images
listlengths 1
1
| problem
stringlengths 14
321
| answer
stringlengths 1
103
| id
int64 91
70k
| choices
null | ground_truth
stringlengths 1
103
|
---|---|---|---|---|---|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/250.jpg"
}
] |
<image>M C = 7, R M = 4, and A T = 16. Find R B.
|
C
| 64,698 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/251.jpg"
}
] |
<image>Find x. Round the angle measure to the nearest degree.
|
B
| 64,699 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/252.jpg"
}
] |
<image>Find m \angle 3.
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C
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C
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/253.jpg"
}
] |
<image>Find the value of the variable x in the figure.
|
B
| 64,701 | null |
B
|
[
{
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}
] |
<image>Find x.
|
A
| 64,702 | null |
A
|
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oKpcxd/1JdkRcB6CFpTEvBXri1IjRG80Bt7a2fPJcH346EkP8zVw2hyZy5nomO14ZQre290df5ObmsnLFSjZt2oRCoWDKlCm88cYbOLR00FDrmxZBZPcQeyuPCSuOcCU9H4AeLvbMCvDApJFDmJoLliYGvDXKiwORyew9l8SV9Hx6f/In307tw/zBXSguLmbdunWsXbOWkpISRo8ZzTtvv6P1Ab2NjRDxUcW2sGvMuyd6Y1yvjgR6qSd6oyGYpuXSeaUqN1f0RyOpNNOcT8eDSEzPY92Ry+QVlyNSVNJXP5m884fIzc1lyJAhLFq0qDpB35PGEy8yaaWCN7aGsero3egNA+YP70bnZhC90dQUlVawas0G8s/tR6+8AHGL9nzx6UfMGDNM003TKE+0yFJzipm48ihnr6tMZp5qZc2C4V2xNGm6XsI6+iYmaY2XcO5ecr2cKHO0rPvCx0SpVBIXcYKj234i62YKpi3bcatVP8psOmKgL+aryb15bZjHE+sn8sSK7O/oNKatDiGnuBwRMLyHM+N7d0TcxDuDO/8QgmNQnFrKjn1vOFl9O9Z94WNw7dI5jmxZy61r8dg6tiHg+Tl09Q8gObOItUExZBeqUtWO9nZmw5wB2GjZMLcpeOJEplAq+WzPBT7/8wIKpRJjA31mB7jTo71mLNL0SyrQK1dPJhaZueEjuVo9CjcT4wjasoakmEgsbO0ZNPFFvIaMRE/vn/pKKyrZFBJLZNVIwcnWjO0vB+DX6cmYVbzLEyWy7KJypq4Ort7529bOnIWB3WhhqTvb7TVNZloKR7etI/7MSYxMzek/fjq9nx6PxKD2Hio4Jo3fTycikyvQ1xPz+Xgf3h3pqRHHLk3wxIgs4lomk344SlpOMQD+XVoxtX+XJtu68biIK+VI8lVDL6mtKcom/oLmZWYQ/Nt6Lp04jL6BIX4jJ+E/dgpGJvXb0JmaVcSaoGju5Kvs6IZ3bcMvCwbRQovMhdTFEyGyH47E8ta2cKSVKmPPKf1d6e+mW9EbTbVp898U5+dyYucvnAv6E6USfIePZuCEFzCzevTt/uWySn49foWIxAwAHK1M2PrSYAa5af/u5sehWYusuCp647eq6A17C2MWBnriZK890RvtN4fTIrTuVLRimRyDPFUvUGFnhrIeEzRXFwwgx+efHc0KhYLLYcF08x9S52fLS4s59ed2wvbvoFJageeA4QyePBvrFo/vz3gq/hZbTyYgrZSjJxaxeLQXS8Z4NVs7umYbyhCfns/474OIr4re6O5iz2wtjN4oa2lJoWvLOq+TFJVXi6ywUwuUktqzldxFZnG/M/ChjSuRV8oeKjKZtIKIg7sI3b2FsuJCXHv2Y+iUebRwcqmzvvri36U17R0sWX04hvTcYj7dE8mJKxlsfWkwrayb3/txs+zJfou4ztz1JykulyEWixjbqyMjtCh6oyE87nDxXNBe9q7+Cv/RzxP44is1zivkciKP/UXI7xspzMmifVcvhk5bQNun3Bul/Q9CWilnW2gCoXEqE1h7cyM2zx/ECM+aCdx1Ge16rD8m0koFb20L54cjsQBYmBgwf1jX6pzKTypJMZH8te4bACSG9/duSqWCmNPBHNv2MzkZabTu6Mq4Vz+ko2fNXF+NjYG+Hi8OcqNLaxt+OR5PVlE5z3x9iHee9mTpRF+t9at8VJqNyNKqojfO3BO9MX9YV6w0mItLG8jJSGP7V4uRy1VrcRLDf34fiRciOLJ1LRlJidi3bsfz7yzFrc9ARE08c9nrqZY4t7BgTVA0qVlFfHXgEqEJt9n+cgDt7DRvR/e4NAuRBcXcZOrqYLKLVNEbw7q3Y0KfTk0evaFtlBUX8euydykrLqw+JjE04saVaI5sWUtK7EWs7B0Y+8r79Bg4ArFe3e956sLByoQPx/dkx+lEgmPSCL92hx6Ld7Fh7gDGeDtrrF2NgU6/kymUSj7/8wKf7fknemNWgDteGoreUCeP+k6mkMvZ/PlbXL907r7jLZ07cjvlGqYWVgwYP4OeI8aiL9EuI6ALSZlsDI6jtEKGSASvDPVg+fO9MNTX3EPgcdDZniynuJxpq0P4OzoNgDa2ZiwM9MRBh5IlqJMD67+rITCAzLRk+o6azODJszE01s7flVf7FjjZm7M2KIak2wWsDLrM6USVn0hHB/XZ0akLnXyzPHs9E6/Fu6sF5ufaig8n9BQEVkXEwV2cObT7gecUcjnnj+zjQvABFApFE7es/tiZG7NorC+BVY7MF1Ky8V6yu3rNU5fQOZH9eDSWfkv3kZpTjERPzAuD3Jgd4I6Bjg4lGptrF89ycMP3D72moqyUAz9/x9r35pKelNBELXt09MQiJvp14rWRPTAzklBYJuX5H48xb8NJyqTqCapWBzrzTlZcLmP+xlC2hanyJttZGLMwsBvt7HVv+NAQ6vNOlnXrBmvfm0d5SXG9yxWLxfQeOZEhz8/FwEh74wjzSipYFxRDYrpq751HGxt2vBKAW2vt31yrEyK7kp7P+BVHiLul+gV7OtszZ4g7JobNzz6sNsSVcgxyaw+rKi0qYO1788jJuD+3mEgkwtjMAnNrW9WPjR3m1naY21T939oOc2tbLGxboK/ldmwKpZJ9Z5P4KzIZpVKJqaE+K2f0ZWb/zppu2kPRepHtqIreKCqXIRaJGNurAyO8XXQ6ekMdRIUcIic9rUo8dlVissXMylbrxfOoxN/M5acjlykorQBgWt9OrH7RHzMj7bxPrRWZtFLBO9sjWBF0GVBFb8wb2pUubZ7s6A0BFYWlUn4+epnYtBwAOjtaseOVADydbDXcsppopcjScop57odjhF+7A0AnRyvmD++G9RMevSFwP0qlkkMXUthz9joKhRIjiR7fTO3DSwHa5YqldSI7cvkmU1cFk1UVvTG0KnqjuW6DEHh8rmbksy4ohtzicgAm9GzPT7P7Y6Ul2Xa0RmQKpZJle6P4dE8kcoUqemPmYHe8OzS/6A2Bxqe4XMaGY7FcSlHljXOxN+e3lwPoqQXfH60QWU5xOdPXhHDokmajNzy+PESlsYQr/6l7U2NTY5KWR+cfVeamMUueoVJHhs7d399DcUd7rs32V3tdSuDIpRvsCr9GpVyVw+DLST15I7CbRu3oNB5WdS4pi4krj3AjW7W249fZkekDu2hkcdkwqxg9Lf3y6pdJsYxTbdsXVWpvpMa/McosoqKJIulFwDDPdnRytGbt4WiyCst4a1sEIfHpbJo3EFszozrLUAcajfhYfSyOfp/v40Z2Mfp6YmYM7MLsIR5C9IbAY+HSwoKPn+uNT0eV9dxfUan0WLybU4m3NdIejYispKKSaauDWbjpFBWVcuzMjXl/nC8D3NtoojkCzRBjA31eGt6N6QO6INETk5ZTzKAv/uKLfapsqU1Jkw8XEzLyGf/9EWKroje6tbNjzhAPTLV0IVFAtxno0YYOLS1ZcziG2/klfPjHOY7HZ/DrgkE4NJHjV5P2ZH+cTcL3oz3E3sqrit7oyGvPdBcEJqBW2tqZ89GkXvTprHLaOnL5Jt0/3MWx2FtNUn+TiEwmV/CfLWFMWnmUonIZFsYGvDnKi5E+Lk2+1V3gycRQosecIR7MCnDHUKLH7YJShv33IEt2nqdSrt6JJLUPF2/mlvDcD0cJu6qK3ujY0ooFgUL0hoBm6OvaivYOlqw5HM3NnGKW7r3AyQSVHV0bG1O11KnWnuxo7C28l+yuFthQTyfeHesjCExAozham/LhhF7VE20nr2TQY/EuDlxMVUt9ahNZQkY+gV8dJLOwDCOJaqZnsn9nITxKQCsw0FctGc0f1hVjA32yi8p59pu/eXt7BLJGHj6qZbi482wSL6wKRq5Q0s7IgPfb2dM6oxAyCh94vczCmDzPmtP3ehWV2J5NfqS6c3ydkT9gIsU6+iaSgrKHfla/uByxTE6L0KsUO9tR2rbmhkDj2wWYX82sd3sqTQ3J9XKqcVwkV2AfVv+t9A+r0zI2HcPcknqXVdrGmmIXuxrHjbKKsLhS/7UkuaGEnJ7ODzx313pcr0KGUWZRnVbked3aPHAjqkXCHYwyH/y9eRBljpYUdawZSmWQV4rV5ZoTHSMB7/Yt+epGJtfKpHx9MJqQc8ns+mAkznaNY+fe6CJ7Z3sEXx+KRqkEj8Jyth+9hkkdT4aCLo4PFJl+UTluy4Meqf6In2c8UGTO289hGZterzLclgeRNKM3qW29a5yzjkrjqdUn6t2eknY2DxSZXkXlI99bbTjtjsL2XEq9r08d7/VAkVnE38btf/VvU4WdGeG1iMztf0GqOCfAsjADy/iMh5YV9eVYCh4gstYHonE4nljvNqWP8HigyMyvZ9X6+3YD+olFvN7NkSAHMy5kFdHjw11sXTiYpz1r/u0elUYX2RhvZ3afTyEps5BrZob84WzN1FuFD91kWWuiOpHogYJ5KLVUJDfUr7MscZVvhMJAH2UtUSdKffEjtUley+5t5SPem165jDsDO1PSzgbFvz6nMKj73u6ru5Z0UUq9R2vTw66VG0lAqXqYKMUiFHV599fiFqyQPNq9KWr7u+k9/O/2Z0tzwm3/iZUd7NYaHxf7etf7MNQSIFxULuO1X06zKVT1BPJwsmVWgHuT5mJuCN5v/kGlqSGXPh+l6aY0G3rP/oUCN0fi3xqq6aY8kILSCjaHxFdH71ubGrJyRl+m+jVeGmC1vJOZG0nYOG8ghWUydp9P5nJqDh9tD+fFQW4aSxsrIPBvzly9zdaTVygplwHwtKcTP83u3+iZZdQ6hb/r9aFsmDsAcyMJxeUyfjh0iU0hcVTI5OqsVkDgoRSVSVn9dzTrgmIoqQqO+HlOfw68HaiW1E1qX4ye2b8zA1wdmb4mhLCrdwiNu0XCrVzmDOlKh5aW6q5eQOA+LiRl8uvxeArLpAAEuLdm/ZwBak1s0SRhVe1bWHBy8Sg+G++DRE9MZkEZ/7fnHHurvBmaAoVczo0r0U1Sl4D2UVoh4+ejl/nx0CUKy6SYGurzwwt9OfLeM2rPHNNkUfh6YhFLxngR2K0t01YHk3i7gH3nkricmsOcIR5q3QVdWlTAb8uX0L6bN+1cu6mtHnVikF+K/WnVulrG0C61z8gK1CDmRjabQ+LIK1FZyPk/1ZKN8wY2ma9+k+8n821vz4Wl45k/uAsiESTdKeDT3yM4GaeeiOjM1GTWvDuXpJhILG11d9LFKLOITmtP0mntSfTKZJpujk5QJq1kc0gc3/8VRV5JBUYSPf73fG9OLH62SRNXaORxaGqoz5qZ/XimuxNzfj5JZmEZm0PiuJSSxYuD3DA3bhyXoSvnTvPHd59SUaqKhrCwqbkAK9A8ib+Zy8bgWHKKVA5Wvu3t2Tx/EF1aWTV5WzRqP/Bsj3ZEfzGBkT1Uq+oXk7P4+Ldwom9kP1a5SqWSE7t+ZeuXi6oFBmBhp7s9mUD9qJDJ2XryCl/vjSSnqBwDfTFLJ/gS9tFojQgMtMBIx8HSmH1vBLI2JI63t0VQUCplxV9RDPRoy6S+nR7Z70MmrWDPD18SHXqkxjkLm8ZZwRfQTq5l5LP+WCyZBaqcAZ5OtmyeP1DjrsIaFxmASAQLBrsx2K0101YHcy4pi5DLaVy5lcvcoR71ztxSmJPF1v9bxK1rV2qcMzIxqzPp3aWlo1EKm0gblfMrnkOp5gTrMrmCPWeuceRiKgqlEn09MYtGdmfJGC8Magkha0o034J7eKqlJac/Gs3i0V7oiUVk5JWwbOdZDkQm12l+kpYYy+p3Zj9QYAAWtnW/j1WaGCA3FqwQGpNKU8NHjz99BJIzC/ns9wgOR91AoVTSpZUVYR+N5vMJPlohMNCSnuxeJHpiPp/gQ2C3NsxYe5ykzEJ2R1wj5kY2c4Z4YGdRM1I7KuQQe1d/RaVMWmu5wlCxeVEpV7D/fDIHLySjUCgRi0S8MaIrSyf4YlRXMHITox1SfwB9n2rJxWXjebHfU4DK7/yTHRGEXflnu4pCoeDvzT+ya8XShwoMhEmP5kRadhHLdp7lr/NJKBRKOjpYcGLxs/zv+d5aJzDQwp7sXu4GGo/s0Y75G0LJKS5n/bFYLt3IZkZ/Vy4c3klmahJuvQegLzFA38AAfX0JV86HUZSXjfKenMhCT6b7KBRKDl5IYf/5JCrlCkQiWBjgzn8n98LUUHu/ytrbsnsY7+tCn44OzPzpOEExNzl/7Q7XM/KZFRBIvzFT7rs2ITKMs4f/xGvwM1wIPlB93NJWEJkuk5FXwvpjsSTfKQCgnZ0Z6+cMIMC9tYZbVjdaO1z8N62sTfj7naf5frofRhI98koq+GZfJL+dSqj2ZFAoFAT9ugbrFo6MWvAOnb39qj9vIYhMJ1EqlRy+eINPd0RUC2z2AFeiv5igEwIDHenJ7iISwWvDPAhwV031X7yRw5FLqcSlqab6s6JDuXPjOhNeX4K+RMLIuW+SFBOJTFqBhQ6HVIFqh3Vxe9UMqbqnxLWFzIIyNhy7zNWMfED1oP1pdv9GsQRoSrQidVJDkFYqWLzzHF8fjEahVCIRKWh9dhXW1la8/M1GRCLVF/H4zs0c3bqO9zcfwNTCSrONFqgXSiAkJo2d4Ver9x5O9evIyhl9ddJOUKd6snsx0Bfz1eRePO3ZlhfWHifnQhAVBdkU9ZxIXokUm6o0Of3GTCE2LAQTc2Hvmi6QW1TOhuBY4m/mAtDCwpjVM/0Z5+Oi4ZY1HJ3tye4lNSOLfn37UmJsT47XC5gYSpg+wJWenVoCkHUzBfs2zpptpECdhMbdYsfpRMqqDI3G+7qwemY/7M01k1essdDZnuxeflm/lsryEt799Bu+PJVNfqmUtUExXErJZtoAV0FgWk5+SQWbQ+KqA8NtzAxZOb0vUxrRzEaT6HxPlpGRQV+/vgwbNow1a9eQmlPMC2uPczxetWhta27E7CEedG5V06hUQPOcSbzN1tB/zGye6a4ys3Fs4lTG6kTnRfbmm2+ya+cuTpw4gbOLM6BK8v71wWiW7DxPRaUckUhEYI92jOnZAX0dnZkTyRXol6qiWirNDHU+kLmwTMqvx+O5kKRyRrY0MeCbKX2YNaCzhlvW+Oi0yBISEhgSMIQZM2aw7ItlNc5fvJHDtNXB1QkHnezNmTukK63UlL1DnVgk3sHr7Z0AnP511gMtrXWFf5vZDHFvzfq5A3CybZrc0k2NTovshRdeIOx0GGHhYdjbP3ixuVwmZ9GOM6wIuoxSqZqVnNDnKQZ3a/tQV+Om4qnVJ2h5NL7O60RKZXVCdoW+Xq1OyfcS/9ZQsvw6PG4TG42SchlbQ69wpip3s6mhPl9N7s1LAW7oeMf8UHR24uPMmTMcCTrCW2+9VavAAIwkenw3zY+nPZ2Y+dNx0vNK2RZ6hegbWVrhapzftTUKg7qDWg3ySmlxUpW04fYQVxT1iNUrc9SeZYvoKjOb/Cozm36dVWY2HVo0ndeGptDJnkypVDJq1ChSb6RyOuw0Zmb1G2bkFJczf0Mou86pMsWYGUl4YZAbXjrgaqyrw8UyaSW/nUrkVLzKKMnYQJ+lE3z4T2BXxM25+7oHnZwF+Pvvv4k8H8l/3vhPvQUGYGtmxM7XhrJx3sBqV+MfD11iY3Ac5bJKNbb4yST+Zi4f/RZeLbCeHVpw4fNxvDmi2xMjMNDBnqyyspLBgwZTKa/kxIkTSCQN23WblFnIjLXHOV31ftDC0lirXY11qSerkMnZGX6VkJg0lKjegz8e6827z3jq7Ozu46Bzd7zjtx1cu3aNRe8tarDAQOVqfOLDZ1k6wfc+V+M/zzSdq3FzRLW5NpzgKoF1b2fLuc/G8cGoHk+kwEDHerKysjL8/Pxo6dCSg4cOImqkIcf55CymrQ4hoSra28XBkrlqdjW+S4dNYbQ4UXeSO3GlojpTqNTaBGU90gInLhxIjq/z4zaxXsjkCvZEXCPoUirKKjOb95/tzuLR2mFmo0l0anbxp3U/cef2HVauXNloAgPwcbHnwtJxvLU1grUhcSRXuRo/1/ep6uTd6qK0tRX53equQ1JYjk3kDQDy3VqhrMeMZFMNKZPvFLD+WCwZeSqPS7fW1