaeNQ/WM+/YWLV0xf32/4WLWqyrrrCYlJefqQwnap1Wo8Pcvn+S+/oYAPdU6VyrSf64FLSdzO0j/0OXr36sGnH05mxNA+9zx27vxl0tKVdWOaNm5QrFqtQdDSdVy9doNGDesy5NWXH3istb5PP3m+IZ++qPwiSkrX0W32UQ7nTDq1JKsO/rNRaby28gwAHi4OrBsbgKujefvjs75ZitFopIVfEx5/tPU9j+e+kQBcXfIf01vR885v8Kws29+kQZSc3Fm82ToDu86aZ7VOrVbL38EnGT72bUAZpTJmZH+znNtSYuMSmDNvKQCfvD+pwH67Nb9PP3y2AZ+/1AiA5Awd3Wcf46/LSaX2+vmx2uBPy9LTZ8FJ0nKuioIG+9K4inknRJy/GM4f2/YC8Nqogfkek5FxZ81tR6f7dMbu+pCQlVV29uUU5tfd1xu1yjyrder0epq16kaD5h15qd84rt+Iomnj+qz9cS5VKlcq+ARW7MsZ80m9nUbnDo/Tsf2jBR5v7e/Td3vWZ3rvxgCkZOroMecYBy4llmoNd7Pa4B+/6gxhkcrIh/Edaps2QTCn2fOWYTQaqV6tCs8/2znfYzIz77oyuE+L8e72kFYnm22I+6tUzom2dcsDxV+3x2g0kpycik5/p2V0Oy2di5euFuu8lhYadoG1P23GQaPh4/cnFuo5tvA+fat7PWb0UVb7TM3U0XPOMdMeIqXNKoN/8YEbLD8UCSg3xL7ua/4ljKOjY9m0WZmQM3hgr/t+lHRwuPP9f/b/cxkNd37SHB1s4n65sKDc0T3X4jM4G1X0dV0cNBo+eHsCo4b348nH26JSqbhxM5opb/+XZSt+Nle5pe7DT2dhMBgYNuQVGjYo3IZKtvI+ndq1LrP6NkWlgttZep795jh7zpd++Ftd8J+6kcobq5WRE55uDqwb0xJnB/OX+fuW3RgMyg2e7l2fvu9xzs53bujdbxxxtvbO9PHi3gAUZV/e1TqLvgm7SqVi/NhX+fTDyaxb8Q2bf12Mk5Oyx/RXs4LyXgXbiI2bd/F38EkqVqzA1IkjC/08W3qfTu5Shzn9mqFSKS3t5745zk4z3e8pLKsK/tRMHX0XhpCh1aNSwZKhfiW2ucHGnOn3NapXoWnj+vc9ztnJyfS13pD/KIzs7Dv9Qmdnp3yPESJXYN0KVCpn/tU6W/o3Y8QQZbRPYmIyIafPmu3cpWXW3CUAeFWswLIVPzPn22Wm//b9ecR03PJVv7B0+U+mP9va+/SNTrWZN0AJ//RsPS/MO8H2Utya06r6EmN+PMP5nCVNJ3euU6yFrB4kMuoWx46HAtCl4xMPPLbyXeOhExKS8z0mJlb5qObm5lrg7EIhNGoV3Zp7s+pIFPsvJJKWpS/ULHSDwcD2nQfQ6nT4NW9Evbq17jnm7h2jIqOKP9u4tCWnKvN1LodHMH3mgvseF7RkLRqNmuFDXgFs8306vkNtNGoV41eeJUOr58Vvj/Pr+FZ5PhGWFMv/7XN8v+86a4KjAHi0vifTe5fc1oS/b9ljmgzSudPjDzy2WZMGph+ShMSkfI8JvxJhOlaIwshdviFLZyh0jzcl5TYjXnubsa+/z9Yd+/M9xqeSl+lrdzfb2QowV9XKlahWtXK+/5Uvf2e2vkc5d6pXu3NhaKvv07FP12LB4OaoVSoytQZ6fXuCzaeL3v4rLKsI/mPXUnhzrdLX93Z3ZO2YABw1Jbcx6eEjJ0xfPxLY8oHHurm5UidnlmTup4S7JSQmcTNntqS/n3knl4myq7tvJdOwzsKO7qlQwcN0UzL6Vv7hEBV95/v3m8hkzf7YsIRjf/2W73//mjw6z3F/7//F9Gdbfp+OerImi4b4olapyNIZ6P39STaGlOynNYsHf1K6jr4LT5KlM6BSwQ8jWlDbq2Q3KQkNuwBAlcqVCrVpReuWyu5eG3/fya2YvG/Sud/+YLpJ7N9CNlAXhVPZw4nWtZUVG7eGFe4KT6VSUaOGMqz59z/25Bm7nmvVWmWhMkdHR2rVMu/SJtbOlt+nw5+oYdrEPUtnoM+CEDacLLnwt2jwG40wcnko4bHKrLu3u9fj2RY+JfqaSUkpprXK69e7t0eanyGDlPV7tDodk6Z9xuXwCG7dimPe/OWmYXN1atfghWe7lEzRokzq6af8rIfHZpjubRVkUL8XAGVtmn5DJhJ87BTp6RmEX4lgwuSP+Tv4pOm4fy5UVtbZ+vt0yGPV+WF4CzRqFdk5G079fPxWibyWRW/uztl1jV9y/mJPN6rIZ70alfhrhp69YPq6Qf3CjREObONP397PsO7nP9h/4AhPdemX53GVSsXX09+X7RTFQ+nhV4nPNis7em0Ni6NJ1YI/fb46oBdLlv9EVHQMR4+d5sU+Y+85xqeSFxPHDzV7vdauLLxPBz1SDY1axeDFp9DqjfRfGMLKUf70bWveCawWu+I/HJ7E278oIVzZw4nVowNwUJdcXz/X3bMa/7mRw4NM/8/bDHu19z2jAcq5u/Hph5N57JFW5ipRWCmNRvm3d3R0NMv5HqlXAS935VwP0+fftmkZTz7WNt/H2z/1CDv/+JGqVUv2k7OlOTrmf81aFt6n/QOrsmq0P44aFTqDkUGLTrEm2Lw7qllkB66ENC2t/3OIa/EZqFUqtk5qQ9fmtrGMbFR0DKFnLpKQkESN6lVo4duEChWsa3cdYTv6B4WwNjgaF0c18bM64eZU+EUIExOTCTt7kes3oqhTuwbNmzbE07N8CVZrO8rC+/Tn47cYEBSCVm9Eo1bxw/AWDHrEPDfsSz34jUZ4ft5x05Clj55rwL9fuHf9bCHswQ+HIhm29DQAm99ozTMlfI9L2JYNJ2PotzCEbJ0BjVrFkqF+DHms+DftS73V879tV0yh37mpNx89Zz1jaoUobd19vcldWqa4i7aJsqdXy8r8NFZZtkZvMDJ8WShLD94s9nlLNfj/vJjIBxsuAlCtgjMrR/mjKYW+vhDWqmp5Z1rVUtoz5ly+QZQdzwf48PM4JfwNRiOjloex6MCNYp2z1II/NjWbAUGn0BmUftXq0f5UKS/r2giRO4v3Ukw6F2PSLVyNsEbPtvBhw4RWuDgq4T/mxzAW7L9e5POVSvAbjEZeXXyKm0nKhJNPX2hI+8ZeBTxLCPuQZxN2afeI++jhW4nfJrTG1VGD0QjjVp7hu70RRTpXqYzj//emy6aV5xpVduOVNlW4JFc2QgCYVuoE+Gb3tTy/CIS4W/1Krszq14TXVpzBaIQJq86SlqXnX93rPdR5SnxUz+5zCXSddRSDsdRHjQohhF2Y1bcpk7sUbkIqlHCrJyo5i4GLQiT0hRCiBL257hwzd1wt9PEl2uq5EpfBB8/KcE0hhChpKiA+TYu3e8Ezyy0yc1cIIYTlWHxZZiGEEKVLgl8IIeyMBL8QQtgZCX4hhLAzEvxCCGFnJPiFEMLOSPALIYSdkeAXQgg7I8EvhBB2RoJfCCHsjAS/EELYGQl+IYSwMxL8QghhZyT4hRDCzkjwCyGEnZHgF0IIOyPBL4QQdkaCXwgh7IwEvxBC2BkJfiGEsDP/BzRWLa8/QKDMAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1025.jpg" } ]
<image>Find the measure of \angle 3.
C
65,473
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1026.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
A
65,474
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1027.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1028.jpg" } ]
<image>Find the area of the shaded region.
D
65,476
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1029.jpg" } ]
<image>If P R \parallel K L, K N = 9, L N = 16, P M = 2 K P, find M N.
B
65,477
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1030.jpg" } ]
<image>Use parallelogram A B C D to find m \angle C D F.
B
65,478
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1031.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,479
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1032.jpg" } ]
<image>\triangle K L N and \triangle L M N are isosceles and m \angle J K N = 130. Find the measure of \angle J.
B
65,480
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1033.jpg" } ]
<image>In the figure, m \angle 3 = 110 and m \angle 12 = 55. Find the measure of \angle 1.
B
65,481
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1034.jpg" } ]
<image>Express the ratio of \sin N as a decimal to the nearest hundredth.
C
65,482
null
C
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n7zSgwyvlAPjn7B1+2HrGvAPKJ0I4ORCbmMrqoxEA+NX2oXoZNzOPqOihVChYNsoPbw8XAD5fe5z9Vx6YeVR5RwgnB5YeukZSmmQaK0LQxqNUcSeWvFkfWy2oNFr6zt5FVEKyuYeVJ4RwnkOr/TcoUMbNmW6NKpp3QEWYZ2tPUnnUCiZcjwHgXmwi7/1ZONY7QjjPcSD8AZfuxQLwfusa2NmIX5Gh0ao0PP5sI1GjV6B0seeLb3vQJk0DQMj5u3y7+bSZR/hyxKfiOebske42SoWCYSKh0+CoY57xoMefxM89gEMDX3x2TsTFrwbBX3enbLoagC/WnWDv5ftmHumLEcLJRPTTFNYduwFAx3rlqOhVzMwjKlqknr7DvQ6/khIWQbE+TfDePBZbH3cAylQrxfJezbDRalFrtfSdFcqjeMtd7wjhZGLx/nBSVdK3nrW2tTUWT1cc437XWaijn+L1QyAlZ/RC4ZA1YbZtQEM+ryKVXD9ISKbf7F2oNZa53hHC0aHVwlxd+UC5Ei50blDBzCMqGmjT1MRMXkf0hFUo3Z0pu34UxQe/kev7p3zRDX9bSVC7Lt3jq40nTTXUfCGEo2PXpXtcfxQPwNA2tbBRWnFfWwOhfpTAg4DZJCwOw7FxRcrtnIhjk0ovPEahgOU/9cJHLd1pvt54il0X75liuPlCCEfHn7ukoICtjZKhbWqaeTSFn5TjN7nb/ldSjt+k+MDmlN04GpsyxfN0rJeXKyvHtsc2Y73z204exCUZecT5QwgHeBCXxOZTNwHo/Gp5fHS72QL9SFgcxoOA2Whikyj5a0+8fuqOwj5/uX4tmlfl69elvtxRian0nRliUesdIRxg4b4rpKulfQSRKaA/2lQV0RNWETN5HTZernhvHkOxfk31Pt/k0X68VcIVgL3XHvHFuuOGGmqBsXrhqDVa5u29AkClksXwr1vOzCMqnKjuxXG/6yyerjiGY/Mq+OyciEPD8gU6p0IBy77tga/OR+XbzacJOX/XEMMtMFYvnO3n7nAr5ikAw9rWQmnNZjd6khIWwb0Ov5J6+g5uw1pSds0IbEoaZg/Mw8WBNR+/jZ0WNEC/GSHci000yLkLgtULJyMvzd5WyfutRFAgv6jux/Og51zUMc/w+i4Az2+6oTBw7VLT2j5831ny34lJTaf3z/+g0k2tzYVVC+fO42dsO3sbgG6NKsktjAR5x9bbDY+P/AFI2hMORlrAT+zVjHcqlgTg4O3HfLbisFGuk1esWjjz9l6WIzXC60Z/3IP8cOlcj6SQS8T+HGKUaygUsPiTzlR0kHp2/xhygW2nbxnlWnnBaoWjUmtYoDPArVHWnba1fMw8okKMQkHJmb2xr1GG2F92krTdOG5s7s72/DKiDQBaYMCMEO48fmaUa70MqxXOltO3uK9bZFq7Aa4hULo6UHrxIJTFHYkas4L061EGv8bui/cYMXu3/H+f4k5mq92xWuFk9BRwtLNhYEthgGsI7KqUpNTvfdEkpvJw0GI0Buxe88uGU3T8fisxuiTcPnV9OfxzbyqYKYPdKoUTGZXAzgvSfkCPJpVl30pBwXH2r43Hh/6kX31E9LiVFLRdZ2Kqit4//M2H64+jAmyB//V4jRWT3zJrO2KrbIQ8d89l+RY/UmQKGByPSR1IPXeXxG3nif01FI9JHfQ6T2RUAt2+2sz5OGlKXdLWhtUfdaJNbfOvR63ujpOm0rBovxQUeKVcCd7QWe4JDIhSQalZfbGrWorYH3eQFHr55cc8x46zd2g8eZUsmoaexTj5c2+LEA0YUThfTpvGpEmTWLhgQY6v79i+nUmTJjH5o49ISzOdM/H6E5FyJxURgjYeyuKOlFk8CKWzPVGjl5N+IyZPx2m18O3qY7z98zZidZucAxtU5NBPvfD1dDXmkPOF0YRz6NAhVgYHs3nz5myvaTQavvzqK1YGB3P9+nXs7e2NNYxsZAQFXBxsee8NERQwJnbVS1NyVh808Sk8GrgIzUusDJ+mpNP92818uuU0asAOmNXndRZP6mhxnVSNJpxy5aRkyajo7Kapu0JDuREZCUDQ+PHGGkI2rtyPY98VqQlE72ZVcXM2nWCtFZe36uI+oR1pVx4SPWF1rsGCqw/jafJBMBt0TQlL29myZ0pXxrxVz5TDzTNGCw746IQTk4Nw5syZA0C9evVo06aNsYaQjbl7Lst/N1E+YDpK/OdN0s7dJXHTGeLql8N9bNssr289eZN+M3eSoJGmZk1Lu7H+0y5yl09LxOh3nGfPnpGc/G+3kgsXLhAWFgbAuKAgY10+G8lpKv46KAUFGlb04rXKJU12batHqaDUH/2xq+TFk2+2kbxPMiLWaLVMXXGYd6bvkEUzrEll9n/f06JFA0YUjo/Pv9GP6Ex3nbm6u021atV46623jHX5bKw5Finb54kQtOlRujtJmQWOdkQNX8bjq4/oOm0TX/5zDg1gD8wd0IK54zpgb2v5wV6j33EAoqOk9ItHDx+yadMmAMaOG4fChHkuGeUDxZ3s6SMMcM2Cfa2ylJzek3CViiYfr+bvCMlE19vBjv1fBDCsQx0zjzDvGG+Nk/mOEyOFIhctXkx6ejq+vr4EBAQY69LZOHfnMWHXpD9Sv+ZVcXW0M9m1BVnZ4ePGwBYVeabLSm/h7cHa/3YpdCUdRhOOl5cXjo6OpKSkEBUVRXJyMkv++guAUaNHY2truqQFYYBrfjRaLVPWHue7LaflAM2Y5tX4dXibQtmf26ifXm9vbyIjI4mOjmbNmjXExcVRqlQp+vTpY8zLZuFZSjrLDkkGuK9XLU398p4mu7ZAIjYxlb6zd7H93B0AnOxt+XNwSwa0KLz7aEYVTjlfXyIjI4l69IiNGzYAMHzECBwcHIx52SysPBJBQrKUmSDuNqbn3J3HBE4PISIqAYAKXsVYP96fhhW9zDyygmFU4WSsc1auXEl6ejpubm4MGDDAmJfMxp+6oICHiwM9mwoDXFOy8sh1hs7fR2KqZNLVro4PK8e0x6tY4c9GN+4dRxdZS0+XLM+HDBmCq6vp8o1O3Ijm5A0pFD6wZXWczJiGbk2o1Bo+WX2MX/45K69nPnirHt/3bIptIVzP5IRJ7jgALi4uDB02zJiXy0ZGCFoywBUJnaYg5mkKvX8Plfs9uzjYMn9oa3o3K1pbACa54wC89957uLu7G/NyWYhPSiP48HUAWtUoSy1vD5Nd21o5dTOGwBkhcp+6KqWKs36CP/V8i15AxqjCuXtXqrJ0dHRk1OjRxrxUNpaFXZPn1iIoYHyWHrrKiIUHSNaZDr9Zz5flo9pRwtV0gSBTYjThqNVqZs6YAcDAgQMpWdK0uWEZ07SSxRwJfO3F1hIC/UlXa/hgxWF+C7kASNPijzs34KserxVpqxSjCWfhwoVERkbi6upq0mROgLBrjzh/5wkAg1vVxMHWsmo5igqP4pPpOWsn+3WlAMUc7Vg8oi2BjYv+F5VBhZOYmEiXzp3x9vZm3759AEz64ANKlChhyMu8lAyvG6VCwXBR5WkUjkZE0WNmCHefSKXN1cu4sWFCR2r7WMda0qDCCQ8P58qVK1y5InX/b9S4McOHDzfkJV7Kk2eprDkWAUD7V3yoUipvZkaCvDN/7xXG/nVQ9kvt0qACS0f6WVVhoEGFo1KpqFW7Nk6OjjRs1IiPPvoIpdK0cfu/DoaTorP9FkEBw5Km0hC09JC8flQqFHwe0Igp3RpancuDQqs1UytEI6DVQq3/rCL8QRzeHi7c/LVvoUwgtETuxybSY+ZODl+XsszdnO1ZOtKPLlZqMlykttL3Xr5P+IM4AN5vVUOIxkAcuvqQdzP5cNb28WDDhI5UL+Nm5pGZjyIlnDl7pCmEjVLBMJEpYBBmh15k4vIw0lRSaXP31yqzaHgbill5TVOREU5UQjIbTtwAoFP98pS3oB5chZGUdDWjFx+QmzfaKBV81eM1Pu7cQDSopwgJZ+G+cPlbcYS42xSIO4+f0X1mCMcjpQTZEq4OrBjdjo51fc08MsuhSAhHo9Uyb69U5Vne05VO9Qtm2mrN7L18n16zQuVup/V8PdkwwZ/KIqyfhSIhnJ0X7hKpK5Qa1rZWkU71MCbTt5/no5VHZH/N3s2qMn9oa1wcisTHxKAUid9IRk8BOxslQ1oLA9z8kpSmYviC/SwPk0rMbW2UfN+zKR9YaBdNS6DQC+debCJbdF6QXRpUoKy7s5lHVLi4Ef2UwBk7