images
listlengths 1
1
| problem
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343
| answer
stringlengths 1
103
| id
int64 39
70k
| choices
null | ground_truth
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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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4QhgsSeJvxE+nAAwbNgxfX1+aNG2CSqUiOjqaP//8E00NDcuXLZcplmSUJUsWps+Yzi7PXZQrV47dnruxt7dn1sxZREZGKh2eEAZHkvgb8c0N0qRJg6WlJbly5WLRokVs2LiBokWLAvD8+XOGDRtG/Xr19UrciqRXvnx5du/ZzZSpU0hrmZYpU6bgUMsB78NeSocmhEGRJP5G/HRK+vTp9V63tbXFy/swI0eOxCpjRgAuXbpE82bN6du3L8+ePU3xWE2FSqXCxcUFrb+Wjp06cvfeXTo4O+PayZX79+8rHZ4QBkGS+BshIXHTKf9N4gBmZmno9XMv/Px8admyJSq1mpiYGDZt3ISmhi0LFy7UK3krklamTJmYPHkye/fupXLlyhw4cICaNWsxdepUIiIilA5PCEVJEn/jVei7R+KJZc+enXm/z2PLls26vp/BwcGMHjWaunXqciJRKziR9MqUKcPOXTuZPXs2Ga2smDljJvZ29uzfv1/p0IRQjCTxN0JfhQKQ4T+NJd6lWrVqHDh4gDFjx5ApUyYArly5QsvWrWXDSgpo07YNflo/unXrRuA//9DZtTPOHZx1vVaFMCWSxN949SpuJG6VIcMnXa9Wq+nevTtafz/atG2DWq0mNiZGNqykECsrK8aOG8uBA/upXr06Xl5eODo4MmH8BMLDw5UOT4gUIwWw3ihTuixBQc+oW7cuK1et/OzPnz59miGDh3Dx4kXda0WLFmXCxAnY2dklZagGZ+GCBYSGhr33/QxWGcibNy/ffPMNJUuWTJYYtm7dyhiPMTx69Ig8efLg4eFBk6ZNkuW7/uvSpUvs3r2bPn36kDZt2hT5TiHiSRJ/o0CBgkRFRtLaqTVz5sz54vvcvn2bYUOHceTIEd1rOXLmZOTIEbRu3TopQjUo+/bto0vnLp/1GZVKxbDhQ+nd+5ckj0er1TJ0yFCuX79O5syZGeg2kC5duiRJlcSTJ0+wft0G+vTtQ8GCBQG4ePEC7dq2JyjoGY6OjqxZu+arv0eIzyFJnLgytIULFQbAtbMrEydO/Op77t27F/eR7npL4apWrcqkyZOSbTSqhAnjJzB37lwgbhWJs7Oz3vuRUZEEBgZy7tx57t+7p3vd3Nwc/2Na8uTJm+QxRUdHsXjREqbPmMHLkBBKlSrFhIkTqFat2lfdt0GDhlw4fx61Wk3hwoVRqVTcvHlTt/lrw8YNqf6nLmGAYmNjYk391+PHj2Jz58oVmztXrtjx48Yl2X3Dw1/HTpo0MbZwoUK6++fPly922NChscHBLxT/fSfFL6fWrXW/tx/atXvvdVFREbGjR4/SXZs7V67YSZMmJvufa++ff47NkydPbJ48eWJ/7tUr9vHjR198v107d8ZWqVJF7/cQ/6uji4vifxbyyzR/yYNNIDg4oexsBqtPe7D5KSwsLBg8eDDeR7ypU7cOAFFRUSxbtgxbjS3r169Psu9Syt9//607rlCxwnuvMzNLw8iRI8mTJ4/utdu3bidnaGTPnp258+aybdsWSpYswdatW7G1tWP+H/O/6KFzk6ZN8PP1ZdDgQWRI9ADc3NycMWPHJGXoQnwySeJASMhL3XHGN7syk1KBAgVYtWoVq1at0s2l/vvvv/T/tT9Nmzbl4sULSf6dKSEgIICgoCDd+XeVv/vg9Wq1mmLFiunOU6qgWJUqVTlw4ABjx43FTK1mzJgx1Hasw927dz/7XuYW5vz666907txZ95prZ1cKFSr0wc/99ddfn/1dQnwKSeIk7NYEyJQxU7J9T526dTh69CgDBw4kXbp0AJw+dZpGjRozaNAgo2tEcfLESd2xSqXiuyofTuKgX2gsf4H8yRLXu6jVarp164bWX0vbdm2Jiooid67cX3Svx48fs2z5MgCss1rj5ub2weuXL1tOs++b0aJ5C6P9B1sYLkniQEhwQmKxyvjxzT5fw9zCnAH/G4CP71EaNmwYVyUxKprVq1aj0WhYtWqV0VRJPHU6oQhYvnz5yJw58wevv3v3rl5t9qJFiiZbbO9jbW3NrFmzOOx1GHML8y+6x9ixY3Wbw9wGun3wp7crV64wZkzcVMuJEydo2KAR/fr148mTJ1/03UL8lyRx9EeHyTGd8i558uRl6bKlrP1zLd988w0Q14hi8KDBNGrYiLNnz6ZIHF/j3NmEhPxtuW8/eG1o6Cv6/9qf6KhoIG5k7ODokIzRfdiXNsU+f+48W7dsBaB48eK4dnZ977Xh4eH0+LEHr1+/Jm3atGTMmJGYmBg2btiIpoYmrrxuhJTXFV9Hkjj60ykplcTj1apVCy9vL4YMHaJ7WHb+/Hm+b/o9A/oPMNhGFNHRUVy9elV3njtXbu7fv//WL3+tP7/99hsN6jfE399fd32zZs0oUaKEEqF/lREjRuiKnY0dNxaVSvXea4cMHsKNGzdQqVRMnzGdY8eP4ezsjFkaM169esWUKVOwtbVlx44dKRW+SIVknTgwc8ZMpk6dCoDWX/vRh1TJ5Z9//sHd3R3PXZ66KZUsWbLgNsiNzp07fzBhpLRz587RqGGjL/qsjY0Nu/fsJl++fEkcVfLavn07vXr2AqB2ndqsXr36vddu27aNn3v9DED37t31Vq9cuXKFESNGoPXTAnFTUcdPHDeoP19hPGQkTkJDCIBMmVJ2JJ5Yrly5WLhwIRs3bdSt4nj+/DnDhw2nXr16BrXC4eTJkx+/6B2qVq3KocOHjC6BR0ZEMm7sOCBuSeHYsWPfe+29e/cYNGgwEPf7He0xWu/9kiVLsmnTJpYtX0ahQoUYMXKEJHDxxdIoHYAhePkq8RLD5Fud8qk0Gg2HvQ6xaOFiZsycycuQEP6+9DctmregZauWjBo1ChsbG0VjPHP6jO44Xbp05MiR453XqVQqChQoQLly5ahUuRL169dPki3wKW3u3Lk8ePAAAFdXVwoXLvzO66Kjo/ix+4+8DAkhZ86czF8w/72/3wYNGtCgQYNki1mYBplOAXr/3JutW7diYWFBwJ0ApcPR8+TJE0aPGs227duJfTMXmzFjRv438H90795dsYRob2fPzZs3AWjfvj3TZ0xXJI6U8OTJEzQ1NLx69QrrrNYcO3bsvc9OPDw8WDB/AQBpzM2Jjo4mf758ONZ2ZMiQIR9dwSPE5zK+IVEyiJ9OyfCJZWhT0rsaUYSEhDB61Gjq1K7DMf9jKR5TaOgrbt9O2G1ZsVLFFI8hJY0dO1ZXqnjgwIHvTeDR0VH4+frpzi0szImNieHu3busWL6Cxo0bcy9R/RghkoIkcRKmU+I34BiixI0o4kdzV69epbWTU4o3ovjrr1N67eiqVq2aYt+d0s6fP8+WzVsAKFasGK6u719SaGaWhn379zF79mxWrFzBtWvXOHHyBI0axT0Avn3rNh4eHikStzAdksR5f5NkQ5PQiEKraCOKv04mPGC1ypiR4sWLJ/t3KmXkiJF6Swo/Nn2lUqlo07YN9erVQ61Wky9fPhYvWYyjoyMQV7o38GFgssctTIckcSA0NG73ndUntGYzBNbW1syePZsdO3dQtmxZIG5KaNy4cTg61MbX1zdZv//M2YSHmmVKl07W71LSrh07datwHGs7UrNmzXded/PmjQ92E1KpVLRs1RKA6KhoLl66+N5rhfhcksRJaM2W3gDnxD+kUqVK7Nu/j4kTJ2JtbQ3AjRs3aNe2Hd27dycwMHlGfBcvJCSh8hXKJ8t3GIJ8BfJTtmxZzM3NGTdu3Huv69OnL5oamg9u2jEzM9Mdh4e9TtI4hWmTJE6ikbiRJXGIG+W5dnZFq9XSoUMHzMzMiI2NZbfnbuzt7Zk1axaRkUm3tfvRo0c8evRId/5dpcpJdm9DU6FCBfYf2M/uPbvfu6Tw2rVrnD1zlsDAQE4cP/Heex07lvAAulwq/odPpDxJ4iQk8ZTecp+UMmfJzLTp0/D09KRChQoAhL4KZcrkKTjUcsD7sFeSfM/J/ySqKtVS70PNeGXKlHnve/v27dMdu3R0eec1wcHBunorBQsWpECBAkkboDBpJp/EIyIidCPVpGwIoZRy5cvhuduTqdOmkjVrViCu76eziwudXTvrtYv7EpevXtEd58iZk5w5c37V/Yxd7twJ5WzftQY8OjqKji4ddctYf+zxY4rFJkyDySfx4OBg3XFGK+MdiSemUqlwdnZG66+lk2snzNLETbHs37+fWjVrMW3qNCIiIr7o3m5ubjwMfMjDwIecTfSA01QlrrOzfNnyt94fPnyE7uFosWLF6NixYwpFJkyFJPFESTw1jMQTy5QpE5MmTWLfvn18911cw4awsDBmzJiBvZ09Bw4cUDhC41e+fHldNcY5c+YwZMgQrly5wrVr1+jzSx9WrlgJxJW+nTN3DubmX1bDXIj3MfkkrmQZ2pRSunRpduzcwezZs8mePTsQV6TJtZMrzs7O3LlzR+EIjZe5uTkLFi4gV65cAKxcsZLajrVxqOXA5s2bddcsWryIcuXKKRmqSKUkiadQazZD0KZtG/y0fnTr1o00b0aEXoe9cHRwZOLEiR9c6yzer3jx4hz2Okzjxo31lhIClCpdiq3btlK3bl2FohOpnckXwNq9ezfdu3UHYMnSJbot0qndtWvXGDJ4iN7St7x58+IxxoPGjRsrGJlxe/jwAceOHScsLIyKFStSqlSpzy4ze/78ecqWLWuU1R5FyjP5vyUvk7nTvaEqXrw4W7ZuYd7v83QrTB48eED3bt1p17Ydt27dUjhC45QnT15atWqFs7MzpUuX/uwEHhgYSKuWrahbpy7+Wv+Pf0CYPJNP4on7a6b26ZR3admyJVp/LT/1/En30M3Hx4fajrUZO2YsYWFhCkdoWiwtLWjUqBHXrl3DycmJH3/8Mdl23orUQZJ4ok73GRXs6qOkdOnSMWrUKA57HcLW1haIWz//xx9/YKuxZfv27QpHaDqyZs3GnLlz4urifPstnrs8sbezZ8b0GV+8LFSkbiafxBO3Zsuc2fRG4okVKVKUjZs2smjRIvLkyQPE9f3s1bMXrVu35tq1awpHaDoqVarE3r17mDJ1CunSpWPatGnY29mzd+9epUMTBsbkk3ji6ZSMVqadxOM1adoEP60fv/zyC5aWlgD4a/2pW7ce7u7uhIa+UjhC06BSqXBxcUHrr6Vr164E/vMPXbt0pW2btty8fkPp8ISBMPkkHl9L3NzcHHML2YgRz9LSkmHDh+Hl7YWDgwMAUZGRLF60GE0NWzZt2qRsgCYkY8aMjBs/jkOHDqKxtcXX15faderg7u6u95OkME0mn8QNuTWbIShUqBBr/1zLsuXLyJc/PwCPHz+mb5++NG/WnMuXLyscoekoVqwYmzZtZPHixeTMmfPNP6ga1q1bR2ysSa8UNmmSxONbs6U33NZshqBBgwb4+vroLcM8efIkDeo3YNjQYXqbpkTyatykMb5+vvQf0J9Xr14xoP8AGjdqzNmzZ5UOTSjA5JN4/HRKhvQyEv8YCwsLrDLGdT+Kr5AYFRXF8uXLZUSYwiwsLHBzc8PX15fGjRtz/vx5mjZpSr9+/fj333+VDk+kIEnib7r6yHTK5ylZqhSrV6/WVfF7+vQpA/oPoEmTJpw/f17Z4ExI7jy5WbxkMRs2bqBo0aJs3LARW40t8/+YnyL9VoXyJIm/WWmR2ioYpoTadWpz5MgR3NzcdE2mz545S5PGTXAb6MaL5y8UjtB02NractjrMB5jPFCr1YwZMwZHh7g/H5G6mXwSDwuN25FolcE4miQbGnMLc/oP6I+Pjw+NGzdGpVIRHR3NmjVr0GhsWblipUyxpBC1Ws2PP/6I1l9L+/btuX37Nh3ad6Cza2fu3bundHgimZh8Eo+fTjGWTveGKv7H+nXr11GkSBEAgoKeMWTIEBo2aMiZM9JAIqVYW1szfcZ0PHd7UrFSRV0zEKlUmTqZdBKPjIhMVa3ZDIG9vT3eR7wYPmKY7jnDhQsX+L7p9/z6668EBQUpHKHpKFeuHLt27eK3334jU+bMzPltDhqNRsoopDImncRDXqa+1myGwMwsDb17/4Kvny/NmjVDpVYTExPDhvUb0NTQsGTJEmJiYpQO02Q4tXFCq/WlZ6+ePP33Kb169qJVy1ZcuXLl4x8WBs+kk/iLFwlJXKZTkl7OnDmZv2A+mzZupHjx4gC8ePGCkSNGUq9ePU6ePKFwhKYjffoMuLu74+XthaOjI8eOHaN+vfoMGTKEFy/kAbQxM+kknriCYfz6Z5H0amhqcNjrMKNHj9JtFrr892VatGjFL71/kXXNKahw4cKsWbuGlatWki9fPlauWImmhi0rlq+QB9BGyrSTuInXEk9JarWaHj/9hJ/Wj9atW6NSq4mNiWHLli3YamxZMH+BrGtOQXXr1uXI0SMMHjKYiIhwhg4dSr169Th+/LjSoYnPZNJJPHGnexmJpwwbGxvmzJ3Dtm1bKFW6FBDX59TDw4M6taWbTUoyNzenX79++Pr50qJFCy5fvkKrVq3p1bMXjx49Ujo88YlMOombams2Q1ClSlUOHDjAuPHjyJw5M4Cum81PPX6SJJKCcubMye9//M62bVsoXaoU27dvx87WjlmzZhEZEal0eOIjTDqJB4ckjMQzZZLplJSmVqvp2rUrWn8t7dq1Q61WExsby86dO7GztWPOnDm6JaAi+VWpUpX9B/YzadIkLCwtmDJ5CjVr1uTAgQNKhyY+wKSTeOLKezISV461tTUzZ81k566dfFuuHBC3CWvihInUdqzN0aNHFY7QdKhUKjq5dkKr1eLa2ZUHDx7g2smVDu07cPv2baXDE+9g0kk8voIhyEjcEFSsWJG9e/cwafIkrK3jqiTevHmT9j+0p1vXbgQ+lIbBKSVz5sxMnDiR/Qf2U716dby9vXF0cMTDw0M6OxkYk07ieqtTJIkbBJVKRadOndD6++Hs4oyZmRmxsbHs2bMHe3t7Zs6YKfO0KahkyZJs2bqF+Qvmk80mGwvmL0CjsWPTRunsZChMOonHj8TTmJtjYWGhcDQiscyZMzN16lQ8d3tSoWIFAEJDQ5k6dSq1atXi8KHDygZoYpo1a4ZWq6VP3z4EBwfTt29fKTtsIEw6ietas70poyoMT7ly5di9ezczZs4gW7ZsAAQEBODi4kKnjp2kOl8KsrS0ZOjQoRw54k39+vV1ZYcH9B8gNXEUZNJJPORNEk8vSdzg/fDDD2j9tXTu3Jk0adIAcPDgQWrVcmDKlClEREQoHKHpyJ8/P8tXLOfPdX9SuHBh1q1bh6aGhkWLFklNHAWYdBIPfVOGVpK4cciYMSMTJk5g3/59VKlSBYDXYWHMmjkLOzt79u3bp3CEpqVmzZp4eR/G3d2dmJgYRrmPorZjbfz8/JQOzaSYdBKX1mzGqVSpUmzfsZ3f5vxGjhw5ALh/7x5dOnehQ/sOBAQEKBugCTEzS0PPXj3xP6alTds23Lhxg7Zt2tKtazcePnygdHgmQZI4UkvcWDk5OaH196P7j91JY24OoFsKN2H8BF6/fq1whKYja9ZszJ49m12euyhfvnzcaiK7mkydOlWmupKZSSfxsDBpzWbs0qfPwJgxYzh06CA1NDUACA8PZ+7cudjZ2uG5y1PhCE1LhQoV8NztyYyZM7CysmLmjJnY2dqx23O30qGlWiadxKU1W+pRrFgxNm/ezB/z/yBXrlwAPHz4kB9//JE2Tm24efOGwhGaDpVKxQ8//ICfNu6npEePHtG9e3ecnJy4du2a0uGlOiabxCMjI3U/5sl0SurRvHlz/LR+9OrVS7f238/Pj9qOdfDw8ND99CWSn5WVFWPGjOGw1yHs7e3R+mmpW7ceI4aP0Ct5Ib6OySbx+DXiIK3ZUpt06dIx0n0kh70OY29vD8T9o71g/gI0NTRs3bpV4QhNS5EiRVm/YT1Lly0ld65cLF26lBrVa7B69WppRJEETDaJJ25JJdMpqdM333zD+g3rWbxkMXnz5gXg0aNH9P65N61atuLq1asKR2haGjZsiK+vLwMHDuT169cMchtEwwYNOXXqlNKhGTWTTeLSEMJ0NG7cGF8/X/r07UPatGkBOHbsGPXq1WfkiJF6P5WJ5GVuYc6A/w3Ax9eHpt835eLFizRv1pw+v/ThyZMnSodnlEw2iSf+H1eKX6V+8VvGvby9cKztCEBUZCRLlizBVmPLxg0bFY7QtOTOnZuFCxeyefNmihcvzubNm7HV2DJv3lypIf+ZTDaJJx6Jy5y46ShYsCBr1qxhxcoVFChQAIAnT57Qr18/vm/6PX///bfCEZqW6jWqc/DQQcaNH4e5uTnjx03AwcEB78NeSodmNEw2ieu1ZsskSdzU1KtXj6M+RxkwYADp0qUD4NSpUzRo0IAhQ4bo/SMvkpeuw5NWi7OLM3fv3qWDszMdO3bkzp07Sodn8Ew2iSduzSZdfUyThYUFA90GcuToEerXr49KpSI6KpqVK1aiqaFhzZo1snoiBWXOEld+eO/evVSpUoVDBw/hUMuB8ePGy+7bDzDZJK7fmk0ebJqyfPnysXzFctasXk3hwoUBePbsGW4D3WjSuAnnz0nN7JRUpkwZtu/Yztx5c7G2tmbevHloamjYsmWL0qEZJJNN4vqt2TIrGIkwFA61HfE+4s2gwYNInyGusuXZs2dp0qQJA/83kBfPX3zkDinvj9//oOdPPen5U08uXbqk915ERAQD+g+g5089GT5suEIRfrlWrVqh9dfSu3dvgoKC+KX3LzRv1vyt36epM9kkLq3ZxLuYm5vz66+/4uPjQ+MmjeOmWKKjWbt2LRqNhhXLVxjUFIu5hTk7duxgx44dLF++XO+9kSNHsm7dOnbs2EHBggWUCfArpU2bluEjhuN9xJs6detw8uRJGjZsiJubm0H+o6oEk03i8UsM06RJg6WlpcLRCEOTO3duFi9ezPoN6ylatCgAQUFBDB06lAb1G3D69GmFI4zTtm1b0r55MLt7926io6MA2L9/P6tXrQagbt269PjpJ8ViTAoFCxZk1apVrF2zhgIFCrBm9Ro0Gg1Lly41+UYUJpvE46dTpCGE+BA7Ozu8vA8zYsQI3c7eixcv0uz7ZvTr149nz54qGl+mTJmoX68eAEHPgjh06DBPnjyhf//+xMbGkidPHubOm6tojEnJobYj3t7eDB8xjMjISEYMH0G9uvU45n9M6dAUY7JJPP7BpiRx8TFmZmn4uffP+Pr50rx5c1RqNTExMWzcsBFNDVsWL16s6Giwk2sn3fGG9Rv4udfPBD0LIo25OYsWL0p104Xm5ub07v0Lflo/WrduzdWrV2nt5ESPHj0IDAxUOrwUZ7JJ/FWodPURnydHjhz8Mf8PNm/aRIkSJYC4TWPuI92pV7cex48fVyQujUZDwYIFgbgplfj2aMOGDqVixYqKxJQSsmfPzpy5c9i+Yztly5Rh185d2NvZM2P6DCIjTGfXp+km8fjpFEni4jNVr1GdQ4cPMdpjtG6Ue/nyZVq1ak3vn3srUgOkXbt2eud16tahZ6+eKR6HEipXrszefXuZMnUKadOmZdq0adjZ2bF3716lQ0sRJpvEQ0NDAbCSJC6+gFqtpkePHmj9/Wjt1Bq1Wk1sTAxbt27F1taO+X/M1z1kTAkVKpbXHavUaubOST3z4J9CpVLh4uKC/zF/unbtSuA//9C1S1fatW2X6huCmHASj2sOINMp4mtkzZqNOXPifqQvU6YMAC9DQhgzZgy1HeukSOf3sLAwhg8boTuPjYnhr7/+SvbvNUQZM2Zk3PhxHDx4AI2tBh8fH2o71sHd3T3VVqs04SQurdlE0qlcuTL7D+xn/ITxZMmSBYDr16/Ttk1bevTowT///JNs3z3IbRC3b9/We2316tXJ9n3GoHjx4mzatInFixeTI0cOFi9ajK3GlnXr1iXbOv/Hjx8rUuvFJJN4ZGQk4eHhgLRmE0lHpVLRpUsXtP5afvjhB8zMzIiNjdU9cPvtt9+SvMzqxg0b2bx5MwDdunUjX/78ABw+fJigoKAk/S5j1LhJY/y0fvQf0J+XL18yoP8AmjRuwtmzZ5P8u0a5j6JWzVopXqbBJJN4fINkkOJXIullyZKFGTNnsMtzF+XKlQPi/s5NmjgJRwdHjhw5kiTfc+vWLYYOGwpA0aJFcXd3p2XLFkDcQOXPtX8myfcYOwsLC9zc3PDxPUqjRo04d+4cTZs0TdJ1/qdPn2bHzp0ULVaUb8t9myT3/FQmmcT1WrNlkOkUkTzKly/Pnr17mDxlMtZZrYG4xNuhfQe6dunKw4cPvvjekRGR/Pjjj4S+CsXc3Jw/5v+BuYU5zs7OqNRx/1uvW7cuSX4fqUWePHlZsnQJGzZuoEiRImzcsJEa1TUsmL/gqx9Cjxg+AmJjGTtmLCqVKoki/jQmmcRDEpehlVriIhmpVCo6duyIVqvFpaMLZmniplj27t2LvV3NL17T7D7Knct/XwZgwP8G6B6qFihQgEpv1obfuHHDYMoDGBJbW1u8vL0Y7TEatVqNh4cHjg61OXr06Bfdb9OmTZw9e5YGDRpQQ1MjiaP9OJNM4sHBicvQShIXyS9z5sxMmTKFPXt2U6lyJSBuVcm0adOoWbMmBw8e/OR7+Wv9WbliJRD3QLVv375677dp20Z3vGnjpiSIPvVJWCIa9/zi9u3btP+hPZ1dO3Pv3r1Pvk94eDgTJ0zE0tKS0R6jky/gDzDJJK5XS1xas4kUVLbst+zatYuZs2ZiY2MDwJ07d+jUsRMdO3bk7t27H71HDU0NHjx8wMPAh+zctfOtH987derEw8CHPAx8yISJE5Ll95FaWFtbM2PmDDx3e1KhYgX2799PrVoOTJo0Sbf44UNmz55NYGAgXbp20bX7S2mSxGU6RSigXbt2+Gn96NKlC2nSpAHQdbKZPHkyERERCkdoWsqVK4enpyezZ88mU6ZM/Db7NzQaDTt27HjvZ/755x8WLliIjY0NAwf+LwWj1SdJXKZThEIyZszI+Anj2X9gP9WqVQPg9evXzJ41GztbO/bs2aNwhKanTds2aLW+/NTzJ57++5SeP/WkVctWXLly5a1rx3iMITQ0FLdBbqRPr9xSZZNP4plkOkUorGTJkmzdtpU5c+eQI2dOAO7fv0+3rt1o/0P7tzbyiOSVPn0GRo0ahZe3Fw4ODhw7doz69eozdOhQ3cq2M2fOsH3HDkqVLoWLi4ui8ZpkEk/cmi1j5tRVplMYr9atW6PV+vJjjx8xNzcH4MiRIzg6OEqzYAUULlyYtX+uZcXKFeTNm5cVy1eg0WhYuWJlXLu72FjGjR2X4ksK/8skk7jeSDyV1VoWxi19+gx4eHhw+NAhNLYaIK5X5rx587C1tWXXjp0KR2h66tWrx9GjRxk0eBAR4REMGTKEs2fPUr9+fUWWFP6XSSbxl68SWrOlTZtW4WiEeFuRYkXZtGkT8xfMJ3ee3AAEPgykx08/4eTUhpvXU3dlPkNjbhHXe/XQ4UOkS5cOCwsLPMZ4KB0WYKJJPH46Jd2b3oRCGKpmzZrh5+dH7969sbCwAEDr50ftOnUYNWqUrpCbSBnr168nLCxM0SWF/2WSSVxaswljEt/x3cvbi1q1agFxtVEWLVyERmOnK4Alktc///zDgvkLsLGx4X//U25J4X+ZZBKX1mzCGBUuXJg/1/3JkqVLyJcvHwCPHz2izy99aNmi5TuXwYmkM3bMWN2SQkMqYW2aSfylJHFhvBo1aoSPrw/9fu2ne6Zz/Phx6terz/Bhw/Ue3IukcebMGbZv306pUsovKfwvk0zi8a3ZJIkLY2VpacngwYPxPuJNnbp1AIiKimLZsmXYamxZv369whGmLiNGjCA2Npax41K+SuHHmGQS102nSEMIYeQKFCjAqlWrWLlqpa7j/b///kv/X/vTtGlTLl26pHCExm/Lli2cOX2GevXqodFolA7nLSaZxMPe9NeUWuIitahbty5Hjx5l4MCBulVXp0+dpmHDhgwaNEivhr74dOHh4YwfPx5LS0uDWVL4XyaXxKOjo3TVyQzp4YQQX8vcwpwB/xuAj+9RGjZsiEqlIjoqmtWrVqPRaFi1alWy9ZdMreb8NofAh4F07tJZ95OOoTG5JP4y5JXuL7JVRkniIvXJkycvS5ctZe2fa/nmm28ACHoWxOBBg2nUMK49mfi4R48eMX/+fLJly2ZQSwr/y+SS+Itgac0mTEOtWrXw8vZiyNAhuof458+fp2mTpgzoP4Dnz58rG6CBmzxpskEuKfwvk0viUktcmBJzc3P69u2Lj68PTb9vGjfFEh3NunXr0NTQsGzZMplieY+hw4bS79d+dOzYUelQPsjkknjwi0T9NWU6RZiIXLlysXDhQjZs3ECxYsUAeP78OcOHDad+vfqcOnVK4QgNT/bs2Rk8eLDBLSn8L5NL4iEvE43EM8hIXJgWW1tbDnsdwt3dHas3DVEuXbpE82bN6dOnD8+ePVU4QvG5TC+JJ55OkVriwgSZmaWhZ6+e+Pn50rJlS1RqNTExMWzetBlNDVsWLlxITEyM0mGKT2R6SVw63QsBxE0XzPt9Hlu2bKZUqVIABAcHM3rUaOrUrsMx/2MKRyg+hekl8ZeSxIVIrFq1ahw4eIAxY8fomqRcvXqV1k5O9OrZi8ePHyscofgQk0viL1++1B1LVx8h4qjVarp3747W3482bdugVquJjYlh+/bt2Nna8fu834mOjlI6TPEOppfEQySJC/E+WbNmY/bs2ezYuYOyZcsCcQOfcePG4ehQG19fX4UjFP9lekn8TWs2szRm0tlHiPeoVKkS+/bvY+LEiVhbWwNw48YN2rVtR/fu3QkMDFQ4QhHP9JL4m5F4unTS1UeID1GpVLh2dkWr1dKhQwfMzMyIjY1lt+du7O3tmTVrFpGRkUqHafJML4m/mROX1mxCfJrMWTIzbfo0PD09qVChAgChr0KZMnkKDrUc8Pb2UjZAE2dySTyhNZskcSE+R7ny5fDc7cnUaVPJmjUrALdv38a5gwudXTtz//59hSM0TaaXxONbs6WXhhBCfC6VSoWzszNafy2dXDthliZuimX//v3UqlmLaVOnERERoXSYJsX0kri0ZhPiq2XKlIlJkyaxb98+KleuDEBYWBgzZsygpn1NDhw4oHCEpsPkknjoK2nNJkRSKV26NDt37WT27Nlkz54dgLt37+LayRVnZ2fu3LmjcISpn+kl8TBpzSZEUmvTtg1+Wj+6detGGnNzALwOe+Ho4MjEiRN13bRE0jOpJB4TE0P469eAbLkXIqlZWVkxdtxYDhzYT/Xq1QF4/fo1c36bg52tHbt371Y4wtTJpJJ4SHCIrgC+TKcIkTxKlCjBlq1bmPf7PHLmzAnAgwcP6N6tO+3atuPWrVsKR5i6mFQSDw5JaAgh0ylCJK+WLVui9dfyU8+fMH8zxeLj40Ntx9qMHTOWsDdTm+LrmFQST1xLPJO0ZhMi2aVLl45Ro0Zx2OsQtra2AERERPDHH39gZ2vH9u3bFY7Q+JlUEk/cmi2DATc+FSK1KVKkKBs3bWTRokXkyZMHgMDAQHr17EXr1q25fv26whEarzRKB5CSpJa4EMpq0rQJderWYcb0GSxatIjw8HD8tf7UqVOXzp1dGTJkMOmTaSPe1q1buRPw5UseHRwddGUHDIlpJXGZThFCcWnTpmXY8GF0cO7AsKHD8Pb2JioyksWLFrNj+w5GjByBk5NTkn/vuLHjvrr6oiEmcZOaTtFvzSa1xIVQUqFChVj751qWLV9Gvvz5AXj8+DF9+/SlebPmXL58Ocm+68mTJ1+dwKtUrZJE0SQtkxqJv3wl0ylCGJoGDRrg6OjIrFmzmD9/Aa/Dwjh58iQN6jfAxcWFocOGfvX/r5aWlvTu3fudDaAPHDjAjRs3ALCwsKBbt27vvEd8eQFDY1JJPDg48XSKjMSFMBQWFhYMGjSI9u3bM3zYcA4ePEhUVBTLly9n586dDB8xnB9++OGL758pUyaGjxj+zvfu3rurS+IlSpZkpPvIL/4eJZjUdEp8BUOQOXEhDFH+/PlZuWolq1evplChQgA8ffqUAf0H0LhxY86fP5/k33nu7DndcaVKFZP8/snNpJK4rjWbmVmyPQEXQny92nVqc+TIEdzc3HQNXM6eOUuTxk1wc3PjxYsXSfI9z5495cGDB7rz7777Lknum5JMK4nrWrNJb00hDJ25hTn9B/THx8eHRo0aoVKpiI6OZs3qNWhq2LJy5UpdGY0vdcz/uN49NDU0Xxt2ijOpOfH41mwvX75kx44dCkdjnF6HxVWje/b0qfw3FCmmeYvm5MiZgxXLVwAQFPSMIYOHMGTwEDx3e1Kx4pdNg5w4eUJ3nCNHDnLnyZ0k8aYkVWxszNf9U2ZEvm/6PadOnVI6DCFEElKr1bRp0wb3Ue5YW1t/1mebfd+Mv/76C4C6deuyctXK5AgxWZnUdMqrV68+fpEQwqjExMSwfv16NDU0LF269J3LCN/3ub///lt3XqlypeQKMVmZ1HTKhAkTJJELkYrExMagVumPRR89ekTu3B+fFrl48SKhb9o1AlSvVj3J40sJJpXEq9cwzj8kIUTSO3EiYT48jbm50Y7ETWo6RQgh4v118i/dcYnixbGwsFAwmi8nSVwIYZLOnUvY5FOhYgXlAvlKksSFECbn+fPn3L17V3detUpVBaP5OpLEhRAm5/hx/U0+1apXUzCar2MwDzZPnTqFz1Ef3blTGyfy5cv30c/N/2M+r990sP/Uz4jPd+7cOTZu2MipU6d4/OQx/z75FzMzM7Jly0bBQgX5od0PNG/eHHMLc6VDFeKjThxPeKiZLVs2ChQooGA0X8dgkvjSJUvZunWr7jzoeRAeHh4f/MyjR48YM2aM7rzst2UliSexM2fOMHDgQC7//XZt58jISB48eMCDBw/Q+mkZNWoUQ4cNxcXFRYFIhfh0Z86c0R2XK1dOwUi+nsEk8bPnzuqdb9+2ndGjR6NSqd77mcRPl1VqNVWqGGbRdmM1ftx45s+fT3R09CddHxQUxOBBgwkJDqHXz72SOTrjd+/ePVavXs3lvy9z584d0qdPj0ajoZNrJwoWLKh0eKlWbGwsFy9e1J0bap3wT2UQSTw4OJiA//S+e/z4MYcOHaJu3brv/dyp0wlb6Avkz0/mzJmTLcakEBYWRosWLXn5MoQ6dero/RRhaIYPG86yZct052q1mjp16uDs4kyFChWwtrbm5s2bXLx4kc2bNnPkyBEg7n+QsWPHkjtPblq0aKFQ9IZv+/btuA1009XziXfu3DlWr17NsuXL0GiMrxiTMbhy5Yref/eq1Yz3oSYYyIPNEydOEPuOrbJ/rv3zg59LvETIGH4kmjZ1GhfOn+f2rdsE3A5QOpz3WrF8hV4Ct7Cw4Pc/fmfFyhXUr1+fHDlyYG5uTsmSJXFycuLPdX8ydtxYzM0T5sNnTJ+hROhG4Z9//mFA/wG6RPJtuXI0btKY/G9alIWEhND/1/5ER0cpGWaqdezYMd2xWRozoyw/m5hBJPGTJ06+8/XDhw8THBz83s/9fSmh7kFlA99tdffuXZYuXap0GB/1+vVrZsxISMBWVlasXrOaZs2affBz3bp105sLv3HjBnv27Em2OI3Z/PnzCQsLA6Bz587s27eXxYsX4+Prw7fffgvETbV4ex1RMsxUK3G9lGJFi5E2bVoFo/l6BpHEE0+LdHLtpBvRhYeHs2nTpnd+JiAgQK8w/HcGPh/uPtKd8PBwpcP4qN/n/c6TJ08AUKlUrFq9Cjs7u0/6bP8B/fVqtcdPsQh9Vy5f0R07tUno6m5hYUH9+vV15zdv3kjRuEzF1KlTeRj4kIeBDznsdVjpcL6aQSTxixcSHjJoNBrsa9rrzjes3/DOzyR+qGlpaakbwRgiX19f9u/fb/Dbel88f8H8BQt05xqNhmrVPn39rI2Njd7Ot7t37r7/YhOW+KfL//69/bZcwvmzoKAUi0kYL8WT+PXr1/X+UleqVAknp4TRyfnz57l5/e0RyenTp3XHxUuU0JuPNSSxsbGMHBHXeLVrt65YfWXX7uQ0d+5cXoYkNJMeMGDAZ98j8RLP+/fvJ0lcqY2NjY3uOPFzHYAbif6ulypVKsViEsZL8SSe+CGDtXVW8uXLR+PGjfWS3ao1q9/63LnzieoeVCifvEF+heXLl3P16lVsbGwYOPB/SofzQUePHtUdV6hQgRqaGp99j1w5c+mOE5f5FAlsbW11x/v37dd7z8cnYcObsS99EylD8SQe31UDoFTpkkDc3GCDRHOD27Zt19siGxMTozev+F1lw3y6HBwczLSp0wEYNHiQQTdnfv36NZcvJ2zoqVmr5hfd50VwwnOKvHnzfnVcqVEH5w4ULlwYgN9//53+v/ZnwfwFuHZy1T1HGDBggGxcE59E8SR+9sxZ3XH5cgkj6g4dOuiOHz96hNdhL935lStXdE/3wXDXeU6eNJmgoGeULlMaZ2dnpcP5oBs3rhMVlbCk7ZvC33zRfQIfBuqOCxUu9LVhpUoZM2Zk2/ZttGrVSteVxsPDgwMHDgBxD4gHug1UOEphLBRN4qGhr7h165buvPJ3CT8+1tDU0Nu1tvbPtbrjxA81ra2zGuTutps3b7Bq9WpUKhXjxo774M5TQ/D06TO982+KfFkST7wTrnChwl8VU2rmucsTT0/Pd763eNFiNm/enMIRCWOlaBI/efIvvS3d/90236ZNG93x4UOHCXnz0O3ChQu618uWLZPMUX6Z4cNGEBUZScOGDY2io9DTp0/1zosWLfrZ97h48QKBgQkj8S/9hyC127B+A8OGDSM8PJwyZcqwYuUKvI94M2nyJKwyZiQkJIRf+/2Kn5+f0qEKI6BoEk/cHilXrlxkz55d732Xji6YpTED4uZs49eMX/r7ku4aQyzmfujgIY4ePYqlpSWjPUYrHc4nyZQpk955fGXIz7Fj+07dsUqlMopdtCktIiJCV24hR86c7Ni5g3r16lG8eHE6derE8uVxO2Wjo6OZNXOWgpEKY6FoEj99KmGZYNmyZd96P0eOHNjbJawZ37hhI6C/DMvQil5FR0fhPsodiNvFGL+V2tAVKVJE7/zq1auf9fkXL16watUq3XnNmjUpVKhQUoSWqly5fIVnz+Kmrto4OeltjoK4tfnxPwUlrrQnxPsoWgDr/PmEaZGKFSu+8xoXFxe8vb2BuDW1vr6+upoThli5cOuWbdy+dRuAiMgIJk6YqPd+xJtdmxcuXGDihInY2dthb2//1n1SWoEC+TFLY0Z0VNz01rVr16hVq9Y7r42OjkKtNtOb5588abLeDtpf+/+arPEaq78vJ2z5Lljo3c9yChUqxI0bNwgNDeXFixcGX9hNKEuxJB4QEEBQUMLDtMQPNRNr0LA+2bJl4+nTp8TGxjJu7Djde4ZYufD5i+e648WLFr/3ukePHjFnzhxiYmIMIombmaUhd+483L93D4A1q9fQtWsXzMz0/4rcunWLji4d0Wg0TJ02FQA/Pz9Wr1mju6Zy5cqftdPTlMTGJhR6e98GtfjyDGZmZlhZGe6yVGEYFJtOOX78eEIQajWVKr27gJWZWRpatmqpOz9//rzu2BDnXDNkSI+Njc17f6nUcf/JLSwssLGxIXee3ApHnMDFJWEZ5LVr15g7d57e+48fP6ZRw0bcvn2bNWvWMG3qNLy9vejYsRNRkZFA3J+lLI97vyKFE6atrl299s5r7tyJK8uczcbmrX9EhfgvxZJ44sqFhQoVwsrK6r3Xunbs9M4leoZYubB9+w6cv3D+vb8yZIgbWdWsWZPzF87TtWtXhSNO0KNHD7Jly6Y7nz59BqNGjSI09BUQ94zi+++/170/Y8YMnDu48PrNmn21Ws3UaVPeOw0joGjxorq/y9u2bXurKJqPj4+ugW/JEiVSPD5hfBRL4mfOJjy0+VjxqiLFilL+HVvrq1Q1zE0+xipt2rQMGTpE99NCVGQkixYuolrV6nTp3IWxY8Zik91G7zPxO2nNzMyYPmM67dt3eOu+IkHWrNl0lQoDAwNp1aoVJ0+eICQkhAMHDtCrZ0JHpJ4//aRUmMKIKPKzWnh4ONevXdedV6z07oeaibVv315vd6elpeU7V7SIr+Ps7IyVlRX9f+2vW2b49OlT9u3b98HPdenahXbt2qVEiEbPfZQ7Pj4+hIaGcub0GZo3a/HWNbVq1cKhtmPKByeMjiIj8atXrupt8f6UFSZOTk6kz5Bed27IlQuNXfPmzdmydQv16tUj7X+WwCWWeIpr/br1erVXxPsVLlyYAwcPUL782z9dmqUxw9nZmTVr17zjk0K8TRUbGxP78ctEUilTpgxBz4KoW7cuK1etVDqcjwoLC2Pv3r1cv36d50HPyWKdhTKly1D227JkyJCBZt83IyAgAIibM9/luUsKN32Ghw8fcOHCRR48eECpkqWoWKmi0XeaESlLkrj4Kvfv36dp0+95/OgRaczNWbx4kV53GiFE8lK8iqEwbvny5WP9+nWUKFGC9evWSQIXIoXJSFwIIYyYjMSFEMKISRIXQggjJklcCCGMmCRxIYQwYpLEhRDCiEkSF0IIIyZJXAghjJgkcSGEMGKSxIUQwohJEhdCCCMmSVwIIYyYJHEhhDBiksSFEMKISRIXQggjJklcCCGMmCRxIYQwYpLEhRDCiEkSF0III/Z/251tAp6h82EAAAAASUVORK5CYII=",