myeP7DRkujpOjrTk+Xm5uLXxw8vLy+2bd+mtnr+ikplzvoT3KnqNTyd7XlxsBsWjeRq3FC08Z1MZWaTxMELKSgUSvTEIt4c0Y3PxvtopdeGptCZfnzF9ysoLi7mw8UfqrWekT2ciP5iAs/2aAfApZTGcTVubqRmF7F051n+Oq9yi+rU0pITHz7LV5N7CQL7FzohsrS0NDZt2sTYsWNxd3dXe30tLIzZ9+Zw1s7qh6mhPoVVrsa/nohHWvlkJzBUKJT8dT6JZTvPkpZdhEgErw7z4OKy8fR9qqWmm6eV6MRw8dVXXmX//v2Engqlbdu2TVp34u0Cpq8J4ex1VSBrSytT5g71wLmJIxXEUjlGmYUAlLWyqtfER2OTnlvChmOXSa5qh7OdOevnDmCwW6smb4suofUii42NZfiw4cyZM4dPPv1EI22QyRV8/ucFvtx/kUq5Aj2xiFG+HXja2/mJWFRVKJUcuZjKnjPXkFVZsc0e4Mo3U/tgrkZ34OaC1otsyvNTuHDhAmHhYdjY2Gi0LWFX7zBjTQjXq57kHR2tmFuLq3FzIbOglPXHYrlWtbzR2tqUn2b3Z4Rn044odBmtFtmpU6eYNHESixYt4rXXX9N0cwAoKpfxny1hbDiRAKhi8Z7v15m+rs1ryPQgM5tpfTuxYrqfTprZaBKtFZlSqeTpEU9z+85twsLCMDbWrt5i9/lk5m8IJbsqyZxPBwemD+yCWTMYPuUUlbPxHjMbB0tj1szsxxhvZ802TEfR2sXo/fv2c+nSJZYvX651AgMY51PlarzuOIdjbnL++h2u3c5ndoA7bm01mw+roShRmdn8fo+ZzYSe7Vn1or/Om9loEq3syWQyGQMGDEBfT5/gkGD09bX2WYBSCT8cucx7O85SJq1EBAR4OjGhTyckjRirZ3Irn05rTwIQ+95wKht5yJZXZWYTU7UeaGtmxA8v9GVyb+3Z9KmraOW3d8uWLaQkp7B+w3qtFhhQvU6kcjUOIepGNkerXI3nDfWgrZ15o9SjX1KB9cU0VZ2VijqufjTCEzLYFppAaYXKzGZkDyfWzWpeZjaaROt6suLiYvr69cWpnRP79u1r1BhFdSOtVLBk5zn+V+VqrK8nZmyvDgzv3u6x70MdYVUPMrP5bppfdboqgcZB67qJyMhICgsLWbx4sU4JDFT7pv47uRdPd3fihbUh3Mgu5o+wq8TcyGF2gDs2WvRec/76HbacuEJRlZnNUI82rJ/Tn7bN1MxGk2hdTwaQk5ODra1uTh7cpaBUysubT7E17BoAJob6TBvQhV6dGhZ61Fg9WUm5jK0nr3DmqmqzqpmRhK8m92LB4OZtZqNJtK4nA3ReYKAaem15aTAje7Rj4aZT5JVUsC4ohkspWUzr3wUTDSStu5SSxeaQeApKVWY2/V0d2Th3AO2fADMbTaKVImtOTO7dgb6dHHhh3XFC4tI5k3ibqxn5zAnwoHPrpnE1VpnZJHCqylXZ2ECfZRN9eX24xxMRFqZpGiyyuNg4cnNzaz3fqVMnHFo6NLT4ZkVbWzOOLnqGbw7FsPiPc+QWlbN8b2STuBrHpeWyMSSW3KpF814dWrB5/kA6O1qprU6B+2mwyN59910uXLhQ6/nly5czddrUhhbf7BCLRLz9dDeGeqim+i/fzOXQhRRiU3OYO9SDVjaNO+FQIZPzR1gixy/fRAkY6uvx8TiVmY2eBiL4n2QaLLJb6SqbL0dHRwyNai6Mmls0zvpQc8PTyZZzn43l/d/P8v3hGFKzi/j8jzOM79OJgG5OjeJqnJiex8bgWDKrdnf3aGfH5vkD6dpWswHWTyoNEplMJiMrMwuAPX/uwclJt9KLahojiR7fTu3D055tmbnuBLfyStgemkB0SjazAtyxamA0h7RSZWZzJFplZiPRE/P+KJWZTWNGnwg8Gg36zd+5cweFQoGBgQFt2jSO0YxCoSAmJob4+Lp94e+SmppKSkpKjeNKpZL4uHiuXr2KXK69O5mHerQh+osJTOjZHoDYtBw+/i2cyKoNoo9C0p0CPvs9gqBLN1Aqlbi3tib84zF8Os5HEJiGadBvPz1dNUvl4uKCWPx4f8DCwkIWLFiAu5s7w4cNJ2BwAL4+vhw/fvy+68LDw/Hx9mHK81O4ePEiQ4cMpXev3vj18WPggIGcP3cegK/++xVdPboSEBDAgP4D6NO7D6dPn36sNqoTGzND/nh1CJvmDcTC2IDichmr/r7ExuDY+1yNK2zNSHm+JynP97zPB79SrmB3xDW+3H2OjLwS9MQi3n3Gk8il4/B2sdPELQn8iwYtRu/ZvYeXX36ZESNGsGbtGq5cuUJebh7de3THwqL+ay5yuZwZ02cQEhICgLOzM1KplPT0dCQSCYcOHcLN3Q2AkJAQpk6ZirGxMSYmJsjlctzc3EhISCAnJwc7OzuGDhvK9m3bMTY2pmvXrly6dImKigocHR0JjwjHwECzjlN1kZxVxIw1IZyqcjW2tzBmzlAPOra0euD1qVlFrD92mZs5xQA81dKSjfMG4tdJmNXVJh6rJ7t9+zY+3j4MHzacyZMn08W1C+PGjiMrK6te5ezdu7daYBs2biAsPIzwiHD8/f2RyWSsXr26xmfKysro3LkzEWci2LlrJ6GnQjEzMyM7O5vt27Yza/Ysoi5G8efeP1m/YT2gysZ57ty5htxqk+Jib87xD59l2USVq3FWYRn/3X2ePWeuI7/nWahQKNl/PomlO89wM6cYsUjEa8M8iFo2XhCYFvJYIouKiiIrKwsbGxskEglKpZKIiAhGjxpNcXFxneUcDzkOQEBAAIGBgQBIJBJGjx4NwMWLFx/4ueXLl1f3mFZWVvTs2RNQ9YSffPJJ9Tl/f//q3isvL68ht9rk6IlFfDCqB2Efj8a1lRUKpcod6stdZ7mTX0p6bjHLdp3lzyrhOduZc+z9Z/h+uh8mBkJsgTbSIJHdnb43Nzdn/1/7uRx7mYTEBF559RUAUlJS2PHbjjrLCQsLA6Cvf9/7jvv5+TFixAj69OlT4zMGBga4tHe571g7Z5VHoqur631bYwwMDHBwUD3Z5Tpm5ebjYk/k5+OqE+QlZxbywdbTLNkeTkpmISIRzBvUhegvJzCwS/OyPmhuNOjRN2rUKHr69sTH1wdvb28AjIyM+OCDDzh96jRRUVH8/vvvzJ4z+6HlZGerNgh27Hh/lnuX9i7VQ71/Y2RceyS7qanupal9GCYG+qx60Z9nujsx++d/XI3b2KjMbAK7CWY2ukCDRDZu3Lhazw0dNpSoqChupN54aBlSqRSpVLXNormJo7F5prsTMV9OZM7PJ7AyMeT76X5YmWj3JI7APzT6IN7R0RGAwoLCh153V2AAEn3dN59RN/bmRux9Y7immyHQABoksruTCGZmZjVyhFVWre3UlTvM1NQUsViMQqGgvLy8xvm7ItT2aXcBgbp45ImP4uJi3N3ccXdz59ChQzXO3x0mtmjx8DzMIpEIM3NVUGx6Rvp95xITE3Fu54yLswsymexRmyggoFU8ssju7b2uJl6975xSqeTAgQMAdOvWrc6yPNw9AIg8H3nf8cuXLwPg4ODwWNk0BQS0gQZN4d9dl9q0aVO1ICorK/nk409ITkoG4Pkpz9dZTsCQAAB27NhBUlISoBLqvn377qtHQECXadA72euvv05ERAQ5OTkEDg/EqZ0TOdk5FBUVAdCvfz8GDRpUZzkTJ05k86bNpKamMnjQYPr3709GRgaxsbGIRKI6lwAEBHSBBvVk/v38+ennn2jTpg0KhYKU5BSKiorQ19dn5MiR/PLLL+jp1Z0Izs7Oju3bt9O5c2ekUilHjx4lNjYWiUTC9yu+x9fXt8Zn9MS1l6svqfnMeNAxAYGm5LHcqhQKBVFRUdy6dQsbaxu8fbwbbKmdnZ1N5PlILCwt6N69u1ZacwsINASttIQTEGhOCLv5BATUjCAyAQE1I4hMQEDNCCITEFAzgsgEBNSMIDIBATUjiExAQM0IIhMQUDOCyAQE1IwgMgEBNSOITEBAzQgiExBQM4LIBATUjCAyAQE1I4hMQEDNCCITEFAzgsgEBNSMIDIBATUjiExAQM0IIhMQUDOCyAQE1IwgMgEBNfP/XQ/FthzorKQAAAAASUVORK5CYII=",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/255.jpg"
}
] |
<image>Find the area of the rhombus.
|
C
| 64,703 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/256.jpg"
}
] |
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
|
C
| 64,704 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/257.jpg"
}
] |
<image>Find the area of the triangle. Round to the nearest tenth if necessary.
|
A
| 64,705 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/258.jpg"
}
] |
<image>G R I D I N In the figure, the radius of circle A is twice the radius of circle B and four times the radius of circle C. If the sum of the circumferences of the three circles is 42 \pi, find the measure of A C.
|
C
| 64,706 | null |
C
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/259.jpg"
}
] |
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
C
| 64,707 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/260.jpg"
}
] |
<image>Find \angle 2.
|
A
| 64,708 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/261.jpg"
}
] |
<image>Find m \angle 8.
|
B
| 64,709 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/262.jpg"
}
] |
<image>In \odot T, Z V = 1, and T W = 13. Find X V.
|
A
| 64,710 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/263.jpg"
}
] |
<image>If x = 7 \sqrt { 3 }, find C E.
|
C
| 64,711 | null |
C
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/264.jpg"
}
] |
<image>m \angle 19 = 100 + 20 x, m \angle 20 = 20 x. Find the measure of \angle 19.
|
C
| 64,712 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/265.jpg"
}
] |
<image>For the pair of similar figures, find the area of the green figure.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/266.jpg"
}
] |
<image>Find m \angle D.
|
C
| 64,714 | null |
C
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/267.jpg"
}
] |
<image>Find the area of the shaded sector. Round to the nearest tenth, if necessary.
|
D
| 64,715 | null |
D
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/268.jpg"
}
] |
<image>Assume that the segment is tangent, find the value of x.
|
B
| 64,716 | null |
B
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/269.jpg"
}
] |
<image>Find y.
|
A
| 64,717 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/270.jpg"
}
] |
<image>In the figure, m \angle 3 = 43. Find the measure of \angle 10.
|
C
| 64,718 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/271.jpg"
}
] |
<image>If J, P, and L are the midpoints of K H, H M and M K, respectively. Find x.
|
A
| 64,719 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/272.jpg"
}
] |
<image>If the polygon shown is regular, what is m \angle A B C.
|
A
| 64,720 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/273.jpg"
}
] |
<image>Use parallelogram J K L M to find b if J K = 2 b + 3 and J M = 3 a.
|
C
| 64,721 | null |
C
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/274.jpg"
}
] |
<image>Find y.
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B
| 64,722 | null |
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/275.jpg"
}
] |
<image>If m \angle X Z Y = 3 x + 6 and m \angle X Z W = 5 x - 12, find m \angle Y X Z.
|
C
| 64,723 | null |
C
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/276.jpg"
}
] |
<image>Find x. Round the side measure to the nearest tenth.
|
D
| 64,724 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/277.jpg"
}
] |
<image>Find m \angle C.
|
B
| 64,725 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/278.jpg"
}
] |
<image>Find y.
|
A
| 64,726 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/279.jpg"
}
] |
<image>Polygon A B C D \sim polygon A E F G, m \angle A G F = 108, G F = 14, A D = 12, D G = 4.5, E F = 8, and A B = 26. Find the perimeter of trapezoid A E F G.
|
D
| 64,727 | null |
D
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/280.jpg"
}
] |
<image>Find y.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/281.jpg"
}
] |
<image>Find the value of x in the diagram.
|
A
| 64,729 | null |
A
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/282.jpg"
}
] |
<image>A regular hexagon is inscribed in a circle with a diameter of 14. Find the area of the red segment.
|
A
| 64,730 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/283.jpg"
}
] |
<image>Find the area of the triangle. Round to the nearest hundredth.
|
C
| 64,731 | null |
C
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/284.jpg"
}
] |
<image>Find m \angle 3.
|
B
| 64,732 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/285.jpg"
}
] |
<image>If a = 10 \sqrt { 3 }, find y.
|
D
| 64,733 | null |
D
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/286.jpg"
}
] |
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/287.jpg"
}
] |
<image>Find m \angle 3.
|
A
| 64,735 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/288.jpg"
}
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<image>Find x.