OHPrMQBexRxZNbY9fhbiCmCpFHrhLNh7RZ5ajGwnMgXyw84Ld+nz+y4eP5Oc0xpVKsm6oA5mczkrTBRq4ag1Wubvk/LiqpQqTrs64lsyL2i18NO2M/x39THZdXtAi+r8ObilKC/PI4X6t/T3mVuy6/Bwv1pWly+lD89S0nl/3l7WHJPcIuxslPzS93XG+b9i5pEVLgq1cDKCAg62NgxuJYICL+P6o3gCpodw4a5Uq1TazYk14zrQskZZM4+s8FFohXMz5qnc4C7wtUqULAIth4zJtrO36Td7F3FJUo+5plVKsW68Pz4W7gpgqRRa4czfe0U2wBXlA7mj1cI3m08xdd0J+fc1tE1NZg1sISpjC0ChFE66WsOCvVJQoJa3B63EVCNHEpLTGDhnDxtP3gTA3lbJbwNaiFZZBqBQCmfTyZs8jJdS3Ef41RJJhzlw5X4cATN2cOV+HADeHi6sDerA61VLm3dgRYRCKZyMCkQne9tC3bjbWGw8eZOBc/bIPbNbVC/DmqAOlHETm8OGotAJ59rDeHZdkrpE9mxaGQ+Xotm3Sx80Wi1T153gm82n/rXSaF+HX/s3F0V9BqbQCUcY4OZMXFIa/WbvYtvZ2wA42tnwx+CWDGpZw8wjK5oUKuGkqtQsPiAVVtUv7ynm6zou3H1CwPQQrj+KB6TSinXj/WlcSRgEG4tCJZx1x24Q81TKqxJ3G4k1xyJ5f95enqVIjhBta3uzamwHsa9lZAqVcDK8blwd7ejXvGh1v88vao2W/64+xk/bzshT14lv1uPH3kXHSsOSKTTCuXQvlgPhUqvVvq9XpbiT9TS/e57Hz1Lo8/sudl6Qmto729syb0hr+lr5l4kpKTTCyQhBg3VP087cekzgjB3ciJasNCqVLMb68R15tULRs9KwZAqFcJLSVCw5eBWA1yqXLPT+kfqyPOwawxfsJ0lnpeFftxwrRrfD01WsZ0xNoRDOqiMRcnKiNd5tVGoNH608wvTt5wHJSmPy26/yzbtNRH8FM1EohJMxTXNzti9ylngvIyohmV6zQtl7+T4gBUYWDWtDjybCCNicWLxwztx6zNGIKADee6O6VXVcOR4ZTfeZIXKxXrUybqwf788r5UxrmyLIjsV/Cv/MEhQwX1bv5s2b2bZtGzciI/H19aVnz574d+xotOst2h/O6MUHZOeFt18tz7JR7XC3IisNS8ai3QqepqTjM24pT1PSaVG9DAemvGOWcUycOJFVK1dme/6jyZOZOHGiQa+VptIwcXkYs0MvAtJ65rN3GvJFYGNRGm5BWPRO2YqwazzV7YibKyiwdetWVq1ciY2NDUHjx7MiOJjB778PwE8//siRI0cMdq0HcUn4fbdFFk1xJ3s2jO/Il91fE6KxMCx6qpbRU8DT1dFsi+Ed27cDMHLUKD7++GMA2rRpQ3JyMiuDgwkNDaVZs2YFvs7h64/oMXMn92Mla8Ba3h6sH+9PTW/3Ap9bYHgsVjhHI6I4fSsGgIEtq+Nol73Md+/evezft4/z58+TmpZG9erVefvtt2nbtu0Lzx0XF8fcOXM4d+4c0dHR+Pr60qRpUwYMGICjY9Y9kTt3pL4GNWtmbQbSqGFDVgYHc/PGjYL8mIAUNQxaekhuGt+tUUX+GtHWqrMjLB2LFU5GCFqhyD5NU6vVfPXll8ydOzfL8yeOHyd4xQqCgoL4aPLkHG0U79y5w5sdOxIbGys/d/78ebZt28aSv/4iZOdOnJ3/LfiqV78+x44dY+2aNXTv3l1+fs+ePQBUqKC/I1mqSs2YxQdZoOsNp1QomNa9MZ92bVjkq1pPnTrFurVrAahbrx7lypXT+1wNGjTAxcW0TUcsMjgQl5SGz7ilJKWp8Kvtw65POmd5ffXq1UwYPx4ANzc3mr3+Og729oSFhRETI92lBg8ezDfffpvt3O/178+uXbsAKF++PA0bNeLA/v08fiy1gB04cCDfff+9/P6wsDDe7dEDrVZLo0aNaOvnx/Z//uHChQvY2Njw97Zt1KuX/x7Ld58k0n1mCMd0oXYPFweWjfLjLStxWggMCDDY+nDX7t3UqmXaiKtFCmdmyAXGLz0EwKqx7enZtEqW19u0bs3Vq1cpXaYMmzdvxtdX8m2JiYmha5cu3Lx5E3t7e86cPYu7u7t83NatWxk+bBgAI0eO5LMpU1AqlTx58oTAgACuXr2KQqFgw8aNNGnSRD5u7ty5fDF1apYx2NraMnXqVIYMHZrvn2//lQf0nLWTR/GSlUZd3xKsH+9P1dLWYQ346OFDGjVqhEajQalU4uBQsCrev7dtyzaVNjYWOVWbq5umlXZzolujSllei4+P5+pVKW+tb58+smgAvLy86N+/P19//TVpaWlcvXo1iwBWLF8OgKenJ5M++ECeypUoUYIJEyYwevRotFotoaGhWY4bPnw4/v7+7Nixg1MnT1KpcmW6dOlCnTp18v2zzQy5wIcrDpOu63fds2kVFg5rY1Ubuxs3bUKjkX7+/376KaNHjzbziPKPxf21DoQ/4OI9af3xfqua2NtmXadERUXJj3OaIvmW/3eqkzFty+D8eSnXy8/PD1fXrFaHXbp2ZerUqURHR3Pu3Lls561YsSIjRozI50/zL8lpKkYsPMDSQ5LobZQKvuvZlA/fqm+w9UzIjh388MMPVKxYkQULF+br2OAVK5g/fz4Ay1esoEyZMoYZVA5sWL8eAKVSSUBAQI7v0TfwYyosTjgZIWilImcD3BIlSjBs2DC0QPXq2Tvc3L17V35cuvS/pdUPHjyQ1zG1amffE7KxsaFKlSqScM6eLeiPkYVbMU8JnBHCqZuSkD1dHVk5tj3tDdwkPjQ0lMuXL5Pf2XdcXBxfffUVcXFxADx79syg48rM9evX5S+mZs2aUbZs1p54BQn8mBKLEk7M0xTW6pqB+9ctR6WS2e0mPD09mfbll7me48Tx4wDY2dlRufK/ez8Z0zsgy/QuM2W9vQHpg6RSqbC1LfivZ9fFe/T+PVQu+W5QwYv1E/ypaGArjYiICDZv2aLXsT/99JMsGmOTcbcBCAwMzPb6unXrZNHkFPiZMWMGCQkJOQZ+TIlFCWfxgXBSVVJu1sh8Zgo8fPiQhQsX8s8//wBSVM3Dw0N+PTExUX7s5OSU4zkyBxJSUlKyTefyg1YLv/xzlk9WH5P9e/q/UY2577cyiJWGVqslLi6O6Ohodu/ezby5c0mIj8/3ea5evcrSJUsKPJ68smHDBgDs7e3p3KVLttdn//47wAsDP8uXL+ejyZOz/L1MjcUIR6uVWj8BlCvhwtuv5i0sO3PGDGbOnElSktTZU6lUMnrMGCZNmpTlfcnJyfJjezu7HM+lyLTYSE1N1Vs4iakqhszfy6ojEYBkDfhzn2aM71hXr/PlxO3bt3ndABkLn3/+OSqVCqVSKS/YjcWpU6e4efMmAO3ataN48ayGvAUJ/Jgai8lV23XpHtceSt+YQ1rXzHPDieTkZFk0ABqNhls3b2abeqSmpMiPc1sDZBaOKj09r0PPQkRUAs2nbZRFU6q4E6EfdzaoaAzFzpAQ9u/bh7u7u8GTVXMi424DEJhpMzmDggR+TI3F3HEyMgVsbZQMbZP3zawO/v5ogejoaEJ37iQ6OpotW7Zw/sIFtm/fLn+r2dj8m7KjtMm5S3/mb1w7+/ynu2w/d4e+s3cRm5gKSGXe64L88fXUf8qXG76+vly6fDnLc3169+ZsHgMb6enpfDFtGgAffPBBli8NY6BWq9m8aRMAxYsXp0OHDtneo2/gxxxYhHAexiexSddR/+1Xy1OuRN7TJxo2bEjDhg0BSEtLY8KECWzcsIGbN26wbOlSRo8ZA5Blky23iEx6Wpr8OD+bclotfLflNFPWHpetNN5vXZPfB7bIMcfOECiVymxz/Ofz7F7E/PnzuREZSbVq1Rg4aBBL/vrLwCPMysGDB4mOjgbgrbffxj6HLyZ9Az/mwCKmagv3hcsbgiPa6l8+YG9vzzfffCP/UTLyyQAcMn2o1CpVjsenZ5qe5fVD+DQlnR4zQ/h0zTE0Wi32tkpmD2rJgqGtjSaaghITE8P0X38FYOoXXxgkevgy1q9bJz/OKZr2Ih4+fMi3336ba+DHHJj9jqPRapmnCwpUKlmMjvVenOwXERHBpUuXsLOz480338z2uoeHB+XKlSMyMpJ79+/Lz5cqVUp+/CRTgmdmMubYTk5OWaZ2uRH+II7AGSFc0m3YlnV3Zm2QP82rWXZr3u+//56nT5/i5+eHn5+f3ueJi4vjwYMHL80TS0lJkT/0ZcqUoXnz5nk6f14DP+bA7Hec7efucDNG6hE2rO3LDXAXLVrEiOHDGfOCNI2SJaWeyZmznGvVqiVP0Z48eZLjcREREfJ7X8bmUzdp+sUGWTTNq5XmxJeBFi+aCxcusDI4GFtbW3mNk1/UajVz587ltcaNaefnx6lTp174/pCQEHlTtVu3bnnevMxr4MccmF04GZkCdjZKBrd6eWf9DFGkpqbm+gt8+PAhkHWj09nZmQoVKwJw8sSJbMc8efJEXny+KNtZo9XyxfoTBEwPIV7XsmqkX232/Lcr3oXAT3PKZ5+h0WgYOGgQVavmv2PQ6dOnebNjR76YOlXeG5vz558vPGZ95k3PHKJpudHB35+g8ePp07ev/HffsmULgYGBJCQk5HvshsSswrnz+Bl/n7kFSMVbeTE+yhCDRqOR6zkyc+jQIW7dks5ZrVq1LK81bNAAkBpvPNKJK4NZv/0mR9VyE058Uhrv/LqDaRtOotFqcbC1Yf7Q1vwxuGW2nDpLZPPmzRw9ehR3d3c+/PDDfB+/YvlyunTuzMWLF7M8v23bNu7du5fjMXFxcezZvRuQ/h6vvJJ3W/iGDRvy8ccf88svv3D8xAm66fLaMgI/5sSsf+35+66g1uTPALdTp05yNGnatGksmD+fO3fukJCQwN9//82okSMBKfIyaNCgLMcOGDgQkIIAQePHExERwaOHD5n1228sWrQIkArTur6TvSnIxXuxNJm6nq2nJVGWK+HC/s+6MqR14bGJ//V//wOk6NXixYuZMWOG/G/fvn3y++bOmcPMGTOyHZ+Wno5rsWKMHj2azZs3y8+r1WoW5ZJUunXrVjnokp+7zfO8KPBjDsxWj6NSa6g4cQX3YhOpXsaNKz/2znOW8B9//MFXLwhbAowLCuKTTz7J9vyE8eNZvXp1jscoFArWrF2bbfG67ngkg+fulRuHtK5ZltXjOlCqeM6pO+YioFs3jh49Ss2aNdmdwwerYYMG8jT2ZSiVSu7mchfJoH+/fuzW3U2Ku7lx6tSpLOtKgO6BgRw+fBiAI0ePUr587hkhLwv8ALR44w0iIyOpWKkSYWFhefpZjIHZompbz9zmnq4xxfC2tfOVWj9q1Ci8vLz45OOPsyweAVxdXfnq66/p1atXjsf+8OOPODs7s2TJkiwbnq6urkyePDmLaNQaLVPWHuf7radlK40g/1f4ue/rhdIasEyZMrludCYmJcm5bqVKlcpTuHf0mDGycBLi41m9enWWu/z9+/flKs9GjRu/UDQgBX4WLliAk5MTEZGROb6nZMmSREZGZhOoqTGbcP7cJWUKONrZMKhV/g1w3333XQICAoiIiODypUsobWyoVasWlStXfmEo2cHBgW+/+45xQUFcuHCBJ0+e4OPtTd169XBz+7cC88mzVPrO3sWO81KzDid7W+a835L33ii8Zr3bdCHhnFi4YAGfffYZAGvXrctT4KB58+Y0aNCA06dPA7Bg/nwGDhwoi3Pjxo1yelNe9m6eD/zklMSZU+DHHJhFOJFRCbK3S48mlfXutm9ra0uNGjWoUSP/Ppdly5bNVguSwdnbjwmcEUJklBS5qehVjPUT/GlQwTpdEl7E6DFjGKYrH4+IiGD37t20a9cO+DeaZmtryzs5rBuf5/nAz/Nl6S8K/Jgas8w35u29LKemWJr7QPDh6zSftlEWTfs6Phz/MlCIJhc6depEpUzpL/PmzQMgPDycS7roW+vWrSlR4uX9rgsS+DE1JhdOmkrDwn2SAW4dHw9aVDdeiW5+UKk1fLDiMH1n7yIpTYVCAR+9XZ/tk9/GS/hp5opSqWTUqFHy//fv20d4eHjWTOg8ptg4OTkxLigIAJVKxZQpU2japAk1a9Rg2NChckb0yFGj8NYVHZoLkwtnw4kbRCVItTGWcreJfppCxx+38b9/pJJeFwdbgke358fezQqV/0zG2s4ul3qjF6FPNngG7777rrw+Aemuk1Hp6ezsTMdcImQ5MWrUKGbMnJnj4t/V1ZVfp0/PMVpqakwejvb7bgt7Lt3H2d6We7+9Z/bu+ydvRBM4I4TbOiuNKqWKs2FCR+r6CiuN/DBzxgy+z9SPLoPAwEBm6ao684NKpcp34MeUmFQ44Q/iqPWfVWi1Utr9gqGtTXXpHPnrwFVGLT5Ass4asFN9X5aPaoeHS8H6fFkj8fHxNG7UKEuJOsCy5csLlEhqqZh0qjZn92V5P2REDh1sTEW6WsO4JYcYNHcPybr1zKfvNGTrB52EaPTEzc2N/v37Z3nO09OTVq1amWlExsVkwklJV/PXQSko0LCiF02qlHrJEcbhYXwS7b7byqydFwAo5mjHuiB/vu4hrDQKyvARI7Ksr7q+845Jan3MgcmEs+ZYBE+eSSXF5goKHI2IovGU9RwIfwBAjbLuHJ0WQEDjSi85UpAXypYtK0fQFApFrtkbRQGTfR1klA8Uc7Sj7+umN8Cdt+cy45YckttPdW1YkSUj2uImrAENytQvvqBp06aUK1dOr2b0hQWTCOf8nSccuiqlSvRrXg1Xx/yHS/UlVaUmaMkhufWUUqFgakAjpnRrVOStNMyBu7s7vfv0MfcwjI5JhDMnkwHuyHamm6bdi02kx8ydHLn+CAB3Z3uWjvSjcwP9PW0EAjCBcBJTVSwLuwZAs6qlqV/e09iXBODg1Ye8O3MnD+Ol7Ok6Ph5smNCRamWsw0pDYFyMLpzgw9flEmNT2a3/HnqRicvC5M45PZpUZtGwNiadIgqKNkYXTsY0zcPFgV7PGUQZmpR0NaMWHWDxASnsbaNU8HWPJvyn86tiPSMwKEYVzskb0Zy4ITWhG9CiukGajefG7cfP6D4jRL5eCVcHgke3x7+u/t6SAkFuGFU4c3SRLMkA13jTtD2X7tNr1k6idVYa9ct7sn68P5VLFX/JkQKBfhhNOAnJaQQfvg5AyxplqeVtnM6Lv24/x+SVR2Urjb7NqzJvSGucjXh3EwiM9uladugaz3TNLfLrdZMXktJUDFuwjxVhkjhtbZT80KspkzoV3U03geVgNOFkZAqULOZI4GuGTWm5Ef2UgOk7OHv7sXyNVWM70La2eYubBNaDUYQTdu0R5+5IH+pBrWrgYGu4GoqQ83fpMztUzntrXKkk68b7U94IVhoCQW4YRTgZIWiFAoYbqHxAq4Uftp7hs7XH5CaGg1rW4I/BLS3WFUBQdDG4cJ48S2WNzgC3fZ1yVC1d8J36ZynpDJ63VzbWtbNR8mv/5oxpX6fA5xYI9MHgwlly8KpcUWmIEPS1h/EETN/BRZ0rQBk3Z9YEdbCYJh8C68SgwtFqYc4eaZpW1t2Zrg0rFuh8f5+5Tf8/dhGnS9lpVrU0a4M64FMIXAEERRuDCmfflftcuR8HSAa4+raJ1Wrhq40nZVcAkNZKMwe8YdBAg0CgLwYVTkYI2kapYGgb/br4JySn8d6fe9h86iYADrY2/DbgDYaZsUeBQPA8BhNOVEIy609Ii/c36/lSwatYvs9x+X4sAdNDCH8QB4CPhwtrgzrQrKplu5wJrA+DCWfR/nDSVDoDXD0yBTacuMHAOXtkK42WNcqyelz7PJlNCQSmxiDCyWyAW97Tlbfqv9jO4fljP193gm83n5JbR43t8Ar/61c4rTQE1oFBhBN64R4RuiblQ9vUynPb2NjEVPr9sYt/zv5rpfHHoJYMbFl4rTQE1oFBhPOnLlPA1kbJkNZ5s9w4f+cJAdN3yIIr7+nK+vH+NKpU8iVHCgTmp8DCuR+byBadL2bXBhXy5Ly86kgEQ+bvJTFV2ij1q+3DyrHtKSlcAQSFhAILZ8G+cLkW5mVBAbVGyyerj/LztrPyemZSp3r80KsptmI9IyhEFEg4ao2W+XuloECVUsVp/4pPru+NeZpCn99DCb0oGbI629syf2hr+pihOaFAUFAKJJxtZ2/L9hjD2tbKtffy6VsxBE4P4WbMUwAqlyrO+vH+JmsVJRAYmgIJJ6N8wN5WyeBWOQcFlh26xvCF++XEz451fVkxuh0lXIUrgKDwordwbsU8Zfs5KYwc2LgypYo7ZXk9Xa3ho+AjzNhxHpBqc/7T+VW+7tGkULmcCQQ5obdw5u29IheUPV8+EJWQTM/fdrLviuQKUMzRjkXD29D9tcrZziMQFEb0Ek66WsPCfVcAqOntTuua/9b6H4uIovvMEO4+kZy5qpdxY/2EjtTxMU6XG4HAHOglnM2nbvIgTurJPKJtbblL5sJ9Vxjz10FS0iUrjc4NKrB0pJ/ZfT4FAkOjl3Ayygec7G0Z0KI6aSoN45cekjMIlAoFU7o15POARsLlTFAkybdwrj+KJ/TiXQDebVKZVJWaLt/+Q9g1yUrDzdmeJSPaFrj6UyCwZPItnLl7/jXAretbgkZT1snTtlreHmyY4E+Nsu6GHKNAYHHky649VaXGN2iZ3KPZ3lYp1+AENq7E4hFtKSasNARWQL7uOOuO3ZBFA5Cm0qBUKPiqx2t80qWBsNIQWA35Es6Udcez/N/DxYEVo9vxZj1fgw5KILB08iycS/diidTVzgDU8/Vk/QR/qggrDYEVkmfhZLg2g7TpGTa1Gy4OwkpDYJ3k6ZOflKZiycGr2CgVfN+rKR90qi/WMwKrJk/CWX00Ahulgh2T36ZdndxrbgQCayFPwjkeGc2JLwP16pUmEBRFXrqPo9ZoSVOpjWp8KxAUNvK1ASoQCCREhwyBQA+EcAQCPRDCEQj0QAhHINADIRyBQA+EcAQCPRDCEQj0QAhHINADIRyBQA+EcAQCPRDCEQj0QAhHINADIRyBQA/+D2raxfJbIMHfAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1035.jpg" } ]
<image>Find x.
