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answer
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int64
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null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1092.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1093.jpg" } ]
<image>In \odot P, P Q = 3, find m \widehat R T S. Round to the nearest hundredth.
D
65,541
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1094.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest hundredth.
B
65,542
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1095.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1096.jpg" } ]
<image>Find m \angle 2.
A
65,544
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1097.jpg" } ]
<image>In \odot P, R T = 15, find the length of \widehat R S. Round to the nearest hundredth.
B
65,545
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1098.jpg" } ]
<image>Find x. Round to the nearest tenth if necessary. Assume that segments that appear to be tangent are tangent.
A
65,546
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1099.jpg" } ]
<image>In quadrilateral P Q R S, P Q = 721, Q R = 547, R S = 593, P S = 756, and m \angle P = 58. Find m \angle P Q S.
C
65,547
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1100.jpg" } ]
<image>Find m \angle 2.
C
65,548
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1101.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1102.jpg" } ]
<image>If B E F A \sim E D C B, find x.
B
65,550
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1103.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1104.jpg" } ]
<image>Find b.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1105.jpg" } ]
<image>If m \angle F = 7 x + 2 and m \angle H = 17 x - 8, find x.
C
65,553
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1106.jpg" } ]
<image>Which statement about the value of x is not true?
C
65,554
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1107.jpg" } ]
<image>\triangle W X Y and \triangle X Y Z are isosceles and m \angle X Y Z = 128. Find the measure of \angle X W Y.
D
65,555
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1108.jpg" } ]
<image>Find m \angle C.
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65,556
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1109.jpg" } ]
<image>If \sin x = 0.6 and A B = 12, what is the area of \triangle A B C?
D
65,557
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1110.jpg" } ]
<image>Use parallelogram J K L M to find m \angle M J K if J K = 2 b + 3 and J M = 3 a.
D
65,558
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1111.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth, if necessary.
B
65,559
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1112.jpg" } ]
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1113.jpg" } ]
<image>a = 8, b = 15, and c = 17, find \sin B.
D
65,561
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1114.jpg" } ]
<image>If W X = 7, W Y = a, W V = 6, and V Z = a - 9, find W Y.
C
65,562
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1115.jpg" } ]
<image>Find y.
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65,563
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1116.jpg" } ]
<image>Find m \widehat J M.
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65,564
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D
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8OhghlStQUBSC8SyT8SzDkRTbuoNc1VDCw+vL2dLgwCjNeCFEEZNAF0vKic34KoeBa5tL2T06zVO7fbzZM0U0nUcBwskc4dlm/HuHQ2ystvHQujJubnViNchfeyFE8ZErm1iyrAYNVoOJSruBS2sc/MQX55l9fl46EGAykUVRTmjGT6f58sg07WUWHljr5e4ON6VmPdKfE0IUCwl0seSZdGpqS42U2/WsqrDyw0sqePFAgKf3+hiNZCgoCslsgaFQivHpDPvGY/xixzj3rPLwwLoyKu3SjBdCLH0S6KJoHG3Gl9v0rPCY+e6GMl7rmuTXuyboDc404zP54834nkCCJ3ZPcHvbTDO+yW1GK814IcQSJYEuio5GrcJr0+O26qhzmrh3tYd3e0M8sWuC3aMxMvnCCc34DAOTKZ7fH+DGFiff3VjO2koreo0U6IQQS4sEuihaapUKl3m2Ge8wcmubi88GIvx69wQfD4RJZgsUFJhMZJlKZBmJpHm9Z5It9Q4eWV/OlQ0lmHQS7EKIpUECXRQ9FeAwaXGYtFTaDVzdVMKesShP7/HxevcU0VTutGb8R31h1lfZeHCdl1tbXdiM8k9FCLG4yVVKLCsnNuMvqbbz40sTPLfPz/MH/ATjM834WDpPbLYZv2N4mn/5coz71ni5Z5UHt2VxNuMLgQSFgQjqdhdqq36hvx0hxAKQQBfLknG2GV9hN9BRYeF7l5Tz8sEgT+3xMRJJky+c2IxPc2Aizr99Nc5dHR4eWldGlcOwqEbLZl7oJfPzA6g8Zsz/41o0LSUsynceQoiLRgJdLGs6jYpKu4Eyq54Wj5mH1nl5o2eSX+/y0RNIkM0rZPIKo5E0E9EMhwJJntrt47aVLh7ZUM4Kz8I345V4lsyzh8jt9qNd7wW1SsJciGVIAl0IZpvxVj0ei456p4m7Ozx80BfmiZ0T7ByNks4VyBcU/LEMwXiGwVCKFw8EuK65lO9uKGd9lQ3DAo2Wzb49RKE3BNkCurubUbuMC/J9CCEWlgS6ECdQqVQ4zcdnxt+0wsmXQxGe3OPjg8MhEqc044fDad7qmeKyOgcPry/j6qYSzDrNvH2/Sl4h/VQ3hUASdY0N3U11qOyGefv6QojFQwJdiLNwGLU4jDMz469oKGH/eIyn9/jY1jVJZLYZH0nliKRyjETSfDwQZm2llQfXermtzYXdpONib3znvhwjv9sPqRz6u5tR19hBTpcTYlmSQBfiG1j0GhpdJiodBtZX2fjRpZU8v9/P8/sDBGIZCgrEM3n6J5OMRdLsHIny8+1jfGeNl3tXefFYL14zPvNkN4ovjsqmR/edZtSlst0uxHIlgS7EOTJqjzfj28stfG9jBa90Bnhqt4+h8EwzPpUrcORYMz7Br76a4M4ODw+u9VJbapzTZny+Z4rcx6MosSz6+1agaSoFGYQjxLIlgT6XlAg7/uk/8vfvDhFNF9Cu/gH/409vo9pu/JZbr1nGdn/I/rEkmfw5fojaQctlm2l2GdDKDuycOrEZ3+Q28cDaMt7qmeTXu310+uJk8wrZvMLYdBpfLENvMMnTe3zc0urkkQ3ltHkt6OZgWzzz3CEKo1FQq9A/1IrKY5qDn04IsVRJoM+hVPfL/NuzH7K9L0ymoKAz+0nlCijw7QK9EGT70/8v//S5n1hGObeP0bby6N+upKbEg1Ze5YvieDNeT12pkTs73HzUF+aJ3T52HJkmdUIzPjDbjH+5M8g1jSU8sqGcTTX2C27GFwIJsq/2o4TTaK+qRrPGg0rOeRdiWZMrwFzJDfPWvz3NjpFpsoVzDN1zlfcz3DfK6IifeO4cP0brJJrOU5jb70ScgUrF8Wa8w8gNLU52DE/z1B4f7/aGiGfyKApMndCMf6c3xKU1dh5aV8Z1LaVY9OfXjM+80kdhaBryCvqH21CXmb/lu0YhxFIngT4nFCY//TVPfjhAOJVnjuMcsgGCUzkKeUDtomVTG2VG3deXmTW1NJTIdvt8sxu12Geb8ZfVOTgwHuPZfX5e6wwSSs4046dTOaZTMzPjPxuKsKbcyv1rPWxtd+M4h2a8kpwZJFOYSqHpcKG7vBKVWTcfP54QYhGTQJ8DSnwPz/3b63QHkuTmPM2hMOUnkMyRB1TOjTz4R7/PVRU2vnZit0qP3WvHIB2pBWGebcZXOQysr7bxw00VvHggwHP7/ExET2/G7xqN8osdE9yzysO9azyU2fSoz1KNz703TKF7CjJ5dPevQF1pnZkOJ4RY1iTQv7UMfa/8Ky/uHiemqqKpboqh0QS5OUz2fMDPZDZPXgFNRSMdDfXUl1nlxVsCDFo1NSUzzfiVZRa+u76c17pmZsYPTKXIHW3Gh2ea8Z2+OE/sHmfrSg8PrfNS7zSd1IxXCgrpJ7tRAglUFVZ0tzagcsggGSGEBPq3lh97l8ef/JzhSB73tY+wVfcrfu5LED3Xe93nIBsIEMrmKaDCUVGDR69l/maRibmgVauosBsos8004+9b4+WdQ1P8erePAxMxMnmFbGG2GR/N0BtM8ew+HzetcPLI+nLayy3oNWryX02Q3+lDSeYxfK8JTZ0MkhFCzJBA/zaUEF/++le8d3iKtHU9P/r+jTS++ewch22BSX+QVL4AqCmrqcWk1Uj/aYlSq1R4rHrcs83429tdfDoQ4cndPj4fipDMFsgrCoHZmfFDoRSvdk5yVUMJD68vY/XjXagn4qgsWvT3taB2yiAZIcQMCfRvIXHgBX75WieBhI6WR77PXWvKOfKuao7DNk/AHySbz6OojFTUlKHXyvp8qVOpoNSso9Sso6bEyLXNpewameap3X7e6Z0imj7ajM8xlcgxEk7Tv3OCv3ilj6poBt1dTWhWlMI8zo0XQixuEugXKjvAG//6LLvGohQqbuXRhy6lyq5nZM6/UJqAP0QuXwC1l6oaC1rZYi0qNoMWm2GmGX9prYPOiTjP7vPzysEgU8ksigLT6Rwrdvox+hPkFYW/chpoHYpwm8uE06ST01KFEBLoF6aA/4Nf8dSnQ0QyDi575DGubXRi1FyEp77zUwSCafIFQF9BTZUBbS5Iz44v2d15BF8khcZSgrOikTWbL6G1zIJOGs9LklmnocFpospuYE2lle9fUsHLBwM8u9dP0p/g9r4IjnSeHRUWnlMpxN8f4uf7A9y9ysN9azxU2A1nbcYLIYqfBPoFUCI7ePqXb3MomMKw+rt8b+tKPGYtKjJz/8XyPvyTWfJ5BU1ZNSXDr/P3//g6n+w7QnA6SSZXQKXRojOYsTmrWX3To/zGo9fT4pRn0Jcq/QnN+DavmYfXldH7d7tYmcyhLSg831rCsEFDLJxmbDpDlz/Br3dPcPtKFw+tK6PRZUYrb+qEWHYk0M9bip6X/o1X9vmIq+q55/v3sq7SygVO8Pxm6QCBcI58AZT0Pp76i08ZOuIjnMxx6kA639goY6NH6B8K8H/86f2s8Zol1Jewo814r15D/YFJNPEcsTo7gTUecloV5BVyBYXx2WZ832SS5/cFuKHFySPry1hdYUV/0f5iCiEWGwn085QbfpNfPr2d0WgB93WP8cgVdZToL17rPD8ZYDKdJw8Upvo5EMyhdbex5YY1NFe5MGSn8Q/sY/tXnYxHsySmhjnwxj/ylxV1/PnvbKHSevHP5BYXV+GjEQy9YQrZPCWPtPHn32vnrnCap/b6+GQgTDJboKAoBGJZgrEsQ6EUr3dPckW9g4fWl7GlvgSTnMImRNGTQD8fhSCfPv44Hw2EyVo38MD3bqDZZbqojwHn/TNDZQoKkCtQetmP+MPfu5tLGjzYjDrUSo5MMsrEgW3841/+jI8HIqTj4+x69pe8eUMHD692Y5ZXeclSlNlBMv4EKo8Z051NtLWUUpVTuLq5hD2jUZ7Z6+fN7kmm0zNjh0PJHKFkjuFwig/6wmystvHAWi83rnBiN8pfBiGKlfzrPmcKsT3P8svXewgmdbQ8+gPuXFOG5SLvaaf8ASLZmUNWNJXX85P/5TFu3liLQ68+YeVdRpn3Mf4wOcbYf32ZnqkkGf92Xn+/j60tJZit8jIvVfk9fvLbx1ESOQwPtaKpd4BGjU0DNoOZaoeBTTV2frSpguf3B3j5YIBAfKYZH03niaYTjEZSfHkkQnuZhXtXe7mrw43LopdmvBBFRq705ypzmNd+8QJ7J2JQtZXHHtxEtV1/0Udomy/7Tf7in+8jmQO1qYyWlTWnhPkMtdFJy433c8MzHzD0VZJ4LkbPZ18y/GgHLquMiV2qMs/0UBiPozJq0N+/4rRBMiadhnqniUqHgdUVNh7bUM4rnUGe3ednJJImX1BIZAsMTKUYi2TYNx7jV7vGubPdw31rvFSVGNBIsgtRFOQ6f07yjL3zK576YpjpbClbHnmMaxpLMczD8+BaVzNrnMrMCW4q1dc+lqSxt7F5XSVP7g8Sz+VJ9nfTH8+wSkHKcUtQ/sg02bePoEQz6G5tQNPmgrMcs6rXqKkuMVBu19NaZuHBdV7e7J7kqT0+DgWTZPMK6XyB4XCa8ekMXb4ET+3xcWvbTDO+2W1GJ/MNhFjSJNDPgRL6gqd+9S79U2mMax7le7e34TZp56dsplKhUp3j9DmVhYbGKgzaTlTkUaLjjE1mydUir/QSlH3xMIXhKBRA/3AbKo/pGz9Gq1ZRbtPjtepodJm5e5WH9w+HeXKPj92jUdK5ArmCwkQ0gz8204x/6UCA65pLeXh9GWsrbRikGS/EkiSX+W+U58jbT/NGV4BE3kC9R0XvBy/jO+NKKUff4WnS+Zn/VQjs5/Xnn8FjNlK27hauWOHAcFGXyirsrhKMRy/ISoxoLH/a421i8VMiaTIv9KKEUmg3laPdWIbKdO7/XNUqFW6LDpdFR22piZtbnXwxFOHpPX4+GgiTyMz8vQjGs0zGswyGUrzRM8XldQ4eWuflyoYSzGfZDRBCLE4S6N+oQHh0hHA6T0HJMb7jRf51n+Ys984V0tEQqdmjUwvDH/PEP32FRq1nw+9tYmOD/SIHOmh0enTMrOgVQFGY/W+ynbqUZN4YoNAXhlwB3UOtqMstXEiLTQWUmLSUmLTUlBi5qrGEPWMxntvr442eKSLJHAoQTuYIzzbjP+4Ps67Kyv1rvNzS6sJxHm8khBALR/6lnoNC/uhI1wLJcIDkOX6ckp4m6J8GdEzFTx8EczEUMhmyyuw9dwwYTTNb9mLpULJ5Mk/1UJhMom5yoLu2BpVN/60/r9Wgodlgpsph5JJqGz/clOCFAwFePOAnEMtSUCCWztObTjASSbFjeJpf7BjnnlUe7l7lwWO9+CVQIcSFk0D/RmpK267i5tvriWW+aVZ7gcCBD9g1FCOTB7VnFddsrMOq19PcbEN/vqvzbDcv/I9/5dOxKJmCGu81v8Xv3dlG6VlXTAXCwUlS+dk9f30prlIdGrkluqTkPhklvz8A6Tz677SgrrYxl0lq0qlnm/FGOiqsfHd9Ga91Bnlmn58j4ZlmfDJbYHAqxVgkzf7xGE/smuCOdjf3r/VSU2JEI8kuxKIjgf6N1FRe/Ri/uz5LQfmmJXaWL/5qP52jcTJ5BU3N1fzw979DrcOE0eHGpDvPi6ASof+rj/mwK0gir6HaeSe/cesKSkxn20BP0d83Qio7M2BE46ml2qqThvsSkzk6SKbUiO6uZtQlhovydfQaFdUOAxU2Pa1eC/ev9fL2oSme2uOjy58gm1fI5BVGImnGoxl6Agme2evn5lYnD60vo9VjkWb8IlGIDNPdN044kWHONwK1pdStbKTcYZLAWOTk9flGKvR2LxX2c/m9GVwW7fHJcQY73opKqpxmLmiRrHZgM+XJZtOksyp8R0aIZvOUc5ZAjx/gyz1+kpk8oKJ05WoaTHoJ9CUkvz9I7vMxlEQO/T0taBocXLyDAmZo1CrKTmjG39Hu4aP+EE/u9rFzJEoqVyB/QjO+fyrJKweDXNNcwsPrylhfbT9exBQLoEBo1/P840/foWssPueBrq6+hT/+Dz/AbTfJtWSRk0BfzDRVNDeWoN/ph2yBROcnfDl2F7UlJkynFZCzDL/zAh8MTJPKA6pSVm9Zi9NkuLA3E2JBZJ7toTAWB60a/YMrULm++VG1uaJSqXDNNuPrSo3c2OLkyyPTPLPXx4d9YWKnNOOHwine7gmxudbOA+vKuKapBIs04xdAhqGuA/T29NAfzM7x51bhqDRi1uo43w1GMf8k0BdMnrFX/xv/+al9TCbyoC7nxv/t/8ejG9zHx8mqrKy7ZjOVrw0RSSbJT27niX98jqY//S6XVls5ft5GFv+Ox/m7n73PQDhFXgFd4w3ceXk5NqPE+VKhRNJk3xtGiWbQXl+Dpt2NaoEC0mHS4jBpqS41ckWDg/3jMZ7b52db1yThMzTjPxkMs7bSxn1rPNza6qLELIcCzZvcBP0DQWKJ3EX45FoqmxpxWq3IW7XFTwJ9wSik/IfZv2c3E9EsaOpojWTIn9S7U1F66X3cs+ljjrw3yHQmxsD7/8J/9u/lssvWs6K6FGMhhu/wbj7/dAf7DwdI5hTQVXPtd+9nU6UNveT5kqGy6DD9lyvIvNiL7rpa1F7zgj9taNVraHabqS4xsqHazvcvqeClA0FeOODHF83MNOMzeQ4Hk4xE0uwcnuZfT2jGl9n0XzvdUMwBRcG18ipu1qwg9nW93ew4+z/Zw0AwSkYB0FG+5krWNrqx6c/yGqnMtF63Eq9DdxG+cTHXJNAXOZW1lTv/3W8zEPgrXtjrIxH307fzPXyHv8Iye9paOjFNJJoiV1BAU8LqB/89v3l7B575mmYn5oZWjW5LFZqWUlR2PapFdEyeUaumrtRIpd1AR7mVR9aXsa07yDN7/AyGZv7upbIFBkMpxqbTHJyI8+vdPm5f6eb+tR7qSk1opRl/cWgrueTux1iZzvF1eZ47/Bz/tbObwWB05hfU5Wy461F+dF0bZaazvTYaTI5S2elbIhbPFUOcmUqPq+M2fuc/2qh8/HGee2MHQ5EU0akU0ZN/I0bvGq576Ad8//7rWVVmvthdKnEx6NSoK60L/V2clU6josphoNymp8Vj5t7VXt45NMVTe310TiTI5AunNeOf2+fnphWlPLSunLYyM3p5jnJuqQzYXF5sX/ubCgT2hYmm02RnW3MqRwMr2+qor6+iVPbTi4IE+pzSsf4nf8NP70mRK4DaXkWN3XiWUpqGyq3/gX9YHyWTV0BlwNPkwXKm5onWRkXHtTz0B61cefdhOvfvp7t/nMnINMmcBpPDQ3XLGtZv6KCloY4KpwmdrIbERXS8Ga+nwWVia7ubj/vDPL3Xx/Yj0ySzM8143wnN+Fc7J7mqsYSH1pVxSY0dk06Cff6kGewbIhxLHlvF62uaaHTasEiYFw0J9DmlwlHbwdrac/u9xrIWVped46dWmyipbMRRVk1D+0auSaTIZHPkFRUanQGjxYbDJkEu5pdKBS6zDpdZR22pketbSvlqeJpn9/p573CIaDqPosDk0WZ8KMV7vSE21di5f62X65pLsBrkMnTR5Ubp6wsQjR8tzqnxNrbgsVmRu+PFQ/4lLTEqjR6zw4XZsdDfiRAncxi1OIwzM+Mvryth/3iMF/YHeK0ryFQiiwJEUjkiqRxHwik+GwqzutzKvas93N7uplSa8RdNIdRH3+g08fTR/XY79c01OCxG+TMvIhLoQog5ZdFraHKbqC4xsL7axvcuKeflgwGe3x9gfDpNQYH40WZ8OM2u0Si/3DnBXR1u7lntpcIuzfi5lh46zJFwjOSx/fZqGpucWK2y315MJNCFEBeF4YRmfHuZhYfWlfFG9yTP7PXTN5mcacbnCgwdbcb74jy5x8etbW4eXOulwSXN+LmRY6x3gEA0zrENd28TzV4bFtlvLyoS6EKIi0qnUVF5QjP+ntUe3usN8fQeH/sn4qRzBbJ5hdFImonpDL2BJC8e8HNDi5MH15bRUW7BII9sXLhCmP6+Uabj6dmxsCps9U3UOCyc9Wk1sSRJoAsh5oVarcJr1eOx6Glwmri1zcVng2Ge2ePn86EIiWyBvKLgi2XwxzMMTKbY1jXJlfUOHlhXxuY6O2adbBGft/QQfUMhYomj++06qpuacVotMv2tyEigCyHmlUoFTrMOp3lmZvy1TU52jkzz3D4/7/ROMZ2abcYnskwmZprx7/eFuKTGzn2rPVzf4sRulEvXucqPH2YgECVxfL+dxhYvNqvstxcb+VchhFgwdqMWu1FLTYmBzXUOOidmmvGvdgYJJrIoCkynckyncgyH03w+GGFVuYXvrPawtd2Ny6xH+nNfp0Ckr4/RSJzU0YK7rZ6mGgcWmf5WdCTQhRALzqzX0OQyUe0wsLbSxqMby3m1M8jz+/yMRjLkFYV4Jk/f5MzM+D1jMX6108cdHW7uXe2h0mFAI8l+BlkGDw8SiiWODZTRVTfT5LJikat/0ZGXVAixaBi0ampLjVQ6DKwss/Dg2jLe7JlpxvcGE2TzCunZZvxoJE2nL84ze3zc0ubkgbVlNLnM6DQS7Mfkx+jrP3mgjKepGa8MlClKEuhCiEVHq1ZRaZ9pxje5TdzV4eb9w2Ge2eNj73iMVK5ArqAwNp1mIpqhN5jkpQNBrmsu5cG1ZayptEozHihE+ugfjZwwUMZKXVMtDsvZRlKLpUwCXQixaKlVJzfjb2lz8sVghGf2+fl0IEI8k6egKPhjGQKxDANTKd7onmJLvYMH1nrZUu/AvEBnyi8G2aE+BqdiJPKzv6CrpqnFhdUql/5iJK+qEGLRU6mg1KyjdLYZf1VjKXtGp3luf4C3e6YIp3IowFQiy1Qiy5FQig/7Q2yssnHvGi83tjhxmJbb5S7PeG8/gWji+EAZTyMtXitScC9Oy+1vuBBiibMZtLR6tdSWGthU6+D7l8R56UCAVw4GCcQzFBSYTueY9ucYDqX58sg0HWUW7l7l4Y4ONx6LDtVyKNAp0/T3jxCJp44NlLHWNVPrsCIF9+IkgS6EWJJMOg2Nx5rxVh5ZX8brXZM8t9/PkXCafEEhkT25Gf/E7gluX+nm3tVeakoMaIp5tGxmiL6BELHj++1UNTfjtFnkwl+k5HUVQixpeq2amhIjFfaZZvx9a728PduM7wkkyMw244+EZ2bGd/oSPLvPz80rnDyw1ssKjxmdpviWrPmJw/T7o8Szs7+g9tDYUoZVBrgXLQl0IURR0KpVVNgNlNn0NLtN3NHh4cO+MM/s9bFrNEoqO9OMH59O44umORxI8MrBINc0lfDgujLWVdow6ool2BWm+/oYicQ4XnCvo6nOgdVULD+jOJUEuhCiqKhVKtwWPS6LnnqniZtWOPlyKMKz+/x83B8mlslTUCAQzxKMZxmYSvL2oSkuq3Nw/xovVzaWYFnyzfgMR/oGCMUSHN1w11Y1yUCZIicvrRCiKKmAUpOWUpOW2lIjVzaWsHc0ygsHArzRPUk4OdOMDyVzhJI5hkIpPu4Ps77KxndWe7ip1UmJSceSvMuen6Cvz0/s+H47nsZmyq0yUKaYSaALIYqezaDB5jFTU2Lkkho7j20s5+WDQV4+GMAXnWnGR9N5egIJjoRTbB+e5pc7x7mz3cNdHW68Nj3qJdSMV6L99I9EiB0b4G6htrkeh9UkA2WKmAS6EGLZMOnUNLhMVJUYWF1h5eF1ZbzePclz+/wMhVLkCgrJbIH+ySQj4RR7x+I8uWeC29vc3LvGS12pcUk047NHZgfKHB3grq2iqdmJ1bLUbyWIryOBLoRYdvSamWZ8pd1Am9fMvas9vNM7xTN7/XT5EmTyBTJ5heFwivHpNN3+BM/t83PTCif3ryujzWtGv2ib8Xl8h/vwTcfJzS7Q1Z5GmsttWPSL/82IuHAS6EKIZUujVlFuN+C16Wlym9m60s3H/WGe2evnq5Fpksea8Rl80QyHJ5O82hXkqsZSHljrZWO1HdNia8YrMQYOzwyUmVmgq7DUNVNfYkUK7sVNAl0IsezNNON1uC066p0mrm9xsuNIhOf2B/iwL0Q0PdOMD8azTMazDEyleLd3is01Du5b6+HqxlKshkWynZ09wuGBKWLH9ts1VDY1UWq1sEi+Q3GRSKALIcQJSkxaSkxa6kqNbGkoYd9YjBcP+Hmje4qpRBYFCCdzhGeb8Z8MhllXaeXuVR5ubXVRataxkP25gu8wA74oieyx/XYamiuwWfVLs7EvzpkEuhBCnIHVoGGFx0xtiZGNNTYe21jOq52TvHQgwNh0hoKiEEvnORRIMBxOsWM4yuO7Jrij3c1dHW4q7IYFacar3Ffwo/9Uz93xzMyWu8qIu6GJcrPstxc7CXQhhPgaRp2aBufMzPhV5VYeXOvljZ5Jntvrp3/qeDN+YCrJaCTF/vEYT+/xcWubm/vWeKh3mtDOYzNeZfLSuMpL47x9RbFYLLtAT2TzmLSaBd0SE0IsPTqNmurZmfGtXgv3rPLwXm+IZ/b5OTgRJ5072oxPMzadoduf4IX9fm5ocXL/Gi/t5RYMWlkln006V0CnUS2p5/0Xm2UR6AVFYe9YjNc6gwTjWf7TrY3YjcviRxdCzDGNWkWZTY/XqqfJZea2lS4+GYjw7F4/249Mk8jmyRcUJqIZ/LEMfZNJtnUFubKhhAfWermk1o5ZJ/W0U73bO8UHh0O0l1u4aYVzwW5ZLGVFnWpTiSxv90zxWleQgxNxxqfT/Lc7mtHLu2QhxLekUoHLosNl0VFfauLaplJ2Dk/zwn4/7x0OMX1CMz4YzzIYSvF+X4hNNXa+s8rLtc0lsrA4wepyK7/YPs5LB4P8fPs4VzaUcPtKF+urbJiX/Gz9+VF0f5sKisKukSjbuiZ5v2+K4VCa8WiGZCbPXR1ublrhxLBoB0IIIZYih0mLw6Sl3mnk8noH+ydivHwgyLauIMFEFkU5oRk/leKzwQirK6zc3eHmtjYXLot+2d8GrCox8NC6MvaOx/hkIEKnL87LBwOsKrdyU6uTm2dX7UthUt9CKZpAD8ayvH1okte6JjnoizMWSROMz8xoBnCatfzRNbV4rPIPRwhxcVj0Glo8ZmpKjWyosvHI+jK2dQV58UCQ0UiavKIQy8w044+EUuwameaJXT62tru5e5WbKsfy3WZWq1Tc1OrkvcNT+GOZYzsbfZNJPh+K8PPtY1zRUMLWlS42VNmwGIomvubMkv4TyRcUdo5Eea0zyIf9IYbDacan06SyBZRTfu9vX1bF+irbvLZNhRDLk1Grpt5posphZFWFlfvXeHnr0BTP7vPTN5kkm1dI5QoMTKUYiaQ5MBHj2X0+bm51cf8aL41OE1rN8rtW2Y1afrK5kp0jUXYMT1NQIJktMBRKMRxO0eVL8GpnkI6ymfvsN7e6qHLIqv2oJRno/liGt3om2dY1SefsanwykT22Gj/VmgorP9hUsXgmOQkhlgWdRkWVw0C5Tc8Kr4W7Ojy83xfi2b1+9o/HSOUKZPMKI5GZW4Pd/gQvHQhwXVMp96/1srrCuuya8R0VVh5cV8ZIJM1oJH3s1wsKTCayTCay9E8m+eLINL/YMc6W+hJub3dxSbUN6zJftS+Jnz6bV+ifTNLpi7HjyDSfDkYYDqeZiJ55NX4ijUrF/3ZtLfVO07LdyhJCLKwTm/GNbhO3tDr5fDDCc/v8fD40TTwz04z3HW3GB5O80TPJlvoS7l/jYXOdA8syKYbpNWoeXlfGx/1hJuOTpHKF035PMlvgSCjFSDhFlz/Btq4gK8ssbKl3sK7KxkqvGY9Vv+xW7osu0BVFIRjP0uVL0OmL0emL0+NPMJnIMp3KM5XIEkqefTV+qntWublxhXMRn4wkhFguVCpwmXW4zDoanCauaSpl12iUF/b5ebc3RDiVQzlhJTo4leLDvhAbq23cs9rDDc2lOEy6hf4xLroKu4HfuLSCHn+CLn/8rL+voMw8zTSVmLnX/tlghBKTFrtRS3XJzEl67WUWOsosNLnNmPWaoh5/q1IU5Ryj8eJI5wr0BRN0+hJ0+uJ0TsQYmc4QSc4EeCSVI5bOk7+Ab9OgUXFnu5uV5Ra5d36Ktw5NseNIlEx+5t3vDzeWU1tiQD1ff04qlZQThQDimQJjkTRHwjP3icemM6RPWZVa9Boq7QZqSw00u8x4bbqiv6ZF03ne7pmiyx8nk7+A679Wjc2gwWGcCXinWUeTy8TKMjMdZRbayy2UWQ1F1VWY10BXlJlhC93++EyAT8Q5FIgTSuaIpHJMp/JMp3Kkc1+/jX6u1CooNemW3bbLuYilcyRzBY6++iVGLTqNav7evUqaC3GSvKKQyhZIZgsUznJZ1qhUmPVqDFr1sriFGM/kSWbz57wj+3XUKhUWvRr7bMDbjRqq7AZaZ1fx7WUWWtxmrAbtkr08zVugK4rC/vEY7/WG+Hwows6RKIF4llg6NycvlhBCCHE+9JqZVXyT28SmGhtXNpRw4woXbsvSvK0xryv0cDLHZDxLJJVjKpHhcDBF50ScTv/MvXJfNCPhLoQQ4qIxatU0uIy0l1lpL7PQ5jVTU2KkxKSl1KTFY9Uv2ScLFuweekFRiKfzRFJ5ptM5plM5RiPp2e34+LEy3De12L/JH19dw+Y6R9Hfbzpfv9w5zps9UySzM/fq/tMtDbSVWdDMw15T/A/epTAeR3drPYaH2lBZ9Rf9awqxmPUE4rzRNclXI1ES2dNb3QBNrpl2/OY6B9Zl0HhPZvP8zcfD7B6NkbvAlZ4KKLPpj5Xj2mfLcR6r7ti9dbtBi0GrXrLb7CdasJa7WqXCZtRiM2oBAwCZXIFrmkqZTs0E/NTs84ZHA75zIs7o7DnE52rXaJQ/vrYWj0VPUdcbz9Nng+GTugWX1zvYUl8yLwWRiC9JfmAaQwHMzU5ULuNF/5pCLDb5vML24Wle2Bfgs6EIg1NJ0qeUv9QqFRuqrdy72suVDSXUO424zLqiKnKdzdO7fUynzq8QbdapaXKZZsK73EKb10KVw0CJSYfdqMFu1GLVa4q2V7WoHlvTa9W4tepj9y8UBS6tzc8W5maKc33BJG/2TPJGzyTBeJZveq2/PDLNC/sD/HhzFaYluo1yMWjUJxfgdGo1Oo0a3TxcKPQFhXxeQQ/oNSpU8kihWEaS2Twf9YV5fr+fr0aiDE6liCRzJwWXQavmygYH9672sqnWToPTRKlJW7RBdKrhcIqn9/oZDKW+8RqvUatYW2Hl1jYXl9fbqbAbcBi1x1bgek1xrL7PxaIK9FOpVGA1aLAaNFQ5ZlbxayttbKl38JPNlXw8EOa1ziBfDUfJnmVLJpkt8DcfD3N9s5O2MvOyaIYKIRafqUSWt3qmeOlAgP0TMY6EUsQzJze4HUYtN7aUcvcqD+uqbNSVGrEatCyTHAdmbsf+8qsJdgxPn/b43om8Vh3XNJVya6uLNZVWakqMOM26eVmULFaLOtDPxKRT0+AyUe800V5u5c4OD50TMd7smeKN7kn8sdOLdf2TSf724yP89ztb5LhCIcS8Gg6neK0zyLauSbr8cUYjp0+4rLTrua3NzR3tbtrLLVQ7DJh0mmWzsjzRF4PTvNIZJBDPnvb/adUq1lXOrMavbCihyW2i3GbAol+ef1anWrLpplKB26LDbdGxwm3msjoHv3FpBZ8MRNjWFWT7keljwwgKCjyzz8+dHR5uanWhX8bv4IQQ86PTF+el/QHePTxFbyDJRDRzbJDTUSs8Zu7qcHPzChcrPGbK7Uu3YT0XYuk8v9gxxsGJGPkTVmblNj3XNpVya5uLVRUWqh3Lp0twPpZsoJ/IqJs52aiu1ER7mZU72t10++K82TPFtq4gvliGqUSOP39vkA3VNsrtBunHCSHmXL6gsOPINC8cCPDpQJi+ySTBePaklrZapWJDlZXvrPZyVePMKtNr1cuTOMDLBwN82B8mlsmjU6tYX23jtjYXV9Q7aHSZKLcbMC/TnYtzURSBfpRKBS6LDpdFxwqPmUvrHPxwUwWfDc6s2nePRnl85wS/e2U1Zl3xP/YhhJgfyWyBj/pDPL/Pz86RKAPfVHSrsdPgWl5Ft28yOJXk8V0TZHIFHllfzi2tTlaVW6kuMeA0F/+o27lQVIF+IoNWTV2pkdoSIyvLLNy20kWPP8FwOEVhsU6vUbKkE0niyTSKRo/RbJ05TED+HguxKIUSWd4+NFN02zceY+iMRTcNN7Q4uWeVh7WVNuqcRmzLrOh2Lsan09y72sMfXlVDo8tMhV2/bHsEF6poA/2oU1ftwXgW0yJZnedjY/Ts3cO+/Z30Dg4zPjHJdDJDNlcAlRqN3oi1tIyqukZWrFrPpZvXUe80IreNhFhYI+E027qCvNYVpMuXYCSSOq3oVm7Tc3uba7boZqWmZPkW3c7FyjIrK8usWA0aWY1foKIP9BMZtOpjj78tpPTEPj54403e+/grDo34mQxFiMYSJFOZUyYiqdDojZgsVuyOl3imegUbr7+T++66mhaXQYJdiHnW5Yvz8sEA7xwKcSiYYGL69KJbi9vMnR1ubm510uoxU2E3LOui27kqMS2rOLoo5E9wPmUD7H3tCZ544X12HzrCeDDyDaNtFfKZJLFMklgowNjwEIOHD7J7x06++9u/we2rPBi1kupCXEz5gsJXwzMDqj4ZDNMXPHPRbX2VlXtWebi6sZRmtwmvTYpuYn5JoM+T/OQeXvjHf+Tpd76ie3hmhvpJa3GdCXuJE6fLid2oIpeKEQpMEAgljw/NyaeYnuhn33tPM+WfJPqnf8wDG8ox6+SiIcRcS2YLfNwf4oX9Ab4anqb/TEU3jZorGhx8Z7WHS2tnmthSdBMLRQJ9HmTHPuEXf/V3PP3uXo6EUhwb16y1U7fhKq65egubVtXjtpkwGAzo1KDkc2TSUSaPdLHr0w945/2vGAylyStQSIc4sucNfvaXdjz/5Q+4ocmBQXb0hJgT51J0sxtmi26rPaw7VnTTyCRKsaAk0C+ywuROnvjLv+bxt/YxFs3OXhQ02Jqu4t7vPcStm1qpqfDiLDGjP+1dvUKuYxVrNl3NDTe/x+N/9zPe6gqSzCmQjzG260V++m/raP2Tm2koMSCZLsSFGwmn2NY1OVt0izNyholu5TY9t80W3Tqk6CYWGQn0iyk7wrv//Hc88e7+E8LcQMWWR/nd37mPq9c2UWE3fM3jKyq0JgeeGgcurwenw4b2v/wlr3WFSOUVlOwUXa8/wbbbNvEbm8qwyNa7EOet2x/npQMB3u0NcSiQYPyMRTcTd3a4uWmFi1aPmUqHFN3E4iOBftFkGXrjp/zLK18xFDk6X16L97If8Cd//CjXranGrlef88Q6taGU+kvu5Ce/2cWh//Q8nZNJ8kB2ci+vv7Gbe1bdgFmnlwl4QpyDfEHhq5FpXtwf4NOBCIcnEwRipxbdYF2Vje+s8nBVYwnNbjNeq35ZH/4hFjcJ9IskP/EhT/zqbbp8cWYODFJhbLyN3/6DR7hubTV23bmH+TFaO43XPczWVz5k8KNRohkFlCSDH3/Cwd/cQplNj16uNUKcVSpb4OP+MC8c8LNjOMrAZJLwKUU3vUbFFfUOvrPay6V1dppcJkpNOim6iUVPAv2iiLP/xSd4tyswc78bwNDALT/5ITevu8Awn6Wxt3Lj9Wt4YoefWCaDAmTG9rB3MMEV5Xb0su0uxGnCySxv90zx0sEA+8bjDIVSxNK504pu17eUcs/s0aX1pSZsRim6iaVDAv0iKPg+4cVtB/DFc8zcidPgueJhHr62FY9J+y23xXVUblxDrekjxiMZsgCZYXr7Y2QvUUACXYhjRiMptnXOFt1mRz+frei2td1NR7mFmhKjHAAiliQJ9DmXZ/Sj1/n8yDTpo8+nGZq56YHrWeE2MRdzYHRVzTSU6Nnph2wBUJL4x4Lkcw0gXXch6PbHeflAkHd6p85adGt2mbizw8PNraW0ei1UykQ3scRJoM+13BE+fW8PgURmdnWuwtxxE7evK8Oim5uLhUrvxmnXolHDzBdRiEWjFAqFb/hIIYpXoaCwc2SaF/YH+XQwTG8wSSCWOb3oVmnj7lUerm4socUjRTdRPCTQ51jev5MvukKksrMXEZWJlddcQ6N9Dg9V0ViwmE7eEszncvA1Q2SFKFbpbIGPB8K8sN/PVyNR+iaThBOnF922HC261c4U3ZxmKbqJ4iKBPqcUYgd30x3OkDs2Da6RSzZXYzFo5vCRspOnVgHoDUZUKtkuFMtHOJnlnUNTvHwwyN6xGINnKLrZDBquby49NtGtwSlFN1G8JNDnVI6hzkNEslmObn5rKjtYW22e2y29QpxY4sRQV2Eym1HJRUosA2PTabZ1Bnmta5IuX5zhcOq0sxHKbHpubT060c1CbakU3UTxk0CfS0qMoSE/mdzROFdhrGuh3qybkzLcsS+T8OGbypLPH/0VHQ6nA7VGVuiiePX4EzNHl/ZOccifYOwsRbc7OtzcvMJJq9dClUx0E8uIBPpcygeY8KfIHTt9RU1pVTU27Vxut0NudJCRePb4tr7GSVW1Fe232AVQsnnI5FDm4Z6iIrf6xTmaKbpFefFAgE8GwhwOJvGfoei2ttLGPavcXN1YKkU3sWxJoM+lQpjw9Mlb4aUuJ1rNhQ+SOcMXIdDZxXg6y/EFehW11Ua032IbIPEfPiYaz6Gbk+/x6yljsXn4KmIpO1p0e3F2olv/ZJJQMke+cHLR7fJ6B99Z5WVznRTdhJBAn0tKklSqcMIKVIXJbEUzl2U1JcyBXYeIpLPH7hlqqley0mVA/y2+TH6Xj9xYgtPadheRymkCuU0gThBJ5nind/bo0rEYA2cpul3XfHyiW4PThF2KbkJIoM+5U/JQpZ7L1TkUJr/ikz1BUuljtTvK126g3mr4Vvfpdbc2oi8o6OYpz1UeM/r7W1FZ52NPQCx249NptnUF2dY1yUFfnOHQ6UU3r1XPrW1O7mh3s6rcKkU3IU4hgT6nDOgNqhMCXCGTSp30POy3k8f32TvsnIhzLM/VHtZtbqPEqPtWbxwM32vHVGFFN1/blUYtKo8JpLC0rPX4E7xytOgWmCm6pXMnF92aXCbuaHdzc6uTNq+FSocBo/y9EeI0EuhzSVNKqUOL+tgEtwJTgSDZQgGFOSjGJTp58+UdjMcyxx6