images
listlengths 1
1
| problem
stringlengths 14
321
| answer
stringlengths 1
103
| id
int64 91
70k
| choices
null | ground_truth
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103
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[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1150.jpg"
}
] |
<image>Find x.
|
D
| 65,598 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1151.jpg"
}
] |
<image>Find the perimeter of quadrilateral A B C D to the nearest tenth.
|
B
| 65,599 | null |
B
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1152.jpg"
}
] |
<image>Find y.
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B
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1153.jpg"
}
] |
<image>Find the measure of \angle 2.
|
B
| 65,601 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1154.jpg"
}
] |
<image>\triangle D F G and \triangle F G H are isosceles, m \angle F D H = 28 and D G \cong F G \cong F H. Find the measure of \angle F G H.
|
A
| 65,602 | null |
A
|
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1155.jpg"
}
] |
<image>find \tan S.
|
C
| 65,603 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1156.jpg"
}
] |
<image>Find the area of the shaded region. Round to the nearest tenth if necessary.
|
B
| 65,604 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1157.jpg"
}
] |
<image>Find y.
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B
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B
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[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1158.jpg"
}
] |
<image>Find x.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1159.jpg"
}
] |
<image>P is the incenter of \triangle A E C. Find P B. Rounded to the nearest hundredth.
|
A
| 65,607 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1160.jpg"
}
] |
<image>Find x.
|
C
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}
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<image>Find m \angle R C N.
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C
| 65,609 | null |
C
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1162.jpg"
}
] |
<image>Find m \angle A.
|
D
| 65,610 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1163.jpg"
}
] |
<image>In \odot S, m \angle T S R = 42. Find m \widehat K R T.
|
C
| 65,611 | null |
C
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1164.jpg"
}
] |
<image>Find the measure of \angle A F D on \odot F with diameter A C.
|
C
| 65,612 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1165.jpg"
}
] |
<image>Find the value of x.
|
D
| 65,613 | null |
D
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1166.jpg"
}
] |
<image>Find the area of the shaded region. Assume the inscribed polygon is regular.
|
B
| 65,614 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1167.jpg"
}
] |
<image>Find x. Round side measure to the nearest tenth.
|
D
| 65,615 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1168.jpg"
}
] |
<image>Find y.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1169.jpg"
}
] |
<image>A B C D is a rectangle. If m \angle 1 = 12 x + 4 and m \angle 2 = 16 x - 12, find m \angle 2.
|
C
| 65,617 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1170.jpg"
}
] |
<image>Find m \angle 2.
|
A
| 65,618 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1171.jpg"
}
] |
<image>Find the area of the figure. Round to the nearest tenth if necessary.
|
B
| 65,619 | null |
B
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1172.jpg"
}
] |
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1173.jpg"
}
] |
<image>Find the area of the shaded sector. Round to the nearest tenth.
|
C
| 65,621 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1174.jpg"
}
] |
<image>Find the perimeter of A B C D.
|
D
| 65,622 | null |
D
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1175.jpg"
}
] |
<image>In \odot C, m \angle H C G = 2 x and m \angle H C D = 6 x + 28, find m \widehat H G F.
|
B
| 65,623 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1176.jpg"
}
] |
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1177.jpg"
}
] |
<image>Find the perimeter of the figure. Round to the nearest tenth if necessary.
|
B
| 65,625 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1178.jpg"
}
] |
<image>Find the area of the shaded region. Round to the nearest tenth.
|
A
| 65,626 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1179.jpg"
}
] |
<image>Find y.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1180.jpg"
}
] |
<image>Find the area of the kite.
|
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C
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1181.jpg"
}
] |
<image>Find y. Round to the nearest tenth, if necessary.
|
C
| 65,629 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1182.jpg"
}
] |
<image>Find the measure of \angle B. Round to the nearest degree.
|
C
| 65,630 | null |
C
|
[
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}
] |
<image>Find z.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1184.jpg"
}
] |
<image>Find y.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1185.jpg"
}
] |
<image>Find x. Round to the nearest tenth if necessary.
|
C
| 65,633 | null |
C
|
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ScY9vp/evd9/EzPwSNp3QymDvhSSd3pPO9tZM6OXNlGA/hgR4YClkYHCEdHTjmydCmLP8EFkFJUz+dhdh708wuIbB+kRWMViYa3/RZmY1vznU6ptvKovbjCoagtfXHJW6ST85oBOz6ljQI6ughC0n41kbHsvu84k63Zyd7KwY31Mrg2GBnvdcDyA3N5dVK1dy9OhR0tLSsLW1JSg4mJEjR9KzZ8/bPu/IkSOsX7+eOKWSvPx8OnToQL9+/Zg0aRJ2dqLDdFVmh/pz7EoaKw7FcDI+ndfXHOX7Gf3lDqvRkFUM1tbaa8W3E4Oq9GY/Als95TBsPhHPot3aXIpAzxZ8/2Tt/vg5haWSDHadvy6VMa+kma0V43q0Y0qwLyO6eTXYpa9z587xzNNPk5CQUO3+iIgIFn3/PW+99RZzX3qp2jG1Ws0HH3zA0iVLqt1/ISqKLZs3s2L5cpYtX463t3eDxGgqfP9kfyLjbnD+eiaLdkcxPNCT8b285Q6rUZBXDBVv9vLy8hqPl1QRgz6Sm1JyCnl26QEA7Kws+OPFodhZ3f5Xkles4s+T8awNV7LzbIJUyq0SBxtLxvVox+QgX0Z1b9vgQ8/y8nJefOEFSQqtW7emb79+ZGZmciQsDLVazaeffkpg164MHjxYet6fW7ZIUjA3N6dnz564e3gQefw4iYmJREdH8+ILL/DXtm0NGq+xU3lO9Hl/I4WlZTyz9ADB7Vvj5mT6oytZxeDaujUXL1wgM1N3AxBUv0Rp79Dw9QVnLT0o9UL436P9atyCnF+s4q/TV1kbrmTHmWvVmqyCtgntmPu0I4PR3dtiewex3Ctbtmzh8uXLAISEhPD7H39gXjEd2717NzOmT0ej0fD1119XE8OX//sfoB2ZrVmzhgEDBwJQWFjIjOnTCQsL4+TJkxw4cIBBgwbpLX5jxN/DmS8f6csLvxwmPa+YWUsP8udrI+UOS+/IKgb/gAD2799/WzHEKpXS7S5dGraQ58qwS2w9dRXQJjHNCfWXjhWWlrHt9DXWhsey/fQ1Ckurd2K2tbJgdPe2TAn2Zcx97RqtxVz4sWPS7U8/+0ySAsDQoUMJ6d+fw4cOceb0acrLyzE3NyctLY24it/j2HHjJCkA2NnZ8cabbxJWkXUaGRkpxFADzw0JYOupq/x9NoGtp66yKuwyj4d0kDssvSKrGAL8tW/GzMxM4uPi8PbxqXa8auZkt24Nt835Rl4xr646CmgXBn9+ehDFqjK2n7nG2nAl207rtmW3sTRnZDcvpgT7Ma5HOxwaKL+hLsTFxwPg4uJC+/btdY4H+Ptz+NAhysrKSExMpG3btsRXPAegbw37WQICAqTb165ebfCYTQGFAn5+ehCB76wlp7CUV1cfYUQ3rwbvrGVIyCqGHj16ANrLlT8vWcJ///tf6VhaWhq/rVkDgIeHBy1aNNx22Dd+O0pGvnYK8Vi/Drz5+zG2nroqFWGpxNrCnBHdvJgc5MuDPdvRzFbe8m35edqira1bt67xeNUrN4WF2q5MeXk3C73W9DwLCwud5wh08WxhzxfT+jJ7mXb6+eZvx1g+6wG5w9IbsorB28eHAQMHcujgQX5bs4Zu3boxatQoTp48ybfffCMlQL308ssN9pr7Lybx62FtyrO5mYJFe6KqHbeyMGNYYEVb9p7eBlXLceZTT5GWmkqr24ghPk7bTVuhUEjp5O3bt+ff//43AP7+/jrPiYu72YG76u5WgS7PPtCFlYcvcfhSCr8cjuGZBzqbbFk4vVVwmjB+PBEREXct1BIdHc3YMWNu+2nVf8AA/vjjjxr3UtSW0jI1u6Ou88exWFYfuayTgWhpbsaQAA+mBPsxoZe3UbaTu379Og8MGkRhYSG+vr4cDgur1fP+/e9/s3zZMgAWLVrEhIkT9Rmm0XM2IYNe722krFxNb59WhH840SQ3tultxFC5MHa7dOdKOnfuzMpVq3j99delT7xKgoODmT9/fr2koCpXsycqkbXhsWw+ES9lNVZiplBIMpjY29uo+wwUFRUx88knJbnOePLJWj1v48aNkhRat27NqNGj9RWiydDNy4U5of58t+s8kXE3WH3kMk+EdJQ7rAbHYKpEq1Qqzp8/j1KpxNLSkg4dOtT5SkRZuZp9F5Mq2rLHS+sIt2JnZcGp/z5MR7fmDRC5vKhUKmbPmsXff/8NQL9+/fjt99+xsrrzFCg8PJxpU6dSUlKChYUFS5ctY9iwYY0RstGTnldMh3m/kV1YindLR6K/nGpytRsMRgz1pVyt4UB0EmvDlWysoS27uZmCAZ3a4Opkyx/HtF2oP50SzNvj7pMh2oaltLSUWbNm8c/OnQB08fdn06ZNNGt25w0/hw8dYsaMGdIazvz585k6bZre4zUlPtt6mnfWakvCfTejPy8MDbjLM4wLoxRDbdqyh3R0Y0qwLw/38aWFgzXtX/+N65kFuDrZEvvVo42We6AviouLeWrmTPbv3w9oF3I3bdqEq+udN3/t2bOHZ55+WtrG/u577/H888/rO1yTo6CkDL/X15CaU4RnC3tiv3rUpHpiGs27Q63REHYphbXhSjYcV5KcXX2xsrIte2Un5qpt2ZceiJY6N78x+j6jl0JBQQEzpk/nyJEjAAQGBrJ6zRpatbpzq/cdO3YwZ/ZsVCoVZmZm/N+nnzJ9+vTGCNnksLe2YN7o7rzx2zGuZxawMuwSTw/qLHdYDYZBjxg0Gjh65WZb9sQs3bbswX6uTA7yZXKQL1411E/QaCDg7bVcTMqihYM1V+c/JktyUkNRVFTEo488Qni4dhgbEhLCsuXLcXS8c2XjHTt2MHvWLMrKyrCysuK7779n7NixjRGyyZJfrKLdq6vJzC+hi7szUZ9NMZlScAb30anRQIQyTdt8NUJJwi1t2RWKKm3Zg3zvWur7n/MJUjPT54YEGLUUAObNmydJYcyYMXy/aNFdFxqjo6N5bs4cysrKcHBwYPmKFYSEhDRGuCaNg40lc0L9+b8/T3ExKYtd568zvKtu7VJjxCDEoNHAifg7t2Xv6d1SkkFdqun8sOcCoM1VeH6IboKPMXH+/Hk2bdwIQP/+/fnhxx+rZS7ejs8++4zS0lLMzc1ZsmSJkEID8vzQAL7cdgZVuZof9kQJMTQEJ+PTpZGB8jZt2Ss7Mbd3rXtb9sSsAradvgbA+F7euFdZdzBGdu3aBWh3SX6/aFGtpFBaWsqhgwcBeOKJJxgoNkk1KB7O9jzY05sNx5X8dfoaiVkF1da3jJVGF8OZaxmSDGpqy97VqwWTgxqmLfuyAzFSabXZocY9WgA4UpHNaG5uLl2NuB19+vTB29ubkydPSpcls7KzWbdu3W2fY29vz2iR5FRnZod2YcNxJWXlapYdiOG9CbevomUsNIoYzl/PrGi+qiQmOVvnuL+HszQy6OLeMG3ZNRpYflDb7ty3dTOG+Bv/PoCkirZ/KpWKl2+p0nQr8xcswNvbm+SkJOm+LZs3s2Xz5ts+x9PTU4ihHgwN8MS3dTOUabmsOBTDu+N7Gv0ipN7EcLe27J3aNGdKsLbfoj4aiR6MSSbuhnatYubATkb/hwLIy9Wdbt0Oq4pU9Nw83fWa22F5l0VMQc0oFNpz7L31x1Gm5XIwJplBndvIHdY90aCXK2OSsyUZnL+uW3ylg9vNtuzd2+q3LfuzSw+wZH80ZgoFyq8fEY1KBXrlanoePq+t0XYyG9yFxU8NvPuTDJh7HjFcSc2RZHDmmm5bdt/WzSQZNFZb9tIyNRsjtRuy+ndyE1IQ6J12LR3p37ENh2KS2XBcyXfT+xt1JmS9xKBMy5U6MZ+MT9c57t3SkckV04Re3o3fln1PVCKZ+dqU32l9dSsdCQT6YFpfPw7FJJOZX8KeqESj7mBVazFUtmV/47djNR73cnGQRgZBvq1lndNvjNTWODQ3U/BQb5+7PFogaBge6uPD3F/DUGs0bIxUmq4YCkrKWLzvAn8ciyVCmabTiRlg7vBApvVtT7/2rgaxwKfWaKQir/3au+LqVHNfTIGgoXFzsuP+Dq4cvpTC1lNXUWs0RlvE5Y5isLe2YEIvH1TlatQaDZFxN3TksD5CiUajrYXQv5P8bdojlTek3ZYP9vSWNRZB0+PBnt4cvpRCak4RkcobBPnVXIbP0KnTVYm4G3msi9BuaKpJEm2a2/FwH18mBfkyQCZJfLjpBP/ZGAlA1GdTauwVIRDoi6jELALfXgvAhw/15v2JvWSOqH7U+3Jl3I081kcoWRcRe1tJPNTbh8nBfo0qif4fbyHsUgpeLg5cW/BYo7ymQFCVtq+sJiEjn/4d3Tj03ni5w6kXDZLHEJ+ex7rw2kmif0c3zM30I4mCkjKcZy9HVa5m5sBOLHv2Ab28jkBwJ2Yu3s+KQzFYmpuR9dNMo6z/0eD1GOLTK0cSSo7XsGDp5mTHw330I4ld568z/HNt/8VfZg9men/TK9IpMHx+PXyJGT/tA2DX22MZGmB86fgNrjLvlo7MG92deaO71yiJlJxCvt8dxfe7o3BzsuOhPj5MDvJlQKc29yyJsEsp0u0BnYw7JVVgvFQ998IupRilGBqtglNtRhL3KomRX2xn57kE2jS3I+nbJxoocoGg7rjPXUlydiEju3mx4w3j25gmS2m3ymSp9RHKGvMj6iuJls/9QkZ+MeN7ebP5lRF6iFwgqB0TFuxky4l4XBxsSP9hhtzh1BnZaz5eTc9jfUQc6yJqTqJydbLVXgLt48vAzreXxNX0PLxf1fa6/OjhPiaxJ15gvHy8+STvbzgOwNUFj9G2hnqkhozsy6XtWjry+uhuvD66W42SSM0pYtHuKBbtjsLVyVZ7dSPIT0cSZxNu7ua8r51+d24KBHej6jl45lqGEMO9UBtJ/LDnAj/suaAjiajrN2s+6KO+g0BQF6qegxcSsxjXo52M0dQd2acSteFaRr60cBkem1rjdKO5nTUxydnYWVmQt+Qp2VOzBU0btUaD4zPLKCwt48kBnVg+6wG5Q6oTRiGGqtxNEhbmZjwzqDOTg30Z1Nldb8lUAsHd6P6v9ZxNyCCkoxuHjSwD0ujEUJWqkjh2JVXneOtmFdMNIQmBDExcsJPNJ+Jxd7Yn8ZvH5Q6nTjSaGLZt28axY8e4eOECeXl5+LVvz9ixYxuk+GhpmRrbp5ag1mho09yOlJxCnZGEkISgsXll1REW7jyHmUJB0bJnjKqik94XH/Pz83lp7lypTXsl586dY/OmTUyaNIkFCxdiZlb/X1pydgHqChO8NqobU4L92HBcybpwJccqphtpuUX8uPcCP+69IEliUpAvD3QRkhDoh8r+EmqNhpScQqO6MqF3MSyYP1+SgouLC/0HDKCoqIh9e/eiUqlYv349oaGhTJg4sd6vUbXbtZuTHW1dHHh1ZDdeHdmNhIx81t9FEhN7a5OphCQEDUmb5nbS7ZRsIQaJ4uJilixZAkCzZs3Ys3cvrVtrC1fs2rWLGRWdlleuXHlPYkjPL5Zut2pmU+2YVy0k8dPeC/x0iyQGdW6DhbnxDP0EhkdLx5vnYtVz1BjQqxiUsbGUlpYC0O/++yUpAISGhuLg4EB+fj7KuLh7ep2sghLptrOd9W0fd6skNhzX5kkcvaIriVaONjzUx7fJSeJ6ZgEn4m6QkJlPVy8Xenq3xNHIGwHLRQv7m+di1XPUGNCrGLJzbraga9++erVmc3NzOnXuzInISLIydXtQ1IXcIpV028mudk1TvFwceGVkV14Z2bVGSdzIK64miYkV9SQeMFFJXMvIZ+6vYfx5Mr7a/TaW5rwzrgdvjbsPawtzeYIzUprZ3jwXq56jxoBexVB1hHDp0iWd43FKbTXnTp063dPrFJaUSbftrOr+I1WVxPXMAqkyVVVJLN53kcX7LpqkJGLTcgn+YBMZNQx3i1XlfLAxksOXUtg+b5RJ/LyNRdUCLVXPUWNAr39lb29v3NzcAAg/dkxqrgoQFRVFZsVIoXv37vf0OsWqm790m3qIoSqeLex5ZWRXwt6fwLUFjzP/sfsJ6XizNF2lJIZ99hfuc1cye9lBdkclSs1zjQ2NBqb/uLdGKVRl1/nrzP/7XCNFZRpYW94cYZWUlcsYSd3R64jBwsKCt956i9dee43c3FzGjhnD1GnTKCkuZtny5YBWHvPeeOOeXqdcfTNpwaIBrypUSqJyJLHhuDaZ6ujlVNQaTY0jiUlBvgzu4m40n6z/nE/gyGXd5LCa+OyvU8wdHoiNpZhS1AbLKueAsX1w6P1y5dRp02jevDnz5s3j4sWL/OeDD6RjHTp0YOWqVdWmHPWhai6TQk97JDxb2PPyiK68POLukmhZOd0wAknsPHu91o/NzC/huDJNVMeqB8aWXqz3M/bGjRssWbKEjAzdvpaXL1/mvffeo7CwUN9hNCiVkjj83niuLXyMBY9Xn26k5xXz876LDP98G23mrmTWsoPsOn/dID81buQV3f1B1R5vXJfdBPVDr2IoKytj2tSphIWFYWlpyXvvv8/+AwfYunUr4ydMAGDXP/8wZ/bse3qdqjsp1erGdbOHc3VJLHwihP5GJIlWjnXr1NXK0ebuDxIASNm4gNHt9tXrVGLlypVcvHgRgI8+/pgZM26WuOrZqxfZWVkcOHCA3bt3c/78eQIDA+v1OlXncioZ33Aezva8NDyQl4YHkphVoL0EGh7LkYrpRqUkfq6Ybkzo5c3kID9C/eWbbozo5sn8v8/W6rEtHKzp42ucnZXkoOq5aGnA08ma0Gu0YYcPA2BnZ8e0adOqHVMoFDz55JPS/48ePVrv16m6GFakMozLQpWSOHSHkcSS/dGM+EI7knh26QH+Odf4I4lhgZ7c38G1Vo99a+x9YuGxDhSV3rwSYWy/N72OGGJiYgBo7eqKtbVuRqKvn590Ozkpqd6v41AlMy+/2PASSaqOJJKyClh/PI71EUrCLqVII4kl+6NZsj8aFwcbJvbWjiQG+7vr/ZPGTKHgl9mD6fufzXe8ZDk0wIPXRnbTayymRtVz0cHIskf1KobKHd0W5jXbsqTkZppoMyener9OM9ubv/TswtJ6f5/GwP0WSWgzLm9KIiNfVxKTgnwJ9ffQmyTauzpx8pOHefGXw1Kn8EpsLM15e1wP3h53n0FfXTFEcopunou1zcg1FPQqBm9vb5RKJYmJiRQXF2NjU33hShkbK9328Kh/Uw4Xh5vfN9OINqu4O9szd3ggc2spiQm9vJkcrB9JtHVx4M/XRnI9s4DIuBskZOTTra0LPdq5VEvtFdSejCpXcKrumzAG9CoGH19f2LuXoqIiNm7YwKOPVW8yu2rVKul2YEBAvV+n6o7KtFzjEUNVaiOJpQeiWXpAv5LwbGGPZwv7Bvt+TZm03JuXgm/d9Wvo6FUM06dPZ8Xy5ZSXl/Ovf/0LtUbDsGHD0Gg0LFywgMMVi5MhISF08fev9+u4Od3c956UVXDPccvNrZLYGKmVxOGYxpWE4N5Izr6Zn9OmuXHJVu+l3d59912WLV162+P29vb89ttv9O7Tp96vodGA7VNLKCkr59nBXVj81MB6fy9DJjm7UMq4rJREVVo4WDOhlzbjckiAkITcPLv0AEv2R2NjaU7h0mcwplQGvYtBo9GwYsUKPvn442qbqAC8fXxY8vPP+N/DNKKSjm/8zuWUHIYGeLDr7bH3/P0MHSEJw2fYZ3+xOyqRjm5OxHw57e5PMCAarRhsaWkply9fJiYmBmtra3r06IG7u3uDff9RX27n77MJ+LRyRPn1ow32fY2BSkmsj1BySEjCYPB5dQ3x6XlG2djWqMvHV+WllWF8+895zM0U5C952ugSShqK5OxC7ZpEeOwdJTGpjy9DA4Uk9EVRaRkOzyxDrdHw0vBAFj4RIndIdcKgWtTdC13cnQHtFuzopOwm27+yTXM7XhgawAtDA0jJKZTSsg9fSqFcrSEzv4RlB6JZdiCaFg7WjO+pTaYSkmhYopOzJSl38XCWOZq6YzJiCPS8+cs/m5DRZMVQFTenu0ti+cEYlh+MqSaJIQEeRtUDwRA5V6XJsjH2UjWZqUROYSnOc5aj0cArI7sy/7H75Q7JYEnJKWRjRZ7EoZjkaoVuAJztraUNXkIS9ePV1UdY8Pc5FArI/mmm0SWJmcyIwcnOivauTlxOySFSeUPucAwaNyc7nh8awPMVI4lbJZFVcHMk4WxfMZII9mVogKeQRC2pPAc7uDoZnRTAhEYMAI//sJfVRy5jZ2VB9uKZYs5cR2ozkhCSuDuqcjVOs5ZTVFrGY/d3YNVzoXKHVGdMZsQA0K+DK6uPXKawtIxT8ekE+YnaAXWh6kgiNadIewn0uJKD0TdHEisOxbDikBhJ3ImT8ekUlWq3/9d2S7uhYVJi6N/RTbp9IDpZiOEecHWyrSYJbVp27B0lMSnIl2GBQhIHo5Ol2/07ud3hkYaLSU0l1BoNrZ//lYz8YkZ192L7PONKKjEGapJEVZrbWTG+YuGyqUqiMtnOxcGGtEXTja6sG5iYGAAmf7uL9RFK7K0tyPjxSZPpnpSaksKCBQsA6NixIzOfeqra8UMHD7J9+3YAHn3sMbp27ar/mIQkdCgpK8dlzgoKSsqYFOTLurnD5A6pXpicGH7ed5FZyw4C8M9bYxgW6ClzRA2DWq0mOCiIxMREbG1tOXP2LA4O2u7JqampDAkNJTMzk86dO7N9xw6d2hf6JjWniE0n4lgXruRAdFKTlcSu89cZ/vk2ABY/NZBnB3eROaL6YXJ/nVHd20q72LadviZvMA2ImZmZVDezqKiIbdu0J59Go+Hll18mMzMTOzs7flq8uNGlANo1iTmh/ux5ZyxJ3z7BDzMHEOrvgXlFA6DswlJ+OXSJsV/twPWFX5jx0z7+OnWV0jLDqJbdUPxVUQFLodCei8aKyY0YAHq+u4FTV9PxbulI3HzT2VCVmJhIcFAQarWakJAQ1q1fz08//cSH//kPAAsWLmTKlCnyBnkLabkV0407jCQe7OnN5CBfhnX1NOqpn0YDvq9pN071aNeSk588LHdI9cYkxfDRphN8sDESgMiPHqKXTyuZI2o4Hn3kEfbv349CoWDFihU888wzqFQqpkyZwoKFC+UO745USmJ9hJL9F01PEifibtD7/Y0AfPhQb96f2EvmiOqPSYohKjGLwLfXAtqS559NDZY5oobjr7/+Ytazz1a7r0OHDuz4+2/s7Oxu8yzDIy23iE0VlakORCfrlM13srOSLoEONxJJvPV7OF9sOw3A+c+mEGCEm6cqMUkxAAS+vZaoxCzatXQk7utHjap6zp1QqVT07NFDavlnY2PD9h076Ny5s8yR1Z/aSOLBHtpkKkOVhEYD3q+u5lpGPoGeLTj36WS5Q7onTG7xsZJH7+8AwNX0PA7GJN/l0caDpaVltY5ds2fPNmopALRuZsvsUH92v61duPxx5gCGBHhI5epzCktZGXaJB7/+G9cXfmX6j/vYeuqqQbWWPxiTzLWMfAAe6dde5mjuHZMdMVxNz8P3td9QazQ8OaATy2c9IHdIDcLWrVuZPWuW9P9Bgwbx2++/yxiR/riRV6wdSYTHst/ARxIzF+9nxaEYzBQKlF8/QruWjrLF0hCYrBgAhn72F3uiErG3tiDp2yeMcpdbVRISEhg2dCi5ubnSfWZmZoRHRNxTXw5joDaSGNejHZODfBnRzatRJZFbVIr73JUUlJQxJMCD3SZQc9RkpxIATw/SDrELSspYfeSKzNHcGyqViufmzCE3NxdnZ2f++3//B2gTn3430RFDVVo52jBrcBd2VUw3fnpqIENvmW6sCrvM+Pk7cX3hV574cS9/noxvlOnGqrDLFJRoN01VnnPGjkmPGErKyvF8aRXpecV0b+vC6f9OkjukevPJJ5+w6PvvAViydCnDhg2je7duZGdn4+npSXhEBApTWWGtA5UjifURSvZdTNIZSTSzteLBntqRxPCuXnqpBdr9X+s5m5BBK0cbEr553CAXR+uKSY8YrC3MmTmwEwBnrmVwyEgXIffv388PixYBMHXqVEaPHo2lpSXjx48H4Pr16xw6eFDOEGWjciTxz1tjSP72CRY/NZBhgZ7SSCK3SHckseVEPMWqhhlJHIpJ5myC9grRkwM7mYQUwMRHDADKtFw6vvE75WoND/X2YcPLw+UOqU6kpaUxdMgQ0tPT8fLyYs/evdIeiRMnTjBurHY+++D48fz4449yhmpQpFeuSdxhJFF1TaK+I4mHFv7Dpsg4zM0UXPpyGr6tmzVE+LJj8mKAm388M4WCC59PoVOb5nKHVGtmzpzJzr//xszMjI2bNhEUFFTteEhICHFKJVZWVkTHxMiyT8LQ0ZckYpKz8X9rLWqNhom9fdhoZB86d6JJiOHYlVT6fbgZgBkDOrJi1mB5AxLIRnpeMZtPxLMuIpa9F+5NEjN+2sevhy8BcPSDCfRtb5zVmmqiSYgBbl66tDA3I+qzKXR0c5I7JIHM1EYSY3u0ZXKQHyNvkURMcjaB76yjrFxtMpcoq9JkxHD4UgoDPt4CwJRgP/54cajMEQkMiYz8YjZFaiWx70ISqlsk4Whjybie7SRJTP9xL+silAAcem98tbKCpkCTEQPAmP/tYPuZaygUcPSDiQSLmpCCGqiUxPoIJXsvJOpIws7KgsKKYq+ju7dl27xRcoSpV5qUGM4lZNLj3fWUqzX0be/KkfcnmMzmKoF+yMivmG6E60rC3EzBqU8m0dXL+DpN3Q2TzmO4la5eLaTMtGNXUvnlcIzMEQkMHRcHG54e1Jm/3xxN8ndPSHkxoM1yNEUpQBMTA8Ank4NwtrcG4M3fjpGRXyxzRAJjorJ0WwsHaz6ZHHSXRxsvTU4MrRxt+HSK9g96I6+Y19cclTkigbHw2uqj3MjTfpD83+QgWjmabs5IkxMDwLODuxBSsYr8y6FLbD9jOkVjBfph+5lrUs5CSEc3o63+XFuapBjMFAqWPD1Iui49a+lBMvNLZI5KYKhk5pfw7FLtXhQbS3OWPD3IKJvI1IUmKQaAzu7N+XhSHwASswqYs7xpbkIS3J05yw+SlFUAwMeT+tDZvbm8ATUCTVYMAK+N6sagzm0AWBehZOmBaJkjEhgaS/ZHS4lMgzq34bVR3WSOqHFo0mIwUyj4dU6odJXipV/DOH89U+aoBIbCuYRMXl4ZBoCzvTW/zgk1+SlEJU1aDABtXRxY+swgFAooLC1j0je7yC0qlTssgczkFpUy+dtdFJaWoVDA0mcG0dbFQe6wGo0mLwaAib19eHmEtglsTHI2Ty7eT9PJBxXcikaj3TkZk5wNwMsjujKxt4+8QTUyQgwVfDGtr7QRZlNkHB9tPiFzRAK5+GjzCTafiAegf0c3vpjWV96AZECIoQJLczPWzh2Gh7M9AB9uipQWnQRNh3URSj7cpG1v6OFsz7qXhmFp3vTeJk3vJ74DbZrbsemVEdhaWUjDyfDYNLnDEjQSx66kMuOnfWg0YGtlwaZXRuDmZDxt/xoSIYZb6OPbiuXPPoBCAUWlZTz49d9cSc2ROyyBnrmSmsP4+TspqlhsXDHrAfr4mk4z5LoixFADU/v68d+KDTJpuUWM+nIHqTlFMkcl0BepOUWM/GI7abnav/F/JwcxJdhP5qjkRYjhNrwzrgdzQv0B7afJqC+3k1MoLmOaGjmFpYz6cjuxadruXnNC/XlnXA+Zo5IfIYY78N2M/tJlqlNX0xn71Q6p45DA+CkoKWPsVzs4dTUdgId6+/DdjP4yR2UYCDHcAXMzBWueH0Kov7Yv5OFLKUIOJkKlFA5fSgEg1N+D1c8PwdysaWQ23g0hhrtgY2nOlldH0K+iNPj+i0mM/GKbmFYYMTmFpYz8Yhv7LyYB0K+9K1teHaGX9nXGSpOq+XgvVM5Fj15JBeC+di7seGN0k72cZayk5BQy6svtnL6qbSt3fwdXdrwx2ug7oTc0Qgx1IK9YxYT5O9l7IREAn1aObJs3ii7uzjJHJqgNF5OyGPO/HcTdyAO004ctr47AwcZS5sgMDyGGOlKsKufxH/ay4bg2K7K5nRVr5w5jWKCnzJEJ7sSu89eZ8u0usiumgA/38WXVc6Fi+nAbhBjqQblaw+trjrJw5zkALMzN+GJaMK+ObBp79Y2N+X+f5c3fw6VOUy+P6MrXj/VrMluo64MQwz2waHcUL686Ip1wj/Rrz+KnBoqhqYGQX6zi2aUH+f3YFUAr8G+eCOG5If4yR2b4CDHcI/suJDH1u11S9eAu7s788eJQk+03YCycS8hk6ne7uZiUBWirg//x4jAG+7vLHJlxIMTQAFzLyGfyt7uIqNhwZWtlwVeP9hOfTDKg0cAPe6KY99sxiirayAX5tWbd3GFNqtDKvSLE0ECUlql547ejfLvrvFTkZVyPdix5ZhCtm9nKG1wTITWniGeWHpCawigU8NLwrnwxrS9WFiJlpy4IMTQwf56M5+klB0ivmFq0crTh+ycHMDnIV+bITJt1EUpeWHFImtK1dLRh6TODeLCnt7yBGSlCDHogKauAp34+wM5zCdJ9E3p5880TIXiJ4WyDkpCRz9yVYWypqLgEMKKrF8ueHYR7RdEdQd0RYtATGg38uPcCb/5+jPxiFQD21ha8M64Hr4/uLq6f3yPFqnK+2n6GT7eekvauONhY8sW0vswJ9RddzO8RIQY9E5+exwsrDldrg9eupSOfTOrDo/e3F9fS64hao2H1kcu8tz6Sq+l50v2ju7fl+yf7493SUcboTAchhkZiU2Qcr60+SnyVk7mblwsfPtyb8T29xSfcXdBoYMvJeD7YEMnZhAzpfp9Wjnz1aL8mV8VZ3wgxNCLFqnIW7jzHp1tPVdud2aNdS/49vgcTe/uIEcQtqDUaNh6P4//+PCXVTQBwsrPiXw/24KXhXcW0TA8IMchARn4xX/x1hu92naew9GZth87uzZk3ujuPh3TA2qJpn+wlZeWsPHyZr3acITopW7rfzsqCF4cF8ubY7rg4mG4berkRYpCRlJxC/rf9DD/uuVCt+Iubkx0vDAtgTqg/LR2b1smfnlfMj3sv8P2uKFJyCqX77a0tmDPEn3mju4ut7o2AEIMBcCOvmG//Ocf3u6PIzC+R7rexNGd8L29mDuzE0ABPk60uVK7WsDvqOssPxrDlRDzFqnLpWAsHa14YGsBLw7s2OUnKiRCDAZFfrGL5wRgW7DyHsqI4aSVuTnZM6OXNxN4+DPZ3N/omKKpyNfsuJLExMo4tJ+KrjQ4AfFs345URXZk5sJPYlCYDQgwGSLlaw/Yz1/hxzwX+PpuA+pY/kZOdFUP8PRjRzYsRXT1pZySX6K6m57Hz3HV2nk1gz4VEnfJ4ZgoFI7t5MWeIP6O7tzXZEZIxIMRg4CRmFbAuXMnvx64QoUyrsdmuX+tmDOrizqDObRjUuY3BiOJqeh4HopO1/y4mSSXaq6JQQLCfK1OD/Zgc7Cu1CBTIixCDEXE9s4Btp6/y1+lr7I1KrHZFoyqeLezp6tWCAI8WBHg6E+DRgi7uzfU2JM8vVnExKZuoxEyirmcRlZjJuYRMrmcW1Ph4OysLQgM8GHtfW8bc1w7PFkIGhoYQg5FSrCrnyOUU9l5IYk9UIpFxN6SCMTWhUIBrMzvatXSgXUtHmttZ4WhriaONFY42ljjYWOJY+a+iMGpeUSl5xSryilXkV3zNKy4lr0hFVkEJ1zLyuZqeT2puYY0jmUoszM3o7dOKIQEehPq7c38HN5F7YOAIMZgIecUqjl5O5VBMMuGxaZyIv1HtCkdj0sLBml7erQj2a82ATm3o18EVR7GAaFQIMZgwqTlFXEnNITYtV/oam5pLTHK2VBS1vjS3s6JTm+b4uTbDr3Uz2rs6SV9dnUT9CWNHiKGJUqwqp7CkjIISFQUlZRSWam9rv2rXLuytLbCzssDe2rLia8VtawsxFTBxhBgEAoEOxp0lIxAI9IIQg0Ag0EGIQSAQ6CDEIBAIdBBiEAgEOggxCAQCHYQYBAKBDkIMAoFAByEGgUCggxCDQCDQQYhBIBDoIMQgEAh0EGIQCAQ6CDEIBAId/h+vXbrIRZq+7QAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1186.jpg"
}
] |
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
C
| 65,634 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1187.jpg"
}
] |
<image>Find A B.
|
B
| 65,635 | null |
B
|
[
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7bx8aN24s3Wb//v06nb+q+PbNQBQWFmLevHkAgAkTJqBhw4Z6edwluy9g5vp9YsMGYKpneywb2ZUNmw4lJiaiZ48eFd5vy5YtAAB7e3t89NFHMDMTX3PUqVMH02fMgK+PDwRBQER4OHpU4v71haFkIH7+6SfpmEJefj4WzJ9f6vp/zuq+dPkyFsyfD8+BA9GhQ4dKP54gAHN2/Ilvfj8BCADMVPB7vTt83FtX+j5Jty5cuAAA6NGzJ+zs7EpdN3z4cHz15Zd48OAB4uPj5Riv3BhKBuJBWpp0ec3q1WXe7u/ERCxZsgSCIFQ6lPIKNRi1eg9+OnhRXLAyx7a33DC8Y+NK3R9VTNOmTXHm7NlSa68OHYqLFy+Wuc+1a9eQVvQcaeXi8p/rLSws0KhRIzx48ADnz5/X7sBaxlAyENWrV0ft2mV/0v7evXsQBPGL1GrXrg3bGpU7AH0/Ow+eQRE4ck6s/M1q2GDvHA90Z+WvN2ZmZnD813lrVtbWj93n3Llz0uVGjR/9Pw8nJyfExcUhPT0dhYWFUKvVVR9WBxhKBmLUqFEYNWpUmdc/06IFHj58CHd3d6zfsKFSj3El9SFc/ULx941UAECDujUR6+uJFk/ZPWFPktvDhw+ly2WdTFvTwUG6nJ2drdhTAxhKBAA4lnQPrgGhyHggtjwdmjshco4HGzYDkZWVJV22tLB45G1KdhM5OTkMJVKu3+Kv45UlkdKHaj07PY2fpvaBtQWfHoYiJydHuiyUcZuSJ9rm5+freKLK47POxC3b8xemr98LFIiV/5QB7bF8NCt/Q2NuXvynbFbGfzyNUBxXFmW8mlIChpJCmJsVn8dqVYUnjIVl+X9HzWfHMQT8dlyq/BeOehHvD2hT6ccm+ViXOBBuVsYB7PwSXwao7w9xVwRDSSH6uLoi+ebNSu9/MSGh3LfN1wgYvXoPdhz4S1ywMsfWKf0wslOTSj8+ycvKqvjYX2FBwSNvk1silKyf0ObJiaFkYtKy8+ARFInD566LCzWqYe87HujZ/Cl5B6MqqefkJF2+d+/eI29z984dAGIgmZkp9xNmDCUTcjU1E339Q5B4Xaz86z1lj1jfgWhZl5W/oWvbrh1UZmYQNJoyQykpKQkA0EzmX7x5EuXGJWnV8av30O6zX6RAave0E07PG8pAMhK2traoX68eAODYsWP/uf7OnTu4XfRKqU0bZR83ZCiZgN/PXEenr35D2n3xBLsBHZvh8IeDUKcGz0EyJu3atQMARERG4mZycqnrFi1aBEEjNqzt27fX+2wVwVAycsv3XsTLgaFAtvhrJ5P6t0PITDdUs+Q7d2Mz3tsbgHig+6233sKFCxeQnJyMr7/+Gtu2bQMA1KtXDyNGjJBzzCfiM9OIvffTcfjtOiZV/l+N7IaPPNrKPRbpSI8ePTDopZfwx++/488//4Rr376lrlepVAgIDFT06QAAQ8ko5WsEvLFmD7bvL6r8Lc2xeUpfjH6hmbyDUaWpi9oyC/PH/8kuWbIENjY22LFjh/R2DQCqVauGWbNno0+fProcUytUgiCUdVY6GaD0nHx4fhuBg2eKKn/baoidPQB9nqkr72AkGbZyt3iOmLUlhFXjdfIY165dw+mTJ3H33j00dHZGx44d4VDiA7lKxldKRuTa/Uy4+ofi0jWxEnZ6yh4xPp5wcbKXeTLSN2dnZzg7O8s9RqUwlIzEyWupcPUPxYOihq1ts7qImuOBp2oo98xdokdhKBmBkLM3MOjbSKlhc3++CXZN68eGjQwSn7UGbtW+BExZtwcoKAQAeLu1xeo3u5X5SXEipWMoGbCPfjmJBT8fFSt/lQpfjOiKuQPbyT0WUZUwlAxQvkbAmOC9+GGf+OsVsFBjwxRXvNmZlT8ZPoaSgUnPycegJZHYH39NXLCthpjZA9CXlT8ZCYaSAbn+IBOufqFIKKr869axQ4zvQLRi5U9GhKFkIE7dSIWrXxjup4q/E9+6aV1Ez/FAXTtW/mRcGEoGIPxcMjy+jQCyxMq/33NNsOvtfqjOyp+MEJ/VCrfmQAImBRdX/uP6tUbwmO6s/MloMZQUbO6vJ/HVzuLK/7PhXfHpIFb+ZNwYSgpUoBEwbt0+bN5T9JvvFmp8P7kvxnZR9teYEmkDQ0lhMnLy8dLSKOyNuyouVLdG1KwB6Pes0+N3JDISDCUFufEgG/0CQvFXkvhdynVq2yHWdyBa12PlT6aDoaQQ8ckP4OoXgrv3xMrfpclTiJ7jgXr21WSejEi/GEoKEHk+Gf2Diiv/vh0a49e3+8HWSrk/rUykKwwlma09eAkTgncD+WLlP8a1FYLH9IC5GSt/Mk0MJRl9+tspfLHjKCAIgEqFT7264LOXlf3zN0S6xlCSQYFGgPf3+7Fx9zlxwUKNtRP6YPyLzeUdjEgBGEp69jA3Hy8vjcLu00WVv401Ima5w92lvryDESkEQ0mPktOy4RYQhvNXbgMAateqgRjfgWhbv6a8gxEpCENJT84kP4Crfyju3E0HADzbuA6ifTxRn5U/USkMJT2IunAL7ovDgawcAEDvdo3w+ww3Vv5Ej8BQ0rHvD1/G+NWxUuX/Rp9WWDeOlT9RWRhKOvTZH6fxv+1HpMp/7mud8cUrHeQei0jRGEo6oBEEeG84gPXRZ8UFCzXWePfBhO6s/ImehKGkZZl5BXhlaRRiTiWJCzZWCJ/VH/1Z+ROVC0NJi24WVf7niip/x1o1EOMzEO0b1JR3MCIDwlDSkrM30+DqF4LbRZX/M43qIMbHEw1qsvInqgiGkhbE/HUL/RaHA5li5d+zrTP+mOGOGtas/IkqiqFURRuOXMbYVcWV/6heLtjg3ZOVP1ElMZSq4IuQOHy67XBR5Q989GpnfDX4ObnHIjJoDKVK0AgCJm48gHVRRZW/uRqrvHtjUo8W8g5GZAQYShWUmVeAIcuiEXXyirhQzQohM93h2bqBrHMRGQuGUgWkpOfALTAMZxJTAAAOjjUQPccDzzk7yjwZkfFgKJXT+Vtp6OsXgpQ7YuXfwrkWon084exQXebJiIwLQ6kcdl9MQd/F4cDDbABA9zbOCJnpDjtW/kRax1B6gs1HE/HGqlggrwAAMKLns9g4oRcsWPkT6QRD6TG+Co3H3G2HAI1Y+b8/uBMWvtpR7rGIjBpD6RE0goApmw9hTUS8uGBuhhXje2NKz2fkHYzIBDCU/iU7rwBDlsci4niiuFDNCr/PcMegNqz8ifSBoVTC7YwcuAeGI+7yLQCAvYMtYuZ44PlGtWSejMh0MJSKXEhJh6tfCG7eTgMAPN2wFmJ8PNHIkZU/kT4xlADsuXQbfQLDpMq/W+uGCJ3pDvtqljJPRmR6TD6Uth67gtEro4FcsfIf1qMlNk/szcqfSCYmHUoLw8/gw60Hpcrf55WO8Hutk9xjkcLcn/MTsg5d1tr95T1lDdjxVXhZTDKUNIKAqVsOY1V4nLhgboZl43phWq+W8g5GilRwNRV5l25CbWcDWKirfH+CnTlD6TFMLpRy8gswdHkswo4VVf7Wlvh1hjtebttQ3sFI8ZzPzoPKqup/MlYr9wAH/tLCRMbJpELpTkYu3APDcLqo8q9RszpifTzRkZU/6Q2PVT6JyYTSXynpcPUPQXKKWPk3beCIGF9PNHG0lXkyMh0MpPIwiVDaf/k2egeGQ5ORBQDo0qoBQmf1hwMrf9IbBlJ5GX0obTuehJEroqTK/7UXn8GWSb1hqTaTeTIyHQykijDqUPKLOIP3thRX/u++3BEBXqz8SZ8YSBVllKEkCMC0rYexIuy0uKA2w5KxvTC9Dyt/0icGUmUYXSjl5BfgtRW7EfJn0clu1pbY9bYbXmnvLO9gZGIYSJVlVKF0NzMX7oHhOJVwEwBgU7M6ds/xwAuNa8s8GZkWBlJVGE0oXbqTgb5+Ibh+6wEAoEl9sfJvWouVP+kTA6mqjCKUDibeQe/AMBSki5X/Cy4NED6blT/pGwNJGww+lH48kYThy4sr/yHdWmDb5D6s/EnPGEjaYtChFBB5Fj6bD4iVP4BZLz2Hb4Z1horPD9IrPuG0ySBDSRCAGduOYFnIKXFBbYbFY3piVt9nZZ2LTBEDSdsMLpRy8zXwWhmL349eEhesLfHzNDcM6cDKn/SNgaQLBhVK9zJz0f+bcJy4KFb+1vZi5d+lCSt/0jcGkq4YTChdvpOBvv6huHbzPgCgcX0HxPgORDNW/qR3DCRdMohQOvT3HfQJDENemlj5d2pZH+HvDICjDSt/0jcGkq6pBEEQ5B7icXaevAqvb0JLrXVoUQ8W5qz8ST+EszeguZcJ8+4tIKirHkp/nr8hXrC2hLBqfJXvz9go+pXSN9Hn8O7G/f9Z/+djJER6YQagTnXgYrLck5gExYbS6v0J+CbiDJzr1gQAXLt5H871HOQdikiLqlsq9s9PVop/+0ZEpqXSUb13716cOH5c2h4xYgTq1a//2H1ioqMRFxcnbQ/w8ICLi0tlRyAyWvv27cPxY8ek7TFjx8LR0fGJ+yUnJ2P7tm3SdsdOndCzZ0+dzKgrlQ6lrKwsLFq0SNq+lZKChQsXlnn78+fPY+LEicjJyQEA2NraYvCQIZV9eCKjlnb/fqm/LzO1GjNnznzifjOmT8ehQ4ek7eC1a3Uyny5VusLy8PBA8+bNpe0dO3YgIyPjkbfNycnB5EmTpEACAD9/fzRt2rSyD09k1DwHDULt2sUnBf+0c+cT9wkODi4VSMOGD4enp6dO5tOlKvXqU6dNky5nZWZi3bp1j7zdBx98gMuXi3/2eMzYsRg8eHBVHprIqKnVagwbNkzavnjxIs6cOVPm7ZOSkrBg/nxpu2HDhliwYIFOZ9SVKoXS8OHDUbduXWl7/fr10Gg0pW7z888/l3qP27ZtW3zxxRdVeVgikzB23DiYmRX/iW7ZvPmRtxMEATOmT0dWlnhysVqtxpKlS2FjY6OXObWtSqGkVqsxcdIkaftmcjJ27dolbSclJeH9996Ttu3s7BC8di0sLCyq8rBEJqFRo0bo2q2btP3rr7/+53/6ALBq5UocK3FQfPLkyejSpYteZtSFKp8WPX78eNjZ2UnbK1esAAAUFhZi8qRJePjwIQBApVJhcVAQGjZsWNWHJDIZ48aMkS6npqYiIiKi1PWJiYn4usQBcRcXF3zw4Yd6m08XqhxKNjY2eOONN6TtuLg4HDt2DJ9//jni4+Ol9YmTJsHDw6OqD0dkUv59wHvbDz9IlwVBwPTp05GTnQ0AsLKywnfLlxv8OxGtfIDsralTYW1tXbw9ZQrWrFkjbT/fsSPmzZunjYciMilqtRpeJQ54x8bGIi0tDQCwdOlSnDp5Urru/fffR8uWhv/bhloJpdq1a2Po0KHSdnJyMoSi974ODo5Ys2ZNqQN2RFR+40oc8M7Ly8POnTuRkJCAwIAA6TbdunXDW1OnyjWiVmntYyZXrlxBzx49UFhYKK2ZmZlh08aN6OPqqo2HIDJZXl5eOHjgAACgbbt2AID4ok9H1KhRA7v37EG9evVkm0+btPbypXHjxv/5l/LGm28ykIi0YEyJA97xcXFSIAHAV/PnG00gAVoMpYULFuD69eul1m7cuKGtuycyaYP+dcD7HwMHDYKXl5cME+mOVkIpJjoay5Yt+896bEwMLickaOMhiEzavw94A8BTdesioMRxJWNR5VC6efMmZsyYKZ3U5eDgALVaDQDQaDQIWrKkqg9BRAB6dO9eanvhwoWwt7eXaRrdqVIoFRYWYsKECbh/PxUAoDY3R3BwcKnPte365RekpKRUbUoiwpmzZ6XLlpaW6Nevn4zT6E6VQumzzz4rdZ7EzJkz0bVbt1If1M3Pz3/kWzsiqpiS31/m4uJi8CdJlqXSoRQaGorgEidIdunSBT4+PgCA1q1bo3PnztJ1P2zdWubXmhBR+ZT8gsTnn39exkl0q1KhdPXqVcyeNQv/nOLk4OCIFStXQqUq/qWHyVOmSJcfPnxYKsCIqGJu3bqFW7duSdudXnhBxml0q8KhlJ+Xhwne3tIrH5WZGYK+DSr1FSYA4OnpCWfn4p/SXrt2LfLz8qo4LpFpOnLkSKntbiW+PcDYVDiUPp47F2dLHHCb4O0NNze3/9xOpVLB29tb2r579y62bNlSyTGJTNufR49Kl52cnODk5CTjNLpVoVD6+eefsWnjRmm7TZs2+OTTT8u8/ZtjxsC2Rg1pe+XKleCPpxBV3IkShVL79u1lnET3yh1K6enpeM/XV9q2tbXF6jVrHtsA2NjYYHiJE76uXLmCffv2VXJUItOVWOLrpI35eBLA330jIoXh94kQkaIwlIhIURhKRKQoDCUiUhSGEhEpCkOJiBSFoUREisJQIiJFYSgRkaIwlIhIURhKRKQoDCUiUhSGEhEpCkOJiBSFoUREisJQIiJFYSgRkaIwlIhIURhKRKQoDCUiUpT/A4aauk6TJUfKAAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1188.jpg"
}
] |
<image>Find the measure of \angle Z to the nearest tenth.