"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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NJ5kcL2Qm7OaEoLOuGMbPJJmEXZibYK5ePnlyFHV/6hcPORtOCPp4sWHJnauNy9iMK5tg7REXaoggmSh8wHpBq9QaerrqmXASbrOFUnm9y5tglogK8qGPiyqcP33F+l/AePw8dCARNBtQNrRg1pYC+tyRJliN2ycOeR+8Fe2Y97ETqcQT8WIhchs1KK5qdPrns76Hvn73AX08oLfrOadsQ6XW4N2dhcQEs8LoYGqN9IErzs8YY30PfbaMClvixUJe5wNzha1Hyp1igvnr3u7aG7z9o2Ma0glGDPIFipTIbdRA2dDi1PuW9T30yQrq5tE/9QjMcTSvyqS4BDHBLBPSpxd9fL9B7dTPZrWgVWoNHdqNGETGz0xSKq/HuF1UGSFiglnHeGjobGOM1YK+ZZQ+F+AjYrAlro25CbZ+WoRLZoLZinGIfVvp3GqgrBZ0xV2DSyjxIeNnJjA3wbaPD2L1hnJsQb+p3c0alVM/l9WCbmxppY9dYU0tGzE2wZbK/DAnhX9lhLoDn549ADg/Y4zVgyAm5vEIBoxNsEkBIqyayY0N5exHi9pj7yFxwddo7fBafzyZlIjYp5MxbuJYJA7sBTcLV0UEigE4vwooq3voumbq69WHLwTnYW6Cpc9/iscmmBry0mIbxAwANSjJ+g6Z6/6IuWPmYvVPVbBUjVvs0YM+dmYKKKt/oVKFc8cfBAqXM8F0CpTk3AAACJL+iC/eehrtTpK21uLaya+wbtNJKLUX8OU7X+LZE3/CyF6mfWNwH3H3trkdWC1ofQ63TNqrgysJjsTlTLAHN3Axtx5AT0SNGYNRw560GroOS5DBp+YlvLpbDijycPFGC0YO7dnu9Yq6Fqd5QKwWtB6xiBPNdCBaKH54B0mv7YPW6nUC+EQm4bnRKfiv6S9iVDvjOXtI/7bY5UwwbVUZcpsBoA+GDerd8TjUzR9DEmOA3fJ2L+lvFNFU1zkv0mTtGJrpguXM0oDSvIIOxAwAWtRdPYV9m97Dy2Pm4eNz96HrwqdmF1W7iAlmjAb3SopwAwAEMgwNsSUa/BWKqkf7q/WIwKD+7m2uYMpvYG3X12y08ZdxKp1L8PAeys/fBQD0fGElvpg/FG1vGR009deQ/fUWfH6kHFptPr5YfQDP730ZkT2s99Ol8npkHLtuMqUyQ+qJXXLqIcp/E8yYB7h+qYh6eIbKEN7bhr+59QbOHikFAPSY8AyifQTd2kJ74MQv1tODE810HPU3cflKMwAxBj/9DEYMC20nlI5FwjNx6P/6f2PZEQVwKQ+Xq+ciUtrD4tUA1QsnbStq8+96MQMuYIIZY/zwTBiEwA612YJb//kSWy41A4IRWJyWBEkH45yzZbVOq+TC2pDbddFBXXoBx1sBIAzPyPpaHxcL+2PEmGGPTqpxT9n+5Itc0WRRzOa4VFae8cMzqj/ajQV1LaitvIhjm5dh7tvfQAkpxry/HHOGtL9oSL/VrDNxsa6PC/yKO9eK0QC0Oz4zRQtVkz4Bpz8Cez/e7pXG+2pb45vsW1j+W1fIzDN+eDYid/kYDFre8asEwZPw7uq3MDtxADysPG19ezpfXkTQrOMBKq5QpX0Q9SSCvTuIAXUKXPnl0WbqTw1DlJUx4I7ztmUurcipppN6nE3L/EHUwe++7dob+doyZDB6eNqMAN5BUkglPnDv6pRCN0AEzTa0t3HlJOU0eyVGYoDVQZEOrWUn8PXxGgDeSPhtEkKtXK+fW7YFpqpW2iZER1GPsgsl1GHsG9i0IhmWa6+YGpDKU//A4roncGj/PAxi2aCVCJpl6O6UIEeuBSDBM0MGWHC36SuhuXsGn324EblaAMH/jdcnDLRqikwKENHJOtYIe/wxTAn3sbfprMKmB5L2Lsp+oaIWr4REjBo2zMr3HYuEpMEQT52Ojy41AxX3UNuqA9u6aSJoVvEQD8qLkA8A8IVX0w3k51vYb1h1HzfKzuHgxu04U6MFBAlY/MkrSPS1Hp6nxvTGwcOVHbbizaf7YtGL3K5Gss6GEkS6m0U4LdcC6IcxwwZaEfMjegQh9tkg4NJV4LEeEArYJWaACJplqFFVVoxmAEApdi39H+zq6CX+4/D2ZyuxINa3wyyxaaOCkZ5VZTX0jhcLMXN0sD2N5igP8aCyBJcBAAMx2KYSV82ouf1oocVQKXqzZ/qZhgiaTejuozTvWsfX+UYiMSkeI0alICVlOAb5tD/vbIzIXYh9i+KQmp7XrqiXjw12kWKMRg/PXhEIC+ywfzYN0aMGdDj/zIQPQQTNJlQ3celMDYAeCFtxAP9ZEAVHdwJSiSdOLR+J04XV9P5LD9RafF5G9Tx/O1qBuPAn+J9YYvTwFCTKECKyIXxWylFyRwvAG0ND+qD9CUJTnLm4iBOCLqqodYmKJQ+rypD/AAD6In5Qb4eLWY/IXYixcYEmm7HPepRBltuowaJtF7HrzQR+p34aPTwHxoWjtw161t65gQItAAQgakDHQxw9zlxcxDLT3YArCNgULeorSkDNKIciMsi5+esjZQHYmEwJ/GC1CiszC536+c7G/ofnQzQp74Gq4SlBgJ+t/bNzYa2gXY8mlOXnU1UzpLEYMsCGMZ2DWfRiBJ2uuK5IiR3Hyp3eBuegRU1ZIa4AACLxVJgtncdDNNfVPjIsL+Kb7wthrUCWcZUS4+ol3Q0nYiqXqC2mU6A8/zYAoMfT4ZAy5KBuSIvBxb9lI7dRg7mHKxHatxcPCxwIIJn4CUoq7NlHS4g+kzegfPIGuz/NmdVLWN1D62uJMZWG6FTqrqMgvxGAGNExIfBhqBkidyG+WhBNny/ZU+zia9M7h6LOufW49bBa0HpcobaY9lYpzrUCQD/EhEq6XHmkK4RLvXFkBpVYojfJVGrb00YJplVK+jtxxoDVgtZvf2NLuiK3acWdkkJUAYBAhiEhzE8ZjY0LdCmTzNEY75jhzNkCVgvaGH6HfT0gnfY5yituoPzaJ5ggYUcK0svjwlzEJHM8+h0znL0mmtWClgUbNqi7X8/MmMSVEbkL8dHsIYgXUz3M3MOVyC5yfvF4LqLfNdXZa6JZLegnvAxTN8YbvxOch5+XBzHJ7ITJXVNZLWjjnGKXmLpiKcQksw8md01ltaABw9RVTqV9dSUIjsXcJFt/oLjL76lrvIbjW1Zi4YQ4hAUPxujpb2Htv35GRWPHBYzZjPGe0EEBzt1Bg/WC1ie2H6xWkV6BYYxNshU51diXVdHp99I1XsDnv5uK36/egVNNQXh2TDQ8y77F5hW/w/S3d+EKh0VtHE06e5EL6wUd2teQ03yLjN0Yxdwkm7r/GgrKazrxTk24uutj/F+OFpEvZ+DkiW+wJeNf+P6Xo/h0ehCURz7GX74ptXHzOPahjyaZ2GSR9YI2DlmMQxkCM5ibZAt3Ftlvkv1ajpO7c6Ht8RukpY1CXyGVRuPmMRDjZ01FKOqRf7IId7uyDQhDKBtaGN2TjfWClko86R7hbBkRNBswN8lW7b5i13BIV1+F0opWIDgcIf7G0zpueDw4Cgk9AW1OEa49eOjglnc/V28aFmUMHehchxvggKABYHIUVYuRsUqUhDaMjQvE6gRq0UbG9Qa7TDJd3T1UtgLo2RMeQvbV5eoKF64bOp0n+zt/CTAnBB0XanjSOXPzbIJ1lkyO6JRJ9tigedhfcQPlB9uWwdWpm/GgFcCggQgUc+L2NOF4MdXppIV4MVIgghPfWFy4oVry2asKBltCMEbkLsTK6VEOMMn0aFF3OQ9nWwUISIxEICfuTgPG4+dnwp0fbgMcEbSflwcmBVAT9KdLyTiaTUglntg8W0afd8okA6BrUaLi/F6sX7cH9yW/xXtzotH+FursJK/U8DBjYvwMcETQAFVTGqDGa8oGktfNJqLD/LF3SiiATphkD0uwfdJgDIqIxZipy/GDYCY2ffs+JvR1fsWWrqIvuhgvFiI6zPIeHN0NZwRt/MQzfhIS2EFqUnDnTDI3EXo/NQrP/WYYpAIt6i5txZ/eTMfJO+pubK3jUak1tGmrN3GZgDOCjg7zp8dqe87dZrg1BEt0yiRzG4AJH27C5q178dPlHHz3j3noez4dr7yyGfkPuJMtll9m6GSSB0sYawdnBA0Ac2INPQAJu9lHV00yNw8JIifOQVqKBNpL3+M/l7gzo3HqssGsHTaI9NA2kRRlePKdvHSXwZYQ2sOSSWb68NVBc78cF/LzcaHsPtqMtN16I2pEOAA58ssU4EJqibKhBStyqHXiqxMCGK1nzilBR4f50273jjMk7GYr5ibZuzsLTUyyX6/tx6LUqZi7vehRWVxLeCGody9Ga6vZirGnMzG2L4Mt4ZigAYPbfbBaRZJMWIy5Sbb1iL58kRtE/YIRLgDUcgXqzfO1dQ2oulYNoB/CpV6cEPRnJ6gdPZl0t/VwTtDPD5fSx0ctbbVKYA3GJtniU1U4mkdtZO/WR4bRcd7Qnt6FL38oQb3mkap1zbh1fCs+ySyH4KkJGB3BfLHEjiiV19PJJIuSAju4uvvhnKD9vDzoZWmLT1URc4zFmJtk43YVU1FVj3BMXflHjPG5hO2vj0fCcy9hQdp8TEuOx7MLNuOqz0Ss+N9piHyc/f2zcadi3NkwBecEDQCT4vvRx8QcYzfmJtmsLQVQNrRCHDUDH3/zT3z46hREoxg/Hc+BQpKMme9swO7v12F2lDfrw21lQwsWn6KijqUyP1Zsw+um0+k4uOoUmLz2DA5WqxAvFiJnVTLTzSF0wI5j5Zh7mBprpoV4YUNaTLe6wW5v/wgA2DslFKlJwd3yGcZ/04VXoxkfPwMc7aEBYE4i1UvnNmpIaVkOMCcljB4qmZpk3ESl1iA9i+qdJwWIWCFmgMOCnhAvpcdm6364xnBrCLawauYQetrR2CTjIody5XSp3qUTQxlujQHOClrkLsSylCAA1BQW6aXZj8hdiPT5T7U1yTiGSq3BmmOGqSo27c7JWUEDpJfmIlKJJ9ZPi6DPKZOMWzMVxr2zvlNhC5wWNOmluclIWQC2j6d+N0uZZGzGvHeeEM/8VJUxnBY0YNpLL9lTzJkbw9Xhqkm25+cKundePy2C0bxtS3Be0Ma9dG6jBody5Qy3iGAr5iYZ2yMsZUMLPU01KUDEqrGzHs4LGqB6af2NMXX/Nc6NyVwVc5MsaVvnyhc5i88PGaIINjnbxvBC0CJ3ockXbPzFE9iNuUmWmp7HymFTqbyeXiK5VObHyt4Z4ImgAcpo0Y/JVuRUd7H6JMGZmJtkb2RcYLhFpqjUGryTeZk+f+P5cAZbYx3eCBow/aI/2FfCyic9wTLmJln6t13f3dJRHMqV0yuqto8PcvoGdPbAK0FLJZ70k/5gtQp7fq5gtkEEu1g107ARHltMMrmiCVP3UzkOkwJEmDYqmNkGdQCvBA0A00YF0wbZ3MOVnMxEclVE7kLsWxRHn7PBJFu1+wp9/EHqk6ybpjKHd4IWuQuxduZg+vydzMsk9OYQUoknsuYbllsyaZLtOFaOjOvU1rCrEwJYswDDGrwTNEDtjmgcetuzkRqBeUbKArAxmar+wZRJViqvp+ec48VCLJkc0cEr2AEvBQ1QobdxjWg2jMcItrPoRUP5ImebZCq1BrO2FNDnXy2IZn2orYe3gjYvf7NkTzHj4zGCfWxIi2HEJFuZWUind24fH4RwqfO3he0svBU0YJq0kNuowaJtF8l4mkMwYZLtOFZOb2mTFuKFOSlh3fp5jobXggZMx2MHq1VYmVnIcIsI9uBMkyy7qNpk3PzR7CHd8jndCe8FDQAvjwujx2PripTYcYykhnIJc5OsOx7KckUTluwxjNO/WhDNiqJ/9uISgha5U09b/Xhs7uFKYpJxDGOTzNEPZZVag9T0PHrcfGRGBKfGzca4hKABqp63+XiM5HtzC2OTzFEPZZWamhbTi3ljciDGxjFfML+zuIyggbbjsYU7mc9EItiOuUnW1ZkLvZj1ySNLZX5Y9CI35pvbw6UEDVDjsSMzDM53anoeETWHMH4od3XmYusRQyZYWogXVs3knglmjssJGgDGxgWamCxE1NzCETMX6d8W07teOKPwv7NwSUEDlMlCRM1dujJzYSzmeDGVgMQHMQMuLGiAiJrLdHbmwlzM+xbFsXp9s724tKABImou4+flga8WRNPn1kwylVqDd7Zd4LWYASJoAJZFTeapuUG41NvE5LRkkundbH1KJ1/FDHB498nuwDgcA4Cs+TLWFoMjmGL82y2V+dHi3TymP3Ku15u42XwxwCxBBG1GdlE1krYV0ecbkwM5PzfpCpjPKesJe/wxlP/6EAD/xQwQQVvEXNRLZX5YNXMIr28EPqBsaMH4T87RWV/GbEwOxMvjwnj/GxJBt4Nc0WSS3zspQIT0+U/xctzFJwqv12DoPwpM/m37+CDOLYPsLMQUawepxBOH3x5Oz3UerFah/5qznN7TmO/IFU3YcOg6fe7pBmx6TuoyYgZID90hKrUGW4+Um5hlqxMCsGQy+zYqc2WO5lXhve/K6YjqN37u+HJhjMtFVETQNpJdVI0le4rpGyZeLMTm2TJOVILkMyq1BusPFNPb1AA2PHB1zbhz4WccO5WN8+fPIzvrKuoggE/kcMTJohCbkIzRKcMxyKeHk/4Kx0EEbQdyRRNW7b5i4qSS3po5LD1k//pCmJXljw/RIj+DnR/9BR9/VwqttTf3n4j3d/4Ns6O84ebohncjRNCdYF9WBb2bAkDdSOunRZA5ayehbGjBmr1X6blmgJqS+mj2ECtVRnRoKf0af5jxZxyv0QK+8ZialorfRIfiCZEAQCsabl7Bue8z8c/j5ZTYJfORcXQFRvsKnPBXOQYi6E5iqbdeKvPDsqmRnCxdwwVUamr/b+OHKQDsnRKK1KRg6y9uKcSWObPxUU4j/Mb9GRlrZmKor4WQWnMbWZ++jZc/Owst+iF1y36sTentuD+imyEudyeRSjyx5fV47J1i2MZ2XZES/quyseNYOaku6mCyi6ox4+85JmJeKvNDzcqRHYsZrbhzeCs+zakHJHOwds0sy2IGAGE/jJw/GxN6AIAKdU2/OugvcA5k4NdFUpOCUTO0j0kIOPdwJdKzqrAsJQgT4qVkfN0FSuX1yDh23SS8tnuIo7uJn3b9iFYAXi+Nw9MdhNBuvn0QLAZQ2/l2MwUJuR1IQXkNPthXQm89ClA3HxG2/VgSMkCF13Z/lw0n8ecR87GrGfB69Wv88u5wuFu7XteC+nt1UOncIBT74wkxd343IuhuwHxOFCDCtpWC8hpknr7ZRsgbkwMxc3Rw5/yJ5mz8ZfgsbH8AwH8c3vr4TUx/+kk84cG/EScRdDehN3DWHKtsI+w5sQGdvzl5iEqtQX5ZDdb9cM0kugG6KGSaBlz6xyuYtu6sYapKMAAx40dhZHwsoqPCMXBQCAb4enBqisoSRNDdTHvCBihTZ1J8P5ed7pIrmnDgl1vYcb66zXfjGCEb0VKJkxkf4cP1h3DT4gR0T0gTxmJMynOY+PxvENO3JyfFTQTtRLKLqi32Qvpee/LT/XmfqqhsaEFeaQ32nLvdZqlj90cvD9FSK8f1K1dw6fJ55Gdn48Spq6gzv0wQg3kZG7Hs2UDOucZE0AxQKq/HN9m3TNIV9UwKECE1pjeei+7LG3HrRZx3rbbdv/m154LwzJAAJ/sLOmgaq3GjtBhXLv2C/3z5FU5UNFP/5f8/2HT4A6RIuCVpImgG0d/on52obNNrA4YeKybEF5EDvDk15i6V1+PsVQVOl9a26YkBw982dlhf1mw7o2u5gcOrX8finVcBRGLRvt34wzAx082yCyJoliBXNOFEwR3su3DPorgBqicbE+GHmBBfBAWIWdODq9QalNyqx/W7D3C2rLaNQ60nXizE5Ch/TIzt65RFLdobx7DpQBE0CEDi7OlIeKLj3laTvx4jUjegjqOC5lY8wWOkEk/MSQnDnJQwyBVNuFJZ12acebBahYPVVYDRUs6lMj/IpL0gFgkhC/bFE17u3daTq9Qa3FI0QVHXguo6Fc6W1aJUoWr3AQQYHkJJURInr0x7iKbKLGz++w404wUMnDHdhtfo8KuqCZQ91we928smYzFE0CxEKvGEVOKJsXGB2PCo97t0o9Zi+LquSAlY6BHjxUKMDqaKM+gFb4ws2NfkXC9SY86WUalStc0ai2GzJfS9cFyoL6KCfFgSRZSjpLIR6ONj/TLdXWR/+xMaAQhGT8AzwVbTT1gJCbk5hr6XLKqoRXFVI27cV9ksNkejf2iMGOSLAB8R68b5D29kYtaYFcjRAoLBr+CLjCUY3deySHUtN3Hmn3/DkrVHoBSMwFv7v8BrQ72c3OKuQwTNE+SKJjSrNSiqoHpVfe/aUUjcEUtlfgCAAf4i9PPzQICPCBIfD/SXeLI/4013H+fWvYI5n+VTCSVtlkzqoGm4g/LLZ3H43/tx5mYzIBiKmZs24v2xAzgZvhJBuxjKhhbcb1C3+/9scZwdha7xCvZ+uAwrdhdaL2gAAXwS5uFP7y3EpKG9OSlmgAia4AroGnEr5wQOHz2N3IIcnDp/81GPHYnEpFgMi41FzLA4xEYFQizkYn6YASJoAoFH8G+5CYHgwhBBEwg8ggiaQOARRNAEAo8ggiYQeAQRNIHAI4igCQQeQQRNIPAIImgCgUcQQRMIPIIImkDgEUTQBAKP+H/RKEqi7SEHNwAAAABJRU5ErkJggg==",
"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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",
"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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cYhIuGq20Ube+HGRvxQ8vjlbEvtaie5NQbqW6ZQupI5tGZu51duy70OzJ3K0pbew8lKWbXx6ldmblnACjtlWI1pJQboWGZYvWjtwL4yotr+T7hEw27r3YrtLGgvVHdb3vrrhxlDAvEsqtUHdwaNsUX0WeGtJdtae0kV9UhsvSeN31MmgrTElC2UB1648Rbiq2PB8sT1wFaqm0Mfn2/k3e3dQ9iFXGCYQpSSgbqO4t7tFnRirmVGfRNH2ljSi1MxFB/eqVKUrLK5nxz4O6a/OWhMignzAJCWUD1B3ck8Eg89NcaSPCTcWssf2YGOSJysaq3qIS+T0LU5FQNsDklXulB9UFGFLaeO/bZF14y/xzYQqyIVEL4hNzdIG8OsxDAtmMebr2YO4kf/KWhLBtiq9ucyKo2qCo/4r9FJTUrh5ct+usKZopujnpKbdAesldW3xiDhtiz+tW9jX023MBjPBxbvJzQnQECWU9kjMLGbKqaltO2QGua0vOLGTnkexWz9oQwti6cCjfoOxKOinni7Dq48MgT8dW79JVd8aF9JK7h/yiMvYcv8RzX5/lkqb+U6OpWRtCGFsXDeViUr5Yyp//9iXnNQCu3Pbc26x5aRyuBm7YVXdBgYzEdz91Z2I0FOGm4tk7vRg33E3mqguj65IDfTfOfc2SxWnc+a89JJ5LJuHr53D67zL+tTe/5QdX27wnXff2zHEDOqCVQslC1G668wSHqyxZHVa7g1xMTin3bEkibHk8a75O6vCTuUX30gVDWUPe6cMcDnyIx8Z7YWthjdOISTweoWH3sUw0Bn6VjYerdoGLcFPJQpFuatbYfgCcKNUQ4OPUaNZGQnEl82KzcFkaz4L1RzmWmmfK5oouwsihrKXkQDQh3mG8sudKs9dUXk1hz2fRvPRIGEO8/Rg1cTYL3vyM2HPXaLqWoqUy9zdi3o1i+h234OcbxvQXo9kce5biRg+wwMbOHpv8q1yrqP6ktpSiK7/j3MPGoFOE4xNrN1aveWKK7id8RF/d2zEJF3F2tGVqqDcHl4YRN0dd72Tu6MR8Aj44xuSVe9l5KKtDTuYW3YORQ7mCvPNnaS6OAbS5v/Dmo1OJXLyWHSk9GD1+HAOvJ7D9g5d58qGFfHqqsEEwa6nM/okVsx/jxXe/I8c1mD+MhGPb1vLqE0/w0sYTDYL5JhxuDWfy1Y9Y9MbnxB3ez861r7Pk+6E8fMcAg/7DsSdzdW/XfWKK7sXZ0ZZlwVWDetGJ+fXKFCFqN3YsGMuZ+aN014CUNkT7GTeUy87ww9Z9ekoERZz44l9sPFlK70fe4+d937Jx3Xq2/vQL21+7D+e871i2cDMnSuukrPYSP696gw0nezF+6X/59sv1fLxtN/u/fo3xLtnsfv0dtqWU1PsuFk53sOCzfzC+cAsvTHuS5fv6MXfTEh7xUdGS0vJK3Qb2UWpnmXHRzYXd4qp7+1By4/LEYM+eLJquJm9JCJ/c6yWlDdFuRgllbVkBWclxbH51MW8d1HMs/O/niNtxGI3lOJ6JvIv+ttXf3sqFETOfZvYgazTHdxOXcr32a2fGsXlbBgyawXMz1NWnAVvjNGIKTz82HDTxbN6Vwu/1vpEl9oMn8vx7MRxKP8meTa8ya7S7QVPijqTUPnkigqR00d0FDqodT9h64GKz1zk72jJrgh+xi0KktCHapZ2hXEbKhscY5B9I2N2P8+oXJ/QOpGlzkkk4WwE+QQR6N+i13uzBsNHuwDkSzuRWlzAquXLiIPs11vhODmHIzXUrwg6o75qALxWkJySTY6SJfXVLF3WfkKJ7UtlY6coT684WtRioKhsrKW2IdmlnKFviMOge5j7/1+p/T3L/UPtmr9aWXeeqBrCzw7bZE37LuXr99+pQLuPSubNUYE+/Po5Y17vOAmt3b4Zag+ZgImnXbrTvv1Jtx6mqnnKkj6PMQRVA/RJG3TuplhhS2lj+eSLJmXruLkW3087UsaZvyOO8EFLz/hX25O3if083fbWF62iee3cV1+2H0KdhJmt/p7Tod8ARrz4O1bMkysjLvgI44Onq0GjmhIWNHQ7WQEUJpeU3aO9rTHJmoW7WxcOjpXQhqtS9Yzp6tqDVK/pqShsP3+HNkZQ8or9L0+2nsvhgDosP5hDhpiLqPl8CB7lIZ6Cb69R5yha9hjJ+8mQixg+lZ4OE1V49w759uWA5ktDhvasCWHuNK5nXWv7CFdlcvtr+Ol1ieoHu7WFevdr99UTXoLKxItLHEYDdSYYvQGrq6+grbYSuTyRseTwbd6VKaaMbU8biEe0VDn68hs9zwfmBBwjxvLn6479zvaC805qxP6UqlIPsrWTzGVHPuMFOQFV4GiMw9ZU2nvghQ0ob3ZjpQ1lbyKmNS5i39gga1+ksXTgedwP3pzC2ms2HJg+TAT5R34iBTrq3T583XlDWnbXx4wz/erM2Fh/MYciqQ0xeuZf4xByZtdFNmDaUtYWc2riI2Uu+I9/lPl79ZAH3utuYpCmZubXT8Pw9mh+sFN3TkP61J5CkZRtQUmsllY0Vd4/yYMeCsRx9ZiRR6to9nKW00b2YLpQbBvKny3l8WM/6g3kWN9PDyYCQtnSgh237/isZOcW6t9XeTnquFN2RysZK14tNNGScox1G+rmwck4AeUtCWB3mIaWNbsY0oVwnkAtveZoPdkQ3DmQACwd6ezq0/PVs+tC7Z/tGrOv2fvpLPVk0IdirarCv4QGsHcXZ0Za5k/yltNHNdH4o1wvkP/Phuv/HhP52zWwUZIuLe289XyqXzHKgpz12zc57NkxN7yfCTSVTkkST6pa1OrOEYGhpY3tcupQ2uoBODmUNBQf/zf+8XhPI8wnXW0O2pe9AH6y5QmJ6HvWXh2gpvZhOsgYsh3jjrmpfKCfnVs0bHeza8v4Yonvy6Vt713alqPNmBdWlr7Qx7as0XJZWrRaU0ob56txQ1uaw/7OtnGYMz//j2RYCGcCK3sODGWNZQtL+0w2WUl8jae9ecuhJYLiavu2csVEzmV9tSLlEdEE3KLtylhNHjnE6s4imigF2trV3UHXntJuCvtLGvNgshqw6xFPvJxCfmGPCVoq26NxQvpbM3t2XwGcc4/wNCz8Lz9t55IEBVOzayL93Z1CmBaig4PhXfLTpBFgGcO9YrwZLsFun7swLe5WULrqfYlK++B/uG30XU6ZO4cHQ8Twa/Su5DfZTGezZs+mHm5C+0sa6s0WErk8keEmslDbMSKcm0I2cdBJLgCvfEv3sUZrbFNNq9DO89VQgdgAWHkxY+CqzU19gw1N3sWPoaAJdCjgSd5qreDJ++QKmD7ZrV7tK6gySyMyL7qfu8WEvje9H6YnN/G3OMv41djOvhDg3+ZikrOImP25KI/1cGOnnwl9zr7Nj3wXdydw1pQ2+SmN1mAd3B7or8gVGVOnEUL5BcdY50gAKTrN3dzMbZAB2fR+tc/togZX7nSzcsInhn21i8/bv+Cm5N7dNe5aIqdOZOnZAs+FuqJIyGbnuvmqPD1s+3gtbC7AdMYnHIzax6Fgmi0KcsaxzdZTamejEfK6WVJigrYad0O7p2oO5k/x58h4/vk/IZOPei7ry3LzYLIjNItLHkdlhA+RkbgUycij3JvzvsaT+vanP3YRj+FKOpy9tw9e1wMr1ViJeuJWIF6Lb2cbGzl6qnQ7X29E0i1eEMZWTe/xHNn+6ha+27yfbYwwP3v8ADz4yiTsGNtzYqsHxYTdb1B4fNsCw48M6R+tPaFfZWDE11Jupod7EJ+YQk3BRN51v3dki1p1NJMg+iYUTvAgf0VcOdFAI0y+zVhj5w1SSmjMfB+LXzL8RL++hqN5jysn+eRV/mvI8q7dfxDU8nBEcZ0ezx4217fiwzpqrXKO9J7SHqN1YOSeACwvH1DuZW2ZtKI+MagkF03A97zL52OF5WzCDnRr/uVp51b+F1+bG8u5L6zjdq84q0co8jm96lcjXvmPZ0mBu3zSLQda13cua48P+veZfvDAtFfvQ6czd9FSTx4eNGeQEnRzIrS2x6GNIaSNK7UxEUD8pbZiIhLJQsEquXs6mgt6MmxfNG+HNLySq8juZe75iR95N+EY9zR9rVolauTBi+p+Y+eku1hz4ml2npzFoRN39TWqOD5vI8+913P+m7YxfYtFX2ohOzCc6MZ8ItzRmje3HxCBPWVDVieQnjTJH0gVAMVmpF4D++BmySZT2Com/HkPDcCLG+XJz3c+phnDX1OGsia4+bmyEvYLqxS2pKbHMZ9EbzvzPZG9K9m9gyfdDeeEFw05o1ydE7UaI2q3RrI2YnFJi6szamHx7fxNvaXuDskun2P/rPhJ+O8GJw3vZezoPnIYyNvQ2AkeFEHb3HYx0b26FsHmQmjKYaCRdtKjmNBo7X7zcbm75+opczp3OA8s+9HFqeH3N6tACDv+WQcduKWR87Tmh3VA1pY2S5WFsm+KrWy0IVaWN/iv2s2D9URMsSNFSmXuMbW88RuiYB4mMWs6Hm76pCmSoms31zSbWLHmGh0P/yMKtpyg20pmdpiA9ZaFc2mtcziiCQQPxsDeg/1BWQHZWRTMbVN2EjZ0d1kBFUQnlWjCv7lTnlVgaljY2xJ5n3dmq4dTOL22Uc+nABl59Npqf8jSAHQPG/5EZdwYwyNcdR+tKirLTOLXvR77Y8guZmhNsi3qGcusNvDV5oFkGnDm22egGuMh+F4pUnE1qSgnWd9lStG8Tb6zfQszuMzD0LiKmz+Txh0Lxtq8d4tJtUNXCrMaKjMtc1dLsVDJRq6a0EZVZyM4j2Z1c2qiaSfN05Iec1ljSK/hJ/rbwT9wf0A/ber+70YTfP51ZM7fw0uOvsTvvPN8u28zDd/2NEAfzKwaYX4s7QD9nmQanRDUheyNuJU89+g/+r6APgXfdin3yTj55bTb3zFzLkWua2utrTks3E9oLW5njOxA/32f48sLvdT5xleNrH2OI9zj+8skJRdyKD/bsydxJ/uQtCemk0oaWsuTtLH1pHac1ljjf8xob//M3pgU2DOQaltgPm86SVx6o2nIh9xfiT5nnWJGEslCsmpDVWE1g0c44dm9bz0f//pLdh7bzyj2eaI5/xJIPDlDQiaFVXGq81Z8WnqHMnOYFmn1s+780qkY2NBQc/A+L395Pz0kvsvhRNfYK6tE7O9oyNdSbg0vDiJuj1h0oC1WljdD1iUxeuZftcent2+O5IonPX3mT3XkaLG95ltUrZjDMvqWJf9b0HRXCaABySc0uauF6ZZJQFgql5YZTKK9u38bWzVFMHuxUXWuzwMppJDNfjCTIspjTW3fzWyd2j4166ohFX0Km3Y8bhRz5Kp6U37Voc+NY+/p6kv2f5p1XHqB/O/cJ70ghajc+fi6IM/NH1VuQEpNTyrSv0ghbXrUgpfUbIVWQ/b8fsuJAITCCyFdnE+xk2Exsi74TeWv/PuL2f8/y8X1b+X2VQUK5gbo7xglTssCqtx8BgYEEDOrdYPDDAmvvkYzzsYbc3zh1oWrxg4VtD3oZ8Ny1dOrRzC2w4eruxtZ2FtgFTGT2rfZofvtfdh49xtdvvMr6pFt54R9PE+JqHkM+zZU2EoormRebhcvSeBasP8qx1DzDvuCNDH7+7x4qAMvwx/hjsLPhY7JW9vTu25e+fd3obW8eP7+GJJSpv3l5iRyrYx6sbOlhZw1cITu/qidm0dMVTwO2LrHxdKVnG0O5oMTIfx83+xA+ZRSWnGBT1F954+sbTFjxGpEjepnX5BBaLm0EfHCMySv3svNQlt7Sxo20OLbuLwT6MvGREDzN7QfRThLK1N+8XHaMMzc9cKjZA9vWCXeP5nbWrqQw9zLlWOLgoGrztKOaqWG97Nqzg3dddvjdP4PJLnD1/FXcn3yNV6f4tmt/cCUIHORCVMTgRncUMTml3LMlSU9po5zzCb9wAoChBA91MbsXp/Yyz/69kdnVmWd59tI1Rvq5mLA1osoV9rw8jchNVxj+2na2zR5SvwdRdpWcy+Vg6YVPv+r9tK1dGTjUBVLSyMj5HeptLlVC9tkMNDgy2KcP7Z0E6W/ICkODaCnPvUD6VQ1giX3/fvRWcB25OZm51zmVcZXki9fYnZSv20+jObf2scNRZcXp84WEqOv+nq6Rfiqt6k2n4fj37367NkooQ735lcYcXRftYY+HX38gi8s5VykDao8y0FJy4hdisjUwaDhD3Kr7lRa9UY8bieXXh9l/8jKzBg2o7WWVprF3ZypYhhB+q1ubel91d1CztzVOX1Z77RAfLnyXwxqgZsBvpj/DblZuMJeWV3LmQiFnL11jf0pBizvmBdlbMXmYC/4e9qi9nfRvsK8t5GJK9dcb4UkfQ3da6kIklKtFuKmIySk17ui6aAcbvMdOIMgynoQvNrJ1oh+PjnDBihuUXdjNO69vJIeeBD36B/x1AXYznqEPcJ/LLr77+DN23/Y84/vbVe0S9/l/2JxWgeXocMYObFs/uW5py7uvEXrK2gKO/vst1h535oE3X8Fr3cu8/9v37En6I8NGGKsn3n6t7QVH+jgybrATvu4ODB3Qs3Xb4WoKuZxcPb/Y2hrDbxq0VGQm8MOhi9ygJ4PD72CoIaO+CiShXG2wqwpyStmTbp5zG7seC6wHTeaVVw8ye8l3vDFpD+tvC2ZwryKS9xwhU2PHgEf+wcrH/OvVXy3cx7PgrUhSIz/kmXHbGBI6Ape841X7JLg8yOtvTKu3bWdrGPcwBA0FB9ezZPVhek56ixenjefqlc95P/oEMb+mETniVgzY7cPoOrQX3JG0ucR/uJj5n6ZiOWYZP0wyz0AGCWWdmn1yE4orKS2vlK0KlcCiJ8NmRRMz/F52fPU9P8XG8tNhFUPGP86Lk6bx0H0jcG3UlbLB/Q/z+c9Xw6pPHvmZVI8xTH7mRaY+GsHtnm0/z3F/Su0J1u09DKFmPvLpXlN4O+pe+lvZ4DbuLnyjj5C2fQ+JfxpBoKrjSxjJmYWkXyo2uBccpXZG7enQtl6wISxd8BzRE2IL4UAiaSUR9LVr6eeg4dqRz1m1ORXwY/pfxuNtxlMYJHmqufWqvaW9kHtdDpZUCgs73AMf5JnAB3nG4AfZ4DpiEs9HT+J5I54elpxbFVjtnqOszWb3W6+z/qQzD7z7LPf3rwq2m/1DiBj0Lu+k/Mju408QOLpXO1tcX35RGecvX+f4uQISM6+12AuOcFMR7OXIKF8nvPvad85zwqIPt4QOgdiDcO1nvol/krET3PWMAWgoTv6Sl5/+Jyc1lvSeHsW8sD5mPWNDQrmal1ttDS8xvUBCWdSTX1Sm60WqPR1auFqfMi7EvMPizzNwnvQWLz7gXfskvNmXcZOH8070b8TsOcPc0aNpzzntNb3gQ2kFHMwoMrgXPGKgEwP69DDR0Wi2+IXdR9CKgyRozvLlwr8z1O316vGEBrQlZO7dyOt/fYuf8jRYBi/ko1fuMvuNpiy0Wq0CtjtRhuAlsSQUVxKldmblnABTN0coyLHUPAI+OAZA3By14o5KMotesKG0Vzn+wVweXhlP1QJ6VwIeeZwpYcPxc3fEqqKI7LRE9n/3JV/EZaChasOiDW8bsj+G8kko17Fg/VHdH7P27btM3BqhJBt3pfLEDxkA5C0JMfkBu+bZC26FymwOrH+Tv62IqT69uxlOtzP75QX8OeLWJsYXzJOUL+qoeyhmcmahsnoPwqR+Ta4a5ItwU3V6oHWpXrChrNwZ/VQ0X42fyd7YPfwcd4CDPx8hU+PCkNBR3DIkgOBxIYSOGUZfWzMe1WuChHIdwUNcgarVRFJXFjXyi8p0y6vH+xtjIyL9kjMLSUwvICmrmB2n8kgo1r+gKUrtzJhBTvj0dWBI/55daOaQNT0HBjNxYDATZ5u6LZ2nq/z2jMLTtQdB9lYkFFfy/W+5TA31NnWThAKcPl+7ki90mKtRv3Z+URmnzxeSln2NX5MLdOHfnAg3FeP9nRncz4FhXr1MfJCp6AgSyg3Mus2NhNgs1p0t4s2iMuXX3kSHiz2Zq3t7SP/23T1JL1i0RH7DDQT4OEH1OWSHkvO4e5RHC48QXVlpeSWLD1YdcbQs2K1VoSi9YNEWEsoNBA6q3SFu64GLEsrd3JGU2o3Zw27RX7qQXrAwBvkraEBlY8XqMA/mSQlDADEJF3Vv133Bzsy9TkZOMUfPFvDbhWst9oIjfRy5tb8DAT5OeLnZSy9YNEtCuQmhw1x1JYw9xy/JgF83lV9Uppt+Nn+YE98nZLI/pYA96UV6e8FB9laEezsyZpATam8n+rv2kF6wMJgsHmlGzeq+CDcVOxaMNXVzRCeq6QVviD3fYg8YpBcsjEtCuRl1V3ApcVmtMI7S8kou5F4nMb1AesFCEeSvqRkPjPaE6lCOSbgoodxFtLYWDFU94dlhA6QXLDqF9JT1WP55om461Jn5o2SFn5lpz4bta2Mz+b/8ckAZe12I7kN6yno8FNJfF8pfxl9g0XQJZSUz1rFFyZmF/N9XVcvtV4d5SCCLTiWhrMdgz55EqZ2JTsxn8cEc/jLRT56gCtGRxxat23VW9/bMcG9jNVkIg0gotyBygo/uCb9i22nZZ9lEOuvwzuTMQt3vW3rJwhQklFtQt7ccnZhPpGzp2eFMeXjngs0ndW9LL1mYgoSyAer2ltftOiu9ZSNTyobt8Yk5uu8tvWRhKhLKBmjYW45IzJEpcm2k1A3bS8srmb81Sfe+9JKFqUgoG2jhtKFEJ8YDMH9rErGDXGTRgAGU0gtuydZf0nWLRrZN8ZVesjAZSRUDOTvasm2KL9O+SiOhuJKtv6Qza4KfqZulKErtBbckM/e6bvVmhJuKiUGeJmmHECCh3CoTgzyJ2HuRmJxSnvghgzFDXbv1oJ+59IJbsvSLU7q3X5s6RO6AhEnJir5WqnvUfISbii3PB3eLJ3FX3bB9e1w606oXiiwLdmPRdLWJWyS6OwnlNqi7/Hp1mAdzJ/mbuEXG1x02bE/OLGTIqkNA1bS62EUhBrQ7m+/nRTDvm1z9l1kOIODecO68ZyoP3TcCVysL4zRadHkSym1QWl7JjH8e1N2uH31mJCP9XFp4lHJ11V6wPm3+HZbE88box/jkmqHfyZLej7zHV8sn4i7BLAyg/O6MAqlsrFg58xZiqntZT3+ayPa5o8wmnLpDL7glq3Yk1ZuTbOiL6o2sFI5cA+jH/a8t54kRDo0vqijgbMK3rF+1gzMaDVe+WMOn08ayYHQvo7VfdF3m/+wykcGePevNxlj6xSneiwxQXGB1x15wS7bHpevKT5E+jjx5j6GzaDQUpp+hajbzEEaHjSFwoE2TVwaODuMOH2vGP7uVEi5wNC0P7eheSF9ZtERZCWJmpoZ6E1W9DHjd2SIG7kgy6UCRbNjesmOpebqBvSB7K5Y8MqwV/+cSziWepALAYwT+/W7Wc60VfQLHMoat/IQlNtZd++cqjEf+Utpp6czhJFfXJhcfzMHT2bbT5i/L4Z2tk5l7nac/TdS9v+ph/9b9DLSXSdp/DgDrsbcw0EZ/v1dTkMt5AFzw7ecovWRhEAnldlLZWLFmzq1cXHOIhOJKnvghA193B6Mvw5ZecPvkF5Uxtfp3BFWr9lr9O7p2gdMnigE7/G8ZgP4Z6iUkx/1MKoDvJO4P7NWWZotuqPs+S43I07UHHz2u1s1fDl2fSNwc2hXM0gs2ntLySv7n0xO6QF4d5tGmE8o16Sf5pQTAk9uHunNT81dSfPJz3ly5D/DhoYWPEKCSfrIwjISykYz0cyFujprQ9VW3x60JZukFd5zS8kr+uu6o7kUt0sexjfPKK8g+c4IsAPrjprrGpUslDa65QVl+Oqf3fsd/3v8vR28M5oHlb/PyeHcpXQiDyTxlI4tPzNEFMzR9EnZnbdje3TUVyG2fIXOFPS9PI3LTecMudxrLn1etZH64h/R8RKtIKHeAnYeyuGdL7TaQ6+/xwtHOqtM3bO/OjBvIgOYUH0+czJvJFYY/RoJZtIH8rRhZZu51oCoEagJhzo8ZzV4vvWDjy8y9ztIvThkvkAHy00lMqwB6Ehodw/qHvZooSdygrOACKYd+YN2y9/jf9L18+OQSPHa/z8xm5jML0ZCEcju09tiigdY3ERngKr3gDpSZe73eLAujBDJaSpKPEKsBGEKIuk8zNeKbsHXyYviEp1nhUsapqe9yTnOAb/ZlMmOgr9SVhUEklFuhLbVgN8ebWXbsCgDnKm7gqLJiYpCnDMx1gPjEHOZvTdIFcpTamaUzhxvhZ11OVkoSxQB2/gzyaKnXa4GqnxcDgXPt/M6i+5FkaIYxN2x/6PY8nv40kYTiSubFZvHbhWu8+fhwKVUY0cZdqbqN6sHYu/cVkX6yOl6HD8HbofnJcDVqF44449evp/SShcHMMpS3x6UTPMTVqHNxO3LD9pF+LmyfO4q5638jJqeUdWeL+O3tA3z0uNqsd5dTgtLySpZsPlHvRfPHGf7cPcrDeN+k/BxHd14ELPG4Q03/lhJWm8/hb76tWjjiejf33uZsvLaILs+sQjk5s5AFm09y8XoFB9sw+b+GKY4t8nTtwZbng3UBklBcScAHx/jkXi8evsNbyhltcCy19g4EqmaudMQLnfZiGkcLAdwYPbgvlnovvsa5b95l4drjgCcTFkwn2ICetRA1zCIJSssr+fePqcyLrZq6vzqsdb0gpRxbpLKxYuWcANR1brWf+CGDX5MLWPLIMFmFZ6DS8qozEuuWKyJ9HDuoJHSDaxlnOAmAPTZXUzlyJLOJ6yooOn+KA99u5j+7U9Fgz9AnX+PVKb5YG7lFomtT/DzlnYeyePmb1Hor3C4sHNNsgJnL4Z3JmYU89vGxev+vbVN8ZRCwBTV3S3VfWD+516sDN4Eq4cT7jzIl+pjhD3EKZuaCBcx7OFBOHBGtpthQzsy9znvfJjcK1Qg3FTsWjNW9b84btpeWV7JqR5Jub1+o+v+9NnWI1JobyC8q41/fpzb6Wa2ceUvHvpBqM/hydgQLYwv1X+c0lLGhQYy5Yzx3/iGIIb1tZXBPtIniQrm0vJLvEzJ1e9429E5oP1zsrU2+Ybu24AiffxLLJS1g6c/9f7mXQTe37WnYsDYKVS8eC6cN7fYzNGr+Hlbsyqj385FavOiqFBPK+UVl7Dl+qdGTrzU6rReszedg9Bxmrj1e/YEHeXv/O0T0bfv3a1g3r7E6zIOZ4d7dMpwbzjuGqtpxVMRgWXgjuiyTh3JyZiFfxl+od1tqCNMdW6Sl7NR/eOLBv3NYU/Oxoczd/gUvBNq3+6snZxaybtfZRmWb7hLOpeWVHEnJI/q7tHp14yB7K/7+oJ9xp7oJoUAmCeXS8kp+PZHD2p8yWpwJ0dCUvnas+3OA6cKp8ixfPvdHFv74O7c9HEbl1q/5DVfuXxvDP+9zN9q3OZaax2vbzzT6+SwLduOhkP5drqfY3J1SkL0VCyd4yQCo6DY6NZQzc6+zY98FNh7OaXOJAoy1n0FbVJK7aykPPrWJK95/5pPPbuene2fzyTVLPKK289NzI/TPYW2D+MScRr1GqLpTePZOL8YNdzPrsDqWmkfcqdxGZRsJY9FddVoo1/SEGtqfUtDoY8m5pS32oI27jNYw2oJfWTblSTaku/Pg2s945558PgibyjuZGqwf/oi90RNw6qDvHZ+YQ0zCxSan+C0LdiPsFlcCB7mYRYBl5l7np2PZbD96udHvWcJYdHcmryk3p+5pHElZxU0u+ujcYC7i+Pt/5uHo/TD6Nb7dNItB1lnERE7ixd0FMHgR33z/FEON3VVuoOZuo2HPskZNQCttG9BjqXkcP1fQZBBD1d3P7LABRj/bUAhzo9hQbkpTQR11XxsOwGw1LRVn/8vT9yzi1xtj+H9ffcizIxyBIg6++TAzP0gGu1ms27+EcMfOWVJbMyC2IfZ8s1MDawZDO/vcPkO3NI1wUzE1oA93jnSX1YxCVDOr+0OVjRWDPXt2/iCXNovd//wXv1ZY0vvxp5kx3LH6Ezfj5OYKJENJGhk5v0Mn9U5VNlaEqN0IUbvxZlEZh5Lz2H3icr0AjMkpJSYnC+r0qqPUzgxwUdHP2Rafvg7Y2Vq1+Yy/zNzrlJRXkn6pmOKyCoPOF5QgFkI/swpl09BQEPsflsacB+sI/vZsKE66NSLW9OrjhiWgIZvzl0thUOeXDJwdbbl7lAd3j/JgaXUv9fi5giYX2LS07DzSxxEnu+b/LFp6fEM1x1uN8nVi1GAXRZVUhFAiCeWWlB7jkzc2cYWeBC3+M/e5191exhKnvp44AFfJI+1iEVqcTLq8VmVjxUg/F0b6uTBrArzXoORz7kqp3pWQLa2S1KfmlG21pwO+7g6dWjIRoquQUNarhJTP1/BBWgX4Ps78aYMb7fhl2ccTNRBHIcfPXuJ3vFDSaWxNlXw+prb0kHu1jJyrVQNvSVnFXC1p+WBQtacD9qqqPx21d9V8k642b1oIUzGrgb7OpaXy/Hbm3vUSuw09wHj8KuLWTaZvh7ZLCNGVye7bzdFe4uf31xoeyACHz3Gx7WtihBBCyhdN01Cw9xP+8flZsAzi6fdeZLx7c1uVl5K0ZRGvbj0PBee4cKWSwHZsTCSE6N4kPZpSdoov//lfzmPNgNnzeOq+0XVmXDRUSb/zt1aFMhfIuvw7SCgLIdpIyheNlHJ2+/u8c7AQXKYQFTlGTyADWOLo2oeq/eGyOJPZwmboQgihh4RyA9rsn1j99m4q6EnQvNl6yhY1LLDt48lAAK5yJqsATQuPEEKI5kgo16W9TOzad/kmTwO+c4ia7m/QoZc39erDAEuACi5mXOZ6BzdTCNF1SSjraLh25HNWbU4F/Jj5ygwCVAYuA3Hqy8DqldclJ9LJudFhjRRCdHEyT1kIIRREespCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEgEspCCKEg/x8+8A8rzLp2SAAAAABJRU5ErkJggg==",
"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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",
"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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7f1BeDnYM6eLEwYsJBF2IJ/ZWDm51rBQh7k2SnhDinm7nF/HloUjW7AsjJS1To82tY0umjvDj7YGeMuuwjmYFKjh4sbwA7rKgMD5/qY++Q2qyZHhTCFHF5ZTbLN6t5D8n7yrSamLMyO6dmB3oR4BPe/0F2MSoVOD8159IupYBNpbkrRiHlXyR0An5v6oQAigv0vrTuQRWBIdyKjxZs0irrRXTBnszc4QPnVrK0Ju2GRnBlOF+zNt4DHIKWH88hqlDvPQdVpMkPT0hDNzNnEJWH4jgi/1h3LylWaTVp1Nbpo7w5fX+blot0iqqyiooxn56+fIFD6dWRC0are+QmiT5KxaNVkZGBuvXrefkqZPcuH4DSysrevn78+STT9L/kf61fs4333zDt99+C8DWrVvp2LGjrkJuUM7G32LJ3lC2noqBIs0irU/5uzF7pIJHPdrqL0ADY2dpxhsDPPk2OJToxFsER6QywluGkLVNenqiUTp37hxvvfkWaWlpVdqMjI2ZMmUyH3zwwX2fk55+i379HiEnu7yHs2//Pnx8mu6uGMVlKjadiWXFXiUXoq5ptFk3b8akO0OYHex1X6RVVBV+LQvfv24FlYrHe7mxc9oIfYfU5EhPTzQ6paUlTJ40WZ3wWrRoib9/T27fvk3I+fOoyspYvWo13bp244lRT9T4rAXzF6oTXlOWmlnAyn1KvjgYQXZGrkZbN/d2TA/w4+V+bpg1oAoHhsinnR0DFR05ejmRXefjSEjPxbllM32H1aRI0hONzpYtW0lISACgR88e/Pbbr5iYlP8p7/xjJ2+//TYqlYqly5bWmPSUSiXbt2+vl5j15WjMdZbuVfLL2VjNIq3mprzQx53ZgX707aS/Iq2iqpkBCo5eToTSMpYGh7FyTG99h9SkSNITjc7JEyfVx4sXL1YnPIAnRj2Bv78/Z8+e5UrkFYqLizEzq34brA8/+JDS0lKMjI1RlZVVe01jVFhcyg8nY1kVrER59bpGW4uWNkwe5su0oT60sbXQU4SiJs92c6J9W3tSr2ey6lAEnz3bQyYRaZGxvgMQ4kHFxcUBYG9vj6+vb5V2X7/yn5WWlpIQF1/tM3777TfOnDmDja0tEye+o7NY61Pi7VxmbjuD9YzNTFx3oCLhGUFvnw5snBrA9WVjWfBUd0l4DZiREUwZcefvOjufb0/E6jegJka+PohGJze3/J1Uy5bVFx41rdTzy8nLrdJeVFTEgvkLAJgyZTJGjXyTyH0RqSzdq2TX+TgordRjtTRnfF935jzmR3fHhlukVVQ1ebAXf9txDgqKWBWkZNKjnfUdUpMhSU80OlOmTiE6OhqHtg7Vtl+Nu6o+dnGpWthz9arVJCcn4+zszHvvvcfatWt1Fquu5BeVsO5YFKuDw4hOvKXR1q6tPZOH+TJpiFejKdIqNNlbmfPqAA9+2BdGZPwNDl5JY0jn6v/exYORpCcaneeee+6ebfHx8Zy4887P0dGR5s2ba7SnpaXx5ZdfAvCP//vHPd/3NVQxN7JZGhzGl4cjIVezSOtARUdmjPDjue7OUuGgCZgToOCH/WGggqV7QyXpaYkkPdFk5OXlMuHlCRTk5wMwfvz4Ktf88+N/kpeXR//+/XniiZqXMzQUKhXsVCazPCiUfXc2JVazsuCNAZ7MDvTDt13jLtIqNCk6NKe/b0dOKJP4X8hVkjJy6dhcli/UlSQ90SQUFxXzxutvEh0dDUC3bt14b9J7GteEhITw62+/YWJiwsJFC/UR5gPJLijmqyNXWB0cRkKqZpFW5/YtmDLcl3cf7YxtEynSKqqaGaDghDIJSspYFhTOshd61el5zz37HGnX0/i///s/AgNrrtu384+d7Ph5B1djr2JhYYGbmxuvvf4avXrVLQZ9k6QnGr3CwkImvDyBo0ePAuDq5sqWLVuwsNCcofjhBx+iKitjzNixDXrXlfBrWSzZG8q3x6KqFGkd1tWZWYEKnvBzlCFMAzC6hxMObexIu5HF6kMRfPpMDyzMTB7qWSkpyZw8WT70n5WVVeO1c+fOZcN/Nmj87MKFC/z88898/M+Pefvttx8qhoZAkp5o1PLz8xk3dhynTp0CoH2H9mzb9hP2zTWH+n7a+hOXLl3CxtaWv3/0d32EWiOVCn6+mMjyoFCOht5VpLWZJe896sXsEb64t5EirYbE2MiIycN9+ceWk5Rk5fHjqVjeHuj5UM/6178+q9V1J0+cZOPGTQCYmJjQv39/srKyuHTpEiqVik8/+ZRhw4bi7u7xUHHomyQ90WhlZ2fz4osvcuH8BQA8PDz4adtPtGvXrsq1K1asAKB58+as/VJztua5kBD18ZrP1+DY0bFW+3Zqw+38ItYciGTN/jCuXdcs0urh1IqpI3x5e4Cn1FYzYJOHePOPn89CYQkrg5S1TnoFBQWkpaURERHBhg0b2Be87773FBcX8/7776MqK6NZs2YE7wtWz4Be++Va5s+fT0FBATNnzOK333+r0+fSF9lwWjRKeXm5PPfsaC5dugRA9x7d2bx5M/b21U/m6KLowq1bt6ptu5uRsTHJyUlai7U6F5LTWbpHyYaTMVWKtD7eoxOzAv1kh32h9vI3R9h4KByAI//3DAPd71/94q0332Lnzp3Vtq1avYrnn3++ys9PHD/B6NHlJY1mzJzB3Llz1W0qlYp+ffuRmJiIsbExV6IisbZufBNr5OujaJQmT5qiTnhDhgzhu++/q/IOr7I2bdrccxF6fn6+esF7ixYtsbe3037AQEmZim0hcawICuN0hGaRVmNba6YO9mLWCF/ZYFhUMecxPzYeDgcVLNmjZOAk3ZR8unDhgvr47qRoZGTEK69OYNHCTygrK+P8+QsMGDBAJ3HokiQ90eiEhISwZ88eAHr69+SHH3+473q7/Qf237Nt9erVfPrJpwBs/+82rU9yuZFdyOqDEazZH0b6XUVafTu1ZXqAH6/2c3voCQqi6evu2JI+3o6cDk/m17MxpGT2vW/5pxUrV/DvxRXv8fbvO8C0adNqvOfPL5JWVla4urpWaffxrtj2LyQkRJKeEPVh185dQPk3z/Xr1zfYBean4m6ydK+SbafvKtJqZsIzvdyYHehXq2EqIaB8+cLY8GQoKWN5cDiLR/vXeL2NjQ1goz5v0aLFfX/Hn0t+2rVrV+3ISEenigLLN27cqGXkDYskPdHoHD9xHCifWbZ3z94arw0cGVjtxBZdKS5TseFOhYML0ZpFWm2bN2PSEG+mD/ejvb1lvcUkmoYx/s5MbWXLzVvZfH4wgkXPdMfcRLujA3n5eQBYWlb/91l5v9uCgoJqr2noJOmJRud6Wnn1gJKSEubNm1fjtaVlpbz++us6jyklM48V+8JZczCCvLuKtHb3LC/SOr6PFGkVD8/YyIhJw3yZv+0UBZm5bDh1lTce0e6ygT8Tmek9Rk+MK/39FhYWVntNQydJTzQ6f0460RYL84fflPlIdHmR1l/PxkBJpQoH5qaM6ePOnJEKeru00kKUQsDUod7M/+2cevmCtpNeUeGdmcSq6if1GxlVVKMrKS6p9pqGTpKeaHTCwsO0+rx3Jk7knYkTa319YXEp35+MZWWQkvA4zSKtrVvZMmmYL1OHetPaRmrWCe1qbWPBS3082HIkgksxaZy4epP+rq219nyTO8OlxsbVl1otLS1VH5uZN8x36fcjSU+IWkpIz2VpcBirDkVAdn5FgxH09XFkxggFY/ydMZb9wYQOzRnpx5ajEXeWL4Ty33eHaO3Z5ndGPYzuMQxfXFSsPq5piVBDJklPiPsICk9lWZCS3dUUaZ3Qz4PZI/3o5nj/mXFCaIO/cyv8PTtw7koKO87EkDauHw522pkY9WfSK638d15JYVHFe7x7TXZp6CTpCVGN3KIS1h+LYnWQkpikdI229m3tmTy8vEhrCysp0irq38xAX16+kgLFpazcH8Ynz/TUynPbtGlDbGwsmRkZ1bZfS62YkWxr0zj3gZWkJ0Ql0TeyWRqkZO3hK5CnWaR1kKIjswIUPN3NSSocCL16sZcrU1rYkHE7hy8ORPDPp3poZWawj48Pp06dIjMzs9r2K1euqI/9FH51/n36IElPGDyVCv5QJrFsr5IDl6oWaX1rUGdmB/jh7aCb7cmEeFCmxuXVFxZtP03m7Rw2nYnl1b7udX7un4ksKyuLqKgoPD01N7e+ePGi+rhnT+30Lutb9VN0hDAAWQXFfLZHicu8n/jLv3dy4EK8OuG5dGjBkgkDyVo5jnUv95eEJxqc6UN94M7WdSv2KrXyzD59+gDlm0uvWbNGoy01NZWff/4ZKB8GdXBw0MrvrG/S0xMGJ+xaJkv2hvLd0SjNCgfGRozo5sLMQD+e8HPUX4BC1EIbWwte6OvBtqORXIi6xpn4W3VeE+rp6UmvXr04e/Ysv/z8C927defZZ5/l5KmTrFyxUr14/b333tPGR9ALKS0kDEKZSsWO84msCA7lmDJZc/GtjSWTBnkxO9APt1Y2936IEA3Mqbib9PvHDgDGDPRi6zuD73ntvuB9TJgwAbh3aSEo33T6maefuec2Yz39e/L777/fs2pJQyc9PdGkpecVseZgBGv2hZF2I0ujzdOpFdMCFLz5iLsUaRWNUt9Orenu0Y4L0df46XQMn4/tRxvb6tfPmZhWvM0yr2EXoq5du/Ltd98wZ/b7pKSkVGlbs2ZNo014ID090USdT0xnyd5QNp2MhsJK2yWZGjOqpyuzAhQM82qc7ySEqOz7kzG8/kV5VfS/P9+HBU9118pzi4qKuBBynsioK1iYW+Dl7UW3bt208mx9kqQnmoySMhVbz15lRVAYZ6+kaBRpNbWzZupgb2aO8MGphRRpFU1HcZmKVjM2kZ2RS4uWNlxfNhZT2dj8nmRMRzR617MLWHUggi/2h3E7PUejTeHmwLQRvrzSV4q0iqbJzNiIycN8+NeOs9xOz2Hr2auM7+Om77AaLOnpiUbr5NWbLN0byvbTMVBcsREuZiY828uN2SMVDHBro78AhagnaVkFtJu5EYpL8e/cgbN/f1LfITVY0tMTjUpRaSkbTl1lZZCSSzFpGm32LWyYNNSb6cN8tbYXoRCNgYOdJc/1dmfH8Suci0ohJCGdns4t73+jAZKenmgUkjPyWB4cxppDkRRkatbT69m5PdMD/Bjb21WKtAqDdTz2BgM+Ll88PvZRbza99aieI2qYJOmJBu3glTSWBSn5/VysZpFWC1Ne6uPBnJF++DtLkVYhALp+/CuXY9PAwpSby8fTSmo6ViHDm6LBKSgu4dsTsawOUhIRf0OjrU3rO0Vah3jLf9BC3GV6gB9vfZUGhSWsPhjBx082/iUG2iY9PdFgXL2Vw/LgMFYfioQczSKt/XwcmRmg4PmeUqRViHspKi3FfsYWCjJzadPalmtLX5L/Xu4iPT2hd3vDU1i6N5S95+M1KxxYmvPqAA/mBChQdGiut/iEaCzMTUyYMsSbJb+e48bNbLaFJPCiv4u+w2pQpKcn9CKnsJh1R6NYHRzG1WTNIq2ODs3Li7QO7oy9FGkV4oGkZObhOHMTlJTR19eRk/NG6TukBkV6eqJeRV3PZkmQkq+PREJeYUWDsRGDFU7MDPDjqa5SpFWIh9XB3pqn/N347VQ0p8KTuZh8m26OLfQdVoMhPT2hcyoV/H4pieXBoRy8nKg5hGltwdsDy4u0eknNOiG04kj0dR6d/wsALw/x4T9vDNJvQA2IJD2hM5n5RXx5+AqfB4eRnJah0dapQwumBvjxzkBPbCzM9BOgEE2Y3z9+ISzuOliak75yHC3kVQEgw5tCB0JTMlgSFMoPx6KrFGkN6O7C7EAFI3076C9AIQzA9AA/Jq67DgVFfH4ggo+e6KrvkBoE6ekJrShTqdgeksCKYCUnwpI0KhxgY8WUR72YFeCLqxRpFaJeFBaXYj1jM2XZeTi0sSNlyYuyfAHp6Yk6upVTyOeHIvliXxjXb2oWafVyacPUEb68+Yg7lmbypyZEfbIwM2HaEC9W/H6etBtZ7DifyPM9nfUdlt5JT088lHMJt1i6V8nmU1WLtD7Z05VZgQqGdpYirULoU+LtXJxnb4aSMh5RdOTY3Cf0HZLeyddvUWslZSo2n73Kir1KQqJSNYYwze2tmXKnSGvH5lKkVYiGwKlFM0b1dOWP0zEcVyajTM3Er729vsPSK+npiftKyypg5f4wvjgQQeZtzSKtXdwcmB7gx4R+rpibSJFWIRqaA1fSGLbwVwBeHe7L968O1HNE+iVJT9zT8dgbLN2rZMeZqkVaR/d2Z/ZIBf1dW+svQCFErXh/9DOR8TfA0pyMleMMeqcjGd4UGopKS/nx5FVWBSnLS5RU0ryFDZOG+TJ9mDdtbaVIqxCNxbQAPyavPwgFRXxx6AofPKbQd0h6Iz09AUBSRi7Lg8P5/FAERZl5FQ1G4O/ZgemBvozt5YqpFGkVotEpKC7BavpmyMmng4M9Sf9+0WC3+pOenoE7cCWNpXtD+SPkapUirWP7ejAnUEFP55b6C1AIUWeWZqZMHezF6j8ukJKWya8XE3mmu5O+w9IL6ekZoPyiEr45HsPq4DCuJGgWaW3b2o7Jw32ZPNhLirQK0YTEpefgOnsLlJYxqIsTh99/XN8h6YX09AxI7K0clgWFseZwBOQUVDQYGfGInyMzRigY3cNJdm0Qognq1NKGx3p0YvfZWI6EJhF+LQufdoa3ybskPQOwS5nC8qBQgi5ULdL62gBP5gQqDH7tjhCGYHagH7vPxoJKxdIgJesn9Nd3SPVOhjebqJzCYr4+GsXqICVxKbc12jq2+7NIqxd2llLhQAhD4vm3/xKdeAusLMhaOQ5bA/s3QHp6TUxEWlb5N7gjVyBfs0jrkC5OzApU8KSio8HO3BLC0E0d4cv0745AfiFrD1/h/UA/fYdUr6Sn1wSoVPDrxUSWB4dy+HJS+Q/+ZG3JxEHlRVo929rqL0ghRIOQX1SC9fRNkFuAU/vmxP9rjEF9CZaeXiOWmV/EmkORrNkXRkpapkabW8eWTB3hx9sDPWlmLv9vFkKUszI3ZdKjXnyx6yKJqRn8LzSJv3TpqO+w6o309Bqhyym3WbJXyY/H7yrSamLMyO6dmBXoS6CPFGkVQlQv9lYO7rM3Q5mKId2cOTD7MX2HVG+kC9BIlKlUbAtJYHlQKKfCkzWLtNpaMfVOkdZOLaVIqxCiZm6tbAjo7kJQSBwHLycSdT3bYF5/SNJr4G7mFLL6QARf7A/j5q1sjTZvlzZMC/Dj9f5uUqRVCPFAZgYoCAqJgzIVS4KUfDW+n75DqhcyvNlAnY2/xZK9oWw9HVOlSOtT/m7MHqngUY+2+gtQCNHouX2wnavJ6WBtQfbKcdhYNP3lC9I9aECKy1RsOhPLqr1h5UVaK7G0b8aUIeVFWjvYW+spQiFEUzJ1hC+zfjgKeYV8fTSKWcN99R2SzklPrwFIzSxg1YEw1uwPJzsjV6Otm3s7pgX48nJfKdIqhNCunMJibKdvgrxCOnVowdV/vaDvkHROenp6dCz2Bkv2hPLL2dgqRVqf7+PO7EAF/aRIqxBCR2wszJg4yIuv9lwiLuU2u5QpPO7XtGd+S0+vnhUWl/LDyVhWBStRXr2u0daipQ2Th/kybagPbWylwoEQQveirmfTee4WKFMxokcngmYG6jsknZKeXj1JvJ3LsuAwPj8USUmWZpHW3t4dmDHCjzH+naRIqxCiXnm2tWVoV2cOXIgn+GI8MTeycW/TdJcvSNLTsX0RqSwLCmPn+apFWsf382TOY350d5QirUII/ZkV6MeBO1VYlgaH8cXYvvoOSWdkeFMH8otKWH88htVBoUQl3tJoa9fWnknDfJg8xJuW1uZ6ilAIISqoVNBp3jYSUm9DM0tyVo5rstsXNs1PpScxN7JZGhzGl4cjIVezSOsAP0dmBih4trsUaRVCNCxGRuXLF97/zzHILWD9sSimD/XRd1g6IT09LfgjNJnlQaHsu5igWaTVyoI3BngyO9AP33ZSpFUI0XBlFxRjN30T5Bfi3rEl0Z88r++QdEJ6eg8pu6CYr45cYXVwWPmQQCVO7Zszdbgf7z7a2eAKNAohGidbSzPeHNiZb4IuE5OUTlB4KgE+7fUdltZJT+8BhV8rL9L6zdGqRVqHdXVmZqAfo/ykSKsQovGJSMvCZ+5WUKkY6e/G7ukj9B2S1klPrxZUKvj5YiIrgkI5EnpXkdZmlrx7p0irRxOe5iuEaPq8Hex4tEtHDl9KZM+FOOLSc5pc5RZJejW4nV/EFwfLi7SmXtcs0uresSXTAvx4c4AUaRVCNB2zAhQcvpQIpWUs3RvG6pf66DskrZLhzWpcTL7Nkj2hbDgZU6VI6+M9OjEr0I8R3k1vrFsIIVQqcJr7E8lpGWBjRf7KsU2qdFnT+SR1VFKmYltIHCuCwjgdoVmk1djWmqmDvZg1whfnls30F6QQQuiYkRFMGeHLBxuPQ04+3xyPYfJgL32HpTUG39O7kV3I6oMRrNkfRvpdRVp9O7VlWoAfr/Vzw8JMKhwIIQxDVkEx9tM2QkERnZ3bELnwWX2HpDUG29M7E3+LJXtC+el0DBRpFml9upc7c0b6MdBdirQKIQyPnaUZrw3w5Pt9Sq4k3GB/ZBrDvBz0HZZWGFRPr7hMxcbTsazcq+RC9DWNNuvmzZg6xJvpw/1ob2+ppwiFEKJhUKZmopj3E6hUPNHbnT+mDtd3SFphED29lMw8VuwLZ83BCPLuKtLa3bMd0wP8GN/HDTOpcCCEEAD4tbdngJ8jx0KT2Hn+Kom3c3Fq0fjnNDTppHck+jpL9yr59WyMZoUDc1PG9HFnzkgFvV1a6S9AIYRowGYGKDgWmgQlZSwLDmP5C731HVKdNbnhzcLiUr4/GcuqICVhcZpFWlu2sr1TpNWb1jZSpFUIIWqiUkGH97dy7XomxrbW5K0Y2+gn9TWZnl5CenmR1tWHIinL1izS2se7vMLBGH9nqXAghBC1ZGQEk4f58tGWE5Rl5/H9yVgmDvLUd1h10uh7esERqSzdq2T3+TgorTSEaWnOhH4ezB7pRzfHFnqLTwghGrPb+UW0nL4JCorw6dSWsPnP6DukOmmUPb3cohLWH4tidZCSmKR0jbb2be2ZPNyXSUO8aGElRVqFEKIuWliVdyD+czCM8LjrHI6+zqMejXc5V6Pq6UXfyGZpkJK1h69AnmaR1kGKjswIUPBsNyepcCCEEFp0OeU2XT/YBir4S18Pfps8TN8hPbQG39NTqeAPZRLL9yrZf6lqkdY3B5ZXOPBpZ6e/IIUQognr0qEF/XwcORmWzO/nYknO6Idjc2t9h/VQGnxP7z+nY3nl8+B7X2BqXH/BCCGEoaq07Gv2Uz1Z8nwvPQbz8Bp8T6+Xc+uaL6i8/k4IIYTOrT4UwSfP9sDcpPEtX2jwSc/bwY6u7g7YWZs3id0AhBCiKYhMy6JLh8Y3M77BD28KIYQQ2lKvPb2oqCj++N8f6nNzc3MmTZ5UnyEIIYTQoYsXL3Jg/4Ear7G2tqJD+w44OnXE1dWV5s2b109w1HNPb/To0Zw4fkLjZ6HKy7RsKftfCiFEUzBn9hw2bdpU6+tNTU15+pmnmTNnDi4uLjqMrFy9TX3cF7yvSsIDUCrD6isEIYQQOnbx4sUHur6kpIT/bv8vo54YRWZGpo6iqlAvw5sqlYqFCxdW2xYeHs6gQYPqIwwhhBA6VFxUzJUrV9TnQ4cNxdvLW+OawsJCMrMyiY+L5/z585SWlgKQnp7OggULWLJ0iU5jrJekt3XrViIjIwEwNjbGy9uL8LBwAK5EXqnpViGEEI3EpcuXKC4uVp/PnTuXbt263fP6+Ph4/vLkX7h58yYA586d03mMOh/eLCoqYvG/F6vPR40aRWBgoPo8KipK1yEIIYSoB2dOn1EfW1paolD41Xi9i4sLY8eNVZ8nJyfrLLY/6TzprV27ltTUVABMzcz48G8f0rlzZ3V7bGysrkMQQghRD0LOh6iPvby8MDG5/2CivZ29+tjUVPeDjzr9DZmZmXyx5gv1+YtjxuDi4kJeXkW9u1u3bpGZmYm9vX11jxBCCNFIXL50WX3crfu9hzUrO3TokPrYw8ND6zHdTac9vaVLlpKVlQWApZUV7899HwAPdw9MKm1fEyYzOIUQolHLzMwkITFRfe7f0/++9/z4w48cOXJEfT4iYIROYqtMZz29pKQkfvzxR/X5q6++Qtu25TWYzMzNaN++PUlJSQCER4TT/5H+ugpFiAbj4P4DbNm6lbi4OHJzc3F1dWXAgAGMGz8OW1vbe95XXFzMd99+y4kTJ4mLi8PMzIw+ffowbvw4fH196/ETCFG9c2fPoSqr2Au5a7euFBYWalxTUFBAVFQUERER/O/3/3H48GF1m4+PD5PrYbMSnSW9RQsXUVRUBICtrS0zZszQaHdxcVEnvT9ndgrRVKlUKubMnsPmzZs1fh4TE0NwcDA//PADP/z4A56enlXuTUtL47nnnuNq7FWNn4eGhrJx40aWLF3C6NGjdRq/EPdz5uwZjfOhQ4bW+t7AwEA++/dntXoHWFc6Gd4MDb3M77//rj6fOHFilXd2Hp4VY7fRUdG6CEOIBmPLls3qhGdsbIxCoSAgIEA9+hEXF8e7E9+tcl9ZWRmvTHhFnfCcnJwYOnQoXbp0AcrXPM376zzS02/V0ycRonoXzl94qPscHBz45NNFODg4aDege9BJWv344/mU3enmtm7dutr9NSu/sIyRGZyiiVu2dDkARsbGfPvdt+plOzk5Obz00kuEnAshPDycXbt28fjjj6vv++2337h8uXxywKBBg9iwYQNm5mZAxXZPubm5bN68mcmTp9TzpxKiQmhoqPrYxcVF/YWuMpVKRUZGBomJieqhz7S0NMa+NI5du3diba37SjpaT3oHDx7g+LFj6vNnnn2Ga9euVbnOwsJCfXzj+nVycnKwsbHRdjhC6F1qaqp6/dGwYUM11qna2Ngwb948xrwwBoAzZ85oJL1NG8v3MDQyMuLjf36sTnhQvpftn3scRoTLKwKhPykpydy6VTHasHDhQoaPGH7P67Oysli5YiVffvklUL5e+5NFn7JwUfU7d2mT1pPeggWaQa9ft57169bXeI9KpSI8PIzevftoOxwh9C46umL4vn+/qhO2unfvrj6Oj4vXaAsPL9+5qP8jj+Dj46PR1rdfXxYuWohKpcLPt+ZFwELo0qlTp9XHRsbG9Opdc1V1Ozs7PvrHR8THx7Nz504AjlXqLOmSVpPetp+2qbcXe1DhYRGS9ESTlJ2VrT5u61B1yMfMrKL3VnkN6/Xr19XfnntX84+IsbExb7zxhjZDFeKhnDtbsX2Ys5NTrdddDxo0SJ30oqOjKSoqwtzcXCcx/klrSa+4qJjPPvtMfd6xY0e6du1a4z2nT59W77kmMzhFU+Xfy58ZM2cAVLsPYVRUxf6zjo6O6uMLFy6oj/+c1Zmdnc3Ro0dp3boV3bv10BjuFEJfLly8oD7u0rVLre/LyMxQH1tZW2t8AdQVrSW9devWkZKSoj5fvGQxgwcPrvGeadOmsX3bdgAir8jG06JpcnBwYO7cufds//ab79THPXr2UB9X3ofQyakjr0x4hQMHD1BaUr4rvZmZGaNGjWLFyhU6/3YsxL2UlZURER6hPu/Zo2et7lOpVAQFBanPuygUGBkZaT2+u2llyUJWVhaff/65+tzf3/++CQ/Azc1NfXxVZnAKA7Rx40a2bNkCQIsWLTTW2xXkF6iPF8xfSHBwsDrhQfmC9V9++YW//OUpjZ3thahPERERGsPy93ufB+UJb/78+YScq9irs1ev+9+nDVpJesuWLSMjI0N9/td5f63VfZ09KzaevpaWRn5+vjbCEaJROHz4MH/78G9A+fu5T//1KZaWlur2goKKpHf27FkUCgXfff8dRw4fZsWKFbRo2QKAy5cusXmT5qJ3IepL5coKZmZmdOta/Z6bmZmZXLp0iR9//JGBAwfy1dqv1G2ubq5MmVo/S27qPLyZmpLKjz9UbDfWp08fBg4cWKt7vSpVW1CVlREeHk7PnrXrGgvRmAUHB/P2W2+rdy2av2A+Tz31lMY1BYUVSa9Vq1Zs/+927OzsAHD39EDRRUFAQCCqsjLWrVvHK6++Un8fQIg7KldWKC4uxsfXp8o1ZaVlGl/iKrOzs2PDhg01bsOnTXXu6S1atEjjw8ybN6/W93Zy66RRSiIsTDaeFk3fzj928uYbb6oX586cNbPaWZjmZhXv6R57/DF1wvuTr68vPXp0B8p3dCktLdFd0ELcw8ULFzXO83LzqvyvuoRnYmrCc889x+49u3F1da2vcOvW00tNTeWXX35Rn/d/pD/9+ver9f0mJqa0b9+exDs7cydW2qFbiKZox44dzJg+g5KSEoyMjfno73/n3feqbj8GaGzW4HmPkitenb0IORdCaWkpCQmJ9fqPhxAqlYr4+Pj7X0h5j87R0ZGOHTvi5u7Ga6+9houLi44jrKpOSa99+/YkJSfVKYBTp0/V6X4hGosdO3Ywfdp0SktLMTU1ZdmyZTz/wvP3vN7K2kp9bGRc/aCMqVnFf8IlJdLTE/XLyMiIq3FX739hA6L7La2FEFy6dIkZM2ZSWlqKlZUVX3/9dY3bNAE4Ozupj2/fvl3tNXm55bPmjI2N6eTSSWvxCtFU6bSIrBCi3MIFCykpLsbY2Jgv135534QH0K9ff/U776ioqGqvOX/+PABt27aVhepC1IIkPSF0rLCwkDNnyqd1j35+tMaG0zWxtLRU77cZtDeoSvmg0ydPEXtnfWvv3r21GLEQTZcMbwqhYydPnlTP1My4naGxxOduDu0cGDlypPp8/PjxzJs3j6KiIp5+6hmWLV9K585eHD1ylA8//BAAExMT5r7/vm4/hBBNhJFKVabSdxBCNGUbN27k/Tm1S0pt27bV2McQYNJ7kzRmSd/trbffYv78+XWIUAjDIT09IXQsJzunTvcvX7GcvLw8goKDUd0pzgxgambGhx98cM8lD0KIqqSnJ0QjkZCQQOjlUG7euombmxu9e/fWKMYshLg/SXpCCCEMhszeFEIIYTAk6QkhhDAYkvSEEEIYDEl6QgghDIYkPSGEEAZDkp4QQgiDIUlPCCGEwZCkJ4QQwmBI0hNCCGEwJOkJIYQwGJL0hBBCGAxJekIIIQyGJD0hhBAGQ5KeEEIIgyFJTwghhMH4f3USXo6K/33wAAAAAElFTkSuQmCC",
"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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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/350.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 L K N.
|
D
| 64,798 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/351.jpg"
}
] |
<image>Each pair of polygons is similar. Find x.
|
A
| 64,799 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/352.jpg"
}
] |
<image>Find the value of x in the diagram.
|
B
| 64,800 | null |
B
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/353.jpg"
}
] |
<image>Find the area of the shaded sector. Round to the nearest tenth.
|
A
| 64,801 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/354.jpg"
}
] |
<image>Find y.
|
A
| 64,802 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/355.jpg"
}
] |
<image>What is the area of rectangle W X Y Z?
|
A
| 64,803 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/356.jpg"
}
] |
<image>Find x.
|
A
| 64,804 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/357.jpg"
}
] |
<image>Find \angle 6.
|
A
| 64,805 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/358.jpg"
}
] |
<image>If m \angle 2 = 70 - 4 x and m \angle 5 = 18 x - 8, find m \angle 5.
|
B
| 64,806 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/359.jpg"
}
] |
<image>Find S W.