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IIFTWJ0PbYmcvb0BaeTiE2LTcCp8jLi6OxMRExbqPr69KxzXy8CjTcBQbWzMr6IsEqkX7QmO4cD0GgEEdG9OnWQMdRyQISuYmRnwxpiTh5RWw6K9LFT7HhQsXFMuGhob4+PiodJyxiQl16tRRrMc/eFDha1cHIoFq0bs75H0+MTJg9TjVvliCUJWmdm1CM3cHAP44e4PbiZkVOv5SYKBiuVGjRlhYWKh0XGFBATk5OYp1MzOzCl23uhAJVEt2XbnP9XsPAZjYtRktGljrOCJBeJxEAstHl/y4F0n5YE/Qsw/4jytXriiW27Zrp/Jx96KikEqVlfK9mjSp0HWrC5FAteSTv0u+iEaGLB2p2ot1QdCFEe1cae0pLzayzT+Cu8mqjQ4qLCzkxg1loeZOHTuqfM3bt8tOvdxYJFDhkWM3HhAamQDAeD8vPO3r6jgiQXi2xS+U/MgXSfnsUMizdy4RGhpKfn6+Yt23c2eVr3fs6FHFsoGBAZ6NGql8bHUiEqgWLD9U0iXEQMJHw9rpNBZBUMWodm54utgB8NO/N1UqvFy6A33dunVp3ly1qmK5ubns3btXsd62XTuMa2hREZFANex2YibHr0YB0KeNGy3Fu0+hBpBI4K3n5YWXyStg/any+2VeunxZsezt7a3yePbt27aVGco5atSoigVbjYgEqmFfH78u7/cJvDWw/FEZglBdTPVrDJbyUXLfn7xe7v4hV5Wd79u1b6/SNRISEli5cqVi3dbOjvHjx1cw0upDJFANKiiW8t0Z+dzuDevbMKhlQx1HJAiqMzM24o3uzQCIeZDGkfC4p+6bkpJCTEyMYl2V/p9SqZTp06aRkpKi2DZ//nzq1q25bQQigWrQlkt3kWbK+7a9+lwLxKAjoaaZ3acFj764yw48fXhn6Q70AF26dHnmeRMSEhg1ciSXSz32d+7cmSlTplQiWt0z0nUA+uTH0yVdOowNeb1nM90GIwgVlJVfyIYzEfJZPGXwb+h9krPzsa9j+ti+gaU60Dds2BA7O7vH9iksKCA0LIy///6bnTt2kJqaqviskacnG3//HQODmn0PJxKohtxPyeb8dfl43iHtPXCwfPxLJwjVkUwGP56NYOGOADLTskt9AL+cu8XCAY9Pt32lVAWm2NhY2rVtW+p8MrJzcsgp1VBUWtdu3Vi/fj1WVpqbk0lXRALVkA1nbykaj14Rd59CDXH8xgPe3HSeG1HKgiD17C1JysqF/CI2nrv9WAKVyWRcu3atzLaHDx+Wey1HR0dmzJjB62+8oZngqwGRQDVkk/8tAMys6zCklYuOoxGEZ7v1MIPZWy9y+HKkfN4NADMTPhzWnveeb8W038+z+XQ41+4lcCMhg+b1lXeL0dHRZbohPYmRsTEODg7Ur18fdzc3Ro4aRb9+/Wr8I/t/iQSqAcGxKdyNlbcsTvb1xMhAtB4J1VN6bgHv7bnC+mOhUFgs32ggYVKP5qwa44NTSbHv/3VtwubT4SCDjf63+HyEcpimm5sbcfHxugi/2hEJVAP+8FdOifCyX80c0yvotyKpjG9PhvPWX5fkE8qV6NLShXWTutDBzb7M/v2aO2NpU4fMtGx2BNwtk0AFJZFANWD35bsA2NpZ0r2xo46jEYSy9oXGMGezv+IpCcClgQ1fTfBjTAe3Jx4jkcCYTh78euwad2KSH3uMF+T064WEDtxMyFB8MUd28BB9P4VqIywujV6rDjF85QFl8qxjxmeTuhK5fNxTk+cjE3w8FcvbLt3VZqg1lrgDraSdQVGK5TEd3XUYiSDIJWbm8/Zfgfx2KhyKS2puGhkwvY83y0d2fGK/zifp08wJ6phBdh57r0SxeEjb8g+qZUQCraQDIfflC+am9GvhrNtghFqtoFjKF/+E8eHeIMhRlpnr086dNZP8KlzYxshAwvBWruy9eIugOwmk5hZga14zqyZpi0iglZBbUIR/hLw1cmDLhhiL1ndBR7ZdjmLeFn/iH6YrtjV2sefbyX4M9la/JsPQtvIESrGUQ2ExTCr1WC+IBFopx24+UHQFeb61KBwiVL3AqCRmbr5AYLhyVksjKwtWj/bhzeeaVXoW2KGtXeQtSjIZh0NjRQL9D5FAK+HINeWXVnSeF6pSbFoub+0IYNu5m4oRcBgbMmtAG5a+0B4rM2ONXMfJ2hzPhrZExqRw8sbTqzPVViKBVsK/N+VTsdraWeLlKLp4CNqXW1DEkoOhfH4wGPJKqsZLYIhPY74Z35nGDpYav2av5k5ExqQQk5BGfHquorO9IBKo2vIKiwi5Lx8/3MNLzPcuaJdMBr/632bhjgBSkpVTD3s3qs/ayX4817S+1q7du7kzvx67BjI4cTOeyb7iMf4RkUDV5H83WfH+s7uX6DwvaM/p2w+Z9ed5xUSFADa2dVk5zpdpXb203ve4T1MnxfLZ2w9FAi1FJFA1nbut/DKLO1BBG+4mZzFn60X2BdwuU/DjnefbsHhoW8xNquavb0Mbc2ztLElNySQgsvyqS7WJSKBqunQvSb5gbEhHd/tn7ywIFZCZV8iHe6/wzZFQKCiSbzSQMLZrU74c54OLTZ0qj8mnkQNHUjIJup+MTIYYcVdCJFA1Xb2fDEBzZzvR/1PQCKlMxvrTESzcFUheurJcXMemzqz7Pz86e9TTWWwd3O04cjkS8gq4kZBOCzHbLCASqFoKiqXce5gGQBvXx6cyEISK+ud6HLM2nedWdLJiWwNHa76c0IWJnTx0F1iJDm7K5B10P1kk0BIigarhWlwaFMnHGLdyEQlUUF/4g3Rmb7nAsSv3lBvNTflkeAfeGdAKU+PqUe+nQ6kbhasxqUz21WEw1YhIoGoIjVNOjtXa2VaHkQg1VUpOAe/+dZkNJ65BUUlhY0MDXurVnJWjfXC0NNNtgP/hWc8STI0gv4ib8enlH1BLiASqhpsPMhTL3s7iUUZQXaFUxpdHr/Hu30GQpSxs3L21K2sndaVtQxvdBfcMEgk0drDmTkwytxNEAn1EJFA13HlYkkCNDGhUT/MjPwT99FfwfeZuuUB0vPIJxt3Zlm8m+fFCG1cdRqYaT0dL7sQkcz0ps/ydawmRQNUQlZwFgKNNXTH/kVCuK9EpvLnFn/NhMcqNdc1ZObIjc/u2rDHfIY96JcOVs3LJyi+krqlmxtvXZCKBqiEmRZ5AXeyqvj+eUHMkZOSxYGcgf/4briz4YWTIa/1a8dnIDjWutqZbqe/7veRsWjnb6C6YakIkUDXEpMvfXTnroEOzUP3lF0r5/J9QPtl3BXJLChtLYEAHT76d0JlmNXRuIVd75ff9fqpIoCASaIXlF0ohT/6Xor6oSiP8xx8BkSzYepGHScqGxmbuDqyZ1IX+NXzGAmcr5ff9QXruM/asPUQCraCEzFzFuGRHS5FAtSUmJoalS5YA0MjTk3feeafM5wcPHGDv3r0AvPjSS3Tr1q3KYyzN/24ib/7pT9At5XzpFjZ1WDnGh9d6NK10YePqoIG1hWL5YWaeDiOpPkQCraCkLOUXx75OzXqHVZM4Ozvj7+9PYmIihkZGTJs2jXr15KNh7t+/z9y5c8nKyqJhw4Z8sXKlzuKMTs1m3rYAdvnfktecAzA1Yt6ANnw6vJ1eNbSUnowuJTv/GXvWHtVjmEMNkpZbqFi2thAJVFsMDAwYPWYMAMVFRezYvh0AqVTKjFdfJSsrC2NjY37csAErq6p/p5hdUMTCXZdwe3sru85H8KjCxgtdvLi7YjxfjvXRq+QJYGeh/O9Jzy3QYSTVh0igFZSZr0yglmYigWrTSy+9hMRA/hXdvXs3ACuWL+fq1asAvPfee7Rv375KY5LJ4Mczt2i4cBur/r4M+fJqSW0bN+DMRyPY80YfPOzqVmlMVcXM2AgM5f8/svMKy9m7dhCP8BWUW1CsWLYwMdRhJPrPw8MDn06dCAgIICwsjE2bNrF+/XoA+vbrx4zXXqvSeE7cfMCbm/wJv6esiVnP3pKV4zvzvy6NqzQWnTE2guICcguLy9+3FhAJtILyi5VfHFMjcQOvbZMnTyYgIACAhQsWAPL3o2vXrq2yGG4nZjJ7y0UOXb5TprDxB0Pb8/6gVvI7s9qi5ImgsFiq40CqB5EBKqi4WKZYNpSIPz5te2HEiDLvOI1K3ntaW2u/BkF6bgFvbr2I17vbOHSpJHkaSJjYswWxKyewZHi72pU8AUpGTRVLZeXsWDvUsv/7Qk1jYmKCZ+PGBF+5AsCECRPo0KGDVq9ZJJWx9lQ4b+26jDQzR7G9c8uGrJvkR0e3WjwDQUlvLJnIn4BIoEI198cffyiSJ0BISQOStuwPi2H2Jn/uxqYotjWsb8NXE7swtoO7Vq8t1DwigVZQ6e7Q4kdYuyIiIli8eHGZbSEhIdy8eZNmzZpp9FphcWnM2uLPqav3lRstzFg2ogMLB7QS07Y8UvKlNxBvrwDxDrTCTEo1HBUUi5ZIbcnPz2f6tGnk5eZiaWnJwoULFZ/9vnGjxq6TlJ3P1N/P0vqDHcrkaWTA1H6tSVw9gfeeby2SZ2kljUdGIoMCIoFWmKmR8qY9T3Tl0Jr3Fi3i9u3bACz77DNee/11LCzkQwn37PmbwsLK9UMsKJay7FAoDm9t5ddj1xRTtPRu507YsnH8/FJX6pUaeSOUKJL3ezUzFl34QCTQCqtjqvziZOWLzsTasGfPHrZs2QLA4CFDGDNmDObm5gwYMACA1NQUDh48qPb5t1+OotG72/lgy3nIkQ/N9XSxY//bQzkx/3m8ncQsA08ilckU049YmIoECiKBVph1qRqOGblFOoxEP92/f5+3334bAMf69Vm9erXis4mTJimWN/35Z4XPfSkqmc6f72f8N4eJK5mWwsjKgq/+14Nby8YwpFXDSkav39JyCxXvQMUoPDnRiFRBdqKgglbNnTOHrMxMJAYGfP3112X6e/bo0QMnZ2fi4+Lw9/cnIyNDpXHwcem5vLU9gK3nbioLGxsb8mb/1iwb0QErM/0as64tpb/vNubi9QaIBFphpWdLLF2ZSdCMv0rGvD/N5cuXVT5XXmERSw+Fsmx/MOSVFL+QwOBOjfl2QmcaO4j5rCqidAm7epYigYJIoBVma24CRoZQVMzDDFFUtjqSyeA3/9ss2BFASrJyArSWHo6s/b+u9G5aX4fR1VzxpYooN7AStXBBJNAKk0jA2tKc9NQs4tNzyj9AqFJn7zxk5p/+hNx5oNhmbVuXlWN9md7NCz2oa6wzsWnK73tDG4tn7Fl7iASqBhebOqSnZhGbkq3rUIQSd5OzmLs1gL0Bt8sUNl44qB2Lh7aljon4qlfW/ZLZaAHc9bRkX0WJb5UaXO3rcO0u3BEJVOcy8wr5aF8wX/8TAgUlvSIkEsZ0bcqX43xwtRUT/2nKo+m8MTbEWcwHBogEqpZGjxofcvJIySnATlSmr3JSmYzv/o1gwc5A8tKVP2QdmjqxbnJXujSqp8Po9FNkonyiPGe7uuJVSAmRQNXQtNS0tNfj0+je2FGH0dQ+R8LjmLXpAhH3ExXb6jtYsXp8Zyb7euowMv1266E8gXo61sxpmbVBJFA1tHSyUSxfixMJtKrcSMhg9hZ/jgbdU240N+Xj4e15d0BrTI3FuBBtycgrJLPkTr9ZAxvdBlONiASqhrYN7RTLITGpOoykdkjJKeC93UH8cDxMMZQQAwkv9mzBqrE+ZfrmCtpxNSZVMQrJ29lGp7FUJyKBqqG+lRlGVhYUZeQQGpOs63D0VpFUxlfHrvH2niDIUvZB7NbKlbWTu9Cu1A+ZoF2X7ycpltu51uKC0v8hEqiafFzt8L+Ww+XolPJ3FipsT3A0c7b4cz9eeYfv5mTLNxP9GNHOVYeR1U5B90puFCQSOrmJH65HRAJVU3u3evhfiyEnLZuYtGxcbER3GU0Ijk1h1uYLnA2NVm6sa84XIzowr583RqI2p04ERckTaENHayxF7QAFkUDV1KWxA+tLls/cTmRiJ5FAK+NhZh4LdgTyx5kbiqK9GBnyal9vPh/ZUXQV06H8QinXYuSP8B09HHQcTfUiEqiaejVRjqc+c+sBEzt5aOzcP/7wAzk5Tx8mKjEwwNHREWdnZ1ycnWnUuDEGNbRCeH6hlOVHQvl47xXIVVb76d/Bg28n+tG8vugyo2sXopKgpHi4XxPR46Q0kUDV5GZXBzt7S1KSMzkXkaCx86ampvLJJ58gq8C0h+7u7syZO5dx48bVqES6OTCS+VsvklDSQRugqZsDayZ3YUALZx1GJpR28ka8Yvm5pg10GEn1IxJoJfTwasDfyZmERCWSXVCkkfHWAQEBFUqeAFFRUcyfN4/YmBjeWrCg0jFo24W7SczcdJ6gCOVfTDPrOqwa48PrPZtiIIa5VCunbsTJF8xN6eQuWuBLEwm0Evq0cObvC7egqJjj4fEMb1v51uHLly4plq2srJg8eXKZz6UyGVmZmaSmphIYGEhionI0zpo1a5g4aRLOztXz7i0mLZt52wLZeT5CWfDDxIi5A9vw6bB2onGiGiqSyjh9S/6E1dOrvmjE+w+RQCthcKuGzClZPhgWq5EEeqXUHOjt27fnw48+euq+MpmMJUuW8P133wFQUFDAlaCgapdAswuKWLL/KisOh5QqbCxhuG8Tvp7gSyN7Udmnujpz+6Hi3XS/lmLKk/+qOS/MqqEmDpY4OcqnnDgSFl3O3qq5fv26Yrl9hw7P3FcikfDBBx9gbKy8c7sTGamRODRBJoMNZ2/hsnAbK/ZcUiTPNo0b8O+HI/h7Zh+RPKu5vY+megaGtXXRYSTVk7gDraTn27jw67F07salEJmchWclEsK9e/dITVV2HO/UsWO5xxgYGGBubq6Y5tfEuHo8Bp+MSGDWJn+u3VU2sNnZW7JqrC//82siqvnUEIdC5DcGNrZ1xcivJxB3oJU0oq27fEEGOy7dq9S5AgMCFMsSAwM6+fiUe8yVK1fIyFC2Yrdq3bpSMVTWncRMhqw5Rp9le5TJ08yE90b7EvvFOKZ0Fcmzprifks3NkopXQ9qI0V9PIu5AK2lgy4Zgbgq5+fwVdI93BrZS+1yXg4IUy26uruXOOJmQkMCCUq3u9vb2dFThrlUbMvIKeX9PEGuPhir6DGIgYUK3Zqwe5ysK8NZAWwLvKgqIjOroodNYqiuRQCvJ1NiAoa1d2R9wm4CIeB5m5qldHehqcLBiuWXLluTnPz5tcnx8PDdu3CA0NJSfNmwgM1M5adrnn32GuXnVJiqpTMaaUzdZsCuQogxl53/fFg1ZN8lPdHupwXZeuitfMDdliLd4//kkIoFqwATfRuwPuA3FUjYFRDKvb8sKn6O4uJibN28q1g8dOkQjDw+VjrW1teOTTz5m6PDhFb5uZRwIi2X25vNExigLqjjXt+arCX6M6+hepbEImhWblsulW/J+ui+0dRO1Vp9CJFANGNXODcxMIK+ATf531EqgYWFh5OWpN8/8qzNeZczYsWodq45r8enM2uLPyeAo5UYLM5a+0IGFA7wxMRR/2Wq6jRdug1T+/D65S2MdR1N9iQSqAeYmRoxs78Fu/wgu34rnbnJWhbvnBAYGKpaNjI1p367dE/fLy88nISGBhwnK1u0Vy5fToEEDxo8fr1b8qkrKzufdvy7z88lrUPSo4IcBU55rwRejfahXx1Sr1xeqzp/nb8sX6pjxggb6N+srkUA1ZEp3L3b7y0fY/HjmJp+PqFhjzpVSDUgtW7Tg7717n7n/xYsXmTVrFjHR8m4m77z9NgMHDsTGxqbCsZenUCpj5ZEw3v87CLKVd8m92rixdpIfrUSFcr1yNTaN8HsPAfg/H0/xRPEM4k9GQ4a0aoi1rfyu89czEVRwODshISGK5bZPufssrXPnzmzZskWxXlBQwLmzZyt2URXsCIqi0TvbeX/zeUXybNTQjn1vD+HUgkEieeqh9afCFcszejXTYSTVn0igGmIgkfC/bl4AJCRmcOh6rMrH5uTkcPfuXcW6Kh3oARo3bkz9+sqyeoGlxtFX1uX7yXRZvp9xXx8mNiENAANLC758uQcRy8YwtJVoldVH+YVSfjx3CwAPZzsxYWI5RALVoDd7t4CSYgtrj4eXs7fSpUuXkEqlinUfX1+Vj83OVs6JbmdX+ZEi8em5TPrpXzp9tIuLj34EjA2ZObgdKavGM69vS1FQQo9tCoxUzD81vVdzHUdT/Yl3oBrUxMGS7t4unA2N5lDwPeLSc1XqQH6pVAOSjY0NHip2Xzp9+jRZWVmK9S4VSLz/lVdYxLJDYSzdf6VUwQ8Y1LEx307sTBMHS7XPLdQc606U1GIwMeK1nk11G0wNIBKohs3s3VI+n09RMV8fv84Xo8p/HL9SugO9t7dK14mKiuLNmTMV66ampuUWH3majRfvsGDrRZKSlZ3yW3g4snayH32aiQK6tUXQ/WSCSvp+ju7kib3oVVEukUA1bEwHd2aWVKr/5uR1lgxrX24n5LDQUMVyh/btn7hPcXExsbGxREVFsXPnTnbv3k1RSQERgE8++QRjk4rNG3QuMpGZf5zn6p0Him3WtnX5Yowvr3T3EmPWa5nlh0MVQzfnD1B/SHJtIpFVtPy5UK5PD4SweJs/AN9M6cXs3k9/l5SQkFCmz6ehkRGmpo//8ufn5VFcXPzEc7z40kusWLFC5fjupWQxb1sAey7cVhY2NjViwfNt+XhYO41U1hdqlpi0bFzf2gKFxbRr0oArH72g65BqBPE3RQvm9GnO4r1BkJvP8gPBvNGr2VMbXgIvXiyzXlxURE5RkUrXcXNzY9bs2UycOFGl/bPyC/lobzBfHQmB/JJrSCSM8vPi6/G+uNqKmUVrqyUHQhRFYN4Z3FbH0dQcIoFqgbW5CbP7tuTb/VeIf5jOz+duMaPHk1/Ih5ca//4sRkZG1K9fHxcXF1zd3OjerRtjxo5VaRI5mQy+O3OThTsDyUlTttp38HJi7f/54ddITFVbm8Wn5/LjKXnjkYezHeNF5SWViUd4LUnMzMfxrc2QV0B9ByuiV07AWAfdf46GxzFr8wVuRinnTnKsZ8WqCZ150dezyuMRqp/pf5zn56Py9/C/vNaXKV2b6DiimkP0A9USB0tT5vaXv4hPSMzgm+PXyzlCs24mZDDwm6MMWL5PmTzNTflobBfurxgvkqcAyAtg/1xy9+npYsfLfqJwSEWIO1AtSs0twO6trZCVi4GlBSmrxmNtXrGWcnWu+d7uIL4/HlamsPH/9WzBqjE+1LdSr1apoJ+GrzvOvovywiHb5z7P2A6iDGFFiDtQLbI1N2HZcHm3JGlmDov2BJVzhPqKpDJWH72G3Vtb+f7wVUXy7NrKhaAlY/hjag+RPIUyTkUksC9Anjw7NnUWyVMN4g5UywqKpXi+u0M+ntzIkLBlY/F2stboNf4OiWbOZn+i4pQT0rk62fL1xC7yWqWC8B9SmYyWH+2Wv94xkHDh41F09qin67BqHHEHqmUmhgasndxVvlJUzLSNZzR27quxafRceZARqw4qk2ddc5ZP7sadz8eK5Ck81coj1xTvxif1aC6Sp5pqxR1ocHAwF/z9n7lPx06d8FFhFkx1Dfj6H44G3QPg+1d6P7VbkyoeZuaxcFcgv5++AcWPChsb8kofb5aP6oidhXbfswo12/2UbNwX7YDcfKhrzsMV43GwFMM21VEr+oHu3LGDX3755Zn7DB8+XKsJ9MeXutHoehzkFfDalgsMb+OKUwVnqiwolrL8cJiik/4jfdt7sGZiF1o00OyrAUE//e+3M4rvz7oJnUXyrIRakUDj4uIAMDAwwOQp48VNnjB8UpM87OryxRgf3v7zHGTl8r/fzvLPnP4qH7/l0j3mb73Ag4fpim1ervasmdyVgS2dtRGyoIc2nL2lmMuqS0sX3ugpCiZXRq1IoPHx8gozAwYM4Jdff9VZHAv6t2JrQCRBEfEcuRzJj2du8WoPr2cec/FeEjP/9OdyRJxim4m1BatG+zCzVzMMRMUPQUX3UrJ49c9z8hUzE/6Y1lO3AemBWtGIlFAyAZunp247j0sksPXV5+QzeAIz/jzHncTMJ+4bk5bNuB9P0eXjv5TJ08SIOUPbk7RyArOeay6Sp6AyqUzG+B9OQY780f2rCaLGqybofQKVSqUkJiUB4NVU9wVivRyt+Gain3wlN5/R609QJFW24+UWFLFoz2Vc397OjrM35VPLSmBY5ybcWTGer8f5YmlmrKPohZpq8b6rBITLZxjo1caNuX0qPvW28Di9f4RPePCA4pLqRl5ez35criqzezfnQEg0Ry5HcvXOA+bvCOSbcb78fP4WC7cHkJaqrDLf2rM+a/6vK72aiLlpBPWcjEhg6W75rAdGVhZseeU53QakR/Q+gUbfv69YtrCw4NNPPyUkJARjIyN8fHzo178/bdq0qfK4Nk/vSdN7iaQkZ7LmYDC7L98l5kGa4nNbO0tWjfNlil8TUdhYUNvDzDxGrjsm7+4mkfDXjN4V7v0hPJ3e9wPduXMns2fNAuTzDaWlpZX53NDIiOXLlzN58uQqj23rpSgmrvmHMnMgm5mwaHA7PhzcGnNR2FiohCKpjO5fHFBMDjh3WAe+Gqu9rnq1kd7/DY2JiVEsp6Wl4eDgQBMvLyJu3iQ5OZnioiLeXrgQpwYN6NO3b5XElJFXyAd/X2HNkZCyydPCjIhPR+LlaFUlcQj6bdbWi4rk2bllQ1aP6aTjiPSP3jciPeoDCjBz5kyuhoSwa9cuQsPCmD59OgAymYx169drPRapTMa3J2/gsHAraw5cURT8MLKykO+Qk8esLRfR72cCoSpsOHuL7/+5CshfB+2d2U/02tACvX+EP3PmDBcvXMDS0pJXZ8xA8p8vUfdu3YiMjEQikRB89SoODtqpzn7wWiyzN/lzJyZZsc3J0ZovJ3RhWBsXOi7ZqxibPG9YB74Uj1qCmk5FJNB7xT75D7SpEf7vvUCXRmKsuzbofQItz8cff8yPP/wAwO49e+jcubNGz3/9QTqzNvtzomT0BwAWpiwZ3oG3B7bCxFD+EHAvJYtmi3dTkJ4DEvh+euXGy9dUP//8s2LY7bZt23BxcVH52OpQ80DXbj3MoOkneyAzFyTw2xv9eLmzKJKsLXr/DrQ87u7KGogxMTEaS6DJ2fm8u/syP524BkUlBT8MDfjfcy34YpTPY+OPPezqcnzuQHp8vg8Kinjt139xtavDYO+GGomnJkhJSWHFihVkZcoHF2RmPnmQwdNUh5oHupSUnU/vlYfkyRNY+EInkTy1TO/fgZbHyEj5G2JoaFjp8xVKZSz/J4x6C7by05FQRfLs2caNkGVj+fXl7k8t3tC9sSN/vtpbPmSpqJgh3x7lUlTyE/fVR0s+/VSRPNVRuuaBmZnZE//Rds0DXckuKKLvqsPyurPAqK5N+WJUR90GVQvo/R3o9GnTyMnJoXWbNixatOixz5MSlZOtNWxYubu9nUH3mbfVv0x/Tg9nO76d7Mew1qo9ik729eResh8fbDkPufl0W3WQsA9f0PuW+WvXrrFz585KnaO61DyoaoVSGUPXHCXkzgNA3uK+5ZVeOo6qdtD7O1B/f39OnTrFyRMnnvj5hQsXFMsVed9WWtD9ZLquOMDYrw8pk6elOatf7sGtz8aonDwfeX9Qa157Xj43d0F6Dt2XHyCm1HTE+ui9RYsoLi5GosI0zU9TXWoeVCWZDMb9cJJTV+UDRrxc7flnzgDFu3VBu/T+T9ne3h6A8Bs3iC/VpQngzp07+Jc0OrT09sbJyalC545Pz2Xyz//S8aNd+F8r6W9qbMjrg9qSsmoC8/u2xEjNqYzXT+zC6K7yRqSHSRl0X36AhIw8tc5V3e3du5fAwEDqWloyY8YMtc5R3WoeVAWZDF769Qx7/G8B0MDRmlNvD9H6xIWCkt4n0KHDhgFQXFTExIkTCQwMJDMzkxPHjzNu3DiKSsbJT5w4UeVz5hUW8dG+YJwXbmXz6XBFwY/nO3kS8fk41k/sgm0lv8SPKjf1a+8BQFRcKn6f7yM+PbdS561uCgoKWPLppwC8+eab2NraqnWe6ljzQJtkMnj51zP8WTIlsbVtXc6+MwRnMUyzSun9O9BXXnmFHdu3ExsbS0REBC8MH/7YPn5du/J///d/Kp3v94t3WLAtgMSkDMW25u4OrJ3clb7NG2gsbgAjAwn73+xPv68PczY0mruxKfgu28u5d4fiZldHo9fSlTXffktsbCxubm68/vrrfP/992qdp7rWPNCGIqmMST+dllfrQl4f9uw7Q2gsytNVOb2/A7W1tWXf/v107dbtsfdrxsbGDBo0iC1btmBaTuvs+chE2i/Zy8vrjimSp6VNHb5/pTfXPx2l8eT5iKmxAUfnDqBnG/kEcTEP0mi/5G+uxaeXc2T1l5CQwHfffQfAR4sXY2ysfpm++6WG7I4aOZLvv/uO8+fOcfr0aVatWsWQIUPYtGlTpWPWtbzCIgZ/e0SRPC1s6nB50TBaOdvoNrBaSu/vQAEaNGjAzp07iY6OJjAwkJSUFJo1a4avr2+5ifN+SjZztwWw+8It5bh1UyPeGtiWj4e1pa6p9mtzmhkbcXTeQF5Yd5zDlyJJSc6k1ZK/OTl3IM81ra/162vLJx9/TE5ODn5+fgwePLhS56qONQ80LSk7n/5f/kPwLXlvg3r2lpx5dyjN6+t3D43qrFYk0EdcXV1xdXVVad+s/EI+3neV1f9chXz5uzUkEkZ28eLr8b5V/ghtYmjAvjf78fKvZ+TvXbNy6b1iH79Me44pXZtUaSyaEBQUxN9792JoaMjSZcsqfb7/1jx4/4MPFOsfffghP/30k6LmQU1MoOEP0um/WtnPs1FDO06/PRhXW/14lVNT1aoEqgqZDL4/E8E7OwPILNV1qJ2XE+sm+9HVUztj5VVhZCBh07SeuNrWYcXfl6CwmKk/HCc0NpXVY3xqVN3Q9xYtQiaVMm7iRFq0aFHp8w0bNgxHBwdFzYPSPl2yhBMnThAZGckFf38SExO1VvNAGw6ExTJ07THIkffC8GnRkMNzBojpq6sBkUBLOXbjAbM2nedGlLJzvUM9K1aN9+WlajQkbvmojjSpb8Urv5yGwmK+2hdEcHQyu17vU+nW/6qwfds2QkJCqGtpyQcffqiRc/bo0YMePXo89fN+/fvz4w8/IJPJiIyMrDEJ9NMDISzecUHe0wMY270Zf07rKfp5VhMigSIvwDBry0X+CYqER6VVzE35cGg73nu+FWbG1e+PaXo3L7zqW/P8N0fIS8/mZHAU3h/+xd5Z/enkbq/r8J7p66+/BuQFrr8vaUR65HJQkGJ53dq1NHRxeeIIsorSVs0DbUnPLWDihn85dOmOfIOBhE/GduGjIfrRk0Bf1OpqTKm5Bby/J4jvjoUpanNiIGFyj+asHONTI6Y+iE7NZsg3RwmNlI/CwcSIryb5VetJw1q3akVysmpj/CUGBsTGxlb6mn/88QfvvP02AOu/+44RI0ZU+pzacvFeEiPXHiP+YUlPizpm7H2jb4VHtAnaV/1urapAkVTGtyfDeeuvS4rKNQB+3i6sndiFDm7V+w6uNFfbOlz6cDivbTrPr8euQUER8347w5GwOP6c3rNavidzcHB4rC7rI7m5uWRny98929raYW2tWgtzVdY80BaZDD47HMoHOy8qftBbejiyd1Y/0cezmqp1d6D7QmOYvcmfe3Epim0uDWz4aoIfYzq46TCyyvv94h1e/uUM5Mrn/raxrcvWGb0Z2NJZx5Gpbs2aNXz+2WcAHD9xQuUGJu+WLUlNTaVVq1YcOXr0sc/HjxvHmTNnAPlrgooO29W2mLRsJvx4mnNh0fINEpjatzXrJ3bB1Fi876yuas0daGhcGm9u9uffEOWIFeqY8fmIjrzV3xtjNcesVycvdW6MXyMHRq8/QWhkAmmpWTy/Yj+v9G/NN+N89GKSuszMTGQyGaampmX68Nrb25OamqqoeeDkrPzRqGzNA2377cIdpmw8C9kltQ7qmrNtWi/GdXR/9oGCzun9T1tiZj5TNp6lzfs7lMnTyIDpA1qTtGoC7w5spRfJ8xEvRysuf/QC84d3BAMJyGRsOBJCk/d3cjQ8rvwTVHPe3t40b9aMgQMGlNmujZoH2haTls3Ab44yZf0xRfLs2sqF6M9Gi+RZQ9T8W5KnKCiWsuKfMD7aGwQ5+Yrtfdq5s2aSHy0bWOswOu0yNpCwekwnRrRzY8IPJ4hLSCcuIZ0By/cz2s+LNRO71IgGsmfJz88vs67pmgfaVCSV8cWRMN7ffVnxugVTI5aP6czbA1rVqP68tZ1e3oFuvXQPj3e289FWf0XybOJqz8F3hnJ8/vN6nTxL69HEkYhlY+S1RUvuRnedj8D57W18cuAq+YVSXYf4GFOTZzd6GRs9+TdfUzUPtG1faAxe7+3k/c3nFcmzUzNnwpeO5Z2BInnWNHrViBQYlcTMzRcIDFd2ezGxtmDlKB/efK5ZrZ7W9eK9JKb/dpawR92dAMd6Vnw22oepXZvo1V9cdWoeaFtgVBLztgUoG4kALM1ZN74zr/dopld//rWJXiTQ2LRc5m+/yPbzEYoRGxgbMmtAG5a+0B4rM+0X/KgJZDJY/+9N5u8MkM/+WaKxiz3LRvswXrx307iwuDTe2XWJg5cilcVojAyY3sebFaM6VctuZoLqtJJAb926xYH9+xXrJiYmvDFzpqYvQ25BEUsOhvL5wWDIK5BvlMBQnyZ8M7EznvZ1NX5NfZCZV8jH+6/y5ZFQ5Z8b0NTNgcUvtGNiJ09xR1RJV6JT+OjvK+y/dEf5oy6BAR08+Wq8b615jaTvtJJAR48ejf/582W2hV27hp2dnUbOL5PBr/63WbA9gNQU5SyOrTzrs2aSX40u8VaV4tJz+fDvK/xy+rpyJBbg5mTLO0PaMr2blxhzXUEnIxJYuv8KJ67eV95xAl1aurByrA/dGzvqMDpB0zSeQI8fO8aLL7742PZt27c/s9iDqk7ffsisP88rhy4CtnaWrBzrq3fv8qrK/ZRsFu+7wm//3iiTSC1t6jC3fyvm9m0pHjWfQSqTsSXwLisPhXK1ZGbMR7q0dGHpiI5aK7gt6JZGE6hMJqNP797cvHnzsc8+/uQTXn31VbXPHZmcxdytF9kXcFtZ8MPMhHcHt+GjwW31opO4rsWm5bLs0FW+Oxle5tEeMxMmd27MvP7edKxBw1y1LTEzn7WnbvD9yes8LDXFCxIJfdu5s3hYe3o0EXec+kyjCXTr1q3MnzcPAAMDA5o1b074dfmkV5MmTWLV6tUVPmdmXiEf7L3Ct0dCoaCksLGBhLFdm/LlOB9cbERBWU1LySngm+PhfHU0tExNVIBm7g5M9mvClK6Na+WffW5BEduvRPHH+dscD4suc8eOsSETunjx3pC2tBZTbNQKGkugBQUF+HXpQny8fLqBYcOG4dm4Md+UlC7z8fHh7717K3TOQ9diGbxi/+MfGEjwaqiZ96nC08mQJ9OUzFzlj1dppkZYmJtSz9wEUyP9fVdaLJWRlleIqaEB8Rm5Ze/OASMrC+b2bsH8ft41foCCUDEae+79/vvvFcnTyNiY995/n6BStR0jIyMrfM41x8Of/IFUxq1o1cqhCVqUX0ROfhH3/3OXWisYGvBcKxem92jG2I4eorGtltJIAk1PT2f9unWK9fHjxuHu7k5OjrKvYXJyMunp6Vhbq959Y93kLrwpgYOBd2jh4Yix+JLqnEwmIy23gNisPKQ5+VD8hNFMEsDUBAszY+zNTLAyN8bQoPr+v5PJZGTnF5KWV0hKboH8DlP6hAczAwldmjdkQufGTOzkgaOlWdUHK1QrGnmEfzRpF4CZuTkXLlzA0dGRwoICPD09KS6WvyfatWsXfl27VvZyQjVRJJVxKiKBPcFRHA6J5k5ssrKBrzQDCY2d7WjrZk9bV3s6uNvh41aP+lZVn4CyC4oIjknlclQywdFJXL2fQtD95Mceyx8xsbZgeCtXhrVzZVgb1wpPmbJ3714i79ypcJxu7u6MGjWqwscJVavSCTQmJobu3bpRUCD/As547TUWL16s+NzXx0cx5ezSZcuYOnVqZS4nVGOxabkcDIvh6PVYTobHkZSc+ewDLMxoWs8SDwdLGtWzpFG9urjaWVCvrhn16pjiaGWGQx1zlephSmUykrLySczKJzEzj6SsfB5k5BKZmMHdpEzuJWZyJymTzIycJ99dPmJuynNN69OvpQuDvJ1p72pfqa5xnX19iY6OLn/H/2jfoQMHDhxQ/8JClaj0I/yypUsVydPS0pK5c+eW+dzd3V2RQJ/UvUnQHw1tzHmluxevdPcC5F3Pjl2P53REPP63E7gbn1o2eeXkEXE/j4j7iU85YwlDAzA2AkMDLIwNsTA0oFAqI72wGIpK/ikufvLdbzmsbevS2dORnk0b0Le5E53c7THSUHnD9LS0MvPVV0T7du00EoOgXZVKoGFhYezbt0+xPmPGjMfecTbx8uLcuXMA3L51qzKXE2oYT/u6vNrDi1d7yBNqbkER1x+kcy0+jRvxGdyIT+NWQjphCenKYsJPUiyFYvmPdE7JPxVibIiHgzVeDaxo1sCG5k42tHSyoXVDG+rV0V6RkcBLlyj9gDd16lSVi5oMe0I5PqH6qVQC/fjjj5FK5Y0I9erVe+J49yZNmiiW76jREl+dXLlyhYsXLqi8/6TJk7GyKn9On+DgYC6UVEx/mo6dOuHj46PytSvrzp07bNy4kUuBgTx48IDEpCQMJBJcXV3p3qMHffr0oW/fvhgaGqp8TnMTIzq62T+xM35KTgF3kzJJysonPbeQjLwCMvIKycwrJCNX/u/M3AIy8wvJzi/E1MgISzNjLM2NsDQzkS+bGmNlboK1uRFW5ibYmJvgYV+HhtZ1dDJC7dKlS4plW1s7li5bVvVBCFqldgI9deoU50vuLAFGjBzJgwcPHtuv9C9u4sOHZGVlUbduzSzyceL4cVZXYDDAwOefVymB7tyxg19++eWZ+wwfPrxKEmhCQgJz58zh33//5b+vx4uRd0eLjIzk940badeuHT///HOZ6TPUZWdhgp2ejXK6Uqobn7d39Z0lVVCf2gl0yZIlZdZ/2rCBnzZseOYxMpmM8PDwKr2T0iQjY2PMzJ7dcpyXp3wUVfXuLC5OPtWGgYEBJk8pKGxSBfUsT506xcw33iA1NVWl/YODg+nXrx9btmyhTdu2Wo6u5gm7dk2x3L5DBx1GImiLWgl0x/btiiGaFRV+/XqNTaBz5sxhzpw5z9znfy+/zJEjR+jVqxdubqrN8vloAMKAAQP45ddfKx2nOi5fvsy0qVPJzVVO89ykSRNmvPYa3bp1w9XVlfj4eIKDglj95ZeKBsHU1FTmv/UWR48efepUxbVRdHQ0qSnKmV87deqkw2gEbalwAi0sKGDFihWKdRcXF9q0afPMYwICAkhKSgL0uyV+9+7dHDlyBAsLC1auWqXycQkJ8spSnp6e2grtmdLT03npxZcUyVMikTBr9mzefffdMvu5uLjg4uLCkGHDmDdvHtu3bQPg+rVrbPztN/43ZUqVx15dBQQEKJYlEgm+NfSmQXi2CifQDRs2KB45AVauWkWvXr2eeczs2bPZuWMHADcjIip6yRohJSWFD97/AID58+fj4uKi0nFSqZTEkh8Xr6ZNtRbfs3z33Xekpirvlt5///1nFsCWSCSsWLGCwMBA7pY0DO7atUsk0FKCLl9WLDs7O2Nmbv7YRHhPYmBggLGxmEGhpqhQAs3IyGDt2rWK9Y4dO5abPKHsndXdGt4S/zQLFywgNTWFlt7evPb66yofl/DgAcUlU+56eXlpK7ynys3NZeNvvynWe/fpo9LsAaampowcMYIvv/wSgPDwcKRSKQbVeMhmVboSHKxYjo2NpZGHh0rHzZo1i0XvvaedoASNq9C3/csvvyQtLU2x/s5/HvGepmmpxPAgIaHMezZ9EBwczOHDhwF4b9GiCiWR6Pv3FcsWFhZ8+umnjBkzhokTJvDl6tWEhIRoPN7SNmzYQHp6umL9/fffV/nYrt26KZZzcnK4q8aQRX0klUq5eeOGWseKxqaaReU70Pi4OH7fuFGx7uvrS/fu3VU6tlmpR1OZVEp4eDgd9OiLsnLlSmQyGU2aNKFP374VOvZ+qZEqo0aOLPMDdfr0ab76+muWL1/O5MmTNRWuQmFBQZmeE23btqVlS9W72/j5+XGj1DttVbps1QbXr18vc5NgZWWl0o+qRCKhc+fO2gxN0DCVE+iyZcvKdNH5bwPDs3h4emJkZERRyaPq9evX9SaBhoWFcerkSQBenTGjwseXHuqXlpaGg4MDTby8iLh5k+TkZIqLinh74UKcGjSocHIuT9i1a4rGPYCXXn65QsdLJBKRNJ8gMDBQsWxkbExoaCjG5cx3L9RMKj1rxsfHs2fPHsW6X9eudPHzU/kihoaGODk5KdbVKa5QXa384gtkMhn16tVj/LhxFT6+dIPczJkzuRoSwq5duwgNC2P69OmAvP/suvXrNRbzI3du31Ysm5qaMnr0aI1fozYqXQfXy8tLJE89ptIdqJOTEzGxsZW60MVS3Tr0RVxcHMeOHwdgwoQJav1FGTZsGI4ODlhaWj52B/vpkiWcOHGCyMhILvj7k5iYiIODg0Zih7JDa52cnJ7aiV+omJCrVxXLbVq31mEkgraJmdgqYefOnchKagEMHTpUrXP06NHjmbOV9uvfnx9/+AGZTEZkZKRGE+i9u3cVy84NG2rsvLVZbm5umdkXRKOQfhN9TirhwH75fE0ODg5aG8ro7u6uWFa3NNrTRJXqAaBqv1Xh2YKCghQFxIEaO+pOUI24A1VTdHQ0YWFhAPRUoS+suoyMlP+LKlL5SBVZmcqCx6qWWXskKiqqTLWhIUOGlFsnoDYo3YBkUacOzZs312E0graJBKqmXbt2KaoVDezfX+3zTJ82jZycHFq3acOiRYse+zwpUVlsuKGGH7MbNGjA7ZKGpNgKvuP+6MMPOXr0KAC2dnYMF/UrAQi+ckWx3Lx5c1EfQM+JBKqm0vU7e/TsqfZ5/P39SU1NJSkp6YkJ9EKp+qOafsx2d3fn7NmzANwt9T60PHFxcZwo6boFMHbsWDH8sERoyVMJyOvHlq6HW56Zb7zBvPnztRGWoCUigarpUQdyW1s7rG1syt0/MzMTmUyGqalpmcdle3t7UlNTCb9xg/i4uDK1Ne/cuYN/SaJu6e1dpiuYJjRq1EixfDcykjNnzjyzQQvkXarmzpmjGH5qYGAg5rkqkZSURHypbmkyqZScbNWnfG7eooU2whK0SDQiqSE1NZWHJRWU3N1VK1nn7e1N82bNGDhgQJntQ4cNA6C4qIiJEycSGBhIZmYmJ44fZ9y4cYrBBxMnTtTgf4Hc6DFjyiTzlV98UaYB5EmWLlmiuGsFGDR4sMpl+/TddTVLPD4iRiHVPBqZ1ri2OX7sGC+++CIAI0eOVKmTu5ubG0WFhbi7u+Nf6rE8NTWVAf37P/MdpF/XrmzevLnCDT2qWLhgAZs2bVKs+/r68tvGjdj85646Pi6OBQsWcLLUo7unpydHjh7FwsJC43EJQk0gHuHVEFGqJF/jxo1VOsbYyIiiwsLHttva2rJv/37efPNN/P39Ff1KAYyNjenXrx/fff+91jq5z58/n8OHD5OcnAzI61h29vWldZs2tG7dmry8PMKvXyc0NLTM+O66lpb8/scfInkKtZq4A61GoqOjCQwMJCUlhWbNmuHr66uVu87/ioqKYvy4cdwv1S/0WVq3bs3qL7+kVatWWo5MEKo3kUAFQF4Q+vPPP+fggYNliiuXZmtry1sLFjBlyhTRPUcQEAlU+I/i4mKOHz9OyNWrpKamYmVtTStvb1q3aSMaiwThP0QCFQRBUJPoxiQIgqAmkUAFQRDUJBKoIAiCmkQCFQRBUJNIoIIgCGoSCVQQBEFNIoEKgiCoSSRQQRAENYkEKgiCoCaRQAVBENQkEqggCIKaRAIVBEFQk0iggiAIahIJVBAEQU3/D+RssPco5PYnAAAAAElFTkS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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/289.jpg"
}
] |
<image>Find x.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/290.jpg"
}
] |
<image>In the figure, m \angle 12 = 64. Find the measure of \angle 4.