|
B
| 65,636 | null |
B
|
[
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8PT3p3bs3vXv3Nul7peux7Np5FVpN5P629Ur9zaFhMKNeeYXOeFFcKIGLA1BC3uVkknAlILDJ7W3OrRObSsws3K1NQoS6OTE01Fdma+5giSSNWq1mx/btPDBoJNkHNnGrYSDvrdnJogX/pXfv3mYRoI6hob6EumkfcBuirpjhGyXU508RU+SIT3g3Au41Cixd2jHy1Rm89upw2uk3fC2hMD+fIhoS7O9l1TeyNdteisi4NEV6QR21VUmTmZnJyi9W8vDQoew7EMu51uNJfvA/jOjXn8cfrJ3iBJ03BO04aM1nWhSRcfE816lDI58GmBYjFHPjWipFNCewmTX7QRsS4bp9F/WvleQFDaluJU1CQsJdn+nE1yOkGwDffL+ZiLoPcKO+NgEyd1x7M1hcPobn2PDcV48SCm7mosEdv0ZulGSdYfe6xcz61/O8MHMBX/18lNSCEqNj8riceAmcvXHNOcSGd/7Fw10DCez6MFPfWc++5FysJdlhEyJUpd/U14cu799McV5QR3UqadRqNf96/vlS73ds386jY8YAEH30CC+8+ALr9l2zaHGCSx0nlvfXCn71+ZwazrIoICstE3DC6drfLHxqHC/O+4Ktu/awZ8tqFr0yjuFPf0JkusFDS8rluioXSv5m0bNTWLDnOk273U/Xein89fU8poQ/x6dHsqxCiDYhwr9iU/WvR/VuLqMllVPVSpoVy5dzMUXb1z1w4ADPTppETEwMG7/9lhdefAFPT09iEzNkKU4YHNJE/9rwGlSdYvJzbwJp7P3kUw71/ICdsfEkpiQQu/9bZg9pwo3oz5jx3i5SdaqSbnEzqxA0Xgx8+2ei//qRr1avZctf/7B13jA8NdF8/t+1RGfJVQdjOjYhwhURd4q05R4XrIyqJGn27NnDqs+/AODtt97i048/Zvabb/LeggX6cTfjGtnaDkMNae1bX/9A2Xrsmhm+sYgbnk8yf+bDBDVwBpxwa96HKfNmM9wLMn/9lUjVLW3TEi/6zN3I5q2rmDW6HfV144FOXnR68mVe6lkfzamd/HY8Q/He0OpFGK/K1odh0wb6yWyNaZiSpMnMzOT9997Tv09LS2PpsmV07ty5VDu5a2THdG0EaMNrc0z8de3dmUAXowH2xl0Z3NcbNKc5nnR7gWanhgSFhBASEkhD481JnZsT0i8AuMChU6kU1diq2sXqRXjwTLr+dXu/BvIZUkUqS9J8tHSpPgwF+HvP/+jXpy8rv1iJWq2thJErDDVkYBdzhKR18WrSEMob83O4Fxf3e4HrxKVkYJyiuRsn6t7nAhSRmpqFstY3uBurF+H++CzAOkJRQypK0uzYvp3vv90EQAt/Px5/cgJLP17GTzu2M278OFxcXGQNQw3x9b5PH5LqrkXV0YmmMtzxa1SvCoXWjtSr56L4ihSl21chmTkF+qyoLiyyJiqqpNm5+098fX3LHWSXOww1JLytJzvSLrP6fA6fFhZXIzt9Lz7+AbgSSVJiKnm0KV2CpsuE0pimXq44UELO3vmETdpAfufSpWxadNlWd1q3aoR8VaGmYdWe8OK1O32QTi09ZLSkepSXpBk5ahRBQUHlClAJYaghXVvdOffnLlVnZbZ7qNehJwOdIf/AcRLVpVMp0tXj/C8yC7x70aN1PeAe3Jq1JADgWjpZBUapl/xz7N0eD7QktI23bFOUTMWqRXgi+U7406a5de4+W9VKGqWEoYa0a3Hn3J+/mlut73Bo2J1RjwdC0loWrTpAerFWWFLBBfas3sBfRW50mDScnh6OANzj35NRPetD6s98vTmWLIP2u5cuYk2qBseeIxjUTvldFKsWYZxKe8FH+rgodoDeFKpSSaOkMFSHp3tdfS3pwYRq9gsdvAmbNptJHTQc+fhJwgY+yvPPTWbc4GG8uOYE9Ye8wQfPdLoTWjq3ZuzcfxPulcqeeWPoVar9MfB/ko8+HE+Qs9L9oJWLcG+Ktj/Yw89aJ7FoMbWSRmlhqCED/LXXQHdNqo4DTk0GMvvbrayeN4VB3tf5Z0806Y2HMPX9DWz9ZALt3RwN2jvi1n4CH/+6mY9mPX27/X6S7+vDhFmfsmXLHB5ubh37LVrtfEJ1YTGub+4DlL1vvKlUtgW34Tw+kH/FAGMM50xKSx+U2Rrrwmo94SWDgWGfBkrPf1VOZZU0SgxDDXGr66x/LZbNrxpWK0JDvBtYR9hRGeUlaZQchurwb2zd04nkxGpFGJdyJwHgasVJGWOMkzSq9JuKy4aWheE1MLw2gsqxWhEaorTQrCYYJ2nGrDis6DBUh1LtsgZsQoS2huF0J50AlRqGCmqOEKECcanjxMxhAaU+WzSxo0zWCGobIUKFsiOm9AJKhiV6AttCiFCB/Hn4sn7Vbh1K2N1JUDsIESqMzJwC3v5Fuw9gqNuddVzk3t1JUHsIESqMhT+d0Sdj3hseyJQhgYrY3UlQewgRKgjDMHRmsCeDuzdTxO5OgtrFJkRoC97BOAw1HLRX6hbchtjCNZALqxVhq8Z39iu4nmOOvevkxTgMNd6rQmlbcBtjeA0Mr42gcqxWhK5175RJ5Rco64asKmWFocYoaQvusjC8BobXRlA5VivC5gZlUtWdza0EKgpDjVHKFtxlYXgNmosStiphtSI0nEl/9nKejJbUjMrCUEOUnKQxvAbWvMqBHFitCAF9siL5ulpmS6qHKWGoMUpN0uiugc42gelYtQiDfbUJgNXncxSXqKiMqoShxigtSaMuLNYvPam7JgLTsWoRBjS5c8Grt9SefFQlDDVGaUkaw3NveE0EpmHVIjRcas9w+UOlU50w1BglJWkMz73hNRGYhlWL0NO9rhmWYLcsNQlDDVFSksZwK4KqeHSBFqsWIWiXYAdtv1BJKfvyqEkYaowSkjSGWxHoroWgali9CMPae+tfH45XRqawPLZGpNQ4DDVG7iSN4Tk3vBYC07F6EXYJ9NKv/rzl0JVKWsuHKv2mfl3OmoShxsidpNGd81A3J7oEeln0t20FqxchwNPdfABlh6TzN5/Wv172WFuz9p3kStIYhqK6ayCoOjYhQsMw6NdDyqqpBG0YqrtZF/TwoW+weW9YuZI0hudahKLVxyZE2CXQS+8JdPvXKwXjMHTGqLa18jtyJGl053qkj4sIRWuATYgQ4Ok+TQHtEoGRcWkyW3MHwzD0y4nBtVpXackkTWRcmj7LO22gX639jj1gMyIcGuqrT9As+T1JZmu0GIehte0tLJmk0Z3jUDcn7u8o+oM1wWZE6FLHiZfD7iyKJLc3tFQYaowlkjSRcWn63aNmD/ITsyZqiM2IEOCRnr7613J7Q0uGoYZYIklj6AWHhvpW0lpQGTYlQuNwbGtEiix2WDoMNaY2kzRbI1KEFzQzNiVCKN03XLj7gsUrSOQKQ42pjSRNZk4BC3dfAIQXNCc2J0KXOk68NzwQ0GZKl20/a9HflysMNaY2kjQrdyaWqnsVXtA82JwIAQZ3b8ZzrbR7qL8VnWaxwma5w1BjzJmkMd6o1Bx1rwItNilCKL2Z5tSNcbUeliolDDXEXEmazJwCq9io1FqxWRH6et+nD8di8oqZu+lkrf6eUsJQY8yRpDGcfqXkjUqtFZsVIcCYMH99WLokLrPWsqVKC0ONqUmSZsPuxFLTr8RGpebHpkUI2s01ddnSsduSzD6Ir8Qw1JjqJmki49J45o872dD5E8RGpbWBzYvQ070u3zzfRf9+xpazqNLNt+GmUsNQY6qapFGl3yRs7Z1+4DfPd1Hs/83asXkRArT2rU/E5GBA2z8cs+KwWYSo9DDUkKokaVTpNxmz4rD+fcTkYFr7igWcagu7ECFA32Af/Yab5hCiNYShxpiSpNEJUJeIWd6/mdnnPwpKYzciBHh5RFuzCFFdWMzLa4/r3ys5DDWmoiRNWQJ8eYTyHy7Wjl2JEMwjxC3/3KmfVHoYakx5SRohQPlwkCRJktsIOVjx81mm79PODA91c2LZY21NCrviVdm0WabtL430ceG7V3tYjRfUoS4s5olPovUPkp9GB7Bw9wUhQJmwWxFCaSGC9masaBzM+OY9N6O71SYsYhMz6PpF7F2fCwFaHrsLRw15eURbfdYUtKn7WWuPlTuYbRiGrn/Iz2oFCNCmeX39+KmOiMnBQoAyYNeeUEe8KpunvorVh2Ohbk58OTG4VF/PFsJQHbGJGUzdGFfh/1dgOYQIb5OZU8AbG0/qx/1Am3TRDT3YQhiqLtRO7dLNhgDtjIhFEzuKPSRkRIjQiK0RKfrxP9B6iQH+7vr6yfUP+fH0oEC5zKs2fx6+zNu/3JkPCJX3gQWWQYiwDFTpN5m/+XQprwhaQe57s69VhaGRcWks+T1J78VB6/1mjmxtld7cFhEirICtESmlUveg7Q/OHBag+CqSssQX6ubE7EF+wvspDCHCSlAXFrNmV2KpoQzQinHaQD/u7+ijGM+YmVPA3hNX2RB1pZT4QDv0MGWIWJJCiQgRmkhmTgGb9qbcJUbQJnD6d/AmJMjL4je5urCYowkZ7DuVXirhomN5/2ZMGOAvEi8KRoiwiui8jXGYqmNBDx+6B3jQ3q9Brc1Aj1dlk3I1jz0nr+kTRobows4BnRoL8VkBQoQ1IDIurVwPpGNmsCfBvvVo7OGCf2M3GrrXMVkYqvSb5BcWk3I1j6tZauJUuWWKTofOI9e8v6rmzFeTGL4gusJWji1CGdSvD33CH+bhsEDqOznU8HftEyFCM2AYEm4/nVGmhywL3fCHIXtTcqp0/Kj2XuYPhaUL/DhpJLP3ZZt4gCOeQ+axbukTtHdzNI8NdoQQYS0Qr8omLiWLs5fziL6Qc1eSpLqM9HGhh597rYe75Efybs+nWJ/rTMtnF7HwET/u8nFSPmkn97Nt3Tf8lZIPOOI54kN++mgkzYVHrBI2LMJUdk4fyfRf0itu5tiCrg8NYOCQMTw6rBPetXQDxauyyS8o5vzVXADy1MXEqXLLbBvsWw83F61XC/b3ALDomF5JwjrGDprPSVrwxLqfeHdAw3JaShSnH+Czl6axPDobaM0z337HnL6eFrPVFrBdEeqf5qYe4EjDcZ+y7f2hNLHrJ7mG9N9nETZtKxqGsDBiOY/6OlfQXkJ99FNGjPmYZMD1qbVEvDcA9wqOEJTGZgeNSi4ncDQXoCkPz3ufZzrVu7tRURbnY35l7bLtnNNouL55BRvH9mFWzwYWtlZJ3CT5ZBwaAN+OtGlSkQABHHDpPIhxrT9jUXwR+dEJXNYMwF10DU3GRkWoITvlHNpdKNrQs38vQlrWKbNlSM/+9GvlTPi0LeRziWNJGUg9G9zdB7IXSlI5E6Wdbe86oAN+pojJ0Z1GLdwgPgvS81DbZmxVa9jofMJ8kuNOUQTQrBNtm95bQVsnGoX0oRcAjtRxtobnUgkF189z8mgsZ1Q5mHWB/+yLnDqdD7jRoX1zyogfBGbGNkUoXePswWQAnPt0oGWdiv2aJiudiwB4EdDUXeFeMI+EzW8wrOeDjB4zmuFh4Ty5ZD/pZvE+EoXJpzhQBNCUrgHeVT8XLTyoZ5t3Va1hm6cr9xJnTuYBrrTt0IKK84r5xEf8TSJAwAgeDmlgAQOrT0nyz8x9K4mBK/cSlxxPzM8v4fH9AlZGlT+Ibzq3SD17glQA5xC6tjZxCKT4GslHsgBw7eiPj23eVbWGTZ4uTcop/skH8KV3uyYV/Cc15J36gUWLDwCteHT2OLq6KNkPasg4c4QjIY/yVLgfdR2c8eg0gokjNeyJVWmTKTUil5TTt+dStm+Df33TsivSpbMcygLwoFtnPxHCVhFr6ABVkSJSz51EW2bdHB+XXK5ezTdqU0JBZgpnon7n68++51hJax55fylvhzexfChanEVCxO9s++VXft9+EJV7O8LCH2DwI2MZ0a8VbqUMcqCOqxt1Mm+QWyTBvQ4gqcm5fgvPFnVqbrvmGgnRqQC4dQuimUmP6GKuHj/EUQDaM6CLDOfQyrFBEWaTeFy3xPv/eHfE/3i3ouYeffjXmsXMGNCsZiej5BzrR4/h3ePGgjemL3N2r+aZoLogpRGx8EWmrD6GBi/ahD3IA+oE/tnyORFbfuaf+Z/z4dMdDYR4D/U6D2DUjRm8+a4nb4zyJ//gOububMdrr7WocVgjpZ4iMr4I8KZ/91a4mnTQJSK370cDOA4YycBAUTBeVWxPhAZPc5PIimLVjFmwrIZCdHChUed+DPQuL1cpUXA5lqj4etxX9x5AQn1yK0vWHkPj/Tgf/TSH4S1ccaCIrBOb+M/kd9nzzvts6LqKaZ3uDH07ePRj1rcfsGbFSl4bm4hb2Hhe/uZ5xrVyqa7levvUF84RC0BLgls2MO2YYz+zam8WEMj4Sf3xFW6w6ki2xrXfpFda+UsBfp2lZzanSCVlNtJI6swU6cSfK6VX+reXAvz8pYBWU6RvzxfUmlklmZHS4mGh0ohl0VJOiSRJUq50YsUYKcCvs/T42tPSrVKtdX8LkgaviJUKa80qQ/Kl01+O056L4HeliJtln7lS3IqXvn2mmxTg5y+1HrdOir9lwjGCu7CxxIxEfvxR9mkA2tA3uFE5/ZN7qOvhR8dBU1n40VRaAmgO8csBFbUyziylEfnZh3ztOJG5U0Ko5wBI6ZyLSQYCuD+kOaXrUlzx6xCMK0WkxMSTZpHB7xuknNAO6xDSBr/KElTFV4n4aDbz92aAYz/+PXcsQc7CDVYHGxNhIZcTzpIH4NqWoGZlV8ncwQGXpn5aEdYaGrKiv2XR2lwee308XevdzjhKt7iZVQi4cJ9L+UGwJusmBZYQYeFFTv6TDjjSrEcbmlSgJykvkZ3vT2PKF0fR4MughXOY1N7NAkbaJjbWJ8wh5dTtp3nHNvibMGp8Z6Dek8Cm9c2f2VOf4LsFG0h7eB7PhxkMfjs0osf0hSzNc6O1t3F9ZgmF+fkUAc5+jWhgAQdTcvEMB7IB3PEjjeNHj97dqCibSyf28dPGLURdzAd8CZ//OUseDaSyClNB+diWCAuTOfbnFcCRZv2CaV7ZzStlcuSXX7UD9d6DeaibuafgFHBp1ybWnfDmodf74Gs4O8PBg3bhw2lX1mFSJqcOxFKEB/ff346GtS5Cw1rbLKKWTCWqwvaONOj2NP9+6yUeDWlkYzeR5bGp8yddSeJYNoAPPVs3psKhZimX5F8+ZvbnJwBfBs0aTw8z11tJWQf4asE2snvOYWJfU0vANGRFf8PSTYngNY5xYb4WGHczqLUtF1d8u/WhR5fu9HhgIIN6ieUszIUNibCE3AvnOAWAG3VuJHL0qKqMdkXkXDzNoV838fWeRDS40W7KPP47OsDMIVURVw/8wR/pngx86wECTUpaaMg7/R3/mfY5ZzStGPvuSwyqdCqROahHyIyfSZxhgZ8S3IUNibCAC6dOoB0qj+e7mU/yXWWHePRgwqxZTH8sxPwz6osS+XP9LjK9xzC+fzMTvJlWgP+eOI89GU0In/8xc4a2sKULJCgH27nGUjrnopMrb+fRjj5hofTqF87AB0Jp07BuLYR7ErfO/M2mQ3k0nHg/nRtUVoNpLEDjShmBLWM7InTw49H1sTwqtx0AZBO781eS8OaR3m0qyW4aCPBGJyZ9tYx/h/tRVwjQbrCxcUKFcOsCh/ckgmMXwjo2rMDTGglw9XJmDxICtDeECM2OxK2zkexIKIJWHWnjU35iRco6xBczF90R4AM1LCIXWCVChGaniLRzJ0kBXHu2x+/e8txaMdcPbOPrU9Dh9Tn8nxCg3SJEaHbyuHjmPJpKJ7je4FRUNEW0Zsj9QdR0DoTAehEPX3NTkk7iERXQEF/veuX3B0syuHDyOnCT3xa/Rmx5HUHnXryw9FlCXEVH0VYRIjQ3eakkJuQDDWniWcEEV327fM5F/I9z5bVzbcqEYgnEfHWbxXZX4BYIrATRJxQIZEaIUCCQGSFCgUBmhAgFApkRIhQIZEaIUCCQGSFCgUBmhAgFApkRIhQIZEaIUCCQGSFCgUBmhAgFApkRIhQIZEaIUCCQGSFCgUBmhAgFApn5fz1S5S24yctWAAAAAElFTkSuQmCC",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1189.jpg"
}
] |
<image>Find m \widehat A C.
|
A
| 65,637 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1190.jpg"
}
] |
<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
|
C
| 65,638 | null |
C
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1191.jpg"
}
] |
<image>In circle F, what is the measure of \widehat E A if m \angle D F E is 36?
|
C
| 65,639 | null |
C
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1192.jpg"
}
] |
<image>a = 8, b = 15, and c = 17, find \cos A.
|
D
| 65,640 | null |
D
|
[
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lqY8aEzZfeXC4xKE6idiIQBOXKGnNQavGbrwX/Bi3xL5Ux23lctbJVtftyS6h/xvfKQHyJTGBrEg0b3iGv6+nSenMin/n3vjGBYthlyL1/vY8k3woR0tCtDUJccFKasKWEg3zUzKtJlQuXl3wXTGDm+L9qX7qc3RF5c3WpKYVNmv//NJDER26UcVGBIrbZyfYnUjlFlUqAdL4QC/Jh7IQSdPDTYqR39+eZ7XXdvHqgm9yPACVCRu4Um4oPtHUa0nemmMyXTptboRygtdRmrp9L/8rz6GSWR0JuxOppVsaTfO3Zo6w4U4cH1sWI7sG+dM99WH06Rouvfgvai/WMj/F9ATv2ILWA+Tm4O/ryR/uNeTUpVdr+csX1hNiwXzsSqS+yig2ySoPCzKnKFS4XmxdjOwa5I932nS0KWc4OfUj5b2PD/QiNSmqU97/KVH9THLEHK29siNgNyKlqdfy8r8Md7pobzfJKrcSQQHdTJIgW2t7YimOBvqz+dGB9NpXzbas0yQO9mX9szGdGodcGB+mXDe11AV1YDci9UV6kRIsXzR5oJzmWZGwoO7N2p5YI36zJ7uEyFVZJAb6se+OnsR8XcaKPjd1+nsfFtTdpGupI7ausWfsQqTKq+qUYKkEy22DtYuRk7fmmJzgaV6dhPvCwdTO2GVWDlVHmTkpWLleui2/9YWC1bELkVq3q1C5Xnj3ENttxMlJmh7OkhhDoNpSbU809Vpe/yS72dDPhLhgfF79iZJD1ZB7rlNf19/XU8kP21KiEWtKRahepMqr6kxSDqRHlG1ZcF9jasLS7PJOLUY2lrgYKwmivd04vWic8p4bc6hcor249FhqizlUN8Jd0UHKIYFYU+pB9SIlVpS6aKkYuTMSIc0tcXHx6kL31IcBQw7VjXRNuBYvDzcWTTaM/hJrSj2oWqQ09VqxolSIsRg52tuNsVodU9fn3FAx8p7sEpMmdQsj/NsscXEN8sfn4wT06Rqq5n/WqUIl1pT6ULVIfZFepFyLFaUuggK6kTKyO1s+PcKs6rrrLkY2lrg0bVL31tz2+5C7h/VWcqguvfL5df0NLeHl4UZSXGNJkFhTtkfVIvXGDkOBqVhR6mTEuAG4+7vyx63HCbigISE5o0Mnfjda4uIRG4rnh7fRsLSgU0/87rk1SLnekn6m036vcH2oVqT2ZJcod9fZ4/vaeDdCS7gG+dNz+6N4ntPx5jcnuHKx3qxiZE29liffTTcpccl8evR13Yi6zR6PT+ZP8YgNva6/oSX8fT2VdIul2eXSysXGqFakPth9Srm+KzqojZWCLTGWrvQ5XMsH/81vtxi5qLSG+SmZSoDc2KTuRhoWdhk98Lqf2xpTxvRRrjd/e7rTf79gPqoUqaLSGpMaPckuVzcesaG4b7idPodr2ZZ1mnm7i1m7o7lQ5RZVkpCcYXKCt/ulWFW22gkL6q6kWqzdXyL90G2IKkXq66yzynXTO5qgXnwfikb3xwhivi7jw+OGMfdNg857sksYujzDJECu9kGdD9xqCDOkV2s5cFymy9gKVYpUclpj2oF0OrAfei2aSsMv+vOTf53lzTMVxK3JJreokrU78kxKXD6cNpCk6eGqFiiACSMbY2QSQLcdqhOprLwyCZjbMYFv30d9ws08seEk8ypqGLo8gzlfNrYBTpsbwezJ9tHBwsvDTSkDWppdLk3xbITqRCrtSKlyPWlUbxvuRLgeXLy60OfjR9AO7cKLXxQwq9rwxb62xMVeuHtsY7ghI1dcPlugOpFau79xAozM0LNPiqsb+MNdhpSAP249zlitjlt6dVVlgLw9Rof0VDLQN34vLp8tUJVINXX1jEFLwb4wlrgk3+TOm3cNxvOcjg/+m09mboVNJiN3BrPHNnZ+kFM+66MqkTp0okK5jgqTQZ/2xlcZxSYlLmH3hdHlvz+hz+Falu0/3WnFyNYmcrCfci2nfNZHVccrqZnnAcOpnrh69kXy1hyTHlDbHwlXxpyXrDxHxLz9bPM4zVQgzdPNrmJTY0Ibb5i7fyi1q707AqqxpMqr6pSR6QmRvWy8G8FcNPVaXlhjOsUlbW6EIlAAgUmTqH1lGDFfl/HuyQss2GhfU4O9PNyUGX2bj4glZW1UI1JHTzVO6Rg1yK+NlYJaMJa4LM02NJ8zlri0ZGn0/93daOJ78tBnRfw0t7TDxci2Zlyo4TOZXq21K4F1BFQjUpkFjfGoof0lgVPtFJXWdLjEpd/6mVRN7sETG04Sfq7aqpORb5SI4MYb55GTF223ESdENSK1M8dwN04c7Kv6TGR7Rq+5rEwEvl72ZJfQ/43vlAD5kphAs0pcXLy6MHDDQ1we5M4ftx6n/tB5lm+2jxO/ppUPGfkVbawUOhtViJSmXqvEoyaEiatnSS698jmVP9t43d0sWypxeemhCLNvLDf5e+O782Fu8nDhzrOVLN5XYjepCRKXsg2qEKljpyUeZS08Z47hypbyDrfd1dRrSd6a0yklLt0G9+LKV4+QHGkIrs/bXWwXHTCbxqWkRMZ6qEKkCs5dUq4H9LK/rGR7osvogUrb3erl/zHrOZp6LfNTTE/wji1oOUBuLv3CepGaFKU8NhYjq5nBvX2U61PnJXhuLVQhUt8dN/j40d5ukh9lBYxtdy8vPkJ18tdtri0qreGRd/YpAfL4QC9Sk6I6pTtFUEA3k8nIj63OUvXJWdMbaNMbq2BZVCFSuaWGeNSkYF8b78R56DZ7PB4rI6mfl0ndV9ktrsnKKyMhOUOJF8520bH+2ZhOrcGLjQhUhnKmV2tJWnNQtSd+/r6eSh1fTvGNHT4I5qMKkTJ+CSKCfNpZKXQm3Z6Iwy2xLzVTtzcbZLAnu4TIVVnKCd7bvbvw9rLD6Fb/r9P3kRAXrPQU31KiYX5KZqe/RmdhvJGeuKCx8U6cB5uLVNM4RG8/LxvuxPkwTgR2S+xLzYIdykTg5K05Jid4n90/hAULJ7Rred0Is4f4MEtTDxgKedV64me8kRrdX8Hy2FykausaTfvg3t423Ilz4uLVBe9XpgJQed96Vryd1qzEJSEuGADvpDtatbxuhPo9x2mI2MAbB08z3b8LYDjxS00r7LTX6Cy8vRpTLdQcP3MkbJ412TQAebOvhw13YiuuUHchn0P7vic94yCHc38gI+0oF10HEDlpNOERUYwfH8v4sYPo7uZikR24BvnD2vupn/Ypd3xwmLE/GsJNPTxITYpqFn/yXTGDKj6jZsEO3FJ7Gp57A9Ss3UvdnG9xS+yL/4oZvFvdwNmr04xnbMonrYe6Zi42zTyvVWnszNFw0ev1eltuIDWtUBkQqV/2Y1tuxcro0VYcZfsHK1mW/CWndG2tdcV/4rO8/cZTxPXpfCE3lrj8NLeUJzac5MJ4HwJSH8Y/sOWDDF1ROZUJGwDo8eVsbvLvuAWs11ym5v006udl0mXJcLwX/BgXL4MVlZVXRuSqLGXt6UXjVNMwL7eokqHLMwBDnpiaBNRRsbm71zT9wHmop3T/Wn59/wM8+86XnNK50mPsT0n63Z9Y9Y9P+TT1n6z7YCWvLXyQSD9XQEf57rd5/JE32XG2vlN30rTE5cW+fux59RZu3nuJLhszWn2Oa5A/3VMfRp+u4dKL/+pw9rpec5mq+Z9RPy8Tj5WR+Lx0lyJQYOiG2TQ1ISE5QzXJk/2biGXJRQmeWwPVKIPzpB9oKU17h5/NWcVRHbgOe5CXXv4lD40fgOc13lzMpJ/w4MyH+cei+fx+exEUruU3700g6rUf4dcJnl9TKxYMY6amTw+n2v8m6udl4uLrSbfZ41t8rnEoaHXcVi75fY7vW/eb9Zq6onKqkrZwZUs53mnTW508HBsRyMqJFczbXWwQ0I8Oq2IElq1f3xmxuSVVUetMfr2eutyN/ObZv3FU54r/1N+xcd0fmBPbXKAMuODmF8nsP73NvFHegI4L6z7lP0XXV3fXlOStOSYClTY3gqTp4YAhQN5lyXDq5nzbZoDcIzaUrp9NomFpQbtJoQANueeoTNiA/ozGrNHoSdPDlWktKQVVvLLusDl/msUxWv1GL0CwLDYXKeNRbo+u7jbeiRWoy+ajl99kZ5kO1xHPsPKNxxjl1/7f7eITycxfTMMdQLefbw63X+BaXlVHblFlsxMoTb2WJ99NNznBy3x6dLPYiveCH+OW2JfquK1czjpJa3gljDUrNaF+z3Gqhv4DgO6pD5s9Gn3BfeHKJOGl2eWqSE1wHqtfHdhcpIyE93P09IMGzn75Pm/vqwTXGJ55bS4xfq5mPteNm0fFcCsApew5dpbW7M+svDLue2svPV/dw9DlGfR/4ztiXtnNVxnFrZa4jA5p3k/emEN1U7w/1U99ruRQtUR7qQk1a/dSHbcVt8S++O1O7NCJoJeHG2/OGqlYL/ZSjCx0HqoRKYdHc4hPVm6jAeg6I5FZY/zoSFjJxTeA/l3bXmPMEjdm8BtJr9YydX0OsX/ap/wscbBvuyUuLl5d8E2OB6AyYUObfahaSgrVay5Tnfw1dXO+pcuS4fiumGESIDcXf19PUpOiFKGKW5NNVp60S3EWRKSsgp7aQ1+zMb8BGMZjM6Lx72jgW9dAfUPrPy4qrTHJEm+JU9orgCFAbm4Q2tyTPJOk0IQNhgB5Gyd4HSUooBvLHwhXHj/1UbbNkyl3FUrWuTUQkbIK1eTs/YYSgK7RxAzreExDf7GU0w0A3YkI6sm1juLmb0+b9Xvu9PcgaXp4h06pjCd55qwzCtrF