L09ZcwQ0bPJi/zX47oC63oK53oJYikbjICgWFXaOzRbf+mYlupxbdVCpYW2HlnlUerm4qpcVtosxmkKKbEF9DAn0uacqoLDeh0aiYqaAXCBzuIZC+HK9Nh+ZbffI8Ex89x2v7/cSzR+PcSPO1t7DWY/lW98+FmA/pXIFP+sO8eCDAjuFp+iaThM4w0e3yOgf3rPawudZBk9uES4puQpwTCfS5pLLQsqIao3aU6XQOgGTvXg6G0qxwmr+5/5UNMRm3UGrXz6zyT5D3fczjj7/P4akUR5+K03gv5zt3rMZj+Xbb7UJcTJFUjncPzRTd9o7HGJxKEZWimxBzTgJ9Tmmp3rCOatNuJuM58oAS3slbHwxyc7Udo+nsa/TCdDdv/vyfeGmoiYf/4PtsqbUdX3Vnhnn/X3/Gtr3jx1fnKhur7nqEa1ucGOdyao0Qc2R8Os3r3ZO81hmk0xfnSChNMps/peim45bZiW6ryq3UOaXoJsSFkkCfUyrMK6/l8san6Q4nSOSAwhS7n3+Wz65p5OZmB4YzrNJTwx/zxD/8M8+9s5P+mJWJggnTnz3EhnILusIku574W/7ppV2MxrLHTnCzrf4O3793A1U2nRyYKhaVQ4EErxycObq0x59gbDp9WtGt0Tkz0e2WFU5avWaqSoxSdBPiW5JAn2MqSzu33raeV7s+4Eg0g4JC7PAb/PM/rKDizx5kXdnpZ6KrMgEO7T3I0GSCbD5B19s/469tdv6P316Nb9vP+fkTb3NgIsHRa6LaeQkP/fbDXNFYgkFKQmIRKCgKu0eivHjweNHNFz1z0e2uDg/XNJXS4jFRLkU3IeaMBPpcU5lpvv1RbntrP7/cMUE8p0B2ip63f8qf58P88De/y/Ur3ZhOSHVd5ZV898d3M/R/P8XuiQS5+Ch7Xv4H/ku/k0hfD4P+GNnZC6PKuoKtv/PveeiKJpxzeoKbEOcvnSvw6cAJRbdgkqlTJrrp1DMT3Y4W3Zql6CbERSGBfhHovJt4+LcepGv0X/hsJEa2APnYCPvefpy/HtrFe5uv4PKNq1nZ2ki1txSr0UnTpXfw4O1djDy5k4l4lmxkgN1fDFLIHx+uobY1c8vv/Am/dc8mau165HooFsr00aLbwQB7x2IMnKHoZtXPFN3uXuVmfZWdRpcU3YS4mCTQLwaViarLvssf/P40yb96ml0TcXIFyCcDDOybYnyoh13vllLisGE2GtDrVOTTKWKBAcLpoxPaFfLHDnlRYa69kgd/68c8cPOlNLtNMjG1iCnh1MzgHYOGxdYOm4hmeL0reKzoNhROk8ycXHTzWHXHji5dVW6lrtSIWS9FNyEuNgn0i0Rl8tJx64/5M1Mp//rPT/DOQR+JnAJKnlTYx3DYx/A5fzIrjdfdz723zIa5XBiLkhLPkvl1F5nX+tHf24L+nhZUNv1Cf1sA9AYSvNoZ5J1DU3QHEoxGTi+6NThNbG13ccsKJ21lFqpLjBi0czv6WAhxdhLoF5HWVsXqGx7hD2rXcuVHb7LttXf4sjdI8pQL4ZlojEbU6TQ5RUFRUox8+ipvX7WGmqtrsckUmeKkVZN9fYDc20MooTS6q2sWNNCPFt1eOhjg4/4IvcHEGYtuayqs3NXh5pqmUlZ4zFJ0E2KBSKBfZGqTm/rVW/BWN7L6qjs50t9D18FOevpGCISmicXjJLNqjBYbVrud0rJamts6aF9hY/SV/8lPX+9iKpUl3PcxT/3NX2Oz/CkPXVKBRScXzGKj0mvQbCwj+9EI+Z0T5L6aQOc1ozLN7z/TTK7Ap4MRXjzgZ/uRKH3BxBmLbpfVO7hnlYfLau00uc24LVJ0E2IhSaDPB5UWs7OaFmcVDa0drL/8eiLTcZKZDLlsjpyiQqPVodPpMJis2EtKKbFpiddbKKT+L/75vX7C6RT+znf4xV9asP5//pC7OtwyUKbYqED/QCvpJ7spdE6ReaYH7eWVqEzWefny0VSOd3tDx4pu/ZPJMxbdrm0u5e4ON+urZ4puDim6CbEoSKDPKxVaow1nuQ1n+Tf/7pKGy7n/f/kj4ok/55efDxPNxAmOjROKZ+fz2HIxjzQNDnTX15IZjpJ9Z4h8zxRqjxl0F+82iy+a4fWuSV7rCnDQl+BIKEXi1KKbZXaiW4ebVeUW6kpNWKToJsSiIoG+mKkMuFZcy6N/nCT+X/+SN2NreeC3fsgtK10YZHVenLRqDA+3kX21n8JAhOzLh9Gscs+E+hzrDSZ49WCQtw9N0XPWopuRrSvd3NLqoq3MTLVMdBNi0ZJAX+zUJspW3cyP/szF1UoVK1fW4zZr5Rn0IqZZ60V7aTlZX5zMC4fRf68DtcvEXLzoBUVhz2iMlw8G+Kg/TG8gwcRZim53th8vulXYpegmxGIngb4UaKxUrbuCcpUGjVoljwEVOZVJi/7BVnKfjFIYjZF9axBNgwNVqfGCP+fRottLBwJsn53oNpnInlZ021xn555VXi6rs9MsRTchlhQJ9CVCpdHKi7WM6K6rRbPSRSGQJPNUN/p7W9CUGDnfd3PRVI73Dod46UCAPWMxBiaTTJ9SdLPo1VzX5OSuVW7WV9locplwmLRSdBNiiZGMEGIRUjkM6O5pIb8vQL47RPbjUdSVVlTWc3su3RfN8Eb3JNu6ghyYiDN0hqKb26LjllbnzES3Civ1UnQTYkmTQBdikdLf3UT6Xw/ApI/Mk93ob6z7xkA/HJyZ6Pb2oZmjS0fOUHSrLzWytd3NLa1O2rwWakqMGHQy0U2IpU4CXYhFSl1hQX9rA6nDYfJfjpPb40dXZkZlPPmfraIo7B6N8vLBIB/3hzl0pqIbsKrCyt0dUnQTolhJoAuxWKlU6B9sJf1MD4WeKTLPHUK7qRxV5cygmUyuwGezRbcvv7Ho5mFznYMWKboJUbQk0IVYxDQtpeiuqSEzGiP7xiD5n6whbtfz3mCElw8G2DMao38qyXTq5KKbWaeenejmYUO1FN2EWA4k0IVYzHRqDI+0kX1zkMJghAM/38/f7vOyI5llcCpFIptHOSHI3WYdN59QdGtwStFNiOVCAl2IRW6wzk6s3kb5aBTztgF2KwW6nEYKJ4R0XamRrStd3NzqYmWZhVopugmx7EigC7EIKYrCnrEYLx+YmehW7TLwZwYNnskkVw5OM2DVETVoWFVu5c4ON9c2zxTdKqXoJsSyJYEuxCKSzZ9QdDsyzeHZopvVY+aeUgOuRI77ekKEb6hl3ZXVM0U3jxmPFN2EWPYk0IVYBGLpHO/1hni5M8ju0Sj9kycX3SJGDe+uKGHVZIq2yRR/ZtZTtcpDidskRTchBCCBLsSC8sdmJrq93jXJgYkYA2courlmi2533t6M7U8+RH8wSP37w1geaJMwF0IcI4EuxALon0zyameQdw5N0eWPMxw+faJbbYmRre0ubpktutXYDRTuaCAzMk3uk1Hy+wOoysyoDJoF+imEEIuJBLoQ80RRFPaOzRxd+nF/mJ5AkonpNNlTJrp1lFtmim5NpbR6LScV3XIPtZF9rpdCb4jMC4fQbCxDVW5ZoJ9ICLGYSKALcZFl8wU+H4zw0sHZolsgSfCUiW5atYpLa+3c3eHmsnoHK9xmPFb9aUU3basT3VXVZMZiZF4bQP8bq1G7TaBVz/ePJYRYZCTQhbhIYukc7x8O8fLBIHtGo/RNJomcYaLbNU2l3NXhZkO1nWa3iZKvm+im16B/uI3sO0MUhqbJvtaPttWJymWanx9KCLFoSaALMccCsQxv9EyyrfPri243rXByR7uL1RU2GlxGrHrtOU10015agWadF8WXIPPsIQwPt6EpNYI8tibEsiaBLsQcGThadOudosuX4Eg4dcai220rXdza6mJlmZnaUiNGnea8JrqprDr097WQ3z5OYSBC9r0jqOvsqOyGuf2BhBBLigS6EN+CoijsG4vxcmeQj/rDHPInGD9D0a29zHJsolurx0yVw/itJrrpbmkg/dP9FIJJMk91o7ujCY0EuhDLmgS6EBcgmy/wxdDxiW69wSTB+OlFt001du5e5eayOgcrPGa8Zyi6XQi124TujibynZPk9gbJfTmOusKCyqz71p9bCLE0SaALcR7imTzvH57i5QNBdo9F6QueXnQznVB021htp8ltovQiHF2qv6+FzBOd5PcFyTzTg+6qagl0IZYxCXQhzkEgluHNnkm2zU506588vejmPKnoZqXRZTrnotuF0NTY0d1YT2FwmtyHI+Q7gzODZvQyaEaI5UgCXYivMTiV5LXOIG8dmqLLNzPRLXVK0a2mxMjtbS5uaXPSXmahttSEcT6OLtWo0D/cSubFXgqHw2RePIxmnRdVmQyaEWI5kkAX4hSKorBvPMYrB2eKbj2BBOORk4tuMDvRrf3EopsBnWZ+B7xo293orqgiMx4n80ofhh92zAyamefvQwix8CTQhZg1U3Sb5uXZiW69gQSBsxTd7uxws6V+5ujSsjkqul0Qgwb9g61k3z9CYThK5o1BNC1OVE7jwnw/QogFI4Eulr14Js8Hh0O8fDDA7tEYh4OJMxbdrm4s4a4ODxurbTS7zZSa577odiG0V1ShWe1B8SXIPt2D4f4VaEoNXLSb90KIRUkCXSxbwXh2pujWGWT/RJyBySTxU4tuJi03rnByR7ub1RVWmlwmrIaLV3S7ECqbHv29LZDIobmkDJxGuPh38IUQi4wEulh2BqeSvNY1yds9k3T5ExwJpc5QdDNwW5ubW1qdtJdbqJuvotsF0t/RhGaNF7XXhMpjljwXYhmSQBfLgqIo7J+I8crBST7qC9ETSDB2hqJbe5mFO9rdXNdcSqvXTPUCFN0uhMptQuuWA1qEWM4k0EVRyxUUvhiK8PKBAF+cpeimUanYVGPjrlUeLp89urTMtoBFNyGEuAAS6KIoxTN5Pjwc4uXOILtHoxwOJggnTy+6XdVQwp0dbi6psdOyiIpuQghxviTQRVGZPFp06wqyfzxO/xmKbqWzRbetK92srZyZ6GZbZEU3IYQ4XxLooigMhVJs6wryVs8kXb4EQ6GZo0tPvENe7TBw20rXTNGtzEq98/yPLhVCiMVKAl0sWYqicGA8zqudQT7sD9HjTzB6hqLbSq+FOzpmi24eMzUlS6PoJoQQ50MCXSw5uYLCl0MRXj4Y5IuhCL2BBP4zFN0uqbFxV4eby+tLaPVI0U0IUdwk0MWSkcjk+aAvxCsHg+wajXI4mCSczJ5UdDNqZya6SdFNCLHcSKCLRW8ynuWtnkle755k33iMvskk8czJRbcSk5YbW2aOLl1TaaNJim5CiGVGAl0sWkeOFd2m6PTFz1h0q3IYuK1ttuhWbqVBim5CiGVKAl0sKoqicNAX59WDQT7sC9MdiDMaPnPRbWu7i+uanbR5zVSXGNBL0U0IsYxJoItF4WjR7dWDQT4/EuFQIIE/dnLRTT070W3m6NISVnjMlEvRTQghAAl0scCS2TwfHA7zSmeAXSNRes9SdLuqsYQ722eLbh4zTim6CSHESSTQxYKYimd589AUr3cF2Tceo38ySezUoptRy40rSmcnutlockvRTQghzkYCXcyrY0W3Q1N0+eIMTp2h6GY/YaKbFN2EEOKcSKCLeXFwIsarByf5sD9Etz/BSCRFNn9y0a3Va+aOlTMT3drKLNRI0U0IIc6ZBLq4aHIFhe1HIrzaGeTzwWl6Agn8scxpRbeN1TbubHezpcFBm9ciRTchhLgAEuhiziWzBT7sC/HKwQC7RqP0BpKEzlB0u7LBwZ0dHi6pttHiseCySNFNCCEulAS6mDNTiSxvH5pi22zRrS94etHNcVLRzUqz2yxFNyGEmAMS6OJbGw6l2NY9OTvRLcZgKEU6e3LRrdKu59Y2F7e0uugot9LgMmKSopsQQswZCXRxwQ5OxHmtK8gHh7+m6OYxs7XdxfXNTtq8FmpKpegmhBAXgwS6OC/5gsL2I9MzRbehCD3+BL6zFN3uaHdxRcPM0aUVdoMU3YQQ4iKSQBfnJJkt8FFfiFc7g+wciXIokDit6GY4WnSbnei2wmPGZdFJ0U0IIeaBBLr4WqFjRbeZo0sPBxNnLLrd0HJC0c1jxi5FNyGEmFcS6OKMRiIptnVNHju6dHAqSeqUoluF3cCtrU5ubXPRUW6hwWWSopsQQiwQCXRxkk5fnFc7g3zYF6Lbl2D4DEW3FR4TW1e6uX52olttqVGKbkIIscAk0AUAXwxF2NY9yY7h6bMU3WDD0Ylu9SW0eaXoJoQQi4kEugDgn78cI5TMnXZ0qUGr5sp6B1vb3WyqtdMqRTchhFiUJNAFAH2TyZP+t/2UoluLFN2EEGJRk0Bfps62wi636bmtzcXNrS5WVVhodJow6aXoJoQQi50E+jK1qtyCXquGdB6AFreJre0zRbeVUnQTQoglR6UoivLNv00UG180w8+3j3PQF6PVY2ZznYM2r5lKKboJIcSSJIG+jAViGULJHE6zDqdZji4VQoilTAJdCCGEKAJyk1QIIYQoAhLoQgghRBGQQBdCCCGKgAS6EEIIUQQk0IUQQogiIINlloBcOkEymSJT0GAwmTEbdcij4kIIIU4kgb7oFEj4DrF/zz46e/oZGvUxFY6TymbJK2o0Wh16o5kSTyVVNXU0dWxg45p6So0a2W4RQohlTAJ9EckEDvLha6/yzqd76D0yTmAyTGQ6TiqbO+kENJVai8FsxWYvodRTQe2KdVx5+z3cvqWJUoPMXRdCiOVIBsssCgVCB1/llz97hne+PEDfeIR0/txfFo2xhPLGVWy+7bv8+NHraS41oJFUF0KIZUVW6AtOId7zCv/0V//ES58dIpg8eTWuMdopKS2ltNSGUZUjFY8wFQgSThw/tzyfCjPa+TmvByeJ5nT86Y+vps6uly14IYRYRiTQF5gS6+SVn/6CVz47RCCRYyajtTiaNnHNdVezeV0TZQ4LJqMerapALpMmGZti9NBetn/0Lp/sGWU6k0chT9LfzUdP/jO1K5v4vevqsBsk0oUQYrmQQF9QBcY/eppnP+ohkJwNc5WZ+uu/x48fvYVNKxup9toxaFQn3xdXciQ2bWLzVVew6fl/4V+e+4rRWJYCCmnfHl596h1u3vgoaz1meYGFEGKZkOv9QsqN8PkbnzIYTjNzy1yFpf0ufuu3v8ut66ux6dRnLriptJhLK2ku9VJWaiU39f/l/3mrj0g6D2Twf/Umnx6+k9ZSM1Z5hYUQYlmQPdkFVAjtY0fnJKlsYeYXVA7Wbr2Xqzoqzx7mJ9Fiq9nAHY/cRFuJEe3sByixHnbuC5DO5C/idy+EEGIxkUBfQPnxAYams+Rm8xxNNWsuqcNm0J77o2cqHa41V7Oh1oJBM/trSoLBviPksrm5/6aFEEIsShLoC0iJhJnOFzia56j0GPRqVOf5yJnK0kRjpQHdsWfVCoSCkxTyha/9OCGEEMVD7rAuJL0eveqEwltuhM6DAdJtTiya83ivpbKz4YHf5483REnlZnrymqoN2M26Of+WhRBCLE4S6AtIW9NEvVXHoUlmSnHKJF89/SveWfkH3LnGi0l7rkt1LVWbtnL3ugLHHmHX6DEf24MXQghR7GTLfQGpvZu4Yq0bo/7oy5An1LmNn/7ff8HPXtvJcDR70pCZs1OhNZixWK1Yj/7HpEd1vnv3QgghliwZ/bqgcvg//Xv+9//9p3w+EiN79JXQWPA2rqB9zSY2b9nCFVsuYUWZGa0csSaEEOIsJNAXmJIc5cun/oY///tX6QomyZ3waqgNDjyV1dQ2rGDVhkvZfMUWLu2owqaXA1iEEEKcTAJ9wSlkQ/1sf/1JfvHz5/msP3T6wSwqPTZ3OVW19TS1r2fTlqu4estqqux6OYRFCCEEIIG+aOSioxza8yUfvv4Kr7+7nUOBxPHn049RoTU7Ka+upaFtHZdddyu33bCeKptOgl0IIZY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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1117.jpg" } ]
<image>Find R S.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1118.jpg" } ]
<image>Find the value of x. Round to the nearest tenth.
B
65,566
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1119.jpg" } ]
<image>Find the measure of \angle 5 if A B \perp B C.
B
65,567
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1120.jpg" } ]
<image>Find the value of x in the figure at the right.
C
65,568
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1121.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1122.jpg" } ]
<image>In rhombus L M P Q, m \angle Q L M = 2 x^ { 2 } - 10, m \angle Q P M = 8 x, and M P = 10. Find m \angle L Q P.
D
65,570
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1123.jpg" } ]
<image>Find the perimeter of the triangle. Round to the nearest tenth if necessary.
C
65,571
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1124.jpg" } ]
<image>Find T Y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1125.jpg" } ]
<image>In \odot P, P D = 10, P Q = 10, and Q E = 20, find A B.
D
65,573
null
D