|
A
| 64,738 | null |
A
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/291.jpg"
}
] |
<image>Find z.
|
A
| 64,739 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/292.jpg"
}
] |
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
|
A
| 64,740 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/293.jpg"
}
] |
<image>Find y.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/294.jpg"
}
] |
<image>Find y so that the quadrilateral is a parallelogram.
|
A
| 64,742 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/295.jpg"
}
] |
<image>Find x.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/296.jpg"
}
] |
<image>find \tan R.
|
D
| 64,744 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/297.jpg"
}
] |
<image>Find x. Round to the nearest tenth.
|
C
| 64,745 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/298.jpg"
}
] |
<image>Find the value of x.
|
C
| 64,746 | null |
C
|
[
{
"bytes": 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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/299.jpg"
}
] |
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
B
| 64,747 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/300.jpg"
}
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<image>Find x.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/301.jpg"
}
] |
<image>Find m \angle 1.
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D
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/302.jpg"
}
] |
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
|
C
| 64,750 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/303.jpg"
}
] |
<image>In \odot F, if D A = 7.4, what is E F?
|
A
| 64,751 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/304.jpg"
}
] |
<image>Find y.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/305.jpg"
}
] |
<image>Find m \angle 1.
|
B
| 64,753 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/306.jpg"
}
] |
<image>Find the area of the regular polygon. Round to the nearest tenth.
|
C
| 64,754 | null |
C
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/307.jpg"
}
] |
<image>If Q R S T is a parallelogram. Find z.
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D
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D
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/308.jpg"
}
] |
<image>Find m \angle R C L.
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B
| 64,756 | null |
B
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/309.jpg"
}
] |
<image>Find A C.
|
B
| 64,757 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/310.jpg"
}
] |
<image>Find the value of s in the parallelogram.
|
C
| 64,758 | null |
C
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/311.jpg"
}
] |
<image>If M N \parallel P Q, use a proportion to find the value of x.
|
C
| 64,759 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/312.jpg"
}
] |
<image>Find x. Assume that any segment that appears to be tangent is tangent.
|
A
| 64,760 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/313.jpg"
}
] |
<image>m \widehat J H = 114. Find m \angle 1.
|
B
| 64,761 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/314.jpg"
}
] |
<image>Find the area of the figure. Round to the nearest tenth if necessary.
|
A
| 64,762 | null |
A
|
[
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",
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}
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/316.jpg"
}
] |
<image>Find the area of the shaded region. Assume that the triangle is equilateral.
|
B
| 64,764 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/317.jpg"
}
] |
<image>Find x. Round the angle measure to the nearest degree.
|
B
| 64,765 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/318.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 M.
|
D
| 64,766 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/319.jpg"
}
] |
<image>Triangle A B C is similar to triangle D E F. Find the scale factor.
|
C
| 64,767 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/320.jpg"
}
] |
<image>Find x. A = 104 ft^2.
|
A
| 64,768 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/321.jpg"
}
] |
<image>Find R S if P Q = 12, Q R = 2, and T S = 3.
|
C
| 64,769 | null |
C
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/322.jpg"
}
] |
<image>Refer to the triangle shown below. Find z to the nearest tenth.
|
D
| 64,770 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/323.jpg"
}
] |
<image>The radius of \odot P is 5 and P R = 3. Find Q S.
|
D
| 64,771 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/324.jpg"
}
] |
<image>Find z.
|
A
| 64,772 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/325.jpg"
}
] |
<image>In \odot F, F H \cong F L and F K = 17. Find K M.
|
D
| 64,773 | null |
D
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/326.jpg"
}
] |
<image>Point S is the incenter of \triangle J P L. Find m \angle M P Q.
|
D
| 64,774 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/327.jpg"
}
] |
<image>Find y in the figure.
|
A
| 64,775 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/328.jpg"
}
] |
<image>Find the angle measure of \angle 2.
|
A
| 64,776 | null |
A
|
[
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jVvd37tIFTzzxBP7880/hXCYTFDKysgopFu9LxtL9F3DhhvhxZS9Xe7wxMASvDQiGvc3Dt6e79x8IicmJ9Fui9n6NnITpnEBPF6N9D2QcTFCIaoHCwkKkpaWJzoWFhWndj4+Pj+i4QG7Kh8jQMm7fw5jv9yglGo9l5xdj9vqjWHnwIrbOHIiz1+4iNj4FfyRdFbWztbZ89GROIHq28jJG6GQCTFCIaoGkU6cgU5hv76jlCAoA3L17V3Qc0LKlTvFUSmW4WSB+nPP+A+X9V4geu1lQgshPtylNz6iSklOAzv/dgkqZVKhJ8tiwjr6I6hGIcV11+92l2oMJClEtcCopSXRsZWWFkJAQrfrIy8vDrl27ROfaarmzbKVUhpUHL+LjrSdwQ+GNptN/N2Fc15b4bGw4WjZ2VtMD1Vcv/+9vjZKTx0rKxQlvZ38PYd8cNwdbfYdHZogJClEtoLj+pFWrVrCz03xXValUik8//RQFBQWi871699a4j9v3SjHm+904eDFb5XWZDFifeAXbT2bi5xd6Y2IEH1+mh+JTcvDbiQyd7nV3tMVLfdsiKjIQbbzd9BsYmTUmKES1gOIjxtpM76SmpuKtN9/EiRMnROf79euHYcOGadRHaXklhiz4E8fSVK8dkFdSVoFJi/fB3sYKT3Xy0zhOqrt+jruo870tPJzx+bhwPUZDtQUTFCIzd+PGDeTm5orOFd67h40bN6psL5VKUVhYiFu3buH4sWM4ceKEUoE3d3d3reqffLzluEbJyWMyGTB1RRzOB4xnqXBCQmqOzvem3iyovhHVSUxQiMzcyZMnlc5t37YN27dt06m/MWPG4ONPPoG7u7tG7a/n3cc3O89o/Tp3ix7gix2n8O2z3bW+l+qWO0WlOt9bUFyGikoprLhhX73DnziRmVNVQVZXffr0wZfz5mmcnADA2sOXlZ6k0FRsQgoqKnW7l+qOxzVNdGFtaQELC9XF26huY4JCZOYUF8jWRFxcHMaOGaO0WLYq/6TlVt9IjbtFD3D5Jmut1Hfujpov6FbUrpmb2uqyVLdxiofIjFVWVuLMGfH0yqhRozBixIgq7ysoLEROdjbi4uJw5MgR0bVTp07hvx98gO8XLdIohvz7D6pvVNX9xTW7n2qvf9JyERufitQc3deRjOnSQo8RUW3CBIXIjKWmpuL+fXHtiBEjRmDAwIEa3f/a66/jzJkzmDB+PPLz84XzmzZtwpw5c9DE07PaPhxquLeJgy33Rqlvsu4UIebRhn6XsvN17qeRkx1mPNlOf4FRrcIpHiIzdkrFAllt9+Bp3749Vvz8s9L5o//8o9H9Ic00X6+iyM7aknuk1CPllVKsPHgR0UsP4IONx0TJiXMDG2g7U/Pjc5EsylaPMUEhMmOK60+8vb3RuHFjrfuJiIiAq6ur6NzRo0c1und8t5Zav7E89nQnf9hZW+p2M9Uqf56+iuglB/D8ioOIu3BDdG1Ct5ZY98oTWP58b1hqsOBVIgEWTIxgOft6jlM8RGZMMUHRZYNAAJBIJGjevLlomkfTnYyDm7ljXNeWWJ94RavXtLa0wH+f1i1eqj1OZtxG7KPpHMXHiXu39kZUZCCiI4Ng/egx4Q4+DTFz9WEkpKiujdLG2w0/TY5EnzbeBo+dzBsTFCIzVVpaikuXLonOaTu985hMJkN6erroXMOGDTW+//uoHoi/lKPVXir/N6YL2jZlafK6Kju/GLHxKYhNSMW5a+JNKFt5uSKqRyCiIoPg09BRdK2zvwcOffAULmXn41TmbZzMuI2CkjJ09vdA15aNEdzMXaNRFqr7mKAQmamzZ8+iokK8YZouOxgDwMkTJ1BUVCQ617x5c43vb+zcAL+/PRhDFvyJ7Pziatu/PiAY7w4N1TZMqgVkMjwaMUnB3uTromsuDWyEDf3CW6qfipRIgNbermjt7co9m0gtJihEZkqxgqyFhQXat2+vdT+FhYV49dVXlc73HzBAq35CfRvizOdj8dGW41i6/zwqpTKlNq29XbHwmQgM6eCjdZxk/nafu4bY+BSsTkhVuja6SwtERwZiRJif8QOjOokJCpGZUrWDsYODg1Z9JCcn44M5c5CZmSk6HxYWhg4dOmgdUyMnO/z4XCTmjumCnw9exDvrEoVrO98dgifbNePwfB10NuuuMGqSU1AiutYjyFOYzqlJxVgiRfxtIjJTiiXuq1t/IpPJcOvWLVy/fh1ZWVnYvGkT9uzZo9SucePGKh871oabgy06+IjXsPh7ODM5qWNu3St9tM4kBUmZd0TXWjZ2FqZzWjR2NlGEVJcxQSEyQ3fu3MHVq1dF5zZu2IBdO3eqvaeoqAhlZWVV9mtjY4OfV66EpwYF2qh+W3vkMmLjU7DzTJbovL2tFaJ7BCEqMhDdA/l7RIbDBIXIDCUlJSmdq6iowN27d5Uba8jX1xeffvopOnXqVIPIqK47cP4GYhNSEBOforTO6KlOfojqEYTRXfxNFB3VJ0xQiMyQPncw9vPzwxszZ2L06NGwsuI/eVLtwo08xManIjYhBdfuih8n79qysTCd49zAxkQRUn3Dv1ZEZkhxUasmrKys4O3tDR9fX/j6+MDX1xdBQUF44sknYWnJaq6kWt79B4hNSEVsfAqOp98SXfNp6IjoyCBERQYhiFsWkJExQSEyQ98vWqTxbsOkH7m5udi+bRtOnz6Nm7m5aOHvj959+mDQoEGQ6Frr38xtPHoFMQmp+P2UOCG2sbJAVI+HiUnv1l4mio7qOyYoRFTvbd+2DbNnzxZtBRB/6BBiYmLQqXNnrFu3Do6Ojuo7qGUOXcoWpnNKyytF14aG+iCqRxDGd+M+OGRaTFCIqF5LTEzE9OnTIZMpF54DgBPHj+PFadMQExtb69fwpOYUCNM5Gbfvia518mv0aJ1JENwduYMwmR53MyaieksqleLNmTOF5GTw4ME4fOQI0tLTsWTpUmG/ori4OKxdu9aUodZIUWk5ftqXjOilB/B/v50QJSfebg6YNSwUq17uhzcGhjA5IbNRuz8OEFGdcOXKFezbtw+pKSnIzMyEtbU1wjp1Qp/evRHWqZPB1oCkp6cLC5LDwsKwfMUKWFg8/Nw2YsQIeHh4YMzo0ZDJZEiIj0d0dLRB4jCkrcfTEZuQiq3HxZtFWkgkiIoMRFSPIDzRrqmJoiNSjwkKEZlMcXEx5n/1FVauXIny8nLRtQMHDmDhggV48skn8cOPP8LZWf/VSpPPnRO+Hj1mjJCcPBYREYEmTZogJycHp0+f1vvrG9KRyzeF3YaLSsX/3w4MaY6oyEBM6h5oouiIqscEhYhMQiqVYsaMGdi9a1eV7fbu3Yunn3oKu3bvhrW1tV5jsJfb2+jBgwcq2zwevamsrFR53dyk37r3aN+cVFy+WSC61t6nIaJ6BCI6MgiNnRuYKEIizTBBISKT+O6770TJiYODA4YNGwYfX19czczE1q1bhdL9Fy9exOrVqzFlyhS9xhAeHg5LS0tUVlYiZtUqPPfcc2jQ4N837h07diA7OxsAEBwSotfX1rfS8kph35xDl3JE1xo7NxCmcxT3UCIyV0xQiMjo7t27hyWLFwvHnp6e+HX9egQFBQnnps+YgSGDB6O4uBgAsHzZMr0nKM7OzugYFobjx44hIyMDI4YPx6zZs+Hp6Yn9+/bhm2++EdoOHz5cr6+tTztOZSI2PgUb/0lTujapeyCiIgMxMKS5CSIj0h0TFCIyunXr1uHevX+fJPniiy9EyQkABAUFITo6GkuWLAHwsLpucXEx7O3t9RrLokWLMGL4cNy6dQvJycmIjopSajNg4ECMGjVKr6+rD8fSbgnTOfnF4imqfm2bIioyENE9gmDBXaapFmKCQkRGlxAfL3wdFBSEgYMGqWzXLjhY+Fomk+HKlSsI0fNUi6+vL1avWYPnp07FtWvXRNckEgkmT5mCDz74QK+vWVPX7t4XpnMu3MgXXWvb1O1RFdhANHVzUN0BUS3ABIWIjO6c3NMzw4YNU9tu4MCB2LN3r3Ds5+dnkHhCQkKQcPgwdu3ahfPJySgoLETbNm3QJTxcaWTHlCoqpUKhtQMXboiuuTvYChv6dfL3MFGERPrDBIWIjOru3bvCwlNAPEqiyNHREe3atauyv6tXr2Lr1q3Ccds2bdB/wACVbWNiYpCXlwcA8GjUCM9MmiRcs7a2xrBhw6pMmEzprzNZiI1Pwbojl5WujevaEtGRQRga6mOCyIgMgwkKERmVfO0RAGjZsmZ7vjg6OuLrhQuFOire3t54sn9/peJu69evx+xZs4TjKVOn1uh1jSUp8zZiE1IRE5+C2/dKRdd6tfYSpnNsrbhjNdUtTFCIyKjOX7ggfG1paQl/f3+Ul5dj27ZtiDtwADdu3ECzZs0Q1qkTwsLCEBISUmUlWXd3dwwaNAg7duwAANy4cQOJiYmIiIgQ2mSkp+ODOXOE4/bt2+Pjjz/W/zenRzkFxcKGfmez7oquBXm6CNM5vo2cTBQhkWExQSEioyqQ2zG4kYcHcnJyEB0VhUuXLonabdq0CQAwaNAg/PDjj1U+vTPxmWeEBAUANm/eLCQo5eXlmDFjBu7fvw8AcHJywpKlS/Ve9E2fHq8z2XNOvGjXqYE1onsEISoyCF1bNjZRdETGwQSlBqRSKUY+/TTS08V7XNjb2yPx6FETRUVk3kpL/52msLG2xvhx45CRkaG2/c6dO/H0U09h7bp1aNSokco2vXr1QtOmTXH9+nUAwO+//47PP/8cNjY2mD9/PpKSkoS2CxYuNNhi25rae+4aYh4lJ4pGdfFHVI8gPN3Jz/iBEZkAE5Qa2LRpE44dO6byWnZ2Nry8vIwcEZH5ky8pn5WVJXzdqlUrdOvWDU7OzkhKSsLRxERhXcm5c+fwzTff4LPPPlPZp4WFBSZMnIiFCxYAAAoLCrB37164uLjgpx9/FNpNnjzZLAuunbt2V5jOyc4vFl3rHtjk0TqTIDjY8k821R/8bdfRgwcP8NW8eWqvp6SkMEEhUqFUxZ43zz33HL748kvRubi4OEydMkUYcVm3di1mzpwJDw/Vj9BOmDAB33z9NaRSKQBgxfLlyMzMFI6Dg4Px8Sef6PNbqbHb90qFQmunMm+LrrXwcBbK07dsov+NEonMnUX1TUiVn1eswI0bN9ReT0lRHqIlIuBBqfhJlODgYHz+xRdK7fr06SMqkFZaWopf161T22/Tpk3Rq1cv4TgxMVF4nNnR0RHLli2DjY1NTcPXm3VHLiN66QG8teaIKDlpYGOFF/u2waqX++LjUZ2ZnFC9xREUHeTn5+P7RYuqbJOisOCPiB6ysbUVHY8aPVrtUzqjRo/Gp59+KmwaePmycg0Qec9MmoS4uDil8wsWLICfv79uAetZ3IUbj6rApqK8Uiq6NiLMF1E9gjAmvIWJoiMyH0xQdPD9d9+hsODfbcytra0xdtw4rF2zRjjHERQi1RwcxOXXQ0ND1bZ1dXVFUFCQUHk2MzOzyr4HDhwIZxcX0b/PSZMmYcRTT+kesJ5czM5/mJjEpyLrbpHoWniLxsJ0jou9+YzyEJkSExQtZWVlYeXKlaJzUdHRiIiIYIJCpAHFx4VdXV2rbO/s/O8Ux+OndNQ5c+YMiuQ2IQSA8K5dtQtQz/KLy4R1JsfSckXXmjd0RFSPQERFBqG1l6tpAiQyU0xQtPTVvHnCcDPw8I/tG2+8gbt3xYWUCgoKkJubi8aNWauASJ6DQoLyQMWiWXny9UoUR1/kFRYWYsb06cKi2Mc2btiAsWPH6hBpzW36Jw2xCSnYflI88mNtaSEUWuvTxtsksRGZOyYoWjh37hy2bNkiOjdt2jR4eHjAxcUFlpaWqKysFK6lpKQwQSFS4OUtfkPOlyvcpkrRowJrAKpcR/L2W2+JHlt+LCEhAVevXoWPj/H2qYlPyRHWmZSUVYiuDengg6jIQEzoFmC0eIhqIz7Fo4W5c+dCJpMJx66urpg+YwYAwMbGBs2bNxe1T+U0D5GS8PBw0fHt27fVtAQqKipE/478fH1Vtlu1ahX++OMP4Vh+s0CZTFbl0z/6dPlmIT7achzRS/Zj2YELouSko18jfD2pO2Je7svkhEgDHEHR0MGDB/H3wYOic6+++qpofrxly5aiiphch0KkzNfXF56ensjJyQEA/PH77xg9erTKtidOnEBhYaFwrGoE5cL58/j4o4+E48GDB2PJ0qXo0L69MDqzfv16/Oedd2BhYZjPZPcflAuF1g6n3hRd83K1Fzb0C27mbpDX17fc3Fxs37YNp0+fxs3cXLTw90fvPn0waNCgKvdFItInJigakEqlmPt//yc618TTE1Off150LiAgAPv27ROOmaAQqdYtIgK/bd0KANizZw+ysrKURiBlMhl+kHuc38bGBoMGDRK1KS4uxssvvyysY2ncuDHmL1gAa2trjBw5Ev/73/8APKzsHBcXh379+un9e/ntRAZi41Ow5bh4ywsJIKwzeTK4md5f11C2b9uG2bNni6be4g8dQkxMDDp17ox169bB0dHRdAFSvcEpHg1s3boVycnJonNvvvkm7OzsROdaBoiHbZmgEKk2ZMgQ4evKykqMGzsWFy9eFM4VFxfj888/FyX8z0ZFwdPTU9TPnDlzkJqaKhwv/PpruLs/HKUYO26cqO26tWv1+j0kXs7FK6viEb1kv1Jy0j+4GWJe7odVL/WtVclJYmIipk+frnZd0Injx/HitGmoqKhQeZ1InziCUo2ysjLMUyjB7efnh4kTJyq1DVBIUO7cuYO7d+8KfzCJ6KFhw4ahc5cuOP5oL6vMzEwM6N8fQa1awdXFBSdOnBA93WNra4vXXntN1MfWLVuw/tdfheOoqCg88cQTwnFoaCgCAwOFBGb37t16+feYefseYuNTEZOQgtScAtG1kObuwnSOp4v63ZfNkVQqxZszZwrr7AYPHoz/fvghPD09sXv3bsx5/33cuXMHcXFxWLt2LaKjo00cMdV1HEGpxsqVK3HtmnjL83feeUflVu0tW7ZUOsdRFCLVFi9eLFpTUlFRgfPJyTh8+LAoOXF1dcXqNWvQpEkT4VxGejpmzZolHPu3aIGPPv5Y6TXkHy8uLy/Hpk2bdI73QUUlVsRdRPSSA/jv5mOi5MTDyQ5vDW6PmJf64Z2hHWpdcgIA6enpQiG8sLAwLF+xAn5+frCzs8OIESOwbPlyYf1JQny8KUOleoIjKFUoKCjA9999JzrXpm1bPD1ypMr2Hh4eSlUsU1JS0K1bN4PGSVQbNW3aFFu3bsXnn32G3377Tdi5WF6btm3x84oVSotj58yZg6Kih9VYLS0tsWjRIqUCcAAweswYfPnll0JtlF07d+LFF1/UOtbfkzIRG5+KDUevKF2bGBGA6MggDGrfXMWdmstIT8eJkydx9swZXLx0CS7OzmjVujXatW2LJ/v3h6WlZY36r07yo2q9wMP/3xQXFEdERKBJkybIycnB6dOnDRoLEcAEpUqLvv9eaS529uzZVa5iD2jZEidPnhSOL3FPHiK1mjRpgu++/x6z33sPp06dwtWrV3H37l20bdMG4V27wttbdRGzNRquJ/Hy8sK1aqrPVuVE+i3EJKQiNj4FeffFBeX6tvV+NJ0TBCuLmj3Z8tOPP+KLL74Q1VECgB07dgAAgoKCMO+rr9DVgFVx7eWK4Kkrnvf4b59inESGwARFjevXr+Pnn38WnXN1dYWfn59oUZ4iNzc30TFroRBVz8vLC15eXqYOQ3A9775QaO389TzRtTbero+ezglCM3f1lW019eorrygVgFSUkpKCZyZOxIaNG9GpU6cav6Yq4eHhQrHJmFWr8Nxzz6FBgwbC9R07dgi7QweHhBgkBiJ5TFDUmP/VV0qfIvLz89Fbbjt3TXANClHtUSmVCfvm7D8vHnlxdbBF9KN9czr7e+jl9Y4ePSpKTho0aIDInj0R3K4d8vPzcfDgQaSlpQEASkpK8MqMGUg4fNgg0z3Ozs7oGBaG48eOISMjAyOGD8es2bPh6emJ/fv24ZtvvhHaDh8+XO+vT6SICYoKF86fr9FiOnm5ubkoKCiAi4uLXvojIsPYeSYLsQkpWHv4stK1seEtEBUZhOEdVVey1ZV8nRdHR0esXbsWnbt0Ec6VlpZi+vTp2LVzJwDg6tWr2LlzJ4YOHarXOB5btGgRRgwfjlu3biE5ORnRUVFKbQYMHIhRo0YZ5PWJ5PEpHhXmzp2rtOFYTXAUhch8nb56B/9ZewTPLT2glJz0bOWFZVN7IeblfnpPTkpKSkR1Xl566SVRcgIAdnZ2+Pjjj0ULVg8fPqzXOOT5+vpi9Zo1aNZMuXaLRCLBlKlTsXjxYoO9PpE8jqAoiD90CAcOHBCd69mrFzqFhWncx+LFi0XTQymXLqGLwh8eIjKtmwUlwnTOmaw7omuBTVwQFRmIqB5B8PNwMszr3xSXxB8wcKDKdr6+vmjRogUuX36YPGVdvWqQeB4LCQlBwuHD2LVrF84nJ6OgsBBt27RBl/BwBAUFGfS1ieQxQZEjk8kwd+5c0TkbGxt89913ShUsq7Jr925cOH9eOOYICpF5WZ3wcN+c3WfFNY4c7ayFQmsRAU3U3K0fubm5omNfNRshAkDDhg2FBOXx49WGZG1tjWHDhmHYsGEGfy0idZigyNn22284c+aM6FxUdLRWyQkAtGzRggkKkRnal3wdsfEpiElIFe1MDgAjO/sjqkcgRnZW3pDQECQSiahGUlX72xQXFwtfq3v0Gni4RmXroz2OAKBtmzainZ3lxcTEIC/v4RNKHo0a4ZlJkzSOncgYmKA8Ul5eji8VStrb2dnh1Vdf1bqvFgoVZZmgEJlW8vW8R48Np+BGXrHoWkRAE2E6x9FOuUK0oXTp0gVb5JIJdUpLS3Hlyr8F4hQ3VZTn6OiIrxcuFIreeXt748n+/ZVqN61fvx6z5SrxTpk6VdvwiQyOCcojv/zyC64qzO0+99xzovLamlIseZ+dnY179+7Byckwc9lEpNqdolLEPiq0djLjtuian4eTMJ0T2MR8n7L78YcfhBEUiUSCQYMHq23r7u6OQYMGCQXebty4gcTERERERAhtMtLT8cGcOcJx+/bt8bGKbQKITI0JCoDCwkJ8K/eMP/CwHsErOoyeAECLFi2UzqWmpiJMi4W2RFQz6xOvIDYhBX8kiT942FlbPiq0FoiercynOJw8qVSKS5cuYf2vv2LZsmXC+adHjkSHDh2qvHfiM88ICQoAbN68WUhQysvLMWPGDNy/fx8A4OTkhCVLl6rcW4zI1JigAPjhhx+EudjHpkyZgkaNGunUn6pNA1NTUpigEBnBwYvZwnROWYW4XMDwjr6IigzC2HDlDxHm4K+//sKsd9/FvXv3RE8CSiQSPPPMM/jvhx9W20evXr3QtGlTXH9U4v/333/H559/DhsbG8yfPx9JSUlC2wULF8LPz0/f3waRXtT7BCU7Oxsrli8XnXNwcMCMV17RuU9XV1e4ubmJkh6uQyEyrEvZ+cJ0ztU74iddOvt7ICoyCNE9AuHqYGuiCKtXXFyM27dvK50PDQ3F9Bkz4OzsXG0fFhYWmDBxIhYuWAAAKCwowN69e+Hi4oKffvxRaDd58mRWhCWzVu8Lta1duxalpaWic1Offx7u7u416rdlQIDo+NatWzXqj4hUKywpw497khG99AA+23ZSlJw0c3fAe8M7Iublfnh9QLBZJydVOXXqFHpGRmK5wocpdSZMmCAq7rZi+XK8/tprQgHK4OBgfPzJJwaJlUhfJDLFZ+2IiDSw59w1DJj3h3B8af4EBHkad7Hp5mNpiI1PxbaTGaLzVhYSYUO/vm3VP5Zrbu7du4e///4bd+7cwa3cXPz222+iJ3gA4PtFizBmzJhq+3pm4kTExcUpnXd0dMTu3bvh52+cx6mJdMUEhYh0YsoEJSElR5jOKS6rEF0b1L45oiODMDEiQM3dtYdMJsPGjRsx8403hHN+fn6IT0gQjZCo8vvvv+PFadOUzi9ZsgQjnnpK77ES6Vu9X4NCRLVHWm4hYuJTEJuQirTcQtG1UN+Gjx4bDoKHk52JItQviUSCcePG4eDBg9j6aNfjjIwMHDt2DF27dq3y3oEDB8LZxQWFBQXCuUmTJjE5oVqDCQoRmb3isoqHT+bEpyIhNUd0zdPFXii0FtK8ZmvHzFV0dLSQoAAPk5TqEpQzZ86g6N490bnwau4hMidMUIjIrG07mYHY+FRsPpamdC2qRyCiIoPQP1h5911zt2nTJuFJvzZt2iAyMlJtW8XdhbOzs6vsu7CwEDOmT1falX3jhg0YO3asjhETGRcTFCIyS0ev5Aq7DReWlImuPRncTEhOJGruN3erfvkFJ06cAPBw6qWqBEVxPzCnKvbtAYC333oLWVlZSucTEhJw9epV+Pj46BAxkXExQSEis3L1TtGjQmupuJSdL7oW3MxdmM7xcrU3TYB60sjDQ/hasdSBovz8fNFxVfvxrFq1Cn/88e/i5f4DBmDP7t0AHi66/XXdOrwrtw8PkbligkJEZqGsQvpoxCQFBy+KpzAaOtoh+lFi0tFPtwrP5qaxXIISn5AAqVSq9smcs2fPio7VJSgXzp/Hxx99JBwPHjwYS5YuRYf27YUkZ/369fjPO+9U+xQQkanxN5SITO6PpKuIXrofL6w4qJScTOgWgJiX++LrSd3rTHICiIs53szJwe5HoxyqyO8VZm9vD18V5emLi4vx8ssvCyXyGzdujPkLFsDa2hojR44U2mVnZ6usj0JkbpigEJHJnMy4jTdXH0b00v1YnyguSNanjTd+fqE3Yl7uiyEd6t6aiXHjxqFBgwbC8fSXX8Zff/0F+dJURUVFmDFjBv755x/h3NTnn4e9vfL01pw5c5CamiocL/z6a6Ei9thx40Rt161dq7fvg8hQOMVDREZ3I69YmM5Jvi7eqLO1l6uw23DzhlUvBq3NXF1dMW7cOKxatQoA8ODBAzw/dSqcXVzQPiQEpQ8e4ML588LOw8DDfcKmT5+u1NfWLVuw/tdfheOoqCg88cQTwnFoaCgCAwOFBGb37t24e/dujbf0IDKkWjWCklNQjC93JOFOUdULyojIPEllMqw6lILopfsxe/1RUXLiYm+DV/sHY9XLffH+iI51Ojl57J1330X37t1F5woLChAfH4/jx46JkhNXV1csXrIEbm5uovYZ6emYJbfo1b9FC3z08cdKryX/eHF5eTk2bdqkp++CzMGGo1fw+6lMVErrTnF4s09QpDIZdp7JwujvdsPnjTU4mXELDR1NXyWytLwSV3ILkVNQDG4WQPWRtr/3u89ew3NLDmDysgPYl3xddG1MeAvEvNQPi6J7ILxFYz1Gad7c3d3x6/r1ePHFF2FlpX5AOyIiAvv278eTTz6pdG3OnDkoKnq4QaKlpSUWLVqkcgpo9JgxooWxu3bu1MN3QA8qKpGWW4js/GJITfhm0L55Q4z+fjf83lyDj7ccV9rRuzYy2714rufdx//+voSf4y4i4/bDaoiOdta4MG88mrk7mCSmkrIKLN1/AeuPXsGxtFwhU3V3tEX/4GZ4fUAIugc2MUlsRMZy9Eouvt99Fr+fuiqqT9LepyGiewRh+pNtYW/z75vtmaw7iI1PRWxCCm4WlIj6igzyFKZzGtjU7xnnsrIyXLp0CeeTk3ElLQ1enp5o07Yt2rRpAxcX427CSFUrq5Di54MXsfZwKhKv5KKi8mFBPBd7GzzZrhleebKdSTapfH/DP/hixykAgKWFBANDmmNa3zYYFuoDK0uzH49QYlYJSqVUhr9OX8XyuIv48/RV4Yf+2PyJ3fCfIR1MEtvpq3cw/oe9SnUZFL3aPxgLnukGWytL4wRGZCRlFVLMXn8U3+46U+XoSUATF6x/9Uk0c3cQNvQ7ffWOqE3LJs6I6hGE6MhA+Hs4GzhyIv25lJ2PcYv24kzWnSrbTenVCj88FylK1g2tuKwC7WZtED7UP+bt5oApvVrh+d6t4e/hZLR4asosEpSrd4qw8uBFrPz7ErLUDEu1a+qGU5+NgbUJssBz1+6i+ye/4V5puUbtn+rkhy1vDICFpLbWuCQSk8mA8T/swcZ/lMvNq2JjZYnO/o1wOPWm6LyDrdWjEZMgjjZSrXMltxDhH23B3aIHGrV/ol1T7HxniFFHL7afzMBT3+xSec1CIsGTwU3xYt82GBHmZ5L3U22YLEGpqJTi96SrWH7gAnadzapyYY9EAhx4fwR6t/YyYoQPPaioRNgHm3Fe4UmD6nz7bHe8MTDEQFERGdeS/ecx/X+HatTH0538ENUjCKO6+OspKiLjqaiUovunv+FY2i2t7vtkVGd8OLKTgaJSbcTXO7HjVGaVbZq4NMDknq3wQp/WCGhinlOIRktQZDIg9WYBEi/fROLlm9h2MhM38u5XfyOAZ3sEIvblfgaOULVvdp7BW2uOaH2fcwMbpH/9DNwdbQ0QFZHxFJaUwf+ttRp/alTUtWVjREUGIbpHEJwaWOs5OiLjWHnwIp5fcVDr++ysLXF54UQ0dTPe2smM2/fQbtYGFJdVVNtWIgF6t/ZGv7ZN0S2gMcJbNIaLvY0RoqyewSbHCkvK8E/aLSRevokjqTdx9EquTo8Hu9jbYP7EbgaIUDNL9p3X6b7CkjKsOZyK1wYE6zkiIuNan3hF5+TExd4Gq17qh1Ze5vkJjUhTi3V8Lygtr8T//r6ED54K03NE6vk1csL7Izrig03Hqm0rkwFxF24g7sINAA+ngdp4u6JbQBN0C2iCiMAmaOPtapIlC3oZQZHKZLhwI18YHUm8nIvz1/P08siVg601GlibZsGpVCbT+Q8zANhaWfITI9V690rL8aC8Un0DdX+3Hv3zd3OwhaUF12NR7SWToUb1t6ytLODSwLijEjIA+cUP9FIXxcXeBuEtGqNbQGN0C2iCri0bG6Xch84JysUb+ViXeBlHUm/in7RcFBSXVX8TERER1WoSCRDYxAXdApqgb1tvjO/a0iBlAmo0gnLrXqlo1ORYWq7GT7oQERFR7dKisTO6BTRGxKMpoA4+DQ32NJBeF8lWSmU4d+2ukLAkXrmJS9n5Naq02srLFc9EBFTf0ADKK6X4YvspVOr4DXTx98Cwjr56jorIuP46nYXEKzerb6iCBMDs4R1hZ6JpWiJ9kMpk+HLHKTyokFbfWIWQZu4YE95Cz