/mvQppzBO2063kl3mP1abaG2YmRjXaNgWUSkrIH+PDnfnTBcR0cQ4tPR//YrXDp5jB8AGMDoIf7NXMVTZebl7Owsv748K4/YULqvfqRda8goaC7RXmad4HWUloqRrS1UxuZ3gnUQkbIGukrO5xriOd5D+nbc1aOcAzt3UQvQZwLjw9V9yOARG4rf7kSzT/A6StL0xhO/lIIq3t+eZ5HXEdSBiJSVucnDrZmr1h76s2l88skpwJ0hj01hdNfrz+S0Vmb/jcSfzGFFYiTxgYauGfN2F7N2hwiVoyIiZWWqjpyitCPVkvpS9qasZkcD4H43zyQMp6Wvf3x0X7N+3eyxjlFr5uXhRvLcWxTRnfPlSaulJkgSp3URkbIGrj0JGnW13W56Fkcr2qwmboKW0t1/5TfvHwG6E73459zdp+Xkz9iIQMUFao1obzdmTgo2e9tqJyigGx8/OVp5HLfGuid+zlVvajtEpKyBS2/GTo0yuHm1n5Oy4RDV7VpThiLk3zz/AadwxX/aYl5/NJy28tNXJEa2KlTGxE1H6yEfFtS9WTGytYRKMs+tg4iUVfAg+Ef3c3dPV6CS/cte460tP1ChbUmp9GirT5C2+kUeevD3jSU0f0xgkHvbsSgvDzdW/zKatLkR3OlvaOkyoXsX0uZGdHpvcjURGxHIh9MMQfr0ai2vfnpEtX3ShY6jGnvV0Rvbu/S5kxd+/xDfPrOOC7os1v0qnm0fzeBnMyYwfEgffN2voCk7xfEDu/lsw7arLmFXBkx/meTXH2S4t/nh9tiIQCLTz7CzvJ5x/b2doufR7MkhFJXXsXhfCSkFVfitO8xbcyNtvS2hE7C5SCUO9iWloIqLtW2kUzsEHvS5azEbP+jNb55/h7QyHRf3f8rb+z9tcbVr8DSeXjiPOVOH4WehjpyOxoL7wjlxQUNKQRVLs8sZsDVH6ezQmSzNbr2OUeh8bC5Sfl1tvgXr4dKV/pOSSPnPNL7ftYf0jAMc2L+XvUfLwG8Y42NGEDryFqKibyX6liHc7CneeEfw8nBjRWIkB1/fQ3q1lnm7iwnr68OUqH4WeT1J6rQOqlEI56mDcsGtRyix94USe9/jtt6Mw+Hl4UZqUhQJV/ukT12fQ2YPzxY7PVwPEuuyPja/VRvvRlIHJXQWlixGPt3k9wT2kBFs1sDmItUUW1e1C45DbEQg2x8xCFV6tZaE5IxOsYKajmAL6OFY6RxqxeYiJSOCBEsxJaqfUoycXq3tlGJkGcFmfWwuUl2btAwpPOfYaQiC9UmaHs7CCEMn0JSCKpZvvrH2w2fKG6fWOFpirFqxuUg1TTA8VyEjgoTO59WZI5VM/MX7Sm6oGNnYEqe9EiSh87C5SAFKNXt20aV2VgpCx/HycOOVB4d3SjGyMUdq0M0SNLcWqhCpmIGN00AEwRIEBXQjNSlKeRy3JpvcosoO/Y6mA0odf3CIelCFSDV9w9UyqVZwPIICupkUIz+2OqtDJ8qnzjeubXrgI1gWVYhU0zf86KmO3d0EoSPcSDHyoRONfaTkZM96qEKk+jcJnueflbiUYFlmTw5RUhNSCqqYn5Jp1vOMMdP4QC852bMiqhApLw83JXj+Ta50PRQszxNTQ0z6pJszGdkYMzXGUAXroAqRArgzvDGXReqjBEtjLEZuOhk5Na2w1fVNg+xRQyQeZU1UI1KRgxvf+GOnJS4lWB5jMbJRqGZsym81NSG7sNHCHz6whzW2J1xFNSI1bEB35TrtSKkNdyI4E0EB3fjbrMYTvwUbc1o88fvioOEzGe3t5rAdTtWKakTK39dTiRHszJF8KcF6jA7pqaQmGIuRm6bCaOq1pBQYWgl1ZNqOvuIAG/68nD8vX86fV3zB8csdGRMkGFGNSAFMCDO4fFtKNNIRQbAqsRGBJsXIL350WImNHjhepqxrGpZoE3056atf5eU/ryD5nRUkv/0FR8rNnRIkNEVVInXH6D7K9b5j4vIJ1qW1YuTdPzR+FseEmtM8T0/d0U0s++uhJv+Wx4kzkqh8PahKpIICuimpCMYYgCBYk2uLkZdvOsLifYZg+pKYQLw8zGhmqz3Bv9/5K/t13Rn7wHRuAeACJ85JDuD1oCqRAtNUBHH5BGvj5eHGm7NGKid+z6WdVX42cUSAGb9BS+l/1/Cn7aUQ/DDzf5XAaB+AcrJOlCIOX8dRnUjdd1t/5frrrLNtrBQEy+Dv62lSjGzEHFdPX/Etf13yCRcYwL0vPMb43n707O4K6DhfWIKzdPLvTFQnUk1dvtTM8zbejeCsBAV0Y9tDYcrjxaNvNsPVq+Lwuvf4qLAB11t/xjOT++Hi6k+/cIP72HCwkHNiSnUY1YkUQEJkL8BwypeVV9bOakGwDK43NX497ors3c5qPQ0Fn7P8z9+hcx3Hs4vvJ9TdBfClT+hVN7GoiJKaKxbbr6OiSpG659Yg5XrbfnH5BNvw3tcnAUMCZ7tToPXF7HznL3zT4MrNM5/ikZHG+r4u+AVeFanafE6WXLbchh0UVYqUv6+nchS8eF+J9JgSrE5uUSVbSgytgpPi2hsuqqNi9995dcspcL+H/3smDj9l6LQ7PXoF4grAWU6dlxbZHUWVIgUQH91Xud516JwNd+Lo6Kg+8T/WvfkcD90+gpDgEUx6cCHvbD5IqdZ5M6T/uee0ct3Usm8RTRYf/v5jLtCd6MU/5+4+7k1+6Ipf7yB8ACgj/0wVzvu/en2oVqRiIwKVAPobO05KZwSLoKP6yHp+/dOf8dtVW8nvNpo7fhwO+//Jyl89xs/e+B+lTviNKq+qU3KjFkb4t9M7qpbjnySzKr8BhsxiwYww3K9Z4dorCEPRTSWHCs4hDl/HUM2Y9ZaYPb4vWzblk16t5cDxsvbjAkLHuHyU9f/3JjvL+nHPshTeSAjF0+UKdSc2seinL/LvNX9jc0IUTw53roLadbsKlevEyYPbWKlHe+oLli3ZZch/yk9m5sjkNn931fGzVADtheGFRlRrSQHcFR2kJNUt3ZZv4904HldOZrDtYDX0uYeZd4Xg6QJwE56DfszMB8NAl8W2fUU403lUeVUd83YXA4YOnGFB3VtfrD/Hf999j50NHXiB/Sc4I05Bh1C1JeXl4caiyQOZsSmfLSUa9mSXiDXVaVyhuvgE+QC9AvDzdGnyM0/8Av2Bo+TnnaWaoThLL8qmVtTCu4e0sVJHxd4P+eMnBeAazVMrnufOPtc6ekY05Kx/id9uPAUVJzh9QcuY3qr+6qkK1f9P3RUdRPSOk6RXa1m6LV9EqtNwwc3LGx+gttU1rvj4eKn/Q9JJXGtFtflZqzvCP9/ZwCncGfD4PJ68+9YmJ3rXoqXvqVsMIsVpis9fBhEps1G1uweN1hSgWFNCZ+CC1+ARRLsDZ05RXNk0FbqW86dKgQCiR/bHWcZgmm9FaShIfZe391VCz/tZmDiuDYECcMU3oBeGwW3FHOvgvD9nR/UiBaaxqQUbc+Skr5NwuTmGR54cg2tpKqvWHaBCq8dw4reNj7bk4zriAR65LZA2v38OQkesKP3Zr1m5bCcNdCd63uNtuHlGXPDsFcQgAC5yrLhCCo07gF2IVFNrKr1ayxfpRTbekYPgcjO3PpfMR68m4PHJz5h872M89cSD3BO/moppL7P2/V9yq5+rrXdpFd747Khy/dbMEa0v1J9n93t/5l9lOhgyl4UPhTdLOWiJm3r0YoArQANnTp5H+nuYj12IFBisKWPe1IxN+ZKF3ulc4eLRvXz9nwMUNdRQe+kSF8prcAabNbeoUhlXtTDCv40TPR2XDnzC8nV5QAgzf/MIkV5m2pl+vRl09fSh9nAhJc50ZHqD2I1IeXm4mcQJ/vJFng134yBoT/L5S3OZ9Vomwc+t59ucfPJOHOXbrS8Rmf83nr33ad7dX+HwGdIvrPtBuZ5/T1gbK13xGTuPLfknyCvcwWuTepnvCruN4VeZJ8grPEHelscJtZtvnu2xq/+q2IhAk5o+6ZBwI2gp/e9qXv00D7+Z81kQP4oAz5vAxZOAUfEsWPgAN+v28d5bW8lrcFyZSk0rVGr0Ppw2UCbBqBC7EikwvdP9LvWYBNGvm4v8sPsbyglg3G1D6WFiErjSY0QU49xBdyCbvIuOGeYtr6pjxiZDknC0txsP3B5s2w0JLWJ3IhUU0I0PpzWmJGz8X6FtN2SvXCnj5OELQBd8unZp5ra4eHTFxx1oOMv5i455I2gaLF/+QLh5/csFq2N3IgXwwO3BShB9zpcnTUZgC2bi4kOvgb7AZS7VXm4Wd9LX13KpAeg6hIGBXWywQcvyVUaxSbBckoTVi12KlJeHm8kx8QvrfhC3r6O4+BI0tC9QynffHuOiiUrpuPhDBt81gOuooQz0tsuPSasUldYwdb1hXFW0txuLZgyz8Y6EtrDbT19YUHcTt884I00wl26ET55OtKuOC+tW8u7Ok9TpAfRoS79n7XupXGAAd8++nWC7/ZQ0R1Ov5dVPjyiPlz8Q3k4rFsHW2PXH74Hbg01mpEnJTEdwwT1sBq/9/l78dZl88OSPibv7UZ564qfcOe5RVu7TMeyJ3/LClH4OlXG+8X+Fysj0JTGB4ubZAXYtUl4ebrzy4HCTkhmZ1dcRvAmduZTPt67g+VlTGFSTxdf/OUm3uAeZ9+eP+fv/3UEfN8eRqD3ZJcz50tC3PD7QiwX3hdt4R4I52P1xRlBAN5Y/EE7cmmzSq7UkrTnI+mdj5KTGbDwIGHUvT4+6l6dtvRULUlRaw4KNjSGB5Lm3yGfETrBrS8pIbEQgKycamuVvKdHwyrrDNt6RoCY09YabV3q14XBl+yPhkrRpRziESAE8MTVEiU8tzS4neasE0gUDr6w7rGSVr5zYjylR7U1/EdSEw4iUl4cbb84aqcSn5u0ulkC6QPLWHCUfKnGwL09MDbHxjoSO4jAiBYZ5falJUYpQxa3JFqFyYlLTCpUeUdHebqxIjJQ4lB3iUCIFjYF0I3FrsuXEzwnZk11iUpeXmhQlAmWnOJxIgSGQnjY3QnmckJwhQuVE7MkuIW5NtvL44ydHS6DcjnFIkQKDUBkz0tOrtSJUTsK1ApU2N6LtsVSC6nFYkQKYPTlESU0QoXJ8WhIoySi3fxxapACSpoeLUDkBIlCOi8OLFLQsVHLq5ziIQDk2TiFS0FyoJD3BMUjemiMC5eA4jUiBQaianvrFrclm7Q4Z6GCPaOq1JG/NMcmDEoFyTJxKpKB5esKcL0/y+ifZ0jTPjtDUa5mfkmkiUKlJUSJQDorTiRQYhOrYgsbM9MX7Spifkimz/OyA3KJKJr6+R+kJlTjYl9SkKMmDcmCcUqTA0NkzNSlKKUpOKahi2rLvZUyWivkqo5ihyzOUbgYLI/xZkRgpAuXgOK1IgaGEZkViJEtiDG5CerWWyFVZEqdSGZp6La9/kq30JQfDjLy35kotnjPg1CIFhu4JLz0UwWf3N05HnvPlSZ58N13yqVSA0b1bvM9wEmsMkM+eLN0MnAWnFykjCXHBJnGqlIIq+r/xHalphbbdmJOiqdeydkeeiXtnjD9JgNy5EJFqQlhQd3a/FKu4fwAzNuWLVWVlcosqeeSdfUo/cjC4d6t/GS3xJydEROoajO5f5tOjm1lVa3fkSaqCBSmvquP1T7IZujxD6aQZH+jFsQVR4t45MSJSrTA6pGczq2rOlyeZ+PoeyVS3AKlphUxb9r0SewKD9bT+2RjpYuDkiEi1QVOryjjW3VhS88KaTBnv3gnsyS7hvrf2MmNTvkns6fSiccyeHCKnd4L9j7SyBqNDerL+2Ri+SC9Suj0uzS5naXY5CyP8SZw8WO72HSS3qJIX1v2guHVgOLn7w70hMihBMEFEyky8PNxIiAumbFRv1u1q7J0tYtUx9mSXsCX9jDIcwchn9w/hruggsZyEZsgnooP4+3qSND2cKWP6kLKjQPmyNRWr+Oi+ckzeBE29lgPHy1i6Ld/EcgLDiKmZk4Lx9/W00e4EtSMidZ2EBXXnrbmRJBZVtihW8YH5PHPHQCaMDHRa66C8qo5/f19EclqxEm8yIuIkmItzfns6EaNYzS+tYfO3pxU3cEuJhi3rc2B9DktiArl7bB9Gh/S08W4tj9Fqasmli/Z2Y/bYQBEnoUOISHUSQQHdSJoezsxJwew6dI43dpxUrIfF+0pYvK9E+ZLGDQ9wOMHKyisj7Ugpa/eXNLOa4gO9nN6qFK4f+cR0Mv6+niTEBZMQF9wsSJxerSV9dzHsLlYEK3KwH2NCe9rdl7e8qo6jpyrZ/UOpSW5TU1ZO7OeQgixYF/v6ZtgZsRGBxEYEsqiqjozcMjZ+f0bpg9RUsMCQGzQhzI9Rg/wY2r+76kTLKEqZBRXszClvFgA3kjjYl8cnDrBL4RXUiXyKrIC/rydTovoxJaofb7YgWGAovTE8NtSrxQd6ETPQl/B+3kQE+3Gzr4fV4jhFpTVcqKyj4Nwlvjtewa7CqmYuXFOWxAQSNcSPqLCeEmsSOh0RKSvTVLBWXA0yt2SdbCnRXH1s6kolDvbFr6sbEUE+eHu54e3pTnBvb5M1reVqXZshn11YAcCZ8jpOlWnILdW0aiFduwc1W32CY+Gi1+v1tt6EYMDoUuWfvUR20aVmp2O2INrbjUnBvowL9WNwbx8RJcHqiEipnKauV0ctno5wrYVmbRdTEFpDRMrOaerC1dZpKTh3qc31g3v70NWz0RKSMh5B7YhICYKgaqRViyAIqkZEShAEVSMiJQiCqhGREgRB1YhICYKgakSkBEFQNSJSDsEFdr08kZDgQYTEf8DxK22t1aM9t5dViRMM64Mn8NR731BU1+aTBMFmSH2DI6A7w5Fdhm4KvuOHMaDVW4+O6qOp/P651/jsaDX4jefnS19n3o8H4ulitd0KQocQkXIA9GePsa9IBwQwYeQAPFpcVc/ZXcn8asEq9lfocB02kyVvv8CMYd0RfRLUjIiU3XOFS3nZHAAgjDGhfs2XaMs49PFvSfzdNspxxX/qb/jLHx5lTEDLciYIakJEyu6pp/h4DrUAPuGE9DMVHn11Hl++/QK/+nsmOgIY+8yb/Pm5SfRxE/tJsA9EpOwd/QVyMwwDSxkzlIFeRvHRoz33LatffpFlO4vAdTQzl73BC/FD8RZ9EuwIESl7R3OKQ3vLAHdC4kbQxwVAR/WRT3n5mT/w78Ja6Hk3v1nzGo+O6ilvuGB3yGfWzrlSfJwDlwD6EB3aC1d9Lad3vsMzv/gbR3Wu+E98jrffeIq4PhJ/EuwTESm7Rkdl4TFyABjCsL61HHj/t/ziD19g6Onpz9j744kVgRLsGEnmtGtqOH7gAA0AXa9w5O/P8ogiUACl7Fi5iUyNtAwT7BcRKXtGX0regTOG69rdbNiQha7nVJ7fkMp7s0IM/57/D1ZvP43IlGCviEjZMxcLyDpQffWBKz1ifslfNr/NL8aN5kezHiPaFcSaEuwdESk7Rnc6l+8bALwZNutPrP/7Au7s3xUXXHAP/REPTw4wLBRrSrBjRKTslgbOHjtMMYDrFJ6Zfy+h3q6NP3bpz5SnHmUQINaUYM+ISNktleQdPGq4jBhJSE/Xa37uglfk/SRNE2tKsG9EpOwV3XmO7zsLgPfYUPq19E669Gfy3AcIBMSaEuwVESk7RX8+l/35DUBPxo0agFeLq1zoOuYenrr16mw9saYEO0REyi7RoynI5jsdwBDGDr259XYr7mFMfzqBmwGxpgR7RETKLjF0PqgG6BpOaL+2Mspd8Yt9gKfFmhLsFBEpu6SCvP25hsuRQwn2aedtdA/l7jmTcQfEmhLsDRmzLgiCqhFLShAEVSMiJQiCqhGREgRB1YhICYKgakSkBEFQNSJSgiCoGhEpQRBUjYiUIAiqRkRKEARVIyIlCIKqEZESBEHViEgJgqBqRKQEQVA1IlKCIKgaESlBEFTN/wMWfcANqJCnxwAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1193.jpg"
}
] |
<image>Find A P.
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B
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1194.jpg"
}
] |
<image>Find x so that p \parallel q.
|
A
| 65,642 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1195.jpg"
}
] |
<image>Find z.
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1196.jpg"
}
] |
<image>Find G K if G I = 14, G H = 7, and K J = 6.
|
A
| 65,644 | null |
A
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1197.jpg"
}
] |
<image>Find m \angle 4.
|
B
| 65,645 | null |
B
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1198.jpg"
}
] |
<image>In rhombus A B C D, m \angle D A B = 2, m \angle A D C and C B = 6. Find m \angle D A B.
|
C
| 65,646 | null |
C
|
[
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Hjd8DeqYbv2dPclCOAQIESEqIdozGQ1MqIl8G08hTTp3pwIld+NsTS7EpnIdpt34XA9OAUNceOAcATuzF3oqTCUkYNUUmKR+KViVGgmQemfKJ8CM6cRg9cagtVTec946g5BbyTxoum54jK5O7PCZOK/beRE/FMaswDSolI8yaujDu23QEAPDg8E5olxoypVOmHPccqiXyQt4OyXz3UI80MS1OFCMrY7zAWliw1ReyDkP+3ikKKg2qdLApGKpuu7ULx0BB569b3jv13Ry5Vd0T8mgWPyZamWjm0nInkmmTSbW/JuDPjJGsRCdxcMNLeHrDMWReOgMzR3aJZFTHLshpBwD7sftAjS8isOFbY7aEZYTp1EMpxs1xL5PBj7TJwKVA4m3MiUKC491cErNGHZvfUeqmyWeOjVlP/AJHZj/T0Jj5ohpHspeVKpwGHokoB8UwE0ql6kc24vePrMGh0PmYPWs0zogK1a4TzshsBaACRV8eSSrKOUAAVWz54mvj99DcDqQ7mXIsLDqccPkCBAigBkMxappmPDSb5TRftr6uwmcvLsWKshScPfd/MDWvHaBrkSeUiZ5nZQCoxufllagXvTEMTDjWYCyLSy8jE0oGnQ7U1dLXwgSSsqrOJKkkmOSGPO+J+LjWbCwLZ1N8Fv5Ekga6bN39mvzDkgZZmq1Jk6Tz+c1HAEQ29DuekarbDXLGrCgzK8e4+G13uFqcU+UOZrkpwkznMtJsZckZaVC1gCTrlWpbssitZKTj12zJ1pckgq4yx+fWB5hCdyhyU7mp9HVwKAdJ+E46IzZj9HX6quPEzjfwyMKPEW5zPn4wNgtH9x3AV19Fn2qgU2SfV9X2chyUJSLJp5F69B9OZRc9WdyRXhoj/Vy5XfybKpj1t0qnoBivtDN380rJSkEcDFhlALCl5Bg2VkcMyKae15kRYEQ5rr+6j/H3mOVlCZ052tIseRyzwq9yExFHvyuVgyFbkncliUcTZgAZtVP5c+okFaZPSMzJN/o+vPXsC9gYBhB+G/df9jbt9tO9OBgGchr3DJ4AAXzBp2UxGnV4Hk2jWlGQn4n1VwNjXygDEFGOG6ZH3gcIEKBp0cqPDcQiG6IjjMoNf8aDr+7leT5Sht0HT8ZGfdRIQhgVcqyWTMHEM+J1oVGsDBAnv1zl5oZFpMdMK8X+4Gw+ZkPID8q/SOGoWoP5ZmFG+RUeRwj+naw4V39yBECERu3cPsVMYclmtELejTo7ExummWeO72897DttaUoPkXdkfsSRx64yOOURB071iGInOAWv2Eew6qGsH+G2BSeR3WTlyuQFiWASYKmTjPDFuqTax5j8Ct/8macJQuhVm7Hk4ZdxCANw7dL/xT2jusQSKCZkzxrccNEDeB97saeiHjjDoyjRjtQPcCqM6EYn3nP9qMZNgZKDes+Rh4C0k7T+9qPxSSNPQJgimHlRXlGLNQciK+QX9G+vFkdDGgrOzsSG6RGlCABjV5Rh/dUNM8cEpFMT4gagTCcnA+JKgwqiA3SWID7Aa5tPsvLxDFnZOqVTLH/VuyMJvz5bpdZg59+ex5Ivwsi8JLY9QwYtsxv6tQeAffi8vIpwFSBA8uKd/1Yavy/8Bm99UYaC/ExsmB6bOY59IbFrjgECBHBGq+jI34tFVoQa0XHiy7ew4NFChEPnY/bNwvYMCzQN0FI7oXv3NgCqULz3CMJaLCwZ3WKiXQiZzG71yAPd7JZDsXEoAg4VZJVTkjZZuP6MgGORO9MLUb4Q7uUs+hLymKQ6heBNafZxhM+i5MR6AUFuOOWLPQ5rvXi3OLK+ODk7BTldU+3lzJRb14GRgzKxXqBVx75QhuXrhOWIeOgvGZVohV+0GidMRSrREWK1pcJRTJeyTFwqkWr3JvnkAUnrHnMm5NrHWL6Z2xIjMoaeEMvH0QqakySf+g9TyghatRUaBPfCF0fy8QDWP7sMb59Ix9lz/gdT+6fRlVID0LoTegzIAHACZcVf4Vj0PZkCIS5l4YR4fYKp7nBAxE1691F50J2fh0gMLQNDybjGJ3QOvoFRb80dS8yhqQNk1A0xispjsUPDLz+3kzwcbjobZCsYFFlzHJEe2fIxY+0BLHp9NzMQB2FFtETazS/FnohBgth3kXVVXlh+NRPf16ubCtH+w8cgqaL2iUoNo2rjy3h8VRmQdSnm/jAfaa5+2uOMMyP004nifTjU2IeJBwjgAeLdi4P7KK4vOqAgPxOrbsrDsIaWOee9Q/ErxwABAsQF7WRthTH5MV5yRkzWaXjUryl0Zz9ubnTiPTXSF2/LhibODKJ8sUP8TsMQSX6IU3rWzMMpv2SzDGY4ZPpFuZzKQZNE6DDLNu+Ji2WAJnNvHS2LclEzK8570Ql1czyR3+a/NHl9ZdTtG5/bgSWlxzEiPYQPfz7Y5FikyijLSapuA0DNs/9G6ZIyXPfdAfi4IX1Pj+6C2ZN6ScMygcr/6GcVmlAWpqobn8Bqb9w25ptQxHtGG4AGS5ux1zIyzU7xCfFK6yFRX6wUpdbKp8J1YPvIUF3aIeWE7EuF9zJyS+ZcOPmG4NeF6b+TGTqLm2/oEKOMlowvrqyKnYNDmZJzth+IJ/lI11rEnNVNySTdcNJmFhRk3Cbzf7dwLDJwTd1JN6Zy0KDr5gh16K7rhzZhCblFGVzXgqi88NqpmepFrG5Y5SO9i2WlATX1YYNGvWZop4gjWTlbIXZ0EmenKo/j69mvo/4n29B3Zh+88pOBBq1qzBxNtLBLXZDVN0om3fzOtEZPZkzssa0fubQZUm6GXy5M5eZjuLEIIE8/B9b84lR0lfYg1ncI8hFycyNTLTexr9dgrodU3CZZRYkk6YHO6Eut6SRkFfuIRrh2Sg2Hjp3AFQuKAqu8AEkL8dDwIWf6Q6PWf1CKryf/HeGlB5H26iikzfoWcrJSsWpWnlk5vhHQqgECJBoJvl1DHXk90zH9m10wZkUZzv/1p1hduB81dU14ZyMxOjOm7Q0zL+tIns8bOICTr8LMgRpRUqNY0wxCcKNFeR5rWMzZQKPC62wyDqwvOmr8djo0nIOTxQdR/bO3UDPuX9B6tEX7nZcjZXye8d1NOcZt1WmFZvltlL3mXubJWhdkcjvlV2PWbQ1ke/UElzRoVreNCFM/yQBrYsxxpDCLjz7aiZrIGqNGqEj9VCxUrZUghRCZ4/qRLEyRUpJ1voit4QDAiPQQpg/phKsu6IbOGSmmsCi5zWlQc68KyoTYMS8YjZWzfmbKe8qNVaZ45XFqcNaOtSFMW91wi06xopNpU0yPqawkdFAUtfVhZPzyUwCRuxfvmdLXLhNVJgJOfLIXdX8twsknyqENb4u2d30DbS872+RG9Ft+sBZTFhcb57LO7NsOC6/LRVqKcGi5UzqjTlQ7YSvdpUl/KpcnKRMRUDxr+q5rvVYvYnuj3Ku2H9V+kuteFp9De+MUFqefZK3pE+VmAlGPuLKyBjucdFpljb5PVsVYXlGLvk9ut/ldOKoLLvtmV/TMSoWT3Kb4AsVolileeQLFiE92HcOIP+wCAKwb1QEXXNQLWlob1zLRa07g5I6DOFG4GydW7IK+sQ7aiIhCTJkwIBKGBdbyLK+oxZwVu4zTdmb2bYeF1+bGbvQIFKMpnEAxussUKEbhve+K0Rp/vIrRkoGrP9iPqa/uk4Zxx6AMXD/uDAzISXeODAlSjEQFjkQi/McpNIlfQJDb2rAVFQNLeRAymKC71nHzi8ZWjJa43cKMRzH+7o3dmPPeIQBA8ZptyNxZh1aXdkCrvA5o1SsDrbrH1hzDnx+Cfqwe4fUHoW+sM963eaAf2ozpjTZDekJLa2OzJjbElnQ8NXVhzP1TicGmmJQjRwkZ/7hAF/5LAsUo1iWb0iIUTMIVI6f9qA5QBYdi3jvVT5sigkObtAkivKbSz1GeTuVmlcVBNCkdToRL+nFxQypG0Xl0u4aXAlcV2NEM2VLINwmUqgyTs1Nwx3fOQEF+JkzG98J2Df1U7D05APAwgjWJz5gxmyNGbIO8htjWEieZrAEYPwm/nNmmqtwOYpgVI5E2zmCFUbFFqI7yRatbTTR/dlCMI3/zKTZWhzGzdyqeKeiA8BeHcfI/kcGbVQFqw9si9O2u0DqmIHRWF7TOz0brvK5OSaPlFjzU1Icxd5lFOV6XS94FqWz2b50lik44swQvA1FOv8Jw7viNqg+KipFOJ6t0XeFpu4ZjwIRfF9YDiEMxeoWXcD0MAJJeMVZW1WPS059jY3UYI9JDeOL7Odiw/Sju23TE5G1ydgpuHpON0WdnNoyeA8Vo+A0Uozx4RcUo0qhvTsnBhOFZ8nA5FLi7eI7tqqaOrxwDxRgoRnPAhN9AMRrwf8XNr0xpSFTnjBQ8cHF3AJEbz9d8XIl7ruyLA/fkGzehA8CaA/W4eFU5LpxfhNWF+1FZdcIUjt/wrey12ONnfWpSNDRoHRDSZkmdkG5laMQTV0D815+WCncvDvBmjeoVaW1DWHhdLmb2jVz4vaT0OOYuK5FacGvRf9zySCw3awBeB05EXIlqn42CRORLPDIkKtymThsXCahL8hkjVxgjFEWvcYxg715egie2RW7heGNKDiYMjYzWa0+E8Y9NFXh03QHDYi+KhaO74KoLuqGLaMnKGS0yuXNHmZ3c2OSQR+JpdMaducucxNMYZKNNzaV8JX79nXmEUV36H6x5eQ1efOltbK86A8MvuxRX/fhyTBychZDijPmKp4qw5kA9Jmen4JWf5NNRc2YeIhQZFxHHa8O4zbrm6ECr2kAyCAy6QpU1cmIrZCAYGnJdyBKOav1WXvcEw42fedSIfTQZpF955ARVBlLVIIixpt9sFOOhY/WY9L8xSnXVjXnomZVqJKamLoz3th7G79YfMKz2onhweCdMOb8r8nqmB4pRdNKiFWMYX297BT+d+TjeruyAAQXnoEfNLry7eS/CoXNw3R8ex90juxrRuXU85RW16PtExEp66YRsTB/Xg466ERWjrgM1tWHc9nyJaXvTqll5yGmw3HYOwByWEXWgGIlICFkDxegeV7NXjKqdvlVgnXgvfHdzYo1LB7D24wpMXFUOIDIyXnzjAGmjKiw6jGXvHrQZ7dyZn4HJwztHLoG1ipTMitGqYLyWT9RJPIqRKjiVTs/Br7JipPwe/ghPXHcnfr//fPzs93fjx4M7ozVO4PC/l+L6657D1r6zsXL1DAxO0WJyOqR7dWHMQrr0joGOSofMVwoeFSMQGRgufG23sfbuqByJ+mOOWiKIU7lR8FMxSj5ZRZC9twWfzIpR+BaXYuT0DRxQ7YqTR07xqtQZqnCtQSrKpBN/iH1MKxmPLJ6HR56NpwkP4dcps6znT9oeifvvDM/Cg8M7AYisqfytcL89xXrk+p7FNw5A0S15uCM/w/g8v6gKY5aX4YqnGo6c02N+lDl1hty6mB9WP2LcVAAMeajyIcvNFK8aWGXr4Md4mDepiGcXsmQycBIVH76OZduAs6+dhqmDO6M1AKANMr/5PVw9qiNQshFbdtdLw5TF8eanRwE03L3oMhPTqPptckS8p9JGlFs0nnapIdwzpa+x7r6xOowpzxajvKLWlvdUnTTLHUsAp9xYfQaVfuGh6pi1LkTdmESF2a/yJMuazw2PcnqI96ZwnMqf0xfJ6gNRBk59QCL6D8d+wq2vF/1bflNQ7SdE95TfpDsr1Q23XdrLOB5r6mv7UF5RS7rN65mOR6blovSOgTZDnTHLy3D+b5LgyLkA/kOvwMa1/8EJ9MOE0f3MV6BpnXH25GmYfet56HjyBCu4yqrY3YvjB2S4uG5azJ7Uy6Yc9zi0kQABAtghV4yqs6d4oDpraXCflhLCsz/qY7x+4OUvXb3mZKVi9qReOHBvPpZOyDYU68bqMKa+tg8Xzi/Cojd2m2728AO27PMwW0sGaNF/3OoFY1SYUNTswWcbK4AzhmN4v3aWj+0xcPIMzJ0zA5cNbM8amYt3LxYM7JgIib3BUqdsynGxoBzFGaJqPE4e/CpnRhhUPRT/VD7hRwyzsesrAbK9cWautoDiiJwza1X1S80iEw3Fsm3lRM84TTUd4xdpJAmUKTnLlH9Ivw4mSnX5ur1C5LDTQg3onJGC6eN64J278rHy0u4mBTn3vUPo9nARFr2+23EWSskXy0ez9jPksKabAbIsXdJpiteh3GjKj+Lt3MvWGi6r/njokGTh65V7sP3gKaBrFjqnynqVGNdm8iuj0gCsazg0fER6CEP6dXAf3FD1gZFOivLhuHdVjgdrWe3TlAbBvWMRanrkaaXTclP11ppFsjKxhEOlweRXNkCLoz2Q6THVFffGTYdD+KXqJxmBEEcrbrlR/YduPI4Dehf9IUbOpVil/YcpMivv6yCfSzqpetHsqNQobrskRqnOWHsAxXuq2X7T2oZweUE3fPjzwdgwvQ8mZ8e2c8x9/xD6PrEd85aXKIUZIHmg1x7HkTDQpk8WOp46jO1v/xWPz7sLs275JR764z+x+asa9qS9pi6M+UWRbULG3YvNBDbl+FxxUKcDBGDAfbuG2INwRvQc98LgiGVtZRlMRbV+8Z5qDHqmGEDEKOKF2Wfx929ZsGXnMfyl8KCxVzKKydkpuPM73WOWrDJZbWlueGG9AFhMswgveU+5UX2vHLGiF7EM3WaQ1vCcxJDk/fGPnsH3rl6GY9+/Dfd3egs/W/YZTKvInUbgxgUP4PaC7FiwhKYsLDqMMSvKAAAbpvUxWzSzZFLLS5Z1tBCUbRuDJIpnXt+NuQ3nuwLAhul9pJbZZFySeG3uxHSK9V61z3CCX3VGFbIitMks6aDY4VsicOtjrPCrb6A8UydqUX6J96aZIqcPsIhBtiVP6ZRDOmPUTwkPxRAI01fRPQvRqX40dhmF5VARovL075GOpROyAUQMala9t9+dbpCEo+vAuf064JFpuSianWfQtNFwx6wowxULivBK4X4crwmb80fYUhHLfHkPZaSZq2sYeS9SASaZGNQRGaZfiy1i3UAs/Y7U4Ck98ug6i3q2u9Fx8ng1jgGo/9dSPPzvb2D+629h646PsPXjv2H5vHHIPLIRz93+LP6x74RDGUawfttR4/eQfrzTbswyiQUEORPEaD8yy179FFjU6OyJvfDSJd2Nv8csL4tdBC5rx9a4qHIwVZPYH8rlprk/upBP7PYtpId2JKSfkFuW7/a80YyHlWZTG47xfGI6yT7GL4VviYvsAxjlE1fcLnUEFjHICCk5PMjXbKnUKKaM6mZQoTPeUqNUZcjrmU4eOfeD1/Zh3BNFWP3Bft8NdQL4j/CRHFx9//9gYl4ntIaG1u1z8M0Zt+H+S3sAleuxqnCfax8b3Rf44PBOcbMRyYDLR3bD+qv7GH+blGOAAAFMaN6KUYusFz76g1iDn75sly/bLzpnpGD2xF449ovBeOkSs6HOD17bh26PxCxZuUyQAVUPPo4QTVAWvJnEFUW7fAzpb7mWTMvGiAnD0AZHsem/u1El9wkA2LIrZo06/Mz2iSuHRkJBfiY2TGv+yrEpqlJSgZMBp30meYOhGMUptUF5WdQmaTxFuDd7jj2ONIoMmjkOKyWX1zNGqW6sDmPBa7tJ2sKUTk14xDQI8rRLDeGKgm545858qaFOt0eKMG9FCXbsrnaleajNqhTlw6Eepe5bmdMslcGBGoqrUTFoCw7FprXSjCc+aEjt3BXdASC3D3q2t1bKVmiblobWAGo+240DDvRl4fYYjTpiQIe4ykF1mYFqS2RdJWCjWxvcF5ydiQ3TBeW4IqYcndqYG1StaSmrVM5SCkX72uIQ00CFS9VbwT2V99Z8kqWZ6m8c80USvlU+aV9iyRe/QNOt8cO0BOAYuT/xkcET7bN5zxgFTB/Xw7hp4L5NR/CJMNr3A2ltQyjIz8QrP4koyGhcAPBEURXyFxVj3oqSZjkCb1nQ0DqtHay7F2Vo0ycLHR0a5vObjwCIHD/YWTyIvpmjIJ9WjgECBGhBihEAfnFFb+P3rL+UJexEm4L8TDx30wBsuzUPdwpHzj2xrSpiqNNw5Fxwok7ToFV2L5zdDkBJGfZ8bZ2qncSxigrUoxU6d89EOqEYi/dUG7e1TD2vc+RlM6WnZGLLlOPajysaT6gAMTTTetWSYShGcZpP0o0MKsBMTYh8ROw9KxwrGHRLTlYqVl4Su7tx4Wu77YZKrXTjMQVPUV4OFGFez3Q8Mj0XB+61G+qMWV5m3A0ZVZBiUCIVQtJWDBqBpurknklaSCwTjclnmThq+yvAEgeIrCSiY1FPMloxIxcjx2UDx4uwpcRsjKWfOohN6z5BGL1x4Tf7oJ2RZnO4H34eo1EH9WpPZIV7PpG0p9g0KAqcxT1Dmqkmqkqg2ERRrWuOF68sx6LXd5vlA7McTPVHLpMp+YoW1CSN6e61IQDKYSzDVdNAhWOKVpH2Nq9zSIM096GAclmR8lF1iQxT3r+TccGSvyQY4XqhWIU8psqnRc0YAeDygm4mSrUxKKLOGSlNcuRcAAJaV5x/2Th0wVYsfvyv+E9FQ77rx1G+bhWWrKtE6JxJmHJeF7J9rv7vEQC8Q8ObMwryM7Htljyjzs5571BMOQYIcJoitsFfALmJU/ytE+/NIXEc8bxQIwOJm/KKWvR9MnJ33oj0EN6Yc1ZsjYjYJOrp7j8Lauoilycv//ch292QT4/ugvHndkZej3RDBHJ0x8gLU1mZNoQThcjJX9amdN3yk3DHqTOq7zk4uQ//euwezF72GcKhHhgyJhedjpRE7mPsfBF+9sefYXp+h1iwQvjlB2P1Z+l4h7sXFTfvq9Rh+x+a9CcnLtv+cc3upryiFlMWFxv08dOju2D2xF7OsnqAp7tGTQE5fGPJyoiQ1RyoTtM9WrNXh8g4/SEFL+2K7G881H/XGaOLQy99A6OspCffkBet+tSZOcql2CdTcq/dHLu78c78DDwyLdc5TA9wOn2ksOgw5v/fPpuCvDM/A9ePOyNyebJyhMJvKo+93C/pVG5iOikIHS/FArIGH5yBgejEKtPJI9j5/v/hxVfW4p1/bsG+HsNwyfe+h+//6HsYmdOO1Gur39+Pqa813L14u/nuRenpPdZ0ijpMsb4pD9C4eRF1Y6GfRHflh2ox5Vm7ciTTBvl7L52Wre/R7HJzxnmGn4YPquVgDkgeCaef9NIObf2kmztrOhlyi+DUN9X6yTmZyTkA4TejrxNB6i7Cr+tFxS1BMQLAvBUlxhFvb07JwYRhWY2uGKPYUtJw5FyR5Mi573Z3PqLLFqHwO1CMMSdcuSUzJjH8GxfvwJLS4xiRHsKHPxtsD6vBfUtTjNAaZo4W5Xjzxb1MbiQ/A8UYKEa5+0AxurwXnegWJ7KOysE/t8Arq+ox6X8/x8bqcIxS7eC/2T2r8PWIk+I91Vj7SaXp7EogoiCnf6sLvjc8y/2ElUAxyp34oBgrq+qR/VARADmd2NIVI2BXjgtHCfmQBIpRlDtQjC1YMTL1QXIpRipwjnurYhTByTiFzn3txxW4eGWEUp3Ztx2eu2kAIwJFcOSxfKs8Vo8X392PORYFOSI9hLsvzMbYwZnIbB9T4mKheVoPbSrF6NQ5KXbuNpks0ZLyOMQrqy8br++Hc/sxN/Zz4lB0TxaJqhJy1B7yb1bl+ODwTrjtkl5IS2Uci+dl4MYI069BiC0KasCgqBj9KjdlZo07EPXSB3hVjC7hG35kzlTzyUN6WpxVqhUThmUZew2XlB7H6sL9TSxRBNEj56ruH2y7G3Lqa/uQ/XBgydoU2LjrawCRAcq5zEPDWyJyslKxalbMWvW+TUcw908lwd7cAKcFWvyMEYhYiV74eJEx+i29Y6C/JvhxzBitfmrqwthcckxqqHPHoAzccFHMUCeYMVpkskRLyuMQb7QMMn75KYDIDGneFX3ZcrS0GWMUlVX1mPfnUiwpPQ4gwrosvC7Xme4PZowy58GMsRnNGKXbNZQ5cgrcDlYoWI5/W1gy55YM2rLrGEb8YRcAkVLl5JzciTJ37qAkrAVbWHQYy949aHRGUdyZn4HJwzrHcSeg/L3jGoZbmGK4zAEAubWkMWGSJ/aHpmko3HYYY5aXAbDcveihflJxJ77cYo50XYt/nQdATW0Yc/9UYleOKYJy9NLpUxET7Q3gd7JKMnlS1kJdEs/5VVVCXuqYLqkbLtGpysRpw6rGbqayFftGbl54kZtwk1xUqscRnxOG9Otg3LOYTJSqDNEj54pm5+GOQbEj5+YXVRl3Qzb5kXOqHVMzwPqio8bvobkSGrWFpFMVaW1DWHhtrnFwxpLS45i7rOloVWWl2FzRktPGQROmP7kUY4Jx2yW9jDWTqa/u83x3Y6KR1zMdj0zLxf55kiPnVtiPnAvgDX/fHtlK09zvXkwEpMoxWHMM0EJhUKnKZvWqayGiVyuNokLDWOkCp+m8JBiRUp2cnYIXZp/FXi8h84iip3T6T1Y+Waidyqp6vP5RBZ4pPGSslwIRQ5FrhnbCD0d3M074YW2zEV97pVVFxEF56OVrcP1FD+B9l2hjaIP+dy/DmuvPgrT0FNdMP/kiVi+MPa+iu2hQsnzl1kkOVcehhQgnbPdu7c2BkjteF8ZtVlr12lykCrSqJ7sEEapLMR7h5TQeLzSscjlb4WWN0S1MC7xQ4Jx+0pE99ZD3quXT9DPGRp4uD8ntYNzduOZAPVa9n7yUqhWdM1IwfVwPvHNXPlZe2t24G3JjdRhz3jtkXJ6c7DNhO3TUfLkTW5T89EDBoG5ypRgH3hfuXhye14KtUT22t7S2ISyQzBz3VNT6IFyA0x3Jwh43/YyRY21l+e5lxhi1Prx60eeG9ee2W/Poo9mSaMYog9ORc1cVdMWQfh2awYyxBtuXzMFlj25Gm0m/wOqfno8Mp3AAAK2Q1qkzOqZSFcBdHnE0O/KhT7GxOhwxzLpxgN1dNKjmPmPktDeGEUeNZeY4Ij2EVTfmoWdWajBjDGaMZvcKM0brn001Y5Ru16Dg6UQcL3BoqPF2HsV7qjHot8UAXChVj1Zipj9lduYa3TGoNNQtJcfwYuFBzFc4co6q5JSSVLYmZlvJ7cebt0/Hba/XYcQDf8KKq/pGgvBSlxQU456KWvR9KnJo+MpLu+Pykd14QakO3CirPM5JJJSFHUcJOXVOjIEo9WdtXRhL395rHFIRVY45XYWtUD7UbTeZqHroOCBQkYnjXrU/9KtuU/6Z9dAzLR99rzqwFpEoxahalwQ3TU+lNhHyeqabKNWlb+1195Qs83wJhuR2wCPTc7Ht1jzp3ZBXPJVAQx2v+VK3B5+9WwmgG4bk0ldBJQrrPq00fp83oKO3wJK4jsQFh/SktQ1h9sReRn3bWB3GlOeKUd6YtGpLy28OTsc0NzJOW8UIAFNGdTPW6ea8dwhbSo41sUTekdczPXI35D0RS9aoFe6aA/WY+uo+XPh4EZav25tUJ+qc2r0DHx4D0OYbGNq/XaPH/7fT5O7FRGH2xF5YOEpQjosbWTkGCOAzWsFl2ivetK1pOrRWuuUerjigCw8HGkw3zesNNIHNuxZ7NOGhIk9rG8LT0/sZX2b9pQw1tfSMSswL0w3kRHp0CLLqgKZpwtMgHzMLOBBlih45986d+bYj52asPYDsh4rwuzd24/DX9bY80oT8Zgso5L34Tiw3WxwaoGlhHP1yJz4HgIH90bejZdN49ImjzkjrthCOBmBPZa2xPnv5uZ3sfq11iQpXjJpza7vYrmQ30zv4tZWPSx5pANEWrELFHlP9JgWJPbdcYpk5uihHTjpNoukWeWRlQJUblTaP3ZiYBrGdkzJxIMopppkrq6n83RuNWLdZaRCDdGojMtGY6fHSN7LqrTWPJWlWmzEm2xTeY8UGImdCrry0O4BIg17wWsu6vTytbQiXF3TDO3flY8P0PsYMGYjMkrMfKsK85SVmS9ZElDMZZg1Kt27HCQBpeR3R6sABfPWV01OJ6pM+FHyDTNu+/Nr48/yzPNKojQUv5ZPANjx7kppybDQkW7/FhU/VvNmiCctNO1knORJOgHlhU1yFFaRWXVT2uPCsfLSYKT555NE7+ABg4w39MCR68glh9CCCvHLGMlhTtr5TXFTmGgMUFh3Gmo8rbYY6M/u2w3Wju6Lg7Ey5PE5GHBzI5NZL8eK0a3H/R8wtJu2m4rkNd2FshzhXASwymO5e/Plg0psvoAxovFgxctw4+SXqNMtoipBj0eu7TQY5z/6oT6w9uYGq2z7WPfJoRg9nECfEKtXJoIXlP/YH55g6T9adjPoZ11GgnHBVr51itMNW0pm2SDeZKEk1XoCcOqvSC6JMsMrElMNQqPLIf3Flb+P3rL+USdfgRArLRAUR6TFRWBqTCeRQhlR8HHpKAwrOzjQMdaI3jwCRPWljVkQMdZSPnNOJR/iuy56qPSjaqrDv8uz+6JMRS6CNYnMVU4euR57KY/XGYOiaoZ3k6UkQyLKiyp+iswhqi+2XiJpqY6b3BCVlnTmO+MMuFBYd5tVtUR6hbDVY2hvpyT18I+9tiYY8/xhys+hzgrZjQ6VvMP3hkGFkXx9nvA5RmfpDLjjhCss1LN0gUsAiHS4ub0i3a1AZoDxiEZzEM8oTwZGJ8socza0u3I+pr+4DENkH+Mj0XN5InYyY/tMUlOJoRjluF7krq+rx4gbibshx2cblyWyzfxHCqFC2WyX82RJMuHIR9spmgoqjRd5p/7oR7lubD+HiVQ13LxIsgVPcyvAy66PciODI6dC5saoMVVdFJw1uCotih7IDxMHsDkL4dsi9TUAiPtGJ4qyFA+6FB1L3bh29LTKH/oOjmBuzT/KzvfmkJ05rq1QrLi/oZsyg5hdVYe3HFU0sUeOgc0ZKxJL1XruhztRX9yHjl59i0euJuBvyBPbtKMJeABg+CLkZjVsdN34RW19kU30B2CjIz8SG6X2Mv8esKIvMHAMESHK0kk3tpZRXHNN/27SWoF6M8Kkpu+gOYE2vVREN/67LYgeN3/fGPlR+Xe9bXCxrK+7IWEaFccqNKAPoQOf2Kbh8ZDesuzMfL13S3Wao0+1h5pFzsvKR0hzV+HL7FwBaoceIXJzBCScOmCyDEbEKrq0/hfs2HQEQOTScm5dUvqq2GdXwWZSfLZLYQ4Yv0kpC/ZTK5BAVZd0oVY7bDiv3K2QeWWchsrxxSoPolup/vMinCioNVlmlQpjTqUorsqj4xoZqmRCystqVgMQO0SkhrX8IjVfuqBEgKIcHJ8asVB/7WwKsVDkVLJ5K6KFhi0hLCeHykd3w8tx8bJhmtmSd+/4h5C8qxrwVJd73fYb3Y1vhXgBn4IJB3RFKZJmL+aIBm3fFZB8zsKPNqdQvlb9O31Rk8zP9Qlg6Eb5ydFwPlvhsynF5GQq3HlZPs1s5eIHXTj8RMlFwUY6NJkdzgmK+BFSqBBOGZZko1WS+uzHRKMjPxCs/yce2W/NwR775bsgRf9hlGOrEhcO78dmuEwDOxKDe7f0RmIktAo0qvXsxgK+wKsexLwS0aoDkRewQcfGl8JcubMtIiFm5x6CUDQ6YMlVW1WPi058b1zuV3j7QfAakNVCRmiLCNEUnuDdTHeJQX/igEe/NoZplcnwrgUgpSTzoOlBcXo21n1Ri7vtmQ53J2SmY/q0uhqGOu3g6jhc+hdHX/RnV7a/EgtUzMTRFo/NPi/zTJiMTXdJbx5xQ24komqLh9fm/jhwafmd+Bh6Zlmv2Ip0yArqlnJUNNCg3VD3xUrdNrZoRkNUJxQNyroW3lHPsvRYxyFkRM8hZMj4b11zUQxqVydKYWoKwyS2+1414zX6oCi4Vg47POiuPOrHSs5SsLrAbu0nK01Fmq1AuMvlVh/2q/1YQ/aRJR/kUt7GP0bwHLkkUI1GuJvilGCXuxbsbZ/Zth+duGmB3BIC1p9MaBUcxkq1QUTH6lI9iQz38dT1efHc/nt98xHY35C0FXTDpvCzjbki5eHXYufwnmPTgf9wjNtAH1yz7I35W0CkWJFcxCthSIrl70ancou1BF9qD29qNDF46D9UwZSbAbiAHaKIbb4oRgE05Pj26C2ZP6mUTx9EKWgaq3IS4be+pQDmDFUoxqh5kTcCcft3in6McE6AYGVE1umI8paijGDIFVKoDhvTrEDHMQGSP3+lMqVoRtWSN3g0pO3LO2ZL1GEq3lhHfCITOwuB+3inXwtPl7sUkRUF+JkpvH2jUmTnvHcKi11vWiVMBmjdi+xgFkCwK9+5DldGG6mhBd5ptETJ5WFivqQ3jwvlFMUr1joGRg6Z1C2vDGM3qlr+jnr3IZwqScyqFFaqUD0EZH68LY3PJMTzxT/ndkNePOwN5PdJtwUiCkv7h6SQOy59XLijCmgP1trsXSeJRVveE99byJ+seMQkzRZWgkbq0rtpmWIIX8RsRBzWB4dal8opaTHm22GhbT4/ugtkT7TNHWfic9LiWpwVUmsmTrahDJTh55CigRB6nqKj6KThi9ZMS0QDLZJNRt8U/E7Ef1ApyfygRtQhKvFYmFxy6wg0+JthVJq5S9YC0tpEjraJ44OUvUVMXji3hxEUDNDKofIxHJqI80lJCKBiUiZfn5mP91X1wxyCzoc6g3xbjxud2uBtc6FDLVwZEq8w9B2OHhl/Qv73UDT9g2Ac8in5tTwJgCpbo5G0eEiwTEDmneNWsPPPM8Q1h5kjUW3bbi5YPNw2NkGZTXKruJQ8rmHjS4yEvHLfeNRUU21tApTJgpVRXvR9Qqk4oyM/EI9NyUXQLceTcgiKs/bgiMXdDukC8e/HCb3Ru9PgDmOGqHAMEaALEjG+oKTVFZ1E0jCK1I/qxTfcZ1A6b3nWTiUJDODV1YVz9u8+N2UbRLXkmapCi1UgbBoZMyjSHxYpP5saLPKJMTjSKCZrLkXMXZpOWrKzjpxj1TQwnSqNOzk7By7flmylthzTY4iJEABzoUDHvKUpKFq81GL/qtkUmV0oOHtubQ90rr6jFlMUWWlU0yNGJombQeTZalMpX6hB+EUR74xxYHZfxDce7S1t0YMzppQsGfcyi/blpltQN1T6JlInJGoh1Q26VKh5XqXqaOrejohqerEAS1VA5EMIp3luNQb8tBhDZnrBi1lm2Dt3p1HhKoZFRE5WQUhjkKfNEuXlS1NR6iYP/yqp6rP/0MB5dd8BkyQpEOsKrLuiGzh1ilqxebjswiabH4u/2cBEAYOmEbEy7sId5UMZYe+MoEo4S92LF2BIVI2BXjnfmZ+D+H/R1P6dXFqj1T3EAxFGMqrfZeBi4UfDa3jhtnVSMnDV9xQEdCWu5MRQ0y73ohnHJgPl2jQBs5PVMx9IJ2QCANQfqsSqwUlVC54wU427IN6fm2O+GfLgID68qdT9yLk5sKo6ddjO4T+MeKBDAHTlZqVh1U55RL+YXVWHuspImodwDnN4wrp1iXTNDQXGhVbOE63rdCQBN0xsenkxudjuOaXBIz5RR3YyGO/OtA/jki2P0mbAWQUxnpaouTIvTfEZZsfOoIV/tGWYX0H7lUMPUQged4ZI8TUsJYfzQLLx8m/3Iufs2HcGg3xZj3vISU97GhWjdbpB91cbI+uKI9BCG5HYw1UN7xhDpkb1n5jdZhtb65jQjEtKjSeUkKjGnfltmZa57B4VwWO3NyVHD+5ysVLxw81mY2bcdgMi69NxlJaitC9NtjGhMYntjnVMMHcc/+i3GDpyMX6yPrUVTclNlGL3WTHfj7zh9AKdvJcrSdqasJAyjX4VuqcNyT7Z6rtTJErDmr2LnLe1XLY9TfZa1W3erVGUNw4C1QSvFoaJN/Eda2xAe/UEf4+9ZfylDTX2YzjsZxPeqyVHttB3DoiLnCKUTv5loqLAjB2Xildvysc1iqGMcObcgziPnLNxRZZXD3YsNbhoNbmUoA4uSI8ohnibTIFujZIslkrS2ISy8NtesHP9EzRwZiWP3MSdQubsMznfqHMN/5l+FswaMwFlnyZ7JuH9DpWMIXLGVodpsRbD7DKj3MyrwEiZjUCqbTMjQWv46gBPyeqZj5SXdMfW1fdhYHcaCV3fjnil9m1qsZo28nul4ZFoubj1UizX/PmgY6qw5UI81K8owIr3cdDekKrbvjtGzBZZDwwMkH9LahrDwulxgWQmWlB6PDGr+VIKF1+bGVf4s1Jbg/17eiDAyaDf6cRzaewwI9cCQMbnItHWsGeidEXSrzR3uJUiNVDkjW4cwRdaINbPiDCUIQwIObF5l/gW5v1/QDTM/O4olpcdx36YjuHjoMZzbr4NzekR4GRlRxgDEJI62ktTM5eDqIRaHxp1OCPlIHswguOnZJRU3T+yFH17QDX8VjpyL3g05Yt0BzB4pP3LOicZcX3TU+H1WjnDQgJEemNNDGC6YRCbSQIYpBs+YcHMMDyRSOcbHNjIS3pGhimnmSMFpi4JnSjkuuCamHE31MM42pdcexd7d27H+j/+LJzdVAQ2K0VSOhuOvcbCsCmh7CWY/HrtYm7IIj08ghhvFOOi2EftgNmKRe+BspiehM5PG6bsl7ZPst6nwYU1z7HeTGN/o0X8agxWNp5I6dWbC84vLexvfZv2lDDW1TWwkwFmPEJ3H4z4Kr4pdRscIvztnpGD2xF545858rLzEfOTczLcORO6GfH039lTUukZXUxc23b0Y7VTJZFNrb+I6EuVXE9xw1oWc4vIJjrJy4EadJZBvjSpHkVa97Xm/DHLqsHP5bAz8xkUYN+kW/OqV7TBCpcrh6/3YWVID5PZBz/YJ6D49rlCQ8Iv+9FA/yX6fCpMrq6y9MWhVJzeBVaoH9MxKxUuXxO5u/NXK0qYVqAUirW0Ilxd0w4c/H4wN0+13Q/Z9cjvmrShxtGTdLNwbOTY/oFGbG9LahrDAsuY47oki1qDIGa3QPvfbmH3rDZHnlh/j4rPSHX3odTWoOgGkndML2UHv2WLRJEVrTHndtHpTwYnasjyXF3QzGuwT26qw9mPnpft4wLbKVBwVaqruxT+c7HbcRpUaw40E0bsh10/rY7ob8omiKuQ/U4wbFwtHzgnCUncvsquYJJ88MZvWGXMijRmc4NeMpBGYn3ZtQ1hwTa5x1ODG6jCmPFeMco5yJOtkG5xR8APMnTMLc+fMwpz/dx2+P7Rh4ESUiX60Al+eSENu/24wbfjhlKEqReq1PogyubU3bhlyZKL6T1Em6wfZe9V6FS87KInbVTGaTH5NH6DcsYnCkOazVOVKAMVkilaUSYzPIptsO8TDP+prUH33vbkvdqOElX4T85J6JDLFkwbu9gHa7N+SD7rFvSR9UfnFXRyyuDSArFccuUednYlHp+di2615xlF9QMORc8vLcMVTDUfONVgLP7/5CIDI1WGyAxnctiUo5WlDWh3rMBFmXFuiuO1ClIlyrxqHmB7QybbJEGea26WG8Oj0XCwc1QVAg3JcLChHhzYlrZNW8Szy2OU7ha/3lKEEGeiVVokPlz+BWZPH46wB4zH55iew/N0yHIclbcKjC3I4QnWQRKRZlMO1H+eGz5VPJpOlDzAejZDVPeV8eUTRhLyg6mFABviAzhkpeODiGKX62N+Csx4bA3k903HPlL44cG8+nh7dxXi/5kA9Ll5ZjgsfjxwYED1JZep5wdmoLQGzJ/YyK8dnmTNHzziJYxUVqMdhFD52F2Y8tB6Huw/Gt4e2Q8m6v+A3N1yD6b/djKpGmEEHSCzUFKPqrC1RVE2CZ4/xYMLQLIPmmV/kTKmSg5t4qIBE54Uok5fZieBHF904zVCZiN4NeeBe+92QUaMbAOjbLY0XIFUOjV3fmrJ+J2Ebi0LTmko56qg9Xo0wwmg97k689uHL+Ovip7D4ry+j8OW7cFHnGmxd9DQWf1TZeNnmFJHAVDUZXW+Vx+298NskaqLkJup5K7fMIqfjREaz6QKOoMT03UwLMFqwSVZF9woV6qeX9YpRqm/sszVUVfqYpD9EesaLG1NkwmPjZCCngoi8oShTkUamTw0h/NDCGjAdOTfFfOQcAAz6bXHkyLnyaoPaIcvWlH8NJ5lA59E8HpSKqb3BY1uSyQTQbZeV95Tg8jCpvOAsK5i8anrsQSR/bpnUy2AKbLSqRSYOjW97Z5NbQ+bIW/DiX5fi+bu+i7wObRrctEGnwZPxk1vORyi8Fa+8UYQjuiUMa50n6x6z8ghOTNlmKruG03d066k29jQ70YrkWiXVTzr1nzK/lvSYsoXRPqm+xDXvhDyynlIUUKk+onNGCh4UKNUHXvmyiSU6PZHWNoQJw7Lw9LR+tm/3bTqCQc8UY96KEmwRrFUDNE/MdlOOviIFXfqfjaFDz0b/LimWb6noM2QI+uAUDv17B8pP+DGaCdBUkCtGSutaRw4SJGymLowi4/XLHUWw3BDuxw/LMt3duDp60HiiMoYazXmYtfgmLGe2zZUvjvS889/Y0VxvTs2RHzn3VBEKtx7myafHEuJrcaqmTdG9Fv3HTeimptqcIOS9VUarcuz75PaIdbJLPqkYtrlDQ+u0dmgHAPsOorI2XsVoqWNeykTW/vzU117CaspxgxO70YBWsopjmo5DmP1ap9pEpXOz9GPTNEIYJtpF6sgcGU0Lubs3f4g9VJgazPky95IYpTr1tX0oP5S4tQ+K6mZRJM4hw49e0pXCYYZjpt4043GqS+/ujGzTmJydggnDsvDI9FyU3jHQZqgzZkUZzv/1p1hduF++cTwaH+LJR7W0ccotHprTlca3UlKc+IgOhrPkQobjQLGZPljCnD2pl7GnGADGrCjD+1sPS+Umy1C1yssGpQDQIR1prV0CclTa0QJx70utYogvNU0zHnE5gBSJU6+o8lEcrOmg4zIFpTpodKpLUSemui7kkSBTQKUmAGltQ3j2R32Mvx94OaBUGxvioeHjB8RmijlZqYahzsLRXUyGOlNf3YcLHy/C8nV7Y1tuAjQbXF7QDeuvjrW7sS+UxXcAPYWq9/GLISNw1oDZeH5nneWjjtrDFTgIIDSgN3qkJevUOwAHcsXIGeU1NmQyNbZ8DiNkK87t18FEqS5ft1ctrnioBieKQDbq4o7G3Ny4fVOYGfoF8e5F2aHh0SPn1t0xCC9dcoZJQc5YewDZD0WOnCuvqDXNqJIaqqNr0Y8VjJE3Gbef/QcVDjFTKcjPTJxyTO+G/rlpACqx/3CdJe4qfLb+PexHG/QZkYvspqor1GzOzX2y120uOGlmuJFapZqmmmC0Cc4UPJ5Gawhknf7GZCO9xEUfuojhQG3IaNXbBEp1xtoDvAt4qTySdQQERcSlwjjlZrMe5MgqfKcpcAIUtaeo9Fda7l6kkNa2NS4feQY+uHcw1l/dx3Z5ct8nt+OeFSXYube6UToPL/WWKisnC1BpHaDam4NMNAVMFBBjsEa1N7cljVFnZ2LDNLNyNGhVm+C0HDY6ONQTI78/FCHswsvL3sR/D5+IuDl1HOXrluI3S3YCofPwo4v6wWqaY5XbV8jaDKxlEqMMTV5V65uHAZAOe1klclmCrHqysrXU84BKTSDS2oaw/LqYZeTdL5UFt5E3Amrqws53LxIoyM/Ey3MjlydbDXUG/bY4YqjjJzUXIGFIzMwxDf0vvxn3TOiGw2sfx9RRV+Kqm3+Cm358Fb5z83JsRy6uePIu/DiPuV82QNKi8RSjJv1p1uaqMxI/EQ+l4OZei5zOsnR8NoCIoceq9/fHL6MKVKkwh2CaG9UiHho+pG97uwOqXjWksyA/E49IjpyLGupcsaDhyDlqkNOI9JR1phd9dECp/dhEVW17jZFml3KzouDsTKy3zBzXflyhTjGKs9j2gzDtid/jxSdvwVXfyUbFhnex/ov2GPPjWzD/pWfw4MW9GveS28Zul/GUMyev+a+d4VM91E7WVuiOUlgbnhtI98QHFxov6ly0hBU7A42j2lXToOrXxU1NXRhXL/ocaw5EDDq23ZqHvB7pcj8WCsxwQsVN+OXIKm5q1dy46ag8uiAPJ26ifEnnnLLVpT+NPHp4Valx4k3V/YORlho7H9WWBobMlV/X48UN+43Lk6MYkR7C3eOyMXZwpu1uSDe5TU1AuMtPo5oGQ0mJZWKiUzWLGzeZdEndkMhNglEPTWlmtGFd4EFJeax51PCtsOgwxiwvM14vHNUFsyf2aghLUVZOnVFtkywQiXNwTrYlZVk5BSp3Qi2juFnaSsOloNovU2GK1SpQjD74Zbgp3lONQb8tBhDpUN+5Mz92oHWgGM1xRN/HoRhr6sLI+OWnACJ3L95zZV+yoXIVY/RbTV0Y/9hUgUfXHTDOX43i6dFdcNWYbs4KMlCMMSeNqBgBYEvJMcz6S5lRblHlGChGxvvTUDE24hpjAub8jU0jcEBkel7PdCydEKFUN1aHseC1FnrQuF9lEmc4n5fHDJzGDurokzARRO+GfOeufLw5NcdmqJP9UOTQcpaRlSoU8yMZm0ZTYkhuB6yalWcYw819/xAWvdmc2iBDgwtorBWoeJHs8sU/Y/QwQiJH7TbpiHA5bvzqGXyaCUVf3Lh4h2EYsvGGfhjSr4Nvo2oWGOmxzVQ14j0jLsoCz9MI1uH9ojd2G5TngXvzIzM4L6yHi5/CosNY9u5Bo0yjuGNQBiYP64xR52S6yi2WsynaRLMhHP/xMDScaKm67Re7Y/Xf8K28ohZTFhcbM8enR3fB7Em94oub0ydx/PrVhyWovbH6IZ/7yUSC094Cq9RGxi+u7G38nvWXwErVb4h3L7LW/TyiID8Tz900ANtuzTNZsj6xrQpjXygLLFmTDDlZqaaZ45z3DmHR681p5higMdByFGOyz80bkJOVipWXxA4aT0pK1S/u30v4cWDLrmNNdvdiXs9048i56HVIQIMl63KXI+eaC1oIP9tslGMy9mnJKFMCIKVSqammySNhJGBqO9QirKoxgOU7SReoLoyLThSpHc6mddtGe+H3Tc/FKNUN0/ugID8TVnBk4mwWJv06yCqDsvEN14iDkgnUHxaZGrDinb2YsfYAAIFGdQCZHgYl5yQTEDmS7vWPKvBM4SGToc6I9BCuGdoJPxwtN9RRNjii5BS9xmM0RcTNKQeWTI1NpUpQXlGLKc8WmwxyZlzUA2ltQ7w+gOonqWru1G9JZI2vvRFxMPoPlhGUh3JzTA8ZoXu4pHsRjLotem05M8ZmBpFSvf2V8uBsTh+w+pMjACKHhjcGjeqEzhkpmD6uB965Mx8rLzFfnjznvUPo9kgRFr2xG3sa5eb5ADJYZ45z3z+E254vad6z+gC+IFCMTYScrFS8OTUHQKSzfOxvSUjlNCPsqag19olefm6nphVGQNSS9cOfDcaGaeYj5+a+fwh9n9qOeStKEmPJ6gdaOHUWVY4z+7YDEDnXOFCOAVypVPZeL2no4h/inNVhX5QXa61E+CXcqO4BpMKat6IE84uqAETuDJwwLCvmxAvdZHLDzHs3MOOl95/KzVpJ6o0sT3s4qwv3Y+qr+wAApbefhZysNLlfk6yEma0iJecMe95v2XUMLxYewPyir00uJ2en4M7vdpfS6l7K0yslZ+4DiLgJeNpLB8INGZnVD4ffi/xXUxfG3D+VGMsbM/u2w8LrcmN7jV3jY9QlYimGRytaEifkvbS9mT4AuniXqKplKUckTj9E5VFc4Jet1Qm5b1hwH8wYmxg/vSx20Ph9b+wLKNU48eanRwFElEtOVmoTS+OMIf064JFpudh2S388OLyj8T5qqHPFUy5HzgXwHWltQ1hwba5p5jh3WTBzPF3R9IqxhVM1Ughp7pyRggcnxqxU5/25tGlkUkUSlRt196ISmiA9eT3Tcc+VfXHg3nzb5ckXryzHhY8XYXXh/mCw1EhoUcoxidqnFEkuXyvpDdetYg95VYoWe6KsgHNaYx50EGFaQF0PkgiQaRA+mOQ5/jHmf/tbGPrLQhwD5RnAyQp8uub3mPfjycgfcAEu+vF9ePzFD/DF12HjGpwJw7KMPXBLSo9jdaH9oHH9VOyh8kI/pRuP6b2uGQ+Zj4xCtDnRJY8jYpFzrsii617Ms34K2LjDcvei5b40U1hiPlJ1UoO3fBLj0LXYQ6QhMz0FN1/cC8d+MRgrL+1uuzw5+6GIoU5MQTIaA7dcOEGZyoHwQOS32JfQYbrLJpZdPPWN5UQH0lJCWHCNRDnWhiN9gFC25joqtDEGNAj1n+WFrpRGHsMqW0wmTjlQZWJKM9UPUWVi0hMxebg6gJMf5jYddzCmPGr6GWMzhV65B9sPupTEyX3412N34od3Lsaa/V1wwYX9gc1v4g/3z8WP7n4F276OjUTv/0Ffo0Oc+uq+yAW5AVh4e2uERnW7ezHZ4Xrk3MNFePjlBB05F8BAWtsQFl5nUY5/Kglm7qcRAsUYF6qx/Z//xAcyhsUYAZ1ExfqlmLesCB0m3I2X//4HLF68BP/3wVL8bHw3HH5rEX69ehdONLhOaxvCsz/qYwTzwMtfJjgNLQM1dWE8sS1ivHTZQDUa1fcLY31CWtsQJgzLwis/yceG6X2MDhoA7tt0BIN+W4x5y0uCE3WAhFFyMuU48enPg+01iUAStkNDMXqZjrJv+BbD57AcsnBtdJjoIfYo07AMKkDT6nBs30588NencPcTHyIc/W4NRgf0U3ux/s9v4zDOxrWzJmJQegj6KQ2hDudgyg2X4kxUYdOL7+LzE7EIh+R2MO7/W1J6HKs/iFGqJiqEkFVrpRmP+fbu2EPSIqqwMjsySgJmaod1W7iQNkpuEeLdi2PzO0IG6iZ4IA46h1OXqLyJA8aRc7fk2S5PHrM8cjdk4bbDqKm3jNK8xC2WIdOvp7rECFMDQQWCLkMpha5Q1lHlGF3/3VgdxpTnirGnstbUHq1PIvLChnj7T4BsY5R7Kp0UzEsJDuKLcVH9L4M2V6XrOX1pMGNk4tTOF3HlWaPwzQuvwoz7/4YdLuvxesUOvPfhUSD3Aowe0E74oiHt7FG4LLcNULoNOw6cMPm77dKYleoPXtsX0GYu2LD9qPF7aDOmUd2Q1zMdj0zLRentA7FwtP3IuaihTrM0FElipLUNYfbEXmbl+GxxsNTRwhEoRia09mfikltvwOxbb8DsW6/H9ZMGgN7hpOPE/i+x/QQQ6pGFzDaWIVibLug7KBMIf45PSsx72ayU6rxVwUHjToheSPzg8E7Oe85aCHKyUjF7Yi/svycfS8Zn2wx1Lny8CIte3x2sh/mMQDmeXmhtTGUtdGUUJJUiTj0ZdIvjWZQUZHFoDtFx5CY8aK0IDw1OtG7fwow532p4eQrH1h/Dn1/fYZYNaLBvPIW6yoPYByAlpws6aNE4omGmoF1GawAnUXW8Hro5CAzJ7YClE7IxY+0BrDlQj5c/2I/p43pwEhSTg9jcTG3W1nUtllZLmqR+rSDLSq2iUJvAZe+37IrRqMPPbG/2INsAjYY0SIeDcr8RT3JnVHJU9y6zNr5r5p9dOqTgmot6YOqobvjHpgos/88hrDlQj43VYWx87xDmvHcIT4/ugglDOiOvRzqdBpMgDDeEe42z8Z9KG0W3Cfmi6zpwKhpXrBMwxWSlzDS1DsHtrNDZEyPXU81575ChHFfdlGfbN0uWpyIcr3mj2ptqOVPvibLiXEFlS78u/GbES567qwhKPvMGf6EPPBWLLZgxJgQncayiAuSY3cj/Knx58GtpfZkyqpthlThj7YGAUpWgUKBRh+e1XBrVCVFL1lduy8eGab1tlqyDfluc3EfONTPMnmSZOS4OZo6+wosm9BGBYkwIdNQe/xpeCNC0tiE8+oMYpXr3SwGlakVj372Y7CjIz8Qrtw3CxhvOtBnqDHqmOGKoE1iyeoZMOYrsRYDmD7lipKw7fYKf+3NJCzAhEtqNZjxsS1erdZstIbTQ1s3BUf+UxVz/7ulYMj4bQMTIYulbe/n5Qmw4pjZra4IlYlyjNkomwRxUtS45HS5RvLfadPeipsFcnlarXEnazOVpyS9Vi06xvjnILQuT3jQuhEOEbytPTcOQ3I54eFouimbn2e+GXBGxZF39wf6IJasgj6keCrKSloimNqYZD10XhEdME8vCUrC4FmR1PGhBLFOG1SN9EIQdVuU44g+7jEFHIvpMJ3AsbpVlIsqEY5VKhsNsS4Z1LDMKVStgUxoEU9xgg38zwpSCGKU6571D2FISjEwB4MPPYzTqoN7t/Q08Segcr8jrmR4x1JmXb1OQUUOd4Mi5+DF7Ui/jhhwAGLOiLJiR+4kmbIeBYkwINKS2S3ewWo0iBZ3SUxzLP61tCE9f3c/4e9ZfAkoVMN+9mOyHhjc1OmekYPbEhiPnLuEcOReAiwnDsrBhemzJI1COLQNyxcjmOj2AEQdrUy6DtuFsLCc3fVqfqHvBEsyUHgBAa3TIyoJ11UvcNB3xn46eXdujFbGZOuo+JzsVKy+NHTS+4NXdrpv0OZt1TeCUh0AxxbMR1xaWC7VDpaH8YOzuxe9/o5N8E6/Vr6QsNdGd8Jsqc0eI9U34060eAeYyYW245tRnK32sAWmpsSPnNkzvYzPU6fZIEe55oQQ79wqGOg5Uv5lu1Y3Hy6Zskm4W6x7c0y+6cXRG9BMsyrAhjQWDMrFhWkw5jl1Rhg+2HXY+8AQw0+TOotk8G+0H5rpDUdSmOmOiwC1tmtsnx3MQDIhysy4VeKFGqXAVEcwYEwINqZ27ojv5/WtUlFcDaIeMtNasEC8v6GYcT3XfpiP45DRe7N/2ZWzv57hvdPYn0OZKn6rKrUVYiIL8zMiRc9PMR87NL6qij5xrpDUzN2jkHxwPiUFBvlk5jlkezBwdkeTtLVCMCYGGNmf0xsA2QM1nu3HAOvKpOYhdxVVAqBf6defTgL+4srfxe9aLZact9bVyYyWAyKHhPQMa1RMK8jPx3I0uR84VHQ7oewYC5dhyIN/qLEzVOZRHXFZYlJWS7L0TDSVQBGYrPd14XGVwsp4j6AiTVaos6KwBGH1+R2D7pyjaLx77pqNm+ya89dUphIaNwOBubcjEWSmsnCwzpfr4mt30GY1U2ghqz2YBSWUXg8KSxufkRIzfhUYR7168ZmgnkjqiHpHC4qQZAIzrvHSdzldJkuOaYJE8rBhBTHANFso0TqHyeqbjkem50rshx75QhnFPFOFvH1iOnCPqD9kfcDoKa5jiWali3eP0PVTdYIBD58n6m5GDOtnWHFd/sN8Wryk9mhhm7Oo4c5GZGyxJE3PSaaLAGZSx6NWns1JZccQzq6TqOdWUiHJu+hljkk+p44bWHaOmjEXmiffwx2Xvobw2UktOHvkMK//wKkqRgSHfGYa+1uPiZBAK8/KCbsbIfn5RFdZ+XJEY+d3QROW2qThGIRcM7Ng0QiQTfC6HqKHO/nmSI+dea+Qj56hONcn7jIL8TJNynPrqPix6fbd/ESR5+n1DE6az6RVji0UbnDH+f/DIdWeieNlduGjsj3HdrJtx+Xeux2/e2o/M8f8Pv5zaH23iCPmnl8UOGr/vjX2nFaW6cVdkfbG5372Y7OickYLpF/bAujvysfKS7oahzsbqcORuyAZL1uBEHTkK8jNResdAo53Oee+Qv8oxQEIhVYwqFlnxWPBRFlLWcMwbMWGMIKjrZMzWfZrxcGC1eiPfu9GvIlp3x7fvmo+/zr8Jl/c/jv+s24rj/b+LGx54Bque/D4GtNMa6AIr1wdJXsY+dM5IwYMXxyjVR1fvdjzgwDHNUcpcLBMxHWIeuwdphxAeZXEptQaU0GQ1dWHj0HDj7kUGZWyj5JQPMoiWjVP5qIG6/stM7RCJM3H6THncli6IvDAfOWe3ZB30TMORc+XHET1cgbSa5ZjTWp1HlwkgafNWC1VLWkxdiuImeGnfYy0GUz9pd5STlYpVN+WZlOMzr++2HaBgTnPsIANzIiQJdAFNaUNaZ1hMt3X5QRKOrdwkh1c411e1Bsah8anlGtLy+2RtRSQI1WmrELEohPmQarVwbJD5dyg4UpGL7gmZqMNxzQfOxvyLhWtTJrJ4HeKm/JjytZX4IRLQvBUlmF8UuaT3pUu64/KR3cyyyuJVLDdTJdYI95ZwyXRSboj31jIpLDqMMcvLAAAbpvdBQX4mnQandLqVoaRRSeOg6pLu6oS1Hs86XJxTtyn5KejOad5ScgwvFh406l4Uk7NTcMeE7hh1dqarTE5xy/xSnSnZ9mDJY6EOU3mgnE+iX+pwbR0or6jFlMXFxklNC0d3wS2TermH6dTHeCl3ZntzDVPuRL3cbP2kva9zilBazjCnmdQZRHsOqNRmDJFS/cFr+1r87eLri44av1vy3YvJjiG5HfDI9FxsuyVPaqhzxYLgbkgR1pnj3IBWTXpIZ4yUJRY1giUHLw4zB102EopnhiUTAsxRPicNDHnYMw8qGMbMmBrBbSk5hhF/2AUgcpj2czcNsMdNjRYZciiP1Kly0Jh1wwHn//pTbKwO4878DDwyPdccPkCPioX4rDNg6cyAy+Iosg/SMnGYnZmcE6NfTp6yZh6Wd9IRNpFflVX1eHHDfsx575Dp/Yj0EO4el42xgzNth7w71ishPql7JzaWatOM+qZUblwIfssP1WLKs7GZ49Oju0SusiLYF1v2KLIbJhATL09sCCdP42lvqjNjWbk5tGFOv9okM0ZS5jg6S1/8NjJY/S4zPUNyO+DB4Z0AAEtKj2N14f74hPIr/zg0ahzYUnLM6FAuOrujLzIlRZVJCiHAKx/CTeeMFMye1AtVvxyMlZcSR85ZLVk91AcyyzzWsUQjJysVq2aZ1xznrSixb4GRgVD4SVN/GGhUUT1GFlCpLQC3XRqjVKe+uq9F3g8X3L2Y/Iga6rxzp9xQJ/uhIsxbfnrfDWlVjvOLqjB3WUlAOycZDCrVPGON/SVeW8TZBOrZKIVBAZIUk9VQRgbFabonSpKgUm3R+WCsYqVUF16Xi7S2kmPM46GFRGrHVLYkOWx4UKUJTd4FRyN/E6FRTXSxLSC7zFLxJFSVJrrj0FNMOo+WSWhjpxhtjPDLKURWm3SKj7RocBejcOthLHvvoHEoQxQz+7bDdaO7oiA/kw7IA31so4PFYDWLw+gvqhxYhi4xRxojj2rqwpi7rMTIF6PNpoTMXqmlCBHcfknFvR/LBIiz7pkijF8mL9R4zLkuPJrwJBrxxCHK6hRuY6XBGq+fYTHTYKVUV70fJ6XqJIcJOvHbRzSU8Z6DtQaNevFgRRpVBusajd/iN1Xd8xM+pYE6cm5J6XHjbshGOXIuEeUsC58ZR1rbEBZel2ucU7uk9Lh95mgdDHDKRLXcWkJdVQUjzQGV2oJw26W9DPpqxtoDLYayWvdppfH7vAE+KMYAjQ6nI+fGrPgSF87fdtpZskqV458CWjUZELNKZbl2d+Ln1NlE1BE0lyrdSkZLUTUMP6x06h6pVJl7a5gaULynGoN+Wwwgsq/shZvPQlqqQKlSecSRR/TEpOM4FmCk9wYq5MqFRVhzoB6Ts1Pwyk/ypW5s4avS5KI7botQtdxTpeUVqWHfrFJtAbiLodreKo/VY/2nh/HoOwcMNiCKp0d3wVVjuqFze8vFbS5LFFS22L5RfQbFGHPqcDztqsFhTb2cVk1NCbmXmyzchu8klUwFo0qx+7V0YXUuIaO4+1UdLdNlIMKUb/CPZx0q6tVPxSjy64odTKIVI7VpPK444lWMkCuG5ev2YsbaAwCApeOzMf2iHtIw41KMKtAdypDj/RSwp6IWfZ/aDgBYOiEb08f1sLmJQmsF6NWlWPfiX7Hy72vxzvY65Iz4Nr536URMnfxN9E23rLlyFZVi21BWjCyZTuDozo/wxt/exKv/+Bc27W6LAReMxpjx38XUSxvS5kUxMmXysmYsC7OmLox/fFyB5f8+ZNyxGcXTo7tgwrmdkdczndfOabGTTzFaHMnWHBdcG1tzTJhi9DBwtcbnKA9c6iEhExj9R6AY3eQLFCOASCO7etHnRkez8YZ+sXNFm5liXLu5AhNXlQMAtt2aF+kkLW4MHP8vFt84F09trEKo12BckNcWez/+GDuOAJkT7sLSR6/AoPby2XNyK8aTqHj/d7j+hj9he7gVOg4chmHd61C84VOUh1shc3xD2jIkxlZwaZNNrBjFeAuLDmP+/+2zKcg78zNwVUFXtTrs9C0JFSNgV46Ts1Pw9NX90DMrNVCMTaUYvVRsqh9hy8VJjBCoksLUeXKQMhGJc7KA1c1OY+8lgjhWEOF8Vk6Bi6+Ly6uRvyhCqY5ID+Gdu/IjVqqcwnLoIE1pU6gntmipjsfi7sbndmBJ6XGMSA/hg58NdvB7HNuX3I4rH92GvOsexOK7LsAZrTXotWV47YHbcefLlRhx33NYNj0vdnC7UJd8O2gCvHKj2puUGq75FL+7+lYs+CwLVzz5JH4xsQ9StchNLX/52b34zVvHcPZPfosXbh6MNJk8cShGI1/g4N49GPe6Ddgo8OI91fjjO1/Jj5z7TveIJausD7DIptTeLIqEY9XOcu+kMCV+aurC+NVLpUbaR6SHsOrGPOR0TaXldhfV0+Db5Fx10CfKpzqZiKcdUgMdp2M+JeHLrVI9wCS7znjcAnPKQK7mVZWD0SjIisMQSdm9kyMxj4T05PVMx0uXxA4aX/Cq5Agq1Q4/+o9KIhtk00S/Vv/Ee/HuxelDOjnHXf8F/rXqE4TbjMb1M0bijNaRxGmpvfHdH09CP1Rh8/pt2O8woPMdThGw25uO+p0fYc1n1Qid9wPM/G5vpAKArqF1x3Nw1c2Xox+qsXXNR9hZ71OKBNlsIbq1SR+Q1zMdj0zLRdHsPCwcZTlybkUZrlxQhNUNd0N6IKTMiCc9XvpMIr60tiE8Mj3XMFDaWB3GlOeKnfcmO/VjbmWlWp6KaY6rz4hCQ6PUNxkCq9QWjMtHdjMs3u7bdARbSo65+EgubN8ds6od5XL3on50H3Z8eQLonYszu7QWvmhI6XMWzmsHhDduQ0mVw82zSYkTOLBjG8rQBn0uOAd92phHZ9G0oXQbdhw4QQXSLJHXM924G3Lh6C7Gpvg1B+rxg9f2YdwTRVi+bm+LvHZt9qReWCgqx8UuyjGArzAUo6bpxmMCYzRCXt2huT/ckYBxZYha+thyUGkgwxTCtV51QoUjjc8poazRUqyAZOH/4orehstZfymLzxRcLH8HKkpaOELGcOqJGP76bUcNN0NyOzj6xbEKfHkCQLt2SGutsfJOLMP4IE80py5x8iKSdTpqqqsRRmu0a9cWrXXCb7ga1bXy1mFKJyet1vopu8eHSo+TI7GhcMqnIcwuHVJwy8ReeOeuQVh56RmmI+dmvHVAfuQczPnEkU9aD73OWqh+kjHzumViL/PM8VmJctTEvlu5y1CeAXrpJx39iixFtLpxZRPdUflNpMHad0cRmzF6KXwKVJiqccVRgGR8flV4h6hYcrgijoRKws/JSsXKS2OU6q9WlqqFSYlBpYEUWy09NfWxuxcfHN7JNe9a9b8KL+/YiM9fvgr9LTyIXnccVScA5PZGz/bC6kH5GlyfPwJn5d+Fl/eI53gew6eLZyP/rEsxe8U2fM2gO03glDO7LrRG1/N+jMfn/xyzz8uKrU01PHptTSRtbbLRtaPc+Cauei7zw7orSyEOFWi6+5FzDxdF7oaM7t9VTXci+kAv0CIzR45yjDwJXxzwL09N9cryTVCQpBsvcTMQUKmnAS4viFGq84uqsPbjiiaWyB2bBdp37CBnGtUZYRwp2oJ/n2iFbiPz0EOo8VrPb+FH388BwhvxyjtlOBF1/9EL+PnCjehwyWzce9VAtG/SjjKEjgNHY/Kl38VFAztZ2ngYR7Ztwb9PAKHzh2FwVmsijJaFtLYhFORnRi5Pnt7HdKLO/KIqDHqmGDc+twOFRYebUEr/wFKOAXxFq5hGjalXcXpJTTUByKe/FETtTYXv43TeFq5L+Ow0S/yI03an0YlJHsGt+b0QECtP5OVm+gTgkR/3NSio+97cF6GdVMsNcKfWHdJDxiXxu/mLr43P1rsXybKyPKdqj+CLj1/Dgidfw6Gsy3DP1YPRTvSjZWPk98ejG6qw+W//xs56HXrFv/G7h15E8YDpeOLeCchpLW8PkfTLh6Sq9ZkqN7KeN7g9dfhj/PHJV3EIPfC9KSPQU7O7ibeNmcBocKw2I4TDpeRi4WrGEwkr8hTkZ0buhrxVcuTc8jJc8VTDkXP1YfnsgaLwCDdEclwSIQkTRHxEPs6eaF5z7PvEdhRujSp+oR5S7ZBCY86QuTO4BM/0OUtf8hkjQ5GI31Tbmm6NQ6iYrkgQBarKu4ufTOMKRhy2YGXvnagGl/ANxSugc0YKHpwYo1Qf+/vuuPpIFTmo8MlyFmRevvkIgMgeNtth6G7lc2onnp9yAQZ9Yzy+d9Vv8GboCjzz8p24uHtbS93T0O7ci3DN4HSEP12Lf275DK8+9AiW7Tgbc359LQqyWpMdqWPeqdRna3oYdVrXAb1qG1b87AH8flsNulw5B3eN726vMgr1ORlho9Ic0uB45NzyMlz4OOPyZNVy4/RDRFhk2xDksPaxsy/uhSXjs413Y1aUCcqRCEylXz0NQQ1qtJN19iPhEn1RsdMoRrqvxDKajmvPkJtMVJpl8sCcBnKmaEmjNA0OaVM+yZ5yL2De8hJjj9QbU3IwYViWNRhWuTml2TWdDvLpOvDJrthNIW9GZSTSKb43furlePOBhfjbvgrsbNgE33HEdXj8yesxpltbS7nUoHj53fj+bz5E+17dgN3AeQ8/jQVXnmnsd5SudWiAptVi58tPYX7DKUNWJxbx7AidjWt+MwMjO8QUP2cD+amqbVgx76f4zVv7Y5v724fI+inCVm5sYZ1lYrW345vw+PduxgsXPoUNvxoF6eVhwgk/a/7xL3y8uy0GjI6c8DOl4YQfjhFRZVXDkXPrHI6cy0gxp4Gqnz7lEaf/4LwvLDqMsS+UGWFtmN6n4ZYSc7zK6UlAOpX9OgXlk/Lm7GOMKEan2Z9FSrf+X1kxyjo26x/WQiYS05iK0Tpr0Ag3kPypWdwZU3rxvdNgQNLhycYZMpkqq+oxceHnRmdRevvAyMkaUo+WOFQVI2JyGyPh6HsHxbjojd2Y23Ab/IF78iMdmCS/rDBlUYMbva4CO955Hnff8WcUD5qFFctmYKjlhBi94h387NK78UplGgZe9yAW//QCYx+kbXZoSn81Nj99Pa767U65QK6YgMc3PIhLs2Nrg26DLP3rbVhx90/xa6tSBOj6aS0Pzf7eBk4npNje9PI1uGHCA9j0g4WEYrSf8DO0e50xuMkcfxeWPBI54YdrFVlTF8Y/NjGOnINHxchRNuJrhzKRBWV9V1h0GGNWOCtHab/ClTURipGZR42pGAGhbxXCb200OKJSWEfLusRNXBSNZhFKARwl6SUPWTIJgwQTX+0QOTlt91A5yXI7JZSVEE6UUr14ZeSYtQde+TJyv6EKfcSUzSofK3gNeHtHZEY7s287ZLZPga6b08Aqn2h5tM3CwO/9ENe/8Q/c9c9/4s3PrsSwgkyTw7qKvSg7egpAK7Tv1R1dQppdmUjRBl3PvQyzbz0qjTvi2eG91gtntpeMECSDRkBUiscw8LpH8cztY5GTSowwxPppjdutsyYGwE5wG7gB1dj+f//EB2EgpSEuW/2s2YaVT6zC9nAfXPHkk7h/UuyEnz/fey9+89Zv8bMVAyMn/OgWv5J4dQCpKSF8f2Q3XD6yW+TIuX/Gjpyb894h4L1DxpFz554Z/wXYZJ9EuCFB9SuWAVNBfiY2TIOhHMcsL8OG6TApx/i3IdHgpJP0a/zj3E9K43Ook6RMzL5Ul9Sl08OMLYAJE4Zl4cFdX+O+TUewpPQ4Li7cj