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/360.jpg"
}
] |
<image>Find m \widehat W X.
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C
| 64,808 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/361.jpg"
}
] |
<image>Find y if \triangle J L M \sim \triangle Q S T.
|
B
| 64,809 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/362.jpg"
}
] |
<image>Find the value of x in the diagram.
|
C
| 64,810 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/363.jpg"
}
] |
<image>Find m \angle 2.
|
B
| 64,811 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/364.jpg"
}
] |
<image>A D and C G are diameters of \odot B. Find m \widehat G C F.
|
D
| 64,812 | null |
D
|
[
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xY8bAwMBAKTFt2bKFu4fs7e0t1YyrSL/99huCgoIAlNXqPTw8uLLyZFpVoqxYC64s8QJlteLx48fLK9x6ixIvIaTWKS0tRXh4OLcKUEFBgVR5y5YtMXLkyBqtmVpdeXl5+OWXXwCU1SJXrlyplOtGRkZi+vTpAMqS65YtW9CwYUOuvKio6L3HV0y8H7t0HqkeSryEkFojISEBu3fvxokTJ2TuQ+rr6+Prr7+Gj48P+vbty9tIiJ9++onrMDVv3jypJlxFOX36NNzd3bnm5I0bN2LkyJFSz2nQoAEAVPl7kUgk3DY1HysWJV5CiErLzs7Gnj17EBoaiuTkZKkyoVAIZ2dneHl5wc3NTS5DgGoiOTkZe/bsAQBYWlpixowZCr9mWFgYxowZwyXdxYsXY/LkyTLPK+9RXdVC7hVrxBVrykT+KPESQlROYWEh/ve//yEkJASxsbGVDgEaNWoUfHx85D4EqCamT5/OJbB169ZxtUxFOXDgAHx9fVFUVAQ1NTWsWbOG69T1b5qamgDKmukrU/G+LiVexaLESwhRCR87BMjX1xeOjo48RVm18PBwREZGAgD69++PQYMGKfR6Bw4cgI+PD4qLi9GwYUNs374dY8aMqfL5TZs2RUpKCl69elVpeXZ2NrfduHFjeYdLKqDESwjhVVpaGvbs2VPpEKBGjRqhd+/eShkCVBPFxcWYO3cugLLa4qZNmxR6vcTERIwbNw7FxcXQ1dVFaGgoBgwY8N5jbGxsEBMTU2XirTj+19bWVp7hkn+hxEsIUbq8vDxuCFBCQkKVQ4C8vb2hr6/PY6QfZ+PGjUhLSwMAjB07VuE9qefPn4/CwkKoq6tj3759H0y6ANCxY0cAQG5uLlJSUmBlZSVVnpCQwG137dpVrvESaZR4CSFKUVxcjIiICAQHB+PChQsyQ4DMzMy4IUAWFhY8RfnpXrx4gbVr1wIoaw5fvny5Qq/37t07XL16FQDg6emJIUOGfNRx3bt3B1DWpL927VquExgAZGVl4fDhwwCA5s2bc3MzE8WgxEsIUagPDQEaMGAAfHx80KdPn1q5GIq/vz9yc3MBAAsWLICenp5CrxcTE4O3b98CKGs52L59e5XP1dbWxujRowGUdUhzdnbG5cuXcfjwYTg4OGDUqFG4dOkSVq1axZ1TGT2x6zsBq9jGQwghcvCxQ4Dc3d1rdQ/apKQkODk5QSwWo3379khKSqpyuM7HcnJyQnx8PCwtLaXuu5bbtWsXxo0b91HnMjU1RUZGBvdzYmIievXqhfz8/Eqf3717d8TGxtbKL0C1CdV4CSFyUVhYiEOHDmH//v21aghQTUybNg1isRgCgQAbNmyocdIF/v8426o6klXVOaoy6urSH/H29vY4fPgwJk2aJNORzdHREfv27aOkqwRU4yWEVBtjDBcuXEBQUBDOnDlT6RCgoUOHYuzYsSo5BKgmjh49ys0O5erqioiICJ4j+nhFRUWIi4tDSkoKNDQ0YGNjg06dOvEdVr1BiZfUKj169MDz58+xdu1auLq6vve5SUlJ+O9//4vU1FT8888/aN26NQYMGIAJEya8d2KDsLAwhIaG4uHDh2jYsCFat26NyZMnV9nTs7i4GCtXrsSZM2cgFothYWGBqVOn1umeoWlpadwqQOnp6VJljRo14lYBGjx4sMoOAaoJsViMdu3a4dGjR2jUqBGSkpLQunVrvsMitQUjpJZ4+vQpA8AAsJCQkPc+d8WKFUxDQ4N7fsWHs7Mzy8/Pr/S4CRMmVHqMQCBggYGBlR4zePBgmefr6uqy6OjoGr9mVfLy5UsWGBjIHB0dmUAgkPn9ODo6ssDAQPby5Uu+Q1W4n3/+mXvtM2bM4DscUstQ4iW1hpeX10cl3mPHjjE1NTUGgDVs2JD17t2b/ec//2FNmjThjp8zZ47McdHR0dxxQqGQ9evXjzk6Okol07S0NKlj4uPjufLZs2ezgwcPMjs7OwaADRo0SO6/A2UTi8UsLCyMDRkyhDVq1EjmC4aZmRmbM2cOS01N5TtUpfn777+Zvr4+A8BMTEyq/BJHSFUo8RKVJRKJ2KNHj9iJEyeYq6ur1Af++xJvu3btGACmrq4uVevMzMxkmpqaDAAzNDSUOkYsFjMrKysGgOnr67NHjx5xZWvWrOGu6+LiInXc9u3bGQDWpk0bbl9kZCQDwIyMjGr6K+BNXFwcmzBhAjMyMpJJtvr6+szDw4NFRkYyiUTCd6hKV/EL4I4dO/gOh9RClHiJyho+fHilzb7vS7xXrlzhnvPNN9/IlLu4uHDlf/31F7c/Ojqa279o0SKpY0pLS1nr1q25ZF5QUMCVHT9+nKv5iMVixhhjO3fuZABYy5Yta/5LUKLMzEy2bNky7gtIxYdQKGS9e/dmQUFBTCQS8R0qb+Lj45m6ujoDwDp27Fgvv3iQmqPhRKROiYuL47bL586taNWqVUhISECDBg1gYGBQ6XFeXl5Sx6ipqeGHH36Av78/SkpKEB8fjx49egAA+vTpAy0tLWRnZ8PS0hIWFhaIiYkBALi4uMj1tSmCSCTiVgG6fPmyzBCgdu3aYdSoURg7dixMTEx4ilJ1TJs2DSUlJRAIBNi0aRMNvSHVw3fmJ6Qq+fn57Pnz59xj7969H6zxent7MwCsUaNGn1QbcXd3ZwCYnp5epcedPn2au/bq1aulyo4ePcq0tLSkaojW1tbs+fPnn/aClUQikbDIyEjm4eHB3aus+DA2NmYTJ05k8fHxfIeqUvbv38/9joYNG8Z3OKQWoxovUVmNGzeWWp7M0NDwg8fcvXsXANCiRQuuNnLr1i08evQInTt3rnLihvv37wMAjI2NK63FtGzZktv+97SHw4cPh4ODA86dO4fMzEzY2Nhg6NChKjeMpr4PAaqJd+/e4aeffgIA6OjoYMOGDTxHRGozSrykTsnJyQFQNlVeeHg4/Pz88Ndff3HlZmZm2LVrF/r06SN1nEgkAgB89tlnlZ63YtKvuGB4uZYtW2L8+PE1jl/e8vLyEBwcjIMHD1a6CpCjoyM8PDwwZsyYWrEKEF9WrlyJp0+fAgD8/PykvogR8qko8ZI6paioCEBZrfT777+XmUkpPT0dgwYNQkhICDfrEPD/k2lVNb2KteDKEq8qKS4uRnh4OIKDg/HHH3/IrALUqlUrbhWgtm3b8hRl7ZGVlYXNmzcDKPtCt2jRIp4jIrUdJV5Sp4jFYgDA7du3IRQKsXTpUgwePBhv3rzBjh07cPDgQRQVFWHevHkYPnw4Ny9uecKuSsXE++8OSKoiPj6eWwWovOZfTl9fHwMHDoSPjw969+5NnYI+waxZs/D69WsAwLJly6ClpcVzRKS2o8RL6pTCwkJuOyAgAAsXLuR+/uqrr/D27VuEh4fjyZMnOHLkCNzc3ACAm0KyqoQkkUi4bVW6/5mVlYWgoCCEhobKrGQjFArh4uICLy8vuLm51epVgPhy5coVHD16FEDZIgLe3t48R0TqAkq8pE757LPPIBaLoa6ujokTJ8qUT548GeHh4QCAmzdvcolXQ0MDAKpcXaZijZjvBCYSibhVgGgIkOIwxjB9+nRIJBKoqanR8CEiN5R4SZ3SsGFD5Ofno0mTJpX2grazs+O2Hz9+zG1ramoCAEpLSys9b8X7unwkXsYYoqKiEBQUhLNnz8rcuzY2NsbQoUPh6+tLq8zIyd69exEfHw8A+O677+r0ohdEuSjxkjqlvFdyVTVXHR0dbrtikm3atClSUlKqXOs0Ozub2644xEnRUlNTuSFA5b1qyzVq1Ah9+/aFt7c3hgwZ8t4Vl8inEYlECAgIAADo6elh/fr1PEdE6hJKvKROadasGZ4+fcp1hvm358+fc9tffvklt21jY4OYmJgqE2/F+6e2trbyCbYKL1++xL59+947BMjT0xNjxoyBnp6eQmOpr5YuXYqsrCwAwNSpU6nJnsgVJV5Sp3Tr1g3Xrl2DSCTCo0ePZNZIvXTpErfdpk0bbrtjx44AgNzcXKSkpMDKykrquISEBG5bEU2OFYcAXbhwgRtXXI6GAClPeno6tm/fDqBs3Le/vz/PEZG6pvL2OEJqqV69enHbgYGBUmWMMezevRtAWY/fis/t3r0795y1a9dKHZeVlYXDhw8DAJo3bw4jIyO5xXv9+nVMmDABpqamGDFiBCIiIrikq6+vD09PT0RFReHRo0dYvXo1JV0lmDlzJvLz8wGUTZxR1aQqhFSbsueojIyMZOvWrWOvX7+utDwpKYmtW7eOvXr1qtLy+Ph4tnbtWpaTk6PIMIkKOnXq1AfnahaJRMzc3JxbSSggIIBlZ2eze/fusbFjx3LHu7m5yRzr7OzMzfO8detW9vLlS3b8+HHWuXNn7rj169fX+HVkZGSwpUuXVrkKUJ8+fdjevXvr9SpAfLl48SITCAQMAOvevTvf4ZA6SmmJNywsjLVv3577gNm7d69UeXZ2NnN3d+cWIv/3B+utW7dYr169uONXrFihrNClvHjxgpfrko9LvIyVfXnT1dWtcklBExMT9vDhQ5njbty4wXR0dKo8rnv37tVeBq6goIDt3r2b9ezZkwmFQplzW1tbs+XLl0stVUiUSyKRMFtbW+5LW0JCAt8hkRp6+fKlSi7dqPDEGxcXx7p06SLzQXPp0iXGGGMlJSVs5cqVMquklL/pX7x4wXx9fWU+rEJDQxUdOqekpIQdOXKE9e/fn40aNUpp1yXSzpw5w/39Dx8+/N7nHj16lDVv3lzmfWdvb88yMjKqPO7s2bOsVatWMsc5OjqyR48efVK8EomEnT9/no0aNarKVYAmTZpEH/AqYtu2bdzfZsyYMXyHQ+TgwoULrHXr1mzx4sUsOzub73A4Cku8z549Y15eXtyi0RUfenp6TCwWs3PnzjFLS0uZ8mbNmrGioiK2evVqZmhoKFOurq7OXr58qajQOY8fP2Zz5sxhX3zxBQPADAwMVOqPR95PLBazixcvst9++42FhISwx48ff9Rx7969YzExMWzHjh0sKCjokxNjSkoKmz17NmvZsqXMe1dbW5t988037NixY6ykpKQ6L4sowOvXr1mzZs24//Nnz57xHRKREzc3NwaAaWpqMldXVxYREcFKS0t5jUlhiffHH39kAFi3bt3Y8OHDZWod3377LfdzeWIrf5iZmbG2bdtWWe7g4KCosJlYLGaHDh1ivXv3lvnSsHbtWoVdl9Ru//zzD9uwYQNzcHDg7hGWPwQCAevcuTPbvHkzy8vL4ztUUonp06dzf6/ly5fzHQ6Ro2fPnrEmTZrI5JiffvqJZWZm8hKTwhJvUlISi4uLY4yV3Tur7J5Zu3btWFRUFIuJiam0vG3btmz//v3syZMnUvvnzp0r93jv37/PZsyYwUxMTCqNxcbGhmooRIpYLGZHjhxhrq6uTEtLS+Y906pVKzZv3jyWlpbGd6jkPe7fv8/9/dq0acOKior4DonI2YYNGyr9XNfQ0GBff/01O3bsmFJrwUrpXHXw4EGpF9uoUSMWEBDAJbJ169bJlC9atIiJxWLGGGP79u2r9P5wTeTl5bGIiAg2f/581r17d65TV2UPNTU1FhMTU+Nrkrrh2rVrbPz48czIyEjmvWJgYMBGjx7NLly4oJKdOoisQYMGcX+/o0eP8h0OUYDS0lKu41xVD1NTU/b999+zHTt2sJSUFIXGo5QJNCpOWmBlZYWwsDCpCQoqlpuamiIqKkpqvOLFixe57SZNmsDZ2fmTri+RSHD79m3ExMTg2rVrSExMxIMHD6RWnHkfJycn3LlzB3fu3Pmk65K6Iy8vD9evX0diYiL++usvqTJ1dXWYm5vDyckJHTt2hIaGBlJTU5GamspTtORjpaam4vTp0wDKPptycnLw66+/8hwVUYR+/frhzp07VX7uZ2ZmYu/evdi7dy+AsmlkbW1t4eTkhO7du6N79+7Q1dWVTzAKTev/x8LCgvtWsWHDBqkyiUTCmjZtypVPnjz5vce7urp+8HoikYiFhYWxWbNmMRcXl0p7lNKDHvSgBz3o8bEPdXV1ZmVlxTw9PdnWrVsrHZL4sRRe483IyEBaWhr385AhQ6TKb9y4gRcvXnA/f/PNN1LlOTk5uH//Pvdz//79P3jNhg0bwtHREYWFhXj37h2KioqQnJyMt2/fVvdlEEIIqacEAgFatmwJa2tr2NnZoVOnTmjRokW1z6fwxPv7779z219++aXM3Lnnzp3jtg0MDNC7d2+p8sjISKlJ4gcPHvxR1zU1NYWnpyc8PT0BlM2Fm5CQgMuXL3NNhunp6VLnrkqnTp2wdevWj7ouqZ2ePn2K8PBwXLx4UWolIgDQ0tKCk5MTBg4cCGdn5ypXPiK1x9u3b+Hu7o7c3Fzo6+vj0KFD8mtGJCrpjz/+wIIFCz7qufr6+rC2toaTkxO6deuGr776Ck2bNpVbLApPvOfPn+e2e/bsKVNe8f6ti4uLzNJmFcvbtm0LMzOzasUhFArRtWtXqQnuc3JyEBMTg4sXL+LYsWPIycmp9NgbN24gLS0NY8aMqda1iWp6+fIlgoODcfDgQdy4cUNmFSAnJyd4enrCy8uLVgGqYyZPnozc3FwAgL+//0e1pJHaSyQSwc3NrcpyoVCInj17wtXVFS4uLrC1tVXsF+xqN1J/BIlEwj7//HOujfzIkSNS5WKxmOnp6XHlO3fulDlHxflsJ0yYoLBYi4qKWEhICPvqq68q7eFsYmJS5fzSpPb42CFA9+/f5ztUoiDJyclMU1OTAWCWlpbc6AlSd82aNavS+7ampqZs3rx5LD09XanxKDTxxsXFcS9QU1OT5efnS5VHR0dL3bj+98IHOTk5UpMRhIWFcWUSiYRdvHhRIXGXj+ktn8mm/DFp0iSFXI8o3tWrV9m4ceOqHALk5eVFQ4Dqif79+3N/+1OnTvEdDlGw5ORkqS/ZfI3drUihiXfx4sXci+3atatM+YIFC7jyymaj2r9/v9QHZHkvspMnTzJbW1smFApZYWGhwuIXi8UsNDSUm8VKQ0OD3bhxQ2HXI/KVkZHBlixZUum0pBoaGqxv374sODhYoe8holoiIiK490D//v35DocoQc+ePRkA1rJlS15nq6pIofd4L1y4wG337dtXpjw6Oprb/vrrr2XKY2JipH6eMmUK/v77byQlJUFPTw+bNm1S6FqZQqEQ7u7ucHd3x5MnT7Bt2zasWbMGhw4dUtg1Sc2IRCKEhoYiJCQEf/75J0pKSqTK27dvj1GjRsHHxwfNmjXjKUrCh+LiYsyePRtA2ciHf6/XTOqe8PBwNGrUCBERERg4cKDqdIxUVEYvKCiQqt5fvXpVqlwkEkmVVzYRvYuLS6Xt8p07d67RGCpSt0gkEnbu3Dnm7u4u1Weg/NGsWTPm5+dHrRX13Jo1a7j3hJ+fH9/hkHpMYTXeyMhIiEQiAICRkRE6d+4sVX7x4kWuvHnz5ujUqZPMOdLT06V+btiwIebPn4+FCxeqzjcXwpuUlBTs3r0bR44cQUZGhlSZtrY2+vbtC29vbwwePFimtzypX3Jzc7FmzRoAZZ9HK1as4DkiUp8pLPGePXsWAGBnZ4dFixZBIBBIlZcPM+rUqROWLVtW6TkMDQ2RmZkJALCxsUFwcDDs7OwUFTKpBXJzc7Fv3z4cPHgQiYmJMkOAOnfujNGjR8PT05OGABGOv78/N3xowYIF9N4gvBIw9hEzSFTD8ePH0bhx40rv7QLA6dOnIRQK3zt+7saNG9i5cyc6dOiASZMmUS23niouLsaJEycQHBws1VJSrlWrVnBzc8PYsWNhbm7+0edcuXIlzpw5A7FYDAsLC0ydOlVqnDepG5KSkuDk5ASxWIz27dsjKSmJPksIrxSWeAmpqWvXrmHPnj04efIknj9/LlVmYGCAQYMGYezYsejRo4dMi8qHDBkyBBEREVL7dHV1cfLkSfTo0aPGsRPV0bNnT1y6dAkCgQBnz56lyTII7yjxEpWSkZGBoKAgHDp0SGZ1Hw0NDXz11Vfw8vLCd999V+0e7QkJCXB0dAQAzJ49G/b29li7di1u3ryJQYMG4dSpUzV+HUQ1hIWFYcSIEQBAf1uiMpSyLCAh7/P27VscOnQIISEhuHLliswQIBsbG7i7u8ttCNCNGzcAAG3atMHatWsBlC0B1q9fPyQkJNT4/EQ1iMVizJs3DwDQqFEjbNy4keeICClDiZfwgjGG8+fPIygoCOfOncOrV6+kyk1MTDB06FD4+vrKvUOdkZERgLIxv8XFxRAKhXjy5AkAKHRcOFGutWvX4tGjRwCA8ePHf/T9f0IUjZqaiVIlJydzQ4DKe6yX09bWRr9+/eDt7Q1XV1eFDQF68+YNjI2NIRKJ8OWXX8LCwgIxMTEoKCjA6NGjERISopDrEuXJycmBlZUV8vLyYGJigtTUVDRu3JjvsAgBQDVeogTvGwKkpqYGJycnjB49GqNHj1bK0myNGzfGvn37MGbMGDx+/BiPHz8GAFhbW2PDhg0Kvz5RvDlz5iAvLw8AEBAQQEmXqBSq8RKFEIvFOHnyZJVDgL788kt89913+OGHH2TWaFaWp0+f4ty5c8jMzISNjQ2GDh0KoVDISyxEfhISEtC1a1eUlJSgY8eOSExM/ORe74QoEiVeIldXr17Fnj17EB4eLjMEqEmTJhg0aBB8fHwqXZuZEHno3r07rly5AoFAgIsXL9LwMKJyqKmZ1FhGRgb27NmDQ4cOIS0tTapMQ0MDPXr0gJeXF0aOHEmdl4hCHThwAFeuXAEADB06lJIuUUlU4yXV8jFDgMpXATI2NuYpSlKfvHv3DlZWVkhPT4eOjg6SkpJgZmbGd1iEyKAaL/kkIpEIfn5+CA4OlilT5BCgqmRkZGDRokUAgHbt2nHjNsudOnUKR44cAQBMnDiRpoSsw1auXMktrDJp0iRKukRlUY2XfJKtW7diypQpUvuGDh2q8CFAVZFIJGjZsiWysrKgra2NrKwsrmd0ZmYm7O3tkZubCwsLCyQmJkJLS0up8RHlyMrKgo2NDV69egVTU1OkpqbS35qoLJopnHySvn37wsTERGpffn4+zM3NeVl6T01NDe7u7gDKmr8PHDgAoGyCDg8PD+Tm5kJHRwf/+9//6IO4Dps9ezY3CcvSpUvpb01UGiVe8kksLCyQkpKCqVOnch9uFy5cgL29Pfz8/GRmoFKGiitX7d+/HwCwfPlyXL58GQCwatUq2NraKj0uohxXrlzhbic4Ojri+++/5zcgQj6AmppJtaWlpWHatGk4d+4ct8/IyAgLFizAlClTlLr0Wo8ePRATEwOBQIBDhw5hzJgxKCoqwogRI7gPZVL3MMbQuXNnxMfHQ01NDbGxsejWrRvfYRHyXlTjJdVmYWGBs2fP4vTp07C0tARQNlXftGnT0LFjR0RFRSktFl9fXwBlH8Rubm4oKiqCubk59uzZo7QYiPLt3bsX8fHxAICRI0dS0iW1AtV4iVwUFxcjMDAQa9asQW5uLgBAIBBgyJAh2LhxI1q1aqXQ6xcVFcHU1BQvXrwAULYaTUxMDOzt7RV6XcIfkUgES0tLZGZmQk9PD3fu3EHz5s35DouQD6IaL5ELoVCIOXPmIDk5GWPHjoVQKARjDCdPnkSHDh0wb948mWkj5UlTU5OrdQPAuHHjKOnWccuWLeMW2vjxxx8p6ZJag2q8RCFu3ryJqVOnch2cAMDU1BTLli2Dt7e33OfODQ4OlupU4+LigpiYGLleg6iO9PR02NraIj8/H2ZmZkhJSaFZ0UitQTVeohB2dnaIjY1FaGgo18ycmZkJHx8fdOnSBdeuXZPbtR48eIAZM2ZI7fvzzz+5VYdI3TNr1izk5+cDKOvBTkmX1CaUeIlCubu7Izk5GYsWLeImtoiLi4OLiws8PT3x999/1+j8YrEY3333HfLy8mBoaIjVq1cDKJtYY/v27TWOn6ieS5cu4fjx4wCAbt26wdPTk+eICPk01NRMlCYrKwszZ85EWFgYJBIJAEBfXx8zZszAvHnzoKGh8cnnnDJlCrZu3QoACAkJwciRI/HFF1/gn3/+gampKZ4+fUpLwtUhjDHY29vj1q1bUFdXx9WrV+Hg4MB3WIR8EqrxEqVp3rw5Dh8+jEuXLnEdn/Ly8hAQEIB27dohLCzsk8534sQJ/PrrrwDKhpKMHj0ampqaGDRoEICypu2IiAj5vgjCq507d+LWrVsAgFGjRlHSJbUS1XgJLxhj2LVrF5YsWYLs7Gxuf8+ePbFlyxa0b9/+vcdnZWWhU6dOeP78OUxNTXHnzh2uKfvSpUvcer+DBw9GeHi4wl4HUZ43b97A0tIS2dnZ0NfXR0pKCoyMjPgOi5BPRjVewguBQIBx48YhNTUVM2bMQKNGjQAA0dHR6NSpEyZMmICXL19Webyvry+eP38ONTU17Nmzh0u6QNksVuUduqKiohQ6jIkoz+LFi7kvaTNnzqSkS2otqvESlfDgwQNMnz4dv//+O7fv888/x/z58zF16lReFmAgquPBgwews7NDQUEBWrdujeTk5Gr1CSBEFVCNl6gEc3NznD59GmfOnIGVlRUA4Pnz55g5cyZsbW1x/vx5niMkfJo5cyYKCgoAAKtXr6akS2o1qvESlVNaWopNmzZh1apV3BSQAODq6orAwEC0bt2ax+iIsp0/fx5ff/01GGPo0aMHoqOj+Q6JkBqhxEtU1suXLzF//nwEBwdDLBYDKJuDeeLEiViyZAm0tbV5jpAomkQiga2tLe7evQsNDQ3ExcXREo+k1qOmZqKyDAwMsHPnTsTFxaFHjx4AgIKCAqxfvx6WlpbYvXs36Htj3fbf//4Xd+/eBQCMGTOGki6pE6jGS2qNI0eOYP78+VJTQTo4OGDTpk20HFwd9OrVK1haWiInJweGhoZISUmBoaEh32ERUmNU4yW1xsiRI5GcnIwlS5ZAX18fAJCQkAAXFxe4u7tLjQcmtd9PP/2EnJwcAMDcuXMp6ZI6g2q8pFbKzs7GrFmzcPjwYW76ST09PUybNg3+/v7Q1NTkOUJSEykpKejUqRMKCwthYWGBO3fuQCgU8h0WIXJBNV5SK5mYmCA0NBSXL1+Go6MjgLKmyaVLl8LKygqHDx/mOUJSE9OnT0dhYSEAYN26dZR0SZ1CiZfUal27dsX169exe/dufPHFFwCAJ0+ewM3NDT169EBSUhLPEZJPdfr0aW7cdv/+/eHq6spzRITIFzU1kzrj7du3WLp0KbZv3463b98CADQ0NDBmzBj88ssvdI+wFiguLkaHDh2QmpoKTU1N3Lx5k5tQhZC6gmq8pM7Q1tbG2rVrkZSUhMGDB0MgEEAsFmPXrl2wsrLC+vXrUVpayneY5D0CAwORmpoKoGw+bkq6pC6iGi+psyIjIzFjxgzcu3eP21eegAcMGMBjZKQyubm5sLKyQm5uLoyMjJCamgo9PT2+wyJE7qjGS+qsfv364fbt29i4cSM+//xzAGW9ZQcOHIiBAwfi/v37PEdIKvL390dubi63TUmX1FVU4yX1Ql5eHvz9/bF3714UFRUBALS0tDB+/HgsXboUOjo6PEdYv92+fRuOjo4Qi8WwtrbG7du3oaZG9QJSN9E7m9QL+vr62L59OxISEtCrVy8AgEgkQmBgIKysrLBz506afpJH06ZN4+bj3rBhAyVdUqfRu5vUK+3bt8cff/yBsLAwtGnTBkDZZBwTJkyAg4MDYmNjeY6w/gkLC+NWHBo0aBD69+/Pb0CEKBg1NZN6SywWY82aNdiwYQPy8vIAAGpqahg2bBg2bNgAU1NTniOs+8qblh8+fAgtLS3cunUL5ubmfIdFiEJRjZfUWxoaGli4cCGSk5Ph6ekJdXV1SCQSHD16FDY2Nli0aBHevXvHd5h12tq1a/Hw4UMAwPjx4ynpknqBaryE/J/r169j2rRpuH79OrfPzMwMK1euxKhRo3iMrG7KyclBu3bt8PLlSzRr1gypqanUyY3UC1TjJeT/dO7cGdeuXcPevXu5Zub09HR4eHjAxcUFiYmJPEdYt8ydOxcvX74EAAQEBFDSJfUG1XgJqYRIJMKyZcuwbds25OfnAwCEQiFGjx6N1atXo2nTpjxHWLvduHEDXbp0QUlJCWxtbXHz5k0IBAK+wyJEKSjxEvIe6enpmDFjBk6ePMkNNzI0NMScOXMwY8YMWjWnmpydnfHnn39CIBDgjz/+QM+ePfkOiRCloaZmQt7DzMwMx48fR2RkJDp06ACgbGrDefPmwcbGBqdPn+Y5wtonNDQUf/75JwDg22+/paRL6h2q8RLykSQSCbZu3YoVK1YgJyeH29+/f39s2rQJlpaWPEZXO7x79w5WVlZIT0+Hjo4OkpKSYGZmxndYhCgV1XgJ+Uhqamr48ccfkZqaCj8/P2hqagIAzp8/D3t7e0ydOhWvX7/mOUrV9ssvvyA9PR0AMHHiREq6pF6iGi8h1ZScnIxp06YhKiqK22dsbIyAgABMmDCBpj38l+zsbFhbW+PVq1do3rw50tLSoKWlxXdYhCgdfTIQUk3t2rVDZGQkTpw4wU388OzZM/j5+cHe3h6XLl3iOULVMmvWLLx69QoAsHTpUkq6pN6iGi8hciAWi7F+/XqsW7eOG5sqEAgwbNgwrF+/Hi1btuQ5Qn5dvXoVzs7OkEgkcHR0xPXr12n4EKm3KPESIkc5OTmYO3cuDh48iJKSEgCArq4uJk+ejIULF6Jhw4Y8R1i5N2/eQFtbWyHJkDGGzp07Iz4+HmpqaoiNjUW3bt3kfh1CagtqaiZEjoyMjBAcHIyrV6+ia9euAIDXr19j5cqVsLS0xP79+3mOsHI+Pj7o1KkTYmJi5H7u4OBgxMfHAwBGjBhBSZfUe1TjJUSBQkJCsHDhQmRkZHD7unbtis2bN8PBwYHHyP6/mJgY9OjRA4D8m8dFIhEsLS2RmZkJXV1d3L17F82bN6/xeQmpzajGS4gCeXl5ITU1Ff7+/tDV1QUArjbs7e0tNR6YD4wxTJ8+HWpqati0aRMcHBwQFhaGDh06wN/fHyKRqEbn//nnn5GZmQkAmDp1KiVdQgCAEUKUIj09nQ0bNowJBAIGgAFgBgYGbOXKlUwsFvMS044dOxgA5u7uzhhjTCKRsKCgIGZqasoAMFNTUxYUFMQkEsknnzs9PZ3p6OgwAKxly5assLBQ3uETUitR4iVEyaKjo5mtrS2XfAEwc3NzduLECaXGkZ+fz0xMTJienh7766+/pMoKCgrY/Pnzma6uLgPAHB0d2ZUrVz7p/MOGDeNe3/79++UZOiG1GiVeQnhQWlrKfv31V2ZsbCyVgPv27cvu3bunlBhmzpzJALCAgIAqn5Oens6GDx/OBAIBU1NTY+7u7iwzM/OD57506RJXs+/WrZs8wyak1qPESwiPXr16xX788UfWsGFDLvlqamoyPz8/lpeXp7DrPnr0iDVq1IiZmZl9VBNwTEwMs7e3ZwCYnp4eCwgIqPI4iUTCOnbsyAAwdXV1Fh8fL+/wCanVKPESogJSUlJY//79pWq/RkZGbPPmzay0tFTu1xsyZAgDwA4ePPjRx0gkErZz505mYmLCADAzM7NKm5DL7xsDYF5eXvIMm5A6gRIvISokIiKCWVhYSCXgDh06sKioKLldIzIykgkEAta9e/dqHZ+fn89mzZrFtLW1uabk8lpt+X1jAExfX5/9/fffcoubkLqCxvESomKKi4uxceNGrF27Frm5uQDKxtd+88032LhxY41W9JFIJLCzs0NycjKuXbuGTp06Vftcjx8/xowZMxAREYEGDRpg1KhR0NLSwo4dOwCUDSVauHBhtc9PSF1FiZcQFfXixQvMmzcP+/fvR3FxMQBAR0cHkyZNQkBAQLUWGdi6dSumTJkCLy8v7Nu3Ty5xXrhwATNnzsTt27e5fa1bt0ZycjI0NDTkcg1C6hJKvISouMTEREybNg2XL1/m9pmamuLnn3+Gt7f3R5/n9evXsLS0RFFREVJSUmBkZCS3GCUSCUxNTZGdnQ0AOHLkCEaMGCG38xNSl9DMVYSoOHt7e8TGxuLgwYNcM3NmZia+//57dOnSBdevX/+o8yxatAjPnj3DzJkz5Zp0AeDs2bNc0u3SpQslXULeg2q8hNQi7969w4oVK7Blyxa8fv0aAKCurg43NzesW7cOxsbGlR6XlpYGe3t7NGvWTO5NwBVru2pqakhMTIStra3czk9IXUM1XkJqkc8++ww///wz7ty5gxEjRkBNTQ0lJSU4cOAA2rVrh+XLl0MsFsscN2PGDIhEIqxatUru911XrlzJ1XZHjx5NSZeQD6AaLyG1WGxsLKZNm4abN29y+9q0aYPVq1dj2LBhAMqagQcMGIAePXogOjpartd/9eoVmjdvjoKCAujq6uLBgwdo2rSpXK9BSF1DNV5CajEXFxfcuHEDO3bsgImJCQDg4cOHGD58OPr06YNbt25h5syZEAqF2LRpk9yvP27cOBQUFAAA/P39KekS8hGoxktIHZGfn4/Fixdj586d3HJ+QqEQxcXFGD16NEJCQuR6vdTUVFhbW0MikcDMzAz379+HUCiU6zUIqYuoxktIHaGjo4ONGzfi5s2bGDBgAABw439PnTqFwMBASCQSuV3P3d2dO9+mTZso6RLykajGS0gddfz4cUyaNAk5OTncvjZt2uDXX39Fv379anTuY8eOYfjw4QDKmrtjYmJqdD5C6hNKvITUYaWlpVi0aBECAwNRWFjI7e/fvz+2bduGL7/8slrn/OKLL5CTkwN1dXUkJSWhXbt28gybkDqNmpoJqcMaNGiAlStXIiMjAwMHDoRAIAAAnD9/Hu3atcOsWbPw9u3bTzrnkiVLuFq0j48PJV1CPhHVeAmpRxITE+Hh4YG0tDRuX9OmTbFq1Sr4+Phwibkqubm5aNGiBQoLC6Gvr49Hjx5BX19f0WETUqdQjZeQesTe3h6pqakICgqCgYEBgLLFGHx9fWFra4urV6++93hfX1+uyXrRokWUdAmpBqrxElJPFRUVYfbs2dixYwfX+1kgEGDo0KHYsmULNy64XFJSEuzs7MAYQ+vWrZGWloYGDRrwETohtRolXkLquezsbHh6ekrNatWoUSPMmjULCxYsgKamJgDA2toaycnJAMpmw/rPf/7DR7iE1HqUeAkhAIDLly/Dy8sL6enp3D4TExMEBgaipKQEHh4eAIA+ffogKiqKpygJqf0o8RJCOIwxbNmyBQEBAdzqRxUJhULcu3cP5ubmPERHSN1AnasIIRyBQICpU6ciKysL33//PdTV1aXKJ0yYQEmXkBqiGi8hpEqPHj2Ch4cH4uLiYGxsjLS0NOjo6PAdFiG1GiVeQsgHpaamokWLFtDS0uI7FEJqPUq8hBBCiBLRPV5CCCFEiSjxEkIIIUpEiZcQQghRIkq8hBBCiBJR4iWEEEKUiBIvIYQQokSUeAkhhBAlosRLCCGEKBElXkIIIUSJKPESQgghSkSJlxBCCFEiSryEEEKIElHiJYQQQpSIEi8hhBCiRJR4CSGEECWixEsIIYQoESVeQgghRIko8RJCCCFKRImXEEIIUSJKvIQQQogSUeIlhBBClIgSLyGEEKJE/w/XNxk+eUoCmQAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/365.jpg"
}
] |
<image>Line l is parallel to line m. What is the value of x?
|
C
| 64,813 | null |
C
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/366.jpg"
}
] |
<image>The diameters of \odot A, \odot B, and \odot C are 8 inches, 18 inches, and 11 inches, respectively. Find F G.
|
C
| 64,814 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/367.jpg"
}
] |
<image>Find x in \triangle P Q R.
|
B
| 64,815 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/368.jpg"
}
] |
<image>Find y.
|
A
| 64,816 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/369.jpg"
}
] |
<image>Find the area of the blue sector.
|
B
| 64,817 | null |
B
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/370.jpg"
}
] |
<image>The diagonals of rectangle A B C D the have a length of 56 feet. If m \angle B A C = 42, what is the length of A B to the nearest tenth of a foot?
|
A
| 64,818 | null |
A
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/371.jpg"
}
] |
<image>Quadrilateral W X Y Z is a rectangle. Find the measure of \angle 12 if m \angle 1 = 30.
|
C
| 64,819 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/372.jpg"
}
] |
<image>Find x. Round to the nearest tenth.
|
A
| 64,820 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/373.jpg"
}
] |
<image>In \odot A, m \angle E A D = 42. Find m \widehat C D.
|
A
| 64,821 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/374.jpg"
}
] |
<image>Find m \angle 1.