A
65,483
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1036.jpg" } ]
<image>Find m \angle 4.
C
65,484
null
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+jxDlcVj59mWlZMZDjPCXtxrYVNuNpst0ghDixEmRIESCenBzIz2HBxYdxz4SeklpGjfNycETm23whXW+8+Ih2nzh0/pchRBjkxQJQiSgbfVeNtb2xAOLU7PcLJmUhsN27LesVVX46vJiitOd9E44vFHZxaNbm/GFJcQohDgxUiQIkYAe2tw4IEtw67xc0pxHBhYHU5Dq5PPLikhzRZcdIobJfWurqGoPxpcuhBBiKKRIECLBdAcj/GdnK/7Ynb/bpnLTnGySHEcGFgejKPDehXmcMzEFuyX6Fq/vDvHzddV0ygFQQogTIEWCEAnmqR0tNPWE6W2YeMW0TArTnKjKUOYRopw2C9++rJRsTzTDYJrw4KZG3qzqIqzLAVBCiKGRIkGIBLNyUxM9/Y6EvmNhHslDnEXob+GEFN67MD/+d4MRg++8cIgWr3RiFEIMjRQJQiSQd2q62NbgJRzbsjgzz8PiohQc1hN/q1pUhS9cMJHJma74tsmNdT38692GAbsmhBDiaKRIECKBPLSpaUBg8bZ5uaTGAognIzvJzlcuKiHNFV120A2TX6yv5kCrH10OgBJCHIcUCUIkiHafxjO72uLnLSQ7LFw/KxuP/eTfpooCN87N5qJJ6ThjsxEtPo371lRJiFEIcVxSJAiRIB7f0UKLX4uftXDNjCzyUxwnFFgcjN2i8q1LS8lJsqEQDTE+vr2ZNfvbCUYkxCiEODopEoRIAIZh8tCmRrz9A4sL8kh2nnhgcTAz8j18+OwCkmMHQIV1k++9dIjmnjCy6CCEOBopEoRIAG9UdbG72Rc/Y2FBYTLzCpPjfQ5OlUVR+PT5RczIcWONhRh3Nfr5f2/W0SMHQAkhjkKKBCESwKrNTXQF+3Yc3DY/N37s83BJddn42sUlpPeGGE2T375Wy+4mHxEJMQohBiFFghAjrKknzAt72gjEAotpLitXz8jCPciR0KdCAa6YnsUV0zNxxc6A6ApG+MHqSjr80jtBCHEkKRKEGGGPbWumtV9g8bpZ2eQm2znKidCnxGZR+MaKUgpS7CgKmMDze9t4dncbAU1CjEKIgaRIEGIE6YbBQ5sb8caaGynAnfNzST7OkdCnYnKWi0+cVxRfztB0kx+srqS+K4Sc/ySE6E+KBCFG0LoDnexvDcQzAYsnpjAzPwmb5TRMI8SoisLHzi1gbr+vc6AtwO/fqBnQyEkIIaRIEGIEHd5h8fYFecMeWBxMksPKNy8tJT3WzdEwTf60oZ6t9T3xHRZCCCFFghAjpLYrxMv72wnGsgBZHhtXTsvAbRvewOLRXDA5nRvnZMcDkt6wzvderKQjICFGIUSUFAlCjJBHtzTR7o/Emxm9Z3Y2WZ5ooPBMsKoKX11ezMQ0Rzwkue5gB49ta8YXlgOghBBSJAgxIjTd4OEtTXhjg7GqwB3z805rYHEwE9JcfPb8vhBjxDD58ctV1HQEkdYJQggpEoQYAav3tXOoPRg/iXFpaSrlOW6spzGwOBhVgbvOymfxxBTssa9d2xXkl6/W0CXLDkKMe1IkCDECHtrcRHe/cxpun59HyhkILA7GZbfwrUtLyfT0hhjhn+828HZ1N2FdeicIMZ5JkSDEGXaoLcD6g52EYoHF/BQ7l5Zl4jpDgcXBLJ6Yyh3z80hyRJ9DQDP4zosHafPKbIIQ45kUCUKcYQ9vaaIj0BdYvGl2Dhke2xkLLA7Gqip8+aKJTMpwYok9kXdqenhwU1+jJyHE+CNFghBnUChi8O+tzfhiA69VVbh1fm78Dn4k5SQ5+NKFxaS5+kKMP3ulmoNtAXRpxSjEuCRFghBn0PN72qjuCsYH3QsnpzMlq+/45pGkKHDLvFyWTUrDYY1eGpp8Ye5fW0VnQDoxCjEeSZEgxBm0clMjPf2OhL5jfu6IBRYH47CqfOvSUnI8NhTANOHRbc2sP9BBKCIhRiHGGykShDhD9jT52VDVHR9si9MdXDQ1Hactsd6Gs/OT+ODi/PgSSChi8N0XD9HsDSOLDkKML4l1dRJiDHt4SyOdAS0+0N48N5d0d/SOPZFYVIXPnD+R8hw3ltgyyPZGH399q54eOQBKiHFFigQhzgB/WOfx7S34wtFZBLtF5ea5uSTZRz6wOJgMt42vLS8hPRZi1A2T37xWw95mf7wBlBBi7JMiQYgz4L+7WqnvDmHEAouXlGVQkuGM36knGkWBq2dmcWlZRnw5pN0f4UcvV9Lul94JQowXUiQIcQas3NRET79+A3csyCXlDJ/TcKLsFpVvXlJKfrI9GmIEntndyov72gloEmIUYjyQIkGI02xbvZeNtX2BxSmZLpaWpuFIsMDiYMpy3Hz83AnxHRhh3eR7Lx2ioTuItE4QYuxL/KuUEKPcqs2NdPYL/N06L4c0lzXhAouDURWFj51XyOx8T7yXQ0VLgD+8UUeXhBiFGPOkSBDiNOoORnhqZyv+2JHQLpvKjXNz8SRAh8WhSnFa+caKUjLcvQdAmfxxQx3b671EdJlOEGIskyJBiNPoPztaaOoJ07sh4PJpmUxI6zsfYTRQgOVTM7h2Zhbu2G6M7pDOD14+RLscJy3EmCZFghCn0crNTfT0OxL6vQvySBlFswi9bBaFey8uYUKqg94NGWv2d/Dk9pb4LIkQYuyRIkGI0+Tdmi62NngJx6bkZ+S6WTQxJX4uwmhTnOHkM+dPIDUWYtR0kx+9XElNZxBpnSDE2DQ6r1ZCjAIPbW6iK9A/sJgbP2FxNFIVhQ8sKuCsCSnYLdHphOrOIL95rZYuWXYQYkySIkGI06Ddr/HMrjb8WnQqPsmucsPsHDwJ2mFxqDx2C9+8tJTMeIgR/v52Pe/WdhPWpXeCEGONFAlCnAZPbG+hxafFewlcPSOb/BQH6igKLB7NuSWp3DKvr6W0TzP43ouHaPPJbIIQY40UCUIMM8MweWhz44DAYrTD4uieRehlVRW+fFExJRnOeIhxQ1U3q7Y04Q1JiFGIsUSKBCGG2YaqLnY1+dBigcV5hUksmJCCfZQGFgdTkOLgCxdMJN0VXXaIGCY/XVvFoTZ//HwKIcToN3auWkIkiIc2N9Ed7Lujvm1eXnxHwFihKHD7/FyWlKbGd2s09IT5+foaOgLSiVGIsUKKBCGGUVNPmBf29AUW01zWAU2IxhKnzcK3Likl2xOdTTBNWLW5idcPdsbPqRBCjG5SJAgxjB7b1kybvy+weN3MLHKT7SToidCnbF5hMnedlU9yLG8RjBh896VDtHjDI/zMhBDDQYoEIYaJbhixwGJ0FkEB7liQR3KCHwl9KiyqwmeXFVGW5cYSq4S21Hv5xzsN9MgBUEKMelIkCDFM1h3opKI1QCTWfnDxxBRm5Sdhs4zRaYSYLI+drywvJj3WKEo3TH71ag37Wv3o0opRiFFNigQhhslDm5ro7nf3fNv83DEXWByMosD1s7JZMTUDZyzE2OrXuG9NlYQYhRjlpEgQYhjUdYVYXdFOUIsG9rLcNq6clonbNvYCi4OxW1W+cUkJecl2FKIhxqd2trJ6X1v8/0QIMfpIkSDEMHhkSxMdgQi9k+vvmZNNdpKdMdBgccim5Xj4yDmFpMRmT8IRg++vrqSxJ4QsOggxOkmRIMQp0nSDh7c04Y0dmawqcPv8PJLGcGBxMBZV4ZPnFTIzz4M1FmLc0+znTxvqBizDCCFGDykShDhFayo6ONQejIf0lpSmUp7jHvOBxcGkum18fUUJGbEDoHTD5P821LGzwRsPdAohRg8pEoQ4RSs3NdLd75yG2+ePvQ6LQ6UAK8oyuWp6Jm5b9PLSFYjwg9WVtPvlACghRhspEoQ4BZXtAdYd7CQUC+flp9i5tCwD1zgJLA7GblG4d0UJhalOFAVMYHVFO//d1RrvRCmEGB2kSBDiFDy8pXlAYPGm2TlkesZXYHEwkzJdfGpJYXxGJayb/Gh1JXWdIeT8JyFGDykShDhJoYjBo1ub8MUCi1ZV4bb5uSSNkSOhT4WqKNx9dgELCpPj2YyD7UF+93otnRJiFGLUkCJBiJP0wp42qjv6AosXTk5ncpY7nuwf75IcVr55SSmZsRCjYZr85e16Ntd2x4/RFkIkNikShDhJK/ud0wBwx/zceI8AEbWkNI2b5mTjiZ2C6Q3pfO+lQ7T55AAoIUYDKRKEOAl7m/28UdkdPxJ5YpqDi6amx9sSiyibReEry0soSXfGT8J8vbKLf29tji/TCCESl1zRhDgJD29pojOgxQOLN8/NJd1tG/eBxcEUpjr53LIi0lzRZQdNN7nvlSoq2wMYkmIUIqFJkSDECfKHdR7b1owvHJ1FsKsKt8zLJckugcXBqEr0yOxzi1Owx2Za6rtC/HJ9DZ1yAJQQCU2KBCFO0DO7W6nvDsXvgleUZVCS4cQigcWjctstfPOSUrLd0cyGYUabUG2o7CIckQOghEhUkrIS4gSt3NQ0MLC4II+UcXZOw8lYWJTCnQvz+b83aukJ6fg1g++9dIh5hckUpjpG5kkZAWrffYFnnnuFN7fuo7mzh+6ggiM5g4LJszhr+bXccNk8CpPtckclxiXFNGVRUIih2t7g5cr/t4W6rujJhpMzXaz5xAKK0p3IPMLxNXWHufz/bWZ7ow/dMLGqCt+/YhKfXFJE8hnuL2F0bOexX/6Evzy/nfquAGEtgmGY0ZyJomKxWLE53OTMu5nPf+PjrJiajlNWlMQ4I8WxECdg1eZGOoN9HRZvmZdDmssqBcIQ5STb+fJFxaS7ojMvEcPkF+uqOdDqj/ebOCO8O1n13W/y68ff5mBzF/5gmIhuYJgmpmliGjoRLUTA20H1m//kB9/+C2/VdxOWWyoxzkiRIMQQdQcjPLWjFX9s657LpnLz3Nx4DwBxfIoCN87J4cLJfdtFm30aP1lbRccZCzF62fTPX/C3V/bQ5A1j4Kb4grv4xv89zKMvrWPtmmdZ9cfv8uGLppDqsGBGgrRufJA/P7mXDq8ELcX4IgupQgzR07taaewJ03vDe1l5JkVpElg8UQ6ryjdWlPBOTTfVHUFMEx7f3sJ7Zmdz9czs095rQq/8L/96cgsNXSEM00rhFV/hR/dczayCNBxWFVUxKSiaxIyFs8i453P84dUausNdbH7uJfa+p4yM5FRsp/UZCpE4ZCZBiCFauamRnn5HQt+5IO+Mr6OPFbPyk/jgonySYx0qQxGD76+upKk7zOmd0Q+z69ln2dzYTcgANeciPvTRS5kxIQO33YJFVVAUFYvNgTtzDtdfvYjsJAcKJsGDm9naGCAkPaDEOCJFghBDsLGmmy31XsKxMwem57g5u9++f3FiLKrCp88vYnpO31kXOxp9/PXtOnpO5wFQ4d2sf+0AXf4IJhaKL76BZcUZeKyDzAYpFtKmlJLjtGMB0JqobwyhRSSYIMYPWW4QYgge2tJEV78181vn5ZLmsklg8RSku23ce3EJH350Dy3eMLph8tvXarlyehYLi1JOy0FZeuVGttT4COkmWCZy9gUzSPfYj/p9tE++ga//ZhFdoQiGYidzci5JNvmui/FDigQhjqPdr/HMrlYCWnSeOcmu8p7ZOXjsMotwKhTg8mmZXDEtg0e3NhPQDDoCEX74ciV/vmU62Un2Yf6KBt379lLlC6OZoKaWMWtKEg77MQZ9Vx5T5+XQu1FcsVixSI0gxhG5yglxHE9ub4mm4GMDxVUzsilIdaDKQQ2nzG5VuffiEgpSHCgKmMDze9p5bk8bfm24F/91GmrqCUaiW1jVoilM8dg55sRArF+C1Rr9IQWCGG+kSBDiGEzTZOXmRrz90mp3LsiVwOIwmpLt5uPnFZIaCzGGdYMfrq6kvivE8LZ6i9DU0EooogMKnpw8MuwWBn4nDXRd2kQL0UuWG4Q4hg1V3exq8qHFAotzC5JYMEECi8PJoih89JxC/ruzlTequtB0k/2tAf7v9Tq+eWkpaa5hukwZbTS1+tB1E1BIy8rEarFg9hzgtf88zlPPv87++lZavTq2pAxyJ83lnOVXct1Vi5iY4kDKQjEeSZEgxDE8tKmRrmDfLMJt83Pjd7xi+KQ4rXzjklLeu3InTT1hdNPkz2/VcfWMTJZOSsc2HPP8Zg9er45hmICKJzkZvXYtv/rVr3jsnWravaF410WluZn66gPs3PA8T//nGj75tc9w5YxMhqteEWK0kJe8SCjhqjd54d1qfEPejK6SMXM5y2Zk4Rzm1HmzN8zze9rigcVUp4XrZmbjlg6Lp8UFk9O5YVY2/9rYiC+s0x3S+cHqSh54bxJ5ycMQYtSD+IJGLFui4DD28ffvPsAL26tpC+ixMxsUFMA0DXQtREALUf3OI/z43jDK/V/mirIMXPLtF+OIFAkigRi0bHiQ3/7ydZq82hD/joUZH5nK/CkZOG3De/V+bFszrX4tvi5+3cxscpPtSIPF08NmUbhneTGvHOhgX4sfw4T1hzp5fFszdy3KP/X212aQcMiIfT9NGtc8yIH6WkLpC7jxE7dw1QXzmJCdhD3YRtW29fz3wQd4dksjXi1Ix+6n+P2fFzLr3quYkumSMJcYN6RIEAkkQkt9Pd093Xh9Q51JsOIP6Qz3YaaGYbJqU1M8sKgQPRI6SY6EPq0mpjv5zNIivv78ATr8ETTd5P61VVw4JY1pOZ5T3FGiRw+RMqO/bqqqRM2+kC/cfy83zJtAusuGRVWBHHInTGLOOQsp+eY9/HF9NV2hANXPP8R/b1zCRxa5SJa+zGKckCueSCARmls60HQDUMmedT5zCtwce4LAQlF5Oo7BOuadgvUHO9jX6icS2/d4VlEKswuSsMseuNNKVRTef1Y+T+1sYe3+TsK6QXVniF+/WsMPr5xChvtURmcTo9/GBcNwsvDWD3PF7IlkJfVvjKVitbtIyl3AbZ+4kdd3/om363vQfDt55ZUK7pyZRXKqVAlifJAiQSQOo5Xm1mD0bk/N5uz338OXlxeQfKxmN4DF4Rn2nMBDm5vo7tce+HYJLJ4xHoeFb15SyvaGHdR3hzBMkwc2NnLdzGwuLsvAbjnZyX4Fpf9fdczkvGWTSEs6SudMxUryzEtYVraK7S09aFqIg9t2EA4tADniSYwTsrQmEkekhebWCLoOqPkUT84iLT2VlJSUY/7wOCwMZ1+j+q4QL+1rJ6BFbzuz3Daump6Je5gzD+LoFk9M5Y5+/Sh8YYPvv1RJy5CzKoNQLFgtCr0VgZo9iSmZDo7VOFNxTGTa1CycsSI0XHMQM3IKz0GIUUaKBJE4wi20dGgYBigphRRl2Tjpm8ZT8OjWZtr9kfhphNfPziY72T6shYg4NptF4QsXTGRSpgtL7D/+7ZpuHtrUSM/JHsOoOHHY1fj3UUlJI92uHqeLoo3s3HRsVjW666G7m2gVK8T4IEWCSBhGaxNtIR3dBDWviAlOK8McNTguTTd4eEt0Cx6AqsQCi3ZZajjT8pIdfOGCiaS7o//3EcPk5+uqOdjqjy5JnSglmeQkC2pse4pitWI57lYVBbvNhhKrLExDCgQxvkiRIBJGpLmZVk3HQMFVUESu3XrGu9yt2d/BgbZgPLB4Xkkq03Lcw9PMR5wQRYFb5uVy/qQ0