8tHdmtqsQAA5RW1Rsc1un97pi8dJw+V4tMvq4CMHAzu3xmmOaGWhfxv9Qf++Sk+LjmEUwWZxuK6XrUFz/3sOWwKA4ga4fygPwalcFp9CnLG/ghzx1qk8UCBkyk0KUXLrDaZodfh6N7d2LrhRTw8/0PQK3ziCT+zIyf8NPSerTudgx/efDn+8tYiFL36EXZefw4Gs8rHjIL8TLySn4nivdX447rYkXPzi6owv6gqcuTchO52WjJJwVGOAeKD2nYNTXjimSUKwRhgjqLIxy94CJPBnPgrqzXcOOS+7dJehpXq1Ff3qZt/u9FwTmXlIOs7/43dvThucGe2OPW7XsfcH87EjOXbcJyMIwO9u7YX1iKPYPOyRXj2s46Y+Jv7cHNuG4Q/fRv/2nFc5tkMp/xWLRM393olPlr8GB5OtFJskMGvkE/tfBFXnjUK37zwKsy4/2/Y4Xi2hPMJP219POEnaqiz7dY8m6HO2BfKMPKhT9XvhuSUuV99l9D2CvIzsWF6H+PvMcvLYttUdOFJAsSVZJ/rJBW+NQLh5JvYI+aoeCKOzTy5wZnqaQiiPGI4tkd0r8kfExjhkPKIYcZRecW80/XIE1cj0HTjYbU1Ii/c8igtJYRnfxRrUA+88iVPPipPLeuP8qehHjkUyupPjgCIHBid0zWVWa80pHXvjbwQUL/nEI5Fs97wW4U9JQcAdMOAnhkN+RnGkf/8Bb9a9Ak6XHIz7rh8PC66bCCA7VjzXinIQ8YY5al8OoiLe73iY/xl6afAOdfh17f5oBSJikVuOeLuX7JG0/5MXHLrDZh96w2Yfev1uH7SAGMmbxdBR+1x8wk/UoSrcbxW5zUrlz4gr2c6Zk/qZViyiifqTH11Hy58nH/kHFmGQkJNbQFEfpv211gSQ+y/kCnHRa/vpotNtV8i81Fd83K2tcl0jrP7+Nsb5TfY4H8aY0huh8ipMojs+1q+bm+TylNZVW/QqJef20nJr9ZtEMYOy0D4/Vfwp3/sxNGT0cXz4yhf9wKe/GspQoMvwrfPihx0EN2vuL3jRNz7k3HIad0OZ426AP1wArv+/j621iTJMBunUFW0Ce+caIM+E76Js9ISNnb2HdoZ38KMOTdh7pybMHfOjZj1/XORQrqWnPAjgHXCT5zonJGC2ZN64Z278rHy0u7mI+fWHkD2w0VY9MbupN5UH1WOUdnnvHcIi96QXBwQgAV/1hh1KM6K4G1678V6yq8wCfk1aDDMfKl8kY3gXMJlQdWvHqFU/769yjh38vyzOiIvJ53j1fcTqDYVx067GdyHu77YgDb9cMXPZ+PDGY/j+blX4YVeg3FBXgaOFG/Glt01QOeL8PNfT8bAFA3Q9+PtJ5/Asm0dMXH+TEzMiWzhSBnwLUzO/T0WlKzDW59dhaHn2e//SxynQ+EEDnxZhhqEcejN/8WcT2QXSwFABs676U5cP9RuQKIB0FXkbpIxQcMJP2fJvgkn/FxgOeGH0/cw0x49cu7ygm62uyHnvHcIcxoMda4fd4btXlDfLDqFzlHTxE9ip2mJoOF1waBMrJqVhinPFmNjdRhz349Yds+e1EtRIB9B1SWncjP8WCkNRhw+tU/BTpyQgBGRzdqIA04iie8syyhK2VB0FRUm5V4I1zrV16J/WFgGKzMSDV+klHVdnvcsXS2mgcEFRK32nr+uH/KfidzdePfKMrww+yz7pnqrIBamJ5pnpyqP41RlNcJlR6B/LZ4/CmjpKWjVpxNadUlHKKudWRAAKz+KrC+OSA9hSG4Hxzsv7Qih/aAr8PiLOViz6g28+ua/8K91QM7Qkbhq6kX4/vfHYMgZadBQh/JXf4efr9qNzEt+hdu/1wuhaFra9MWoSwdiwYKteHV9MW45bzjawZKvsrywQLUuOfutxp6d5QBO4ej2jXhnO+WzB7J/dFL+SVOvP6b66cm8UbP8Hwue6Obtch2JnfAzacoI9BBkdRTNg9hRQ53CosNYs6nSZqgzs287XHdBV8PQxYtlpH3rRsyh2Yvwl9ivCBmZk5WKVbPyTMpR0yzKkeiTOH0pKQ8BsZ80+XTwqstGcQ51WNlSluHGuKjYyyiHLPt4KqZbRbIqRp82rnI2x5vcW9bUODNDUjGKyoaQldPYWGkgym3Fur2Y8VZko/rSCdmYPq6H3auk4zxVeRwnP96Dkx/vw8k1e6BvqiMiNkMb0RahsV3RZlwftBnaE0fatEb2w0UAIvvLZk/qpVwmqnDcBG91J/umqhg5MilatHoGZ+CmOlKXvj+FY+sfx5j/WQn8aCHW/zK2j9GpbhvWuGv3o8sVD2HVAxehu7DG6rQv089+qXhPNVZ9cNA42D6KydkpuHlsNkYNyjQGk6p9Ermn0QmEYozmZXlFraEcgVibsvkVxfNSr6g+yamNUeUmmxw51MNEtJmYYmS5lkeqHD93tthUipGh6EwjIXE0Y1sckYshIiGKkerACXlq68K4+nefG9TRtlvz7HQRYvLVf1CKE6/uxMknI/shW13aAa3H9UQorzNCfSOzwladzbPC8KHjOHWoGqfKjiC8sxIn1+3BqVcj9OnGWX3xvXadIr9v6BeZMXpQMI7Qhf8keUkVoU2E5qQYqUSo1E8qTGu4PilGvTqmFI3N/e3NTAZHMXLLjYPKqnq8uGF/ZA+kgBHpIfz0wmx8b1gW2qUJMnIUo9WJqmIU/Qt+yw/WYspiiXJMtGJ0f21Pp4d6qNxmHIVq+BlVjByDM9VRO3dETkcoBmYJVyaTKXPFPzR394zOjHIT14iPAqfSMhSjCG5lKd5TjUENlOqI9BDeuSvfRqnWf1CK2ic+xqlXj0Eb0RYpNw9EyoX9EOrRkYhcHnc0z8J7juLEv3bh0Y01+HW7iCKt+uVgmsrlgjGCVaU5ncI1OUlAQ/U06HNiNzgKVzVuhmKkj4Rr+O/ryLF3v167H5kTGpRig2EJZ9DHllV0QvUBEr/xHDmnnO9OYJZbeYVEOU4k1hz96rf87A85UauyfdS+YUHOwCo1gIG8nulY2nBI8cbqMBa8GrNqC+85iq/vfQvHv/0vAEC7f30bHd//EdKmDUWoJ6EUGQj17AhM/YahFB8c3sm7UgzQrBGjTyMn/Kx64krbTLGp0TkjJXI35F35eHNqjv1uyIeK8PCq0tjdkE2EnKxUrLopz2SteuNzO+K7sPw0gvtFxdT7eNAIo4e4wUkn4SYRRy+xoQuPiDjLbfq4HsbdjfdtOoItJcdQ91YxqvqtRnj9QaT+9Tx0WHUFUkb29Sx6FJ8LncfYfEUlS6Wf41X0E4d/Up5EQzHNcVVPD/nqBbYTfu76NnLaMsfv3CUaH5HWNoQJw7Iid0NaLk++b9MRDHqmGPNWlGDLrmMOoTARZ5lEDXKi7XpJ6XHM/VNJ4pSjnzojEWDIR2zwF8Ig3psKiSgwTfTfSgiH+4jhqma0rhmPmAbTplchLs4mUadDAOSbdem8YVVyhtIT08PZuMqpFL+4srfx+8alu3D4+g8RmtEVGWsuQ+plZ8tlpspQSAuV94XbjxrOTHcvMvIozr3nNv/ml7y4pX7igWJHYkszwy9no3QsAu/5GhcsJ/w8e+cF6BYCdF039SWO+SVrG86Rxh4vgwENKDg7E6/8JN92N+T8oiqM+MMu427IeBA9NMQ4PEQRPbukYsG1uXblKN5TaUo/o4MnYOsnjUQoBRO/Hxe/9AEksSegUgPYkJOVipWXRu5u/DgM/P7mwch4dpLZmMZHPN9w9+LMvu0CGvU0hv2En6aWKD5Ej5wrvWOg9G7I838dx5FzPiCtbciuHJclcObYjOGuGFU1dWNSUsk4VefIrZpHTZDOywu6GQ3oV0eBtR9XmB14SYPw+5NdxwzDgKkj+GejBlCAddQu+03VMdW6F3f7l5zw05jUaALCzMlKxeyJvXDgHsmRc6/tw4Xz+UfOiZnhZV9pWtsQFiaDcmxkil4V0jGZ9foiN8tS02dh6kpRN1xzdumVI5b2Qm2+tqVB8j4emaR+jX/4fsnrVIQ/OGbyZDrlzs3lRlmxNvzziyt7Y8kTkR3l972xD8P6d0Dn9ily2RidrCzvPy372vg9PC/+a3+48NdKjqg0HtYuE7ZFRRPCPxV7J41DfK/zZFI7jMHqGQBO4EAZfcJPTIQMnPc/sRN+vFuBiw3OSzjCb8sgsHOHyJFz113UA//YVIHH3olYskZPm8JbB/D06C6Y/K2uyMlKjQVpzXeijulUeRJJiypH/KkES0qPY0npcWBZCRZckxvbi5lgwwlTn2n9qBq14qCOc/duMyUrAjQGcrJS8ebUHFy8shwbq8N47O+78cjVub7GET00fGbfdhHz9gCnKaqxp4R3wk+3q4gTfpIc4pFzH0juhnQ8ci4BstiU4/MlePiqvkE7BNxPvuFoV9uMUXQT74zRYlwgjmCJ6MiZV8JnjNQsWWY00/BemjZ2hJIwQY/alWeMlnKbt7zEOBLrjSk5mDA0y7FMuCO+8opa9G2YkS4d33DaDjnVlYeRkA3xDuVmfi+PhDV78pAeL/vETHuLOXXPOmNsFXtvC1eUyfiDIxTxXqyrhAGG02EcnL7BlK/WcKUfCFk5dVXCbhUWHcaaj2NHzkUxs287XDs6duScE0Oj3JcIfmvqw5i7LKIcgcj+5VU35iEnO5Xw7B4mJ48cnSv2K6p9N2e/t3ayTuHkG1PoYoiM93GE66hw4xXDpw42nqOOVPPDS6cfVwdLhFlZVY+JCz/HxuowRqSH8PqcswxKVeaf1VB1HcvX7cWMtw4CAEpvH4icrFTSClJ5QOOjYlStS5xwyXQy6rYpSEJJso4spCLRaflIWRUVo3JnFkd7IxUdFYdqmyEPFxHcgPjD4sjpyLlZY7JxwTmZZsM0Rl0yRe2Qnpq6MBa+vtuIe0R6CKtm5Rm0rupRk1Q/yT2YQVXRexocExUxsEoN4IrOGSl4cGLESnVjdRj3/KXUl3Df3RlZX5ycnWJaWwkQ4HRDXs903DOlr3E3ZBRrDtRj4qpyXPh4UcIsWdPahjDvir5YOCoS78bqMKY8W5zU12wlGoFiTFbEN49PGCYMy8IdDXuzlpQex+oP9sc+xsEMVFadwJLSGgDA+AEZLq4DeEGSVSVf0dLSFr0b8sC9+Xjpku62y5MzfvkpFr2+m2nJqobZE3sFyrEBrmelmqe/4hxc1Zor5lfXNZrmcZv+UmseFr/iJliThRV3jU36gXjP4XMdvlGyKl8jJVnDsP9BeXZ3f7w2jHHzi4ztFaV3DHSe6el02tZursDFKyMHkG+8oR+G9OvAl1WMwgMFHpdFo9elAr/BXdtSaW/WNqa4ZujpVhTFpQvK8lL+Aua0Wai6RK9Xk32SwzpRTV0Y7209jN9tOGAY6kTx4PBOmHJ+V/TvITfUYVGXkvQsen23cUi6lVY1gbE2TLqPo5/0bRmMscYYzBgDsJHWNoRnr+pj/P3Ay1/GHZbp7sV+id+mESBAc4Rx5NxP8rFhOn3kXLwn6sgwe1Ivg849XWeOyaUYWxov0gJxbr8OeHB4JwANlGrhfmcPEtTUhQ0ruGuGdvJRugCnM1p096E3XJ4sOXLuiW1VGPtCGa5cGP+Rc1bIlGOjH4jehAUqt0r1YJ7M2bpAmps70BxUJtH0BAEv03wvJtxO7jjwi7bwIkJDmDV1Zkp12615yBPpHBdKrrDoMMasKAMAbJjeBwWDMuWyMvJe+W5ODvwsN1VwrBspeLQCT/R2Ila5UUEyrFKtbpSXRMjICb8e+kk/KPDyilqs+c9Bx7sh4708OfpepFUBYP3VfWJbSHyiyR0VoNe26xIORcMm14wxQLNAWtsQnv1RjFK9+6UyJWu59duOGr9Nh4YHCBCADfHIuaXjs02GOj94bR/GPVGERW94M9SZPakX3pySY/w99oUyX2nbZEUwY5SFrzpjpMJtoTNGIFI2y9ftxYy1BwAIG/TF+CQzxpq6MDJ+9SmAiPHAPVP6esr7YMao6oiOrznOGEX5TrcZoxU1dWG8KRw5J8J05Fwc7U1keYDIzHHUOQLTw0EzmjEKVqnuJeVpQysXbg3VSSYxGNG9aiOkTi6JpwILMnjaNK244Zi1WVmMF9QfRFwNSu7qRZ8b1nLbbslDXs908sQiXY8cGj7ij7sANNCo+ZmkTGS5UWlgNPJ4Nhz7phh9UtZk/0INOLnhuigegNc2WCdNqd667qAYpfJ4hU8dLBk80WewT/iRlZtQVoVbzUfORXFnfgZmflt+5JxbX1dYdBhjlseUo9F+LfL4OpDkDCB8OphBDD+gUgPEjbS2ITz6A4FSXelOqb4v3L04sFdiz4MMEOB0RUF+Jl6em4+N1/fDHYPMd0PmLyqOy1CnID8T66fF2vuY5S2XVg0UYwBPyOuZjqUTsgFETulY8NpuR/fLtxwBEBwaHiBAY+Dcfh3wyLRcbLs1z7AmByJtNWrJunZzBdtG4HRRjvJDxFW5c1OIohsO4e8QLhWW465etzDl4Xg5DzAu7lyEpzUPkS9g5AuL8lDjRWrqzAcRUxv2i8urMeiZYgDAm1NzMGFYlnN0ZLmJoPglQm5TfonvNfl76wvOXWCqBaqYNG/rXJbITHWGk39EHGR8rA/uTkiO3aHcOG3RQ3o8HWTAiZazROMYgPC7wW9lVT1e3LBfasl694XZGDs4MzJgdaljVlp15SXdcXlBN5Mbuzy8cvN0IL0pIMIvo18OZowBPCOtbQi/uKK38fesv8gp1Q8/j9GojXH3YoAAAczonJGC2RN7oer+wVhpPXLutX3IfphnyVqQn4kNwsxx6mv7sOgNZ7aoOSFQjAF8QU5WKlZeEjtoXEaprv7vEQCRQ8MDGjVAgKZD9G7Id+7Kx5tTc0wn6sx57xCyHyrCw6tKHTf1F+RnYtsteYZynfPeoRajHKVUKucsOVdrNtDTf2WKQDdbzZrOExXjk4sXl8WlW0BcS1QT/LTWikbh1zmBXOtbmXshvhuf22GmVBv2KZYfrEXfJyN3Ly4Zn41rLurhi0wkfCw35brkqUyEet6KkWgOO0lZdILIY92hrN0sI63hE5bSXqxJ2Vbg8uhYaVDt60ygVjQUKXCvZ9xSlDMlU+HWw1j23kGj/UZxZ34GJg/vjIL8TKlVcnlFLaYsLja2iDw9ugtmT+rlngZZWkDksUbXEy/tjaLAgxljAF9hpVSjlMxHO2I06rjBnRtdrgCnGRIwCG3pKMjPxHM3DsC2W8xHzs0vqsKY5WW44im5JWtOVipW3WiZOb7evGeOgWIM4CtyslKx8tIYpfrY3yIN5M3PIopxcnYKegZ3LwYIkLTI65mOR6bnovSOgba7Ice+UIaRD32K1R+Y74bs2cKUo/TaKVULK9XrjmzuVSiGOOhJ1oZjRSqVBY9Uql80KUVbUeUW10ZxQTZdB+atKMET26oARKjTmW9FTshZOKoLZk/sxTIsNtdJD9bE1jBVaXxpzAy/krBkfqlN86TRrKKxt4lKFSkpRwpLvnRB0pCErKRMHq4LE+FUhqx+KQFUarznktrisjpRbIdmoRheiDKprKrH6x9V4JnCQ6YTdUakh3DN0E64akw3w2agvKIWU56V06qsw0Wcvvm1DMZYKmx6xcjOFUU3ovNAMcZ+NpJirKyqx6T//dx2NNXG6/vh3H4dmo9itMohfmiGipF1gorlQ6AY5W4oJEQxxkMN+9xP1tSF8Y9NFXh0nfORc1bl+ODwTrjt0l5ISwmxRAsUIwLF6Oi9GStGIHIZ8cRV5canEekhfHDvYLtMVFCBYpS/DxSjOa5AMcqRgH4yisKiw5j/f/Ij564fdwbS2oZMynFm33ZYeG2ucdtH8itGnw8RJ2EtcEZDpa3kGJFz3AiB6sKGZuWKDcKNE/xSuF6VNQUj75m9MFFu81aUYH5RhFJ9cHhH3HNlX3tYprohdMgc7akiTyNBeZAVz0EYfsEtn7j1hQqISCfZ3jjBW+PSZG6gVu7WPsYn60ZlxegFYho0h6rEKVPm4GFLyTG8WHjQaONRTM5Owc1js7Hyo0NYUloDIKIcF1zToByd5KPkZOkZTj2UR2Kqk02iGJ1mJIFibDy/FOLptAmZKo/VY+LTEUp1w7TesUOHA8XI8NAIUG3rqgElWjFyT77hRJEAs/+WrhijKC6vxqoPD+K+TUdMwYxID5lo16hybJcaUtYbgWK0hhsoxsT4peCjYoQObNl1DCP+sAtV959jUCmBYuR4aAQEijHmPVCMcpkYijHqprKqHi++az9yToRBq6aGSDdSWRtVMca7xqhLfxIvJArQEEZwTxWmRTGawvXA59vWdtyoJNGvIHdc5xgyYMhnzReOzk/wOY4kiMZZuPUwRg7KFISS/lTveBzkMP3U7R80TWOVG2ctlgLn2iWWX6eBpVQ4y0+qrjIGoqoyke5Frx7WGH09UIPT6YvOFeX2kh7lDf4wf2cdL+2Xsrb4dTLUARqU43WxNUdTUGJYlG4g9I/q+jYF/xUj1UCSXTEqjvgaVTGCmU6O30SDGrXG0VB9U4xEBT1tFKNHhkZVJtK96DVQjC1aMUZRUxfG5pJjUkMdSjkmg2IMNvgHCBAgQICEIK1tCAX5mXjlJ/lYP60PZvZtZ3zr3C4knTEmA+xrjH7Ozqzf3MDhvh28sJZtqDUP4QNvXYgQyJpeXXyvE45c4JQvxAzL5IQa5cuDocUT6kZco3bFUXUi1mH0U5YZo0r4Xuq2xT9rWZE7A4xXHku4ntJDBRPnWpWjX/FvaxFy1tVU3XhhaJzyyEuddpvpW8kQRjmYnDtta9MlbhT0QfGeaqz64CBu+m6P2GUCEjms5UyelUowOtZ4pX6J5TSp8Y1qB+trZ6aoHJNaMdoqhYfMYcSXaMXIpo/9UoCJUIy6LqRBUTF6lSlQjLGfXhQjRRE6yZ9sitFrfWZQ4H4d/m6K1icq2Rwo8R4WRZ9oxSikJ6BSAwQIECBAAAGtpZSEl5mNTyN7U1gOIyFPp9SInokrcchwOLNHK6hb0cGYPnjIV/0UTHlpiooVLoMC1oHw9uWYfNlC7KTcdOqPUeO+hVGjLsKkCefgjFTncRln2wM5CmdMYWwjTZl/a5K91G9qgkrM+smqILp3SkO80FnZR6aHTIMqc80pHzEOp/bPiNDL5Jkz6zc5SQAbYqNPOV7ILkne+JT7W4d+kuxVhPLkzKy9zL4pv/KeSSOeAM0XAg1qQEkpuuEE9hV9QitFADiyE++/8gIeu+MGTJ75LNZ/VccM20U8Wdq8hin77SeSvV0lIl9FcNLPkIH0nii5WxpU66FP9ZZVPE3YNlo3XdQBWhaq8eX2LwC0Qo/bl+KtWWcjZJrpn8Tx/SXY+M+/Yv4ja7Bj4zLc/Xge/jZ/As5oQqkDBAgQwIpWMu2v65rwwHgocNyYPQju4xjZifFRcWta7CFHOeKIVHSjE49XUCMtk7CCeFS+EjKJwXAeMi5TuMwh4qn92Fa4F8AZuGBQd4QavMbia4307mdh7LV3Y9GvJ6ANTuHwq3/G6s+qSTkoWSmRqPyi00ZDqT4Tfp3KTbnNCGn2rUpSMljqiSGrxL8sPWS5iV5V0y+KZ23bgtxivTCVOSfTFDPVlAZGH9Mo/aQk/XHVE0afZGtXCnJqoOtIvG01rvZKlJv7jFGMjOSjJZG5BRn1k6xUUiIRVb5u4OS9NVwv8FImh3fj010nAJyJ/D7tHWRqi14XT8G1C9/GH77aibe27MNN5/T3xwqMyi/FBqNbfiekiqqWbYJhS6ds3c4pMxo7PW5xCG1MuQy5HhKcZt/6yYRVYkXoNfjqk0Ks3fAfbNr8CQoLd+Io0pAzdCRGFZyPiyaOw6j+nRDd2cgWOwHlEFCpAXyAjrovtuG9MIAO/dGvextn5+2646z8DOCro9h9+DhOITCPDhCg5SKMr4v/hT8+9TssfqsU5gPialC+eR3+unkd/vrMUlx032N49OpBaN/EilxqlcoxknSE6ijHTeNrDkERH8i9LVbqRSZDHDA2vjNkYq9zUw69pFmX/jTHp1zm9di9fRuqALQZ/w30T4lQ8Na8iMmXio7d0gEctcVn/LRQI6Q1nCkBgn9ZmBbERb14GcHLZmFwSCcVjDRPHaDTYkfD0kHUYUvbU25XquC2SSpBsrx0CIfaE8kBpxxs2cKQiRe5R//xRqvYJ0Gvw771izHr5uexPdwKHYdegZuum4CCQb2QmdoKQC0Ol/wXr//xd/j9e/vw9oP3YX7v3+H+MVnQ4jGzdegbDCeM9uY+Y0yGKTiQPHJIoFrH2RRBotNsrSBxx3cMpVvLAKThrPye6BilsMR6bVozqMXR/dXWQMzg0s2iF9VGG5UrHnihp6xpE3+rTp0Z+cSh5DTEOgw9jv4oIaDSRqXXqVOkwvFCw4nuqe1elPuWANf0nMTBwucalGJ3XHT3A3jgmiHIam2uYGd0641B552NM38yB/euLcXK36/HtaOvxJmtEsQBM8o8YLACeEf9Xmz98CCAbAzLzXKvVOEqHNx9HEBnFAzoFvD5AQK0OOg4Wb4WD92xPKIUf/4YHpsxNKIUZWjTFxf/+EKkAwhv3oZdR+03cjQmYn0Sg7aiFK3UalAFIr3ghaoiaB566qwL7yl+0vxbJp4TfaoMKr8VKTZTkNZ80YTfpg/xQd+7E//ZewoInY1hZ2VI6TlRvlMVu7Bp1wkA/TEst5N6hAyaVCIl24etPMkZmRCmBzpUGqSTDF7rmsy/zphxO8ywqFtUWBS4RQ5T8Cr+4+h3TMymWEW8sBVxLdHI65KrsZPlu+rygC540BgZyCpbDYB+CO//4Y94oxLoMuV2/GqaZd1QB6J3r0bi1dDu7PH46S3tsF/rji6hyDvOEpXqch/nABv5YF21YP1SCmKFTBZLKgGs9Qg/ZfarM6SoOl9kPYWqsp3YCgD98nBmZuxmbk3sJA2q9iQOffJvbAgDyB2BIb1TvEXPSoPXBR1O+ElWWVXBEZ+jMDTwaEUO4lIw8cUhUslxFaen4ndY+HcLX5TVOnBRjJqVBqb7U2Xr8fu/lgKhAsyacT66toIlmRJBO34DV835hik9CaH3GQEFVGoAj6hF2bYi1ABIG9EPPdxukdH344PXCnECGRj+owswMKWZK5QAAQJYUIdd776Nj8JAaNR4jOuf1tQCKcOYMXJOKDdNZ+OyGBM+eJhxyegCcqrtRBEpjkFMVmjGP0w54CRHLFCSClEdSVLxOo34GAYaxjejHhzCjo++BJCBYd/ojQyLB3NQYVRt/DsW/bMS6HwFZk48EykOMinTjdZvsoB0i3dretxA8c/xjradqEcyXjXERfUTdYFTJp7ODaXAlV8y+XJMv4d25ckvINCEmr1d8YMhwaHG47phxilMAND3YeM/tgJIx9Dx30DPhrhEdyba1pqPissSRj4arJQkTJMHpw4uArUZo5fKwrFn5kC3PC7R+spwacLTnMCRm9s5WcOp2Yvtm6sA9MZ5A7qYb9ay+NGr/oulD/8VX6ATRt/2Q4zNap046tnJSUPdMTrMpizPxo47XgUp+nfLs6ZqJ0T5J5pIjwcJl0mDezlw3MSDqj0o2loNoBuG9OsSCzrB9cHL1hsrAio1gCeEv9yBwq8BtMtHfp9U0p3+9TasmPcLPPNZDTK/Mwc/v7IfXI4BCBAgQDOEXvkVSo4DQG/06073CcmMmPFNokd30UMXwVvDp8NRet3o8GSGwaEFZRHK/PtpxUgijMOlxfgCAM7ujz7treOsU6g9shfFmzbghYWLsXp7DTLH34WlD0/CmW00u5wi4qkgihVLB2Iz3ETlkSJNGD1rlAsNAjOUiDQ0Zb5Q7uORScV/ItMshu1HucnCE+OjvnmJz6XswocPohgA0AZt2oiVWxJWw4eaz1biZ898gONdvoN5D1yMvtauhCO/j+VmKEbS1J9xPxwb4r1e/gRjhoeKoHr6CCWPLoTlGAxjXY2kBnS5G/KePi+ZTdDVkTCrsGPT1sgRTx89jO8OfNghoG4YdcsD+PnM0TgzPeRNbjcazw3i+p74ihOfYh3jpMeaftOaiRs0dzEcRaY+qrYf0atqvaVugre+ZpjuizBFTZk3eGgbqm3MlAbPfSnxWqzblHxeB9Oyb2JcaenoCuAojuLI12HgjIiaMR0MLihY7eSXeON3f8Dr607hgodvQ283Az6OPA4gV/WEcIK91QHix6kK7Pz4AP091ANDxg7HiFGjMHb0eRjap2NQ4QIEaOEIdeuNwW2AnSc+x/pP9mN6/94OuqsGX6x5Do+/VYnQObdg7sW9k2J9TztZWxHjNyUwzRitEstoKL+m7+S0Ow73DJmoTfBOoyvS+JaKKk6ZbCNkx1lcw3s/y01m6adK24gjWM3iVDKDk8bhE0wjRplFm/A+LnpKtzu1OY+nvcUL3UO5uYTrGoyXGaO1vVFlRcgke03ONrnsgejF2mdI/4C0PrDi8Fg2ZHo8zBhZs1D9K7x550zc9toBoM9VeGb5/8P4M9ra2jf0KhS/9jvcdfdL2N5qNH668gHMHNRBrd1T6XRofJwZY0wxcsARWKHjkLph0IQkWPEplr6tF1dAXMpatTXI3St3sIlaw+HkpanMY39orRLAmXsNhlN9qLynWhqVX36NDJjtjZbJw3siTFYeJTpfrPGRHxh9QDyDb9kfgiNd2FagaTpzZOXuhIL6oExsuOYKULvtz5h55VPYFAZCfS7ETf9vCr7zjT4NB4fX4ODnW/D2S8vx3NpShDuNwP88fj9uG9M9wiix6hhjLcZD3x0oRqn7QDEqI1CMMSeBYnQNM1CMhPsWoRgBoA5frV+Mm25+HtvJY0/T0GvCdZh35w9xUd/2MXEDxShx15iKUScyLp4NMQQ9Q7qhqDqfrDuU8y7hitESKFXmwh/0+bUeOkmOIuD69UI3cSLhnN/rVe54FSO/15CGaTPqk4VrU+KSusRR9E555EUxKuadY/WRtBkdmqmf0Mx/OIvsJJMMuqXeelaMAHAKtV99hrVvvI333/831r23E0fRCQMKzsPQoUNRMGYMvn3uGUiNa5zjk2KknJ+oiShG5fUMosBZgxo95olc24G5HXjq3In3+il55jr2x5LKxz5AWLUP5/SRfs0ME6UYhe/xrCvJ3rPSTPl1qntu0OOok5xgKctv7oDRRQ5P7c1SbqSOUOxUqTRz0kalh2qf3LJSncWK7k3RtZK7Mb1n1EMyPSDqibWsIHEDsvj5fbdMBkZ7o2AdGKkehK7aB5icEOWTDAZAAQIECBAgQNKgtdKU3OsIWZV+UaUtVKHKO0POGOhiUKY/EgxrXF4pNi9yuITLjorj0EOaxTLUAfcN/hxmxMFPQuqCT/XWMVxd+M/LMoYqqBmzIYz9lS9Rc8uMUz9Foax5qiAsVW6N1b3EDYop43YClHtZu+dmhmKbbC2jGDjmrKqdk67rgjteakg6h5JJEeIalk5dlWNJm3QcIcjHloeRZ5z1KXKLhskRIYLiUp2Te1X6I544ZO+pNJPbb4QyNJWb6MaSFt/yidVO3OOyhenWSRD11upHHNyxKGMP6XSVwRoVRZ+CKEPhPXuN1SH/DOcEfWqSVQjXRhPLZI2n3FTbG0WHcyYfjHB4yxUxzzpV6JY0c+oha8mJcEO5D6jUAAECBAgQQID/B5EQdIEGDXqUt4pndiEbzfvJKXiZeSImlome8yl8JUES6V6EtZz9ouQbkScSy83VIeIQjeuBGrX7RXUnI+IpZ4JWJLMp3nKjwJ15NiU4NKQf4cfjzq/zsuOBYvpby2gY8/SSMjdyiFNG7WgR5Wh8Vpy2m+7NE+fF1JYLRXi1MIz6FxljZavHSAhiqNKfLEs1Res0di0ly5aIS9XCjJMGBp1DUsmWMDn3MarSTV7O2hXhaesetTZqDScBSxQkOOnhUH4WD7FPZkd0/ZYLotoeVM/y9ZanDE0ntkNr2/OpH/J0H6flI+0sxjdrZGZKf3KiZeVLQKUGCBAgQIAAAppEMTYiW9b4aNGJS3JwZpgcuFHEzQH+ECnNAIzUeTFUSRpwqJEWBpYptdc45K/la4ymaWfsD/IUHuoUCwoOFkaufnWYjkpiW7SJ8sncKG6Ut12hIobPmtu7f1C98ovccEzQCKyN4l7WvDxaE5PlJv4W0syyBvRcPgQo6tJDmJ6vY1LsP8kN/oTFNocCNlFs1g3uMjdOYZJlKPckjcOBniM34zP6BrKeS0SwvqcKx17/FQpUp9sPmR5PlZXhhsoAqxU4SY7H3HP6FdapcUL8wQb/AAECBAgQgIA/irElT+ebCslC5ySibBu7vvgVX7KUSWOiJdDKqkjGdHqpe/Gyc4kEx7hJNUwf02OcfMOhCyhKznYIsMxyUfTqRIswptuqBw14OUuPAnnwMRU+CKrKxU8sQhXpiHjdgqHKTZrHukVWCc1jTacXC1WOe4J6ZNHEDnHRlBxRKRmbwE0G3qfcC92xb9OcHXk6Hxbq7Uf13GUOZRyX3H7WHxW/IpQVmiVTXfpSq1fWARFepkMcOpS7TCJZ9pD9LYuDkwayzTDqW0ClBggQIECAAAKSSzGejlQVB8lI7bQ0+GXR2pzQktMWoGWhketq6yZrHCoUm0gRONGQDv5j8TLoLxYVoAtUgMbyw9pkyrD6c7QslUZMxCu+ttKtkrDMdJZTgimOzcELJUcCQVmx2g4B4P0RN8h7JzlthCuC4Y6mwFU33ZucKFKPvlFvTnnkpXgUlwBEOpy8YNuaSWKZyOJyileWfw7dEO+SZPG9vIDiOjfYrdwc6p16v09ULEU9l1wzxgABAgQIEKCJ8f8BUkRDiOCzhvkAAAAASUVORK5CYII=",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1199.jpg"