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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/375.jpg"
}
] |
<image>Find the area of the shaded region. Round to the nearest tenth.
|
B
| 64,823 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/376.jpg"
}
] |
<image>Find the scale factor from W to W'.
|
B
| 64,824 | null |
B
|
[
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WJu0SQgixgEiwE2IBK5VV/nNXkHfOxcgWtXYJk17Hv+5s5oZOLxZplxBCiAVFntWFWMD+sH+Ip4+GGMtMtkt8b2Mdd6+uxWuTLVghhFhoJNgJsUAdDib488ERzkcn2yXWNTr4zsZ6Wr0WZANWCCEWHgl2QixA6XyJh/YE+aB/sl3CYdbzLzua2drqknYJIYRYoOTZXYgF6KE9QZ4/EWZ8ol1CgZ9vbZR2CSGEWOAk2AmxwLzZNcZfDo8wGJ8cbXJjh7fSLmGaxUcmhBBiukmwE2IBCSXzPLJviKNDKUqV2Sa1diM/2drImgYHemmXEEKIBU2CnRALyH/sCvLqmantEvDrnc3cuswn7RJCCHEVkGAnxALx9JFRnjoySig5OdrkntW13Lc2QI1dRpsIIcTVQIKdEAvAuXCax/YPcTaUplyZbdLhs/KDzQ0slnYJIYS4akiwE2KeK5bK/OfuIO/1TG2XUPjXa5u5vsODxSDf5kIIcbWQZ/w5RNZUxOX4w/4h/n4sRDRTrH7sB5vrpV1CCCGuQhLsZota+U+FhDpxOQ4OxPnTwRHOR7PVdokNTU6+s6GeFo9ldh+cEEKIGSfBbpaon/0pQnyqZK7IQ3sG2T+QoFBpl3Ca9fxyexNbWlwY9fJ2QQghrjYS7ISYpx7aM8gLJ8PEJ9olgF9sa+SOldIuIYQQVysJdkLMQ6+f1dolhqa0S9y82Ms319dR75R2CSGEuFpJsBNinhlN5Hlk7yDHhyfbJeqcJn6ytZFV9dIuIYQQVzMJdkLMI6qq8h+7B3jtbPRj7RK3LJV2CSGEuNpJsBNiHnnqyChPfjhKODW5BXvvmgD3ramlxi5bsEIIcbWTYCfEPHE2lOYP+4fpDmeo7MCyuMbK9zfX01FjQ8olhBBCSLATYh4olMr85+4B3u+dbJcwG3T8685mrpN2CSGEEBXyaiDEPPD7D4b4x7EwsfRku8QPN9fztVW1eK3SLiGEEEIjwU6IOe6D/jh/PjhCfyxbHWy9ucXJdzfU0yztEkIIIaaQYCfEHJbIFfntniAHg/Fqu4TboucX25rY1OKUdgkhhBAXkGAnxBz20O4gL56MEM9qo00U4MFtTdy+oganWdolhBBCXEiCnRBz1CunIzxxeIShxORok1uW+rh/fR110i4hhBDiIiTYCTEHDcVzPLpviBPD6Wq7RIPLxAPXNLKyzi7tEkIIIS5Kgp0Qc9Bvdgd5o2uMdEHbgjXoFH69o5kvLfFik3YJIYQQn0CCnRBzzF8Oj1TaJQrVj923NsC9awPSLiGEEOJTSbATYg45NZriD/uH6I5MtkssrbXxg031dPit0i4hhBDiU0mwE2KOyJfK/GZ3kN294+Qq7RIWg45f72hiZ7sbs7RLCCGE+AzySiHEHPHovkGeORYilplsl/jxlga+troWj7RLCCGEuAQS7ISYA/aeH+fPB0cYGM9V2yWuaXXxnQ11NLmlXUIIIcSlkWAnxCwbzxZ5eE+QQ8FEtV3CYzXw4LYmNjS7pF1CCCHEJZNgJ8Qse2h3kH+eGiORq7RLKPCL7Y18dYUfp1lGmwghhLh0EuxmlfrZnyIWtJdOhXni8Agjycl2iduW+bh/nbRLCCGE+Pwk2M0iiXVXt+B4lkf3DXFqJFVtl2hym3lgSyPLA3b0MttECCHE5yTBTohZoKoqv9kV5M2uKOmCNtpEa5do4mZplxBCCHGZJNgJMQueODTCk0dGCacn2yW+uU5rl/DbZAtWCCHE5ZFgJ8QMOzmS4o8HhukZy6JW9uNXBLR2iTaftEsIIYS4fBLshJhBuWKZ3+weYM/5yXYJm1HHr3Y2s73NI+0SQgghvhB5FRFiBj26b5BnjocvaJf40ZYG7lpVi8dqmMVHJoQQYiGQYCfEDNnVG+NPB4cZiE22S+xoc/PdjfU0uc2z+tiEEEIsDBLshJgB0UyB3+4Z5MPBJMXKaBOvzcDPtjWyvtGJQScH64QQQnxxEuyEmAEP7w7y8ulItV1Cp8AvtjXxlWV+HNIuIYQQ4gqRYCfENHvxZJgnDo8ykpgcbfKV5X6+tV7aJYQQQlxZEuyEmEZ90SyP7Bvk1GiKUmW2SYvHzANbGlgWsKGT2SZCCCGuIAl2QkyTsqry0O4B3u6Okam0Sxh1Cr/e2cxNi31YjbIFK4QQ4sqSYCfENHni0AhPHQkRmdIucf/6Or6+JoDPbpzFRyaEEGKhkmAnxDQ4Npzksf1DF7RLrKq384PN9SzyWpANWCGEENNBgp0QV1i2UOah3UH29cXJl7QtWLtJx7/saGJbq1vaJYQQQkwbeYUR4gp7ZN8gzx4PMz6lXeLHWxq5a1UtbmmXEEIIMY0k2AlxBb3Xo7VLBMcn2yWubdfaJRpd0i4hhBBiekmwE+IKGUtp7RJHhibbJfx2Iz/b2sTaBoe0SwghhJh2EuyEuEIe2hPklTMRklPaJX65vZHblvukXUIIIcSMkGAnxBXw3IkwTxweuaBd4o4Vfu5fV0fAIe0SQgghZoYEOyG+oPNjGR7dN8iZUJpyZbbJIq+FH29pZEmttEsIIYSYORLs5ghFXvznpVJZ5Te7g7x7brJdwqRX+PWOJm7o9Eq7hBBCiBklwW6WTAytFfPbfx0c5m8faZf49vo6vr5W2iWEEELMPAl2QlymI4MJHts/TG90sl1iTYOd729uoFXaJYQQQswCCXZCXIZ0vsRDu4Ps759sl3CY9PzLjmauaXVh0su3lhBCiJknrz5CXIZH9g3y3IkIsazWLqEAD1zTwJ0ra3BbpF1CCCHE7JBgJ8Tn9HZ3lD8dGGYwnqt+7LoOD9/dWE+DtEsIIYSYRRLshPgcQsk8v907yLHhVLVdosZu5GdbG1ldL+0SQgghZpcEOyE+h4f2BHntzBjJvNYuoVfgl9ubuHWZX9olhBBCzDoJdkJcomeOhfjL4VFGk/nqx+5cWcP96+uodchoEyGEELNPgp0Ql6AnorVLnA2nqezA0u6z8OMtDSyukXYJIYQQc4MEOyE+Q7Gs8ps9Qd7rHSdbaZcw6xV+taOZ6zq8WI3ybSSEEGJukFckIT7Dnw8M87cjo4xNaZf4zsZ67l0bwC/tEkIIIeYQCXZCfIpDwQSP7R+ib0q7xPpGBz/YVE+zR0abCCGEmFtkkqoQnyCVK/HwnkEODCTIl7RU5zTr+cWOJja1LJx2iWK8j2P793Hg8Gn6R8fJKVY8De2s2LyDbWvbqXUYpR5NCCHmCQl2QnyC3+0b5PkTIcantEv89JpG7lxZu0DaJUrEu97jub/9g1fe+5CugVFiySwljFhcPureeJs9X7qPb917PSsbXRgl3QkhxJy3EF6dhLji3uyaaJeYHG1yY6dXa5dwmmbxkV05hcF9PPvH3/OnF/bSM1bCVtfCksW1WEsxBnvO03fkXYaHwsRVI7/+1nUsq7PJ2Q0hhJjjJNgJ8RGjiTy/2xPk+EiKUmW2SZ3DxE+3NbKy3o5+IbRLqFGOvvYML76xn55xG4u//DW+fvu1rG71YSpniHTv46WnnuatI6d49+m/sXxFG7XXL6XGvAB+7UIIsYBJsBPiIx7aE+S1riipKe0Sv9jexC1LfNhNC6Ndohw9we7dxzg3ksG59m7u/+53uGtbOx6LAQUorVxMiyNH/P/7JO93f8B7+85w4+o2ahrkwogQQsxlEuyEmOLvR0d54vAIoSntEl9bVcP96wPUOC51C1YlETxFV3+YRK58eQ/E6GPNyg68Hvsn/BR5oj1HOHjgMMe7BgjF0mB2429sZ+n6LWxevYgah+kTt07LQ930DMdIFB2s3bKDjSsWVUMdgN5Wy5KdN7DpxXc51nuCnq4+4vEUSLATQog5TYKdEBXd4QyP7huiO5yptkt0+q38eEsjnX4bl74DW2L0wPP86e976A4XUC/jsSjODfwf//c/uXiwy41w5LVn+McLb7L/ZC9D4XGSmRyKwYrN5SfQ9Cqrd97Ovfd9mfWLvFguku7UTJZcsUgJEy6PE7PZ8LGbrzqHF4/DgkkP0UyGYqF0Gb8SIYQQM0mCnRBAoVTmN7sHeL93nGxRW2WzGHT8akcT13Z4sHyudgmVTLiP7lPHOTaUu7xg5/GSSGY//n+Uohx/6c88+tjTvH18iESuNPn1iyny2RSx0SB9ff0Mj+f51U/vYOMiD6aPpDad14PLYsakhhjsGyaezKJ6bBeEu1K4n4FQglQBXB4vJvPCuDQihBALmQQ7IYA/HRjm6aMholPaJb67sZ6vrwngs33edgkFW6CDFWs2YmoqfPanTygnGT7Xx+h4GtXhQmf8aJBSiR17haefep53jw0SzxvwL9vOtddvZW2bj/FzB9j95tsc7xsjHTnHBy/8ib+2thK4bxvtvgtn0enqV7CirYb3jgc5//6LvLxuEYGvrqfJpW3fFmPneP/ZF9lzepAEAdavasfns33O3wchhBAzTYKduOodGIhr7RKxbHX1a2OTs9IuYbmMr6infsvd/LD1BlL5Sz1jV2Rk31949M9BRlK1rP/Sdfgaai/8lEIfe//5CruPDTCeB9eyL/Ptn32XO65bTYvPRjayjR3rF/H47/7C28cGSYyd4d0XXufazZ3UexuxTUl2iq2Ta2/ZyftH+3in6wNeeCRP+PQ1rFncgL0cJ3jyAHve38epkSzutV/jS9csocEt9WlCCDHXSbATV7VEtsjDe4IcDCYpVNolXBYDv9jRxMZmJ0b95Yz3ULDVdbC87tJ/RD74Hoe6+xiJFfFvvJ1779hBS+DC83W57r28e7CLwXge1dTG1rvu5qs3b2Kx34IOsDZ0sPHL96OMDRAM/5MjA0lip99jz7Hb2by4nlbnlO1kxUbLtnv4zrciJP7wIofO7uWVoTN84HFgUrPEx8aIZ8C99Ga++YOvc+3KOhzybCGEEHOePFWLq9oj+wZ54USE+AXtEg3csaIG1wy1S6i5Pt7/x5O8+P5pIrY1fPu+O9i5sg7HBVUPBc5/eJCuoQjpEpjaNnDd5qU0ey0X3HzVWetYffP1bHj1AOeGkoxnBzhy9ByjN6yixWm/YDtW72rjmrsewOxfxKuvvs2+w2foHx0kp1jw1C9n56bruOmWW7hx2zIanCapFRNCiHlAgt0suZwD9eLKev3MGI8fHGYoMTna5OYlWrtE/Yy1SxQY3Ps8z7y8l66IkWXfvJtbty2nzv6RftbSCGdO9RMZz1BGT2DlOtrr/Ng+dqdDwdywgXVL63nzSC/j8TyDXd2ExhMUsHPhr0qHpWYxm2/107TsGr4UHCGWzFFUDFhdPupaOmhr8uMw6yXUCSHEPCHBTlyVhuM5frs3yMmRdLVdot5p4qdbG1lRN3PtEsWR/bz8j9c40B1BabudO27dyrJ6B4aP/PRqdoC+YIxkugyKi+a2ZjxO68Xn1BlqaGurw+0wocSzZIcHGU2kyal87HYsgN7ipXmZl+Zl0/ErFEIIMZOk+lFcdVRVa5d4oytWbZcw6BR+ub2JL81ku0R5jCMvP8Or+84SKtaz5Y6vsn1VE66LpK9ydITR8TSZEqDzUVfvxGb9pMdpJBCowW7Vhgmr4xHC6SzZy5yVLIQQYv6QYCeuOk8fHeUvh0cJpya3YO9eXcv96+uotc/UFqxK+uw7vPjqPs6MpLEtu5Hbrl3NIp/lot+UpXCYsXSWvAooTtweC6aLLb8BoMPhcmIxGdEBai5OLJEjX5QDAEIIsdBJsBNXlTOjaR7ZN8i5yGS7xJIaKz/e0kC734oyU4fJisMceOUV9p0aIkEDm265gbXtAWyfsAhXSMRJ5QsUAQwWrBYD+k/57tWbLZgMeu0bXM2QThcoFq/8L0MIIcTcIsFulqgfuT4RSubJl2SvbDrli2Ue2hNkz/n4Be0S/7KjmZ1tbiyGmfp2UImfeJOX3z1GXzSHben1fHnrMpo8n3TzVCWTzlAoFlEBxWDEoFM+teJM0evRK4r29dQ8+XyRUklW7IQQYqGTyxOzJJ4pUixPvtD+P948z/MnwqwI2FnVYGdVnZ1ah2nGDvFfDR4/MMTfP9Iu8b2N9Xx9TS3ez90u8QUUhzjw2lsc6h4hVfax9cbrWN0ewP6JR/vK5HM5ShPBX1HQfdbSolL9L6BEsaiiSq4TQogFT4LdLEnmS9XbmADvnIuxry9OwGGkwWWmwWWmw29lZZ2d1fV2lgfsuCyGmdsqXGA+6Ivz2P5h+scn2yW2NLv44eZ6mtyX0y5xuVQy3bt464MzDI7n0Tds4LrNi2n0mD91pEipWKY8kczUzxvSVNTP/WOEEELMRxLsZonTbNBW46Zsj2WLZfpiOfpiucrn6Klzmmh0mWlym1lSa6sGvU6/FYtxhm5vznPjlXaJw4OT7RIei4EHdzSxvuly2yUukxrj2NvvcKRnhFTJTNuWa1nbXofrMxYMy6rKhcnsUlKaJDkhhLjaSLCbJQ6zHsOUbdZOv5VQMk8iX6q+fidyJRK5DF3hDDoFvDYjDZWg1+KxsCxgY1W9tm3b6LbMbECZRx7ZO8iLp6a0Syjws22N3L7CP2PtEhNKw4d4Z+9pgmM5yualbNq+iuZaB58Z0RUmd1YVhc9cui1rpzjVyg9WFEVWe4UQ4iogwW6WfPSM1P98fQteq5Gz4TQnhlMcH0lxLpKpHvIvqxBJFYikChwbTmHUK9TatW3bRpeZNp+FFXVayFtZb8drM6KXV3JePR3h8QPDDE9pl/jyEh/f3VhP3Yy1S0woEjz4Ph/2jBDPq1iWb2Tz4nr8H6+P+BjtIkTlz1NR0MGnt0GoU7Zu+fSLFkIIIRYOCXZzxDWtbja3OBlLFxmK5xiM5+iPZTk1Wgl6w0kG4/nqhYtCSWUwnmcwnucACWxGHXVOkxb03GYWV87nraq3s7TWjt2kv+pWbAbHc/x27yCnQpPtEo0urV1iWa1t5oNv/jwH9xwnGEpSxELnhg101PmwfubDUDCaTOgm5ptULk986g8rl1HVyoqdYsBg1KOTdCeEEAueBLs5RKco1NiN1NiNrGlwUCiphJJ5BitBr3csy8mRFMeHU5wcTTGWLlZXZdKFMj1jWXrGsiiAy2KgwaUFvWa3maW1k9u2i3xWzDM22mN2lFWVh/YEebM7Rnpqu8SOJm5e7MU2U+0SU+R79vPBqUHCqRKYO1m3voNan/USelgVLBYzBr3W2XpJp+tKJUpqufK5ZiwWA3o5kimEEAueBLs5zKhXaHRrK3AA6XyJ4UQl6I3n6ApnODGS4sRIkrOhDKl8qXquajxbZDxb5NRoGr2i4Lcbqtu2rV4LywM2VlVW9AJO8wXn/RaCv304yl8Oj1zQLnHvmlruX1dHzYy1S0xVoO/Dw3QPj5Epg75uBasW+fFYLuX3XcHicGA1GtABpVKJYrnMJ089VMlns+SLpcqKnRWbzYjhowW0QgghFhwJdvOIzaSnw2+lw29FVWE8W2AorgW9gViOM6E0J0aSHB9OcT6aqw48Lqkqo8kCo8kCHw4mMRt01NqNWmh0menwW7T5eZWxKm6r4bPnpM1hp0ZTPPLBED1j2epFlGW1Nn68pZE23wy2S0xVDHLsSA+j0QxldASWLKfV78F6iQunep8Xt9WMUYFiIUuuUKZU5hNGjKskE0nyhcpAY5sLj93ELCxSCiGEmGES7OYpRQGP1YjHamRFnZ1SWSWcKlTP5/VFtfN5x4eTnBhJMZosVM/n5YplBsZzDIxrY1UcJj31ThONbjNNLjOLa7XzeSvr7CyusWE16S9hu3BuyBXKPLQ7yN7z4+QqF0+sRh3/sqOJbW2uWduCLg0f4+i5UWKZMihu2ld0UuOxf/Zt2Aq9P0CN3YJFgUwpwXg8S76gwkVX4UqEw2OkszlUQOeppcZmxbKwd9+FEEIgwW7B0OsU6pwm6pwm1jc5yRXLjCbzDI5rQe9cJKOdzxtJcWo0TTxbrHalJvMluiIZuiIZFAW81slt22a3WRurUmdnZb2DZo8Z06eVlM6yPx4Y4h/HQsQyk8WoP9hUzz1rAnitM9gucYEy0dMn6QnFSJcAUyMdnbW4nJf+7ac4mmisdWIzK0RzEUaGk2QyZbBeJBqWxwgGIyRTBUDBGqin1mHlknZ9hRBCzGsS7BYos0FHi8dCi0drVUjkitr5vPEcwfEcZ0NpTo5qFzG6IxkyBW11S1VhLF1kLF3k+HAKg065YNt2kW/ifJ6DFXV2auzGOVN7trdvnMf2DzEwnqteMNja6uIHmxpodJln74GpGc6f7SE8nqII6LwtLAo4cZg+x++bsYnFnfW4nUYGMwl6zp4nOr6Rss/5sd3Y8thpTveGiaXLgImG9jb8rkuYlSeEEGLek2B3lXCaDTjNBpbU2FBVVRurktAuYfTFspwZTXN8JMWJkRTB8Vy1oaFYVhlK5BlKaGNVrEYdAYeJpkrQ6/RbWVHZtl0WsOE0z07tWSxT4OE9QY5MaZfwWg08uL2JdY2O2R3eXBqiu2eEeFLrqDXVt9Dksl/y+ToAFDuL16+kuWY/XaEwwx/u4/jATpa3OHFf8F1cYOjQXo6eHyVeAEyNrFi9CL/3Um7fCiGEmO8k2F2FFEXBbzfitxtZXa+NVQmntEsYwfEc58eynBxNcaIyViWSLlbnwGUKZc5Hs5yPZoHKWJXK+bxmt5klNTZWVMaqtPssM1Z79ru9Q/zz5BjxnDbaRKfAz7Y28tXlfpwz3C7xUeVoDz2D4yRzKqDD19SMz27j820M6/Cs3MGWZa9xpCfCcHAvLzzzBu11XrZ3+rDoAUrEu97m2Wff42RwnAIKto5ruGZFEzX2ubt9LoQQ4sqRYCcw6hUaXGYaXGY2NUOmUGIkkSdYOZ/XPXE+bzjFmVCaZK5U3eqMZ4vEs0VOh9LoFAWfzUBjZUhyq8fMsoC2mreqzk69yzwtK2cvnYrw+MEhRqa0S9y6dLbaJT6uONTPUCxFpgRgwFcXwGa1fO4VNJ17OTfetpPdxweIno1w4vX/4jfpIMe3rqWz0UMhfIYj77/Gm++fJZQqgbmZLbfeyLr2AJdQbiGEEGIBkGAnPsZq1NPms9LmswLaTLzheI5gZazK2VC6Mj8vRc9Ytnr7tKxqN3PDqQJHhpKY9Aq1DlM16LX7LCyvjFVZEbDjtX3xsSoDsSy/3RvkzGiaUmW2SbPbzE+3NrK01jYHxraUiQ8PM5bOUABQ7PhqXFjMl/Gtp9ho3X4337izj9E/vcnJkR4Ovham98h7+N1WSolRRkbGSOaKqHo3S2/6OvfdspE2r+XiU1GEEEIsOBLsxGdyWwy4LQaWBeyUVJVIZaxKcFwbq3K6cj7v5EiK4cRk7Vm+pBKsXNagH+wmPXVO7Xxek8vM4prJ83mLa2zYzZ9vrEq5rPLwniDvdMdIVy5/GPUKv9zexA2ds9Mu8XFlRodGSaaz2iqnzo3Pb8FsvrzAqXd3suPeB8jr7fz1769zqDdCeCBBeGDiMxRMnnbW3XQX93/76+xYUoNNvsuFEOKqIU/5s2RqLdRsryl9HnpFIeAwEXCYWNeojVUJJSe3bXsqtWcnRlKcGk0Ry0yOVUnlS5yLZDgXyaAAnomxKm4zLZXas5V1dlbU21nksWD6jJlzT344wl8OjxJOF6ofu29NLfevn612iYvREdj6Tf7Fu5NYRgXFTcfWdvyXPXtEj6N5PTd/00Xj8k0cPHiU0z1BQtE0WNzUNHeybNUa1m3awMpFtThMslYnhBBXEwl2s+VSCj8/Q2G8j5MffsixU+cYHBkjnimiGC3Y3bU0ti1h1aaNrGjyYJnGKimzQUezx0JzZaxKKl+qbtsGY1rt2cT8vO5IhvSU2rNopkg0U+TEiDZWxW830ugy0+Q2s8hrYVmtjZX12opercN0Qe3ZiZEkj+wbojc62S6xImDnx1saafVaZqdd4qJ01CzfyS3Lr+zXtAUWs/GmFpas3U4oEiORyoHRhtNXS6DWg91smFdvGIQQQlwZEuzmIzVN8MBrPP/8q+w+fJrzgyGi8RSZfAlFb8Rkc+GtqaNpyVp23nYfd9+8ika3eUbOWdlNejprbHRWxqrEMkUG49r8vP5YtlJ7pq3o9cey5KeMVRlJ5BlJ5DkUTGAxaGNVGt1mmtwmOnxWllcuYSzyWvjPXUE+6I9Xz/fZKu0SWxe5Z61dYsbpzDhrm3HWNs/2IxFCCDFHSLCbdwoM7/0bv//dX/jn7rOMpvLVrU4AyjmK4yHS4yGCvd30nBsgnP1XfnHHOupdM7s9qSgKXpsRr83Iqno7xbI2ViU4rs3P662czzsxnOLEaIpwqlAdq5ItlumLZemLaWNVnGY99S7tbF6t3ci7PbEL2yU213P36lo8VvkrLYQQ4uolr4LzTGl0P8//11P88/3TjKSLqOYalm3ewbZNK2mtsaCmxhg4c4jduw7SE0oROrOL5x7z8PVNDdS5mmd1e86gU6h3mql3amNVsoWyNlYlniM4nuVcJMOpStA7HUoTzxWr26yJXIlEKM3ZUPqiX7dchsODCVSgcZrGqgghhBBznQS7eSVH73vP89qBc4QzRVR9Devv/gk/+vrNbF7egt9pRM0lGRu6iW2r/4uHH32Jo8E4sbNv0x37GUvUZqxzKO9YjDoW+Sws8lkAN/GsVnsWHM8xEMtyNpzm5Ei6MlZlsvbso8oqPH8yzOHBBI1uC21erfZsZZ2dFXV2fLa5U3smhBBCTCcJdvNJoZd97xyhP5KmqCrYlt7EN75xBzdtaMFhrAQXg5eGxV5qa4yMnjxF8J/HGE7FOTSQZccaFetcSnYf4bIYcFkMLK21Ua7Ung2Oaxcx+qNZ/n/v9XNiJE1ZvfDmSVlVGYrnGYrnoT+BzaibHKviNtPpt7EioF3EWFJrw2GandozIYQQYrpJsJtHSqFTHO+NksyVASvt225ifVsAu/HjKcXgWca1W5fx5PvdjKRSnOoaJ5EqUmf9fEVWs0WnKNTYjdTYjaxtdPDs8VDlLOFkqFtVZ8dq1NEbzRJNF6sDitOFMj1jWXrGsiiA26rVnjW5zbR4LCyptbEiYGdlnY1FPuvVc9lCCCHEgifBbh4pjwwxksySLwM6P53LmnDZzZ9wbs5AYFELXpsZPSlCw2Nk8wVUjPNuDMb5aIbffzBEz1imelGk1WPhv13XQmeNldFknu5whlOVftuzkQyp3ORYlVimSCxT5ORoGr2i4LcbaHJbaHKZafVaWDZl27bOeeFYFSGEEGI+kWA3j6jJBMliiRKAzkttwIrJ9MkhRO+wYzUa0CuQSaUoFksz9livlFJZ5eHdg7x7LlY9Y2eqtEvcuzZAjd2IqsJ4tsBgXDuf1x+dOJ+njVXpi+WqY1FKqspossBossChYAKzXkfAadSCnttMh89aDXrLAzbc1i9eeyaEEELMFAl284ha0rYbVQDFgtWmR/dprVnFEuXK5+sU3fyquKj46+ER/vrhCJEp7RLfWBfgm+sD+O3atrKigMdqxGM1srLOTqmsddYOVmrPzkeznB5NVYPeaLJQrT3Llcr0x3L0x3IAOMx66p0mmtwWmt0X1p51+K3Y50RNmRBCCHFxEuzmEX3rdu75np1rollUfQvXNHk+5ZarSi4WJZEvUFLB6fFgMsyvP+5jQ0l+t2+Q89FcdezJqrpKu4TH8ok5Va9TqHOaqHOa2NCk1Z6NTNy2Hc/RE6ls246kOBNKM56drD1L5kp05TJ0hTMoCnitWhtGs9tMi1erPdPO59lp8pgx6eV8nhBCiLljfr3SX+X0LVu445trKZbKoBixuRx8YuWomqH3TC/RZIYy0NTqw2Y1zZtFu3ShxEN7ghwYSJAvaduodpOeX+5oZkuL6zN7ZKcyG3S0ei20erXas0SuyFB8cqxKVzjDycqK3rlIhnRly1dVYSxdYCxd4NhwEoNOodZhrK7mLaqcz1sR0M7n1dhlrIoQQojZJcFuHlGMdtxe+yV9bmn0EG/t7SIcz6OisHaxDZdt/qwu/eGDIZ45Fq62SyjAjzbXc/fqmi/cLuE0G3DWamNV1ImxKpVt276oVns2EfSC47kLas8mxqrs7wdrZaxKs9tCk8tER42V5ZXVvCW1NlxmGasihBBiZkmwW4DUTD+7/v4krx8ZZDyvgqmZNTVWnBcZizIXvXcuxu8/GGIwnqt+bGe7mx9ubqDBZb6iP5eiKPjtRvx2I2saHBRKKqFK7VkwlqM3mtFqz0ZSnBpNEUkXq7VnmUKZ3rEsvWNa7ZnLoqfRZa6u6C2pnM9bUWen3WfBYpTzeUIIIaaXBLsFRs0NceCZP/DY0+/RFU5TVE3Ub7mTem+A+ZDrwqkCD+8JcnwkVb3gUGM38vNtTayqd0z7KBKjXqHRZabRZWZLC2QKJYYTeQZi2rZttfZsNEVXKE2iMlYFIJ4tEc+mOTWaRqco+G2GypBkC4u8ZpbW2itBz0a9U2rPhBBCXHkS7BYQNRPkg2ce45E/PMu+njEyJQXH4hv55vfupL7OM9sP75I8sjfIK2fGSOa00Sx6BR7c2sity/w4zDO/4mU16mn3WWn3WVFViGe1bduBj9SenRxJcT6aJVsZq1JWVUKpAqFUgcODSUx6hYCjsm3rMdPus7AsYGdFwMbygB2vTcaqCCGE+OIk2C0QarqfPU8/xqOPP8uerjDpooJ90U7u+/GPuGfnYjy2uf9H/cKJMI8fHGY0ma9+7KsravjupnoCjtlvzFAUrcXCbTWwos5OSVWJpAoMVm7bnh+78HzeSCJPobLqmC+pWhgcz0GfdhGk3mmi2aPduO3021heZ2dlwEZnjRW71J4JIYS4DHP/1V58JjXVy/tP/Z5H//QC+85FyBR1ODuu574HHuA7t2+gyWVmrp/u6hnL8PDeQbrCk+0SbV4LP93aSIffNidXs/SKtgoXcJhY3+QkXywzkpy4bZujZ0w7n3dyNMWp0TSxTKH6a0vlS3RHMnRHMiiAx2qg0W2m2W2hxWNmSa21etu2xWOR2jMhhBCXRILdPKcmzvHOXx/l0f96kf29UbJFA76VX+abP/oB37htA61uC3P9KFexpPLw7iDv90xplzBo7RLXtXuwGudHqDEZdLR4LLR4LLBIm4k3nJjctu0OZzg5qm3bdkcypPOTtWfRTJFopsjx4RQGnXaho9ltpsltps1rZWnt5EWMWofUngkhhLg4CXbzWCl+lrefeJRH/+slDvXFyJbN1G+6g2//6Hvcc+NKGubBSh3AXz4c4ckjo0RSk+0S91faJXz22d+CvVwOs57FZhuLa7SxKtFMsbpt2xedPJ93ajRFfyxXnddXLKuMJPKMJPIcGEhgMUyMVTHT7JmoPdNC3tJaGy6Lfk6uaAohhJh5EuzmqVLsNK8/8Qi/f+JlPuyPk1PtLNp5N9/70Xe5Y8cSau1G5sM614eDCX63d5C+aLZ6u3Rtg4MHtjTS/CntEvONoij4bEZ8NiOrGxwUyyrhZL567q53LKOdz6sEvXBqsvYsWyxzPprlfFQbq+I0V8aqeMy0uC0srrGyvM7OioA2VsUmtWdCCHHVkmA3D6mJbt756yP8/r9e5sOBODnFzdKbv8kPfng/t21uw2s1zItAlMwVeWj3IAcHEtUhwE6znl9sb2JTi2tB13UZdAr1LjP1LjObW7SZeCNTtm17xrKcGk1xciTN2VCaeG6y9iyRK3E6lOZ0KI1OAZ/NWDmfZ2aRx8KSWpu2bRuw0+A2LejfRyGEEBeSYDdHXHIQK4U5/Pzj/PEvr3JkIE5OX8Par3yHH/7gPm5a24TLrJ8XoQ7gsf1DPHcixHh2artEA19bVYvbcnX91bQadbT5rLT5rIA2VmUorl3C6B/P0RXSVvJOjqbpGctUzyKWVW32XzhV4MhgEqNeodY+edu2zWdlWSXoLQ/Y8Nmk9kwIIRayq+vVc05Rq//r0o9HqaROvcHTf39dO1OHl9Vf/T4/eeAb3LiyHodp/qzMvHMuymMfDDMUnxxtcl2Hhx9urqfBZZrFRzY3uCwGXBYDywJ2ypWxKsFK0JuoPZtY0RtK5ChUVjwLJZXBeI7BeI59gM2oo96pnc1r8WhjVZZVZuctrrHilNozIYRYUCTYzRL1sz/lIj8oyel3XufAuVGSBQXP+q/yre/cww3zLNSFknke3j3IySntErUOIz/f1siKOoesKH2ETlGodZiodZhY3+gkX1IJJfP0x7LV83mnK7dtT4fSRNNFSqr2+5oulDk3luHcmDZWxW010OjSVvNavRYW19hYHtBW9Fq9FiwyVkUIIeY1CXbzSbabAwd7GYvnUXW1rLvtNrYub5hXoQ7gt3sHee3sGMl8pV1CBw9ua+KWpbPTLjHfmPRKpapM681N5UsMx/MMjGfpj+UqtWfatm13OE0yNzlWJZYpEssUOTGSQq9T8NuM1du2iypjVZZXbtwGHCapPRNCiHlGgt08Uho6yanBOKmCCtZFrFrViMdhnDdn6gCeOx7iTx9pl7hzRQ3f21hP7Rxol5iP7CY9nTVWOmu02rPxbFEbkjyepT+a5Ww4U9227YtlyVVqz0plldFkntFknoPBBGaDjoDDREvlfF67f/J83tJaGx6r1J4JIcRcJ8Fu3lDJ9PcxlMqQV4HiILv//N8JveLAdAmvtYpzNXd891bWNnkxz9Jr87mI1i7RHZlsl2j3ae0S7T6rhIYrQFG0FguP1cCqejulsko4Vaiu5p2PZjkb0rZtT42mGU3mq9vhuWKZ/liW/pg2VsVh1tPgMtPiNtPisdDpt7I8oFWfdfit2Ezz56KOEEJcLSTYzRsqsVCYVK5AGSAf5NBLQQ5d4o/W1d3Oklt3sKLJi3kaH+UnKRTLPLwnyK7ecbKVG51mg45/2dHMznYPlnnSLjHf6HUKdU4TdU4Tm5q18DaSmDyfdy6S4XQozamRFGdCacazk2NVkrkSZ0PauBVFAa/VSJNbu4TRWhmrsrxyEaPJbZbaMyGEmAMk2M0bJZLxJIViabYfyGV54vAIT344ylh6sl3iW+sDfGNdAJ9NtmBnitmgo9VrodVrASCRKzIUz1dX6rrDGU6Najdue8YypPNl7XyeCmPpAmPpAkeHkhh1CjUOEy2V83ltPitLpwS9GruMVRFCiNkgwW7e0BPY9i1+5bqO8Uz5c/9oxdbK5ubZWa07FEzwu32D9MeyVC5rsr5Ra5eYuAAgZofTbMBZa2BprY2yqhJNT57Pm9i2nQh6wfF8tfasUFYZiucYiufY16/N4at3mmj2WGhxm+nwa7VnywM2ltTacMlYFSGEmBES7OYNHb6VN3Lnytl+HJ9PIlvkoT1BDgeT1XYJl9nAL7Y3s6HZKa0Ic4hOUfDbjfjtRtY2OihMjFWptGFM1J5NBL1Iukipsm+bKZTpGdMaMwDcFm2sSotHG6uinc/Tgt4inwWrUW4/CyHEdJBgJ6bVY/uHeP54+MJ2iS0N3LWq5qprl5hvjHqFRreZRreZra0uMoUSQ/E8A7HJsSqnQ2lOjqboCqdJ5ErVFdnxbJHxbJGToyn0ioLPZtBW8zxmFnkr5/NqtaBX7zLLWBUhhLhC5JVVTJu3uqP8/oMhhhKTo01u6PTwo8311DulXWK+sRr1dPitdPi1sSrxbJHBeI7+WJa+aJau8ORFjPPRLJmJsSqqSihVIJQqcCiYwKTXLnQ0u7Wg1z7lfN7SgB2vzYBe9m2FEOKySLAT02I4keOh3UFOjaar23V1ThMPbmtieZ1dDtbPc4qitVi4rQZW1NkpTdSejefoj2rn886E05we1YLecDJfrT3Ll1T6Yzn6Yzl2n9fm8DW4TLR4LNWxKlrtmY1OvxW7Sc7nCSHEpZJgJ644VYXf7R3kjbNRUpV2CYNO4cGtjXxpqQ+7Sc5XLTR6RSHgMBFwmNjQ5CRfLDOSzDMQ01b0eiq1Z6dD6WrtWbmyb5vKl+gKZ+gKZ7Q5fBZDZayKpVJ7ZtW2betstHgsMlZFCCE+hQQ7ccU9ezzEnw+OEEpNaZdYWcN3N9ZTa5fRJlcDk0FXXYHbjptkrsRQPFdZqcvQHdGC3qnRNOfGMqQmas9UiGaKRDNFjg2nMOgUauzG6vm8tim1Z8sCNmodJgyy+iuEEFUS7MQVdTac5qE9Qc5NaZdY7Lfys62NtPmsKLKndlVymPUsqdVGn6iqh2hGG6sycT7vbDjD6VGtDWNgPFetPSuWVYYTeYYTefb3g8WgjVVpqQS9idqz5QE7i2utuC1SeyaEuLpJsBNXTKFU5rd7guw5HydbeWG2GHT8ckcT29vc0i4hAFAUBZ/NiM9mZE2Dg2JZJZzMV1bzsvR+ZH5eOFWo1p5li2V6o9rnALjMehor27YtHjOLa2zVoNfms2CTbX8hxFVGgp24Yl4+HeHZ42GiU9olvr2hjm+slXYJ8ckMOoV6l5l6l5ktrS6yhTLDiVw16J2LTM7POxtOE59SexbPlYhXtnR1CvhsRporQW/RxPm8yvy8BrdZ5iYKIRY8CXbiihgcz/H7fUP0RbNUXnPZ2OTkJ1saaHRbZvWxifnFYtTR5rPS5rMClbEq41rQ64tl6arctj0dStM7liFd6R4uqxBOFQinChweTGLUaxc6qtu2Pmu133ZZrQ2fTWrPhBALjwQ78YXli2X+eGCIXb3j1RfZRpeZX+1sZl2TU4bPii/EZTHgshhYXmenrKqMpQr0V87nnY9m6QplOBXSzucNx3PVhpNCSSU4niM4nmPPebAZJ8eqtHq02rOlldW8Tr8Vp9SeCSEWAAl24gt77ewYTxwaYTSlbcE6zHp+vq2Ru1bV4JJ2CXEF6RSFGoeJmomxKpXas75Ylv5olt6xbGXbNsWZUJqxdJFSZaxKulCiO6LdyFXQas+a3GZavFrQW1xj0+bn1dpp9VrkTKgQYl6SV13xhXSF0zy8Z5AzoclBxHevquW7G+upkdEmYpqZ9ApNbjNNbjPbF7lJ57Xas4mg1z2W4cxomlOhNN3hNMmJsSpALFskli1yfCSFXqdQYzPS7NHO57X5LCypBL1lATt1DpOsPAsh5gUJduKypXIlHtk3yHs9seoW7IYmJw9saWCR1yJjJ8SMs5n0dNZY6azRas9i2SLB8Sz90Rzno5lq7dnp0TT9sWz19naprDKSzDOSzHNgIIHZoKPOYaLFa6bVY7mg9mxJrQ2PVcaqCCHmJgl24rI9ezzE00dCjFVuwfptRh7c1sjmFpe0A4hZpyjgtRrwWh2srndQKquEUwVtdl5M27btCms3ak+PphlN5qtjVXLFMn2Vz3ufcRxmPY0uLeS1es10+m0srdVW9Np9VuxmPRLzhBBzgQQ7cVkOBxM8sm+I3miWsgp6Bb61PsDtK2pwWeWvlZh79DqFOqeJOqeJzS0ussUyI4k8/VEtwPWMaWNVTo+mORNKMz5lrEoyV+JMSPu4TgGv1UiT20yrtzJWxW9lWaUNo8ltljc2QohZI6/As0j97E+Zk8bSBR7aE2T/QLzaEHBth4cfbG6gwWWWlQsxL1gMOhZVghlAIleqjFXRbtt2RyaCXoqesWy197isQiRdIJIucGQoiVGnXeho8Wgrem0+izZWpdbG0oCdGrtRas+EEDNGgp34XEpllb8eHuHFkxHGM0UAWjxmHtzWxOp6hxwwF/OW06yvXJawUVZVoukiA+NZ+qI5eifO542mORNKMRjPV9/UFMoqQ/EcQ/Ec+/riWI066p1mWivn8zr82vm8ZbU2OmtsuC0yVkUIMX0k2InPZVfvOH84MMxgPIcKmPU6frCpgS8t8eEwS32TWBh0ioLfbsRvN7Ku0UlhyliVvspYlbPhyW3bcLpQvRWeKZTpGcvQM6aNVXFNjFWptGF01mj9tssCNlq9FmxG+b4RQlw5EuzEJQuO53hod5CjQ0kKlSGwty338e0NdTLaRCxoRr1Co9tMo9vMtkVu0oUSw/E8fVEt6J2bcj6vO5Ihniuiqtpxi/FskfFskRMjKfSKgs9m0IYkV7aBl9RaWVarnc+rd5owSu2ZEOILkGAnLkmuWOaP+4d47ewYyZx21mhZrY2fbW1kcY1NqpnEVcVm1NPht9Lh18aqxLNFguNa5dn5qHbbdiLo9cWyZCrjgEqqSihVIJQqcDCYwKTXLnRMBL12n5UlNdpFjKU1VrxSeyaE+Jwk2IlL8uqZMZ44PEKo0i7hNOv5yTWN7GjzYJUJ/eIqpijgthpwWw2srLdTKqtE0pWxKtEcvWMZzk4JeiPJfHXFO19S6Y9pPbi7esexmypjVSrn8zprtPN5S2ttdPisOKT2TAjxGSTYic90JnRhu4QC3LO6lq+vqcVrky1YIabS6xQCDhMBh4lNzdpq90giXwl6Wc6NZTkbSnM6lOJsOENsSu1ZKl/ibDjN2XAaRQGPxUCzx6LdtvWa6ay0YSyttdHsltozIcTHSbATnyqZK/HI3kHe74lVt5M2Njv58ZZGWr0WZJdIiE9nNuho9WpbrTvbte+pwXhOO58Xy9IdrpzPC6XpGcuQmqg9UyGaKRLNJDk6lMSgU6ixG7WvNaX2bGJQcq3DJGNVhBAS7MSne+ZYiKePjhLNaFuwtXYjD25rYlOLU4awCnEZHGZ9dXtVVVWimSIDsYufzxsYz1XHqhTLKsOJPMOJPPv64liMOuodpmpo7PBZWVIZq7K4xopbas+EuCpJsBOf6OBAgkf2DdIXy2ntEjqFb22o46sr/Lgs8ldHiC9KURR8NiM+m5G1jQ6KZW2sSn9MW9HrGZuYn5fiTChNKFWo1p5lC2V6o1l6o1lAO/dabcOYcj5vWa2dRV4LdhlHJMRVQV6dxUVFUgUe3hPkwECiumJwfbuH72+ql3YJIaaJQafQ4DLT4DJzTauLTKHMcCI3OVYlkuFMZeu2K5wmPqX2LJErcWpU677VKeCzGbXbtpVt28VTLmI0usyYZMVdiAVJgp34mFJZ5S+HR3jxZJh4VmuXaPVYeHB7I6vqHHKOR4gZYjXqaPdZafdZgSljVaKVbdtIpnIRI835sSzpwmTtWThVIJwqcCiYwKjXLnS0VseqWKrbtktqbfhlrIoQC4YEO/Ex7/XE+MP+IYbieVS0Ts0fbq7npsXSLiHEbHJZDLgsBlbU2SmrKpFUgYFYjvOxLL2VbdszIe2M3lA8T75UqT0rqQTHcwTHc+w+P47NqKfBZap25bb7J1fzOv1WnDJWRYh5S4KduEB/LMtvdgc5PpyiUNnj+coyH99aL+0SQswlOkWh1mGi1mFiQ7OTfKnMaKJQrT3rGZtczTsbTjOWLlZrz9KFEt2RDN0RrfbMbTXQPHE+z2thsV9byVsWsNHiscisSiHmEQl2omqiXeKNrijJvLalszxg46fbmuiUdgkh5jSTXkezx0yzx8yONjepfImheI7zlW3bc5Vt2zOhNOciWRK5ojZWBYhlisQyRY4Np9DrFGpsxupt23afhcU1NpZWzugFnGaMenkuEGKukmD3BeTzeUaGR4hGx0gkEiQTSRKJBOl0ClAwmoyYTKbqf2w2O7W1tdTX11EqlT7XzzU8NEShWKSurg6TyTQtv56XT0d44vAI4Uq7hMus56fXNLKjzS3v2IWYZ+wmPYtrbCyusaGqWmftxJDk3miW7nCaMyFt67Z/PEt2ovasrDKSzDOSzPNBfxyzQUe9UzufN7Ftu6TGytKAjcV+G16bjFURYi6RYPc5lEolRoaH6e3tpbenl/PnexkdDVEuldDpdOj1+uo/AcqqiqqWUVUVVVUpFYuUSmXsDgfnRlSsCROqyU3Z5qWYXYmqOlE+4Qkynkjw96ef5tbbbmP16tUYjVd2W/T0qNYu0RXOTLZLrAnw9TUBvFbZghViPlMU8FgNeKwO1jQ4KJVVwqmCdgnjIufzRqfUnuWK5eqq37s92hy+Jpe5ej6vY8r5vDafVc7hCjHLJNhdgnQ6zfFjxzlwYD9dZ8+Sz+UxmkzY7XaWLVuK1+vFZrdjs9mw2WxYrdoNtmKxSKFQoFAoUCwUSKczjEXHCI2OQl8vxrE49mIBXbnEfz3URdfaFSxbvpylS5ficrnQ6SZXydwuN3t27eZ8Ty//8q+/ZsWKFRgMV+aPL5Er8bu9QXb1jlfbJTa1OHlgSwMtXrMcohZigdHrFOqcJuqcJra0usgVywwn8tXbtucik/22XeEMsUyhOlYlmStxunJ2T6eA12qk2aMFvTavhc5KG8bSWhtNbrMMMhdihkmw+xSxWIwD+/ez/4P99J0/j8FopL29ndZFrTQ2NdHU2EigsjX6SSttH6WqKol4nA//vJ+jB8+RS8YwZGJkimUOHTzInt278fv8dHR2smz5MpYtX47H48HtcaPTKbz15psYTUZ++atfsWTJki8c7lQVnjk6yt+PhYhV2iUCDhMPbmtiQ7MTk16elIVY6MwGXXUF7jq0N3vBcS3knR/L0j0l6J0fy1bP4JZViKQLRNIFPhxMYtQr1NpN1UsY1fN5lbEqNXajjEsSYppJsLuIYrHIoYMHefWVVxno78flcrF12zZWrVnN0qVLcTgclxzkPkpRFFxuN2Z/I/laPSlXCR1lvvatVgLlKL09PXR1dXP06BE++GAfXq+P1WtWs2nTZswWC6VymddeeRWjwciD//JLOjs7q1u/l+PgQJxH9g3RF9XaJQw6hW+vD/DV5dIuIcTVymnWszxgZ3lAG6sSTWvn885HK9u2kQxnK+fzBuOTtWeFkspgPMdgPMee8+NYjToanGYW+Srbtj4rS2q1rdsOvw23RcaqCHGlySv3R/T39/P6q6+xd88e7HY7N918M+s3rGdRW9u0XVpA0VFf38CW1mVcs3UroVCIvvPn6e3p5dSpk7z37rvs2b2b4aEhFCCXy/HySy9hMBp58BcPsqit7bLCXTiZ56E9QQ4GE9V5V9d3ePj+pgbqpV1CCIE2VsVvN+K3G1nf5KRQ0mrPJs7d9Y5lOFs5n3c2nCYypfYsUyhzbizDuTFtrIrLMjlWpc1nodOv9dsurbXR6rFgM8n5PCG+KAl2Uxw+dIinnnySUCjE+vXrue76G1i6bOn0BbqLUBSFQCBAIBBg0+bNjI6M8OGHR/jD739POBSu3qbNZDL884UXMBoM/OzBn9PS2nrBmbzPUiqrPHF4hBdPRartEou8Fn6xvYmV9XbZLhFCXJRRr9DoNtPoNrO9zU2mUGIoXgl6YxnOjWW1bdvRNN2RDPFcEVXVxqqMZ4uMZ4scH0mhVxT8dgMtldu2bT4riycuYgRs1DlNchREiMsgwQ4oFUu8++47PPXXJzGZTdx7331s274dl8t12Vuun4dS/a+PfFxRUIHBYJBkMkmxWERV1er/n0qleP655zCaTPzkpz+hsanpksPdu+ei/HH/MMMT7RJGHT/a3MCNi73Y5V2zEOISWY16OvxWOvxWVNVLPFtkYDzH+WiG3onzeZXbtv2xLOmJsSqqymiywGiywIGBBCa9jjqnsXLWz0q738KSGu1s3mK/FZ/UnglxSa76YJfJZHj5n//kuWefo7mlha/f+3VWrlo17at06tR/uUh4LJfLHD58mOf+8QyvvfoqIyMjlMvlj31eIpHg2X/8A6PRyI8e+DENDQ2fGUb7Yll+s3uQ4yOp6pbJV5f5+db6gLRLCCEum6JoLRZuq4FV9XZKZZVIulC9bVsdqxJOczaUYSSRI18Zq5IvlemP5eiP5XivZxy7SU+j20zblLEqS2psLK3VunMdUnsmxEVd1cEumUzy1F+f5I3XX2f9+vXc/fWvs6ht0RUbI/JFZLNZYmNjGI1Gdly7k2KhqI1PKRYoFouVfy9QKBYpFYt0dXVx+NBh3G43drv9k79uscwfPhjiza4oqcrNthV1dn62rZEOv00GjQohrhi9TiHgMBFwmNjcoo1VGamMVemt1J5p8/NSdIUzRNNFSpVdiVS+xNlQmrOhdHUOX4t7YttWO583cdu22W3BIkPUhQCu4mBXLBZ57plnefWVV7jhxhv52t13E6gLfK5zatNJr9ezZt06li1fTrFUolQsUiyWKJWKU/69SKlUqv7T5/N95uN/+VSEv0xpl3BbDPxsayPbFrnliVEIMa3MBl21quxatJl4g5Xas96xTGV+nnYRo3csQzJX0mrPVIimi0TTSY4MJTHoFGrtxupYlTaf1oaxpBL0AnYTBqk9E1epqzbYvfP22zz37LNcf8P13PuN+/D7/TNynu5Smc1mamtrr+jXPDmS4qE9QbojGUqq1i5x75pa7lldK+0SQogZ5zDrq8OMVVUlminSH7v4+bzgeI5sZaxKsawylMgzlMizty+OxaCj3mWqbtu2V7dtbXT6rbitUnsmrh5XZbA7dvQof3r8cVasXMmdX/saPp9vToW66RDPFvnd3kH2nI9X2yW2tDj58TUNNHukXUIIMbsURcFnM+KzGVnX6KBYUgmlJseqTGzbnq2MVQklJ8eqZItlesey9I5lAa3nusmjNWG0eS101FirFzEWeS1yQUwsaFddsBsMBnns0d/jdDq57xv3UV9fP2e2X6eLqsI/job4+7EQ0Uq7RJ3DxIPbm1jfKO0SQoi5x6BXaHCZaXCZ2bbITbZQZiiR4/xYlt5ohnORLF1h7QxedyTDeLZYrT2L50rER1KcHEmhUxR8NgOtHguLfFobRqffVt26bXBJ7ZlYWK6qYJdKpfivP/+ZUCjEzx58kM7Fi+fERYnpdmAgziMfDDIQy6Gq2hyq72yo4yvLa65Iu4SaG+P8qZOcOtNNMBQlnsqj6kzoDCac/gDNHStZs6qDOpcZOfYihLgcFqOOdp92IxamjFWpBr1KG0Y4TV80W70cVlZVwqkC4VSBg8EEJr12oaO1sprX7reyeGJFr8aG3y5jVcT8tvBTzRTvvfsu+/bu49vf+Q4bNm7AbDbP9kOadqPJPL/ZHeRQMFltl7ihw8P3N9dT5/yiI11U0sFDvP3yy7zx3iFOdvcxMhYnlSlQ1hnQ6U3YPT7qWxazctNObrnjNrYtrcNhknfHQogvxmUxsNJiYGWdVns2lirQF8vRG83QG5msPTsbTjMUnzpWRWVgPMfAeI5dvePYTDoaXWbtEobXSod/st+23WfFJbVnYp65aoLd2NgYf//b06xdu5ad1137qSNBFopiSeWJQyP881SERKVdos1n4cHtTSwPfPF2icLwQf75+O/40zPvcWo4Sb48dTpfEciSz8SJDvVy9sRJzvaGSP/ie9y0qgGnUZ4phRBXhk5RqHGYqHGY2NjsJF8qM5rIV27bZjk3lqE7rIW8rnCaSLpIqfJ8lc6X6Qpr5/cUoritBlo8Zm1IcmWsyuLK+bwWjxmrUc7nibntqgl2r7/2GtFolAd++hO8Xu9sP5wZ8c65KH/cP8RIQmuXsBp1/HhzAzd2XoF2iVKYD//5F/7y7LucHEpSMProWLuRdas6afTZ0ReTFDMJgl1H2X/wLMOJIEdef5LH3A00/OvXWN/sQu7hCiGmg0mvo9ljodljYWe7NhNvcLwyVqVyPm/iEkbvWJZ4tqiNVQFimSKxTJGjQyn0OoUaW6UNw2eh3adt2y6u0c7o1TlNGOWMsphjropgNzQ4yAvPPc+OnTtZsnQpRuPCjxTno1l+szvIydF09ebY7cv93L++Dv8VaJco9O/ln6/uo2s0RUHxsPyWb/P9+25j2+pF1Hms6IppitkUI30nee/JR3jshYP0x0Ice/VZ3rxhM201TmotsmonxFVBzTF0+E3e2nOM/lgRJbCGW760nTVtPmZi/ctu0ldn3KkqxLJF+mNZ7XzeWKY6VuVsOM3AeK46OaBUVhlJ5hlJ5tnXH8ds0FHvNFWHJHf4JlbzrHT6bXhtMlZFzL6rIti9+MILFItFbrzpRtxu92w/nGmXKZR47IMh3uyOVQ8Qr6qz87NtTbT7rVfgiafE4MH3OdoXIVlQMbZs4a5vfJ2v7OjAY668ezWZMNs8dPgaqDWHOHXiPJEjgyTHTrB7fw93bWynxmK+WEWuEGKBKUZO8M4zf+Z3T++mN17EsPwbNC1bycoZCnZTKQp4rQa8VgdrGxyUytrlionZeT0XBL0Mo8k8hcr5vFyxXB2/8s45bQ5fU6X2rM1nrWzbahcx2nwWHOar4iVWzDEL/m/due5zvPbqa3z5lltoa29Hr1/45yNeqrRLRD7SLrG11Y3lSlzrV+N0n+5hLJmhjI66VTvY2BHAab7Y19bhXLyNdR1P8N7pIZLpNH3dvcRTGVQk2Amx4JXjdO95jbf2nGAwUZztR/Mxep1CndNEndPENa1ussUyw/E856MZesYy9EyMVQlnOBdJE81MjlVJ5kqcHk1zejSNTgGv1Uirx8wi3+T5vCW1NhbX2Gh0m6/M868Qn2HBB7tXXn4Jq9XCjmt34nQ6Z/vhTLsTIyke3jPIuUiGsqqiU+C+tbXcvboWj/UK/XGXIoyMJMnmyoCRukWLcNusn/zO2xCgPmDHbFIgXSYdi5LO5ykD8jQnxEKmkuk/wBuvvc+R82Pk1c/+EbPNYtDR5tO2Wm/o9JLIFQnGctVu23ORTGV+XobzsSzJ3MRYFYikC0TSBQ4NJjHqFGodk9u2E+fztKBnpcZu+sIX2IS4mAUf7JxOF3fdfTdNTU1zahCxqqpT/4XyUIrKNJLLFi+UefjgEHvOj1erdzZ7rfyo0UXDeJ5ysnDB5+vcZhSnic89XE7NUcCM1ebEabQTqHFi/rSbYooevV6pjgxQy2XKaAeVhRALl1oY4ehbr/LegW7Cmfn5He80G1heZ2B5ZaxKNF2kr3IJo2csS3dlNa8rnGYwnidXee4tlFUG4zkG4zl2nx/HatTR4JrYtrXQ4Z+8hNHht+K2GGWsirgiFnywu+XWWzCaTHNvvElJrSYbVYXsf35Ipnj5yU5V4MlFLv6RLxIraO8gA6kCPzoXZ8nxMYoGHR/dBDHd1YnxtjYU1+ec56evY/M9P8ZxTYxM2UTTxlZ8tk95RlIzpNN5SiUVULA43ViNBlmtE2JBKxE99R6vvbmPU6M6XB4HuVyadOYLvoOdRTpFwW834rcb2dDspFBSGU3mLzif11Udq5IhkpqsPcsUypyLaCt+Ctocvma3ubqa1+GfXNFr8Ujtmbh8Cz7YBerqZvshXFx5MthRVim+1EN+JH3ZX+5gnY3fX99IsN6OqlcwllXuPR3lxgMhzKkC+Yv8GH2LE8MNLSiuz/mT6WpYeeOdrLzET1cz5zk/mCCdUwEzTe2tuG1WCXZCLGBq8hz7Xn2dPceCFBu3s60xQl/XSc7O42D3UUa9QpPbTJPbzI42SBdKDMVz9EYq27aVoNcVTtMTyTKeK6JWnvrHs0XGs0WOj6TQKwp+u4FWrxby2qbUni2usVHvMkn1o7hkCz7YXQnFxACnPjzCibN9jMbSlHRWXHUtLFmzkbWL63Ca9V/sEoACxrs6MJUu74eP5oo8VixxtMZCobKter3XwvfX19G02Id+6g5IIk/hjT7USln2tFOzDO5/iwPnwiTyoHMt4ZpNHfjdcnFCiAVLzTJw8A1ef+9DelM+1n7tS2y3fECy/+RsP7JpZTPq6fTb6PRrY1XilbEqvdEsPRHttm1XZTWvP5YlPTFWRVUZTRYYTRbY35/ApNdR5zTS5rVO2bbVQl6n34rPJrVn4pNJsPtUJRI9e3n5uRd47d2DnDoXJBzPUNJZcNY00LZ8Iztvu4e7b11Pi8dy+df2FQXzA2uw1n3+7eJiqcw/9g3y+vEwyUq7RIfPyi+ua2ZtoxPbR97llYdTlE5GKE1XsFPLFPNZUuMhMsk4facP8uqTL3F4YJyc0c/qL3+dL29owWeVd59CLFSF0DHeeeUdDpwdw7r0bm65cQuLe4/z2mw/sBmkKOC2GnBbHayujFWJpAqVNgztfF5XRAt5XaE0I8n8lNqzMv2xHP2xHO/2aHP4LhyrotWeLa610ea14LQY5I2yqJJg9ykKwwd47rGH+eNze+mJlrAGGlm0wo0xH2O4v5cP3+jlXO8Q4+p/45e3ryHwBbpXdY0O9K2fd08U3jwzxp+GU4Qq8+psRh0/3tLAjRvrcTo+/ngUmwEs0/HHXiZ65CVeeO8kA5EE6USUbCrO4LmznOwJU3J3suOG2/nmd25jbaMLkzwLCbEwlWOcff9V3tp7khFlEV+65Wa2rmqi0H91f9PrdQoBp4mA08SWVhe5YpmRRJ7esQy90SznIpO1Z92RDNF0kVLlkl0qX+JMKM2ZUBpFAY9F27Zt811Ye7a4xkqT24LVKG+cr2YS7D6JGuPYy3/hqZf20RO30H79V/jql7awvNmHMT/O4MndvPL8Kxzs3c1zjzfxjS3NBJwze56vdyzDb3YHORWa0i6xooZvrg9ckXaJz0dl/MSbPP34ixwdTF9w41Vnq2fl2mu5/d67uW5lA06TPOkIsTCppHo/4PXXd3GsP0dg65e4eec6FvnMdM/2Q5tjzAYdrV4LrV4L16PNxAuOZ+mptGFoY1W0rdveqDZWRUW7bBfNFIlmknw4mMSgU6i1G6uVZ+0+K501la1bv42Aw4Th804+EPOaBLtPUI4d5Y1XD3I+ksWx+h6+99OfcOc1bbgr5+mK29fR6cnz//iPVzhx8nUiyR9SpG7GfkMn2iXe7o6SrqzWra538PNtTbT7rkS7xOenol50hIlaLpAYOsF7LzyHkdu5aV0rHqtsHQix0Ki5IT5841XeP9RDwr2K2269jk2La7Eq83PUyUxymPUsC9hZFrCjqirRjDZWpaeybXuusm17NpxhcDxXHWlVLKsMJfIMJfLsOR/HYtDR4DJVV/M6fFY6K6t5HX4rHqvUni10cyTYqeQiPZw6eZqunkEisQTpgoreZMNZU09Lx0rWrGzDbzd+5si1UqyPM32Ratj5LIotQEdHgzZDaMrHywMnODUUJ1Nysv6Gr7BzdWs11AEYXIvYcvtX2PziB/RGggSLBXIqGC7j++VyvsVePBnhicMjRNLauTqv1cCD2xq5ptWFeVamm+vwrr6Vbz3QynWRBMlElFw6ychAD6dOnWfg+G76zpzmTO8o2V/9lDs2tuC+aFOFEGJ+KhI58Q6vvb2fM2ETHXfcwg1bl1Pv1MPHhi2JT6MoCj6bEZ/NyPomJ8VyZazK2ETQ07ZtJ1b0QlPGqmSLZXrGtJW/NwGXWU+zx/KxsSqLa2y0eiw4zDJWZaGZ/WCnphk48AavvPw6uw6d4lzfMGOJFNkC6IwWHL4Aja1LWH3N9fzyh3fQ5Hd9ShBSiR97icef2MtANHdJA3D1rbfxb//2NdY0upm6eVmOJ0gWSpSwEqjzYTF9fIVJ722kzm3BqFNJlrXRdJ8vpV3eu9jjw0ke3hOkdyw7pV0iwNdW1+CelvNzl0LBvfJm7lt6PYV8lnRinHw2TWioj5N7Xubvf3+DY8Exunc9y59rO+louodNLW6M8sZRiAWhHO9mz6tvsPf4IKWmG/jSl7azusXDTB8KWYgMOoVGl5lGl5ntbW4yhbI2VqUS8nrGstXbtuciGcazk7Vn8VyJEyMpToyk0CkKPpvhgjaMzimDkutd5llaGBBX0iwHuzzDHzzDHx5+nOd3nSWcKnDBhKNigbFggrFgN6eOn8DXvpQf3rYO/ydu45UInz3I/j3vcy58icEusoTvpQuoHwllOo8bl9GAXk0xFAyRyRVQ7aYLft7S2ABDsQz5koJL9/kKHNTL3JmIZYo8vGeQfX3x6lL81lY3D1zTQKPLMquTyxWdAaPJgNFkwebwANDYvoKVyxfhzEb4/zy5l97oOGffeYU9t+9gSb0Lv9yiEGL+UzP073+NN94/Ql/az4avf5lr13fgN8v393SwGnV0+LXVN9DGqgzEspWVugvP5/XFcqTyE7VnKuFUgXCqwIGBBEa9Qp3DVKlQs1a2bbUVvU6/jRq7jFWZj2Y12JVGD/L843/muffOEM4UMfoWs3bTOpa31+O16sgnQgycOcz+Q92E4n387U/P0t7Zym0rarFd9JEXCUei5AtFVBTsdW00eq182gUhfXs9TpPhY4FI37yalc0uDvSf5+ybL/DWxkY8OzrwVq6VF8d72fvcP9nfFyWj1NJoMDHdz2FlVeXpI6M8cyxErDLapMFp5hfbm1jT4MQ4Rw/IGn3LuO72a3n53VMMxUbJRk5w+NQoX9vUgV+mqwsxz6nkR47w9qvvcrA7hm351/nyDZtZUmeTIeQzxGUxsLLewcp6B2V1cqxKz1iGnkiW7kiarsqt26FEnvxE7VlJZWA8x8B4jvd6xrEZdTS6zZVLGJO1Z501Vtq9VlyWj79WirlnFoNdgb73n+GlfT2MZYvoPKu49fs/5N5btrJiUQCPRUc+FWGw+0Pe/q+H+f3Lxxg59E+efuNmNrVsp8Vj+viqnZokEklSKJZBcbD0lu/zrW0teC2f/DdRcbTS6bd9bAad4lrFzbdt4b0zoxw9/RpP/LZEuHsLK1pqMBViBE/u5Y2X3qErkse1+hb8Tu+0/2Z+0BfnkQ8GCcZzqCqY9Arf21jHrct8OOf0OQkFZ+cqOgMu9pwdJVtMMDQQIpvJg9c62w9OCPFFlKKcfvcV3t53ilFdG7fcchNbVzXhnP2DPlclnaJQ6zBR6zCxucVFvlhmJJmvVp71RDKVkKeNVYmki5Qq+7bpQrmy0qfVnrmtBlo9F27bdlbO5zV7zNg+rSNczJrZ+9YrDfDB24cJjmcoqUZad9zHt7/xVTa1OKvnroymRpZsriNgHuHYsX5ePxvmyDsf0Hv3Whrcpo+fzypFCEVyFIqArpZl26/jhi8tpvZTgt0nUlwsv+XbfOv8GOm/vU/3nuf589n91NW4MBXihIaGiaYVXEuu594f3kttrfeL/o58quF4jv/cFeTIYJJCZYjlTYu9fG9TPYGLzKubPirJrt28c7iHSKqI4lrCjuvX0eq3f+pfJsVaS43XgsmoQFElk05RKl1m1YYQYo5QSZ7by+tv7OH4QIH67TfzpZ1rWeS7yBtvMStMBh0tHgstHgvXdXhI5UsMjueqlzAm5ud1RbS+23i2qI1VQTv6E8skOTKURK9TqLEbK0OSLXT4bFO2ba3UOU0YpfZsTpi1YKeOn+FEd4x0rgy6etbesIU2v/0ih+n1uJdfy8aOx9l9PsLYuTP0JrNsVPn45xbCRKJ5CkUVLPU01lWCxGUy1q7jK997ELO/hdfe2sexs/0Mdg1R1Ftw1S5m0w3XcP1td3L7TSvxOqbviHChVObPB4d5+XSERE4LQ51+K7/Y3szSgG2Gz0CoJE6/yVOPvcKJoTS6tnuoWdFJo8/+6TeCFTMWk75yDlFBrzegyJq+EPOamh3g4Ouv8v7hXhKeVXzl1uvZsLiWy3kvLWaG3aRnSa2NJbU2VFUlltFqzybO53VPGZQcHM+Rmag9K6uMJPKMJPLs7YtjNuiod5qq27btfi3gLamx0eG34rXJWJXZMmvBrhQaZCRVoKgCpgba2t1YPmn8haGexjobJoOCmhxjLF35cR+hJsJEkgWKZdD5G2lymvlis3B1OFq38NXvNrFk3Q7O9gwSGs9Q0plx1jTStmItqzpqcZi+YFfsZ3irK8rjB4YJpQqA9o354y0NXNfhmYWlcAWjUiAxHiUSTqCzRUjkinxmrbeaI5cvazeH0eFwuTAYZK9GiPlLJX52N2+9f4iuUB7HqgacxTDdh3bT97EnxBK93cPEs9oTt5oOce7YQXYziCvQQXtLHR6pGZxxiqLgtRnx2oysbdTGqoRTk9u25yKT8/O6IxlGk/nqjlGuWOZ8NMv5aJa3usFh0tPsMdPu1y5hdPgs1fl5rV4LTrM838+UWfudLmcLqBYrNocTk6OOWqcRwydlFEWPwaCrHNosUyqrF71VWoqEGMsXKAKmuibqLBfZrr0MBkcjy7c2snzrF/9an1fPWIb/3B3kdChTnVN054oa7l9fh+/iN0immYLN78NpMqEHSrEhBsczZEt8woUWTTneTzCcIltQQeekrsGL2SKDEISYv8rEerrpG46QLIJj5Bhv/i3Ivos+6apkQn0MjFduZ4ZP8ObTYxx5zUbrjQ/ww3tvlmA3Bxh0CvVOM/VOM9sWuckWywzHc9pqXiTDucqKXlc4TU8kSzRTqI5VSeZLnBpNc2o0jU4Br9VIq9cyZUhyZVCy30qD24xFxqpMm1kLdvqGrdz7UxfXJnOo5lY217kwf9InqxlSyTzlsopiceGxGrjY34lCOEIsX6Ck6vA1NOI2mz52KWI+SedLPLpvkHfOxUgXtCfEtQ0OfratkUVey6wtc5ub22n12Diki5BIdnPgQA9fXdWC12+++MqlmmNw/z5ODI6RKoLi6mB5pxenTb6xhZi/VIrFIuVyGSiSGD7HqeFL/JHpEOfPhDiPgVTbndWVPDG3WAw62nxW2nxWblrsJZErMhDLXXDbtrsyWqUvptWeAZRViKQLRNIFDgUTGHXahY6JLdvJ+XnaP2scJgwyVuWKmb1gF1jHrfetu6TPVdM99AymyObBtKSDRU7LRUrkyyTCEVL5ImWM1DU1YDUpJIfPcuRkD7FUCZPNgSfQQkd7E16bkbn+9+jFk2H+eniUsbS2Beuzae0Sm1tmq11Cow+sZt2SAG+eGiSRDHP0n3/nxY4a7r95FfVO04UjDtQsoRNv8ve/v8Op4QQFdPhWbmVdqx+nLNgJMY8pWPytLFm9kYw38xlzQ1XS4T76h8IkciqKrZbWlnpqnDZa22txyaG8ecFpNrCizsCKOjtlVSWaLnI+OlF5Njk/rzuSZjCeJzcxVqWsMhjPMRjP8X7vOFajjkZXZayKf3JFb7HfRpvfgsdilLEqX8Dc3/RWswT3vs7+3nHSZSfLd1xDm9t+kWBXIhwaI18ogs5NvT/H6bef5OSB/ew5do7xdAmj1Y67pomO5evYcsPN7FzbjMcyNztLjw4leXjPIL3RLGUVdAp8Y22Au1bVzmK7RIWxmWu+vI1l+88R7oqSOPs2Tz9aItqzg/XLWqn12DCqOcqFLOFgFx+++yqv7jpHJF1C51rO9V/ZyfJ697TP/RNCTCcdvhXXc/ePlnFD+rNuuJfofeMxnnj+HU6MFtHVrOSme+/i+lUNuOraafXO572Vq5NOUfDbjfjtRjY2uyiUtNqziZEq5yq1Z92VwBeeUnuWKZS1SxqRDMpZcFn0tHi0uXkTtWcTjRgtHjM2mXf6uczJYKeWiuSzScbDg/Qe38dLT7zMsdEk7tVf577b1lLvutiWX4FwJEa+WEJFx9ihv/GHniOc6BommS9PeTd5gL3v72Lf4ZP0/eABvnn9UmpscyvcRdMFHt4TZF9/vPqOZ9siNw9c00iDyzwH3skYabzma9x7+zmG//w2Z8JpBg+/xlPnPuT9pnr8LisGNU+5kGVsOEgwlCBbLKOzN7P5ju9w300rCLhkuU6I+U3BGmhnZaD9Ej63iOv8y7xYWZlTbLV0rNrItmvbmclhTWL6GPUKTW4zTW4z17Z7SBcmxqpkLwh6XeE0vdEs49kiqqqNVRnPlhgfTnFsOIVeUfDbDSzyWqvtGh1+C51+7XxencuEScaqfKq5FezKY3z4wrPsOjvKeDJJPDLM+dPHOH4uAr6l/ODH3+SWVbXYL3Y4txwnHElpE7XVcU689TrZkpXAorVsaPWjLyQJ95/j3MAY6WyYs+8/y+NpHU7vv3H3hiZcc6TaqlxWeerIKM8eDzOe0dolGl0mfrm9idX1jjnTLqE4l3D9N35MWufg2Rfe5lBPmFR8hN74CL0f/WSdBV/HarbcdDvf+OZXWdckq3VCCLGQ2Yx6FtfYWFxjQ1W12rO+2GTIOxeZHK3SP54jXak9K6kqo8kCo8kCH/THMel11DmN1ZW8idW8zsr/9tmk9uyj5lawU6Mc+eef+P0b3USmHKbV2RpZs+EG7tjWSa3NePHVtVKIyFieYlEFNUtW38H2u+7ilp0bWLXIh76YIhw8y+E3n+XZ148yOJ5j9MN/8tenN7B60Z2sqXfMid+MPX1xHt03xGBc67o16XV8f2M9tyz14ZhT7RIKtpYt3P49L81L17H/4DHO9g4yOhYnUyijM1rQG43YXTU0Lupk6ZoNbNmylo6AE/McCadCCCGmn6JoLRZrrA7WNDgolbXas94p5/MmQl53OM1IMk++MlYlXyrTH8vRH8vxzrkYdpOeZveU83l+rdd2cY2VRV4Lzjl6vGomzYUscwF1YuT1BR8skBg6wau7zmC5dRMNzovcds1HiMQmWifcrLj1uzzws3vZ1u6ZDBIbN7FhRQPmzP/KY291EckkOPvmy+y9ewcdfgfuWd4dHIrn+M2uAY4OT7ZL3LzEy/c2NVA7o+0Sl0rBUrOEa77aweprhhkaGiEcTVSCnRm90YjN6aehqZEal+WiN5mFEEJcXfQ6hYDTRMBp4ppWN7limeFEnp7IlDaMyn96IhnG0kVKlRlnqXyJ06E0p0NpFAU8lolt20rtWc3Eip6NRrcZ66eVxS9QcyvYKV7WfvU7/HhxiFgyQSIaZvB8F6fO9NH74Ts8ltUTw8oDX1lFnf0jK3f6Jq6590e4rktSUNysuPVONi/yfGR1yIhn8fXcfe9e3j86RHwgTiH8IXsOD3L7qkbc7tn77ciXyvzpwDCvnBmrXhlfXGPlF9ubWFJrneNLzXps/iY6/U10zvZDEUIIMa+YDToWeS0s8lq4ES/JXImB8Wz1fF53dUUvzfmoNlZFRVsIimaKRDMJDg8mMOgUah1G2nyVIckf2bqtdZjmzHGm6TS3gp3Oy9rbv8+KYpF8JkkiFmG4v5vju/7J039/m1Nn3uXpx+pZvPh/4vZVddinPnrLYm74TjvXq6BVVuk+obLKRMPmHaxpfJmTw3EKxXHOnOghkV6D6p69Jdw3zkb529HRaruEw6TngWsauK7dg1WKloUQQlwlHGY9ywN2lgfsqKpKNFPkfFTbsr3gIkYkw+B4jmzlkmGxrDIUzzMUz7O7dxyLUUeD00xHZX5eNeTV2Gj3WfBYF2bt2dwKdijoDCbMBhNmiw2nN0Bj+wrWrGzDngrxv/7jMKPHX+Ofu+9ie7sP+wU3K7X+0Uuhcy+hs8mO5ahCvFgmNjhALJujxKcX2U+nP+wfIhjPUSqrKMCdK2v45to6vLPSLiGEEFeSjsC6L/ONnzaxPV5C8a9g7SLvvB4gL2aGoij4bEZ8NiMbmrTas1BlrMq5yNQVPW1Ycig5OVYlWyhr41fGMtAVxWmeHKvS4aucz6ux0em30uKxzLFz7JdvXqQGY80qvvS1a3n4rbOMJiIc++AE4btW0+AyXt4Tg85Hjd+C0ahARqUUjxEvFCmqfHqR/TQpA12RTPXf1zU6+Pm2RlpnsV1CCCGuHB2B1Tdxz+qbZvuBiHnOoFNocJlpcJnZ0aaFt8F4rno2rzooOZKhN5Ihli1Wa88SuRInRlKcGEmhUxR8NgNtPutk7Zl/4oyejXqXaVaLAL6IeRHsQMG1bB0Gqx2IEe/vJ5zJUVKdXN52uQGLxTQZmkolirPYaDP1p/bbjDy4rYlNzbPbLiGEEELMdRajrnqW7ktLtLEq/bHsBSFv4oxefyxHKj9Re6YSThUIpwrs749j0isEHKaPDUnurNHO6/nt82esyuwEOzXB2ffe5MhAnGxJwb30eq5f24jL8snrb4otgE6nXZgop5Mki2U+a9b5pzwAyqUpQ4sNJkw6ZdavSOt1Ct9cF+DOVTW4rPMkcwshhBBzhMtiYFW9g1X1DsrqxFiVyS3bc1P+OZyYrD3Ll1QGxnMMjGtjVWwmPU0uc3VA8uQlDBuLvBZcFsMcKAu4uFkKdnFOvPw4v3url7Gcjo77W1i7pA6nRf/J4UqxoFRaSBWDAcMFQazE8MFXeP/kKIlcGcW1lOu/tIEWr+3iv0A1xXg8S6mk/YHqnS6cBv1lrv5dnkK5XF0enmDVKZQLJZ46MDxthchqIk+u3kZ5XQ3GYgnjgWEU51wcpSKEEEJcOWaDDp/NyHimSDyr/SdfLF+05zidL3E2nOZsWBur4rYYWOTVtmxbvRZWN9i5qdNLh9825wLe7AQ7xQj5OLGxMOG0DkckoTVGfJpyDhXtc3ROFy7j1CBWYmjv3/njEwcZGC+ha7yL2nVLafDYLn5mLh9kYChNLq8COjz1DbjNF5mNN40i2RKFjyS7kqry1JEQOkLT9xOXVdRFDmi2o5RKsGtgzv2lFEIIIaZb7rNyR4WqQixTJJZJ8uFgEoBWj4WRbXkeuKaRRrd5Oh/m5zZLwc5Ojd+B0aADykQHB4jn85SxfGK4Ksf7KJdyqOhwNjThtUwNYjosBpV0MsF4LA/KAMPJHIUyXGx3N9d/lJODSTIF7bG0LVmE3Xqx/tnpkyl+fMUuU1LJlC5/g/mSTRQqq0C6MP0/nxBCCLGA9MWy7O2L85Xlfgl2GguLOhfhspxgKJ4hcXoP+3u/yuKAE9fFemDVHMG9u8glk6A4WbxqMW6rmcmrBToCLY24zCYU8pQT3Rw9FearSxtw2j+S7EpjHHv9PU6F4uRUUOydrF/bgMs+s78Vty3xcno0zXAyj0EBg6LM/MqZooBS+acQQgghLqpQKlcboQAaXCbWNzoJzMGjTLMU7PTUrdvMEv+79IYzZEKHeO6pF2n33se1S2uwTt0/VbOMHnuNJ//2HmPRNDrfNnZubMZ9QRDT4Vm5ieWBVzk7kiRVHGLfcy+ya0ktt61rwDFRKVJKcH73M/zln4cYHM9RRk/t+hvZ2uHDcbFAOY1+sKUBr93EaKqAftaD3Qz/vEIIIcQ8UiipFwY7p4nrOzw0zbHVOpjFcSfGRTu5bfuzHByIEUyMc/qVP/O7YoiubetY0lyDy2agnI0T7j/Nwbdf4pW9fcTzdpbffSc7l9Zg/0gQ0zddwy3XreCD82P0RHOM7H+GPz6cY/j6Taxrr8VQSjHac5RdLz3Pm6dCpIsqeu8Kbv7ajSyvdWKa4XDT5LXyi53NM/uTCiGEEGJBU1RVnaUJbirx4//g3/+f/85Tu3sYz5VQdWbc9S001/twWbVgFwr2EQwlyJVUWrZ/l1/+L7/mjnUNF1lhU0l2vcIj/+//zhNvniKULmpfr6GFziY/hlKKUH8vwUiKfElFZ23imm/+K//zL+5kXaODGV6wE0IIIYS44mYx2AHlJOd3Pctf//osr7x3hP5YhoteUtFZ8Hes4ef/u/8D912/Es8njUVRMwweeoW/P/kPXnn7IGdHEuRLH/nlKUacjcvZ8qV7+O4P7mFru/fCrV8hhBBCiHlqdoMdQDnD6OkD7N29j0MnuugbChNLZCiqBowWC3ZPgKZFnSxbu4k7b9qI12n9jCNhBaI9H3Jg3wEOHz9Db/8II2MJCqoeq8tHXXMny9dvYcd117Cs3ol5JofXCSGEEEJMo9kPdhOKKcKDAwyORCrBTo/RYtWCXUsjNQ4z+s/TsKXmSYaHCQ6OMDqWoKAaKsGulaYah9R1CSGEEGLBmTvBTgghhBBCfCGybCWEEEIIsUBIsBNCCCGEWCAk2AkhhBBCLBAS7IQQQgghFggJdkIIIYQQC4QEOyGEEEKIBUKCnRBCCCHEAiHBTgghhBBigZBgJ4QQQgixQEiwE0IIIYRYICTYCSGEEEIsEBLshBBCCCEWCAl2QgghhBALhAQ7IYQQQogFQoKdEEIIIcQCIcFOCCGEEGKBkGAnhBBCCLFASLATQgghhFggJNgJIYQQQiwQEuyEEEIIIRYICXZCCCGEEAuEBDshhBBCiAVCgp0QQgghxAIhwU4IIYQQYoGQYCeEEEIIsUBIsBNCCCGEWCAk2AkhhBBCLBAS7IQQQgghFggJdkIIIYQQC4QEOyGEEEKIBUKCnRBCCCHEAiHBTgghhBBigZBgJ4QQQgixQPz/AU/yBuAeEJ55AAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/377.jpg"
}
] |
<image>Find m \angle 4.