HLEOl43eMD9bV01H4CSOk1bTSE/pNzul6xhD2BWjaRq9+2BVtwdUuWyK8UNe7SJhhFpa6IwYGKjkT5iAy3rmMwArNzXSE+ofWMyTwOIIclpVvrmihNwke6zJUXQ5aP3BDoKREzxjQU1mwoSMeEtt09tDl2Zw7EkJnfaO6C4LE1BS06RIEOOKXP1EgtBpbW4lrOuYOMibWIjdqtG4bR3r39jCgboOgrYkMrKLmLb4QpbMKSDJpg6eSj9Jle0B1h3oJBgLLOYl27msPAOXBBZH1OyCZD6wKJ9fvlpDdzBCMBINMZ41IYWidOcJvAZsFJdMwGnbiYKO3lpLnT+CZsJRN9AYzVRWdRDWDEAhqXQKqm24j7AWInFJkSAShE5zUxsR3QBLNhNSKvj3d/6Xx9fuoskbRNMNTFRU1YLN/lty5lzFR7/4ca6cmYVzmIILj2xppiPQF1i8cU4OmR4JLI40q6rw6aVFPL+njU11PUQMk+0NXv72Tj2fXzaRlCHP9KikzZpJsfsV6jtCaP7dbN7WxXXFmXhcg3+TjZaNbNrbQ1AzARdTZs/E7pAiQYwfMm8mEkSQltbOaCMl08uGP3yXP/znbQ42d9DjCxAMhggFAwT8Xro7mzj4xkq+9+l7+Ps7jfgjp95tMRQxeHRrUzywaFEVbp+fS5IcCZ0QMj02vrK8eECI8bev1bKnua/h1VDYSpdy9pQknDbAaOWNJ5/nQJePwRMOQfY+8wzvtngJGaAkL+DiZRPwuOXeSowfUiSIxKC30NIajqbWjQ5qDjbhJZvZl9zBRz7/Ne792hf4xF1Xc1ZxKjaLghEJ0lPzGn/63h95vd5L+BTrhBf3tlHVGYyn5i+YlMaULDdWOaghISgKXD0ji8vKMnDZopetNr/GfWsq6fCfQN8Cx1Quv/IscpIcqBh0vft37v+/1exrDaIPeA1pNK7/Iz9/8B0au8OYWJlwyQ1cUJQqBzyJcUVKYpEYIs00t2mxtrkGat5F/M937+E9CwpIcVqxKGDoGnd/ZA9P3/9tfvV8BZ0hje69T/K3p65i/ofmk+U5+Zfzg5ua6Ol3JPQdC/JOYBpbnAkOq8q9K0rZUNnNwfYApgnP7G7jhT3t3Dg3J148HJuNois/xI0vbuUPr1bTHW5j28P/y8c3Pc2Sc+czMScZl95Fw543Wf/GTqpaewgbYJtwGR+5aylFaQ65sxLjilwFRWIINNPSFUE3AOtErvr8l7j53Clkeyz9gmku3J4F3PzVL1J56Ks8srONgN7NtudeZu8t00nzJJ3UC3pfs58NlV2EYmn5ojQHy6em47TKcJBoyrLdfPTcQn60ppLOQIRQxOCHLx/i3NIUJmW4h5QfUZNmcuc9n6Ou48c8sa0Zf7CLhl2v8p/9b2JRFRRMdC1MWItgmGDJOocPf/MzXF6ehUu2wopxRq6CIjGkrOCrq57muVdeYe2aVXzjmjKy3JYjk+uKFWfeEm68YjopLhtgEjywgbeq/IROYus8wMNbmugIaPHA4s1zcshw2ySwmIAsqsJHzy1kdr4n3rtiX2uAP22opys4xBeAYsUz+Qq++NP7+cLNZzMxxY5iaIQCfvw+Hz6fn2A4gqG4KDjnvXz71z/ig8smk+4Y5PUoxBgnMwkiMageMvPdZMZ+qxxrhFZcTFo8j8K/bqbVq6GHKtlX4UebY3KiLRr9YZ3HtjXjC0dnEeyqwi3z8kga5gOjxPBJdVm59+JSPrBqF0090RzLnzbUcfX0LM4pSR1a4yuLg5SSc7jt3tlc/oFdbHx7M7v219HhDRBWPaTlTGTmOUtYNK2IrPQkHNbh3W4rxGghRYJIGMcsDA7jKC6hwGFlpwK66ae5oQU9MoETfUk/u7uVuthJgwAXl6VTmukcQrteMVIUYPnUdK6dmcWDm5rwh3W6ghF+8PIh/nH7THKTh7hFUbXhTE4jd+piLimex4WR3g6M0a22VocDuxQHYpyT5QYxKilJ6aQ5LfEXsM/nwxxCi93DrdzcNODAoDvm55PikNo50dktKl9dXsLEVAeqAiawdn8HT+1oiW9jHSpFtWJ3uvEkJZOcnEJychIej0tmD4RAigQxWilWrFbix/4qJ/FS3tHg5Z2absKxwOLkTBfnT07DMaSUvBhpJRlOPrV0AqmuaFEX1k3uW1NJTWfwOK2WhRBDJVdDMToZIYJhs/fcHZwu1wktVwCs2tJEZ78Oi7fMzSHdZZW7x1FCVRQ+sKiAsyakYI/lECo7Qvz2tRq6AifQO0EIcVRSJIgEEGbb37/Eh++8hVtuvInbP/MXNrf5j9IFL8poa6YtqBOdA3CQmZOBahl62LAnGOGp7S34Y1PTLpvKTXNz8UhgcVRJclj4xiUlZLptABimyT/eaeCd6m7C+gkeACWEOIIUCSIhBJr2s2vbVrZu2cLWbQdpDUaOOWUcqKigOqgRMQFLLhMnuqPLD0P09K5WGnrC8a9xWVkmRekSWByNzi1O45Z5fS20vWGD76+upM0nswlCnCopEkQCUMnISEU1TXRdJ9xcRVV3rAAYVA+b39hEazCMAahZs5g7yYX9BLY/PnjYkdB3LMwlRc5pGJVsFoUvXTSR0gwXamzJ6c3qLlZtbsIbOrEQoxBiICkSRAKwMqFsChkOa/QFGdjBunU1+IODX+DDB57mkZerY22UVTIWLmVuqvPox/0eZmNND1vrvYRjzfqn5bg5pzgVu3RYHLUKUpx8flkR6bEQo6ab/OyVag61+ePbW4UQJ06uiiIhOBeuYGmRB6cFMLvZ+Pef8c8N1XSHB64rhxte5Q8//DOv1/agGYB9KlfdeC5ZSY4hBw5XbWmkM9A3i3DbvFzSXDYJLI5iqhL9Pi4pTcURK/YaekL8Yn0NHf6TbMUphJBmSiIxKJ4F3HT7UtZUPsfBzhDhprf4+5c/xFvnLOXsWaVkOSN01e3kzfVvsqu6FW/YwMROydV3c9P8LNy2oQ3xHX6N/+5qJaBFZyk8dpUbZufgsUu9PNq57Ba+eUkpm+u88W2Qq7Y0cf2sbC6blhkvHoQQQydFgkgMioPiaz/HFyub+P4/36Xep+Fvr2bL6n+za50Vi2Ji6BrhkEbEMAELGYvu5p5PrWBSmoOhpgme3NFCs7cvsHjl9CwKUh3xtWwxus0rTOZ9C3P57Wu1dId0AprB9146xPzCZIrSnSP99IQYdaS0FgnD4irigk/9lJ9+6y6WT8vEYTHRw0ECPi9erw9/IEzEMFHdBSy69ev8/McfZmlJGo4h7kgwTZOHNjcO6LB454I8kiWwOGZYVYXPnF/E1Gx3fKfKlnov/9zYQPdQD4ASQsQp5sn0shXitDGJBH34elqp2rmZTVv2Ut3cRpcvgtWdTv7kWSw8dxHTJmSRluzEdgJbFt+s7OLGf2ynvjsEwJz8JJ758DwK04aeZxCJzzThka1NfPrxvbTEtkHmJNl59sNzmVeYLNtchTgBstwgEoyC1ZlEqtPDzCX5TF18KbquY5igKCoWqw2bw35CxUGvh7Y0DThO+NZ5uaRJh8UxR1HgulnZPLm9hSd3thDUDFp8YX6ytprfvqec7CTbSD9FIUYNWW4QCUrBYnPgcntISk4hJSV68I7b5TipAqHFG+b5PW34Y4HFVKeF62Zl4ZbA4pjktKrcu6KEvCQ7CtHZhf/sbOHlinaCmnRiFGKo5AopxoXHtzfT4g3Hz3q4ZmYW+SkSWBzLZuR6+Mg5BaQ4oxOmwYjBD1YfoqE7hCyyCjE0UiSIMc8wzAHd9xSiR0InSWBxTLOoCh8/bwKz8jxYY7NPu5v9/PmtegkxCjFEUiSIMe/VQ53safajxfY9LpyQzNyCJOwWefmPdeluG1+9uISM2AFQumHyhw117Gj0xrbSCiGORa6SYsxbualxwJ3jbQtySXVJZnc8UIBLyjK4anomblv0ctfh1/jRy5W0++UAKCGOR4oEMabVd4VYva+dQCQaVst027h6ehYumyw1jBcOq8rXLi6hMNWJooAJvFTRwdM7W+NHhQshBidFghjT/r2tmTZ/JB5Uu35WNjlJdmSr/PgyKcvFJ5cUkhYLMYYjBj9+uZLarqCEGIU4BikSxJgVMQxWbW7EF7tbVBW4fX4uSQ5ZahhvLIrChxYXsKAwGZslWiEebA/y+9dr6QzIsoMQRyNFghiz1lZ0cqAtGA+onVucyow8T3yQEONLitPK1y8pISsWYjRMk7+93cCmup74seFCiIGkSBBj1oObGugO9Qsszs8l1SmzCOPZ0tJ0bpyTg8cezaR0h3R+8FIlbb7wCD8zIRKTFAliTKrqCPDKgU5Cse56ecl2rpiWKYHFcc5mUfjyRcWUpDvjuZTXKjt5dGtzvI+GEKKPFAliTHpkSzMdgQi9k8g3zMom02NHGiyKCWkOPnN+EWmu6LKDppv8bF01lR0BDEkxCjGAFAlizAlHDB7Z0hQPLFpUhdsX5EmHRQGAqii8d2Ee5xan4LBGL4G1nUF+tb6GDr90YhSiPykSxJjz4r52qjqC6LHA4rJJaUzNdsdb8wrhtlv4+opSsjy9IcZo060NVV2EInIAlBC9pEgQY87KjY309FtfvmN+LqlOmUUQA51VlMKdC3JJjs0w+TWDH7x0iBavhBiF6CVFghhTKlr8vF7Zdzc4IdXBxVMzcFqlSBAD2SwKn1s2kSlZbiyxWaaNtT08sLFRDoASIkaKBDGmPLyliY6AFg8s3jQ3hwyPTQKLYlB5yQ6+dMFEMmJneWiGya9erWF/qz++XCXEeCZFghgzAmGdx7Y14w9HZxHsqsJt83JJssssghicosB75uRw4ZR0nLEDoJq8YX72SjXtEmIUQooEMXY8u6eV2q4Qemwb2/Kp6ZRmuuJTyUIMxmlTuffiEvKS7CiAacLjO1p4ZX87QU1CjGJ8kyJBjBkrNzUNDCwuyCNFzmkQQzArP4kPLi4gJdaRM6gZ/PDlShp7QsiigxjPpEgQY8LORi9vV3cTjgUWJ2W4uGByOg6bvMTF8VlVhU8tKWR6bt9W2R2NPv76dr2EGMW4JldQMSas2txEZ7Cvw+LNc3NIc1mRhQYxVBkeO/dcVEJG7ACoiGHy+9fr2NXoix8SJsR4I0WCGPV6QhGe3N4SDyw6rSq3zMuNH+IjxFAowBXTM7l8Wgbu2AxUu1/jvjWVtPvlOGkxPkmRIEa9/+5spb4nHO+7f2l5BhPTnRJYFCfMYVX52sUlFKQ6UBQwgef3tvPc7lb8mhwAJcYfKRLEqLdyUyPefkdC37kgL95FT4gTNTXLzcfOKSQtFmIMRQx+vKaKus4Qcv6TGG+kSBCj2qbaHjbXe9H06NV7Wo6bc0tSsVvlpS1OjkVV+PA5BcwrSMZmic5GVbQG+OOGOjolxCjGGbmSilFt1eYmOvsdCX3LvFzSXDYJLIpTkuay8bUVxWTGQoy6YfLnt+rZUtcdL0iFGA+kSBCjVkdA4+ldLQRia8Ueu8qNs3Pw2OVlLU7dBZPTuX5WdjwA2xWM8KPVVbRJiFGMI3I1FaPWUztaaOoJ07s77cppWRSmOlDloAYxDOwWla9cVExxmpPeDOy6g508sa0ZX1hCjGJ8kCJBjEqmaUYDi/0u1nculMCiGF7FGU7+5/wJpLmiyw5h3eD+V6qp6gjEd9MIMZZJkSBGpbequtnR6IuvD8/JT2JhUQo2CSyKYaQqCu9bmMfZE1OwW6KvraqOIL99tZbOgIQYxdgnV1QxKj20pYmuYN8swq3zcklzSodFMfySHFbuXVFCdlJ0NsEwTf61sXFAG3AhxiopEsSo0+IN89zutnhgMdVp4bpZWbglsChOk7MnpnLbvNz4cpY3rPPD1Ydo8YZH+JkJcXrJVVWMOo9vb6bFF443trlmZhb5KRJYFKePzaLw+QuKmJTpwhJ7nb1Z3c2qLc0DTh4VYqyRIkGMKoZh8tDmJryxC7MC3DE/nyQ5ElqcZvkpTj6/bCLp7uhrTdNNfrGumoOtfnQ5AEqMUVIkiFHltUOd7G32x0/lWzghmbkFSdgtMosgTi9ViTbrWlaahjMWkG3oCfGL9dV0SIhRjFFSJIhRZeWmRrr6tca9bUEuqS6ZRRBnhsumcu+KEnKT7CiAYcIjW5t59WAHQQkxijFIigQxatR3hXipoj1+Mc5027h6ehYum/RGEGfO3MJk3r8on+TYAVABzeCHqytp7gkhiw5irJEiQYwaj21rps0XiQcWr5uVTU6yHTkRWpxJVlXhf5ZMYFq2G2vsxbel3ss/3mmgRw6AEmOMFAliVIgYBqu2NMXb4aoK3DE/lyS7LDWIMy87yc6XLppIeuwAqIhh8tvXawfkZYQYC6RIEKPC2opO9rcG4hfgcyamMiPPEz/KV4gzSVHgmhnZXFqWjssWvYy2+DTuX1tFhxwAJcYQKRLEqLBycyM9ob6p3NsX5JLqlFkEMXKcNpWvLS+hINmBApgmPL2rlRf3thPQJMQoxgYpEkTCq+oI8Mr+DoKxC29uso3Lp2VKYFGMuGm5Hj58TkF8h00wYvCjNZXUdweR85/EWCBFgkh4j25ppj0QiSfHb5iVQ5bHjjRYFCPNoip87NxCZuf3LX3tafbz5zfrB2zVFWK0kiJBJLRwxOCRrX2BRYuqcPv8XJLkSGiRINLcNr66vISMWIhRN0z+tKGO7fXe+CmlQoxWUiSIhPbSvnYqO4Lxtrfnl6ZRnuOJbz0TYqQpwMVTM7hmRhZue7R47QhE+PGaStolxChGOSkSREJ7cFMjPf2OhL59fi4pTplFEInFYVW5Z3kxE1MdqAqYwMv7O/jPzpb4LJgQo5EUCSJhVbT6ef1QF6FYh8XCVAeXlGXgtEqRIBJPaaaLTy6ZQJoruuwQihj8ZE0VNZ1BpHWCGK2kSBAJ65EtTXQEtHhg8aY52WR4bBJYFAnJoijctSifhROS4weOHWoP8vvX6+gMyLKDGJ2kSBAJKaDpPLatGX84OotgUxVum5eLxy6zCCJxpTit3LuihCxPLMRomvzjnXo21nYT1qV3ghh9pEgQCem5PW3UdIbQY5vNL5qazqQstwQWRcI7rySVm+b27cDpDun8cHUlrd7wCD8zIU6cFAkiIa3c1EhPqC/wdcf8PFIc0mFRJD67ReVLF06kNMOFGlsbe6Oyi0e2Ng94TQsxGkiRIBLOriYvb1d3E44FFkszXFw4JR2HTV6uYnQoTHXw2fOLSHdHC9uwbvKLddUcavNjSCtGMYrIVVcknIc3N9PRr8PizXNzSHdZkYUGMVqoSjRDs6QkFYc1epmt7Qrx61draPdLJ0YxekiRIBKKNxThyR19gUWnVeXmuTkSWBSjjsdh4d4VJeQk2QEwTFi1pZk3DnXGt/UKkeikSBAJ5ZldbdR1heNTspeUZVCc7sQigUUxCi0oTOHOBbmkxE4s9YV1fvhyJU09oRF+ZkIMjRQJIqE8eHhgcUEuyXIktBilbBaFz5xfRFmWO17obqrr4YGNTXTLAVBiFJAiQSSMLXU9bKrrQYvtJy/PdnNeSVp8TVeI0Sgv2cEXLyyKHwCl6Sa/ea2GfS3++JkkQiQqufqKhLFqSxNd/QKLt8zNJd1tk8CiGNUUBa6blcPFU9JxxXboNHnD/GxdtRwAJRKeFAkiIXQGNP6zowW/Fl1q8NhU3jMnG7ddXqJi9HPZVL52cTH5yXYUwDThqR0trNnfQUCTEKNIXHIFFgnhPztaaPSG4wfhXD49kwlpTixyUIMYI2bkJfHBxQWkuqIZm4Bm8MPVlTR0h5BFB5GopEgQI840TVZubsLbL7B454I8kh2y7VGMHVZV4RPnFTIz1xNvL76rycdf36qnKyAhRpGYpEgQI+7t6m62N/jQ9Oj91Kw8D4uKUrBLYFGMMRluO/csLyEzdgBUxDD5w4Y6djZ6iUiIUSQguQqLEbdqcxNd/baD3TY/lzSXBBbF2KMocGl5BldOy8QdaxDW7te4b00VbT4JMYrEI0WCGFGtXo1n97QRiAUWUxwWrp8pgUUxdjmsKvcsL6Yo1YGigAm8uK+dZ3e34g/LAVAisciVWIyoJ3Y009wvsHj1jCzyUx3x0/OEGIumZLn52LmFpMUahYUiBvetqaKmM4ic/yQSiRQJYsQYhslDm5vwhQcGFpMksCjGOIuq8KHF+SwoTMZuiRbE+9sC/HFDHZ0BWXYQiUOKBDFiXq/sYndTX2BxQWEycwuTsVnkZSnGvlSXja+tKCErFmLUDZO/vt3A5rqe+HtCiJEmV2MxYh7a3Eh3sG8WIRpYlCOhxfhxfmkaN8zOic+edQUj/OjlSlp84RF+ZkJEyck5YkQ0dId4cW87gUi0SMhw2bhmZla8ba0Q44HdqvKlCyey7kAHu5p8GCasP9TFE9uauWtRQQIuvRl07t/IjtoeQpHe2Q4n+bPmMyXHzQnnjU0/tVu3cLA9QG/jyaSJ85hbmo5TrgUJQYoEMSIe29ZMq0+Lh7SunZVFbpJdAoti3JmY7uR/lk7g688epM2vEY4Y/HRdNRdMSWdGriex3hNGJxv++WN+ubqKjmBvkWCj7H2/4Cd3n0VBiu3EPl9oO4//7Hs8sacZnw7g5pzP/5nJhek4T/BTidNDSjVxxkUMg4f7BRZVBe5ckEuSQ2pWMf6oisKdC/I4pzglfuJpdUeI375aQ4c/wToxhvexc0c9TU1ttLe3x340s+WlNezr8hE+wSiFXreH3TVNNLXGPleXh5wJLqy2BCqMxjkpEsQZ98r+TiraAvEOc2dPTGVmXhI2i1wYxPiU5LBy78Wl5MRCjIZp8uDmJt6s6iIUSZwDoPSa3VS0BgkPeEomwf2v8MrOTnwnVCWYeCv2Ue0L0btyoWRMoazQjcMq14JEIUWCOONWbmqk+7AOi6lOmUUQ49uiiSnctiA3fmaJN6RHQ4zeRAkxGnTt3Uu1P4R2eC0QrmL9y9vo8J3IYVURDu49SE8oTG/N4ZhUTlmK48SzDeK0kW+FOKOqOwKs2d9BMJZSykmyccW0TFy2RAtoCXFm2SwKnzt/IlOz3FhiB0C9XdPNQ5ub6AkmwrKDxv49++kJhQcpBDTqX3uZjS0+gkOd+DCaqNjfTDDeJ8VCYdk0MhwOGZgSiHwvxBn16NZmOgKR+EXmhtnZZCfZSaRslhAjJS/FwecuKCIjdpy0ppv8cn01Fa1+9JE+AEqvZe/eVoKhWBWg2HHY1fh7N9L8BmvfasIbGGKV4N/Pvkovod4lCiWVyeUTcTlkG3QikSJhzDHQAj10tDTS0NhCe08QPUH6vIYjBo9s6QssWlSF2+dLh0UheqkK3Dgnhwun9G0BbOwJ84v1NbT7R7YTo9G9lz3VvvjWR8U9n4vPn0CyO7ZUqLfzzpo3aOjxM5QTKCLVeznYGeoLO9pKKCtPwSFrDQlFFoJHO72L6i1vs2HD22zeuY9D1XW0dAXRdB0TBUWx4EjOIr9kCtPmLGLJRRdyTlkWzhE4hnl1RTuH2oPxO6KlJamU53iwqnLfIEQvt83CV5cX805NN1XtQQwTHt/WzHUzs7h6RvaI9Q/QKnazvzsUDy2qE6ZzxVVTadj9FNt9PUQw6Nz4Mq/VXElpVhLJxxxdTDr27ac+EI6HFi0F5UzLciD3DIlFioTRKlDHW08/wmNPvcg7+1vo9gcIhTS0SOSIaUlFbaD20B62vrGap/71R0oXX8Udd7+Xy2dmn9EU8YMbG+kJ9d1j3LEgj1SnXBGEONycgmQ+cFY+v1hfQ1cwgl8z+NGaKs4qSqE4wzUC0/E6dXsqaA32hgwVUoonM3lhCeeXruVASw/dGpjebaxdV8n15dkkH7NnQogDew/ijecbFJIml1HicSC7HxOLzOuMOhoNG/7Jtz52N1++7288+/Y+apva6OrxEwxrg65bmoZOJBzE39NJe+Mhtr7wN77/yU/wrQfepqFfPuB02t/q57VDfdu5ClMdrChLx2mVIkGIw1lVhU8umcD0XHd8pm1bvZd/vNMwYGfQGWP2sG93Jb6QFrteWCicNBlP2lwuOm8yKW5btHAxA+x+ZR0VXf4jd0D0p9ex/0A7ofheSisTy6eRLKHFhCPfj9FEb+LNP93DZ776a57cUEFDWw9Bzegb5FUb7ox8SqbNYdG557J44VymFeeQZFP73XmYREJeOuq38cwvv8o3/98b1Pu1014oPLK1iY5A39e5cXY2mR4JLApxNFkeO1++sJhMd/SOPGKY/O71WnY3+eI9Rs4YbT97DnT3DepqFqVTc3DaPUy96DympLhjMwAmwYq1vLL72D0TTG8F+6p9hHorCTWXsvJsXLLWkHBkuWG0CFfx0s+/zc/+/Q6V7YF+Fwkb6WVLuOzqK1ixbAGTsjzYbRYsFhXFNDD0CIGOKra99hLPPPY0r1a0EdJNMCMEO6t54y8/4FcFv+Lr15SR6jg9NWNA0/n31mb8sQuMTVW4bX4uHrtcEIQ4GkWBK6dncVl5C//e1oxfM2j1ady/torf3zSN3CT7GXsuet0e9jUHie9WdBQzdbIHu13FOfkilkxbyZambsJhE0KVrHt5G+87K5dUh3PQpZHIgX0c7OnLNyjuSZRNTsJuHwV3DUaAjsZGmlu7CVs9ZORPIDfVMWazVVIkjAZGM6/99jvc/8hbVHUE6T1F1pI2ncvv/jQfum4BxRmpeFyOQbsWmjk55E2cyZIrrmXtH7/Pz/+9leZABBODcNcBnvvdH1k859tcMyWN01EnPL+nnerOUHyXxUVT0pmc5R6zbyohhovTpnLP8hLeqOriQFsA04Rn97Txwp42bpqbg/uM9Bcx8e7dTZWvr4mSJX8KU9Md0euFo4Rl58/kgXeb6AqHMNGof/VlNt19HvlpTlxHXFMMmvftpykQju+CsBSXU57mPC3Xn+Fi+qp47fGVPPbcq+yo7iQQ1jEVBdWeSuGM87jitju5/txSUp2WMbWFM4G/JSJK4+DjP+Vnj7xNdb8CwTnxEj7705/ztfcvZ1ZRDmlJzqO2NVZUKw5PChmFs7nqCz/mW7fNITN+JLNOoGo1D/x7Gx2nadlh5aZGvAMCi7kkyzkNQgxJeY6bj5xdSFqsK2lQM/jJmirqu0Kcmd3NEfbv3k93v9Bi0uQyJrrtRHPPdiYuW8rMdDe9EwGRpjdY+1YzvkE7KwXYX1GJLx5aVMmaOo08lz1h71qN1rf56ze+wP/+aiUvvb2XqtoGmpqbaW5qorFmP1vWPsKv7/k03/jb69R2D9ZsavSSIiHBafse5dd/fJmKZn98q5Ct4GI++4OvctvSqeSmOrAMdWFfseBMn8SFH/80N0xPI76xwPCy77n/8k574IQPaDmeXU1e3qzuIhwLLJZmuLhwSsaIbMEUw8PUdMbUVTDBWVSFj5xTwNyCvvNN9rT4+dOGOjrPRIhRr2PPvv6dEa1MnFpGUr+Qoa1wGRfMzcTjiF2L9DbePlrPhEgV+/Z39jVRwsmk8ikkO+yJeQduNPPKn37JQ2t3UNPmRU8qZfGVt/HBT3yKj3/4Dq5cXEyyEqanuYK1f7qfv6yromPIbScTn1ypE5lewzP/7wHeqOkkZPQ2MJnOzfd8ievPKib9pKa1VBw553DrjYvIcve9KcP1r/Pqlu5+b9zh8fDmZjr77aC4aW4OGW6rBBZHGTNioK2pxnf3C4T+uA0zYc4TGB/S3DbuWV4SDzHqhsmf36pna10Pmn56KzbTu4+9h/qHDHOYUpaNq3+myJbP+RcvIjfZFRtUYj0Tqns4/CBLs6OC/fUBwvEGCUWUTUtL2CZK2p5n+PeavTR0h1HzLuLT9/+SH3/nHj79yY/xsc98he/89k/c96GzKUyxEO7YwzOrXmB/u5dEaKQ9HBLzuyIA6HlrFQ+9Wk1XqHcHg4uyGz/N+88vJfNU1r0UJ0UXX8L8TFd8ehC9he1bDhLWhu+l7Q1FeGJHX2DRaVW55Yyto4rhYHQGCf1jBz1XPIbvrucIP7wHo6obTvPAJAZSiGZ5rp+VHQ/8dgYi3LemkrbT3Ikxsn83B7r7Tn5UXKWUTTk8ZGgha8nFnF2QjCv29jZ7trH21Up6Dnt+of17OeTt67SoZExO4JMfI+x/4zX2tXkJm27mvucurlhYRmF2GinJySSnpJKeM4nz77qVpRNScakROre8wcYGL4GhtJ0cBaRISFRGHasffYEDHYG+oGLBCj5wx2ImpNk51cyfJWsus0uc2OKLgBq1Bw6gD2OR8MzuNuq6whixhdMVZRmUZLjih9eIxKVXtOP/3gZ6LnwE/5fXE3m1FqPeixmIYPo0ztBiuOjHYVX50oUTKU53oirRFZ+1Bzp5ckdzvNX58NNp2LN3QMhQLSqjLNWB47C3sZq2mBVLi0npbdNs+tm19hX2d/fvmaDTUHGI9mC/kx9Ly5manKAnP5rdHKiojfaHsBQz+6wS0pNshw2cKvbsecwsTcJpVzCDNVTWBwkfs1HE6JGI3xYB6Ide5vl3mvHFm404mXHtrZxXlIpjOAZZaz6TS9Kx9csGaM0NmMbwXWwe3HhYYHF+3zG4IvGYEQNtbXRJoefKxwn9/F30na2YbQHQ+tZYTZ8GI33Y0DhVkunik+cVkuaKLjuEIgY/XVtNVUcgXowPLy/79vRvoqSQMaWcApeDI278lSTmXrqMyan9eibsW8sru/r3TAhw6GAN/nBfU6aC8ulkOBO0iZLRTnt7mEgEUNPIznZgHWzGw5JGWooViwoYfnxeHWOMxBIS8vsiNA6sfZldncF4WFFJWsDlV5aT7hquE9KspGUkY1H7XgKmz8twvbK31PWwqa4HTY9+vrJsF0smpWGXwGLCiS8pXPkYvvfHlhQOdWF2hwctBkxfGHOMXABHG4ui8P6z8llclILdEn0vVbYH+d1rtXQETsMquHaQ3RVdBOM3Kw5Ky6eSMmjIUME1bQUXzEjH07sUEapk/ZrtdPpC0aIgUsPBqu6+fIOSwuTyibgT9uRHD6VLruT6m2/l1tsvY05W3w6OAcwgobARfbsoTpxO9ZRnexNFou44Gd/0Bt59az/eUCRevXvmXsj5hR6G76gDFY/bNXBnxDBe+VdtaRoQWLxlbi7pLluCXgjGJ72indCqvWiPVUSXErpDA2YMjsb0RWS5YQQlO6187eIStjd6qeuK9h/518ZGrpmZzfIp6cNaiOsNu6loCvQ1UbIUMKU8A/vRGho4JrH8ojmsereJrlAQE426V19m04fOJTfNibPnEAfr+k3F20opT+STHy05LL75Y8yNGJjYcCa5Bi8StHrqGkNEIibYC5g4wYVtjBxCIUVCAjK6trF5n68v/YuNssWLyHbZh3XqJxLRMftf7B0uhmPbQWdA4z87Wgho0SuL26Zy45wc3Il6IRhHTN0gsr6W8IO70dbVYLYGML0nuHwgyw2nLKIbBDQDv6bj1wyC4b5fBzQdf9ggENEJhI34Y9Ef0Y/rCkSwWxQsqoJumPSEdH70ciWz8zwUpjmH7Xn69+3jkDcczxQoyZMpm3iskKGNwosuZv7fN1DfGSRggNb4BmveaWHZhHSsVQeo7t+UqaCc8oQ++dGCw5OC45gfY9K18WXequ7GH1HwzDuXRXmeeIBztJMiIQFFDuzhoFeLLzVgKWLmnFxcw3pErI63xxfvggigOIenSPjPjhYae8LxceTyaZkUpTmH3s9BDDujK4j21AFCD+zC2N2O2RHEDEZOqt/BeAgu6oZBQDMHDMyBcO8gHhvI+w/ohz3W97Gxn8N9vw5GDDTdxDBNDBNM08SE+K8NE0xMTLPvMdMEg/5/DuGIMeBAtzerunh4SzMfObdwmLI/Ggd376MrFIqHDK0l5ZQdJ2RozVnKxefks662g4BPB72Nd9a9TfOlhWgHD9Ec7A1BRpsylY7akx8NAq1V7HnnBR7802Nsb/Sip8zh5ruupiw7eZT+m44kRULCMeiuqaZVi8TfmIqrmMnFrsEDMyf9ZXzUN7TFMwMA9oxsFPXULi6mabJycxPefmnr9y7MIylxbxXGNH1/B6FVe/qWFLqGtqRwLKYvDCOcSTAMk2DE6DeI9/t1uG9gD/b+WViPDvSxgT866Mfu1uNFQN/dfTg2iPcfqAcbvKMDNwM/Nv4xR3/sdJRYYd3kl+urWT41ndn5Sae+i8hoYu/eRgLx8LFK7tSp5LjsHPPdrKZzziXnMfGFQ3T4vETQ6Xh3PW83XsTEfdX9QotWJpaVj7qTH822V/jdd//JG4caaO3oxuv30t0VwlN2Ce//+Ce4dVkp6YncX/oESZGQcHSaG5oJ632nO6qZBRS4LRyl6/LJidRQWR2IrqEBYCFrYhGWUzy6+Z2abrY1+IjE9m3OzPWwqChFAotnkKkbRF6tI/zALrT1tdElhZ7BQ4gnxRc57ucyTZNQxBx4dx27o/YfNnXeO6UejOh9A3pYJ9D/78cH+ehAHooY6L0DrgnG4YP3YAN6bHDuG7z7BuzBBvTRwKYqmBA/8K2uO8SvXq3hJ1dPIftUD4Dy72XPIW9ffkBxUVo+GfdxOyOqJM2/lKWT/ktFm5duDYzOTby6YQdzdrf2O0kyh6nTcnCOshsIM9zKoV072XmwFX/sOq0ml7Jg1mxmlhWR7raOmdAiSJGQgEy6u7zo/XYZKOkZZFjVYa22jcZt7KwP9buptDOhuAiL9dReEg9taqIr2BdYvHV+LmkSWDwj4ksKD+7G2N0WXVIInNySwrEEukP89LkDNKU5Bp1OD8Tu4PX+d9P0G9APe+yoU+4D/t6Rj40GVkXBZVNx2Sy47SpOm4rbZsHV+7Nd7ft17ONcdgtumxL9tc2C26bGHlNxWft/Lgs2VaGyI8AHHtpFTWcIw4RHtzZz7cwsrpiedUrtz7WDe6joDBHqvUZYiikrSx1SyFBxz2DFhdN4fFcLPZ1hTKOTLWseI3SojaDW2z12MuWTk3CMhpMf+7Mmk1NYRFHIQnNHO13eMLqvlk3P/pkDW7dw8xe/yl3LSkl3jo0bIykSElAoFBpwo6Y4XbgsyjAOtAZtmzdS4Qv35R6spcycnYbtFHIPrV6NZ/e0EYwFFpMdFm6YlS2BxZOk6QPXuoPxu3Cj3121jvVQNxNWV1H6ah32Zv+wLCkci8Wv8diWJqpT7IOspff9ejRQFaIDr90yYLDuHZhdNsthg7iK2z7IY70DvtXSN6DbVGwWFVVRUJVo3EdRFFSiv1YVJfYYqCgDHlMVUI7yWP/PpQAT0py8/6x8fv1aLd3BCL6wzo9frmJBYTITM1wned0waNq9l8b+TZQyJ1NW4MI+lFFDcTJpxYXMemgTzV1hQqZJ96bX2BQJx1+alomJf/LjYNSMZXz8/vl8IBJBj/ho2vsWL676F4+9dpDmivX888cecvPv5doZOXhG1yTJoKRISEDK4QE/RWE4SwSMZt54ZSudwb7TyixFCzhrovuUUsZP7mim2dsXWLx6ehYFqQ7UMRpYPFq4LRAxBwTX+t9t9x/ce9fPo2vnZnwaPppsN4j0htvoF16LTYejm5xT5+Wm3e3Mr/Li6QljDUQwz8DobDVAC0QIuKyn/ZwnVYl2GnTbLLG78L476fgdeu8deL8BfdC7dpuKyz7wrt1hVWODrjLoIBx9rP+AfuRj6oDB/8hB/nSzWRQ+taSIF/e2s6muh4hhsrm+h39tbOTT5xeR6jyZy3yAij2H8Ib6rhGO0nKmJNkH3wI4CEfRcpYv/BdvN3YRChiY4RB9J36oZE0tJ8+ZuCc/HpXFRWq2i1QATHJzC5k8axqZ376HP7xSSWflah55+lqWFi3FnZagh1adgFH3/RkPnI6BA6sZDBDQzWG7IOs1a3lxYxuBeBc0lfxF5zA1aZAuakNkGNHAYv/2sHeOcGDRMExCEWPAWra/3+AcD7Vphw3o4dhaeFgnEDk8tT6UcFv/6fHBwm1m7GOOXAvvn2Yf7PudEtK5/GAXt+zuYFp7kLSgjjNinPELkTtiophgKuCwHD74qkdOkx8xoPe/I49OnffejbttltjdffRxi9Jv8GXgwBx9rN/g3e9Ove+xI//emRzEz4TcZDtfvHAin35iH83eMJpu8rvXa7ikLIOFRSlYT3SRXDvInn0dffkBLBRMLSf9REKGtjzOX7GYv6+rpSPgPyzr6qS0fGrinvw4ZAoWu5uU3Hlcf8NSntncRE+zj31vvkv1+xaSl2bHNtJP8RRJkZBwLGRkpQ14UxutzTRrOobJMIQXfWx+4km2tvXrp26bwkWXzzulZkevV3axu8kXP5FufmES8wuTsVmOfUkJRQaG0gZuMesblA8PwPUl2PvtIe+31zwY22o2INw2hK1mh4fbBg+89a2hn0mL6n3cu6GBGa1BUkM6thGc03/guqmoZ+fjdFmxqEr0rpqjTaEfY0CP3ZUPGNAP+1zi+BQFrpmZxVM7W3hiewsBzaDJq/GzddX85j3l5J5giNFo3su+hgDh3iaOSiqTy4tOsDOiSsY5KzinaDVV7X68/Tu+WyZQNj0Nx2hbazgaxUr63JmUJD1DRYuPUH0VdYFof4nRvhVSioSEYyF3QgEuiwWFaADQaN7D7oYQS3KSOdUDFPXq51n1TAUd/bohumZdwuUz0nCdwhbLhzY30tXvbHuHReV7Lx1CN83o9Hnv9Hu/LWfB8HHCbQw+MI+1cJtFVXBZlX7htH7r2v0Ca+nzFHavKCZY1cPEna3kb20lpbobZQROZCxLsmPP8aCOsmT6WOayWfjqRSW8VdXNwfYApgn/3dXKdTOzec+cbFwncPEIVOwecFIj1mLKypKxn2C+SE1dyIrzS3hufyve7r7rg5IxhfLhPPnR9FL55mpeXvsa7+6qoqGlk4Bpw5OeR8m0eZxzyVVcsqiENMeJnZ6r7Xqc3/z7XRq7NNIX3cGHr55FVtLgN1OWtEwyXLFdaMEgQdM44zcSp4MUCQnIVV5OsctGfXcIDSC0ny1b2whNz8DtOt6bVKO1uZvkzHTsFnXgi1mv4/n/+zuv13bTN4tYwIo7rqEszXXSSw0N3SFe3NtOMNI3obi53sv2Rt8RU++HN4UZDVQlesy1226J/jxgXbxfAt02MAAXn1ofkGDvnWrveywabht8yjx+Zx5bK1cVsGoG1rCONahDTQ+R1+qIrKsm8kYDZk/o9GzCP4zi10b5NPHYND3Pw91nF3D/2io6AhECmsF9ays5uziFyZnuIc7MaFTu2kdHqO+kRkv+VMqynSeeWVI8zLrkAsoe301rT1e86BjOkx+Njs38+9e/4YGXtlPX4SUQ1ohEDEwUVMt+9m5/l/XPPsHjF76fz376ZhZOSBry1zVa9rJh9YvsbQ6S77iI2y6ZTlbSURYQVBtWNXrNVRwunKo6Jt4jUiQkIGvhIhaUuni3zUv05GYvm/77HPuvLmK+y330b5rRwZZVP+X+Bw4x7RPf5bOXTiIlPp0X5MCTv+H/rT5Ae1CPnwmRuvh27lw6geRTmPZ7fFszrT5twJ17KGIQOunPeGIUouG2wwNqg6+BD9xe1vu426bGC4HDk+tOm+WwKfPB17ePFXiL//2jPHbS8j1YZ2dh3jUTsytIZGMTkfW1aK/UYBzsgshp2uXgP36vBHHmWVWFj55TyPN7WtlQ1Y2mm+xu8vPXt+r58vIS0l1DueRbmXrnz3jo2lBfR0dbMlnZqUMOLfZRcJXfyY8fvoZgRI/Xr4ozjZxMz7GbMg2FfzeP/PiH/PGF7dR3hRg4qWaiRwz0iEbI72XLf3/NtzrDfO9/72BhwdA6IirJbuy6Rjjop7WllZB+9FNyzZ52uoIRdBOUzGyy7dYxMcCOhX/D2OMoY/myclZu7yAQiWBi4tvxBA+svpQpN5STPtgpT4H9PPerH/Gbx9/mUGuIHT/+DinJP+LuJYUk2Qya1/+OH/z2Bfa1BeNvJDVtEe//xHWUZ7lPehYhYhg8dFhgcTB2i4orNji74wO4BadViQXWoo9HH1MPC73131du6fs8scedNvXo6+LxxwYPsh0r3DYq1sWtKkqyHSXZDjku1KIU7JeVYvo19ENdRF6tRVtXQ2RDA/i14ZtlGAetmUerDI+Nr1xUwocf2U1jT5iIYfKnN+u4fFoW55akYjtusEnBnppDQeowPSFbMlkFycP0yfrT2P+fP/PQK7uiBQJuSpbdwE3XLues8kKSVR/NBzaz7rGHePKtSroCnVSt/wu/f3wO9911Fvkpx48UWidMpMBlZ5ti4t2zjT1dV1Kc7cF1xH+hScfmLezrDhA2FdImTSV/sOO0RyEpEhKSgylXX8vZj27jharo0oAZqmXNb+9jStEPufvsAtyHl8GqSrC1gZauAJqho9W/xT++/0PS7vsK86pW8qvfP87b1V2Ee+8M1GzO//jnuWl+PkmnkKxZf6CTitZAvOPbzFwP37iklLxk+4Cku9WiDDqNPnDb2GDhtoHbyyTcdgyKguKygsuKkuFEzfNgnZuD4+7ZmB0hIu80EllXE51lqO6GU8gynPChUOKMUYCLyzK4ekZWvIBv90f4ydpK/nzrDPKST7ETY6IIbOX5/75LbXsA3bRSeMUX+c4XrmJOUTouuw0Vg0lTypmzaA653/4qf1xXSWeolY2P/4dNV5dzcXIGzuNcO9T0BcwvT2ZdbRuB+rU89NhlzPn4MkrSBu7yMFrfZOWqV6nuDKArWZy1dC4ZHueoajd9NFIkJCh74eXcdeuzbPzt6zR4NUwMAg1v8revfZHWT3yRj183nzxPv6SxfSKXfu6r1DR/nb9sqMOnaXQfXMPvvrAXj7eZpk4f4fgUQiqz3/c1vnDjXPKSTu0c95WbmugJ9QWSPnx2AZdPy8RjtwwY5GUcHwFWFSXFjpJihxw3anEK9itLMfwaekUnkddqibxSS+TtBghEjv/5+jH92oif3yCOzmlV+fJFxbx+qJO9LX4ME16u6ODpnS3csSAPj330B0613Rt4q7ITX8QE1yyuuu0iZpTkkBy/6bGgOjyk5s3nPTcu49kt0e2Jodp3eGdfN+cVpON0HOfKZCvgomuW8ti7zXQ1dbDtwe/y1YbruP6KpcyZnIuHHhp2beD5xx7npY3VdIdNPLOv5fpzC0g9bn5sdJAiIVFZkpl522e5e0sVv1xTRU/YACNMd+0mnrj/s7z11GIuungpZy2Yw7TJBWSluLCnTeWS972HLQf/woY6H5oRor36EB39t+upqcy87V6+9bEVlGU5T2lLZU1HkDX7+wKLOUk2rpqRRarTKnf3iabfLIMl04UlLwnbwlzMj8zFbAsQebsRbV1N9Pjoeu9xZxnGw0mQo93kTBcfO7eQ775USbtfIxgx+OnaKpaWplGe4x7lTc4MWg4coCkQRjfBUjSXs4rT8Aw2v69YSZs7k9Kkp6lo8aFrDVTXBNA0E45XJGAjd9kHuPvKvfz40c009NSx7YV/cPC1R3HYLagYREIBfF5ftPtp3vl88H9uY2Fh6rCEMhOBFAkJzJY2i5u+9g26At/hr2/U4tUMMDX8HQ0c3PgCDXvW84TDid1uxWK1oOgRImEfnW2BvnbL/QoENWkKl33yHj514zlMzvZgO8WLxL+3NdPmj8THiutnZZOdZJcCYTSwqSipDpRUB+S6USelYrt2MqZPQ9/TTuTVWiLraohsbILQkXkTU4KLCc+iKnxgUQHP7m7jlQMdhHWTA+1B/rihjm9dWkqGezS3+dFpbW4lFAtD2nMKyHPajpoBsKRmkN67PdHU6On2xZdIj0d1F7P8f76DPfvP/OmBF9je6KUz6D3sCyRTsuQ63v+R93PFWSWkOcbGzgaQIiHBWfEULeWDP/gpOX/8Gf/3xEYavNEjpI1IEF9XEN+QP5dC0rTLuPGqRUzKTuIUjmgAomfZP7KlL7BoURXuWCBHQo9KqoLitqG4bZDlwpLvwXZOPuan5mE0+4m81UBkXTQAaTb5wTCjx0VLjZDwUl1W7rm4mJ2NPuq6o7sV/v5OPVdOz+TCKdFt0qOTiWn1kJ6ZheYwSCnIxGk7Rg8EU0fXib9mLVbrCeQFLDgzp3L++7/OnCvvYu+WTew82EBrpx/D7iE1u5jp8+YyrTiPrIxUXPaxUyCAFAmJT7WTXDif6774KxZesY6nV63iyZe30+iLHH9J2OrGpQYIaiamaeLd8Qi//Us5E750KZNSTu0M9zUV7RxoD8S3SC0pSWVajufE27+KxGO3oNgtKKkO1FwPlinp2G8ow/SF0Xe1EVlfi5LiGI72n+IMWFKSxo1zcvjrO/V4QzpdQZ371lQxM89DYapzpJ/eSbIx/fbv84drossNqiuN7FTnUQdno6uD7rAePaxKSSUrx4PlhE7ItOBISifHk0J63mTmaxF03QBFRbXacDgc2KxjqzjoJUXCaKBYcaXlMnnRNXxk2gXc8slqdm/ZyOatuzjY0EZnVxc9Pg2LO4XUlDTScgqZOmsBCxbMIOXgA3z/h4+wrSVAJNjKjsd+wndTk/nBR5cwIfnk2zA/uLmJnmDfNPTt83NJOamDZERCUxUUjw3FY4NsF5aCJGznFQJEt12KhOewqnzhwom8crCDHQ0+DNPk9couHtvWwgcXF5A8Kmf/FOwp2eSlDOVjTbq27+CgN0jYBMVTxqyy5OOHFgf9shZsTje20VpbnQS5qo8iqs1FcoaL5LRMcoqnc/ZlYbSIjm7oGAYoqoqqqlisNmwOB06nA7XsM3w75ONrP36avR0hIr463vnH9/hRyo/59nvnk+M68d0NB9oCvHqwk1AssFiQYufS8oxTOrtejBKxWQYxuhSlOfj0kgl87dkDtPo0QhGDn6+r5sLJaczKS0IdwzOAZvdWHn9sA3VdAQws5C27giWFKbjlZTwkUiSMRqoVuysJu2sIH+vMYNq1X+KbPT6+/uuXqewOo4XCGObJ7197dEsT7X4tviR945wcMj0SWBQiUamKwm3zc3l6Vysv7G0nFDGo6Qzym9dq+dFVU8jyjOYQ4+EMIiE/3S31HNz5Ji8+9gjPvlFFV9jEPeVaPvah5ZRmuE692+M4IUXCOGBx5TDv9nv5eo+P7zzmZcknvszdl88hy3lih50ABDWDf29txq9FiwybGr34jIV910KMZUkOK1+7uIQt9V6qO4IYJqza3MQ1M7K4bFomjjEwE6hXPcb/fu0fvF3bSTCioYWC+Lw9BEin/NKbufsjt3Ph7Dw8hzWQa21t5cD+A2iadkae5+w5s0lJSUEZBXdWUiSMCwo2TyHnfuh7/OEqlezCXFLdNk5mhvGFvW1UdQbjgcULJqczJcstgUUhRoGFE1K4Y34uv3+jju5gBG9Y50cvVzKvMImidNfoD96Fu2muq6GmprPvBEsspE+by4JFZzFrcjbJg+w+2LJ5M7/46c9ob28/I0/z93/6I3PmzMFiSfybKykSxg0Fe2oRU5I5pfXHBzc10tNv3/wdC3JJccjLSIjRwGZR+PTSIlbv62BzfQ+6YbKxrocHNzbxqaUTxmj4WKf74Ab+8/udvPP6tXziSx9lRXkGrn5NFUKhEG1tbbS2tp6RZ6RpGuYoaUammKPlmYoRt7vJx2V/2kJtZxATKEl3svaTCylOd0oeQYhRIrrM0Mjnn6qg2RsGoCDFwVMfmsP8wmQso3lWMNRObXUTnd4eOluaqD2wg3fXv8TaTdV0h3QUexK589/L//74YywtTqP38NumpiYq9u4jHA6fkae54KyFpKamjorlBikSxJB954WD/HRdNd7YTMKXLpjINy8tHaN3H0KMXf6wzt0P7+apnS0ENANVgdvm5/KL68rISRrNW1tNTMPENA10XScSDhH0N7P14Z/ww7+sp7IzhGnL4OxP/Zr7PrSYgpToNnDDiH78mRoObTbbqCgQgDFxSJU4A7whnce3t+APRwOLDovKLfNyJLAoxCjktlu4Z3kx+cn26CBpwpPbW1lT0UFAG80ndynRreAWKza7A1dSCuk5kzjv/Z/m1sX5pDgUTK2DrS++wr4uH1rvmXeqis1mw263n5Efo6VAACkSxBA9u7uVuq4QRqzSXlGWTkmma3RPTQoxjs3KT+IDiwpIdUVnAv2azn1rKmnoDo2xs7tU7KnlrFg2gzSPHQWTwKFt7GrxExrN9dAZIkWCGJLokdD9A4t5JEtgUYhRy6oqfPy8Qmbm9rVT39Ho4+9v19MVPLGjwxOfndyySWQ77dH+COEWGltCRCJjqho6LaRIEMe1tb6HjbXdaHq07C7LdrG0NG1M7KsWYjzL8tj50kXFZMaaKUUMkz9sqGNno3fIpySOBKNpLf/3tc/xqQ9/mI9+5Fus2taC9zh1jTUtnWSrJbb1W0MLm2NsxuT0kFtBcVwPb26iIxCJd1i8aW4O6e6TP/dBCJEYFAUuK8/kimmZPLK1GX9Yp9Wn8dO1Vfzh5unkJuj5HKbWTMW7b/JGVQchSzmT3hvkeJMCis2KVVVi1y0nLpcFZYj3OXrVi/zx72s52B7gyIPTD/s61jKu+cKdnFuQinMMXCSlSBDH1BXQ+M/OFgJa9K3htqncNCcH96meNS2ESAgum8pXLipmQ2UX+1r9mCa8sK+dZ3e3cuu8XNwJGE62uN3YTZ2IFiasd9LZHUHXTbAdfVTWu7voiejoJmBJIyPDjmWIJ5lqVZtY9/JL7G72Hf/0XXs3sz9yI4tIHfK/J5HJlV4c09O72qjvCdM783jZtEwmpklgUYixpCzbzUfOKSDdFV12CGgG96+toqYzmJhT8p4C8jPt2CyA3syBfc0EQ8e6x9dp2rWPJn8YHbDkllKaZsc+pBHQoKulmQ6/n0BQw7TYsTudOI7yw+lyYFWUMTPTKjMJ4qhM02TlxkZ8/d58712QR9KoPFpWCHE0FlXhQ4sLeHZ3G68e6kTTTfa1BvjTm/V8fUUJGe4EOwDKPokZ5Rk4dzTSHQmzZ/VzbL++jKyUdAY7Adr0buPZl3bQ5g1hopI1dwFTkl3YhzSS67Q2t6FFIpiWydzwg+9xx9x8Uo42eipOUnMzcI2RKkGKBHFU79Z0s7XBi6ZHbyVm5npYPDEFuwQWhRhz0t027llezJ5Vfuq7Q+iGyd/erueq6ZmcPykd2xCn5s8IJZUFSxeS9/wh2nw+AhVP8ttfFZL0xVtZXJQyYIbA6NrLM7/9BY9uqqdHM8FWzPkrFpCd7BziVLpOa2s74YiO4pnAlLJiiotz8YyTy6AUCeKoVm1poivYF1i8ZV4uaS4JLAoxVl0wOZ3rZ2fzz3cb8IZ0OgIR7ltTxbQcDwWpjpF+ev2opC+5hevOeo3qlw/RGeqi4sXf8bV9a1m4eAHTinNJtet0N1aw9c232FpRS2tPGMO0kn/xXdy8uIBUxxBHeaOTllY/kYiJWlhAodt2rOjDmCNFghhUm0/jmV1t8cBissPCe2Zn4x7aIp4QYhRyWFW+eMFE1h/oYFeTD8OEdQc7eWJ7M3ctKkiopUbVU8b1n/4kB5ru56mtTfiCXTTue5eXqrez3mZFVcCIhAkGg2gRAxMLWWe9ny9+8gqm53iwDnWg11tobQsT0U3s+YXkO21D/7tjgFzxxaCe3NFCk7cvsHjV9CwKUh2oo6idqBDixJVkOPnkkgmkx3IIoYjBz9fXUNkeiHdcTQxWUsuu4DM//B6fvmkRE1LsKKZGyO+lu6uTzs5Our1+whEDS+pklr3/m9z3/Y+yYnr2gBMgj0troaVDI6JbyC6cgMc2vmZTZSZBHMEwTFZuasQX7gss3rkwN6HuIoQQp4eqKNy5II9ndrWyuqKDUMSgsj3I716v5ftXTI43XkoIFhdZU87ntntmc/GtO9m0aSt7D9bR2hXCsLtJSc2ksHweC+ZNY2JuFukpLmyWE9t5YHS00haIoJtW8goLcdpsKBEfbY2NtPkVPOk5ZGd4sCdSZmMYSZEgjrChqotdTb54YHF+YRLzC1OwWWTiSYjxIMVp5avLS9hW76UmdmbLyk2NXD0jixVlGYnVbdXiICk9F09KOnlli1gR1tANExQVVbVgdThxOmzx1tMnSm9tpj0cQVczyM8NsuOpX/DT515hW00HwQgoFgfpxXM476pbuePqBRSmOMbUFL0UCeIID21qortf7/bb5uWR5rKOqyk2Ica7xcUp3Do/lz9tqKM7pNMd0vnxmkrmFCRRlOYc6ad3BMVix+Wx4/IM7+fVWtvo0CLoKFQ98UN+dKiW5rZuQhEjFupWaGxqoGrXO7y79VN844vXMTP7BDIPCW4sFTxiGDR2h3hhXxuBSLSvWLrLyjUzs3BJh0UhxhW7ReWz5xcxJcsdb572dnU3qzYPvIkY2wzam1sJRnRMvZldm3bTGEpn5kXXcdsHP8T7br+aJeVZuAjj62hg+9O/4f5/vUNDd5hESm+cCplJEAM8sb2FFq8W77J29Yws8pLtElgUYhwqSHXymfOL+PJ/K2jxaoR1k1+/WsPFU9OZW5A8Djqv6rS2tBGORDDRsU+6gc999UMsn55HssOCYuqEvbW8+ff7+NkjG6nvaWLToytZvXw6N8/JJWkMxLjk9jDR6Ad49N67uP36a7nhmmu58cO/461W/+CHlxjNrP3pJ3nfe67nhmuu49ZP/YG3mo7ysUMQMQwe2tIUDywq9HZYlFpSiPFIVaIHui2blI4zlkOo7w7xq1draPdrI/zszgSdsDWNopLJlM24iPd9/qNcuXgaRbmZpKelkZaeSU7RLC79+Ge4cV42yXYIN7/Jmter6fGNjdkWufonGrWAaXkRqv6zlzZ/BCqCvLjtRmae7yJpQAcPjdrnfsPvHnuVXc1+dGcZt959IVNSHZxsyHb9wU72tfjjR8QumpjC7IIkrGM0tSuEOD6P3cJXlxezsbabqvYghgmPbWvhmhnZXD0jC+eYXop0MOfO7/CzGzQMbHjS00lyWA7LZ1lwZs3jyuWzeGpHKz0dXnZu2kHHzdPJTUka9Xfio/35jz2Kk6mXL2dGkg3VNNCDlbyyeivdQW3AGpd28D/87g8vsLfZR9hIYvadn+MDy0pJP+IFPHQrjwgs5pLqlMCiEOPd3IJk3r8wnxRn9L7SF9a5b00ljd2hxDwAatgoOFOzyc0vID8/mxRntEnTkR/mpHBmObkuBxZMfFUHqQuG0cbA/40UCQlHwVl6CSsWZOCwKYBG/fqX2dQZ7HvBBffy6K/+zJqKNoK6QubSj/C5955DUZp98BfwENR0BFlT0U4wFljM9ti4akYWTtsYWFQTQpwSm0Xhk0sKmZ7rjm8l3Nrg5R/vNtA1bkKMx2bPzSHTbsWigNndSWdYP/6x0qOAFAmJyFbIRZcvJsdlRwW0xtdY804HwbAJ+Nj+wC/4x/pDdIQMrBMu41Ofew/zC1KwnUKI6N/bmmnz9QUWr5uVTU7SyRcdQoixJSfJwZcuKCYz1olR003+7406djd540uU45nidOKwqKiAqUeImOaY2OEgRUJCspB9/hWcV+COnmYWaWbD6rdoDQbpfPvv/OrBN6npCmM4pnLD5z/FFTNycZ/CptxwxODhLU34tGjdqypwx4JcPHaZRRBCRCkKXDkji0vKM3DHcgjN3jA/W1dNm288hBiPQ9PQjGhhoNidOFR1TCzVSpGQoNS0xVxxQTFuhwXQaXvrZd7Ys5rf/+JhNtV2EzaTmPu+L3L3RVPIdJ58DgFgzf52DrYFol3KgCUlqUzPTUqso2GFECPOZVP5ykXFFKY6UBQwgWd3t/HC3jb8/dq4jxV67XP87HMf5QO33877P/NHNjR0Ez7K9IDeHmu6ZIKSnkW23TomdgZIkZColCTmXLmcqUkOrIDRsYG/f/tn/HtzAz2aQuaSj/C5953DxFPIIfR6cFMTPaG+N/jt8/NIccosghDiSNNzPdx9dgFpsRBjQDO4f20VtV1jMMQYaaNyxxY2v/su776zmzpfmMFLIYOWfftpDoaIoJBcWES2w3bSO80SiRQJCUvBWX45K2anRgOMhpfqihq6gxGsEy7lk5+78ZRzCAAH2wKsP9hJKBZYzE+xc2l5Bi6rFAlCiCNZVYWPnFPI3IK+2cY9zX7+/GY9nYGxtexgycwly6GAHiHcdoADDQFCg+U09Rpef203Hd4wpuJm+vyZpLqdY2KAHQv/hjFLcZRwyWULyXDZUDAxdAOcU7j2s5/iypm5eIahOfgjW5ro8Pdtr3zP7ByykuxIg0UhxNGku2185aK+EGPEMPnLW/VsqffGD4YbE9zTmVWWhtOhQLiC1Y+/QU2H/7DZhDA1L/yDx96poytkoKQtZNnZBSS7xsaN1lhYMhnDLHiyMkiyRAMwJmArW8H1S4pJP8UcAkBQM3h0azP+WGDRpircNk8Ci0KIY1OAi6ZmcO3MLFZuasIb1ukIaNy/toppOW7yUxwj/RSHhyWfZVcv5eE36+kKeKl+4Vf8b6SGm665gHmTMrEFGtn96lM8/O/V7Gj0EcHF9Ktv5sKSdNxjZHQdI/+MscloeY2//GUNtT2h+H7byKHt7GgNMy8XTnVF4IW9bVR1BuOBxWWT0yjLdp/0kapCiPHDaVX50oUTef1QF7ub/Rimydr9HTy1s4X3LswnaUzcbFjIPO+DfPzGCn7wr7eo6Wpk50v/pPrNf+O0WVFMjZC/h+6eIJqhkrH4Lj713nMoSh87x0WPlX/H2KPX8eJvf81TWxvx9juMwfRu5qWXD+IbhgYmD25qxNsvsHjH/DySnVI3CiGGZlKmm4+fW0i6K3rdCEYMfv5KDVXtAYwxkmJUXQUsufs7fOfzt7J0cioWzUtHSxMN9XXUNzTT1hVAd+Yy74Yv86P/vYvzJ2fgGAuJxRgZERJSiIOP/5I/PLuLZn8ENf8czk3bxTsVPYQiAXa99BK775jOOe4kbCf5WtzT5OPNqm7CscDixHQny6dmxA9xEUKI47GoCu87K59n9rSxZn8H4YjBwfYAf3ijjv+9bBKZHttIP8VhoOJIL2bxzZ+n7KLbOLBzKzv2VtPU0U3YdJKSP5V5Zy+gfGI+ORlJ2C3KmOiP0EuKhATk2/EQv/x/a6hoC6JbJ3Dlp77EByN/5Qs/X01td5jg/tW8tPkDzFvuwWY/uZfjw1ub6Aj0BRZvmpNDpscqgUUhxAlJdVm556JidjR4qe0KoRsm/9rYwFXTM1k+NQP7mLjxULF70slxp5KeV8LspRoR3cBEwWK143Q7sVnGRvOkw42F796YYnS+zT9//k/eqOwkbFgpvvp/+OilM5h5+aUsynJFOzCGa3jlxbdpD4ZPqu2nL6Tz+LYW/OHoLILDonLrvBzcck6DEOIknFuSyk1zc0h2RK8hXUGd+9ZW0ewNj/AzG2aKis3hJikllbT0dNLT00hJdmMfowUCSJGQWIwWXv3jL3n4nVq6wgb2yTfwPx+5mCmZTuw5S1lxTi6uaJ9mml59gQ1NAUIncYLIs7tbqe0KxdcML56azqRMFxYJLAohToLDqvK5ZUVMzuq7jmyo6ubRrc30yAFQo5oUCQlDo/a53/DbJ7fR6NUwXeW857MfYtmkWAhGzWDxpedR4I6mZvW2N3lhfR3+0Im3Qj0isLgwjySHrDwJIU5eUZqTTy8tIiO29y8UMfjV+hoOtPa1fBejjxQJCSJU8QS//v3z7Gn2E8HNzFs/w11LS0h39E5jKaQuvJSlE904LIDRxaYX1lDpCx2lTejgttX38G5tD5oenYKYmuXi/NI0HGNi3VAIMVJUReGWubksLUmLB6BrukL8+rUa2v1jqxPjeCIjQyLwbeehn/+ZV/a3EdQhae6dfPqu8444l0FJmsslyybjcVgBE//2F1mz18eJzOat2txEZyDSF1icm0O62zZm19OEEGdOksPCV5YXk5dsRwEM0+TRrc28dqiTYOQk1kbFiJMiYaQZnbz915/zwBtVdIYNSF3I+z57J4smpGA/PCOguJh+6TLKYoc+mcF9rH5hGz39dikcS1dA46mdLQS06NyDy6Zy05yc+LGvQghxqhZOSOaOBXmkxHqueMM6P1lTRWN36KSC1mJkKaY5RjpejFo6gbYmWnpC6CagusjIyybFcZS2y1o3TQ0dBHQDE7Am5ZCfObQuiQ9sbOQzT+ylIxCderh+ZjZ/vnX6GNnLLIRIFA1dIW74+zY21vYQMUxsFoVvX1LK/5xfRKo0bBtV5Ls14iy4MguYmDnED7elkDsx5YS/immarNzYiLffme93LswjySHbHoUQwysvxcHnlxXx2ScraPKG0XST371Ry4qyDBYWpUjr91FE5pnHiY21PWxt8BKJndA2I9fDOcUpY6TRiRAikSgKXDMzm4vL0nHFljMbe8L8Yn0NbT4JMY4mMkKME6s2N9EZ7Ass3jI3hzSXBBaFEKeH227hKxcVU5jiQFHANOHpXa28XNEez0WJxCdFwjjQ5tP4765WgrE3ZrLDwnvmZOO2y7dfCHH6zMxL4oOLC0iL5RD8YZ2frK2iriuEpOFGBxklxoH/7GyhyRumt5/JFdOyKEx1ospBDUKI08iqKnz0nAJm53uwxU5G3Nno469vN9ApnRhHBSkSxjjDMHlwUyO+foHF9y7MlcCiEOKMyPTY+dKFxWS6o7uoIobJ/3uzju31XjRdphMSnRQJY9ybVd3sbPTF34zzCpJYMCEFm0W+9UKI009RYEVZJlfNyMRjj96ctPk0fvpKFW2+MXYA1BgkI8UY99DmRrr7TevdOi+XNJdVAovihJldIUIP7kL77wHMgEwVi6Fz2VS+dGExE9McqAqYwOqKdv67u3XALKdIPFIkjGFNPWGe39tGINYONd1l5bqZ2fEtSUIMhb6/k8CP3qL70kcJfHkd2luNIBd2cYKmZrn56LmFpLmiyw4BzeBna6up7gjGT6QViUdGizHsie3NtHi1eIr46hlZ5KU6JLAojsvUTbT1tfg+8RLeax8n+LN30Tc3YzT5MTuDIKf6iRNkURXuWpTPWROSsceWOyvaAvxxQ128C6xIPNJxcYzSDYOVm5viU3kK8N4FeSTZJbAojs7sChH+7wHCD+1B39mG2RbA9Efov1/N9GtIE34Rjhj4NR1f2MAfjuALG/jCevyHP/Z7f+/vNQNvKMK+Fn/86GjdMPnHuw1cOS2TC6ekS3O3BCRFwhj16sFO9jX7icTejIsmpjC7IAmrRWYRxJH0A52EH91L+PEKzNoejI4QaPqgxYDp1TANU3Ito4hpmgS02KAe6h3c9YGDeNjAd8TjAwf6aEGg49d0wrqJYZoYJgN/NqI/m4c/Hvs5oBno/YrOzkCER7c2s6AohawzUiSYaEEfPq+PoG7B4UoiOckhraKPQoqEMWrl5ia6Q31TeLfNyyXVKYFF0cfUTSKv1xF+aDeRdTUYzQHM7hAcZ1ua6ddkueE00w0zOhiHDXzhCD7N6DdQD3zcF4repfvCkQEFQP9BPqDpRIyBg/XRBvGj/Wya0S3V8d8P47/Xp+mnL5egd1O3YxNvvfUOW3ft41B1Pc1dAbSIjmGColpxJGWQN3EyZbMXcM75y1hcnoNHsluAFAljUm1nkNX72uPnt2d5bFw1IwunTZYaBJjdIcL/PUh45e6jLikck+8EPnac6D/17otNvQ82qPv7Tcn7w3p0kO9/px4b9EMRo98g3TswH/772M+GiQGYxtEGeBIuGGhVFFx2FY/dwpz8JD56TuHwnw4ZbGDT80/y5H9f4u29DXT0+AgEQ4Q1DV0fWOQoahWVFTvZ/Ppqnn7wL5QuvJSb7rqdy2bn4R7nxYIUCWPQY9taaPNH4tfx62dlk5NkR2bTxrf4ksITFZg1x15SOCZvGIzT8hTPCNM0CUaMwdfND19X1/qm2Q+fnu/9+KFMvRtm9OueyF17InFYFFw2Cx67isduxR0b4Ht/uGOPe+wq7vhj/T7e1vvx0d87rCqqCqqi4LKqZHpsw5hH0Gh693H++v8e4uUtVTR39BDQ9GP+n5qGjhYKoIUCeLs6aG9tYP/mN9lw12f5n1sWMyHZPm5T/lIkjDGabrBqSyP+WGBRVeCOBdJhcbyKLyms2k3klVqMZv+QlhSO+TnP8HKDYUan3g9fS/eFDXzaIHfn/e7i+6bc+4J1AU0n0m/q/EQG7/ggfvjU/Rn73zg+hWhfArfNgseh4rZFB2+PwxJ9LD6oxwZ5myU+sHtij7v7Df5umwW7VUVVooN69AcDfq8ooKpKv8eO/fNp22Clt/Dug7/kNw+sYXtVCz3hw4oDxYorLZPs7Gyy0jxYIgF62pqoa2jFG9Zj30eDSLCHtpotPPfbb9PefS9f/9BSilMd47JQkCJhjFmzv4MDbYF4YPG8klRm5CZJKGecOWJJoT2AOUzLBKZPO+bnOXzqPX63rhn4QrGpeE2PraXHPi4U6Tf1PnDwD0aMAXfkA38efCq+bxBP/Kl3i6JEB+PegdnWN1gPuCO3WY460Lv7DfAumwWrGhvMVVBQ4nftJzKIn5FBfTiFa3jl/37Erx5+nb2NPYTjhayVtMnnsPzyS7l42QIm5yTjtFuxWlQwDYxIBH9nNTs3rOWFp57htX0t+DUDzAiBjkre+Mf9/D4vi69cO5Nsz/gbMsffv3iMW7mpkZ5gX6Ob2+fnkTLca30iYekHOwk/uq9vSaE9eHJLCsfg6wxx/zP7aUxzDJKUNwgbQxzUjaNM0Q8SrEskdouC2zb4FHt88I4N6NFBv9/d+YCBPvr3nDYVi6Kg9B+sT3BQP/zjxx2jlbf+ch+/XPUqe5p88ZskS2oZy+/8KHddt5jJeRmkeFzYreoRAW6zMJ8JpTM579IrWfe3+/nt45uo79EwMAh37ueF//dXFsz6OtfNyME9ziZlZfQYQw61BVh3oJOQHl0wzk+xc1l5Bk7Zezxm9E69D5hiD0awvN1A+jOHSHunEaU1gNl1aksKx6L4NR7f1kJNin3wrW+n5aueHAVwWmN33P2m3gcM6raBU+z979L7T8O7Yx9rt1hOeRDv/bUyXgf1YaVR9czv+M2q19jbr0BwTLiAu7/yGW