}
] |
<image>Find D E.
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B
| 65,647 | null |
B
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1200.jpg"
}
] |
<image>Find x.
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[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1201.jpg"
}
] |
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1202.jpg"
}
] |
<image>Find y.
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[
{
"bytes": "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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/0.jpg"
}
] |
<image>How many ovals are there?
|
7
| 65,651 | null |
7
|
[
{
"bytes": "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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/1.jpg"
}
] |
<image>The first picture is a paw. Which picture is third?
Choices:
(A) house
(B) paw
(C) dog
|
house
| 65,652 | null |
house
|
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{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/2.jpg"
}
] |
<image>How many dots are there?
|
19
| 65,653 | null |
19
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/3.jpg"
}
] |
<image>How many rainbows are there?
Choices:
(A) 1
(B) 3
(C) 5
(D) 4
(E) 2
|
2
| 65,654 | null |
2
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/4.jpg"
}
] |
<image>Does this picture have symmetry?
Choices:
(A) yes
(B) no
|
no
| 65,655 | null |
no
|
[
{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/5.jpg"
}
] |
<image>What number is shown?
|
69
| 65,656 | null |
69
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/6.jpg"
}
] |
<image>Use dice to measure the line. The line is about (_) dice long.
|
3
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3
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/7.jpg"
}
] |
<image>Use paper clips to measure the line. The line is about (_) paper clips long.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/8.jpg"
}
] |
<image>What number is shown?
|
47
| 65,659 | null |
47
|
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAUcAAACICAIAAAD74r7pAAACwklEQVR4nO3cQUrrUACF4ZunTXXqyCXEsTvoBlyrK3AFju0WnDhR0JZK3kyE18GlSXMfh+8bhZLAgfKTQEtKAQD+Z10pZRzHp9dD6yXAVJvbVSnlT+sZwMxUDWlUDWku//3o/uZi+R0TPb99/xzbvzz72/q9v7hXQx5VQxpVQxpVQxpVQxpVQ5ojv2wdtd/udy+fZ51SY3133Q/9CRfaPwv726rcX1v1bvv18fg+bdIcuu60b8X+edjfVt1+T+CQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQRtWQ5rLyvPVwVR7Gs06pnXHyhfZPZn9blftrq+6Hvh/6CXsas78t+5fkCRzSqBrSqBrSqBrSqBrSqBrSdKWUcRyfXg+tlwBTbW5Xxb0a8qga0qga0hz5x+j9zcXyOyZ6fvv+ObZ/efa39Xt/ca+GPKqGNKqGNKqGNKqGNKqGNLXvQtlv97uXz7NOqbG+uz7tlRT2z8L+tir311a92359PL5PmzSHrjvtW7F/Hva3VbffEzikUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkUTWkuaw8bz1clYfxrFNqZ5x8of2T2d9W5f7aqvuh74d+wp7G7G/L/iV5Aoc0qoY0qoY0qoY0qoY0qoY0XSllHMen10PrJcBUm9tVca+GPKqGNKoGAIAl/QUsOLpoAZD3dgAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/9.jpg"
}
] |
<image>How many squares are on the frame?
Choices:
(A) 3
(B) 9
(C) 4
(D) 5
(E) 10
|
10
| 65,660 | null |
10
|
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}
] |
<image>Use paper clips to measure the line. The line is about (_) paper clips long.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/11.jpg"
}
] |
<image>How many shapes are there?
Choices:
(A) 3
(B) 4
(C) 5
(D) 1
(E) 2
|
2
| 65,662 | null |
2
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/12.jpg"
}
] |
<image>The first picture is a paw. Which picture is third?
Choices:
(A) dog
(B) house
(C) paw
|
house
| 65,663 | null |
house
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/13.jpg"
}
] |
<image>If you select a marble without looking, which color are you more likely to pick?
Choices:
(A) neither; black and green are equally likely
(B) black
(C) green
|
neither; black and green are equally likely
| 65,664 | null |
neither; black and green are equally likely
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/14.jpg"
}
] |
<image>What number is shown?
|
6,882
| 65,665 | null |
6,882
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/15.jpg"
}
] |
<image>What fraction of the shape is pink?
Choices:
(A) 9/12
(B) 3/12
(C) 6/9
(D) 3/6
|
6/9
| 65,666 | null |
6/9
|
[
{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/16.jpg"
}
] |
<image>What number is shown?
|
36
| 65,667 | null |
36
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/17.jpg"
}
] |
<image>What number is shown?
|
5,946
| 65,668 | null |
5,946
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/18.jpg"
}
] |
<image>How many skunks are there?
Choices:
(A) 2
(B) 1
(C) 5
(D) 4
(E) 3
|
5
| 65,669 | null |
5
|
[
{
"bytes": "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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/19.jpg"
}
] |
<image>How many squares are there?
Choices:
(A) 4
(B) 2
(C) 3
(D) 1
(E) 5
|
1
| 65,670 | null |
1
|
[
{
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/20.jpg"
}
] |
<image>How many diamonds are there?
|
19
| 65,671 | null |
19
|
[
{
"bytes": "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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/21.jpg"
}
] |
<image>How many ovals are there?
|
4
| 65,672 | null |
4
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/22.jpg"
}
] |
<image>What number is shown?
|
8,397
| 65,673 | null |
8,397
|
[
{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/23.jpg"
}
] |
<image>How many shapes are there?
Choices:
(A) 3
(B) 4
(C) 1
(D) 2
(E) 5
|
2
| 65,674 | null |
2
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/24.jpg"
}
] |
<image>How many circles are there?
Choices:
(A) 75
(B) 89
(C) 85
|
75
| 65,675 | null |
75
|
[
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l/XL3VY/lLUvIGoyMzQjEQrFSKlXKiuneCLeetJy6PF3tWI8urHl8e8dENO6xu91WRyaVAQCeiK/u0GhHdEwtg2A2td7LcKd+j0p1l1J1l9L+nn3znc2wNRwNRTaXLTwhX6KUKXRKvqh4LnvbkxcWMJ0HgFLXggbAaBpwHGga22pYQCwUDQdC0UDY5/SiOLBII9aOaPWn9bigubO1HXBnf9NRd1ynO64LLge9U17PmCfujcUjMdvqBofPVWhVUrWMw+Xclj8PAIAh/xEniFvFnCgohZWW3KST6ZA3EPIFI4HQrSAzAIC8R64b1aHLhe4cPtRfJwwsBlxjLu9Nbyq89ZwMJpPD53D4XDaXzeZwWBzW3AczuSzVfbBPIBXlKCpH5fK5HEXlclkql6XSyXTQFyhNayUYhLhTLDaJxSZx7el8zeCj+dVVRF9oKZTwJJAnUC8wHBObxJJOiaRbIumSEMxmN3f1jQ4f9W/VZiKZmDkeX0skNhPJQDIZT6QSSZJBppNpkiRxkmAwSIJHMgVMQkgwRCSDw0BMYU24903io2etFPkInXPQuUCe1OM5B03IMEwGhPRD/UXVP+AP+H8J/xe+Edym1kPGpwAAAABJRU5ErkJggg==",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/25.jpg"
}
] |
<image>What fraction of the shape is pink?
Choices:
(A) 3/4
(B) 4/11
(C) 4/8
(D) 4/10
|
4/11
| 65,676 | null |
4/11
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/26.jpg"
}
] |
<image>What fraction of the shape is green?
Choices:
(A) 2/10
(B) 1/11
(C) 1/6
(D) 1/12
|
1/11
| 65,677 | null |
1/11
|
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/27.jpg"
}
] |
<image>Is the dotted line a line of symmetry?
Choices:
(A) yes
(B) no
|
yes
| 65,678 | null |
yes
|
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<image>Use paper clips to measure the line. The line is about (_) paper clips long.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/29.jpg"
}
] |
<image>How many hearts are there?
Choices:
(A) 2
(B) 1
(C) 3
(D) 4
(E) 5
|
5
| 65,680 | null |
5
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/30.jpg"
}
] |
<image>How many donuts are there?
Choices:
(A) 3
(B) 1
(C) 2
(D) 4
(E) 5
|
5
| 65,681 | null |
5
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/31.jpg"
}
] |
<image>What number is shown?
|
7,556
| 65,682 | null |
7,556
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/32.jpg"
}
] |
<image>How many fish are there?
Choices:
(A) 4
(B) 5
(C) 2
(D) 1
(E) 3
|
3
| 65,683 | null |
3
|
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAUcAAACICAIAAAD74r7pAAAF80lEQVR4nO3dv09bVxjG8XOL7Wso1MTmV9qIeoFMjioFOqEOoESiKhJDoAuZmi1/WkeGDhFiyRZlaBlSQCEkilqBSgpFAtsB3Q5WLMcY4x/vPcfn1fczIcvyfYb7cF8u9xwbAwAAellgjImiaPPgwnUSAN2an0gaY75wHQOAMFoNaEOrAW0SV1+6n+2zn6NLLz9cVn8mv33kd6s2v+FaDehDqwFtaDWgDa0GtKHVgDa0GtCGVgPa2Gt1uRhZO1YcyA9f2Gv1m53i/k7J2uHEkR++sNfqve3z19vn1g4njvzwRYMnRuNQLkb7u6VUOrBzOHHkh0csXavf7BRN5dzycwgkPzxiqdV7n2Y/T4dA8sMjllq9v1v69EPRzhFlkR8esdHq2qnPxyGQ/PCLjVbXTX3eDYHkh1+sXKs/n/q8GwLJD7/E3ur9nVLdU03lYvTXu49xH1cK+eGd2FvdcN7b+/Ms7uNKIT+8E/+1utG8V70l2/vID+/E2+qr41/F6cnl0YEHQyD54aN4W93kduur3z0YAskPH8V8rb7+dqsXQyD54aNWV3eUi9HRYXsz2z+HF03W9J6eXO5snQ9l2tt7OTeW7GyJAvnrWM4Pm1ptdSod/Hd8+fzZSbkktvh+Y/249TenwmDuQeb2ZKqzY5H/Kpv5YVMbKzHv3usfGU9srB8fHdr+As3cWGJhaTg3nuzmQ8jfMZH8sKa9v6tz48nltZHpQn9MaRqaLvQvr42InFLk74BgftjR9q4JqXSwsDR859tQdhpsfKwwmHuQuXtP8iQmfxvHiiE/LOhwLxQL02BuLLG4km33dk6LyH+jWPMjVp3/ZyvWabAwM7D6ZDTWU4r8TVjIj/h0tW9ZHNNgKgwWlm7lp0ORT7vhWOS/+pkW8yMmArsRCk6DTqY+8lcxdesg82xZZRoszAx08yEOpz7yG6ZuRcR2Dk6lg7mHmTv59Mb6v+1Og70w9ZGfqVsN4efA89Ph0HDbvymGhhM9ckqRHwoIt7qzJX5HBx975FugyA8FhFvd8f6VlW3onSM/FBBu9as/Oly1u9cbG1+SHwpItrqbHTb2dxvv2mET+WXzwBXJVne5fbzzIZD8UknglmSrm49/+akwP9XsRqvzIZD80onghtj/q5uMf7VLf7ZenD1/dtLwbZUh0NVWG+R3mx+CxK7V141/ubHE8lquupqvMDuw+stIbqzxbxOHQyD5DUO4FmKtbridZeUhxLoF900WGzkcAslvGMK1kGl1uRj9/a5c+0oqDBYfZeceZhq+v7LYaPFRNhV+Nu+5uhNL/gruhOsg0+q6ye32ZOrx0/EbH0LMT4erT0brpkEnQyD5r/so+Eim1bWT28zc4PJarsWbLkOZvtUnozNzg9VX3r91sE81+auvOMkPWQL3wMvFqLJl/OBXfT+u3Opg27rZH4a+yad/+/WoXIrsfw8r+d3mhziBa3VlZstPhT9fuTHTuq8nk4+fjuenwnIx6vJpinaR3zjND3EC1+r3b0vzPw13vxNlKh0srmS3Xpy93j63uTCQ/BWu8kOcQKu/+/5Lwc2iC7MDpydWTyny17KfH+IEJnDx/d8tb7JD/jpscuS72L+VHoBltBrQhlYD2tBqQBtaDWhDqwFtaDWgTWCMiaJo8yCuL0wFYM38RNJwrQb0odWANrQa0KbB6o77Wf8eA3754bL6M/ntI79btfkN12pAH1oNaEOrAW1oNaANrQa0odWANrQa0IZWA9rQakAbWg1oQ6sBbWg1oA2tBrSh1YA2tBrQhlYD2tBqQBtaDWhDqwFtaDWgDa0GtKHVgDa0GtCGVgPa0GpAG1oNaEOrAW1oNaANrQa0odWANrQa0IZWA9rQakAbWg1oQ6sBbWg1oA2tBrSh1YA2tBrQhlYD2tBqQBtaDWhDqwFtaDWgDa0GtKHVgDa0GtCGVgPa0GpAG1oNaEOrAW1oNaANrQa0odWANrQa0IZWA9rQakAbWg1oQ6sBbQJjTBRFmwcXrpMA6Nb8RNJwrQb0odWANrQaAAAAsOl/JrIOc6168gYAAAAASUVORK5CYII=",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/33.jpg"
}
] |
<image>How many stars are on the frame?
Choices:
(A) 5
(B) 3
(C) 2
(D) 4
(E) 1
|
1
| 65,684 | null |
1
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/34.jpg"
}
] |
<image>How many shapes are green?
|
5
| 65,685 | null |
5
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/35.jpg"
}
] |
<image>The first picture is a plane. Which picture is fifth?
Choices:
(A) train
(B) plane
(C) bear
|
bear
| 65,686 | null |
bear
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/36.jpg"
}
] |
<image>How many ovals are there?
|
81
| 65,687 | null |
81
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/37.jpg"
}
] |
<image>How many fish are there?
|
13
| 65,688 | null |
13
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/38.jpg"
}
] |
<image>The first picture is a sun. Which picture is fifth?
Choices:
(A) tractor
(B) sun
(C) barn
|
barn
| 65,689 | null |
barn
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/39.jpg"
}
] |
<image>How many stars are there?
Choices:
(A) 54
(B) 47
(C) 39
|
39
| 65,690 | null |
39
|
[
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/40.jpg"
}
] |
<image>How many blocks are there?
|
50
| 65,691 | null |
50
|
[
{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/41.jpg"
}
] |
<image>How many triangles are there?
Choices:
(A) 4
(B) 2
(C) 3
(D) 5
(E) 1
|
5
| 65,692 | null |
5
|
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/42.jpg"
}
] |
<image>How many shapes are blue?
|
6
| 65,693 | null |
6
|
[
{
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/43.jpg"
}
] |
<image>How many rectangles are there?
|
80
| 65,694 | null |
80
|
[
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"bytes": 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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/44.jpg"
}
] |
<image>How many rectangles are there?
|
92
| 65,695 | null |
92
|
[
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/45.jpg"
}
] |
<image>Use dice to measure the line. The line is about (_) dice long.
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6
| 65,696 | null |
6
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",
"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/46.jpg"
}
] |
<image>The first picture is a plane. Which picture is tenth?
Choices:
(A) train
(B) plane
(C) bear
|
bear
| 65,697 | null |
bear
|
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