|
B
| 64,825 | null |
B
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/378.jpg"
}
] |
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
C
| 64,826 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/379.jpg"
}
] |
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
|
C
| 64,827 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/380.jpg"
}
] |
<image>In \odot O, E C and A B are diameters, and \angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A. Find m \widehat A C B.
|
C
| 64,828 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/381.jpg"
}
] |
<image>In \odot G, m \angle A G B = 30 and C G \perp G D. Find m \widehat F D.
|
A
| 64,829 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/382.jpg"
}
] |
<image>Find the area of the figure.
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B
| 64,830 | null |
B
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[
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TgiGR9PkZBVRVXAcgflJHSWln43ZLYYbMARRmcHaF2zoVEInrewERR9NoNUy+WYW42cCmRfnyBuRATpP0ptMDqwDb0qhny5ftVU693Hqscuos4iZ1TOCRN4DCDDeZS2qw6gdnmOdAfxfGNjMbPutUQGTG4IyVt5cJcaMIDJH+KO3JPsKV4mv9Poa1yYD5cp2dIxtcTpH0pjNVlN37N67O/wf6rf2rELp56Q6aG6WebilTotC5OXfXg7stzGA6VcmNl5dRNuPPNC+2f9deS2UD5fPe58o979Gy9hhY+n7DMfervXdVQEQOU+e0VyE2W1jTjxGRlpoW6v+QSVnyu1z/6erBCm9QOEXSo1Hjfd9E9EWlXH1xIVdm/w8tq4/2+oG7VlbDzk3SWHn/QB+iEkc7INi7160ww+neCzO0FV6m+jufUXbv32jYdBi3qJFoI/pW761fTFZ8H0yi7XwlVW8spWLaX2hZWoC1lwFDDTVNZH0ldYq6mwIijhYyMoCxE6RJOU8fLubEgfN33N5ytYG6X26gLOVdav5fNug0eE2Xt9NRf6msTvTsyHSmivr3c2ncdASryYwuPBi/H9yH9/NpqNy6d7L56LerOLZPGrY678l0RrlQT7cb1+rZtGofVquVCfHh/OwfL912O8P289S+n0vrAam4o2fqBPx+cj8e8wf3Bpm5pIaGD/KoX1uItc2INtQf/9fvwfuV6ag8uneyWfbXjezJkp5IzJmfRETs3dUTcKTG+hbWL9uF2WxhxJhgfvfZG7bHqzeZi29Q/14uDesPYjWa0I0MYPjr9+Lz0hRUTtDpqD+cKulvMpfW0vD3POrXFGA1GNGG+OH/2j14vzodladUAeXckRI++NlSAEaFBzPvyTQ5Qx6Q3VlFXDgrFVv4/m+fZvK98dIKq5XWTSep+3se+uMloFLhNTsW/58+gNsMx15BzVWNNP7ffOpX7MPSrEfj74Pfy3PweWMW6mHS3e+K4ir+9PonWMwWgkKH89gzMxwaoz0c3HWaE0dKAHjmB48w95tSiSvjiavU/882mrKOYTVbcBsfit8P78PrO6modM7RUO4vp0z6m8zXGmn83x3UL9+LpUmPxs8Hv5dm4/3GLP7yiy8ou3gVtVrFE8/NZHiAY4fO2kNrs561n+/EZDQTNMKPtxe9gX7dcer+N5e2i5WoNGp85iUx/N8fQDdJ3t6FlrpWmv65i7oluzDXN6P28cTvuzPw+dFc/vmXDE4fkSaaeORb0wgZ6Vx9JPrC2GZk7dKd6Fvb8B3uxe9+/BT6D3fQtOMUWK24x4fj/+b9eD45EVSq3g/oxJw66W+y1Otp+nAXdYt3Ya5rwuLhxj5fFUeC3QlPHsu0exPkDnHAju4/x/GCi8TXtPFAiwZdbRMqrZZhT6Qy7Kf3oY1yzGw/fWVtaaPpk73UfboDU3U9uGkp8FVzMNidwLiR3PtIitwhDtjpY6Vc2VzE1GoDEU1Sb0LPtEj8fvIAHvOc+0lEf7hE0t9kbW2jbsFuyj7IxNdgwqhSoZ82HuPjCZiC+lfe2BmoDUbccs6j2nISX6OZNrUKv2emEfzz+ahH23cueHuzGsw0LT1A8Z82MKzFiEkFLSnhmJ5KxDTCtVpdKiu4H6rAc8spdGU3sAAXh7uR/MHzhDyWKHd4dufcz7duofJ0Y7efmsxob+Jq25jbYMV3XzEUlKBPHUvLY7GYwpw7WQDULW14Zp7Dc8d51C0GTO5adoe4cyTInfRx3jzr5AkPoHLXcDBIx+oJXkTVG7mvwcqww5fhSBmGSaNpeSwe41jnbuarLBbc913GK/M02sp6UKuoiQ1lnbmZGx4aSgvP8H2R9PKqq24gd+1eLMDlscNp/O4szAcr8Mo8g0fBJTwKSzAkjablsTiM4xw7JVNfqOta8c48i/vui6gNRiw+HjQ/PomWByZwdn0hrdUN7Mk8xNyn0glz0CSeA9XaZGDLsnyswOUR3jT+Yg7WU9V4bTmF+9Ey3I+VYYwNo+nReIwxzvVvURnNeO68hGf2GTQ1TaDVoJ8eQctj8ZhCfHBfVwhl1zmy5xQXjl8mMtE5Rgjai0s175f81zoO5BUBMPfhZMZFhdnWuR+9iteWk+guXQcVGGNG0PRoAsZY+T9w2upmvDafwu1ACWqTGbO/N63zYmmdOx6rTvq7W1V+g60ZBQAkpEXxw788J2fIvVr7YTbb1koDVabeE0/cpI4y0+6nr+G16RS685VgBWNEMC2PxmNICuvpcA6hNhjx3HYRj9yzaBpbsbhpMcycQPPDsVj8O7pu115vYOOKvVitVsZGj+SXH37f1e/ddeEyV/rSM1cp2H4cgJCR/l0SHsCQHIYhOQzdmWp8Np9Ed7YS/zOVGMcH0fJIAoZkx3/gtBV1eG06jcfhMrBYMIUMo+mhOAwzxmLVdH3cEzo6kPDxoVy+VMXJ9sIM8emDWwxioHorIGKIC8EQF4KuuAavzadwP17B8H/swDTKn5ZH4jCkj8bqwNlw1c2Gjq9TrW1YPN1ofiiB1gejsfh07zXoHzSMqLhRnDtVTum5KxTkFDF1fpLD4h1sLnOlf+/NJVw4UYpKpeLRb08jKNTvjtvrSmrw2nQa96JysFpp+N5U9LMd94xbW9NCwH98DRYrptEBtDwSjyFtNNY7XDEa6lpY/+UuLGYLI8eG8JuFr3frJOIMPvnPrziy5zQADzye1ms9Ae2Very+Po3H4ctgsdD8VDLNjzhu9F3A21loK2ox+3qivz+a1vsjsdymg1Fn+lYDa5fuxNhmwj94GO8s/SE6F+uE0xOXuNIf2XGaCydKAYiIDus14QGM4wKo/+FMtFfr8cq5QNvUwS1ndStTgBfNDyZgigrCkNi32uvD/LyITQzn1NESqTDDxsPMfjJ1kCPtnwvHLnN0r5TwfS0gYho5nIbXptFyPRHPrWdpnePYDkYtD8ehbjTQek8EVl3fpk/z8HQnMTWCw/vOUVvdQM7KfTzy4pxBjtQxnL5Lkdlo6ahyqtUweWb/xsqbwobT8L1ULDIMxGn+5sQ+J/xNyVMjcfdsH3P/xXb0LYZe9nAcqxVWLxh4ARFTkDeNL0y+bZN6MOmnhtPyQFSfE/6mhMkdw7Rz1uyhvmZojLl3+qTfnnGA6itSYcH45HG2iQ+GKjd3HZPSpAEcjXXNbP1il8wRdTiQdYzL5+UrIOJoGo2G1Jtj7lva2DBEqhA7ddI317eydXn7WHlvd5Kc9MaWvXUuzLB9/QFutJd2llObwcjGxXmAvAVEHG187EiCR0j9Jg5sO0b5+YHNNeBMnDrpNy3Jp6VJD8DkqVFodS5xC+KuqdVq0tsrwRjbTKz7uH9j7gfDthV7qb1+s4DIBNkKiMjh5iSrFouVNQsyZY7m7jlt0leWXmfXlkMABAT5EpngOkM17WFMRAhho6Tx8lJhhjLZYqm/3kj2mr3AzQIiY3vZY2gJDvNnXKT0yPfssRKK9pyVOaK747RJn/FRDmaTNDVx+mzHVjl1FulzYp2iMMOGhXlOVUBEDmmzY9Bopc9gxsfbsJhdtwqxU2bS6YPFHC+QJo0YMy6EsDGDMEOMCwgIHiZ7YYby85WdCoj4OU0BEUfz8fUkftI4AKoqrpPf3nvSFTld0lutVtZ+1FHl1FmnUHaUzoUZ1i9yfGGGNR9m2QqI3JxPTqmS0ifg4SVN4rLly520NOpljmhgnC7p92w+QsUl6Q5pTMIYhvm73pBZe+pcmKHmWj25X+112LmP7TrD2aISQCogEjTCz2HndkY6Ny2Tp0hPLZobW9m8dIfMEQ2MUyW9obWNr5e0Vzn10JEyzbUmHBwsXQsz7HFIYQaz0ULGp1KnKGcuIOJoUYmj8Q/0AWDnpkKuVdTKHFH/OVXSZy7bZftAJ6VNwM3DTeaInING26mTSLOBjQvzB/2c+esLuFZRAzh3ARFHU6nUpM2SvuaYjGYyFmTLHFH/OU3S11bVk7dOmsd92HAv4pKV9VioNxFxowgKlTqJ7Ms5QkXx4HUSaWnUs9WFCog42qixQYwKl8YcHNt3hvNHS2WOqH+cJunXfZJLm0Gq2JI6Mwa1E1U5dRa2TiJmC2sH8QqzeUl+RwGRqc5fQEQO6bNjULWPgFz9YZZL1bl3isy6dKqcgzukx1Gho/wZG9m/QSpKETLSv2thhn13LswwENfKatix6SAA/oG+RE10jQIijuYX6EtMvDRys+ziVfZnHpU3oH5wiqS/Wa9dpVIx1cnqyjubtFkxaNon4Fj7cY7tcZq9rP0o29YpKm12rCI7RfVVyvQo3NylVtDGxXkY9K5RhVj23+jBvJMUn5K6mE6IGUlAiPNPCikn3+FexCVJc7ZVllWzY/1Bux373OESivZLXUxHjQ12qYpBcnD3dCMpVbrfUXejkezljnucejdkTXqz0cz6RdJgEq1OQ+rMoTO3+GCaNDUSj/ZKP1uW5dPadPdj7q1WK2tudopSq5gyWzyi64u4lLH4DpOebOSu3UtddaPMEfVO1qTftnq/bdjoxJQIPL2H9lh5e9G56Zg0RerD0FTfwpbP776TyL6tRym7eBWA6IQxLlkxSA4ajYbU9irEBr2R9S4w5l62pG+sayFrpTRBhJe3OxPTxskVikuKTRyDX4DUWzH/60KuXxl4JxGDvo2N7Z2i3Nx1pExXxlh5exkXHUZImB8ABXlFlJ69Km9AvZAt6Td9tp3WZqlZOnl6NFqteCzUHyp1p04ibSYyPhr4mPusL/dSf0NqlialTcBddIrqtylz4tpHRFrJ6EedeznIkvRXS6rZnXkYgMDgYUyIU+bIrbs1elwwI8dIN9uO7j3FhWOX+32MuuoGcjOkG1C+w72ITx5ahR0cJSjUj4j2adnPHS/l6M4zMkfUM1mSfs2HWbbxyOlzlDlW3l7SZ8eiUqu6TFrZH+s/yaVN394pakY0agWOlbeXybNi0Gql9y/j02zMRuccc+/wbDtZcJFThy4CEB4RyohRzld+ypX4B/kSHSd1oLl8/goF2UV93re3AiJC/3j7eBDf3n28+kot2zMOyBzR7Tk06S0Wq637qEajJm2WssfK20vKjI6ushsWd3Rn7s3qDzM7dYoSvwt7SEqfgKe3NH/g1uU7aa5vlTmi7hya9Ls2HuLq5WsAxCaGM8zPy5GnH7KkwgxSJ5Ha6ga2rei9k8iRHae5eFK6BxARHUZgHwqICL3T6rRMnio9/Whp0rNpSb68Ad2Gw5Je32Jg8xf5ALh76pg0VYyVt6eEyWNtw1+z1+y9Y2EGs9FsGys/kAIiwp1FJowioL0mwK4th6i6fF3miLpyWNJv+XwXjXXNAExKj8RtiNQFcxZSJxGpR6OhtY0Nn/TcSSRv7QGuX5We6yekDP0CIo6mUqlJbx9DYjaZWbsgR+aIunJI0t+orCN/g3RTY7i/t63vuGBf42M6FWbIPUb5+cpu2zTXt5K5QuoU5entTmKaMgqIOFrYmEDGjAsB4HjBOc4euiRzRB0ckvTrPt6Gsc0EQNqsWFRirPyg6VqYoXsnka8Xb+8oIDJNOQVE5JA2O9ZWdVh6nOocg+4HPfuKT5RxeNdJAMJGBzJmfMhgn1LRgsM6Hr2dPVZC0e6OwgyVpdfZvbW9gEiwL5Hxyiog4mjD/b2JmSi1aisuVbF38xGZI5IMatJbrR2ziqhUKqbMEY+FHCFtVqfCDJ90FGZYuyAbs6m9U9Qs0SnKEVKmReLuId2/2rhku61oiJwG9bdeuO0EJWcrAIiMG4V/0LDBPJ3Q7naFGU4fLOZEoTTTzpjxyi0g4mhuHm4kpUmPUxtqm8hcJn8V4kH7QleQXURO+zBDHSruudCI18V9fdq39f5ojJG3/1D6rjyGqr6lX7FYh3vR+J1Jt12nO38dz7z+Tzvl7DHOxMoFdx2tBiPH953jWrk0s61aIxXHdIYYwfnfR3vEOBU4r1JTZ7Wwf0Mhvv7e3Petaf2Ow14GLemL9p3D69INnqo10qJVEVBb1+d92yaN7PFNdiuqQFPd0K9YTCHDoIcPguZ6Mx4H+z+bqbPH6AHMeDIB44QA0hcfQWU4TWR0MEXTRzPM39spYgTnfx/tFeP9PjoadSpq3A0U5p4YmkkPYAHCW0zodFosHv14Lq/VtO/dndW9n8cC8ND1eDw0qv4fD1wixqhQf/SxYaha9qPWG/HWaEhICQcsThOjK7yP9ohxvAmMehM7nWDYsso6SM8RFr6zhkM7T6Jz0/L86/MG4xRCHwX9aC1qvRF92lgaXpsudziKteHLXdTeaGJc9Ch+ueBV2eIQt28FQWFE0guCwoikFwSFEUkvCAojkl4QFEYkvSAojEh6QVAYkfSCoDAi6QVBYUTSC4LCiGlTFMA8LghzmwlzqBjaLIikV4Taf79H7hAEJyKa94KgMCLpBUFhRNILgsKIpBcEhRFJLwgKI+7eK4DX9otgNGMeOQzDxBFyhyPITCS9AnhlHLVNlyWSXhDNe0FQGJH0gqAwIukFQWFE0guCwoikFwSFEUkvCAojkl4QFEYkvSAojOicIwhOaOHChZiMxjtu890XXsDHx6ffxxZJLwhORq/X85+/+12v2z362GMi6QVhKCgrK7Mt63Q6NBpNt200Gg2enp4DOr5IekFwMpdLS23L23JziYqKsuvxRdIrQOMbs8FiwezvIXcoQh+Ul5cDoNFqiYiIsPvxRdIrgCE+RO4QhH6oqKgAYGRY2G2b9ndLPLITBCdz5coVAMaOHTsoxxdXekFwMlevXgVgQmQkq7/6ivz8fEpKS4mNiWHatGl84/HH8fAY+Fc1kfSC4GQqKysBWLN6NUuXLLG9fuTwYVasWMGiRYtYuWoVfn5+Azq+aN4LgpOpunYNgObmZrRaLUlJSSQkJKDRStfooqIinn/++QEfXyS9IDiR+vp6WpqbAQgMDORAQQGZWVnkbNvGjh07CAgIAKSrfmFh4YDOIZr3ChD4H5tR6Y20pYyh4Xupcocj3IGnpye/+OUvMRmNzJs/n7CwMNu6iIgI3n7nHX78ox8BsHLFCtLT0/t9DpH0CqBq0qPWG6G1Te5QhF64ubnx1ltv9bj+kUce4ac/+Qkmk4nSy5cHdA7RvBcEF+Ll5YW/vz8Ale13+ftLJL0guBht+w29gXbcEUkvCE5k86ZNPPfsszz37LNcPH/+ttvU1tUBEBwysJ6W4ju9IDiR8vJy8vPzASguKWHCLYNtDh8+jL61FYCRI0cO6BziSi8ITiR0REcFoq1btnRb/8nHH9uWH3300QGdQ1zpBcGJzJ8/Hx9fX5oaG1m9ejVjxozh2eeeQ6/Xs2jhQjZu3AhASGgo8+bNG9A5xJVeEJyIl5cXb775JgBms5m//e1vTE5JYcb06SxatAiQHuv99a9/Ra0eWPqKpBcEJ/ODH/yAP7z7LoGBgd3WhYaG8tlnnzF//vwBH1807wXBCb366qu89NJL7N69m9LSUtzc3JgxYwbh4eF3fWyR9ILgpDQaDffcc4/djyua94KgMOJKrwDmsYGYDSbMocPkDkVwAiLpFaD2Z3PlDkFwIiLpe1BaUcKm7ZuoqCynobGRsNARTJ6YyoOzHkSttv9khYLgKCLpb2Nt5hpWbFyO2WK2vVZRVc7BooPsLNjJ73/0ezzcB1ZoQBDkJm7k3eLAsf18uWEZZosZrUZLYkwSyQkpeHl6AXDmwmlWbV4lc5SCMHDiSn+LZeu+wGq1olKrefutd0iImghATd0N/vU338dsNpOzO5sXv/kv8gYqCAMkrvSdnLt0hvJKqbpIemK6LeEBAvwCiY6IAaC5pZna+hpZYhSEuyWu9J2cK7lgW/7mg9/stv7Fp17kwuULqFVqfLz7Xy1ULl47ilHV69FUNWAOsm/crQ9GY/Fys+sxhcElkr6TS2UXAdDqdESPj+62PiYilpiIWEeHdde81hyR5sgbBIaZ40TSuxiR9J2UlJUAEBoQikolffO5VHGJquqrRI+LIcCv+wAIV2KMGUHTNxLscizf5YfQXqmzy7EExxJJ30ltQy0AwYFBFB4v5MMv/kld+2sAQQFB/PjFN0mMSZIrxLti9nXHGBNsl2OZxgeKpHdR4kZeJ0aj1ASuqa/h/YXvdUl4gOs113nnf99m7+E9MkQnCPYhrvSdGE1S0l+uuIxarebZx59jSlI6La2tZO3KZGfBTsxmM0vWLGZ6ynTbVwBBcCUi6TsxmUy25e9841mefvjbtp/joxJo1espLCqguqaavYf3MDN1thxhCsJdEZeqTm7OI65Sq3lozkPd1j96b8dEhMVllxwWlyDYk0j6Ttzc3AHw8fLG17v7MNTx4eNty1XVVQ6LSxDsSSR9J+5u0vPmnr6re7l72ZY7D8YRBFcikr6TwPbn8C2tLbddX99Yb1seETzittsIgrMTSd9J7IQ4AEwmI5XXuxcHPHnhhG15REhYt/WC4ApE0neSGJNoW/469+su66xWCzm7cgBQq9UkRU9EEFyReGTXSVJsEqHBoVRVV7F1x1Z8vX15cPaDNLc2syFnPSfOSVf6GZNnEBYySuZoBWFgRNJ34qZz59dv/Jqf//cvaGszsGrTSlZtWtllm+G+w3n+ye/KFOHANL42CywWLP5ith9BNO+7CR85jp+8/Bb+w/27rRs/JoL3fv0+I4Jc6/u8YWIohqQwjGP85A5FcALiSn8b05JnkJ44hTMXT3P1eiVuOh2xEXGEBIbKHZog3DWR9D3QaLQkRCeSEJ3Y+8aC4EJE814QFEYkvSAozKA3741tJvZuOz7YpxEcTKtvQjPKk7YD57F6im+JfVF7o0nuEAAHfac/d6rcEacRHC3ADS5Vyh2F0E+DlvQ6dy06N3EFEIRbuXvoZD2/ymq1WmWNQBAEhxI38gRBYUTSC4LCiKQXBIUZ1KQ/cOAAWVlZg3kKQXAJLS0tbN26lZMnT8odyuDeyPvGY49xrKiIy5cvD9YpBMElXLx4kdmzZvHMM8/wwd//LmssonkvCAojkl4QFEYkvSAojEh6QVAYkfSCoDAi6QVBYUTSC4LCiKQXBIURSS8ICiOSXhAURsxy4eI2bNjAX//6V8aGh7N8xYo7bpufl8fKVasoKSmhubmZiIgIZsyYwfPf/S4+Pj4OiliQm0h6F5edlcWl4uI7bmOxWPj5z37Gilv+KFy8eJGcnBw+//xzPl+6lAlRUYMZquAkRPPehZ05c4bs7Oxet1u1apUt4dVqNYmJicybN4+QkBAALl26xL++/vqgxio4D3GldyFWq5UbN25QWVlJdlYWS5Ysobm5udf93n/vPQBUajWLlyxh3rx5ADQ1NfHMM89w5PBhTp86RWZmJg899NCg/hsE+YmkdyHFxcXMnjWrX/tcvXqViooKAO6/7z5bwgP4+Pjwq1/9ime+/W0ACgsKRNIrgNM272tra8nPy5M7DJd34cIF2/L06dO7rU9OTrYtl4p5D+7o6pUr/OMf/6C+rk7uUO6KUyW91WolLzeXV15+mckpKSxavFjukJzK+PHjOXHyZJf/oqOj77hPY0ODbTkktHsBTp2uYzrm1pYW+wU7BDU0NvLnP/2J5ORkXn7pJbKzs7FYLHKH1W+yN++tVisFBQVkZGSQlZnJtWvXuqwTOqjVagICArq85u7hccd9UtPSeOsnPwEgOSmp2/pz587ZlkeOGmWHKIculUoFgMFgIDMzk8zMTAICApg/fz5PffObzJw5E7Xaqa6jtyVL0re0tLA9L4/snBx27NjBtaoqOcJQhNDQUH7xi1/0uH7xZ5/ZlidPnuyIkOzq5oWh8wXi5nKXq/DN7W7Zpj/HuN1N05qaGlauXMnKlSvx8/NjypQp3DN3Lvfffz/h4eF38S8bPA5J+qNHj3Lw4EGOHT3K8ePHKS4uxmQy9brfvr17mTpliu0vbOf/31zm5mvQbRt6eK2n/9PpuD0er9P6Htfd+v9+xHDvfffxox/9qNf3xh6WLVvGqlWrAPD3D+Cpp57q1/4TIiLo0ha7JXlum1i32/5Ox7jDOmdTV1dHdnY22dnZ/AYIDg4mJiaGxMREkiZNkjs8G4ckfZtej7GtDaPRiNlspq+/MqvVislk6vYhsnZsYHu92zbdtu1Y6HHbOx3/Nq/1OZZbt+n0863bjBo9uod3w7527tzJb379a0D62vCX//4zHr18VbhV5/sJt/7h6/xalz/At25/m+3utK7zObq8dsvxB3Lc3v4NLS0t7Nu7t9s5b+Xp6UlcfDyTU1JITUtj6tSpfXq06igOSfop06YxZdo028+NjY3k5eWRm5vLzp07e2zeT58xgy+//NIRISrKtm3b+P6rr2I0GgF4949/5LHHH+/3cbZmZto7NKd2/vx57pkz57brRo4cyQPz5vHwww8za9YsNBpNl/UXL150RIh9Ist3el9fX5544gmeeOIJrFYrhQcOsHbdOjK3bqW6urpjQydtxrmyLZs388Ybb9gS/qc//SkvvfSSzFG5hltv0QUHB/PwI4/w9NNPk5qaKktMAyH73XuVSmVrCfz5z39me14ey5cvJ088o7e7jIwM3nrzTUwmEyq1mv/83e94TXS/7RetVss9c+fywgsv8MADD7jE3fpbyZ70nanVau5/4AHuf+AB6urqOHr4sNwhDRkZGRm8+eMfYzab0ep0vP/ee3zr6aflDsulhIaFUVBYyIgRI+QO5a44VdJ35ufnx9z77pM7jCGhqKiIt956C7PZjKenJ59++in33X+/3GG5HB8fnyExBNn12iZCv/3x3XcxGY2o1WoWfPSRSHiFE0k/xBkMBgoLCwH4P9/6FvPnz5c5IkFuTtu8F+xj//79GAwGAOpqa/l86dIetx0RFib+KCiASPohrry83Lack5NDTk5Oj9uGhIaKpFcA0bx3cZr2R0Y67e3/fnceZScIIK70Lm/L1q13XP/6G2/w+htvOCgawRWIK70gKIxIekFQGJH0gqAwIukFQWFE0guCwoikFwSFEUkvCAojkl4QFEYkvSAojEh6QVAYkfSCoDAq6yBOIl5eXk5raytRou65oHDGtjYulZTg5+dnKxEul0FNekEQnI9o3guCwoikFwSFEUkvCAojkl4QFEYkvSAojEh6QVAYkfSCoDAi6QVBYUTSC4LCiKQXBIURSS8ICvP/ARP3F/4/ZBbrAAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/383.jpg"
}
] |
<image>Find the area of the figure. Round to the nearest tenth.
|
B
| 64,831 | null |
B
|
[
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<image>Find y.