5cMo2CdBe2Y8ymKqoNZ1I6Ts9crvzMd0m2fYvvr9pEo1fDRMdftYaHn7ya8yYsY2K6Y1ztEpMiYQx5dFsz7f6+DovvmZVDdpJ9dEwVjlGabvZNuR82xX5k+r038X7kvvTejwtGzPgduTuoc8mBLm7Y005Box9HZwiCkdMeenNETELBCD7n8N9SqQqxu/TD1sdtRx+8jxjMe9fg7RZcNhWrRT3GIN43gPcO2BaFgXf1o3HqfRzRDjzNn/7yItvrutFiBYI1bxkf/eaXuXVJGTke29BD24oVd+ZkLrj7E2zfeS8PvttAj2aC7mPfi8/z7q3zyUl14BpH911SJIwRQc3gkS1N0bU0wKYq3DY/F7d0WDwhwdh+c39sK1o84T7ItLpPOzztfmRg7thT74NMxQ/ysb3BOj02BV/cGeL6ik6u3t/FhJ4waSEdm37mmhspgFMzUE2wWJQBA/qANXWHtd9d+mFT87bD0u+xv++0qYeF42I/n0AobtxPvY8nej2r//kQr+5vxh+JFgiKayrXfvaz3HjeCRYIcRaceYu56dpFvLzvRXxtAQxMwg1v8sa2Di4oysTlGj+vKykSxoiX9rVR1RGMtztdNjmNshz3mA4sGoaJXzt8YB5k73nYwK9FBh/oewuCsE4gbBAxTPRBBmm9d7Ae8oAffX7DeVM/r8nPHbvaWVbdQ3YgQnJIxzJCc/srbyjDelYeNoclNoCf2tS70i8tL8RQ+TY9zqPr99Pqj8Tea04mX/NR3nfRNPKTTqZAiFFcFF10EfP++Qa1HQECBhBpYee2QwSXTwSXY9j+DYlOioQx4sFNjfSE+gcWc0l2JNa3V9ONfkn3QdLvA+7I+6XgD5+Sj03bB/pNvfcF4YY4iB+Rfo8WAYm0nq4q0a1svXfoznQHjW4b1WkOkis6SWnyn7bcwfFMT3Jgz/WgyEyVGClGA+uefIm9zT2EY307LHkXcPut51Ka5eJUO9BbsuYwo9jD6oOtBEImoFF/8BBa+FxAigQxiuxt9vFGZTfhWIfFojQny6eeemAxqMXuwI+yfn7UrnHDMfU+yIA/WBvZRGJTlYFr5raBU+kDQ3CHBej6peXdtuiedtdhU+8WJZoHcIV1nCEdtaabyBv1RNbXEnmzAdMbPmMHLykBDSXB/v/F+KJXr+eld+roCvTeHDkou+JGlpRm4bYOw4yUNY9Jxek47DUQuwELtzRiRsbXiZVSJIwBj2xppiOgxceHRUXJNPWEafGG+wZrbWBjmb679yPbyPq16ONavy1qgzacGcGp9+HgtCrRwdo2yBa2AV3lVDy2wQf7/r+3WxQOD8Mddz+6enhYbmCjmmOamIJ1fi7mXbMwOwJENjWjvVYXPYfhUDfop68tounTME055EmMlAiVr61jV6uXUOxlrnjmsuLS6eSkDFd3RCtp6cnYLCoQLRJMnxeMUdxu9CRIkTDK+UI6j29vJhDue+Gurujg3doe4ASm4A/7uEScenfbYsl1hxpvKBPdc672C8wdewtb72PuWOrdcpTmMQMG6yGuuZ/x5XSbipLqQEl1QIEHdVIatitKMXvCGIe6iLxeh7a+jsjbDTDcxzv75JAnMYL0Rja/U0GnPxx7WSu4Zy3lvImpwzOLAICKy+1CVaN9FUwAQ+eMTdclCCkSRrmtDT3Ud4cGHL3aHYzQHRzZKbHeqfeBXeR6t6gNbCgTT8HHB/yBKXiP3YLLPgyp934fryjK2LoLVhQUtw3FbYNsN5aiFKwL83DcPQezzU/k3Wa01/5/e/ce29Z53nH8e0gekhJF3WXrYsmuLFuSb/IlaRwn7ZDVyNJcGmcNMq+DV2wp1hroMmxFhw5bAwRYi20o2m5D90faLkBbrEXQIkgv2dJmaeI4aJM4bm1npijZlm1drKstiaIo8pDn7A9bpJac2KLEwZb4+wA2YMCgTeKA70/v+7zP00/61QHs/tiyaxmcuLWi5zfIyubETnOyd5pEav45Ntm4Zw/1ZUEKWSXj2Pb/zQQ+P8V2B1YhYYXzez0FCbZBn+fqVDbzOufmCxf5d/3Eng0C1xZ/v8/Am8fWuzH/967TQlbyYHowKgMYlQFoCOHZWIX5YCvOTIpM7xXSrw+RPtJP+tgIJPIPlDdqzSzy/yndF6Vvei5bsIi3ic5t9YSCvgKG/wyx6TgZO5P7ii0NgVFETRJQSFjxtjWU8cV7W/np6TFSaSc7fnXhfXXXTnLvahvr83gWd47ucduSvwW23uX9eQyMkIkRMmFNKZ51YcwPNuD82Q6c8QTpt4axjgxgHRnAuTSzqF0GJ57WcYPcJA6xgX7GkxbzJYtGsJnWlhB+s5BfPElGx65kC8IBzKoaDF9xLZvF9W5XoaDPwydvr+eR7XU4cP0Fvli23uW6DL8X/F6MqiA0luHZVIX5sbaruwzdl0kfHSD92gDp46PZqu53cwpd4yCyaGnGRsaZs3LPpqe6nvqQScHKEQDS/Vy4OEMqu13hoaq+Aa9Cgqw04YDvluuJICvEwl2Gtdd2Ge5sxDm8E3s0TvqNYdJHB6/uMozOZncPnHhKOwlykzjEpmbIZOxsTjUqq6g2vQUNCfZohJ6hBMnsaVyAdRvX4/f7C/ePrABaWUQkywh4IeDFqA7iaQrjba/B//HNOLEUmdMT2cBA2lFNgtw0yWQK28kdAxiBEkq8hdwRdbhy8jjRqVmS2YnTTbS3VxMIqiZB8mRPn+fEyYtMW5kbf28aBl5/CWVlYSrqmlhXX45/FbdOlhXMa2CE/RhhP9SH8LSUY97dRPCzu3AMrl69FLkZjOxv1/783vHPy+JM8PbrJxmPJ7OXeLwNO9i1oYySgtY93PoUEgpg9th/8A9ffpHBWPLGx7Tzc+M9Xry+AOG6Ztp23Mk999/HPV3rCJkFfthFCuTqLkMJRk3J1XoEPahykwQDATwLfrhykgkSmcL1drGHjvLysRFi2W6OHtbuvpP2yhD+InvuFRKWzaLv1G+4MDTI+Kx7kdf1GAMXOdf9W3714nM8t/8Qhw8fYNfa0sIW4IgUmp5PuWm8VFVX4PPmmhzZl8cYT6VJOxTguzNJ93/9jOPDU8xltxFa2HvPDmrDgQJ1c1w5iu39Fp49QTR6iWR6aZ1lnIzF3MwkY4M9/OpHX+XJp77H2yMJ0jruFRFx4aWusZ6QaWazqj3WS3Q48X6XcfJiD73Esz99h5GYle3mWLJ1P/d11VEeKL4lUzsJy5WMEjkXx0rnOn+13PUQe9eHcB2Q52RIzcWZHO3nbCTC+Yn58c421swEZ3/5Tb7etpV//swd1IUK2RhERGR1KNm0ieZSP+eM+NXCwtQ5Tp2aILGjgYqyZfRctMd47bvf58jZCWbnv9M9dew7cB+ddWGKrBwBUEhYNutChJ7LFtmNBG8zd/3Rp/n0bbWUun66Do5tk0lbJGMD/ObH3+Ib33mVvunU1dkJcxOc+OEPeOXhrTzcWkkRBlcRkevyNe6ia0MZbwxNkkw54Mxw4sVfcOaBDdSEKpa4mFsM/PybfOuFU1yaye0ihHd/nIO/00pNaXH+0KYlaFlspru7GZhb0Pkr3Ma2zrXU1VVTXe32q4aa2jrW1DfS3Labez/1JH93aDe1JfMPoENq9Ne8dnySpKUzBxGR9/C38aF9m6koNbPfmzOnf8KzL/dxZXYpc2tsJo59h6/+2084ORjDmp8sGe7i0T99mO1NFZhFuloW6dsuFIveyBniVjpbVevb0EF7eJGdvwwfwYom7jj4CLfXluTSb2aS3u6LpK3imlsuIrIoRpC2++7n9oZy5tsWOHODvPL01/n+m/1MJ/OpEZtj8MjTfOnvn+GXkdHcMYO3hg/+8WEeu2MD1YHivXWmkLAcmUG6oxOksvUIHta2d1AX8OXxwRr41+5kW0sQM3uUluHK+AR2kc0tFxFZLH/Tfj7x+3toqJi/cZBhdujXfPepv+Urz75B/3TqhoNKrYkIL37ji3z+qX/npXcuMWNd6+JolLLpwF/wxB/sZUOVn2JuZaOahGWwY1G6zydyRYtGCa0dbYTMPM+uvFVUlvvwLEwWOmkQEXl/3jBbHv0Mh05d4F9/3svluQzYSSYvHOP5r32et1+4nQ/fs4/bdu+gvbWR2ooyAqSIXx7mfM//cOLNo7x65E0i5y8xPpXAmm8zboTZ/LEn+MLh++lqCmMWc0JAIWFZ0mdPcyZm5a4relpo31KB6ctzg8aJMztrL+jWaFBaVoZRZCNJRUQWz8Cs3Mojf/XXTCe+zDNHzjGZtMGxiF8epPfYZYYiR3m+NEjQb+IzfXgdm3TaIpWcIxGfYSaewFrQhMkoWce+T/w5nz20n+3NVQS9xR0QQCFhGWxGunsYSVnZLS1PzWY6GhYeGyzylWJRogNz5Iaa+Wlavw6vbxlXeUREVjvDpKxlH4ee/BK13/4Xnn7uravHDA7YVoLYZILY5GJeyE/t1v089vgnOXD3VpprS4t+B2GeQsKSJejtPseslcmm0MDGDjYvtmgxy2bk1Zc4PjaXrajF20LHlmrMYryUKyKSD0+A8nW7ePCJf6LrI6/xnz/6IT9++SRDsRSZGx3b+spo3HoX+x94mAd+t4vWpjoqgmZR1yC8m0LCUll9RKJTWLkGCTS2d1KdZz2CNfTfPPO9owzFc0U25qa7+XBbCL+2ukREbswwCVU3snnvQzR0fIgDj18geuq3nDh5mnOXJpicmmImnsL2BQmGKljT2MyGTVvo2rOTzevWUF1VSXnIj0/p4D0UEpbIvtxNdHCOdHb+RzkbO9YTXHRIsIn1/oJvf+VrPP/OGIls8WM5ux/8KB2VJZrfICKSB49ZSkVdKRU1a2jcuI29v5cgaWXIZDJkMjYYHjxeLz7Tjz8QpLS0BL+veK83LoZCwhIleyKcnV1QtGjUUeMfpq83QfA6pQS2NcuV4T66j7/OK6+8ReT8MFPJTK67V9dBHn9oM1VBrx5cEZGl8PgIlIYJlIZv9v9kxVNIWBKL/kgPV1Lp3D1c+wIv/OPnOGJ6Ma63ujsZ0laK5Gycmfhc7toN4F2zjz954g+5raGMfC9IiIiIFJpCwlLYMaKRi8ylF4wcc5JMjQwxtaQX9BD6wEf41Bf+koN7mwn7tf0lIiI3n0LCUqR76T47s2Dy41IZBOs6uPOjj3LwsXvZ3dZAZUDHDCIicmtQSFiCzGA3PWOp3ORHTwUb79hDa0WAG11IMAwvZjBEeW0j69u3s3NbKw21NVRX6jaDiIjcWhQSlmA2GuHCgqJFo2Q7j3zub3hgXfmiRjsbhgevz48/GKQk6L9hsBAREbkZFBLyZnH2dC/TCyY/elq2sLOlgYY1IX2gIiKyaqiGPl/2KN3RYZK5swZqNnfSFDRRE2UREVlNFBLylYgS6YsvKFoM0LqlnbJ8Jz+KiIjc4hQS8mSdj3DmipUrWvQ20d5Zjan2iCIissooJOTFZrI7yuBcmmw35opNdKwPKiSIiMiqo5CQlxS9kTPEFxQt+j7QQUco38mPIiIitz6FhHxkLhKJTpDK1iN4aejYQm3A1AcpIiKrjta2PNjTPXRfnMOaH1JulNHW2UqpihZFRGQVUkjIQ/rMac7GLDLZs4YW2jvLMU1FBBERWX0UEhYtw3Ckh9EFkx89a9rpWBvQxEYREVmVtLwt2iw9kT4SVuZa0aJBcGMnm0I+FS2KiMiqpJCwWNY5Ir3TWAs6LTZ3bqHCr6JFERFZnQzHcZY777g4OAnG+y8xlcxgX/vEgjXNNFYF8Hq0lSAiIquPQoKIiIi40k65iIiIuFJIEBEREVcKCSIiIuJKIUFERERcKSSIiIiIK4UEERERcaWQICIiIq4UEkRERMSVQoKIiIi4UkgQERERVwoJIiIi4kohQURERFwpJIiIiIgrhQQRERFxpZAgIiIirhQSRERExJVCgoiIiLhSSBARERFXCgkiIiLiSiFBREREXCkkiIiIiCuFBBEREXGlkCAiIiKuFBJERETElUKCiIiIuFJIEBEREVcKCSIiIuJKIUFERERcKSSIiIiIK4UEERERcaWQICIiIq4UEkRERMSVQoKIiIi4UkgQERERVwoJIiIi4kohQURERFwpJIiIiIgrhQQRERFx9b8Hx8KeG7R/lAAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1037.jpg" } ]
<image>Find Q P.
B
65,485
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1038.jpg" } ]
<image>Use parallelogram J K L M to find m \angle J M L.
C
65,486
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1039.jpg" } ]
<image>Find x if \triangle J L M \sim \triangle Q S T.
A
65,487
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1040.jpg" } ]
<image>Find the measure of \angle 3 if m \angle 4 = m \angle 5.
A
65,488
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1041.jpg" } ]
<image>What is the area of \parallelogram A B C D?
C
65,489
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1042.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
65,490
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1043.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1044.jpg" } ]
<image>Refer to the triangle shown below. Find y to the nearest tenth.
D
65,492
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1045.jpg" } ]
<image>Find the area of the shaded region.
C
65,493
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1046.jpg" } ]
<image>Use parallelogram W X Y Z to find m \angle X Y Z.
C
65,494
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1047.jpg" } ]
<image>If X N = 6, X M = 2, and X Y = 10, find N Z.
C
65,495
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1048.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1049.jpg" } ]
<image>A B C D is a parallelogram with side lengths as indicated in the figure at the right. The perimeter of A B C D is 22. Find A B.
A
65,497
null
A