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+ghNCpGvSVSREGlKzZk0uXLjA/PnzyZIlCwBHjhyhbNmyDB06lKdPn+o5Qti8eTPOzs4MGzZMm7RUrFiRo0ePsnnzZklahBA6JS0uQqRRwcHBDB8+nNWrV/PyY5onTx48PDzo3Llzqsdz7tw5hg4dyrFjx7TbChQowLRp06QWixAi1UjiIkQad+LECfr3759kpk6tWrVYuHAhpUqV0vn179y5w8iRI7W1WAAyZcqEu7s7w4YNk1osQohUJYmLEB8jPgyfA9vY8+81ws1yUcShHHUbV6WQpW56X+Pj41m8eDFjx47lyZMnAJiamtK/f38mTZqknZWUkiIiIpg5cyZz5szhxQvN4kbGxsZ069aNKVOmkDdv3hS/phBCvJcSQnyQ51dWqO4lzBWQ9Ja1guq9JkBF6vDawcHBqlu3bsrIyEh73Tx58qjff/89xa4RHx+vVqxYofLmzZvk+dWrV095enp+2slj76jdHiPUsDHL1KWIZB+k7uz2UCOGjVHLkn+QECKdksRFiA8Qe+cP1T5X4o+5cX5VqUkb1a55dVU0w8sf+Hyqy9YHKk7HcZw4cUKVK1cuSWJRo0YN5eXl9UnnPXjwoCpbtmyS8zo4OKjt27enTOAhm1TTjCiMa6k/Q5N9kNrUNKMCY1Ur+QcJIdIpmVUkRHIlPGafe382hAA27fjNP4h/d29m447j+N/czSBHgHus/mEaZ3S89FC1atU4e/YsCxcu1NZKOX78OOXLl2fQoEHa7qTk8vf3p2XLltSvXx9PT08AsmfPzvz58/H29k6hAnJx3Nq5lH8iP/CoWztZ+qEHCSHSL31nTkIYiri7v6v6GVCQQdVbdeu1VpWnR/ur/KDARnU/9DTV4goJCVHdu3dP0n2UO3du9euvv6qEhIR3Hvvo0SM1cOBAZWZmpj3W3NxcDRkyRD1+/Djlgoy8o06s7K8qvGyZSlaLS6S6c2Kl6l8hQ2Js0uIihJAWFyGS7ZnnNs5GA5ShY/18mLzyuHX5r2mVH+Ahh3f78SKV4rKxsWHlypWcPHmS8uXLA5qp1N26daNmzZpJZiO9FBsby9y5c7Gzs2PBggXExsYC0Lp1a65cucLcuXPJli3bJ0b2jKOu9SjrWBibzAWo3mMR56OTcdRRV+qVdaSwTWYKVO/BouQcJIT4bEjiIkSyxBBy1Y+nAFkLY5v51bQFyFiIsvk0d++eC0THvUWvcXFx4ezZsyxevFibdJw4cYIKFSowcOBAbbG4LVu24OzsjKurK2FhYQBUqFCBI0eOsGXLFuzs7FIoohiCLxzFy+8mobEfcFTwBY56+XHzQw4SQnw2JHERIlkSeBYaoblrbk3GN+QtGGckZ44MAMSG3CIsJvWi04ZgbEy/fv3w9/enZ8+eGBkZER8fz8KFCylatCiOjo60bduWwMBAAPLnz89vv/3G2bNnqVWrVgpHk41mf17nxo0b2pv3yvpkeN9Rzf7k+n+OueG9kvrvO0gI8dkw1XcAQhgGIzJkMtfcffaA8Dc2BsQSEZH4QEQoz+IA81QK7xU5c+Zk+fLl9O7dm969e+Pt7U1YWJi2hcXCwoKRI0cybNgwLC0tdRSFMZa5bCn0ny1hOS1f62J77SjLXNgmPQjL9x0khPhsSIuLEMmSgdxOhTWtBZG+/Hsz6vVdnvtxJCBBcz8umlg9l3aMiIhg165d2taV/4qOjiY4OJiYGD00CwkhxCeQxEWIZMpeuR2VzQCCWD7vIA8T/vtoNP5rprL+QeL/qoTXjk8tCQkJrFq1Cnt7eyZNmkRkpGYqcY0aNWjdujXGxsYopVi8eDH29vasXLlSW8pfCCHSOklchEgmkwJtGNUlDwAhv7WhYa+5bDl6ltN71/Hj4KZU77cP8iYOxjAxw1gPaw7+888/VKxYkR49enDv3j0A7O3t2bZtG8eOHWPLli2cPn2aSpUqAfDw4UN69uxJtWrVuHDhQuoHLIQQH0gSFyGSyzg7jTz+YFQFMyAGr1WutK1dmapNvmHo/EOElRrEj10SB2dYvGUAr44EBATQqlUr6taty8WLFwFNAbl58+Zx+fJlWrZsqd23UqVKnD59miVLlpA9e3YAbTLz/fffa8fBCCFEWiSJixAfwDh7baYe9WH71O7UL2lLDmsrshUoQ9NByzlzZAoloxMrvFrmwCoVEpewsDAGDx5MiRIl2LZtGwBmZmYMGjSIgIAABg0ahJmZ2evPw9iY7777Dn9/f/r06YOxsTEJCQn8/PPP2Nvbs2LFCuk+EkKkSZK4CPGhLIvRYtRKDnjfIvTpMx7f9mTnvJ5UyBZH6I3HAGTMX4hsOpyzFxsby7x587Czs2P+/PnaAnJffvklV65cYd68edrWlHfJkSMHS5cuTdJ9FBoaSq9evahatSrnz5/X3ZMQQoiPIImLECkl5j7e/ppaL/lKFySjji6zdetWSpQowZAhQ3j8WJMolStXjsOHD7N161aKFy/+wed82X30yy+/kCNHDgDOnDlD5cqV6devn/Y6Qgihb5K4CJFcL66warwbbm5jWOr5el3c+Ien2RsIkI0qdYtikcKXv3jxInXr1qV169YEBAQAkC9fPlatWsW5c+eoU6fOJ53f2NiY3r174+/vz3fffaftPlqyZAn29vYsW7aMhAT9zZYSQgiQxEWI5IsP5sji2cyePZW5f10j6Qo6MQRu+JnjsUDmOrQra51il7137x7dunWjYsWK/PPPPwBYWloyfvx4AgIC6NatG8bGKfdRzp49O0uWLOHff/+lcuXKADx69Ig+ffpolxUQQgh9kcRFiOTKVJJmlTVVZv1/nsamay9Tl3gen5hFr9FniQcK9RxOI5tP/2i9ePGCCRMmYG9vz2+//UZCQgJGRkZ8++23BAQEMGHCBB1WvdWsX3T69GmWLVtGzpw5ATh79iwuLi589913PHr0SGfXFkKIt5HERYjkMs7FF+N+wAng4Z90LmaLU5Xa1CpfjII1xnI8EnAYzKoxlcn0CZdRSvHrr79ib2/PxIkTiYjQjJupU6cO586d49dffyVfvnwp8ITez8jIiF69euHv70+/fv203Ue//PIL9vb2LF26VLqPhBCpShIXIT6AVZWJ7N89nib5AB7i++9Rjl28SQRg+8VYtu+bSd3sH/+xOnLkCBUrVqR79+7cvXsXgOLFi/PXX39x+PBhypcvnyLP40Nly5aNxYsXa1tcAB4/fkzfvn2pUqUK//77r17iEkJ8fiRxEeKDmJO/yQR2Bj3g6om/WbtkIb+s38mJq8EE7JpEi4Ift6piYGAgrVu3pk6dOtoKttmyZWPu3LlcuXKFVq1apeBz+Hjly5fn5MmTrFixAhsbGwDOnTuHi4sLvXv3JjQ0VM8RCiHSOyMlVaaE0JuwsDAmTZrEokWLtLVYzMzM6NevH+PHj09WLRZ9CQsLY+zYsSxZsoT4+HhAM7B3ypQp2llJQgiR0iRxEUIPYmNjWbx4MZMmTUpSI6Vly5Z4eHhgb2+vx+g+jKenJ/379+fkyZPabRUqVGDRokVUqVJFj5EJIdIj+ZNIiFS2bds2SpYsyeDBg5MUkDt06BDbtm0zqKQFoGzZshw/fpxVq1aRK1cuAM6fP0/VqlXp2bMnDx8+1HOEQoj0RBIXIVKJp6cn9erVo1WrVvj7+wOaAnIrV67k3Llz1K1bV88RfjwjIyO6deuGn58fAwcOxMTEBKUUK1euxMHBgUWLFsnsIyFEipCuIiF07P79+4waNYrff/9d++NtaWnJsGHDGD58OJkyfcrk6bTJy8uL/v37c+LECe22cuXKsWjRIqpWrarHyIQQhk4SFyF05MWLF3h4eODh4aGtxWJkZESXLl2YNm0a+fPn13OEuqWUYvXq1QwfPpzg4GAAbQG9WbNmaWclCSHEh5DERYgU9vIHe/To0dy5c0e7vXbt2syZM4cKFSro4Kpx3N0zj4UHn1Cs60h6lXpHRd2EF9z+dw97TvlwJ9yM/CXKU75yJcoWzoIuFrR+8uQJ48ePZ+HChdrZR1mzZmXy5Mn069cPExMTHVxVCJFuKSFEijly5IiqUKGCArQ3Ozs7tWXLFh1fOURtappRgbGq9WfoW/eKur5FubpkThKf5maq7NrNV2fD43UWoZeXl6pZs2aS65YpU0YdP35cZ9cUQqQ/MjhXiBQQGBhImzZtqF27NufPnwc0rQpz5szhypUrtG7dWqfXj7u1k6X/RL5zn4SHO+lbrQ1zTj8FLChaozltWzWgYhErII7ATYNo0Hk1N+N0E2Pp0qU5evQoq1evJk+ePIBmLEzNmjXp1q0bISEhurmwECJ90XfmJIQhCwsLU0OGDFHm5ubaVgRTU1M1cOBAFRr69paPlBOp7pxYqfpXyJB4/be1uEQp78nOifsUVt/tuK9iXz4U90Dtdy+nTEFBftXv2DOdR/3kyRM1ePBgZWpqqn3dsmTJoubPn6/i4uJ0fn0hhOGSxEWIjxAbG6vmz5+vcuTIkaTro0WLFsrX11fn1396ZKiqW8ZBFcpp9kqXz1sSl2hfNbOEZh+LhmvV/Vd7hML2qc45NI/bDj6tInT+DDS8vb1VrVq1kjyH0qVLq2PHjqVSBEIIQyNdRUJ8oO3bt1OyZEkGDRrEo0ePAE0RtoMHD7J9+3YcHBx0HkNM8AWOevlxMzQ2eQdE3uCCZs1G7L+oQs5XP/lWxahkq7l73+sW7+50SjklS5bkyJEjrFmzhrx58wJw6dIlatasSdeuXXnw4EEqRSKEMBSSuAiRTF5eXtSvX58vv/wSPz8/APLmzcuKFSs4f/489erVS7VYsjX7k+s3bnDj5c17JfUzvOOAhEieRAIYYZ0n8+uzh4wzYp24PmRcZBQ6GubyVt988w1+fn4MHToUU1NNdKtXr8bBwYF58+ZpZyMJIYQkLkK8x/379+nZsyfly5fn0KFDgKaA3NixYwkICKBHjx6pvqCgsWUubAsVotDLW/6cWL5rVnFGezq6uzFs2Bh6lHpDwbvYUG6Fa+5a5c3Ou3IgXbG2tmbOnDl4enpSu3ZtAJ4+fcqQIUMoV64cx44d00NUQoi0RhIXId4iMjKSyZMnY29vz8qVK0lISNAWkPPz82PSpEmGU/XWwplvJ87Cw2MSPUq+XuMl5sY+tmpWIcChnhNWqRzef5UoUYJ//vmHdevWkS9fPgC8vb2pVasWnTt35v79+3qMTgihb5K4CPEKlVhAzt7ennHjxvH8+XMAatasydmzZ/n9998pUKCAnqNMQTHXWDN0Ep4AGRsysGUhnRSi+1CdOnXC19cXV1dXbffR2rVrcXBwYO7cucTFpXaHlhAiLZDERYj/OHbsGJUrV6Zr167aqrfFihVj06ZNHD16VEdVb/Uo7h7bfmhCz11PASsazl1Mp4Jpp5KttbU1s2fPxsvLS7sI5bNnz3B1daVcuXIcOXJEzxEKIVKbJC5CAEFBQbRt25ZatWpx7tw5QFNAbvbs2Vy9epW2bdvqOUIdiLnN5n51aLU0ADDC4fv1/NbbDnN9x/UGzs7OHDp0iD/++EO7xtPly5epU6cOX3/9Nffu3dNzhEKI1CKJi/ishYeH4+rqirOzM1u2bAHA1NSUAQMGEBgYiKurK+bmafGn/BNFX2Ntr5q0Wx4AmFBi4HYOz29O3rTT2PJGHTp0wNfXFzc3N8zMzABYv349jo6OzJkzR7qPhPgMSOIiPktxcXEsWLAAOzs75s6dS0xMDADNmzfn8uXLLFiwgBw5cug5Sh2J8mNll5p0Xn0TyESN8Yc58mNz8qaFgS3JYGVlxaxZs7TT00HTfTRs2DDKlCnD4cOH9RyhEEKXJHERn52///6bUqVK8cMPP2gLyJUpU4YDBw6wY8eOVCkgpzcvfFjasSY9N94DctNq0Sl2T6hJjjTe0vImTk5OHDhwgA0bNmgHS1+9epV69erRsWNH7t69q+cIhRC6IImL+GxcunSJhg0b0qJFC3x9fQHIkycPy5cv58KFC9q/3tOt+Hts6lOfvtsegpE9vTac5s/vS+l16nNK+Oqrr/D19cXd3V3bffTnn3/i6OiIh4cHsbHJrC4shDAIkriIdO/Bgwf06tWLcuXKceDAAQAyZszImDFjCAgIoGfPnqleQC71JfBoz3D6rr0P5KLDuv38/FXhNDkQ92NkypSJGTNm4O3tTcOGDQF4/vw5w4cPp0yZMtrCgUIIw5fev63FZywyMpIpU6ZQvHhxVqxYoS0g17lzZ/z9/Zk8eTJWVobe3pBMCaH88/NfPAJyffsbi9sXTBO1WlKag4MD+/btY9OmTdjaahZf8vHxoX79+nTo0EE7xV0IYbgkcRHpjlKKNWvW4ODgwNixY7UF5GrUqMGZM2dYvXp1+ioglxwvfNlz7gVgQbkmThg/DSc8/C23Jy8w9JWB2rZti6+vLyNHjtTOCtuwYQOOjo7MnDlTuo+EMGCSuIh05fjx41SpUoUuXbpw+/ZtAIoWLcrGjRs5duwYlSpV0nOEevLiDn4PAaLY26kw2bJle/vN7nuOPtN3wJ/O0tKSadOm4e3tTePGjQGIiIhgxIgRlC5dWtttKIQwLJK4iHTh2rVrtGvXTluWHyBLlix4eHjg4+NDu3bt9ByhfsWE3eFxgr6j0A97e3v27NnD5s2bKViwIAC+vr40bNiQr776SpvgCiEMg5FSSuk7CCE+1pMnT5g8eTILFizQ1mIxNTXlu+++Y8KECeTMmVPPEYq05MWLF0ybNo3Zs2cTHR0NaAb2jh49Ov0WGxQinZHERRikuLg4lixZwsSJEwkNDdVub9asGbNnz8bR0VGP0Ym0LiAggB9++IE9e/Zot9nb27NgwQIaNWqkx8iEEO8jiYswODt37mTYsGHaWiwApUuXZs6cOTRo0ECPkQlDs3XrVgYPHszNmze129q0acOPP/6o7VYSQqQtMsZFGAxvb28aNWpE8+bNkxSQW7ZsGRcvXpSkRXywVq1a4ePjw5gxY8iQIQMAW7ZswcnJialTp2q7H4UQaYe0uIg0Lzg4mDFjxrBy5UoSEjQjTDNmzMjQoUMZMWLE51OLRehUYGAggwYNYteuXdptxYsX56effqJJkyZ6jEwI8V+SuKQDcXf3MG/hQZ4U68rIXqWw1HdAKSQqKoo5c+YwY8YMbS0WIyMjOnXqxIwZM7QFxt4vgbDTS5iz+Trxuery/ZCm2KbH6mufqYToMEIeRfL2SVNGmGa2IZdV8v7Rt2/fzqBBg7hx44Z2W6tWrZg3bx6FChX61HD1IIHn105z+MRFLgeFYVm4JOWq1KKaU/Z0WYRQfAaUMHghm5qqjKCMa/2pQvUdTApISEhQa9asUQULFlSA9la9enV15syZDz/hs1PKzS7xPLaD1ennKR+z0J8Ha2oq4/+8T950sx9/SUV9wDlfvHihxo0bpywsLLTnyJgxo5o8ebKKivqQM+lZZIBa/0MNleO11ySTqtBvtbr6PF7fEQrxwWSMi6GLu8XOpf8Qqe84UsiJEydwcXGhc+fO3Lp1C4AiRYqwYcMGjh8/TuXKlT/wjNH4/jKYHwNTPlaRFkTzMCj4Ha0tGsZGH3bWjBkzMnHiRK5cuULz5s0BzRISY8eOpWTJkkm6k9Ks+BB2D2lMp5+O8wiwKV2XL1t/QbXimYAIzv/chUZDDhP2mdb3EQZM35mT+HiRd06olf0rqAyJf0UZcovLtWvXVLt27ZL8VZglSxY1a9asT/oLN+7OWtUi83/+0pQWl3TmqTrQObsCVGG3sypCR1fZvn27KlKkSJL3Z8uWLdX169d1dMVP9+zkIGULCqxUvTnnVPjLxpW4YLW7XyHN8zCrqZbfjNNrnEJ8KGlxMTTPjuJaryyOhW3IXKA6PRadJ1rfMX2CJ0+e4ObmhpOTE5s2bQI0BeS+//57AgMDcXNz0872+GAJYRye4MaOp5mpXDdvCkYt0o4I7l0PA0ywLW2rs/FdLVq04OrVq0yYMAELCwtAMxbG2dmZSZMmERUVpaMrf6SEhxzwWMVtwKTyFJYOqECWl9/2JrmoN+h7SgDEerLzcjpY30F8ViRxMTQxwVw46oXfzVAMeZm4uLg4Fi1ahJ2dXZIqpk2bNuXSpUssWrTok6vevrj4Iz8sv4dF3alMrJs1BaIWaU50CIEPFZCH0kV1O7vMwsKC8ePHc/XqVVq2bAlouo/Gjx9PyZIl2blzp06v/0GeebH5yFPAjGp921DklYLA5oW+ZPyPM5gxYyLtX31QiDROEhdDk60Zf16/wY0bL2/erKz/kS0SerJz505Kly7NgAEDtFVvS5Uqxb59+9i5cydOTk6ffpGYIFYNnYkPJRg+twsFZfpE+hQVTOBDgHyUtc2YKpcsUqQI27Zt4++//6ZYsWIABAUF0bx5c1q2bMn169dTJY53ibpxhNOPAYrSsHIuTF7dwcKBrwa74+4+hI5O6WUeovhcSOJiaIwtyWVbiEKFXt7yk9Pyta+lNOny5cvaAnI+Pj4A5M6dm19++YWLFy/SsGHDFLpSPA92jGDs0Rjy9/mJwaUz8oFjM4WBSHhxl2thgE1J7DLHEHz5HzYv+5HZC1ay5cQNInQ48LRZs2ZcuXKFSZMmkTGjJmnasWMHzs7OTJw4Ua/dR5G3vLkPYFGUUnkN6w8bId5HEhehc8HBwfTp04eyZcuyf/9+QNPsPmrUKAICAujduzcmJimYfD05wZShmwjL/CUe42uTTd7l6VZMcBChANmtOTqgDPlK1aVdn6G4/dCTtjWKYFOuF7/5vtDZ9TNkyMDYsWO5evUqX375JaCpPzRhwgRKlCjBjh07dHbtt4vn6Z07RABkL0RO42COzOlOjcKZMTIywti6AOW/HMqqi2HE6yE6IT6ZvkcHi0/1WG1vYZkmZxVFRkaqqVOnKmtra+1MDCMjI9WpUyd18+ZNXV1VXZpcRhlhqqrM8Ums3RGtrk5zkllF6VD4ng4q639m+uQsWUs1btpAVbXP/P8ZQPm6qq33U2fmzK5du5SdnV2S2UfNmjVTQUFBqXJ9jSh1ebKj5vpFvlc/9kwaz/9vxVTvv+6q2FSMTIiUIH+LihSnlGLdunU4ODgwevRonj3TzFqoVq0ap06dYt26dTpbwC7uxlqGTvNC2Q1hXh9HpJE8PUsg4u51wgEoSPc/r3PH+wh7du7npN89ri5rQy6Ae78zdM55dNfu8n9ffPEFly9fZsqUKVhaasaO7Ny5kxIlSjB+/HgiI1Oj4lI8kc8S5xreXMvwFfeo0Hs26w95EeB9lM0/fU+ljABBLOs+kL/uS7uLMDD6zpzEp0pbLS4nTpxQVapUSfKXXZEiRdSff/6p+4vHh6jt3+RUkFN9syNE/b8mqLS4pE9xKvifn9TYESPVhOUX/l+n5KX4+2p900yaf/f8A9TJVP53v3HjhmrdunWSz0LhwoXV1q1bdXzlCHXGtZD2mjk6bVXBSV6beBV2zE0VT3y8wo8B0uoiDIq0uIgUcf36ddq3b0/16tU5c+YMAJkzZ2bmzJn4+PjQvn17ncfw/MxMhqwNxbLBDKY0sZEBXOmeCblqD2TS9GmM71nu/3VKXjLORe2OFTTr8dw9wfmQ1G1ZKFSoEFu2bGHPnj0UL14cgBs3btCqVSuaNWtGUFCQzq5tpC0VnItWfeqRK8lrY0xWl74MKKf5P6+tZwiV6rnCgMh3u/gkT58+Zfjw4Tg5ObFx40YATExM6NevH4GBgQwfPvzjC8h9iBg/lg2ZTxD56djDmTDvi1y8+PLmie/9xCb6mFACL13EKzBcBiame8ZY5S9MFgAeczNUP6UaGzduzOXLl5k6daq2+2jXrl2UKFGCsWPH6qD7yBhzC7PE+7lxLvCGaeKmOXCwzwpA3B0fHsSkcAhC6JAkLuKjxMfHs3jxYuzs7PDw8NAWkPviiy+4dOkSixcvxsbGJvUCirzNOf844C4rv65G+fLl/3OrQpsFNzT7Ba+hc7XylOuxN3FshEjPjC2zovnZTiAuQektDnNzc0aNGoWPjw9t27YFIDo6milTpuDk5MRff/2VglczI7NNpsT7Gclm+aaveVOscybuExtJjLS4CAMiiYv4YLt27aJ06dL079+fhw8fAlCyZEn27t3Lrl27cHZ2Tv2gjM3JmjsrVlZWb7xZ/KeQS4ZMVuTNYSG1XQxd/ENOr1/K4sVLWHcimLg37JIQEZa4AKkVuTKbvWGP1FWwYEE2bdrEvn37cHBwAODmzZu0adOGL774goCAgBS4iglZbPMlJmxxRMa8KWGLI+JRhOaulQ3WUqBRGBBJXESyXb58mcaNG9OsWTOuXr0KaArILV26FE9PTxo1aqS/4KxrscgnjGfPnr3h9ogLUxOr8doO5kjwM+7+9SXZ9RetSAmxd9gxti/9+/djyEqfN6yQHkeItzePACztKJEn7ZS2b9iwIZcuXWL69OlkyqRp+dizZw+lSpVi9OjRvHjxaXOgMtlVxhaAB3jfeUNXVHw4QYHhAGR2KEUaemmEeC9JXMR7hYSE8N1331G2bFn27dsHaArIjRgxgoCAAPr06ZOyBeSESA7zPNjn1bzvQs6f496r4zSi/dn0mycApuVbUS5z6ob3Pubm5owYMQIfHx+++uorQNN9NG3aNJycnNi8efNHnztDkcZ8YQtwj91/XSHilcfjbu9lrRdABiq3KUcae2mEeCdJXMRbRUVFMX36dOzs7Pjll1+Ij9cMZ+3YsSO+vr5Mnz4da2trPUcpPlvGNtTsUFGzDo/XZAbMO03Yy7Ea8Y84Nr0H4z0BstBiUDPyp9Hc2tbWlg0bNrB//34cHR0BuHXrFu3ataNx48b4+/t/+EkzlaVbd02X7c0fuzJofRDaBQgirrLiB3eOxwI2HXFtmuf1tYyESMv0PR9bfCrd1HFZt26dKlSoUJIaFFWrVlWnTp1KoSukJqnjkl7Fhx9Xbk7/f49a5HVSlWtUUEWs/78tc5OlKiBa35EmT0xMjJo5c6aysrLSxm9ubq5GjBihnj//sDdu/OPDarDD/1+HrEXLq5p1XJRD1pfb8qsum++p1KkpLETKSVOJS0xMjLp48aK+wzAwKZu4nDx5Urm4uLxWNOuPP/5IkWj1QxKX9Cz23h41rklBZfxaSXsL5fTNz+rCa5Xp0r47d+6o9u3bJ3k+tra2auPGjR90nth7u9WYJoWUyauvTebKqv/6QBWpo/hF2hYeHq58fX31HcZHM1JK6W+OYKLr16+zfPlyVq5cydSpU+nRo4e+Q/rs3LhxA3d3dzZs2KDdljlzZkaNGsXgwYNTpxaLEB8tgRfBAXhfusRlvwfEZy1EqZr1qVIok0H3hx88eJCBAwdqV1MHzcDeBQsWaGclvV88YX6nOHHRlxvBMVgXrkCDxlXIb6GbmEXaFxcXR6VKlciSJQt9+vShTZs2WFgY0BtCXxlTdHS02rhxo2rYsGGSroj4eMP768iQPXnyRA0fPlxlyJBB++9gYmKi+vbtq0JCQvQdnhCfvZiYGOXh4fFa95G7u/sHdx8J8dLJkye176fs2bOrwYMHqytXrug7rGRJ9cTF399fDR8+XNnY2CRpujQ2NpZuolQUFxenFi9e/Nq/Q5MmTdTly5f1HZ4Q4hV37txRHTt2TPJ5LVCgQOqsAybSpV69er22anj16tXVb7/9pl68eKHv8N4qVRKXqKgotW7dOlW3bt23LK+OGjhwYGqEIpRSu3fvViVKlEjy+pcoUULt3r1b36EJId7j0KFDytnZOcnnt379+srHx0ffoQkD8/DhQ5U9e/Y3/iZnzZpVDRgwQF26dEnfYb5GJ2Ncnj9/ztmzZzl9+jSnTp3i+PHjhIWFvXX/3Llz4+fnR5YsWVI6FPEfV65cwdXVlb1792q35cqVi4kTJ9K7d2+pxSKEgYiLi2P+/PlMnDiRZ8+eAWBmZsbgwYMZN24cVlZWeo5QGIrly5fTu3fvd+5TsmRJqlWrhouLCy4uLjg4OGBsrL/RY5+cuCQkJODv78/p06e1icrly5dJSEj+4hdNmjTRT5n4z8SLFy84efIk3t7evPznNjExoXz58lSuXFkG3gphoJ4/f87Ro0fx9fXVbrOysqJWrVramjBCvItSij/++IP79+8n+5gsWbJQpUoVbSJTpUoVsmdPvVrkH5W4PHnyhFWrVrF3717OnDnzztYUIYQQQqRvDg4OVK1alc6dO1O/fn2dXuujW1zi4+Px9fXl1KlT2taWq1evooOeJyGEEEKkMVZWVlSuXJmqVatqW15sbGx0ft0UHePy5MmTJGNbTp8+zePHj997XIsWLVJ4WffP1+nTpxk2bBinT5/WbitYsCDTp0+nQ4cOeoxMCJEaHjx4gJubG+vXr9duy5s3Lx4eHnTs2FGPkYm0KCgoiFKlShET8+piX69zdnbWdg+5uLjg7Oysn7GRuhz5m5CQoPz9/dXixYtVhQoV3jqjCFDbtm3TZSjp3o0bN1SHDh2SvKbW1tZq+vTpKjJS6mMK8bk5cuSIKlWqVJLvhDp16ki5A6GVkJCgvvjii7f+LltYWKiuXbuq3bt3q7CwMH2Hq5WqdVzOnz+v+vbtq6ytrV97gQoVKqQiIiJSM5x04cmTJ8rd3V1ZWFgkKSDXp08fFRwcrO/whBB6FBsbq+bNm6cyZ86s/X4wNTVVQ4YMUU+fPtV3eELPtmzZ8saEpVSpUmrBggXq8ePH+g7xjfRSOffZs2dq+fLlqkqVKklerNGjR+sjHIMUFxenlixZonLlypXkNWzUqJHy9vbWd3hCiDTk/v37qkuXLkm+K/LmzavWrFmj79CEnjx//lzZ2tpq3w+WlpaqR48e6tSpUyohIUHf4b2T3hdZ9PLyUgMGDFBZsmRRZmZmBr3wU2rZu3evKlmyZJIvIWdnZ7Vr1y59hyaESMOOHTumSpcuneS7o1atWmmyyJjQrREjRihAlS1bVi1evFiFh4frO6RkSxOLLIKm1sjGjRsJDQ3F1dU12cclvLjNv3v2cMrnDuFm+SlRvjyVK5WlcBZTHUarH1evXsXV1ZU9e/Zot9nY2DBx4kT69OnzwYOk4h778M/O/ZwNDCUue1FKla1E9aolsDFP6ciFEJ8i/kkQJ/bs44zffZ6b58G+ZHlq1K1MoUwfXgQsPj6eRYsWMW7cOJ48eQKAqakp/fv3Z9KkSWTOnDmlw095cc8JefiUuOT8ehmZYm2TC+v095Pw0cLCwhg7dizdunWjQoUKGBkZ6TukD6PvzOnjRanrW1yVS+Y3DCoytVPt5p9VBria/RuFhISovn37KhMTE+1zzJAhgxo+fLh68uTJR5zxmfL6uZOyN339tTNz+kbNPxGi4lL8WQghPtxzdXlZV1Uiwxu+5/I3UeN23VWxH3nmBw8eqG+//VYZGRlpz5knTx71+++/p+gz0IVIzzHK7h2TPZLeiqlRF2WCQnpioIlLvAr5u5vK+/KNaVFU1WjeVrVqUFEVsXr5Zs2imv9646M/1GlBVFSUmjFjRpKBdYBq3769un79+keeNU492PqNyv3yfNntVdUvWqvmdcqq/CaJ28xc1Axv+aALoV9x6v5fnf//Wc1sr6p/0Vq1qF1C5Xy5zayK8rgS9UlXOXHihCpbtmyS75gaNWooLy+vFHoeKS/Sc6yyT3biUlyN8/q010ikLYaZuER5q8nOiW/Kwt+pHff/n57EPdiv3MuZJv5F0k8de6bHOD/BH3/8oQoXLpzkA1ilShV18uTJTzvxf147q3pz1MX/vD6RvitUq2yaxzK3/kuFpJMWKyEMUtRlNaVE4ue/6EC1J/hlO2i8enxslCqR+L2Qr+8x9alfc3FxcWrBggUqa9asSWYn/vDDDwY19uG/Ii5OVGWNUZka/aKCovUdjUhJBpm4RPvOTPzQWqiGa++rV39fw/Z1VjlAga0afNqwplifPn1aVatWLUnCUrBgQbV27doUGekdGzRflQUFhZXb2Vdfmwh1dngRzXVzdlUHZbakEHoTf2eFcjHSfAeUX3g9afdt/F21qmbiH2glZynfFPphDg4OVt27d0/SfZQ7d27166+/pvmZJklEXFQTyxorrL9QK64bcru7eBP9Le/4CSJvXOAuAPZ8USUnrz4Jq2KVsAXgPl63IlM5uo9z69Ytvv76a6pWrcrJkycBsLa2ZurUqfj5+fH111+nyACqqNuXuAdgWoRKRSxfedSSgmXya17PsFuEvr+QohBCR+KeBvNUAVhTuEhWkgy9N7amsF02zf2nD3gSlzLXzJUrFytXruTEiROUK1cOgODgYLp160bNmjXx8vJKmQvp1As8Z3dnoqcpNab9ROfCMio3vTHIxCUh8gmRAEbW5Mn8+pvSOKM1mokxcURGpdAnWkeePXvGqFGjcHBwYP369SilMDExoXfv3gQEBDBq1CgsLCxS7HqmNlXo2PUbunzXDseMrz+eEB9PAkCmHFjroZKzEELDNHMurACI5UV0wiuPxhP5NFpz18qGN3wNfpKqVaty7tw5Fi1aRLZsmgTpxIkTVKhQgYEDB2pnI6VFL7zm0GOiJwlOw5nXww6ZJJkO6bvJ52NEXvlVjXMbpoaNXaG839ATFHVpQuLALSvV+u+wVI8vOeLi4tTSpUtV7ty5k3QLNWzYUI81FZ6pY/3yaWIpP1cFSAurEPoTeVGNKa75XsjWYbsK/W+f+PPTakhBzWNF3P5VuuwQDwkJUT179kzSfZQrVy61atWqtNd9FB2gFlQ3U5Bdddwe8towApE+GGTi8m7Rynf2yxHyFdSCoLT367tv377X1hBxcnJSO3fu1GNU8erxqamqWgYUZFWt192RKdFC6FWsurupqyoACmxUk8k71KV74So08Jha3sNeGYPCpq1afSN1vuNOnTqlypcvn+R7q2rVqurChQupcv33i1ehO7toZlyVmqy8ZSJRupXuEpfooBWqaWJtl4wNf1U309Cv79WrV19b0MrGxkYtWrRIxcbqI8GKUn6/DVIdvmysqjrkVKagMC2mWs08qR7LnypCpAFR6sbfU1X3ukWUWZIpvllV2TYj1Xqf1J18EB8fr37++WeVPXv2JLOP+vfvr/9F+KKuqOllNC3tzf98fdKGSD8McozL28Td28YPTXqy6ylg1ZC5iztRMA2M0wgNDeX777+ndOnS7N69G4AMGTLg5uZGQEAA33//Paam+hhAFkvIyQ38uW0vp/xCiQPy1G1F82qF+YiCnEKIlJYQy/NH97l56wGxSR4I5/Z1Xy5dukdUKoZjbGxM37598fPzo1evXhgZGWkr8drb27Ny5UqUnoqxPzn5I/O9AJt2DG6UxzAHcIrk0XfmlFKib21SvRL7gzFyUN/vuKf3ro6oqCg1c+ZMlSVLliStLF999ZW6du2anqNTSqlodeOvyeqH3t+qji2rKluzlzHmUW2X+yopQSeEHsU/VkdGlNe0tBg7qM4z16tDnj7K89AfyqOrozIBBblU6+UBSl+9ImfOnFEVK1ZM8v3m4uKizp8/n7qBxN1VaxplVIAq5HpGp2N+hP6li8QlKmiN6lIo8YNjUkIN3HFP7xVzN2zYoIoWLZrkA125cmV14sQJPUf2dvFPvdXydomrTZvVUIvT4PggIT4Xz88MU0VBQW7VbUfwK3VcQtSunnk1n9UsbdRWPVaLjI+PV0uWLEnSfWRsbKz69eunHj9+nCoxxF77WVU1SaxP9a+kLemdwScukb4r1Ff5EpODTDXU+KOhem1pOXPmjKpevbrOCsjpWtyNpapaYun/Sj/f0HurlRCfp2fq2HeJiUkRd3XuDc2fkRdHqWKJy5u02xWW6hG+KjQ0VPXp00cZGxtrv/ty5sypli1bpuPvvv9MyCjkqs5I3pLuGXQ34AufpXSs2ZON94DcrVh0ajcTauZAH8Nabt++zTfffIOLiwsnTpwAwMrKiilTpuDr65tiBeR0zSR3ZeoW0dy/63UbwyjfJ0Q6k/AEvwv3ATArUoHCbyjlZGFbniJmAE+4duMJ8aka4Oty5MjB0qVLOXPmDJUqVQI04/t69+5N1apVOX/+vG4uHHeL3Ws9AbCp1wynV+tqinTHYBOX+Hub6FO/L9segpF9Lzac/pPvS1mlehzPnz9n9OjRODg4sG7dOpRSGBsb06tXLwIDAxk9ejQZM76h0ptehLHjSyuMjIywbrOT8DftYpqZXC9fRiMj0n6qJUQ6pGKITKydaWRq+ubPoZERL/8WMjZ7yz56ULFiRU6fPs0vv/xCjhw5ADhz5gyVK1emb9++PH78OEWvF3/3IH94AVhSqXlJrFP07CItMszEJeERe4b3Ze19IFcH1u3/ma8Kp259xISEBJYtW4adnR3Tpk0jMlLTNtGgQQMuXrzIsmXLyJ07d6rG9H6mZMqmSaKiw5/xxor+8c95FKG5m8U2O2apFpsQQsvEilxZNZ++mAc3ePyGAuAxD4O4HwNghW2eTGnqy9zY2JjevXvj7+/Pd999h7GxMQkJCSxduhR7e3t++eUXEhJerQb8cR6d2YxnAoADTcplT5FzirQtLb3Xky0h9B9+/usRkItvf1tM+4KpO5X4wIEDlCtXjj59+hAcHAyAk5MTf//9N/v376d06dKpGk/yZaRwhYIAxHpt59wb/vCJ8t/GlgCAHFSsnE/KZQuhF5lxrp3YZ3t1I/tuvZq5xHFr7wauABg5Ut859VubkyN79uwsWbKEf//9lypVqgDw6NEjvvvuO1xcXDh79uwnXuE5PvsuEQ2QuwJlbNJA/Quhe/oeZPMxnh3ppXKDwqKxWn8jTIWFvf0WHpFyw0t9fHxU06ZNkwy8zZkzp1q4cKGeCsh9uGifWapcYuyFvl2j/P4zkC36zk41vFIGzXPL10cdkdWhhdCbqCvTVOnEz6pFldHqUMjL77I49ej4ZFUrk+axDHWWKUNYADkhIUEtX75c5cyZM8nso969e6vQ0NCPO2m0j5rhnPh97LJC3ZWqc58Fg0xcgtfW1JS7TsYt57eH1Kf+/j58+FD1799fmZqaas9rbm6uhg0bpsLDw1PkOaWa+MfqQL8iSSpwFi5XQ9UoX0xlM3q5La/6ZpP+6+AI8VmLD1PH3Jz+81nNrAqWqa6qlS6gMr7cZlZFTb1oWNNoHj9+rPr165dk9lH27NnVkiVLVHz8B2YeYX+r1taac+TocuCTv+uFYTDAxCVa+c4skayk5VMTl+joaOXh4aGyZs2a5Jzt2rVTQUFBKfqsUlVUkNowqLrK/qbXLFctNeTPQCk+J0RaEHtf7Z/QTBU2ef2zalyopZp+JMRg/8A4f/68cnFxSfKcKlasqM6cOZPsc0T7eaiSicc6TPLWWyE+kbqMlNJTfeY0btOmTbi7u3Pt2jXttkqVKvHjjz9SvXp1PUaWcmIeXeHYwTP43Qsn1iIHts5VqVfNnqz6WH1ACPFWCdGPuO7tyUWvq9yLzUyBEjVoWK0Y1gY+pEMpxa+//oq7uzsPHz4EwMjIiB49ejBjxgxy5syp5whFWiSJyyvOnj3L0KFDOX78uHabra0t06dPN5haLEIIYUjCw8MZM2YMS5YsIT5eU5EmW7ZsTJ06VTsrSYiXJHFJdPv2bUaOHKmtxQKaAnIjRoxg6NChaagWixBCpE+enp7079+fkydPardVqFCBhQsX4uLiosfIRFry2Scuz58/Z8aMGcydO1dbi8XY2Jju3bszZcoU8uTJo+cIhRDi86GU4rfffsPd3Z2QkBBA033UvXt3ZsyYgY2NjZ4jFPr22SYuCQkJrFy5krFjx/LgwQPt9vr16zN37tw0XItFCCHSv/DwcMaNG8fixYuTdB9NnjyZfv36SffRZ+yzTFwOHjzI0KFDuXTpknabo6MjHh4eNG/eXI+RCSGE+C8vLy8GDBiQZNxhuXLlWLRoEVWrVtVjZEJfPquU1c/PjxYtWtCgQQNt0pIjRw4WLFiAt7e3JC1CCJHGlClThmPHjvHbb79pl1G5ePEi1atXp3v37truJPH5+CwSl0ePHjFw4EBKlizJ33//DYC5uTmurq4EBgYyYMAATE1lDrAQQqRVXbt2xc/Pj0GDBmFiYqKdSu3g4MDChQu13Uki/UvXXUUxMTEsWLCAKVOmEB4ert3etm1bZs2aRdGiRfUXnBBCiI9y6dIlBgwYwLFjx7TbypQpw6JFi9JNnS3xduk2cdm8eTPu7u4EBQVpt1WqVIm5c+dSo0YNPUYmhBAiJaxZswY3NzftBAsjIyO6dOmCh4cHuXLl0nN0QlfSXVfRuXPnqFWrFu3atdMmLba2tqxevZozZ85I0iKEEOlE586d8fPzY/DgwZiamqKU4vfff8fe3p6ffvpJuo/SqXTT4nLnzh1GjhzJ2rVrkxSQc3d3x9XVVQrICSFEOnb58mX69+/P0aNHtdtKly7NwoULqVmzph4jEynN4BOXiIgIZsyYwZw5c5IUkOvWrRtTpkwhb968eo5QCCFEalm3bh3Dhg3j/v372m2dO3fGw8NDCoqmEwabuCQkJLBq1SrGjh2b5A1ar1495s6dS5kyZfQYnRBCCH159uwZEyZM4KeffiIuLg6AzJkzM3HiRJlFmg4YZOJy6NAhhg4dipeXl3abg4MDHh4etGjRQo+RCSGESCuuXLnCgAED+Oeff7TbSpUqxaJFi6T7yIAZ1OBcf39/WrZsSf369bVJS44cOfjpp5+4fPmyJC1CCCG0SpQoweHDh1m3bh358uUDwNvbm1q1atG5c+ckrfXvsmfPHp48eaLLUMUH0EviopRK9hsG4PHjx/zwww+ULFmSHTt2AJoCckOHDiUwMJCBAwdK058QQog36tSpE76+vgwbNgwzMzMA1q5di4ODA3PnztV2J73NhQsX6NmzJwbYQZEu6SVxmTp1Knv37n3vfjExMcydOxc7OzsWLFhAbGwsAG3atOHq1avMmTOHrFmz6jhaIYQQhs7a2hoPDw+8vLyoV68eoBkL4+rqStmyZTly5MhbjzU2Nmbz5s3Mnz8/tcIV75DqicuOHTsYO3YsFhYW79xvy5YtlChRAldXV8LCwgCoWLEiR48eZfPmzRQrViw1whVCCJGOODk5cfDgQf744w/y588PaMbC1KlTh6+//pp79+69dszLlajd3Nw4efJkqsYrXpeqiYuPjw/ffPMNwFsTl/Pnz1O7dm3atm1LYGAgAAUKFOD333/n33//lQFVQgghPlmHDh3w9fVl+PDh2u6j9evX4+joyJw5c5J0HxkZGQEQFxdHhw4dePjwoV5iFhqplriEh4fz5Zdf8uzZM+D1xOXu3bt07dqVSpUqaQsIZcqUiYkTJ+Ln50eXLl20bx4hhBDiU1lZWTFz5kwuXbpE/fr1AU330bBhwyhTpgyHDx8G/t/iAppip507d5aqvHqUKolLfHw8X3/9NQEBAdptLxOXiIgIxo0bh729PatXr0YphbGxMd27dycgIIBx48ZhaWmZGmEKIYT4DDk6OnLgwAE2bNhAgQIFALh69Sr16tWjY8eOPH36NMn++/btY8qUKfoIVZBKdVxGjRrF9OnTk2w7fvw4/v7+jB49OskMo7p16zJ37lzKli2r67CEEEKIJCIiIpgyZQpz584lJiYG0MxifXn/JSMjI/bs2UOjRo30EeZnTeeJy4YNG+jQocNr2x0cHPDz89P+v729PR4eHrRs2VKX4QghhBDv5efnx8CBA9m/f/9b98mRIwcXL17E1tY2FSMTOu0q8vLyonv37m987GXSkj17dubPn8/ly5claRFCCJEmFC5cmObNm5M5c+a37vPo0SM6dOjwWmuM0C2dtbiEhoZSsWJFbt68+dZ9GjRowPr168mZM6cuQhBCCCE+SHx8PGvWrGH8+PHv/P36r9atW7N+/XoyZMig4+gE6KjF5eHDhzRr1uy9/+gHDhygXr167Nu3TxdhCCGEEMmilGLr1q2ULl2abt26JTtpAfjrr79o0aIFEREROoxQvJTiicu1a9eoXr06//77b7L29/b2pnHjxjRt2pSrV6+mdDhCCCHEex0/fpz169djbGysrevyIfbv30+jRo0IDw9P+eBEEinaVXThwgWaNm1KcHDwRx1vYmJC79698fDwwMrKKqXCEkIIIZItLi6Oa9eucfXqVe3Nx8cHHx8fIiMj33ls2bJl2bt3L7ly5UqlaD8/KZa47Nu3j7Zt2/L8+fNk7W9paUnRokUpVqwYxYoVS3K/WLFiSQr+CCGEEPqWkJDAzZs38fHxwdPTk23btr2xd8HBwYH9+/fLbCMdSZHEZfXq1fTo0eONK2wWKVKEatWqJUlKihUrRu7cuaUSrhBCCIN248YNNm3axIYNGzh79qx2e6FChThw4AB2dnZ6jC59+qTERSnFrFmzGDFiRJLtLi4utGzZkpYtW+Ls7CwJihBCiHTv+vXrbNy4kY0bN3Lu3Dny5MnD/v37KVmypL5DS1c+OnGJj49nyJAhLFiwAAsLCxo2bEiLFi1o0aIFefLkSek4hRBCCINx7do1Nm7cyKFDh5gyZQqVKlXSd0jpxkclLlFRUQwbNoyoqChatmxJgwYNZD0hIYQQ4g1CQkJksG4K+qjE5dmzZ1haWmJiYqKLmIQQQggh3ihVFlkUQgghhEgJMudYCCGEEAZDEhchhBBCGAxJXIQQQghhMCRxEUIIIYTBkMRFCCGEEAZDEhchhBBCGAxJXIQQQghhMCRxEUIIIYTBkMRFCCGEEAZDEhchhBBCGAxJXIQQQghhMCRxEUIIIYTBkMRFCCGEEAZDEhchhBBCGAxJXIQQQghhMCRxEUIIIYTBkMRFCCGEEAbjfxfNZ8tgbbsJAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1126.jpg" } ]
<image>Which of the following angle pairs are alternate exterior angles?
C
65,574
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1127.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1128.jpg" } ]
<image>In \odot Z, \angle W Z X \cong \angle X Z Y, m \angle V Z U = 4 x, m \angle U Z Y = 2 x + 24, and V Y and W U are diameters. Find m \widehat X Y.
C
65,576
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1129.jpg" } ]
<image>The diameters of \odot A, \odot B, and \odot C are 10 inches, 20 inches, and 14 inches, respectively. Find X B.
A
65,577
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1130.jpg" } ]
<image>Find D E if A B = 6, A F = 8, B C = x, C D = y, D E = 2 y - 3, and F E = x + \frac { 10 } { 3 }.
D
65,578
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1131.jpg" } ]
<image>Find m \angle A.