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B
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iMI2jsfPmn0eM78cRNFodyavThE7t7nMBHj3yv38gTxD+4rggUX7YsOBOpM6LA4w26oItP7tkija5ME3CN7kwHRXH7p+uCo8nDevl0L0cRe5vHExMs+uMLy+10LsmLh4r/oMZRUJ05tQQOSvnDBHt3mPjQoRF2p4SDSu2Z4l274Y05cLckJLg8Iyj0erYetJouqVEKiVx8MQh75rIeKT4VepqCw/Ipnl3iR5D8vTkaMFGXZdd5pRDGwczipi+KcOqC1OMz5N5sT5R1VPJ4sTxiEFD75ozBxdbeKT4V35+Tnh8YHasU2xyub+M154YYjFFOx4BakSj1QkuTJM4W+vCtMW6r40Bd4kKGcP6SyvOfu5E5w8uzeFx4t+VWiCMlKtGhrT+9JUdBCkD+PiZeOH5/G3ZDm/SnM4rJXl1moUL88Ds2Fa5MG2Rq6qoj+MZHiLJ6MqGg4urN8A8SvwqdbUQs56okLHoEed7LmLCuogSAarR6ti0N8fChZkSqWT/C6Oc0oEPZhYLj+eMjxD9/mIQpAzg1Yfqd6k3fJXr0vf3KPGbmzvvPiHuSGkLRyNAc1UVzH7jhMXxyZ3TonjvuUSnxNhotDrhvRw9sOJsJo0IFTYX12WXtSK4sPV4jPgPZhRZuDVdfVZ00SOxQqx6SyJAd6UWWLgwp4bIRXFh2uKb9Po4nuYyM0iBpTMGCubP8n15LvP+eIT4NVody/cZR9tEhYylMwa6vA1yfxmb5t1ldwSotdQoH00J55M/jXT6ppnpwEpLMjO4kyBlAEsn1nt/XLX76xHi3/FDgWAnL50Y7rZp3F4f9cGMIoszw4kKGaf+GC+aC9MWjmRmcCfTkyIsZlZXLH4lL/6yylphA2hqiJz7EsPc2h5bEaCmuBxrLkxXmWlfn6xf6D44yr3fVUt5ZfoA4bErFr+SF//2wwXC48X3R0nCZWfuo96cX8nWQ3mCC7NhdjSxXZi2MM/M4OwDK84gPrqbxeLX2aEPkhZ/WWWtRQiDlOzXDSkJgv3/5P4rjVyYuxaMcOoehDXMMzPcP9y9cTytJWVipPB486F8p76XpMXfcNSXEnJ/mYX9b8LkwnRHobc1h+rNQ0/KnGZOTFgXl43+khW/lEd9MLowzQ/QANx/W++2NYn5gRVnZGZwJeaj/xdpV21c6RiSFb/5FC6lUb+sspaUjcctXJgPdzceXP/6N768tjbVLe1yRWYGV2E++i87UUJZZa1T3key4jdN4VLyVadllzB5zU+8X1AFwHCZD6f+GM+nfxktLIBX3tSzY6droxTNMzNsTA71uIWuNcw358wP34uJJMVvPoWbNj/ciUarY9X//UzSlmwytMYCbi+Ed+LH/xlHfHS3+gjQTsYF8KyjNzh19rqtW4qKuTjcfWBFLMbGhQh+f9Phe7GRpPilNIXnqioY9/dUlmf+AsAwH9g/I5p/PD/awoUZpAzg3blxwvOUD7KdNl2bo9Hq3JaZwdmY1i7pVbpmzlO3DsmJ35XJlWyh0eqEo4UZGmOB0XlBHdjz4mgmj7E+G8VH1+cAzcSHv/7ruNPjVMwPrLgjM4MzMR/4jpxVi35/yYnfvFyOu3zVKnU1C989aXG0cMu4Xnyw7J5mXZjmEaBbKnRs/iLb5vWOIoXMDM4iSBkgfJfOWPhKTvw7jtcHZbnDV70rtYA+a44Ji9oHO/hwYdEInppqfxGLRY/ECh6g5zNLOXD0SjOvaB0qdbVF5gop7H6LTfLgYOGx+cAoBpISf1llrfBjzh3u2lHMWoGH/4lR8vkr41psR8v9ZbyZksDwDsavd8rOPKcEaplnZnjkbtekIHQ15scvv826Ieq9JSV+856dNCjYxpXikpZdwuR19dnRhvlA5u8H8/IfEls9moYFd+KN39XPFtPWnxDV/m+YmcEdO8quQO4vE0yfddllon6HkhK/ec92hcljXuAho8b4pS6s1XLob2NJGOy4l2lsXAgf/ta445uhvc3CtzOaeYX9/JhVIsnMDM7A3PTJvCie6SMp8Zt7eZyN6WiheYGHvVFyVrx1Hvm3Z0V7nyfvH8Dvexursb9/tZqth8Q5qGFeSlRqmRnEZmDferPzVH65aPeVjPjNA5hGRAU69b2ayo720LNj8FscSc2Mw+hVZbZv0gI2LUhk+J2yo0/uv+Kwz9oTMjOISZAyQNhB/zZHvN9FMuLPLqjv0YPCuzrlPewp8KBYOhGfRDmVC/Zg0PwqyvvK/WXs/uso4fmfPz3v0ALYEzIziM09McYBcU+JRjSXp2TEf+yiUfyJCplTFm/2Fnj4TZACxbsPcHtPGdXvixekFhbciT1hfgBkaPStzgHqSZkZxGRov3pr4HyhOGHOkhG/yd4fH6EU9b6tKfDQIT4c/40JaBeeQpt20eE23C6rouKZTxj7l3TW+dQBxhFs/e7mawA0xNMyM4hF3x71A+Kl4lui3FMS4jc3AUb3F8/ed6TAQ6enk5Cl9KZ60SFul1W1ug3atIvcnLIV3eZrdDowmedWTRDs12UnSlqcps/TMjOIRZAyQAh0y1a1IfH/UlFvw0X2dLyioRgFHnzkHVCsmIwhXcOtF/e1uA0Gza9UbfqOqqS9+N4VSNer8wiYFOdQDlBPzcwgFjHBRvGbBjNHkYT486/X92Tz6a01WHNh7pwW1WyNWmv4hgXR6cBkdJuvodl10u7X6VVl3Jz9f2gXnsJ/YwLKDTPwDQsS/h+kDODdJ+ojQOdvsy8C1JMzM4iBuVUgxqJXEuLPKao3KxxZwDXMjiZGgYeASXGC+7Mut/kYfc2uk9zsswXDNQ2dTz2KYsG9+Mg7NLrOPAI0vUrHi9uybC6APT0zgxiEdJULj3+p1Dp8P0mI/2aNcRFoOrrWUkwuzIbZ0cQo8ADQeeUD+CTKqVryTZPuT4PmVyqXfEnNjMP4LY6k6/65dIi3HWI8PSnCogierUxlbSEzg6MEd63v8AXXW78OMyEJ8R8uqGz1a60VeBA7O5qPvIPg/qxa//8a/f/X01coT95M3bp8Ou4cj3LtNH4TpLDr3ivnDLErB2hbyMzgKObeuaraOofvJwnxmxalLfH02Crw4AxxdIgPJ+Cju/l12TlqDxpj9A2aX6neepRbCV/g01uO8sLvkE8f3qL7WssB2nADrC1lZhCLa2VtwOZvzcLFVQUeGtJp7hhkKb2pWf4D2rSLVD6/k9onf6LDqkF0/eR3+MW0LhiuYQ7Q6ZsyLOx/KR3rdDcmN3FhqaaZK5vHTqXoUX+9hKRnd6Fv6TuMWsW3n84hookKzeYLF/MFjTU0WmMGX/M89ymRSl57YojLFoCKFZOpmP4pVUl78UmUo0h9GP+x/R2+r7EIXjkLjxSRXqXj0fXHGRzSkdq622y8cBNoO5kZHCGwo3iDm513qiQ343TLhQ8oh0XRy87S5OYLmoY4o0Zta/ANC6Ljq+PQ7sii82sP2W3b28OCh2M5eL6MfTc0fK2u5Wu15ayYr65Bo9W1+UA2e8hVu2rkv32DvJNGb0PHh1bwzryh+Nv1Qh/kvWPtvLZpdqUWWHhypobI2TTvLrcd4AiYFEfApLjmL2whp/NK2Xej6R91/blyIg/kubWQtLvp281oHZgPgq3FPvFXFHL2XA2gYPDd9zB6WBR2DubNUlNr27f94rYswZMDRhfmzHERbXL0m7+t+cPuC48U8cjdfdrsya3m6B0kntlnh4IMaHNP8W0dQDT3xPUSTfhgubtrzsGMIpbvyxO8HIkKGe8+Eddm3Xy5qgrhszbHiQvqdit+MbFD/L9SfCmHSgC/WPr3cdSIsY1Gq2P97hyL8ITFcUGsnDOkTY72XtyHHWq6RcG5O/b2oAFEdPF1WmPOF1bw+HunLUb7Vx+Kdnmeey/tg+bFr7/GucNG16JyzED6OnFn4JGd9bHzKZFKVswa1G6m9z4t+JxiRL56sUP8huILnFDpAQVRHco5m5lpx2070XtQDD0Dml8dWPsh3eHCdDdyfxkbk0Mt9jCs0dXHx+HIVy9GmhH/bW7lZWOUexWn3vgjs96w464d57L52Aq7xN8xoL4Jvw3y560nh7SpZKst4enJ0fx89ZaFd6shNw0GXtyWxYaUhHa5BhIjrMFEM0aMlqKLOdS09K6JcUR3brl99M/Zg9qt8ME4+m9ISWDntCgh1sfExuRQFg7oCrSuCnxbwRTWYAoGdATbQ4fhF3Iz7ix2k9dy+MOZhInp52zArRrHI/U8Hbm/jOlJEUxPiqCsspYarV5Y92i0OgrfOMGeEg0LjxSREBnYro4ymmM61eUItodnTSFnjpYCfkQnDbY7TKEldFfWu05Lbjq+a9eWCFIGWCz4G0aAJm3JdkmxZilRXuOidIW3iy6SeQugF4n9e+AMJ2d7D9RqKc1FgLZ1TOshU5iDI9gQv56KggsYk2tEMTDcee4100hmyt3jxTbGCFDj3kd6lY4V211bA8xdmHdyMcIcbIi/mouZmdQBhA1nSF/n7eyacvWIOaW1dRY8HCvEtq/LLhMtB6iUuWpm4ikC/By+X9PiN6jJyzQeovC7O4Yw523s0rWj8YPYcvF5aUzDKvDOqFslJdQ3692cET0dDyVv2ttzM5/TmVWAH2Gdq8jPzLQzoM2Xzn1j6d/d/pkiNlQBGH+4sspa7zrATuT+Mj5+Jp4B642pzxftyGFXiKLN7oqbO0RasiPeFE2KX381l+N1AHVc/uAvPPaBvbccy8uHNtO/u/2NMN/lLbxR3UbEf5va6+c49uNPpP+cRdbJoxw9XwqBAxmTNJxhI8aSPGkc8b06OhQlGxPWhQOzY4WzzCs/P9dmN8DM87mK8fmaMHvqKL6QRauqn3aOJTq0ZesD8+36pkKcPQcDOvVpdv79cZJGP0TK4tW88/E+o/ABys9zdN/HbFrxR2Ym/SdLd5yjyuDYO04aESosgDfnV7YqB6gnYMryIVY+1ya6jx9hM/+XvJmivEezBCkDSFTISK/ScexiuQfH9Wi5fvxD/vbsOr4r1QMd6TvhP5l9bwL9o3qh9NNRWXyJcz8d4PNPfkClz2Ln4j+i9fuQfzzSz94zpVYxD41YdqKE2FCFB3+PjSmrrBWifePCxPE8uj17gwlTb3Ykh4970VL8/XqembOG70qh68ineW3XIb5+72WemfMg40cNZ9iwUYx/YA7PvvoBX+37OxO6+QKFfLVqO8dv3Xbo3eX+MlbMGmSRA9S84IenU3ij3tNjnq7cESQjflPOnvQqnQfuWhqozd3Fyr9u5rzel6DJr7D1g/9mxrDeWI/t80Ux6DFWvPwgfgDqH0g753gGsrDgThY5QB9/77RLqsC7gjOX6/eAxIpqlYz44yLqe/O5Kzfd15DWUJfDZy+/xrelenwHP8vGNbMZpGjON+xHzxFjMdZrUZNXLM6MFx/djY+mGNMk2pMD1FP4Mdco/qkhctEcIpIRv3k0Z8YlT9rpraP43++w5ngFMJSUvz3FyED7NkV8et7HP479ROqxb1g9QbxkVHMnRtudA9QTMK/PPCG2dflcrSEZ8QMWpeY9httX+P7Tw9QBvuMf5z9HBtnvupQp6N6zJz17htBdIa5rsmEOUE/eADMvQyRmfWZJid+8CqO9BRvcze1Lqew4VgH05L5ZY50a8t0STBGgJjw5AvTIWbXweEAf8c57SEv8MfVpSVLPqW1cKRW0FKb/gDGsbCAjB3YTNa2Lo4QFdyJ1Xv0CuLVF8NyJRquzqEsg5uadpMRvXm9160lPmKbNMlsEDiHWyWldWoN5BOieEo3HRYCaV1w3r8QuBpISP8DMUcYU3OlVOunbqYYKrl28Ux9qaBg9nBj85wieHAFqbvKIXWlecuI3N33MP7gk0VdwI/eOf97PD5ndNo+BOtUJ9u3ezZ7d33P+ZmtSALcM8yJ4T+6/4hFrqoalmMSOV5Kc+IOUAYKbbtmJkjazSWOBQU3aO8tY9OdFLPm0mACl86eMIGUAHz8TLzyfv036C2DzUkximzwgQfGDZXFl8y9Acvh2I2zoHe/D8Wwu1dgToabnVuZnrN+eB0Tz2H9NIMJFv4IpAhQQIkClvAB2ds1hSYp/bFyIMEWbalFJEp8eDE4aYHx863v2pV3Htvz1VOV+wfL5b3BW70v3xxazMLmHSz1Ek0aECvspUo4ATcsucXrNYUmKH2DpxPoteukufAOITr6fRF+AfL5Y+ipbz5RidSw11KBKe4+/zF7Gv0v1+I5czLsv/5ZgN/hGFz0Sa1EFvqkieO7EvBSTs2oO+xgMBgejyZ2DRquj40tHAGM8x+4lY9zcoiYw3OTM2wuYuTbtTuWaYBJmPcG05CFE91Iiq6uk+FI2x77+gs9Tr6DHGPj24ev2xP84D5W6mumbMoQw4QuLRkgmYViuqkI4nbYxOdRpxTgkK36ATXtzhNyVqfPipJugSVfM8S2v8d9r9lBoy3ETeDdPLV/CH6beRbD9riGncTqvlIS3TwNGu3r/C6MkcYpuyZZTQrFBZ3ZKSYu/rLKWbivTAImP/gDUUXH5FEePHOb71OOc+D4Tlb4bA5JGMHhAAiPvGUvS6EH0DJCWpbn1UB5P7jeuq1Iilbz3XKJb22M+6i+OC2LtvASnvZekxQ8eNPp7MOYjrTPNjJa2xdmmmLSGISvMGR8hPF60I0fSrjlPRSoRoGnZJYLwF8cFOX0NInnxBykD2DktCjB6fr5JV7m5RW0PKUSAarQ61n1dX3Fz6YyBTn9PyYsf4L7EMIuzqW1y19fNuDsC9Jt0leDX/2hKuEsW3h4hfrm/zCI565qd593YmraLuyJAyyprhTrLiQoZM8dFuOR9PUL8YPxhTDE/67LLJLkx0xZwRwSo+WC2fmasyxJueYz4AZ5/MEZ4vHxfntf8cRKujAA9mFFksch1pTfPo8QfFtzJYvHrNX+cg6siQFXqaiZ/YowtSlTIXLLINcejxA8wPSnCYlrelVrg3ga1UZwdAarRGu9p4tWHol2+u+xx4gcaZSaTely6p+LMCND3D+QJ6UgWxwW5pdC4R4q/vZfmcSXOiABNyy4Rdu0TFTJWzhni8D1bg0eKHxqX5nl+8yk3t6ht0jAH6ORPchzKAapSV5O0JVt4/vEz8W5Lp+6x4gdjZmLTqLQ5v5JNe6V5MMPTaTjTtjYHaFllLdM3ZQjPD8yOdWsYtUeLX+4vs3DLLTxS5F0AO4mxcSGNcoC2BI3W+BrT+YGNyaFusfPN8Wjxg9Ett2vBCIsFsHRPfnk2DXOA2jvTarRGs9S0wE2JVLo1ctSEx4sfGk/LSVuyvR3ASaycYznT2vM9r9ieZSH8DSnOi9FvCW1C/GCcls0Ds7wdwDnI/WXsWjBCeL5oR45NV/OmvTnCDm6iQiapemFtRvzg7QCuwjwCNL1KZzUCVKPVsWTLKQuX5q4FIyQjfGhj4gdvB3AVtiJATTa++Yi/a8EIyZVIbXPiB+sdwJPyU3oK5q5mU6hJw8WtVIUPHnCG1xHSskssNlQ2Jofy9ORoSU29nk5ZZS1TXj8uuDAHB/hyttaYwsK0uJXq992mxQ/G9Bzzt2ULP05KpJLXnhgiiRQdbQXzjAsmpC58aKNmjznx0d0s9gE251cy5fXjbapMp7s5dt4ym/bG5FDJCx/awchvoqEtCrBzWlSbKtTsasoqa3lxW5bHfqftRvwmzJM0gXF6XjFrkCQXZFLmYEYRy/flCeZkokLGx8/ESybloT20O/FD43VAokLG0onhHjNiuZOyylrW7DwvuDHBGI+/dMbAJtZRxXyzcCoL9zVTaMS3LwlTxnPv5Ok8ev9Ql6RzbJfiB+s/YkqkksVTYzxq9HIlDUd7sMPMqUnj76Me56Nb9r6LL91nbeDL1ffRy8kdoN2K34S1H9TrErUkV1XBuj25Fra9vebi7YsfMmPiSrLozQOvrObJoZ0bX1RXTn76V2xZv5sLeoCBzP9sO0tGdRX1czSk3f+6k0aEMiKmG//7TZ5Q/2nhkSK2nixh6cRw7ksMa7edQKWuZsNXuRazY8tMRD0VBRcwxn4OYFTyaIb1s16xctioZMZF+jHh2R3UcJVTl0oxjOrq1MIdbd7VaQ9BygBeeiyOU3+MF3JWplfpmPHlJZJXpwk7l+2FsspaNu3Noc+aYxbCXzUyhP0vjGrB2qiGy9lnqQMIHUps7w42rpXRY9gYRgPgi7+f8wec9jmkNUF8dDd2LxnDrtQC1hy6QnqVTugEiYeusHRiOOOH9myzG2S5qgq+SLsqzIAmFscFkTIxsuVrIcMNco5dBsBvzGD6+dsex/XlagoB6EZUb6XTyzV5xW+F6UkR3JcYxjfpqkadgC8vGU8hDevVJhbGGq2OzIulfHik0MKmBwdEb+LWVc5nVQEdiR3cF9t3qSE39XvyAKIe5oFhXVv3ni3AK/4mkPvLrHYCMK4JOFLE1BA5z94bzoiYbh43G5zOKyX1nJqtJ0ssFvsggujvoC84yw81AGHcPbCXDRtbT9XZz3ht7U9AJI8unUWC3PmuTq/4m8HUCaYnRZCWXWIxQu4p0bDnTsaxlEglM0f1ZlB4V8lumJkE/21OmZAR2RxxZ7Q6ii9kYYzm70OI/BbXr9c0uOY2tWUFnD/6NR+8+Smnbsfw4OrXWT6hl0sqVLZ7V2drUKmr2f3TVaujJhhLKE2IDSIhMpCBfbu4bVZQqas5d+UmGZfKG9nxJkyd9p4hYlc4/4XDy2eQ8nGhfZcHjuEP69eyaHyoy0Zkr/gdxJb5YGJqiJyR4UpiQxVE9uxM9y4Bos8OuaoK1DdruVR8i2zVLQsvjbX2TE/owb3xvZw3S+nP8d59j/Babp39r3FxB/CKX0RO55Vy5nI5P+aWN1o8WmNqiJyYYKNrdXT/QIv/hXSVE9zVOGMUXK+iqrZeRFUaHdkq45apLZGbszguiAlDerjOLFN/zZ9GP8e/9V1IWreHLTPDrZgyt6ktv8rFjP1sXrWBfxfUgO9v+Z9v32ROE/sBYuIVv5Moq6yl8EY1Zy6XNzsSi435TBMXEegGr5SBmrRVjPnd+1Qxkhe/+ZBnBsptXq/J3MDD0//FZRQkrt7N9jlRXlenpxKkDCBIGUB8dDcA1mK0wWu0OrILyls1epuTqJAxPsJ4hHB0/0AUAX5E9FTQJ7iTBHaktRRdzKEKoGMs/UObG8V9kPcOpx9w2fmNE3D3t9SuMJkbDUfitWaPNVodV5tIBeI5+wqVFJy9I+MhA4jo3HwgQf0GVxDRvbu4xNvjFb/EkPvLPEjkTaC9zKmD1wBfQsfF0ac5JRvKOLnvK+MGV/AkpgwPcn4b8cb2eHEChmuXOFUBEMKomJ742rz4Fpf3/Yulb50Bwpi45DFG2jFTiIF35PciMre5deUCZwFQ4H8zj8xMa7WT66gsPMfxr7bzwbd56FEw8OlX+Nu0KPxc1FKvt8eLyNSQ9ebvmLbutP0vCRzJnCVLWDhzmEtOcJnwjvxexMWg5sIJO3w2gQMZk5TI6HETuPc/EhnQPcAli1xzvCO/l3aLd8Hrpd3iFb+XdotX/F7aLV7xe2m3eMXvpd3iFb+XdotX/F7aLV7xe2m3eMXvpd3y/wHaY4RlrZ1sfwAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/385.jpg"
}
] |
<image>If A B = 60 and D E = 48, find C F.
|
B
| 64,833 | null |
B
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/386.jpg"
}
] |
<image>Find y.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/387.jpg"
}
] |
<image>Find x. A = 96 in^2.
|
A
| 64,835 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/388.jpg"
}
] |
<image>Find the area of the quadrilateral.
|
B
| 64,836 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/389.jpg"
}
] |
<image>In the figure, J M \cong P M and M L \cong P L. If m \angle P L J = 58, find m \angle P J L.
|
D
| 64,837 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/390.jpg"
}
] |
<image>Use rhombus X Y Z W with m \angle W Y Z = 53, V W = 3, X V = 2 a - 2, and Z V = \frac { 5 a + 1 } { 4 }. Find m \angle Y Z V.
|
B
| 64,838 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/391.jpg"
}
] |
<image>Find the perimeter of the figure. Round to the nearest tenth if necessary.
|
A
| 64,839 | null |
A
|
[
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7EHd07hXbvq9KLP8WV/THkwPWTCRKjrWSnnA2imeyt8kwJT4Y988KkWRR3RGxZwnJFTMTibLOSp65f5IbVyJcx2yUqUcLsDq9nLNRFM7dnXvF5uqu3XIh39+ogtmO/FTCLSG1jwopCyMwKtAXSw629zCK36XFjoQ6FuYVIkNbhXfSSy0ZaAc5FdUdcdUsITliMJEg66xEaW2sF8ePw/GhaqzZl2cpzJfWGLBpWZSsr1Y9ldQ694qNWUnPWDORGOtayY6EYMVeteuqmyyFeaB9NsvGh6coIgvzBI4690p1k6EQ1rWS5An+2Pl0rJtXJC28FJQYJWcl1kKCBuHIs7Mss1HSivQ4k5rFFiwSp6tuwqFvyiTZuVdsnbKSJHnXMcXAzERCThfUIPqN0wCUnZVYM7Qase1QXqdiLQvz0mOvc+/ae0MxfeIwRd+mtM5K5P50pViU+9uXoRcPXLR8rOSsxJraR4XnlkYiJNAXjx1p3wQWv0uLd+9uwIrEMDevjuTSuVdsm/dfsHwsxz1frsBgIhEZ2irLCbsjIVixtwp6siIxDKEjB1tmozx25DJ0tS1Y8wDbVLiavU2GUuzcKzY5d6JwJZ6lEtEx8hPwnKzElu1slA2nqlD8vYEtWFykp869sX4qrJihUWRRvTfk3onCVVgzkYAMbZXlitxTaiX26KqbsOnD8512zLMwLx45d+4Vm5I6UYjNM18hEsOspLOQoEHYnhyNgD252Kqt5WwUkWRoq3A4s0LWnXvFxqyk9xhM3MzTayU9UfuosGVlNMZcn42S2WhE/C4t9i8yYHH8OHcvT7aU1LlXbNa1kpdmalgrcYDBxM2YldiXsjAC0RMCLLcBlxwsxI7aFjyxIMxjb730h6POvQ/cPpq3EW1YZyX/eQ+fLHSEZ6MbWWcl+xeFMivpQVykBjn/peJslH5Qaudesdn2x+PPyDEW4N3ogS0ncLjKwJGfvaSrbkLKrjOWAJykUXM2Sg/sbTJUQudesXWcmwBQszGOwaQXGEzcxPoJrv2LQlkH6KXuZqO8vTyS9/mv66lzb/IEfzyeMIZF9V7g05X9w2DiJsxKhEm9XpjvcPSRCMyPCXbjitzH0zr3io1ZSf/wHcwNrGsl6xPHMpD0Q8rCCEwaNRgL9uYBABbszcOOigaPuoqs1bfgk5M6pB4v95jOvWLj05X9x3cxFzO0GrFmX/sbYKyfCvfEhrh5RfI1PyYYx31VnWajeEJh3lHnXtZD+o9PV/YfX3Eu9mmmznIVyaxEuLhIDQ5o/CyzUdKK9EBajiJno5wuqMGer0s9tnOv2Ph0pTCsmbiQodWIhJczkNloZK3EyborzL//5DRF1ArYudc1WMcUhj8tF2JWIh61jwrbk6Mx9WiBZcd8+LYs2c5GcbTJcP70kYoIlFLxz6xy1jEF4k/MRQytRmz+rH1eB2sl4lD7qJCyMAL+alWn2Sg7EupkU5hn517XM7Qa8fzHBQB4bgrBYOIizEpcx3Y2yur0cugNRknPRsnX1eOjjLJOEycBFtVdgeemc/Cn5gLMSlwvLlKDsvU3CvMds1FeWR4lqSt7du51L56bzsNg4gK88nGPkKBBOPLsLPx6dy7SivRIK9LjzKsn3T4bxVHnXm4ydB2em87Dp7lEZv0EV5JGjUPr5rh7SR7H0GrEtkN5nW4huaMwX6tvwbGzV9i5VyJsz829v5jJYCIAf3Iis77yWXtvqJtX45nUPio8tzQS/mqVZaNf/C4t3r27ASsSxW8tzs690mR7bjKQCMOfnois78cmadS8/+1mtrNRHjtyGXqDUbTZKPY69z5151jMjdLwDcxNeG46H1/JImJWIj1xkRpcXOOLR3eeFq0FCzv3St+fjhbw3HQy1kxEwlqJtOmqm7Dpw/OddswLKcx3bDJ870RFl6L6SzM1eDBuNIvqElGrb8GwTRkAwHPTiZiZiIRXPtIWEjQI25OjgestWDIbjVicmoVtD0X0KXNg51752XOsxPIxz03nYWYiAl75yIvtbJTeDCvL19Xjn9mV7NwrMzw3xcNXuwh45SMvtrNRlhwsxI7alm5bsLBzr7zx3BQPX/VOVqtvsVyt8ikR+ZgfE4ycob5YtVvbbWHeXufeZXPHcGywDFifm2sjA3luOhlvc/VCa8YlXKvSOz4QwJuFzfjllR8BAP8KH4jbb7nZ7vGqyGB4TxoheI3kHLrqJqTsOmMJGkkaNSqa2ti5V6La8q/AqC13fCA6n5tnb/ND2GD719I3afzhEzdR8Bo9BYNJL+jXHUTb1iKHx9WF+WDiwskAgHta2rD79XMOv2bg/nlQL54heI3kPLrqJoze/G2Xz7Nzr/QYDnyH5iXHHB5XETUQtyVOAgCsrmvCxl2XHH6N99oJ8N+ySOAKPQeDiRNZF3LlOkfDk/XUubfD0UciMD8m2MWrImdYtyvHUue6uCaGGaUIWDNxEuv7sckT/BlIZMRe597F0cMts1EW7M3DjooG2cxGoXb5unrL73ZtZCADiUgYTJyk01MiSZPctxDqFUOrEV/nVuH1Ly477NwbOnIw1uzLsxTmS2sM2LQsik9tyUTaZzduUScnTnDjSpSNZ4MT2D4lwisf6epP5964SA0OaG7MRtmqrUVdWg42PjyFXX4ljlmJ6zCYOIF1VsIrH2my17l3feJYzLtthN2iekjQIKQ/F4dnru+YTyvS40xqFt5/chrfoCSMWYnrsAAvkPWO2rWRgdiyMtrNKyJrzu7cK5XZKORYvq4e4duyALRnnax1iYuZiUBvflpg+ZhXPtJhb5NhUuyofr/5d8xGCQn0tRTmXTkbhXrPOitZNm+c+xbiIRhMBMjX1VuuUHk/1v1c2bl3RWIYQkcO7jQbRVfbgjUPRLAwLwGnC2os2eiOhGDuC3IBvuoF4P1Yaeioh7z3XZVLO/fGRWpQtv5GYX7DqSoUf2/AK8uj+OblZi8euGj5mFmJa7Bm0k/W92NZK3EPqXTudfZsFBImQ1tlyRhZK3EdZib9xKzEfRx17nV1MbxjNkrAnlxs1dYis9GI0Zu/ZWHeTbb+o9DyMbMS12Ew6Qc+u+56hlYjsi/VSLZzr9pHhS0rozHGqqVO/C4t9i8yOJyNQs6Toa2yvD5YK3EtBpN+YFbiOh1F9Z42GUqtc2/KwghETwiw3GbpmI3yxIIwFuZdoCMrifVTMStxMb66+4hZiWvY22SYEh+M+2eFSPaqMy5Sg4trfPHoztPdzkYhcVhnJesTx0r29aFULMD3kXX30bL1s1lkdbKeOvcmadRYMWeUrMbh2s5GYWFeXA9sOYHDVQbE+qmQ/lycbF4nSsFg0gfcUSueDG0V3kkvtTwR1UG8oroJ1f9Yh/inDsBk9zgvDJ0cjzvnJeK+hxfijvGDMaAP38XQarS0YAHaA8rbyyM5mdHJDhwvwZKD7be49i8KZZ3KDRhM+sA6K6nZGMc0WqC+dO51vjpk/O5BPPZnx0PPLLym4+d73sKvZt3Sp4ACdJ51A3A2ijMZWo1IeDkDmY1GZiVuxJ94L1nXSviUiDC1+hZ8clKH1OPlLt1k2Mm1qyj47goAYOBPNuKtlbfBp8tBZhjrC5Hx151482gBTKZsvPXSIdy//wlM9u5bOElZGIFJowZjwd48AJyN4kyfZuosr6P1iWMZSNyEP/VeYp8f4XTVTTj0TVm/O/c6VX0pzp1vBuCHW2+fi9nTQ3vINmZg5twYjH76p1h/tBo4m4VzVY9hcoh3n7/l/Jhg5Az1xardWhbmncTQasTmz9p7pMX6qXBPbIibV+S5bnL3AuSAfX6EydfVY92uHIze/G2nQJKkUeP4ykikPxeHxfGunKtuRmt+Dj5vA4AwzI0caf+2lWo0Zt81/fp/VOFqbVu/v/O0sGE4kBKDWL/24JFWpMcjr52Crrqp33+nJ2NWIh38yfcC+/z0j1ide4X7EZWFedADgHcEJo7ueoOrMxMMTY3XPx6N4OE3C/rutrNRDlcZUMHZKH1mnZUkadTMStyMwcQB7qjtG3ubDJ3dubf/GlBy/nrLjSnhGDfEy/7h5mqc/6a91oGp0zFluPDTRu2jwvbkaEw9WoDV6e21o/BtWWzB0gfWWcnae0OZlbgZf/oOsM9P7/TUuTfWT4UVMzSuKar3lqkC54+1327znzMZY+ze7DWj7dIX+OvnNQCGYObSeIQ66eaw2keFlIURGBXoa3msNX6XFjsS6liYd8A2K2EAdj8GEzuYlTgmlc69fWGuvIhTOhOAIMyNGtPNU1yWI2G8cgKv/24HMk0Axv0UT98z3umFxsXx43B8qNrSgmV1ejlKawzYtCxKcj87qfjT0YJOWQm5H1+pdjAr6VmGtgqHMysk07m3966hoUCLbABAAPybipGdXdn1MMP3KL50Eod3vIsTNSbAayZWv/pzzAlwcEusn2xno2zV1qIuLYezUbpRq2+xXLwwK5EOBpMeMCvpSuqde3unFeWX8tAMAMjH3rU/w15HXzJsAZ59fSOenBHQ582KfRESNAhHnp2FX+/ORVqRHmlFepx59SRbsNjYc6zE8jGzEulgMOkBs5IbHHXufeD20fJ5szN/j/ysQsfHBUzGnPhYzL4jEYmJszBxaN/3lfRHoL8vtidHY/yhPGw4VcXZKDaYlUgXg0k3rLOS/YtCPTYrkXPn3h4ZSnH2RA0Ab4RtOIS/PzkF4ty46j+1jwrPLY1ESKAvHjvSXmSO36XFu3c3YEVimJtX517WWcmLi8PdtxDqgsGkG9YzETzx2fV8XT3SPivqth4it869tq6VX0J2AwCMROzE4ZILJNZWJIYhdORgS2H+sSOXoattwZoHImT78xfCOitZGxkog1uqnsXzXpEO2M5E8KSTtqfOvckT/PF4whgF3FIwob7kItp3jIRi8tjBbl6PY7azUTacqkLx9waPbMFinZVwKJ30eNarsRc8LSvpqIe8d6LCDZ17Xa0Jl7Kz0QYAITMQNcbRzndpmBQyBAdSYrDpw/M3CvMvZ3hUYT5fV98pK1HOa1I5GEyseFJWIonOva5mrkZBdgUAwPv2SQiR8j0uGyFBg7A9ORoBe3KxVVuLzEYjFqdmYdtDEQrIGB3jqGzpU+67ZR8ZWo1Ys6/9BoiSsxJHnXvlXA9x6IcinM5uBOCHadETMNTd6+kjtY8KW1ZGY8z12SiZjUbE79Ji/yKDoodBcVS2PCj0XaPvlN599HRBDfZ8XdrjJsPpE4cp7t9sy1SWj5NtADAK0aFBou4ZEVPKwghETwiwFOaXHCzEjtoWPLEgTJG/Q2Yl8qC8V14/KHkmgnQ797paGyov5qIcALwiETVB3rWGuEgNcv5LpfjZKMxK5INje6G8+dGONhnOnz6SJ6VC6KqbkLLrjOViIUmjRurKqYopzFuPyi5bP1sx/y4l8vhgoqT50bLq3EtOY2g1WmajAO2/77eXR8p+H0a+rh7h27IAtF8EsZOytMnzXdOJlFArydfV46OMMmw4VdXp8x5RVCeofVTY+XQsploV5qPfOI2jj0Rgfkywu5fXbxyVLS8e/Q4j91qJfDv3khhsZ6Ms2JuHHRUNsryiz9BWcVS2zHh0MJFjVuKoc6+yNhlSX3XMRlmzL89SmJfjbBQ2WpUf+by6nMx2UpvUi+61+hYcO3tFGZ17SVRxkRoc0HSdjbLx4SmyeI1w/IM8eWwB3voJLim391Zk515yie4K8+8/OU3ymesDW05YgknNxji+vmXCIzMTOcyPtte596k7x2JulEZWty3I9dQ+KmxPjsbUowWWwnz4tixJXzwxK5Evj3w3sq6VSG1SW0+bDJXTuZdcSe2jQsrCCPirVZ1mo+xIqJNkYd660eoTCzx7dovceFwwkWJWYq9z70szNXgwbrTkb02QtNnORlmdXg69wSip2Sie1GhViTzut/WnowWSyUo8snMvuU1cpAZl628U5jtmo7yyPMrtrzNDq9Hjxj8ojUcV4Gv1LRi2KQNAe1ZyaN0ct6wjX1ePf2ZXembnXnK7Wn0Lfr07t1Nh3t2zUZTW0sgTedQ7lvWkNndkJezcS1IQ6O/bZTbK6M3fuq0wL/fNw9TOY965rOdHu7pWYq9z77K5Y2TfQ4nkx3Y2CtBemH/37gasSHRt4VuOm4epK4/5rbk6K2HnXpID29kojx25DL3B6LLZKMxKlMMjgokrsxJ7mwzZuZekKC5Sg4trfPHoztMun43CrEQ5PKIAn2qVyot1X7inzr1JGjVWzBnFojpJnq66CZs+PO+ywrz1+Ad3PhBDzqH4YGL9BFfyBH/sfDrWqX8/O/eSknTXgmXbQxGivI7l0tKIekfxl8qdaiVJk5zydxpajfg6twqvf3GZnXtJUbqbjRK/S4ujjxidOhulVt8iuc3DJIyig4l1rcQZ86Mdde5lPYSUImVhBCaNGowFe/MAOH82yp5jJZLZPEzOoehgYp2VJCdO6Pffo6tuwqFvynrcZDjvthEMIqQ482OCkTPUF6t2a51amHfnY/okHsUGE2dkJezc61r6dQcBAP5bFnX6fFv+FejD/wL/iz+D96QR7liax5oWNgwHUmKQsusMDlcZkFakR/Vrp5C6cmq/C/Pu3jxM4lDsO+GbnxZYPu5rVmJvk2FS7CheSZFHCQkahL2/mGkpzB+uMqAiNQtvL4/s84ZbZiXKpchgkq+rtzyi29ushJ17iXrW3WyU6DdO9/kpLOus5MXF4SKslNxFkcEk7bMiy8eOspKOTYbvfVfFojqRHR2zUUYF+loe6e3LbBTbW89sI6Qsigsm+bp6S43DXlbCzr1E/bM4fhyOD1Vjzb48S2G+tMaATcui7J4zznoghqRJce+WjrISR517eQ+XyLG4SA0OaG7MRtmqrUVdWg42Pjyl28J8vq7eqY/pk/QoKpj0lJUYWo3IvlTDzr1EThQSNAhHnp1lmY2SVqTHmdQsvP/ktC7Boi+3nkmeFBVMbF+w7NxLJK6O2SjjD+Vhw6n2umP4tqxOhfne3nomeVNMMLF+wSZp1D3WQ1Lig3H/rBAW1YmcRO2jwnNLIxES6IvHjrS3SLGejcKsxDMoJphYv2APVxlwuOpGIGHnXiLxrUgMQ+jIwZ1mo2h1DcxKPIQiugbn6+oRvi2rxz9fGxnowtVQf/14rhoAcPOtQZ0+f62hFT+evoqbpw3HTYN93LE06oP8akOX2iQA1GyM4x0BBVPEZbp1VtId2ye3SKq82v+vu99XwCDgchOAJpeuiJxjR0IwA4nCyT6Y1OpbADD7UAJmJsq1bN44dy+BRKaI21ykDGz0SCRfLspMDLiw83H85KVTdo/yGhOLxDvmYM5d9+G++DAMUQ1wzfKIiEiQm1zyXcxXce74RYeHmUozceT91/Dbx+9B4tN/wflGkwsWR0REQrkmMzHocCG7HoA3xv/HK9h8/1h0yTnMzajK/RoH33kfX5Q0o/boi3jcxw/7f5+E0cxQiIgkzSXB5Fr5JWQ3AMBIzL5jLmZMv6X7A2fEIfG+BPzx6aew41Q9av/2Bt5ZegdeiGNxnYhIylxwm8uEmku5OA8AmIypYfY2LQ2AKuh2rFq/EuMBAPnY9+lZ6MVfJBERCeCCzKQJxblamAAgJArhI70dHD8A6qmJeHjSH/FKfhuaT11CuWke/L3EXykRudI1tFw5j2+//gaZZ3KR+90JnLhQAwRMxpz4GZgeE4eE+Xdg2siBXW+Lk+SIH0yuVeLCCR0AYOC8WzG2N0HByx/Dx/gB+XVAdSMMfHiZSEHMMFafweE3t+B///QNfrD947oLOPHxBZz4+H2k/i4KSzZvxgsPToEfI4qkiR9M6ktx7nwzAD/cOmU0Bov+DYlIulpx5eQ7+O1TW/FFjQnAQIy566d45M5oTAwdCX9vI/SVhTj/zVF8uPcr6Ey52L/2v9Dq/Q7+74Hx8t9lrWAi/27MaC0+h2/aAGAUokOD+p6ujgnAYNc8wExEompF5ZfbsCr5LVwweWHozCfwm/X/gfuiR8G30xvDLMy7bylWLNuLXy1/EZ/XlOKTl/bgoX//DeL4ZiBZIv9mfkRl3llUAoD3dERP6jqBrVvGqyj+rg4AMDBqHDR8/XiEQc8kYNAzCV0+7z1pBIaZn+Xud1kzoyX/ADb9Kg0XTF4IXPAi3vvzb7Bkum0g6eAFvylLsfGF++ENANVfIeN8o2uXTH0i8tt0A0rOF7Z/OCUc44b0ropuLsvDyToACMCMqWN5a8xDeIUEwiuEj4ErUlsePnjhFXxeY4LXrU9hx+ZHMMXP0fuBN0bExGEWAKAaBZV8rlPKxL3NZbqKS6cqAQB+MyYiuFehy4grZ04iGwAwBfOmjeSTHESy1obKv7+FzSfrAdyG5N8+jpkBvbuwHDDiHvzft3NhxACo/DhaW8pEDSbmynPIyG8DEISEmAkY2KsvKkPGoa9hAuA1Lwl3hrFtNZGsXbuML/96DG0AvOY9ip/ODOz9BaLKD7eM8BNxceQsIt7mMsNw+SJOAwDGI3L80N59Tc7f8NaxOgBhWPp4AkKYlhDJ2rXC49j3bT2AEbjn4Tie0wolYjBpweXzuWgEgMFRmDK2FxlGWwEObt+NYgBesx7F8rh+PP1FRBLSitLMr5ALAJiMmZOH8ZxWKBGDyQ8oOVvc/uH0cIxVO3gJGa/g+O/XY9OxGsDrDvxq4xJM9ObLjkjerB7CCYhCxGgON1Mq8YJJaylyv6oG4IXgmeEYaScumBsL8OnLT+GJN7JhQggSN7+Ax6fwPimR7JnrUXHp+hjm20IwnG2RFEu0Avy10gv4ph4A/DEWVTiTnd31oLZ6lJ1Nx/7d+3CitBlACO7a9Dq2PhgGRx28iEgGTPW4mn99f4i3N3o/TcKMNl0mjmRV4BqGYNK8OzB5KCORlIkUTEyoL7mIPABAHU5sXYUTdo/3wtAZK/CrDU/jwenD2TKByNOZq5Hx1gas2V0Ar9kv4chCBhKpE+l9uxnF2nNos3vMQITMmIOZ02Iw89/uROJsjuklUhyvYQi5bQiQXg+c1KKwOQkjBjo6z01oyP4A2/YUAAjD0v+8C+PYBUPyRAomgzF9zd9QsEacv52IZGLAcNwaHw6knwIavsTHGU9gTqK9jcgmNOZ/hOdXvYZzJi/csnQtVicM5xNgMsB4T0Qi8kVYwr2I9QKAIny0/v/hvbM1MHZ3qLkZuoyd+OUjG/D3GhO8Zq7F2y/8O4IYSWRhgNls5rQQIhKP+QecfSMFD23JaB+ShyBEP7wcixKiEDbSH6o2PSoLtfj2Hx/hw+OXYUJ7I8h3Xu1N/y6SCgYTIhKfsRInd72C32w+jFKTneMCbsfjz6/Dz5OmIog1VFlhMCEiF2lDfXEOTqQfw5fHT+LUl9nQmYYhPD4Gt4ZHY+bcOMTPnoIRvrz7LkcMJkREJBgvAYiISDAGEyIiEozBhIiIBGMwISIiwRhMiIhIMAYTIiISjMGEiIgEYzAhIiLBGEyIiEgwBhMiIhKMwYSIiARjMCEiIsEYTIiISDAGEyIiEozBhIiIBGMwISIiwRhMiIhIMAYTIiISjMGEiIgEYzAhIiLBGEyIiEgwBhMiIhKMwYSIiAT7/84Uhj/UrQjxAAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/392.jpg"
}
] |
<image>In quadrilateral A B C D, A C = 188, B D = 214, m \angle B P C = 70, and P is the midpoint of A C and B D. Find the perimeter of quadrilateral A B C D.
|
C
| 64,840 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/393.jpg"
}
] |
<image>Find m \widehat T S.
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D
| 64,841 | null |
D
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/394.jpg"
}
] |
<image>Find the area of the shaded figure in square inches. Round to the nearest tenth.
|
C
| 64,842 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/395.jpg"
}
] |
<image>Find m \angle F.
|
B
| 64,843 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/396.jpg"
}
] |
<image>Find y in the parallelogram.
|
A
| 64,844 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/397.jpg"
}
] |
<image>If W P is a perpendicular bisector, m \angle W H A = 8 q + 17, m \angle H W P = 10 + q, A P = 6 r + 4, and P H = 22 + 3 r, find q.
|
C
| 64,845 | null |
C
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/398.jpg"
}
] |
<image>If x = 7 \sqrt { 3 }, find a.
|
C
| 64,846 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/399.jpg"
}
] |
<image>Find x.
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A
| 64,847 | null |
A
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