1FV7U5RKX7am4yKGkzxONpZo0sLD3Rr2USY3mns3KD6G/VEr2MylhYSdPBpiA4+DfFSv7YAgLz7D3D0Sq6QtBy9chP5WkwHXcrOR0e/Rhhuojf6U5m38UfSVZ3u/XRMFwxq31zPEREZV6/WXuj7+Q6d7u3Xrik+Hxeu54iIjC8lpwDrjlzW6d4Png7DuK4t9RxR1QbM+0Or5EQieTggIJ+MBDdzN+n6MYOXuHNzsMWg9s2FN2qpTIaLN/Kx+Vg6fj54EZkKFe9UeSM2AU+0a2rUinyPvTe8I/48fVXrUaDO/h4YENLMMEERGVHv1t7oHthEqeiaJt4f0dEAEREZ3+zhodhw9IrWi05be7tiZGfj1v7Z+E8a9py7Vm27x+Xwn+/TGn1ae5tdWQyTVpKVymTYffYalh24gN9PZaK8Uv3w2ZynwjB3TBcjRvevV1bF46e9yRq3t7O2ROLHI9HBp6EBoyIynvPX89Dlwy0a1VV47PnerbHihd4GjIrIuOT3utGElaUF4t4fjh5BngaMSqyotBxtZq3Htbvq64w1c3fA1N6t8Xzv1vAx413DzaLUPQBk5xfjl0OXsCLuItJyC5Wu21pZ4vTnY9DKy9XosT2oqMTwhTs1ykitLC0Q+3JfTOhmmnUzRIay+VgaJv64r8oPEo/1bu2Fv94ZUu83AKS6paJSirGL9uC3ExnVtrWQSLBkSk9M69vG8IHJeffXRMz/47TSeStLCwzp4INpfVpjcAefWvHov9kkKI9JZTLsS76O5QcuYNvJDJTJLUrqH9wMu2cNNUlc5ZVSfLfrLD7ZegJFap5U6uzvgcVTeqKzv4eRoyMyjlOZtzHjl3gkXlY93WNvY4X/Pt0Jbw1uDxsr897ng0gXlVIZluw/jw82/qN2PWVIc3f8NLknIo04cgIAydfz0HHOJtGHCN9GTni+d2tM7d3KqNVs9cHsEhR5uYUlWHUoBSviLiAlpwAA8OsrT2J8N+MuNpJ3p6gUCSk5OJ5+C6cy76CRox06+TdCZ38PhLdszA0Cqc6TyYBjablYnZCKRXvOCed/nNwTY8NbwMPJ8AWciEwtv7hMeC84mXEbLg1shPeCri0bG3WDQODhv8t+X+xA3IUbsLa0wLCOvnixbxsMCGlWa9+XzDpBeexxKd7lcRdw9Eoukj4bAyc7VmglMqU9565hwLw/hONL8ycgyJMl7YlMYc3hVHy4+The6NMak3u2gpervalDqrFaMUEskQB923qjb1tv3Ckq5dAxERGRnD5tvJG6YEKtHS1RpVYkKPKMUf+fiIioNqlt60s0waEIIiIiMjtMUIiIiMjsMEEhIiIis8MEhYiIiMxOrVskS0R1W0pKCsaMHq2Xvn5euRJduphmiwwiqhkmKERkVk4cP47bt2/rpS9/f+Nu0kZE+sMpHiIyKydOntRLP15eXmjUqJFe+iIi42OCQkRm5eSJE3rpJ6R9e730Q0SmwSkeM1BcXIxpL7yAkpISREVFYeSoUaYOiWqR7du24ZdffoFEIsEPP/4ILy8vje7Lzc3F9m3bcPr0adzMzUULf3/07tMHgwYNgsRE1Sjv3buHlJQU0bk5c+Zg/IQJWvdlZ8eijkS1GRMUM7D4p59w4MABWFhYYN5XX5k6HKplWgYE4OjRo5DJZJj35Zf49rvvqr1n+7ZtmD17NvLz84Vz8YcOISYmBp06d8a6devg6OhowKhVO52UBKlUKjrXIzKSUzVE9RATFBPLzs7GTz/9BAAYNmwYAgMDTRwR1Tbt2rXD4MGD8eeff2Ljxo14Ydo0BAcHq22fmJiI6dOnQ90+oSeOH8eL06YhJjYWVlbG/ROhuP7ExsYG7dq1M2oMRKrM/b//w4YNG6ptZ2trCycnJ7i5uaFDhw7o1LkzevXqBScnJyNEWbdwDYqJffH55ygpKQEAvPHGGyaOhmqrt//zH0gkEshkMnz6ySdq20mlUrw5c6aQnAwePBiHjxxBWno6lixdioYNGwIA4uLisHbtWqPELk9x/UlwcDCsrblzOZlefHw8bt++Xe1/169fx8WLF3HkyBEsWbIE0154Ad26dsXixYtRWlpq6m+jVmGCYkLnzp3D5s2bAQDh4eFo07atiSOi2qpNmzYYPnw4gId/SA/9/bfKdunp6cjMzAQAhIWFYfmKFfDz84OdnR1GjBiBZcuXC+tPEuLjjRO8nJMKIyihHTsaPQYiRaWlpTh//rzO9+fl5eH/Pv0UQwYPRl5enh4jq9s4xWNCy5YuFT7JRkVHa3XvrVu38NKLLwJ4+Ob02eefa3V/Tk4Otm/fjgsXLiAnOxsVFRVo1bo1IiIiEBERAXd3d636o4dq+nPZs2cPjh8/jpSUFJSWlMDPzw+BgYEYPWYMXFxcqrx38pQp2L59OwBgxYoV6Nmrl1Kb5HPnhK9HjxkDCwvxZ5SIiAg0adIEOTk5OH36tFax11RGRgbu3LkjOhcWFmbUGIhUOXPmDCoqKmrcz8WLFzFh/Hhs3LQJzs7OeoisbmOCYiK3b98W3kzc3NyET7+aOpyQgMTERABQWlRYlfLycsz78kssW7ZM6R9cQkICVv78M+zs7LBg4UKM4tNEWtP155KRkYG333oLR44cEZ0/ePAgAOCr+fMx6913MWXqVLV9dO3aFZ6ensjJycG+ffuQmZkJX19fURt7h3+3ZH/w4IHKfh6PoFRWVmocvz4ojp4AQMfQUKPGQKTKCYWpRxsbG6SkpipNPxYVFSEvLw8Z6ek4FB+PzZs2IScnR9Tm7NmzePedd7Bk6VKDx13bcYrHRNasWYOysjIAwOAhQ2BjY6PV/fE6Dr+/8cYb+Omnn6r8NFBaWopXX3kFC+bP1+k16jNdfi4FBQWYNGmSUnIir7CgAHPmzMH/Vq5U20YikQiJrlQqxapfflFqEx4eDktLSwBAzKpVwvqnx3bs2IHs7GwAQHBIiLbfSo0ovgm4urrCv0ULo8ZApIri2qiQ9u1hY2MDiUQi+s/JyQk+Pj7o1bs35syZg8NHjuB1FWsL//jjD1y/ft1Y4ddaHEExAalUiphVq4Tj7t27a3X/3wcPYv369Vq/7okTJ/Db1q2ic4GBgejZqxcsLSzwzz//iIb1v//+e4wZMwZ+LBeuEV1/LrNnz0Z6WppwHBAQgOHDh6O4uBi79+wRXfvwww/Rp08ftW/cTz39NJYvXw4AWLtuHd57/33RpzxnZ2d0DAvD8WPHkJGRgRHDh2PW7Nnw9PTE/n378M033whttR3VqynFNwFfX1+kpqZq3U+zZs3QoEEDfYVFpJQ8h2m4NsrOzg6zZ8+GtZUVFi5cKJyvrKzEqlWr8P777+s1zrpGIlP3rCEZzLlz5zCgf3/h+MTJkxoV17p16xY2b96Mb7/5BoWFhcL58PBw/LZtW7X3jxs3DvGHDgnHs2fPFmX3MpkMX82bh+/k6miMHj0ai374odq+67Oa/FwyMjIQ2aOHMB3UqXNnbNq0Cba2tgAeTsPMnDkT2377Tbhn/Pjx+Obbb9X2GdyuHe7evQsA2LJ1K7p16ya6npmZiRHDh+PWrVtq+xgwcCB+UTECI2/PuWsYMO8P4fjS/AkI8qx6nYw6paWlaBUUhPLycp3uF8W1dy8fTSa9uXHjBjp36iQ6t2TJEox46imN+yguLkbnTp1EdYfc3Nxw8tQp4d86KeMUjwnID+X7+PhUmZxs2rQJw4cNQ/eICHQKC8Onn3wiehPU1L1790TJSY8ePfDa66+L2kgkErw7axZatmwpnNu3b5/Wr1Uf6Ovnsv7XX0VrVT768EPRHyxbW1t89tlnohGBXbt2VdlnW7k3578frWGR5+vri9Vr1qBZs2ZK1yQSCaZMnYrFixdr9X3U1NmzZ/WSnNjY2CAoKEgPERE9pHJtlJaLt+3t7TFlyhTRuby8PCQlJdUktDqPCYoJJMolKBEREVW2TbtyBSdOnEBGRkaNVpFnZGSIjocOG6aynLlEIsHTI0cKx/n5+Tq98dZ1+vq5yP+B6tu3Lzp36aLUxt3dHRMmThSO8/PzkZWVpbbPdnKPqx+SS0rlhYSEIOHwYSxbvhwzZ87ElKlTMX/+fByIi1NKiIxBcQhdV23btmXdFNIrxalHDw8PNG/eXOt+VG1hkn3jhs5x1Qdcg2JkMplMeMoDAFq3aWOU101PTxcdh6t4I3ysqbe36DgzMxMhRl4wWV+cPXtW+FpxKkZeVFSUaIHsmTNn1P6RlB9BSUpKQmFhocpHGq2trTFs2DAMGzZMl9D16pTCp1Q3NzeE6vAET5++ffUUEdFDSutPFKZ7NOXp6al07sajBemkGhMUI7t586aoUI+qYXZ5M155Bc9Nnqx0/q0338SBAwc0ft37RUWi48cVQ1WxUvgEqvikB/DwkeTjx48DABzs7fHCtGlq+7t69Sq2Plqca2NjgxdeeKHWf8rVx8/lxo0bwloRAFUW6vPz8xMdnz59GkOHDlXZto1c0ltZWYm0tDSd3uyNSfFNYNiwYdyXikyuvLxc9CEC0HyBrCJHR0c4ODjg/v37wrlsJihVYoJiZHlyb0gA0LRp0yrbOzo6qty0TdudWi2trETD9nZVDOHfvn1bdOzq6qrU5nRSEuZ9+SWAR0lHFQnKjz/8gNjYWACAl5cXXnjhBW1CN0v6+LmcPXNGdFzVPkx2dnZwc3MTkttMhSk7eYpF9qpaDGsOcnJycENhqJsF2sgcnD9/Xqk8va4jKMDDf8fyCcpdhfcDEmOCYmR5cqu4AcC1muqg+jJu3DiMGzdOo7byJc5tbW1Fi2Yfk0+sysrK1E4j5OXlYePGjcLxjBkzav3oib7cUkgEq6ss6eXtLSQopWqKrAFQSpxu5ebqGKFxqFqEWJM3ASJ9UVx/YmFhofNoZHFxsVKlZEe5womkjItkjUxxHwZzq9eQkpKCv+X2cenQoYNQ2Eue4tSUuk/pMTExwieQhg0b4plJk/QYbe1WqjB1Vt3vgr29/b/3VrHpmFKCopAImRvFNwFnZ2cEBASYKBqifylOPbZq1QoOOiYVj/fAkufq5qZTX/UFExQjy1dIUKqaajG2kpISvP7aa6LHPZ9XMx3TVCFByVXxKb28vBy//O9/wvG0adPMLiEzJcW1PdWNLMk/c/WgigTFwsJClMwofmozN4pvAh1CQ1U+YUZkbCdPnRId12TqUfFJSqD6Kf76jgmKkSl+8tVH7Qd9KCsrw+TJk3FGbl1E+/bt1S7EbNy4segNVdUIytatW3Hz5k0ADz8VT1aoA1DfKf4uaFMz8fE2CerI/2xszHhKraKiQmlTQl0XIRLp0507d5Ch8PRjTRKUyyqqInfo0EHn/uoDJihGpriAsUjh6RpTKC0txXPR0TgkN7Xj6uqK5StWKO12+5iFhYWowNxtFQnKsmXLhK8nT5nC3TsVlCkkp9WNGmgzqiCf/LiZ8TDyhQsX9LoIkUhfTimMngA1+93cs3ev6Nja2hptq3hyj5igGJ2Hh4fo2NQJyv379zHpmWeEXXOBh2sYVsXEVFuMSH4dSq5CghIfH4/zyckAHq6tmFbFUz71lWLypy4ZfEx+d+GqymPLZDLRTsWqnsIyF6oKtPEJHjIHimujnJycqnzSrio3btzAiUdlGR7r1asXHxioBp/iMbJGZpSgFBYWYtKkSaJ/OM4uLli7dq1GbxLy86eKUzzL5UZPnpk0qcq6K5rGaohH8ho0aAAPD49qkwNDsFJYfFzdCIn8tI5tFY8z37t3T3TspjBqZ04U3wR8fHxq/LtCpA8nFJ4u6xAaqvPfieXLlilN4Y4ePVrn2OoLJihG1rhxY9Gx4lM9xpKfn48J48eL1pw0adIEa9eurbJgmDz5ERT5KZ4rV65g76PhTGtra8yYMaNGsU6cMEE0wqNv7dq1w67du42epMgvZNVk+kZ+vVJV9VauX7smOjbrERSFNwFt9zghMgSpVIokhSmeTjr+bubk5Ah1oB5zdHTEwEGDdI6vvuAUj5G5ubmJ1gRcvHjR6DHcvn0bo0eNEiUn/i1aYNv27RonJ4B4BEX+KZ4Vy5cLnxbGjB2r0U7N6uTn5xs0OQGA5ORkXLxwwaCvoYqjk5PwtUwmExVwUkV+rYZdFVM81xQSlFatWukYoWHl5eUhPS1NdE7XNwEifUpNTVUaidRl/UlFRQVeevFFFBcXi86/PH06n2jUABMUI5NIJIiMjBSOH6/TMJb8/HyMHzcOF+TekNu3b49t27bBx8dHq77kR1AeT/Hk5+djw4YNAB6uqXj1lVdqFK+LiwuaqNjDQp+sra3hbYLH/Vr4+4uOq3ocuLKyEtevXxeOqxoVSUlJEb4ODAw02ykTfewSS2QIilOPgG5ro774/HMcO3ZMdM7T0xPTp0/XObb6hFM8JtCrVy/s2LEDAJB8/rzRXlcmk2HaCy+IkpPInj2xcuVKlWXbq9NURYISGxMj1PcYNnw4/Fu0qFHMEokEO3bswIEDBwyyXsfZyQldwsNNMg3SLjhYdHz37l21SWJWVpZoikfxXnlH5HbLrmoDQlNTLNdvbW3NTSnJLChOPfr6+mqd6C9btgyLFy9WOv/hhx9y9ERDTFBMoGevXsLXmRkZuH//vs7VCbWx/tdfkZCQIBxH9uyJNWvW6LySXH6Kp7y8HLdu3cJKucJsb7z+uu7BymnWrBmioqL00pc5cXd3RxNPT9zMyQHwcK5anStXroiO27dvr7JdZWWl6BNbRESEHiI1jKnPP4+pzz9v6jCIlCiOoGgzspefn4+ZM2di965dStdmzJiBp0eOrHF89QWneEzAx8cHLR6NLMhkMsTFxRnldTdt2iR87evri2XLltXoMTc7OzvRp4qff/5ZeLPt37+/VutZ6qt2cv8f/V3FWpvt27YJX1tbW4t2LJZ37tw5Ye7c2toakT176ilSovrh3r17omlSoPq1UYWFhdi1cydef+01dOvWTWVyMnToUMz54AO9xlrXcQTFRKKio/HJxx8DePjmo65iq74UFRWJPlm/9fbbepnWaNasmbB24vvvvhPOv66n0ZO6rmvXrti/fz8AYMvWrXjzrbeUauVcunQJmzdvFo5btWoFGxsblf3JT+8MHTYMjRo1MkDURHXX6aQkSKVS0bm5c+ciJiZGdE4qlaKwsBD5+fnVVgSfMnUqPvroI27hoCUmKCYyceJEfDVvHkpKSrBnzx6DT/McOXxY9I+oYcOGStMG6ri5uSlVwH2sadOmSqXKu3fvjk6dO+sebD3yzKRJ+Prrr/HgwQMUFhTgpRdfxOLFi4WFwXfu3MF7s2eL/mCOHz9ebX87tm8Xvp7KrQWItKa4/gQAHjx4gFQVpeqr4+7ujm++/Rb9+/fXR2j1DhMUE3F2dsbo0aOxevVqlJaWYs/u3Qadm8zKyhIdP6vFrsJvv/023v7Pf1ReU9zVGODoiTYaNmyIqVOnCovpEhMT0aNHD7Rv3x42trZISkpCYUGB0L6JpycmPfusyr7OnTsnlOcOCQlB5y5dDP8NENUxqp7g0VZQUBAmTJyIcePGqf1wR9VjgmJCU59/HmvWrIFMJkNMTIxBE5Tbt28bpF/FXY1DQ0PRq3dvg7xWXfXe++8jKSlJmJ4pLi5GYmKiUjt7e3v88ssvaou0xcoNQb/40kuGCZaojlO167A61tbW8PT0hLe3N5o2bYpmzZujf//+6MT9pPSCCYoJtW7dGk89/TR+27oViYmJiD90SONFjdoublXckE0bDeQqnipSHEF5/Y03dH6dukCXRcdWVlaIiY3FwgULsGLFClRUVCi16dKlCz759FO1u58WFhZiy5YtAIDg4GCM5JMCRDo5KLdpKpmWRKbNHu+kd9euXUNkjx4oKytD5y5dsF1uDUFt8L+VKzFnzhwAQNt27bBnzx4uBKuB7OxsnD59GqkpKSivqECzZs0QFBSE0NDQKu/79ttv8dW8eQCATZs3o3v37gaPdc+5axgw7w/h+NL8CQjydDH46xJR/cARFBNr1qwZXpg2DT/9+COOHzuGuLg49OnTx9RhaaS8vBw//fSTcPz2228zOakhLy8veHl5YZAW+3QUFRVh2dKlAIBBgwYZJTkhIjI01kExA6+//jo6dOiAoKAgYZFjbbB69Wqh/HpISIhWb6qkP6dOnkTjxo3RqlUrfPjhh6YOh4hILziCYgacnZ3x186dpg5DK7m5uZj/1VfC8ez33uPoiYn07NULcQbeUJGIyNiYoJDGdu3ciWXLliEgIABxcXHIz88HAPTq3Rt9+/Y1bXBERFSnMEEhjR0/cQJHjhwRVSu1tbXFZ599ZsKoiIioLuIaFNLYRbldkAHAxsYGC7/+Gi1btjRRREREVFdxBIU0FtqxI/Ly8uDk5ARPLy/MmDEDgYGBpg6LiIjqICYopLG3334bb7/9tqnDICKieoBTPERERGR2mKAQERGR2WGCQkRERGaHCQoRERGZHSYoREREZHaYoBAREZHZYYJCREREZocJChEREZkdJihERERkdpigEBERkdlhqXsiMhsymQzdIyJw//59vfT31ttvY/LkyXrpi4iMiwkKEZmNK1euIDMzU2/9+fv7660vIjIuTvEQkdk4deqU3vqSSCQIDQ3VW39EZFxMUIjIbCTpMUHx9/eHi4uL3vojIuPiFA8RmQ3FEZR+/fohdvVqE0VDRKbEBIWIzEJZWRmSk5NF5zqGhUEikZgoIiIyJU7xEJFZOHfuHMrLy0XnOnbsaKJoiMjUmKAQkVlQtf6Ei1yJ6i8mKERkFhTXn/j6+sLd3d1E0RCRqTFBISKtZNy+h4+2HMfsX4+Kzr+/4R9s/CcNUplMp34VE5RQTu8Q1WtcJEtEGpHJgO93n8Xs9UdRWl6pdH3zsTRsPpaGyCBPxLzcD/4eThr3XVBQgPT0dNG5sLCwGsdMRLUXR1CISCMzVydg5urDKpMTefEpOej60Rak5RZq3HdSUhJkCiMvHbn+hKhe4wgKEVVr0z9p+H73OY3b37pXivE/7MWRj56GlWX1n4NUVZC9cPEi0jMytAkTABAeHg5fX1+t7yMi88IEhYiqVFpeiZmrD2t93/H0W1gedxHTn2hbbVtVCcqsd9/V+jUBYN2vvzJBIaoDOMVDRFXafCwN1/N02134+91nNWqnrxL33H+HqO5ggkJEVdqXfF3ney/eyK82ubl27Rpu3bql82vI4/47RHUHp3iIqEo38oprfH9TNwe111VN7zz77LNwcFB/jzqt27TR+h4iMk9MUIioShY1HGe1qGYrHcXpHScnJ8z76ivuwUNUz3GKh4iq5NdI83omiiQSwLea+xVHUNq3b8/khIiYoBBR1YZ08NH53vAWjdHIyU7t9crKSpw5c0Z0jhVkiQhggkJE1RjcwQfBzXTbE+fdYaFVXk9JSUFxsXiNC5/CISKACQoRVcPSQoKlU3tpVHBN3ogwP4zq7F9lm1MnTyqd68gRFCICExQi0kD3wCb4ZlIENF0a0rapG/43rU+17RTXn3h4eMDb21uHCImormGCQkQaebV/MP78z5AqF71KJMDL/driyEdPw93Rtto+TyUliY65/oSIHuNjxkSksUHtm+PCvHH4I+kqNh1Lw/rEK8K1OU91wsSIlmjX1E2jvkpKSnDp4kXROa4/IaLHmKAQkVYa2FhhTHgLuNjbiBKU6MhABHlqXsX17NmzqKwU74zM9SdE9BgTFCIyiZMqFsg+P3UqGjRooFN/1tbWOHnqFGuoENURTFCIyCRUbRBYUlKCkpISnfoLDg5mckJUh3CRLBGZhKo9eGoiLCxMr/0RkWkxQSEioysrK0NOTo5e++zIBIWoTuEUDxEZnY2NDTKvXjV1GERkxjiCQkRERGaHCQoRERGZHSYoREREZHaYoBAREZHZYYJCREREZocJChEREZkdJihERERkdpigEBERkdlhgkJERERmhwkKERERmR0mKERERGR2mKAQERGR2WGCQkRERGaHCQoRERGZHSYoREREZHaYoBAREZHZYYJCREREZocJChEREZkdJihERERkdpigEJFak5cdwIUbeTXq49ClbLy6Kl5PERFRfcEEhYjUauRkh9A5mzB7/VHcf1Ch1b25hSWYvOwAen+2Ha28XA0TIBHVWUxQiEitaX3aoLxSinm/J6HtrPXYcjy92nukMhkW7zuP1u+ux6pDKbCztsKzPQKNEC0R1SVMUIhIrVZerujVygsAcPVOEUZ/txuD5/+JyzcLVLY/nn4LXT/aihm/HELe/QcAgLHhLeDmYGu0mImobrAydQBEZN6m9W2DgxezheOdZ7IQ8t5GjO7SQtTu4y3HsT7xCqQymdL9RETakshkCn9NiIjklJZXounrsbhb9EDre9s2dUPyl+MMEBUR1XWc4iGiKtlZWyKqR5BO977Qp7WeoyGi+oIJChFVS5dpGjtrS0RH6pbYEBExQSGiarVr6oYeQZ5a3TOqiz8aOtoZKCIiquuYoBCRRqb10W4URdv2RETymKAQkUbGdm0BV3sbjdoGebqgd2tvA0dERHUZExQi0oi9jRWe1XCx7LS+bSCRGDggIqrTmKAQkcam9a3+qRwbKws817OVEaIhorqMCQoRaax984bo2rJxlW2e7uQPDycujiWimmGCQkRaqe6RY1aOJSJ9YIJCRFoZ37UlbKxU/+lo6uaAJ9o2NXJERFQXMUEhIq042lmjo28jldd6BHlycSwR6QUTFCLSWreAJmrOV70+hYhIU0xQiEhr6hIRdYkLEZG2mKAQkdZUJSK2VpYI81M99UNEpC0mKESkNb9GTvB0sRedC/VtCFsrSxNFRER1DRMUItKJ4jQPp3eISJ+YoBCRThQTEi6QJSJ9YoJCRDpRTFAiOIJCRHrEBIWIdNLZ3wNWlg//hHi52sO3kZOJIyKiuoQJChHpxMHWCu2buwPg+hMi0j8mKESks8eJCdefEJG+MUEhIp09Tky6teQIChHpl0Qmk8lMHQQRERGRPI6gEBERkdlhgkJERERmhwkKERERmR0mKERERGR2mKAQERGR2WGCQkRERGaHCQoRERGZHSYoREREZHaYoBAREZHZYYJCREREZocJChEREZkdJihERERkdpigEBERkdlhgkJERERmhwkKERERmR0mKERERGR2mKAQERGR2WGCQkRERGaHCQoRERGZHSYoREREZHaYoBAREZHZYYJCREREZocJChEREZkdJihERERkdpigEBERkdn5f4iAtOEnqKxDAAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/329.jpg"
}
] |
<image>Find y so that B E and A D are perpendicular.
|
B
| 64,777 | null |
B
|
[
{
"bytes": 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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/330.jpg"
}
] |
<image>find \cos S.
|
D
| 64,778 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/331.jpg"
}
] |
<image>Find x.
|
A
| 64,779 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/332.jpg"
}
] |
<image>Find the area of a regular hexagon with a perimeter of 72 feet.
|
C
| 64,780 | null |
C
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/333.jpg"
}
] |
<image>Find y.
|
A
| 64,781 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/334.jpg"
}
] |
<image>Find the exact circumference of the circle.
|
B
| 64,782 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/335.jpg"
}
] |
<image>Find the area of the shaded region. Round to the nearest tenth.
|
B
| 64,783 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/336.jpg"
}
] |
<image>For the pair of similar figures, use the given areas to find x.
|
B
| 64,784 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/337.jpg"
}
] |
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
|
C
| 64,785 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/338.jpg"
}
] |
<image>If W P is a median and an angle bisector, A P = 3 y + 11, P H = 7 y - 5, m \angle H W P = x + 12, m \angle P A W = 3 x - 2, and m \angle H W A = 4 x - 16, find x.
|
A
| 64,786 | null |
A
|
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xFBkpaYzOvpLbHltO8fnTeWLFU8xKNX4kWpNfdUaB68/UfhW87rX4zV0B3Uh8+bsQNmrYFcydl2vq6EULTkLGQ9zkBfxmbQYrX13D+g35lBw+n8wrr+LKq67mW397FTl+rELdVnaQWWvLgbMLXCOnC96py4qYtbacrRec18PEK3GC5RvK+NHmWnIHRPt9I/EVNfJWlpXf6seRAxm34HeULAjuPLuicAmpPiSMm8EjP5vBI0G8uvNzd1cFrpG2gvcwD39UwwMrilizcFJAASWhs7Golnvfa5txvfjW0a67TnoscolePXd3ooLX+arrjvLoqrZu7JXrk4O6kdhN4eISvXnu7ooKXudqOt72i9AKGlp4LHsw91zrzr14FC4usCa/ih9tbtsQKJjn7q6o4HWuRUu38lZtE/PTBvLUXTl2n07QFC4O15sC14hm8DrPknUdI9Qnbxvj6k2+FC4OZkaBa0QzeJ1jY1HHJl+/mm3ujcQOCheHMrPANaKC137VdUeZuqztRtLz3izuoXBxKLMLXCMqeO3juzfL81cON9ibxT0ULg5kRYFrRAWvPcL5tzQoXBzGygLXiAre0Avn39KgcHGQUBS4RlTwhk64/5pdhYtDhLLANaKC13q+e7Pkz80Oy9/SoHBxiFAXuEZU8FrHCSPUUFC4OIAdBa4RFbzWcNII1WoKF5vZWeAaUcFrPqeNUK2kcLGRG4bHKnjN09u9WdxG4WITNw2PVfD2ntv3ZgmGwsUmbhseq+ANXjjszRIMhYsNnFjgGlHBG5xw2ZslGAqXEHNygWtEBW/gwmVvlmAoXELIDQWuERW8/gunvVmCoXAJETcVuEZU8BoLt71ZgqFwCRG3FbhGVPB2Lxz3ZgmGwiUE3FjgGlHB27Vw3ZslGAoXi7m5wDWigvdM4bw3SzAULhYKhwLXiAreDuG8N0swFC4WCacC14gK3vDfmyUYCheLhFuBaySSC95I2JslGAoXC4RjgWskUgveSHj0DZbCxWThXOAaibSCN5IefYOhcDGR7mKRVfBG2qNvoBQuJtFdrEMkFLyRtjdLMBQuJtFd7EzhXPBG4t4swVC4mOB0gau7WIdwLXgjdW+WYChcesm3wNVd7EzhVvBG8t4swVC49IJvgau7WNfCqeCN5L1ZgqFwCZJvgau7WM/CoeCN9L1ZgqFwCdLpAvfGxFjdxfzg5oJXe7MER+ESBN+PIZfMHa+7mB/cWvCWVh/R3ixBUrgESB9DBs9tBe+h+mPc/fI2QHuzBEPhEgB9DNl7bil4tTdL7ylc/KSPIc3jhoJXe7P0nsLFT0+uLOSt2iYVuCZxcsG7Jr9Ke7OYQOHih+Ubyvh50SEVuCZyasHbeVW79mYJnsLFgApc6zit4NWqdnMpXHqgAtd6Til4tardfAqXbqjADR0nFLxPrizUqnaTKVy6oQI3tOwseH07Na1qN4/CpQsqcEPProJXnZp1FC6d6M1mn1AXvOrUrKVw8aE3m/1CVfA2HW9h5pIt6tQspHA5RQWuc4Si4F20dGv7J0Pq1KyhcDlFBa6zWFnwam+W0FC4oALXiawqeLU3S+hEfLiowHUuswte7c0SWhEdLipwnc+sgld7s4RexIaLClz36G3Bq71Z7BGx4aIC1116U/BqbxZ7RGS4qMB1n2ALXt+9WdYsnKS9WUIo4sJFBa57BVrwdt6bRdc6tCIqXFTgup+/Ba/2ZrFfxISLCtzwYVTwam8WZ4iYcFGBG156KnhP781yY2Ks9maxUZTX6/XafRJWKa0+QubiLe1fn96vQ8/e4aG67igjn/kMaLu2BQ0tZ/xT19peETNyARW44ca34C1oaDnjn7rW9ouoz2Dbpn4X2X0aYjGV9c4QUSMXCX9P5yWqrHeIsO5cRMQ+zhu5ePfy7qLLyEhJJSPlWp748Cu6T78TfLnqQTJTUsla9A51iknxl7eSN+ZcfOp9lsq4xz+k3uglXxfw3IycU6+5mLmrKnt4b4rzwqW5jsri0zMvK3nvnW0c6PYK1lO+fSetxJCUOZxBUSE6R3G/pq+oKOmIk+PVdRzpMSkaKVv9Ii/+peHU16nkZiagt1z3HBcu3tpSCiqaT33VyqHVa/mo+kTXB5+oYeemfUAGV09K5txQnaS43smaYj7d1wqD4jjfA601dfy1uft08dbl8+sXPoa4OAYCxKSROkzrlHrisHA5ScOeUopbgaQJTEyKgdZPWf2/5TR3cXR7EHmSSbuwX6hPVlyrhYNf7GAXEHP5NK5Li4GaWg4e6y5c6il8fRlr60Zw9dQsWgDPlDyyh0TUh60Bc1i4NFK17XMO4GHINd/hB/Om4OEIBSvWU9jU+cJ7adpbRWkrkJZDZmKMHScsrtRAZeEOmokhKWs0yf1ioLGc3bVdjZC9NJeu5Sf/UcCgGXO4LrWJRjwMyUoiXs9EPXJWuHjrqS7ZCwwkKyuTidNu5JsxQPnbvLmprlN5dpTyLZ9RC/SbPIbkc3WlxU8nD1C2dS8wjLxxeWTmDAEOUXvo2NnHeuvYuOJVCshlzrwJtPylCkggN2cksaE9a9dxVrg0fUlhQR2nyzLPBZdz+x0ZQCXvrS1gv2+6tAdRHJeMT+Y8e85YXMh7sJTN/3cEPGMYn55I/LAhwGH2HmzsdAPz0lS4msUrKxly1wPcceFe8jceBtKZeNFglbkGHBUu7SVbv2zGpPSDqAQm33wDqbRy6O03WP9FY8fBnYJIF1r846V5XxXFzcDQNJLi+3P+0KF4qGf3V1+fGS4tVaxf+ho7uIIHZ09mwP5Trxs2nqzhfew5fRdxULh0lGyevGzSzzsHiCI25zrunjwIWrfw5kcVnH4qbg8itfYSkGZqSwqpAmJyx5IaG8OghKH0oZHysn00tB/XyuH8Ffxk3SHGfm8Rt42K7vQ63c6MOChcTpdsncqymAyuu/MbxNBA4W/eZVujlzOC6JKJjI5Xay/+6jw36hwGDE8lnU5zXY7t5I0X13AgfjrfnZlNrOZUBcw54eI9zJ7i/ZxdlsVwwZU3cmuCB/at5+3NdXg5xv7KirYgmphOonP+FuJ0XcyNijp/KMkxvnNdmtn3x1d5eTPkPjyHa4bF+LwulakTRmpOlR8c82PpPVDcbVkWFTeRG24ZBZSx6rVP2N9aR0lBJWrtJVBdzY2K6h/PhUM87XNdvIfzeenJ1RwZew9/f+MoYgDvkRpKq5rBk0ZW0gB7/xIu4ZBw8SnZuizLBjHx5tvJ9UDzhrdY/3kR2zertZdAdTM3qu/5JA7tc2quy18pe2s5v68bzvQFt5EX52l7XcUOCprRnKoAOCRcOpdsneMiipiL/oZZV8RB6xZef+5VPm5Erb0EqJu5UefEk3xqrsu+ret48fmPIe8e7v/m8FM3ruPUFG/XnKoAOSRc/CjLopK4es5NDKGBkvzNVAOezBSGqbUXf3U7Nyqafuf1B3bz7pL/4p2Dqdz+0N+R1ffUe8t7iLLPy7t4nfTEGeHiV1nmIS5vGjOHeU59HUNK7igSlS3ir27nRvUlLnEw0EjNnjoGzVjA/VN9vt/+ugvISorTY7ifHBEuHSWbQVnWL4ebv3MFbfEyjLyxw9Xai9+6nxt1Lokp6fQD8OQyZ/43GRndESEna8vZ9lUrxIwlJ01lrr+0E52IWMIRIxcRCT8KFxGxhMJFRCyhcBERSyhcRMQSChcRsYTCRUQsoXAREUsoXETEEgoXEbGEwkVELKFwERFLKFxExBIKFxGxhMJFRCyhcBERSyhcRMQSChcRsYTCRUQsoXAREUsoXETEEgoXEbGEwkVELKFwERFLKFxExBIKFxGxhMJFRCyhcBERSyhcRMQSChcRsYTCRUQsoXAREUsoXETEEgoXEbGEwkVELKFwERFLKFxExBIKFxGxhMJFRCzx/yTuUcEgRc54AAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/339.jpg"
}
] |
<image>Use rectangle L M N P, parallelogram L K M J to solve the problem. If m \angle P L K = 110, find m \angle L K M.
|
D
| 64,787 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/340.jpg"
}
] |
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/341.jpg"
}
] |
<image>Find z.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/342.jpg"
}
] |
<image>Express the ratio of \sin A as a decimal to the nearest hundredth.
|
A
| 64,790 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/343.jpg"
}
] |
<image>Find the area of the shaded region. Round to the nearest tenth if necessary.
|
B
| 64,791 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/344.jpg"
}
] |
<image>Find x. Assume that any segment that appears to be tangent is tangent.
|
A
| 64,792 | null |
A
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/345.jpg"
}
] |
<image>If Q R S T is a parallelogram, find y.
|
B
| 64,793 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/346.jpg"
}
] |
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
|
A
| 64,794 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/347.jpg"
}
] |
<image>Find the area of the shaded sector. Round to the nearest tenth.
|
D
| 64,795 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/348.jpg"
}
] |
<image>Find the perimeter of the \triangle A B C, if \triangle A B C \sim \triangle C B D, A D = 5, C D = 12, and B C = 31.2.
|
C
| 64,796 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/349.jpg"
}
] |
<image>If m \angle B A D = 38 and m \angle B C D = 50, find m \angle A D C.
|
D
| 64,797 | null |
D
|
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