A
65,579
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1132.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1133.jpg" } ]
<image>Find the variable of a to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
65,581
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1134.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
65,582
null
C
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2TusKs0INXX/cdwMjVoYgNZMNXYmIyhKdDyUAcHd2RIi/L+o4VRDWDl19gq4Lg/AgNkW8woiISK30IpQAoFZFSxyd7QWfltWEtcinyXBfEIjjt56KWBkREamL3oQSAFiYGGL9x26Y3aeZ0NA1Mz0Xg34+jl8O3wRPMxER6Te9CiUAMJBIMLtnM6yf5A5j4/yGrkqlEnN3XcakP0+woSsRkR7Tu1B6ybdFNRz180aVihbC2l9nHsJ78UFEJ6aLWBkREb0vvQ0lAGhYpQJC/H3g0qiysHbj4Qu4zTuAsxFxIlZGRETvQ69DCQBszI2x65Ou+NizobCWnJKNPj8ewYYT90SsjIiI3pXehxKQ39D1h4Ft8OvYjpDJpAAAhSIPn288i1nbziGXDV2JiPRCmQillwZ3qIPAWd1hZ2MqrK07Ho6+y44gITVTxMqIiKgkylQoAUDLmvYI9fdFy7r2wtq5u3FwCwjE9ccvRKyMiIjepsyFEgA4WJti34zuGOZSR1iLe54Br4WHsOfCQ/EKIyKiYpXJUAIAY5kUP4/siPlD20Aqzf/HzMmRY8KaE/ju78tQ5PFOWyIiXVNmQ+ml8R4N8ddnXWFhaSSsLQu8iaErgpGSkSNiZURE9L/KfCgBgEuDygj190X9ajbC2rHr0fBYEIT7z5JFrIyIiAorF6EEANXtLHB4lhd6ta4urEU9S4FHQCAOX38iYmVERPRSuQklADA3lmHdBDd81a+50NA1K0uOYb+GYFnQDTZ0JSISWbkKJQCQSIDPfZpi0xR3GJuoGrp+t+cKxv8RhoxsucgVEhGVX+UulF7yalYNx/18UM3BUlj75/wj9Fh8CE9esKErEZEYym0oAUB9R2sE+/nAvbGjsHYn6gVc5x3A6XuxIlZGRFQ+letQAgBrMyPsmNoFU72chbXU1Gz0W3oU60LDRazs/WVkZODixYvYtWsXwsLCkJLy6sh4uVyO8+fPY/fu3di/fz+ePXsmUqVERK+SiV2ALpBKDfDfD1qjaVVbfLrhDHJzFVAo8jBr8zlce/wCC4a0hZFUKnaZb/TP339jzpw5MJBIsGnLFoSHh+PbuXMRFx8vvMbBwQEbNm5EkyZNcPnyZUz/bBru348QnpfJZFiwYAGGDB0qxj8CEZGg3H9TKmxAu1oImtUDFW3NhLWNoffRe+kRxCXrZkPXGzduICEhAXHx8VizejU+mTr1lUACgNjYWPj5+eHkyZMYPHDgK4EE5H9zmj17Nh49eqTN0omIXsNQ+h/Na9gh1N8HbepVFNYu3ouH2/xAXHn0XMTK3uzWrVvC4507dwIAKlWsiG7dusHYWNXF4vKlSxg0cCDSMzJgYmICVzc32NraCs8rFAocOXxYe4UTEb0BQ+kNKlqZ4t8ZnhjlXk9YS3iRAZ9Fh7Dr3AMRK3vd9evXX9keO3Yswk6exIaNG3Hq9BkYGhq+8nzbtm1x9uxZbNu2DecvXICLq6vwXNTjx1qpmYioKAylIhhJpVgyrD0WD28nNHTNzVVg0h+nMOevi1DowODAuLg4PH+u+vbm6+uL777/HhYWFgCAypUro1mzZsLzTk5O2LR5M+wr5n8LNDExQY/u3YXnJVqqm4ioKAyltxjjVh//zPCElZWxsLbi0G0M/PU4kjKyRawMuH//vvDY0tISCxctgkTyarTk5uYKj/8zd64QWC9ZWKru03JwcNBQpUREJcNQKoEO9Soh1N8XDaurzsGE3oyBx/wg3I0Rr6Fr+N27wmNvb2/Y2Ni88rxcLsfdu3cAAOZmZujWrdtr7/E0Olp4XKNmTc0USkRUQgylEqpqa47Ds7zQr10NYe1JbCq6zg9E0DVxzsXcuXNHeNzDy+u156OiopCdnT+ew83dHSYmJsW+R926dTVQJRFRyTGU3oGpkRRrxrlizgcthMNk2VlyjFwRgh8DryNPyx1dbxa68s7FxeW15+/fuyc8bty48Rvf4+WFEjKZDLVq1VJzhURE74ah9I4kEmCaVxNs/cQdJqb5V7YplUDA31cxdk0Y0rXU0FWhUODWzZsAgNq1a8PKyuq114SHqzpS1G/Q4LXn09LShHuTnJ2dX7tSj4hI2xhK78mzSVWE+HujhqMqDPZfjILnwiA8SkjV+OdHRUUhKysLANC0adM3vuZ2oUNz9erVe+35whdKNGrUSM0VEhG9O4ZSKdRxsMbx2d7o2tRJWLv3JAluAYEIu6PZfnKFD801aNjwja95+U2qqENz9wq9R0Nn59eeJyLSNoZSKVmZGWHrFA9M91Wds0lPy8GHy45i9bE7xexZOncLXXnXoH79157PyMgQgquoQ3OFr9570zcpIiJtYyipgdRAgm/6tsTvE11gZJTf4zYvT4mvtl/ApxtOI1uuUPtnFj40V/cNgRIZGSlceFHURQ6FWxTV45V3RKQDGEpq1K91TRya3QMO9ubC2taTEei55BCeJam3oevNGzcAAMbGRqj5hvuL7hW6yKGow3svr7yzsLBAFSenN76GiEibGEpq1qSaLUL8fNC+QSVh7UrEc7gGHMClhwlq+YyMjAxEFFyk4OzcCDLZ6xNIXrny7g2H9wq3KGrSpAkMDPijQETi428iDbC3NMHfn3liXBdVGCQmZcJ30SFsOx1RzJ4lExERIRyaa1TEobnbb7kpNqLQ+ApnXuRARDqCoaQhhlIDLBzSDktHdhAausrlefjkz9P4asd5yEvR0DXm6VPhsXMRh+YePXwIIL8nntMbDs1FP1W1Fyrq8B4RkbZJlEr1tCG4E5MEl7n7AABGRjI8XT5EHW9bJpyLiMOw30KRlJwlrHV2rox1E1xha25czJ5EROULvylpQbs6+Q1dm9RUNXQ9efsZPAICcTs6SbzCiIh0DENJS6rYmCFophcGdFDdxPo0Pg2eC4Kw/3KUiJUREekOhpIWmRhKsXJMZ/x3QCtVQ9dsOcb8FooF+65qvaErEZGuYShpmUQCTO3eCDs/6wIzc1VD10V7r2PUb6FIzcx9yzsQEZVdDCWReDhXQbCfD2o7WQtrQZcfo9uiIETGa76hKxGRLmIoiah2JSscneUNrxZVhbUH0clwDziA4NsxIlZGRCQOhpLILE0NsXGSO2b2aoqC00zISM/FoJ+PYcWRW+BpJiIqTxhKOsBAIoFf7+ZYN9HtlYauc3ZewpT1J5GVq/6GrkREuoihpEN6taqOo37ecKxoIaztPB0Jnx8P4mlihoiVERFpB0NJxzg7VUCIvw86OTsIa9cjX8At4ADOP4gTsTIiIs1jKOkgW3Nj7P60GyZ2ayCsJSVnodfiI9h08n4xexIR6TeGko6SSQ0wb1BbLB/dATJZ/r8mhSIP0zecwZfbzyO3FA1diYh0FUNJxw3tVBf7Z3aHTQVTYe2PY3fRb9kRJKRmFbMnEZH+YSjpgda1KiLM3xfNa9sJa2fvxsF9fiBuPH4hYmVEROrFUNITlSuYYv/nPTCkc21hLTYhHT0WHsI/Fx+JWBkRkfowlPSIiaEUv4zqhHmD28DAIP9O25wcOT5aHYbv/7kMRR7vtCUi/cZQ0kMTuzbEX591g7mFkbD204GbGL4yGCls6EpEeoyhpKdcG1ZGqL8P6latIKwduRaNrgsCERGbLF5hRESlwFDSYzXsLXF0tjd6tq4urD2MSYF7QBCO3owWsTIiovfDUNJz5sYyrJvgCr++zYSGrlmZuRiyPBg/H7zBhq5EpFcYSmWAgUSCmb7NsGGyO4xN8hu6KpVKfLv7CiauDUNmDhu6EpF+YCiVIT7Nq+GYnw+qOlgKa3vOPYLX4oOITkwXsTIiopJhKJUxDRytEeznDbfGjsLarUcv4DrvAM7cY0NXItJtDKUyqIKZMXZO7YIpPZyFtZSUbPRdegTrw8JFrIyIqHgMpTJKKjXAtx+2xspxnSCTSQHkN3T9YtM5fLHlLHIUPM9ERLqHoVTGDWxfG0GzusPe1kxYWx9yD32WHkF8SqaIlRERvY6hVA60qGmPUD8ftKprL6xduBcPt4BAXH30XMTKiIhexVAqJypZm2Lf590xwrWusBb/IgPeiw7hr/ORIlZGRKTCUCpHjKRS/DSiAxYOawupNP9ffW6uAh//fhJzd1+CgoMDiUhkDKVyaJx7A+yZ3g2WlsbC2i8Hb2HwimAkZ+SIWBkRlXcMpXKqU30HhPr7oEF1G2Et+MZTeMwPRHgMG7oSkTgYSuVYNTsLHJ7phT5tVA1dH8emouv8QBy89ljEyoiovGIolXNmxjL8Md4N3/RvAUlBR9esLDlGrAjB0iA2dCUi7WIoESQSYLp3E2yZ6g4ToaEr8MOeKxj3eygysuUiV0hE5QVDiQTdm1bFcX8fVK9sJaztvRAFz0UHEfU8TcTKiKi8YCjRK+pVtkbwl97o0rSKsBb+OBFuAQdwMjxWxMqIqDxgKNFrrMyMsG1KF0zzaSSspaXm4IOfjuL34DsiVkZEZR1Did5IaiDBnH6tsGaCC4yM8s8zKRR58Nt6AdM2nka2nA1diUj9GEpUrP5taiJoVg9UslM1dN1yIgK9lh5GbDIbuhKRejGU6K2aVbdFqL8P2tavKKxdvp8At4ADuPwwQcTKiKisYShRidhbmuLf6d0xxqOesPY8MRM+iw5jx5kIESsjorKEoUQlZig1wOKh7fHjyPZCQ1e5XIEp607jm10X2NCViEqNoUTvbLRLPfzzuSesrVQNXVcdvoMPfzmGxPRsESsjIn3HUKL30qFuJYR+5YvGNW2FtRO3nsFjfiDuPE0SrzAi0msMJXpvTjbmCPrCCx+0rymsRcelodv8IAReYUNXInp3DCUqFVMjKX4b64K5A1oKDV2zs+UYtSoEC/dfQx47uhLRO2AoUalJJMAn3Rtjx7QuMDU3BJDf0HXhv9cw+rdQpGXlilwhEekLhhKpTZdGVRDypQ9qVbEW1gIvP0a3hQfxMD5VxMqISF8wlEitajtY4ehsb3Rv7iSsRUQnwX1+IEJux4hYGRHpA4YSqZ2VqSE2TfLA5z2boOA0E9LTcjDw52NYdfS2uMURkU5jKJFGSA0k+KpPC6yd6Co0dM3LU+KbHRcxZf1JZOWyoSsRvY6hRBrVu1UNHP7SC5XtzYW1Haci4bvkEGISM0SsjIh0EUOJNK5xVRuE+Pugo7ODsHbtwXO4zT+AC5HxIlZGRLqGoURaYWdhgj2fdsP4rg2EtcSkLPRafBhbTt0XsTIi0iUMJdIamdQA8we3xc+jO0Ame9nQNQ/T1p+B//bzkLOhK1G5x1AirRvWqS72zewOmwomwtqaY3fRf/lRPE/LErEyIhIbQ4lE0aZWRYT6+aJZbTth7fTtWLgHBOJWdKKIlRGRmBhKJBpHGzMc+LwHBnWqJaw9S0iH5/yD2HvpkYiVEZFYGEokKhNDKVaM7ozvB7WGgUH+nbY5OXKMWx2Gef9egSKPDV2JyhOGEumESd2csXNaV5gVaui6ZP8NjFwVgpRMNnQlKi8YSqQz3J0dEervizpOFYS1Q1efoMuCQNx8wvNMROUBQ4l0Ss2Kljg62ws+LasJa49iUuDx3X5sOsn7mYjKOoYS6RwLE0Os/9gNoz3qCWtKADM2nMHyoBvg3ECisouhRDopKSMHQZdeHamuBPDfPVcwcVUIG7oSlVEMJdI5ckUeRv16DLEp+TfSSgBYmxoKz++58hjdv9uH6MR0kSokIk1hKJHO+WbHeZyJeC5s/7dfC1z4oR861VLdaHs7NhWd/7MXZyPixCiRiDSEoUQ6Zcup+/g9+J6w/WGzqpji0wQ25sbYM8sLH7urzjOlZcvRZ9FhrA8NF6NUItIAhhLpjAuR8Zix4ayw3aiiBZZNdBW2pVID/DCsPVaM6QBZwUhbhVKJLzafw+frTyGXDV2J9B5DiXRCTGIGBi87BkXBpXVWRjJs/6IHTAylr712UMe6CPTzQgUTmbC24dQD9F4QhITUTK3VTETqx1Ai0WXlKjD056NILujcIAWw4/NucLQxK3KfljXtcfLbvmjuaC2sXXj0Ap3n7sX1xy80XTIRaQhDiUQ3/c+TuPE0Wdj+cUQ7tKlV8a37OVib4sA3vhjSprqw9jwtB93nBWLPhYeaKJWINIyhRKJadeQWdl2IErbHdaqNEa71S7y/sUyKXya4IWBgK+GHWZ6nxIQ1J/Dtrots6EqkZxhKJJqQ2zGYs/OSsN2umg3mjejwXu81wbMR9nzRHaYy1Tmonw/fxuCfDiMlI6fUtRKRdjCUSBSR8akY/mswXl4vV9HUEBund4NM+v4/kp3rO+Dkt71Rx1Z1Lir4bhzcvt2Le8+Si9mTiHQFQ4m0Li0rF4OWHhFaBckkEvw1qwfsLEzesufbVbezwLG5feDbqLKw9iQxE+7fHcDh609K/f5EpFkMJdKqPKUSH68OReTz/BZBEgBrJrigkZON2j7D3FiG9dM84d+zCSQFazlyBYb9Eoyfgq6zoSuRDmMokVYt3nsVB2/GCNszujujd+saav8ciQT4ok8LbJriDiOD/B9zJYDv91zFuFUhyMiWq/0ziaj0GEqkNQeuPMai/TeEbc/6leD3YSuNfqZX82oIntMTjpbGwtreK4/h+cN+PH6eptHPJqJ3x1AirbjzNAkfrQ7DyyNn1SuYYs2ULjCQSIrdTx3qO1rjxLd94VJoom14bCrcAgJxKjxW459PRCXHUCKNS0zPxoClh4XedMZSA+z6ojssC42j0DQrQyl+vhmLoZGqseqpqdno/9NRrA25q7U6iKh4DCXSKLkiD6N/OYZnKdkA8i9s2PSJB2pXstJqHfHfHUDu8Yf4PCoFK/o2g2FBTz2FIg+zt5zH9E1nkKPg4EAisTGUSKPm7LiAUw9Us5H+078FujSqotUakredR+qqc5BIJai0ZjAG+TZD0KweqFjofqZNYffRa8lhxCWzoSuRmBhKpDHbTkdgdbBq1lHXp6kYmZGr1Royzj/E81n7AQA233vB3LUuAKB5DTuE+vugTT1Vj71L9xPgNj8QVx4maLVGIlJhKJFGXHqYgOmbzgnbdSUSzL0Yg4RJu5EwLwhKLcw+kj9NQty4bVBmK2AxsgVsxnV65fmKVqb4d4YnRhUaHJjwIgPeiw5j17kHGq+PiF7HUCK1e5aUicErQyCX55+jsbYyxl/z+qHyN10hkUiQ/NNJxIzZCEVyhsZqyMvIQcy4LVDEpsO4gxMqzeubf/PS/zCSSrFkWHssHt4O0oIWR3K5ApP+OIU5f12EgoMDibSKoURqlS1XYMTqYCQm5Z+bkUoNsHWSO5xszWE7xQOVNg+FgZUxMg/eR3TP1ciOiFd/EUol4mbvQc6lGEirWqLy6mGQGMuK3WWMW338M8MTVlaq+5lWHLqNgb8eR1JGtvprJKI3YiiRWs3ccg5XIlQXNiwe1g7t6lQSti08nVElcCJk9WyRG/4cT31+Q9px9V6S/WJlCNJ33IDERAaHdcMgq1yyK/061KuEsK980aiGrbAWejMGHvODcDeGDV2JtIGhRGqz+tgdbD0ZIWyP61IfI13qvvY643qVUHX/xzDtXht5SdmIG7YZL1aFQh1N6dKO3kHSf48BAOx/6gPT5lXfaX8nG3McnOmF/u1UrY+exKai6/xABF59XOr6iKh4DCVSi7A7z/DNzovCdvsGlfDDwDZFvl5awQyO60fB6tOOUCqUSJxzGM8+2wll5vtfnZd9Lw7xH++CUqmE9WedYPVBy/d6H1MjKVaPc8WcD1pAUnAeKjtLjlErQ7D4wDXksaMrkcYwlKjUHiWkYsSaUOQVTHl1sDfH+gluMHzLbCSJTIqK/+cL+xX9ITGRIn3bdTz58HfIY5LeuQZFUgaejdmMvJRsmHrVhZ2f1/v8o6hqkwDTvJpg26ceMCnoPKFUAvP/uYaxa8KQzoauRBrBUKJSSc+WY8jKEKSn5U93NTKSYfskd9hblnw2kvWAVnD85yNIHS2Qc+Epnnj9hsyLj0q8v1KuQOzU7ZDfewHD+nZw+GUgJKUYFlhYt8ZOCPH3Rg1H1Xmp/Rej4LkwCI8SUtXyGUSkwlCi95anVGLK+lO49yRJWFs5piOaVLMteqcimLashqoHJ8G4nRMUz9IQ028dkndcKNG+CQEHkXn4AQwqGMNh/XBIrc3evtM7qONgjeNf+sCzmZOwdu9JEtwCAhF255laP4uovGMo0XtbEngd+y9GCdvTfRujbylmI8kqW8Np10ewGN4cymwFEj75B/Fz90GZW3RPuuRdl5Cy/DQkUgkq/jYQxnUqFvna0rAyNcTmyR6Y7ttYWEtPy8GHy45i9bE7GvlMovKIoUTvJfDqYyz495qw7dnMCf69W5T6fSUmhnBY8iFsf/CCRCpByoqzeDpqPRSJr99om3k5Cs8//xcAUOE/nrDo0qDUn18cqYEE3/RtiT8musLIKP++p7w8Jb7afgGfbDgljHcnovfHUKJ3dicmCePXnhSu4K7paIXV41wgNVDTbCSJBDYTXOCwbQQMbEyQdTQST3xXIfuu6lCZ/FkyYsdshTJLAfMhTWH7sat6PrsE+raugUOze8DB3lxY23byAXouOYRnSWzoSlQaDCV6J0kZ2Ri8IhjZWflXn5mYGmL7ZHdYaWA2krl7fTgFfgzDRvaQRyQi2mcN0g7dhDIrF8/Gb4UiJg1GbarAYUH/N7YQ0qQm1WwR4ueD9g1UNwZfffAcrgEHcDFSA10qiMoJhhKVmEKRh7FrTiA6Ln+MuEQiwfoJLqjjYK2xzzSqbY+q/34MU9/6UKblIHbENjyo/i2yz0VDWtkCjn8MhUSLwwILs7c0wd+feeKjrqrDholJmei5+DC2nY4oZk8iKgpDiUps7p5LCLsVI2z/X//m6NbYqZg91MPAygRV/hgO6y9chDWJRAKHdUMgc6yg8c8vjqHUAAsGt8VPozoUauiah0/+PI2vdpyHnA1did4JQ4lKZOfZB1h5WHWVWf92NfBpjybaK0BqAPsvvVDx9wGQmMpgt7wPTEtxpZ+6jehcF3u/8EQFa9X9WauP3sUHy4/iRTobuhKVFEOJ3urKwwR8uuGssN2ohi1+HtlJ26dxAABWfZqj2qlpsB5UdAsjsbSrUwmh/r5oWkt1n9ap27FwDwjE7egk8Qoj0iMMJSpWXHImBq9SzUaysjLG1snuMDWSilaToZONaJ/9NlVszBD4hRcGdqwlrMXEp6Hb/CDsuxRVzJ5EBDCUqBj5s5FC8DxRNRtpy8fucLIxf8ue5ZuJoRQrRnfGtwNbwaDgMvmcHDnGrg7F/L1X2dCVqBgMJSrS7G3ncOl+grC9cGgbdKhbqZg96CWJBJji2Qg7pnWFmbmqoevifdcxclUIUkvRDZ2oLGMo0Rv9EXwXm8NUlzWP8aiH0a71RaxIP3k4OyLYzwe1nVSXzR+88gTdFgXhQVyKiJUR6SaGEr3mZHgsvtqhmo3Utn5FzNPBCwv0Re1KVjg6yxveLasJaw+ik+ExPxDBt5+KWBmR7mEo0Suinqdh+OoQKArur6lkZ4aNE91gJBXvwoaywNLUEBs+dsPMXk2FqxYz0nMx6OfjWHHkljqG7hKVCTKxCyDdkVEwGyktNX82kqGhFNsmecDe0lTkysoGA4kEfr2bo2lVG0xcdwrZ2XLk5SkxZ+clXHuciJ9GdICJIcNf3+Xm5iIvr2Q3TRsaGsLAgN8NCmMoEYD8k/BTN5xC+ONEYe3XMR3QrPq7z0ai4vVsWR1HKllh0MpgxMTnt2zadSYSd54lY8skD1SxUe88KNIuVxcXPH78uESv3btvH1q1aqXhivQLI5oAAD8dvIG9F1T30UzzaYQP2tQqZg8qDWenCgjx90Fn58rC2o2HL+AWcADnIuJErIxKQy6XI/rJE7HL0Gv8pkQ4eO0x5v19Rdju0rQKvu7TUryCyglbc2P89WlXzPnrIlYfvQsASErOQu8fj2DxsHYY6VJX5ArpXcXFxQn3oZmYmKBatWpFvtZAKoW9vb22StMbDKVyLjwmGR/9oZqNVL2yFf5Q52wkKpZMaoB5g9qiWTVbTN90FnJ5HhSKPMzYeAbXn7zADwPbwFDKAxr6IjY2Vnjs5eWFFStXiliNfuJPezmWnJGDwSuDkfVyNpKJLH82kpmRyJWVP0M61sGBWT1gU0F1Ucna4+Hot+wIElKzRKys7EhNTcXNmzeRna25BrnPnqkGUdauXVtjn1OWMZTKKYUiD+N+D8Pj2FQA+aMg1o13Qb3KmpuNRMVrVdMeYf6+aFHHTlg7ezcO7vMDcePxCxEr039paWno1KkTenTvjmFDh2rsc2JiVKNdatepo7HPKcsYSuXUt/9cRshN1X9A3/Rrju5Nq4pYEQFA5Qqm2DejB4Z2Vv1Ci01IR4+Fh/D3xYfiFVYKGRkZuHjxInbt2oWwsDCkpLzayUIul+P8+fPYvXs39u/f/8q3DXWJfPAAL54/BwCcO3sWubmaafMU81R1M3SNGrozWkWf8JxSObTrXCR+PXhb2O7btgameWlxNhIVy8RQiuWjOqJpVRt8s/Mi8vKUyMmRY/zqE7jhmwj/3i109pzfP3//jTlz5sBAIsGmLVsQHh6Ob+fORVy8akS8g4MDNmzciCZNmuDy5cuY/tk03L+vamklk8mwYMECDFHjN5qcQiGUp1QiNzcXhobqn1gcHR0tPGYovR+GUjlz9dFzfLrhjLDdsLotlo/sKMpsJCrexK4N4VylAkasCUV6Wv4NzT8duIkbT5KwemxnnTz3d+PGDSQk5DfxXbN6NXbu3Pnaa2JjY+Hn5wd/f3+MHT0a6RkZrzwvl8sxe/ZsdOzUSe9+sT8uuBzc2toahoaGWLliBa5cuYLw8HDUr18fbdu1Q/v27dG0aVORK9VdPHxXjsSnZGLIqhDk5ubPRrK0NMa2ye4wM+bfJrrKtWFlhPr7oF7VCsLakWvR6LIwCBGxyeIVVoRbt24Jj18GUqWKFdGtWzcYG6tC9PKlSxg0cCDSMzJgYmICVzc32NqqbtRWKBQ4cviw9gpXk6hHjwDkH7Ls1bMnvv/+e+zbtw/h4eHYt28f/jNnDry9vLBmzRqRK9VdDKVyIkehwIjVoYh/kf9Xaf5sJDdUteVsJF1Xw94SR2Z7o2fr6sLao5gUuAcE4ejN6GL21L7r16+/sj127FiEnTyJDRs34tTpM68dMmvbti3Onj2Lbdu24fyFC3BxdRWeiyphVwRdkZWVJXxLzM3NxYMHD4p87dz//AdLly7VVml6haFUTny57Twu3lMd158/pA061nMQsSJ6F+bGMqyb4Ar/fs2FQ61ZmbkYsjwYPx+8oRMNXePi4vC84GICAPD19cV3338PCwsLAEDlypXRrFkz4XknJyds2rwZ9hUrAsi/2bRH9+7C8/p2RLnwPUpA/j/f4sWLERwcjEOHD+OHH34Q/r8AgGU//YS4OHbv+F8MpXJgXWg4NobeF7ZHutXFWDfORtI3BhIJvvBpio1T3GFskn/IValU4tvdVzBhbRgycxSi1nf/vupnzNLSEgsXLYLkf05WFr7q7T9z577ySxoALCwthccODvr1R1NsoasGjY2N8Mcff2DosGGoV78+GjdujDFjx2L9hg3CYczc3Fxs3bpVrHJ1FkOpjDt9LxZ+2y4I263rVcSCIW1FrIhKy7tZNRzz80FVB9Uv8L/PPYLX4oN48iJdtLrC794VHnt7e8PGxuaV5+VyOe7evQMAMDczQ7du3V57j6eFr16rWVMzhWpInbp1sW37dmzbvh0HAoPQtNC3wpc6dOiAnj17Cdv79u7VZol6gWe4y7AnL9Ix7LdQYTaSva0ZNnE2UpnQwNEawX7eGPf7CYQW3G9261F+Q9ctE93RoZ72x9bfuXNHeNzDy+u156OiopCdnX8VoZu7O0xMTIp9j7p1S9b7Ly0tDQ8fPkROTk6JagOAK1euvPHzXzIxMUGdOnVgbGxcohoAwM7ODq6FzokVxcvbG7t37wYAPHr4sMTvX14wlMqol7ORUlPzW6rkz0ZyR0UrzkYqKyqYGWPn1C7479+XseJQ/n1nKSnZ6Lv0CBYMaYMxWj5Ee7PQlXcuLi6vPX//3j3hcePGjd/4Hi8vlJDJZKhV6+1d6lNSUtC5c2fhxtiSGjhgwFtf07FjR+z66693et+SKHyZe3pGBpISk1DBpoLaP0df8fBdGaRUAp9uPI07UarWNMtHdUCLGnbF7EX6SCo1wLcftsaqjzpBJsv/BqxQ5GHm5nP4fMtZ5Ci0c55JoVDg1s2bAPJ7vllZWb32mvDwcOFx/QYNXns+LS0NjwouqXZ2di7Rza2PHj1650AqqbNnzmik84NlofNmAJCWlqr2z9BnDKUy6OeDN/DP+UfC9lQvZwxox9lIZdmAdrURNLsH7G1VAwI3hNxDn6VHEJ+SqfHPj4qKQlZWfuPYom4MvV3oEFq9evVee77whRKNGjUq0ec2aNAArVu3fpdSS8TQ0BCDhgzRSNeH9PRXz/vZ2vGPxcJ4+K6MOXz9Cb7/+6qw7d7YEXP6cjZSedCihh1C/Xwwck2ocPn/hXvxcAsIxLZJ7miuwW/KhQ/NNWjY8I2veflNqqhDc/cKvUdDZ+cSfa6RkRH+3bsX2dnZxX6ruXz5MoYMHqzavnIFZmZFT/g1MTGBTPZuvx5nTJ+O/fv2AQCmfPIJpk+f/sbXJRRquWRtbV1sHeURvymVIfefJWPs7yegLLhppZqDJdaOd4WU83jKjUrWptg7wxMj3VQXCcS/yID3okPYdS5SY597t9CVdw3qv34uKyMjQwiuog7NFb56703fpIpjbGwMCwuLIv/3v7/4i3uthYXFOwcSABgYGCA9IwPpGRmvBM//OnHihPC4evXqRb6uvOJvqzIiJSMHg1aGCLORjE1k2D7ZA9Y62B+NNMtIKsXS4R2waHg74Q+S3FwFJv1xEnN3XxKuxlSnwofm6r4hUCIjI4WJrEVd5FC4RVG9El55p0vsCk2RPXr0KBRvOJ+XlZWFvwpdPOHt46OV2vQJQ6kMUOQp8dHaE4h6lj8SQCIB1n7UGfUdORupPBvrVh9/z+gGS0vVZc2/HLyFQb8eR3JG0ZdPv4+bN24AyL9ptOYb7i+6V+gih6IO77288s7CwgJVnJzUWp82dO7USXgcFRWFFStWCEctgPz7tKZ/9tkrnR8GfPihVmvUBzynVAb88O9lHL+umuPi37c5vJpVE7Ei0hUd6zkg1N8HQ1eFCldjhtyMgcf8QGyf7KGWP1wyMjIQUXCRgrNzozce+nrlyrs3HN4r3KKoSZMmMDDQv7+XXd3cUL9+feGfdX5AAE6EhaFDhw7IyMjA0WPHcLfQN8pevXqhajX+d/q/9O/fPL1i94VI/ByoOuzRu011zPBmW3xSqWZngUMze6BvW9X9MY9jU9FlfiAOXit909OIiAjh0FyjIg7N3X7LTbERheYpOZfwIgddY2BggOW//AK7QlfTnThxAosXL8aKFSteCSRXNzcsYUPWN2Io6bFrUS8w9U/VbKT61Wzwy6hOnI1ErzEzluH3j1zxf/1bCP3osrPkGLEiBEsCr5eqoWvhaavORRyae9m5wNLSEk5vODQX/VTVXqiow3v6oEmTJti9eze8fXwgLaJzSt9+/bB27VqYm7ND/5tIlEr19Be+E5MEl7n5l0MaGcnwdPkQdbwtFSEhNRNuAYGIe54/isLC0gih/r6obmfxlj2pvDt8/QnG/n5CuCgGyP+G/cuoTjAvo7O1Ll68iD69ewvb9+7f1/il2M+ePcOFCxeQEB+PvLw8OFSujObNmvGQ3VuUzZ/AMi5XkYeRq0OFQJJKDbB5ojsDiUqke9OqCPb3waCVIcLFMXsvROFubCq2TS6bP0eFv5UYGhrCyEjzV6VWrlwZvXr1evsL6RU8fKeH/Hecx/lw1X0Q8wa1Ruf6+tXmn8RVt7I1gr/0RpemVYS18MeJcAs4gBN3nxWzp36qXbs2WrduDQOJBAMGDnyv+5BIO3j4Ts+sP3EPX2w8K2wPd62DZSM6ilgR6TNFnhI//Hv5lYtlpFID/DCoFcZ76O+5naLk5uZqpHUQqQ+/KemRM/fjMHvLeWG7ZV17LBzSTsSKSN9JDSSY068V1kxwgZFR/rcHhSIPflsvYNrG08iWizs4UN0YSLqPoaQnohPTMey3EOFufDsbU2ya6A5jGWcjUen1b1MTB2f3QCU71cn/LSci0GvpYcQma76hK9FLDCU9kJmjwNCVIUhJyZ+NJJNJsX2SOxysORuJ1KdpNVuE+vugXQPVgMDL9xPgFnAAlx8miFgZlScMJR2nVALTNp7CrUeFZyO1R4ua9sXsRfR+7C1N8c9nnhjbRdV14XliJnwWHcb2MxHF7EmkHgwlHbf80A3sOaeajTS5e0MMbF9bxIqorDOUGmDRkHZYMrK90NBVLldg6rrT+HrnBcg10NCV6CWGkg47ejMa3+1RzUZybeSIuf1biVgRlSejXOrh3y88YW2lauj625E7GPDLMSSmZ4tYGZVlDCUdFRGbjNFrVLORnCpZYN0EF85GIq1qX6cSQr/yReOatsLaiVvP4B4QiDtPk8QrjMos/obTQSmZuRi8MgRZmfmTNI1NZNg+xQMVzIzfsieR+jnZmOPgTC982KGmsPY0Pg3d5gfhwJXSN3QlKoyhpGMUeUpMXHsCD2NUs5F+H9cZDR0riFsYlWsmhlKsGuOCuQNaqhq6ZssxelUIFu6/JnQJJyothpKOCdh7BUeuqTomf9mnGXyas4EjiU8iAT7p3hg7pnWBqXn+TahKJbDw32sY/Vso0rJyRa6QygI2gNIh/1x8hJ8O3BS2e7aujs993n02UmRkJO6Fh+NBZCTkublwbtQI7du3h4VF2Wu0SdrXpVEVhHzpg8GrQhD5NBkAEHj5MbrFHcS2ye6oVdFS5ApJnzGUdMSNxy8w+c/TwnbdqhWwYnQnGLzDcKSnT59i3rx52LN792vPyWQyzJo1C1OmTtXLqZ6kW2o7WOHYbG98vO4kDl19AgCIiE6Ce8ABbJzgBndnR5ErJH3F3046ICE1C4NXhSAnJ3++jbmFEbZPdn+n2TZxcXHo17fvGwMJAORyOQICAvDN11+rpWYiS1NDbJrsji96NREGS2ak52Lgz8ew6uhtcYsjvcVQElmuIg+j14QiNiEdAGBgIMGmCW6oYV/yQyBKpRJTJk9GdLTqXNTAgQPxw7x5mDlrFhwdVX+1rl+/Hjdu3FDfPwCVawYSCfx7t8Daia5CQ9e8PCW+2XERU9afRFZu2WroSprHUBLZ1zsv4OzdOGH7+4Gt4dqw8ju9x8mTJ3H6tOrQ3/JffsFPy5ZhzJgxmDFjBo4dP45q1asLz2/burX0hRMV0rtVDRzx80Jle9UwvR2nIuG75BBiEjNErIz0DUNJRBtP3Mfa4+HC9tDOdTCx67vPsNmwfr3wuEWLFujfv/8rz1tZWWH8+PHC9u3bPLRC6tfIyQYh/j7o6KwaOHntwXO4zT+AC5HxxexJpMJQEsm5iDjM3HJO2G5Rxw6Lh73fbKTTZ84Ij6dMnSrcR1KYs7MzGhb8j0hT7CxMsOfTbpjQtYGwlpiUhV6LD2PzyfsiVkb6gpNnRRCdmA73gEAkJWcBAGwqmCLM3xeVK7z7KIqYmBi0ad0aAGBiYoK74eEc9Uw6Ycup+/h88znI5aoGruO7NsD3A1pDxnZZVAT+ZGhZVq4Cw1eFCIEkkxlg+2T39wokALh7967wuGHDhgwk0hnDOtXFvpndYVPBRFj7/dhd9Pv5KJ6nZYlYGekyhpIWKZXA9E1ncOOhajbSTyPao1UpZiPdKXR+qF69esLjiIgIHD9+HOfPn0dGBk80kzja1KqIUD9fNKttJ6yduRML94BA3HySKGJlpKsYSlq04sgt7DoTKWxP7NYAQzrWKdV7PnnyRHhcs1Yt3L93D/369oWbqytGDB+Ofn37omGDBujp64uw0NBSfRbR+3C0McOBz3tgcCfVHLBnCenovuAg/r30qJg9qTxiKGnJ8VtPMfevy8J2Z+fK+PbD1qV+36xs1VybZzEx6NOnD86fP//KaxQKBa5cuYLhw4djfaEr9Yi0xcRQil9Hd8L3g1rDwCD/QpycHDk+Wh2Gef9egSKPDV0pH0NJCx7EpWDU72HCbKQqFS3w5wRXtZzszcpSHZvfuHEjkpOTIZVK0ap1awwePBhNmzYVWhUpFAp85e//WmgRacukbs7Y9VlXmFsYAcg/pL1k/w2MWBWMlEw2dCWGksalFsxGykwvmI1kLMOOKR6wMVfPbKTsrFdPGNva2uLgoUPYu3cvlixdiqCDB7Ftxw6YmqoupFjx669q+Wyi9+HW0BEhfj6oW7WCsHb4ajS6LgjEg9gU8QojncBQ0qA8pRIfrzspdFKWSIA14zqjYZUKavuM7OxXx1IvWrQIzv9zL1Lnzp3x7bffCtuHDh3Co0c8lk/iqVnREkdmecG3larTyMOYFLgvCMSxm9HF7EllHUNJgxbsuyp0UAaAWb2bwbeFemcjGRurvnFZWlqiS9eub3xdr969YWxsJGw/ePBArXUQvSsLE0P8OdEVX/ZpJjR0zUzPxeDlwVh+6CY4N7B8YihpyN5Lj7Bkv6rxqU/Lapjp++6zkd7GzMxMeFyvfv1XQqowKysr1KurumS88FV7RGIxkEgwq2czbJjkDuOCrvhKpRL//esyPl53Apk5bOha3jCUNOBWdCI+Xnda+EuvjlMFrBzzbrORSsrcXNUA08qy+M7i5oWG/MXHxRXzSiLt8mlRDUf9veFUSfUzuvvsQ3j/eBDRiekiVkbaxlBSs+dpWRi0IliYjWRmbohtk91hYWKokc8rPE02JTW12NdKpVLhccVKlTRSD9H7auhYAcF+PnBppOqSf/PhC7jNO4Az9/lHVHnBUFIjuSIPY34Pw7NCs5E2TnDT6Hjo+g1UjS9fPH9e7GtjYmKEx9WrqffcFpE62Jgb469PumJSd1W3/OSUbPRdcgTrT9wTsTLSFoaSGv3fros4fTtW2P52QCuNj4Vu3Vp1A25MzFMkJSW98XVPnz5FZKSqm0Th+UpEukQqNcD3A9pgxdiOkMnyv90rFHn4YuNZzNx6FrmKvLe8A+kzhpKabD55H2uOqZqjDupUC5O6aX5MRM2aNeHgkD+/Jjs7B7uLGIceFBgoPK5UsSKq8ZsS6bhBHeogcFZ32Nmo7rH7M/ge+vx0GAmpmSJWRprEUFKDC5Hx+KLQbKRmte2wZFgHrXy2RCJ55TLw5cuW4drVq6+85saNG/j++++E7U+nTYOhoWbOcRGpU8ua9gj190XLuqqmxefD4+EWEIhrUS+K2ZP0FecplVJMYgbc5h9AYtLL2UgmCPXzhaON2Vv2VJ+HDx/Cw90dubkvu0YY4cMBA1GzRg1cuXIFR48eQXZ2DgDAwcEBJ06efOVSciJdly1XYPa2c9gcFiGsGRpK8euYDvigTS0RKyN14/CdUsjKVWD46hAhkGQyA2yd5K7VQALyD+EtWLgQMz//HHlKJbKzc7Bl8+bXXmdnZ4ffVq9mIJHeMZZJsWxERzSraouvdlyEQpGH3FwFJq45ieuPE/FN35aQGqj/lgvSPh6+K4XPt5zBtQeqK96WDG+HNrUqilLL4MGDsfbPP4scd968eXPs278fbdu21XJlROrzkUcD7J7eDRaWqu4ky4NuYciK40jOyBGxMlIXHr57TyuP3sL/7bgkbE/o2gABg8X/hZ+Xl4dr167h8ePHSEpKgr29PVq0aAFHR81eBUikTVHP0zBkZQjCH6sGBVavbIXtk91Rr7K1iJVRaTGU3kPI7RgM/PkY8gpmwHR0dsCeT7upZRQFEZVMRrYcUzecwt4LUcKaiYkM68a7oHvTqiJWRqXB36LvKDI+FSPXhAqB5FjRAn+OV89sJCIqOTNjGdaOd8PX/VsIDV2zsuQY9msIfgq6wYaueoq/Sd9BWlYuhqwMQUbBbCQjIxm2T3aHnYWJyJURlU8SCTDDuwk2T/WAiYmqoev3e67go99DkZEtF7lCelcMpRLKUyox6c9TiIhOApD/H8NvYzuikZONuIUREXo0rYpjfj6o5qBq6fXvhSh0X3wQj5+niVgZvSuGUgkt2n8NQZcfC9uf92yC3q1qiFgRERVW39EawX4+8GhSRVi7G5UIt4BAnAqPLWZP0iUMpRLYfzkKi/ddF7a9WlTFl72ai1gREb2JtZkRtk/xwCdejYS11NRs9P/pKNaG3C1mT9IVDKW3uB2dhInrTgknTWtVscaqMZ01MhuJiEpPKjXA3A9a4bfxnWFoqGroOnvLeUzfdAbZcg4O1GUMpWK8SM/G4JXByC44WWpqbojtk91hacq+cUS67sO2tRA0qwcq2qo6mGwKu4/eSw8jLpkNXXUVQ6kIckUexq4Jw9P4/JOkEokEGye4onYlK5ErI6KSal7DDqH+PmhTT9Vp5dL9BLjND8SVhwkiVkZFYSgVYc5fF3Hy9jNhe+6HLeHhXKWYPYhIF1W0MsW/Mzwx2r2esJbwIgPeiw5j59kHIlZGb8JQeoNtpyOw+qjqpOiADrUwxbNRMXsQkS4zkkrx47D2+HFEO0gLbnSXyxWYvPYU/m/XBSg4OFBnMJT+x8XIeEzfdFbYblLTFj+N6ABe10Ck/0a71sc/MzxhZWUsrK08fAcDfjmOpIxsESujlxhKhTxLysSQVaGQy/P/aqpgbYItkzxgUnAFDxHpvw71KiHsK180qmErrIXdioF7QCDuxCSJVxgBYCgJsnIVGP5bMBKT8q/KkUoNsOVjN1TR8mwkItI8JxtzHJzphf7tVDfAR8elodv8IARefVzMnqRpDKUCM7eexdVCs5EWD2uHdnUqiVgREWmSqZEUq8e5Ys4HLSApOD6fnSXHqJUhWHzgGvLY0VUUDCUAq4/dwbaTqqtwPuraACNd6opYERFpg0QCTPNqgm2fesCk4P5DpRKY/881jFkdhrSsXJErLH/KfSiF3XmGb3ZeFLbbN6iE7we0FrEiItK2bo2dEOLvjZqOqvsQD1yKgueig3iUkCpiZeVPuQ6lRwmpGFFoNpKDvTnWT3CDIWcjEZU7dRyscexLH3g2cxLW7j9JgltAIELvxIhYWflSbn/7pmXlYvDKEKSn5QAomI00yR32lpyNRFReWZkaYvNkD8zwbSKspaflYMCyY/jt2G0RKys/ymUo5SmVmLL+NO4/SRLWVo7piCbVbIveiYjKBamBBF/3bYE/JrrCyCh/cGBenhJfb7+ITzacQlYuG7pqUrkMpSWB13HgUpSwPcO3Cfq25mwkIlLp27oGDs3uAQd7c2Ft28kH6LnkEJ4lsaGrppS7UAq88hgL/r0mbHs2c4Jfb85GIqLXNalmixA/H3Ro6CCsXX3wHK4BB3AxMl7EysquchVKd2KSMH7tSWE2Uk1HK6we5wKpAXsIEdGb2VuaYM+0bvioawNhLTEpEz0XH8aDuBQRKyubyk0oJaZnY/AK1WwkE9P82UhWnI1ERG9hKDXAgsFt8dOoDoUauubBfX4gjt96KnJ1ZUu5CCWFIg/jfj+B6DjVbKQNE1xQx8Fa5MqISJ+M6FwX+2Z6ooJ1/lW6mem5GPTzcfxy+CbYAEI9ykUo/WfPJYTdUt1nMOeDFuja2KmYPYiI3qxt7UoI9fdF01r5V+sqlUrM3XUZk/48wSvz1KDMh9KOMxFYdfiOsP1B+5r4pHtjESsiIn1XxcYMgV94oUpFC2HtrzMP4b34IKIT00WsTP+V6VC6/DAB0zaeE7Yb17TFshEdORuJiErNxFCKEH8fuDSqLKzdePgCbvMO4GxEnIiV6bcyG0qxyZkYsioEcnn+12lrK2NsmeQOUyPORiIi9bAxN8auT7riY8+GwlpySjb6/HgEG07cE7Ey/VUmQylbrsCI1SF4nqiajbT5Y3c42Zi/ZU8ioncjkxrgh4Ft8OvYjpDJ8v/oVSjy8PnGs5i17RxyOWr9nZTJUJq19Rwu308QthcOa4sOdTkbiYg0Z3CHOjgwqzvsbEyFtXXHw9F32REkpGaJWJl+KXOh9HvwHWw5ESFsj/Goh9Eu9USsiIjKi1Y17RHq74uWde2FtXN34+AWcADXH78QsTL9UaZC6WR4LL7ecUnYbtegEgIGtRWxIiIqbxysTbFvRncMc6kjrMU9z4DXwkPYc+GheIXpiTITSlHP0zB8dQgUBcdvK9mZYcMEV85GIiKtM5ZJ8fPIjpg/tA0MCtqY5eTIMWHNCXz392Uo8ninbVHKxG/s9Gw5hqwMQVpqodlIkz1gb2n6lj2JiDRnvEdD7J7eDRaWRsLassCbGLoiGCkZOSJWprv0PpSUSmDq+lMIf5worP06ugOacjYSEekAlwaVEervi/rVbIS1Y9ej0WVhEO4/SxaxMt2k96G0NOg69l1UzUaa5tMI/dvUFK8gIqL/Ud3OAodneaFX6+rC2qOYFHjMD8KRG09ErEz36HUoHbz2GAH/XBW2uzStgq/7tBSxIiKiNzM3lmHdBDd81a+50FUmKzMXQ38JwbKgG2zoWkBvQyk8Jhnj/lDNRqpe2Qp/cDYSEekwiQT43KcpNk1xh7FJ/qh1pVKJ7/Zcwfg/wpBRMFqnPNPLUErKyMaglcHIzlLNRtox2R1WZkZv2ZOISHxezarhuJ8PqjlYCmv/nH+EHosP4cmL8t3QVe9CSaHIw0e/n8CT2FQA+bOR/hzfGXUrczYSEemP+o7WCPbzgXtjR2HtTtQLuM47gNP3YkWsTFx6F0rf/nMZITdVs5G+6dccnk2qilgREdH7sTYzwo6pXTDVy1lYS03NRr+lR7EuNFzEysSjV6G061wkfj14W9ju164Gpnk1EbEiIqLSkUoN8N8PWmPVR51haKhq6Dpr8znM2HwGOYryNThQb0LpyqPn+HTDGWG7YXVbLB/ZibORiKhMGNCuFoJm9UBFWzNhbWPoffReegRxyZkiVqZdehFKcQWzkXILRg1bWRlj22TORiKisqV5DTuE+vugTb2KwtrFe/Fwmx+IK4+ei1iZ9uh8KOUoFBi5JhQJLzIAFMxGmuiGqracjUREZU9FK1P8O8MTo9xV0w0SXmTAZ9Eh7Dr3QMTKtEPnQ+nLbedx8V68sL1gSBt0rOcgYkVERJplJJViybD2WDy8HaQFTaVzcxWY9McpzPnrotB4uiySKJXquY/4TkwSXObuAwBIlcCllNI3G9xqJMV8U9Uhun45efhvZv69SebezqgwpmOpP4OISJeduReHYatDkJKSLay5NXbE2vEuqGBmLGJlmiHTyLvmKZF1LLJUb3HRwRwLOjoJ2w0SszAzLApZivwMNWrASbJEVPZ1qFcJof6+GLIyBHei8gcFht6Mgcf8IGyf7IEGjmXrHk2NfFOSSYB7/d+/B110eg68jt9Fek7+tyJbU0Mc7NIQ9iYypO+/ifRt12E1uT0q/reXOkonItJ5mTkKfLrxFP4+90hYMzaR4Y+POsO7WTURK1MvzXxTkkhg6dX4vXbNyJbjo8UHhUAyNJRi5wxP1KphBwDIjUhAOq6rrVQiIn1gaiTFmnGuaFbVBt/tuQqlUonsLDlGrgiBX9/mmOHdBAZl4B4ZnbrQQakEPt14GnejVLORfhndAc0LAomIqDyTSIBpXk2w9RN3mJgaAsj/vRnw91WMXROG9DLQ0FWnQmnZwRv457zqq+knXo3wYdtaIlZERKR7PJtURbCfN2o4Wglr+y9GwXNhEB4lpIpYWenpTCgdvv4EP/ytmo3k3tgR/9e3hXgFERHpsLqVrXF8tje6NlVdEHbvSRLc5wci7M4zESsrHZ0IpXvPkjH29xN4ec1FNQdLrB3vKlyfT0REr7MyM8LWKR6Y7qs6h5+WmoMPlx3FmuN3RKzs/Yn+Wz85IweDV4Yg6+VsJBMZtk/2gDVnIxERvZXUQIJv+rbE7xNdYGSUf+1aXp4S/tsu4NMNp5Et16+GrqKGkiJPifFrTyDqWQqA/JN4a8e7oH4Zu+6eiEjT+rWuiUOze8DBXtWCbevJCPRccgjPkvSnoauoofT9P5dx/PpTYfurfi3QoylnIxERvY8m1WwR4ueD9oWaC1yJeA7XgAO49DBBxMpKTrRQ2n0hEsuDbgnbvdtUx3TORiIiKhV7SxP8/ZknxnWpL6wlJmXCd9EhbDsdIWJlJSNKKF2LeoGpf6pmI9WvZoNfR3E2EhGROhhKDbBwSDssHdlBuGBMLs/DJ3+exlc7zkOuww1dtR5KCamZGLwyWJiNZGlpjO2T3WFmrJnmEkRE5dVIl7rY+4UnKlibCGurj97Fh8uP4UV6djF7ikeroZSjUGDk6lDEF5qNtGmiG6rZWWizDCKicqNdnfyGrk1q2gprJ28/g0dAIG5HJ4lXWBG0Gkr+2y/gfLhqNtK8Qa3RuT5nIxERaVIVGzMEzfTCgA6qDjlP49PguSAI+y9HiVjZ67QWSuvDwrE+5J6wPdy1Dj7yaKCtjyciKtdMDKVYOaYz/jugFSQFJ/Czs+UY81soFuy7ijz1DIwoNa2E0pl7cZi99YKw3aquPRYOaaeNjyYiogISCTC1eyPs/KwLTM1VDV0X7b2OUb+FIjUzV+QKtRBK0YnpGLY6RBjfa29rhk0T3WEsk75lTyIi0gQP5yoI8fNBbSdVo4Kgy4/RbVEQIuPFbeiq0VDKzFFg6ErVGF+ZTIptH7uhkrWpJj+WiIjeonYlKxyd5Q2vFqqGBQ+ik+EecADBt2NEq0tjoaRUAtM2nsKtRy+EteWj2qNFTXtNfSQREb0DS1NDbJzkjpm9mgr3iWak52LQz8ew4sgtiHGaSWOhtPzQDewpNLZ3cveGGNi+tqY+joiI3oOBRAK/3s2xbqLbKw1d5+y8hCnrTyIrV7sNXTUSSkol8N0e1Wwkt8aOmNu/lSY+ioiI1KBXq+o46ucNx4qq+0Z3no6Ez48H8TQxQ2t1aCSUFEqlMBupqoMl1o534WwkIiId5+xUASH+PujkrLp/9HrkC7gFHMD5B3FaqUGjvX2MjGVYNrQd0rLkSMtSz+z4xBwFks0NkaZQIvtFulrek4iIVH4e3gGLA69j28kHAICk5Cz0WnwEPwxqhfEeDTX62RKlUj2nsq49fo6u3weq462IiEhHDelcG7+M6qSx91fbMbXwmBR1vRUREemoXWcfavT91RZKvVpWR81CnWiJiKhskUoNMLOnZufeqe3w3Ut5SiWUebrRQ4mIiNTHwMBA43Pv1B5KRERE74vXaRMRkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc5gKBERkc74f7vUa3tgN0JQAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1135.jpg" } ]
<image>Find the value of the variable m.
B
65,583
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1136.jpg" } ]
<image>In \odot G, m \angle A G B = 30 and C G \perp G D. Find m \widehat F A B.
D
65,584
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1137.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
B
65,585
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1138.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
D
65,586
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1139.jpg" } ]
<image>Find x so that m \parallel n.
C
65,587
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1140.jpg" } ]
<image>Find m \angle 1.
D
65,588
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1141.jpg" } ]
<image>Find the perimeter of \triangle A D F, if \triangle A D F \sim \triangle B C E, B C = 24, E B = 12, C E = 18, and D F = 21.
A
65,589
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1142.jpg" } ]
<image>R S is the midsegment of trapezoid M N O P. What is the length of R S?
D
65,590
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1143.jpg" } ]
<image>U J = 9, V J = 3, and Z T = 18. Find Y U.
D
65,591
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1144.jpg" } ]
<image>Find the value of x.
B
65,592
null
B
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GxHpayhLR2WuOMHSBlHIKIYwjQ5QQTm5jZDTtP31Soql/eZScmBLjQcaSTUP2Q2kZWrqpZEysp6W8nM3SXWcImr+ehKRUg19XCOHaZIgSwokt23OWXvPW8TB9f5H+hXpzYmqMB4ZddDgrhpZuKpkS60HmCyuvOyqlnEIIw8kQJYSTmht2jFd+2EpyqgoPdzd+GtaGKc81MuixxpZqKmmbyg0p2VTSL908+5TSTaU2NUsx2shYD6BCUX92Te6te93952/TKngVF+88NGrdQgjXI0OUEE5GrYbxv+9l/O97Uashj7cnf4/pwvD2tQx+jjG/hnMzzvgYT0sbxTWsUDTHkk2ljPuiDI/0AD41IdYDKJLPl80TetLzmQoAnLmp2YR/5PI9o15fCOFaZIgSwokkp6p45YetzA3TK9H8sAdBjSoa/Bz6MV7rGqWMivEgY8lm8yrFjXosGFe6qWRqrAeaI27/ju3CsLaaUs4bsY9o92ko205cN+4TEEK4DBmihHASDxNT6DVvnW4AKlckHzsnBRFQvaTBz5E5xmtrVIwHxpdsKumXbhqzuVzL1FgPNKWcP7/WlolBmlLOuEfJdPssjJURUsophMhMhighnMDtB49p/+lqNkZqSjTrlClE+OQg6uRQoqmkH+N9OqApVUsYF+OBaSWbStrHRUUbVrqp9OmAZrq1GxPrgWZz+/Tnm/DN4Fa4u2lKOV/8dgtfb4wyeh1CCOcmQ5QQDu787QcEBIdw6OIdQHMm3a7JQZQrks+o51HGeG93MS7G0zKlZFNJewTL0NJNpbw+nix8va1JsZ7WqE51+GN0J10p55hfw/nfyv1SyimE0JEhSggHdvjSXQKCV3Eu/Sy2Po0qGlSiqXQvPjHXMR5oSjYjTCjZVGpe5cljjd0XpZWbWE/r+aaVWfd+dwqkl3LOXP0fwxZsJ1VKOYUQyBAlhMPafPwa7WaEcitOU6L5Rvta/DWmi9FnwwGM/XVPrmM80JRsxplQsqlUtUQBiqWXbu47b/yRKK3cxHpa7WqVZuek3pROL+Vcsus0QfM3SCmnEEKGKCEc0e97z9Hj8zBdiebU5xrx47A2BpVoKq0yU4wHppdsKplauqlkjlgPoH65IuyZEkTN0gUBCDt6hY4zV3NXSjmFcGkyRAnhYOavP8bL3z8p0fxhaGs+7tvYpOe6F5/IW2aI8bT25qJkU6m5iaWbSspYb9oq42M9SC/lnBSkW1fE+du0mhbCpbtSyimEq5IhSggHoVbDByv28d6yvajUavJ4e/LXmC6M6FDb5Oc0x9l4+vblomRTKTelm0r6sd7sNabFegBF/X3Z/FFPejQsD8DpG7EEBIdw9IqUcgrhimSIEsIBpKSpePXHrXy29igAhfL6sOGD7vQxokRTadWhSyzfcw7IfYwHEJOQpCvZzM2mcq0mlYvh6aH5FmXq5nItZaw35KdtJsV62uda9U5XhrapAcD1mATazghl+0kp5RTC1cgQJYSdi09Modfc9fwWrtm3VLZwXnZO6k3rGqVMfk5zx3igibe0JZvNqxrfVK6Uz9eLumU1PVemlG4q6cd6kVfvmxzrgaaUc+Hr7ZjQ6xlAU8oZOCeMv/ZfyPU6hRCOQ4YoIezY7QeP6TBzNRsirwJQu0wh9kzpQ92yhXP1vOaO8SBj5GaOI1H6zxMVfV+3iT43Zr5gnlgPNJvfPx3QlK9eCdCVcr7wzWa+2SSlnEK4ChmihLBTF24/oNW0EA5c0JRoBlQvya5JxpdoKpk7xtPSHi0qXSivySWbSvqlmwdMKN1U0j/qlttYT+vtLnVZMboTPp6aUs63fwln4p9SyimEK5AhSgg79N/luwQEh3D2puastN7PVmTThz0onM+4Ek0lS8R4kLFk05SLDmfHHKWbSvqDY25jPa3+ilLOT0P/4/WFO6SUUwgnJ0OUEHZmy/FrtJuxWhe3vd6uJn+P6Zzrs93AMjEemK9kU0m/dNMc+6K09D/3WWuO6C6Zkxvta5dmx8TelCroB8CiHad47suNPEqWUk4hnJUMUULYkRX7ztH98zAePNYMJJP7PMuC19rqzlLLDUvFeGCeiw5nRb90M+L8bbNFZPpH4VLTVAxdYFoJp1KD8kXYM7UPNUoVBGDNf5fpOHMN9+KllFMIZyRDlBB24ssNkQz67kmJ5ndDWhPcr4lZnttSMZ5WhpLNSsXM9rzw5MhWbks3lSwR6wFULOrP7slBNEuPNfedu0WraSFcllJOIZyODFFC2JhaDR+uiOCd3/agUqvx9fJg5dudeauj6SWaSvoxnv4ZauaiX7Lp6+Vh1ue2xL4oLUvEeqAp5dwyoRfdGpQD4NR1TSnnsatSyimEM5EhSggb0p4hNmftEQAK+nmz4YMe9G1cyWyvoR/j6XclmYu5SzaV9Es3c9tcrmSpWA80pZwh7wYyuHV1AK7FJNB2eig7Tt0wy/MLIWxPhighbCQhKZXe89bzy+4zAJQplJedk4JoU9P0Ek0l/RhPv7XbnMxdsqmUz9eLeum9WObcXK5lqVgPwMvDncXD2/NRr4YAxD5KJnDOWv4+IKWcQjgDGaKEsIE7DxPpMHM1649pSjRrlS7Enql9qFcudyWaShnPxjN/jAeWKdlU0g5n5irdVLJUrAeazfEzBzTjy/RSzsQUTSnnd5uPm+01hBC2IUOUEFZ28c5DWgWvYn96r1KLqiXYNbk35XNZoqlk6RhPyxIlm0rmLt1UsmSspzWmS12Wj+yIj6cHaSo1o5buZvJfB6SUUwgHJkOUEFZ05PI9AoJXcSa9RLPXMxXYPKEnRfL5mvV1rBHjgeVKNpX0j3CZe3O5ljLWCzZjrKf1QvMqhL3fjfx5NKWc00MOM1xKOYVwWDJECWElW09co+2MUG7EauK119rW5J+xXfAzQ4mmkjViPIAT12IsUrKpVKW4ZUo3lfRjvdlmjvW0OtQuw46JvSlZQFPKuXDHKfpKKacQDkmGKCGsYGXEebp/tk5XojkpyHwlmkr/HrxolRgPYN+5J9GapfZDQcbSzX3nzFe6qWSNWA+gYQVNKWf1kpqBbfV/l+k8S0o5hXA0MkQJYWFfbYzixW+3kJSahoe7G98ObsW055tggXSNe/GJjFyyG7BsjKdlyZJNJe2Rrnvx5i3dVLJGrAdQqZg/u6f0oUllzZ/bnrO3aD0tlCv34i3yekII85MhSggLUathwsoIxv4arivR/GN0J0Z2styRobd/sU6Mp6Xdn2SJkk0lS5ZuKlkj1gMo5u/L1gm9CKyvKeU8eT2Glp+sIir6vkVeTwhhXjJECWEBKWkqhi7YxqzVRwBNieb6D3rQr0lli73mvwcv8vte68R4oCnZPH0jFrBslKdlydJNJWvFeqDpwQp9L5BXWz0p5Ww9LYSdUsophN2TIUoIM0tISqXP/A0s3aUp0SxdKC87JvWmrRlLNJXuxSfy1pInZ+MtGt7OojEeZCzZtMYQZenSTSVrxXqgKeVc8kZ7PujRENCUcnads5Z/Dl602GsKIXJPhighzOjuw0Q6zlxN2NErANQsXZA9U4KoX66IRV/37V/CuRX3GNDEeFWK57fo60HGQcYSTeVZsXTpptKnA5pSraTlYz3QbJ6fPbAZ8we11JVyDvh6Ez9sPWGx1xRC5I4MUUKYyaW7D2k1LeRJb1LVEuyeHGSxAkota8d4WvusULKppF+6qS0rtSQ/7yeb81PTVAz5aTtJqWkWfc13AuuxbGQHvD3dSVOpeWvxLqb+c9CirymEMI0MUUKYwdEr92j5ySrdHqEeDcuzxQIlmkq2iPEgY8mmNaI8Lf3XsvS+KK3WNUoxpqsm1ouKvs+0VYct/poDm1clbHx3XSln8L+HeGPRTtJUUm8uhD2RIUqIXNp24nqGEs2hbWqw6p2uFinRVNKP8WZaKcaDjCWb1orywHqlm0oz+lsv1tPqWKcM2yf20pVyLth2kr5fbuSxlHIKYTdkiBIiF/7cf4Fun4XpBor/9X6Gha+3s0iJppIyxhtlpRgPrFeyqWSt0k0lzdl67awa6wE8U6Eo4VOCdANc6OFLdJ69lvvxSRZ/bSFEzmSIEsJE32yKYuA3m0lKTcPdzY2vXw1gRv+mFinRVLJVjKdlzZJNJWuVbiq1ql7S6rEeQOXi+dk9OYjG6X/O4Wdu0np6CFellFMIm7N83iCEk1GrYdJf+/k09D8AfDw9+PWtDvRvmrED6qUXX+TWrVt8/PHHtG7TxqxrMCTGe/DgAb/9+it79+7l9u3b5MmTh6bNmhEYGMizzz6bq9c3pmQzJiaGFStWEBUVxflz5yhVujR1atdmxJtv4u9v/IZ05cWItZdOMcXyZctYuHAhAEuWLqVcuXJPvf+M/k1Ze+QKZ2/GMXvNEfo0qqgbbkx57ZTUp0dz/fv3x8/Pj+L587Dtf714/qtNbIi8yolrMbQMXsX6D3pQp0whk15fCJF7bmq1tQ6IC+H4UtNUvLFoJ4t3ngaggJ83q97pSrtapTPc79bNmzzzzDMA/LxwId27dzfbGv49eJG+X24EoG3NUmz9X69MR6EiIyN5/bXXuHr1aqbHu7u78+GHH/L2mDEmvX5MQhJF3lqCWg1ju9bji5dbZnvfqKgohg0dSnR0dKbbKleuzKLFi6levbpRr5+QlErBEYtJTVMxokNtfhja2ujPASA2NpaWLVoQGxsLwK7du6lSpUqOj9t95iZtp4eiUqupW7YwB6f1xcfTuLb2pKQkKlWsmOP9Dh0+TKlST/rFUtJUDFuwnd/CzwJQKK8Poe8F0qp6SaNeXwhhHhLnCWGgR8mp9Plig26AKl0oLzsm9s40QAHMnz/fImtQxngLs4jx0tLSGD1qlG6AKl68OL2DgmjVujXu7u6oVCpmzpzJtm3bTFpDxPkne5Geth8qLS2NN4YP1w1Q9erVo3///jRt2hSACxcu0KN79ywHrKfJ6+OpK93MzRl6n82ZoxugjGGOWO/G9eu6j318fPDz88v0X/4CBfD1zXh2p5eHO7+M6MD47g0AzUDbZfZaVh26ZPQahBC5J0OUEAa4F59Ix5lrWHtEU6JZo1RBwqcE0aC8pkQzKSmJa9eusWPHDt4cMYJffvnFIuswJMYLCQnh7FnNkYqAgAAOHT7MDz/8wMqVK1mydClu6UPXvHnzTFqDoSWba9eu5dKlSwCMGTuWDRs38uVXX7EqJITJU6YAkJCQwJIlS4xeg3ZflKmlm6dPn87V10h5tt5BI8/Wi752Tffxtm3bOHf+fKb/Tp06RaFCmaM6Nzf47MXmzBvUAnc3Nx4np/L8Vxv5UUo5hbA6GaKEyMHl9BJN7VGPZlWKs3tyEBX1CibfHz+eJo0b8+LAgYSGhlpkHf/onY3X9iln40Xs26f7eOasWXh4PImaOnXqRECrVgAcPXKEtDTjzzDT7ofKqWTzwIEDAPj6+jJ27NgMt73++uvkz68ZACMjI41eg3Z4M7V0c+rUqaSlpeHubtq3QOXZekONPFvvevqRKC8vL8qVL2/SGt4NrM+vbz4p5Xxz8S4+llJOIaxKhighnuLY1Xu0DA7h1PVYALo3KM+WCb0o6m/ZEk2luw8TGZlDjKd1Mf3oT5EiRahatWqm2+vUrg1Aamoq1/SOiBhCpVaz/4JhJZu3b2mGrapVq5InT54Mt3l5eVGiRPpZdvfuGbUG5WsbG+lt3LCBnTt2ULBgQd59912jX1tLGesF/2v4tfW0Q1SFChUyDLnGeqllVdaM64a/rxcAn/x7iBFSyimE1cgQJUQ2dpy6QdvpoVyPSQBgSOsahLzblbw+mU9qnTV7NidOntT99+NPP5l1LcaUasY/fAho9kJlxdPLS/fxo0ePjFqHfslmTkNUl65deX34cAYOHJjpNpVKpRskSmSzzqcxtXQzJSWFjz/5BIDx48dTsGBBo19bn36sN2ftUYNjvevpw2tlAzay56Rz3bJs+18vShTQDKo/bTvJ819JKacQ1iAVB0Jk4a/9F3jlh60kpmgimo96NeTT/s2y7YDSbgbWKpTLH876/jl4kRX7co7xtIYOG8btW7cols1wcuniRQDc3NwoXTrzpvin0UZ5kHNTeb9+/ejXr1+Wt506eZKEBM1wWrNmTaPWAE9KN1f/d1lXumlITdaCBQu4dPEi1apV49XBg1lqwn4sfdpYr+30UF2sZ8jZetoBsmqVKqxevZqdO3Zw6dIlataqRdOmTenSpQs+Pj4Gr6NRpWKET+lD4Jwwzt2KY9WhS3SZvZbQ9wIplNfw5xFCGEeORAmh8O3m47zwzWYSUzQlml++EsDMAdkPUJZkTIyn1b9/f0aNHs2AAQMy3RYdHa07K69SpUq6fUmG2pe+/8jUks2UlBQiIiIYOnQooBk+3xgxwujnAeNLN+/cucOXX3wBwMeffIKnp3neQ5oS62mHqN+WLWPEG2+wbNkywsPDWfjzz4x44w0GvvACDx48MGodVYrnJ3xKkO7rsvvMTVpPCyH6foKRn5EQwlAyRAmRTlOieYDRS3ejUqvx8fTg91EdGdOlrs3WZM5r4z1+/JihQ4boIrzBQ4YY/RzaI1HPGFCyqS81NZVaNWtSpXJlnuvTh6tXr1KzZk3+WLlStzfKWMrSzZzMmjWLhw8f0rFjR9q3b2/Sa2bH2FhPO0Q9iIvDy8uLZs2a0ahxY7zSo9aIiAheGzbM6HVoSzk71y0LwPH0Us4T12KMfi4hRM5kiBICTYnm8IU7mBGi6fzJn8ebsPe7MaBZ7vesmMrYGO9pUlJSGDVyJMePHwegRYsWDB482KjniElI4tQNzQ/j5kZeL0+tVhMXF0eqXkN3fHw8Z8+cMep59DWpXFx3jcKc9kVFRUXxx4oVeHp6MvXjj01+zewYc7bew4cPdUeZSpYsyYGDB/l31SpWr17Nrt27KVFSU5wZHh7O0aNHjV6Lv68Xa8Z1Y1DLagBcvRdP6+khhJ+5aeJnJ4TIjgxRwuU9Sk7luS83snDHKQBKFfRjx8TedKhdxmZrMiXGy05ycjLDhw9n/fr1ANSqXZvFS5bg7e1t1PMYWrKZFU9PTyZNmsTrw4fTqnVr3NzciI6O5r333jOpJwoylm7mdCRq8qRJqFQqhgwdmuUZi+bQqnpJxnatBzw91vP19eWT4GAmTZ7MsmXLMpwAUL58eaZPn6779V9//WXSWrw93fn1zQ6M614fgPvxSXSevZYQKeUUwqxkiBIu7V58Ip1mrmHNf5cBqF6yAOFT+tCwQhGbrstcMV5iYiJDBg9m44YNAFSsVInly5cbvRcKMh7t0e5HMpSbmxsjR40iODiYlStXsjYsTDfEfTZnDomJiUavR38dx69lX7oZGhpKREQEhQoVYty4cSa9jqGm92+SY6zn5eXF8OHDGTlyJLXS6yb0dejQQRfrXU6vqzCFmxt8/mILPn+xBW5u8Dg5lX5fbWTBtpMmP6cQIiMZooTLunIvntbTQnXDQdMqxdk9pQ+Vihl/UVxzMleMl5CQwMuDBrF9+3YA6tatS0hIiMl7kPRLNssXyWfSc2g1bNiQYel7fmJiYkyKreDJEbGnlW7OT29mL1y4MEuWLOHLL7/U/bdjxw7d/X5ZupTFixaZtA6t3JZwAuTJk4dixTSbw6/pXR7GVOO6ZyzlfGPRTqM6rYQQ2ZOKA+GSIq/ep9tnYVxL74Dq1qAcf77dJcsOKGsyV4z3+PFjXh40iIiICEBz+ZdFixfj72/agGhMySZoeqA2btxISkoKdevUoVLlypnuU69ePd3H140s/dTSr1nYe+4WHetkjmDj4jRn7p0/f57Zs2Zl+1wLFizAw8ODoSZs6NanjfXmrz+mi/Vm9G9q1HNoj0R55qKIU9+gltUo5p+Hfl9tJD4xhan/HORG7CO+GdwKD3cbnHYqhJOQI1HC5ew8dYM200N0A9SrraoT8m6gzQcoyBjjzXrB9Bhv/PjxugGqR48eLFu+3OQBCowr2QR48OABw4YOZcQbb7A+PUpU0h5tAcibN69J66pa4knpZnbN5SVLlqRUqVJZ/pe/QAHd/fz9/Y3uzcrO02K9zZs38/prr/H6a6/pri2odPfuXd3azaVLPU0pZ/H8mlLOH7aeoP/Xm3RdaEII48kQJVzKPwcv0nXOWmLTB4IPezZkyRvt8fKw/T8FZYw3spNpMV5UVBT//vMPAK1ateL7H34wehO5kjElmwAFChTQHU25eeNGlve5cfPJ2WLlypUzeW0tqmkGDW3pplLYunUcOnw4y//eHz8+w/0i9u83eR36/Lw9WZxNrHf9+nXCwsIICwvj6pUrmR4bFRWlKyI111Cn1bhSMcKnBOmG838PXqTL7LXEJCSZ9XWEcBW2/8khhJV8v+UEA9Lfebu7ufHFyy2Z9YJtSjSVlDHeolycjbdp0yYA3N3d+fa778xSKmlsyaabmxtlymq6itasWcPjx48z3Wf5smVA7i7CC0+GunvxiZy5GWvy85hbQDZn6+lf5mbDxo2ZHrdIb19WYLduZl9X1RKakyeerVgUgF2nb9BmeqiUcgphAtvnF0JYmFoNU/85wLRVmg4ob093lo5oz8DmljnV3RTKGK9yLko194SHA+Dh4aHbVJ6dJk2aULFixRyf05SSzUEvvcSMGTO4ceMGL7zwApMnT6ZOnTrcvHmTuXPn6uLGQYMGkS+f6RvVM16M+DY1ShU0+bnMbXr/Jqw9cpkzN+OYs/YozzWuRJu2bSlYsCCxsbH8snQp5cqVo2/fviQlJfHrr7+y4vffAShbtiytW7e2yLpKFMjD9om96fvFBjYfv0ZU9H0Cglex/oPu1CpdyCKvKYQzkiFKOLXUNBVvLdnFz9s1HVD583jzz9guWW5AthVzxXha19Pjs5SUFMaOGfPU+87/4oschyhTSzZffuUVFi1axI0bNzh44ABBvXtnuk+xYsUYM3aswc+ZFW3pZmqair3nbjG4dfVcPZ85ac/Wa5N+bb0hP27j0PR+vP/++0ycOJHU1FQ++fhjPlEUgPr6+vL555/j7m65sMDf14u147sz5Kdt/L73HFfuxdNqWgir3+tGSyMrLIRwVRLnCael6cXZpBugShbwY/vEXlYZoNz1zqrS7g3KijljPK2HRlxzzfspa9PS32tkTMlmgQIF2LBxI61atcry9rZt27J5y5Zcb542pnTzaZ72dcoN/Vjv+LUYPvnnEEOHDePzzz/P8nMvV64cv/72G23atrXIevR5e7rz21sdeDdQr5Rz1hpWp/emCSGezk2tzmorphCO7X58Er3mrWNP+g/VaiULsP797rmKySxh4Leb+WPfeQC+fjWA0Z1td52+7Ez956BuP8/lLwaZ1BEVExPD8agorl69SoWKFalduzYFCxY02xpHLd3Nd5uP4+HuRsyPQ/H3tcxAZKrHyak0nPgXZ27G4enhzp4pfWhSuRhpaWkcOHCA6OhovDw9adK0qdk3kxvqs7VH+fCPfajV4OnhzvdDWvN6u5o2WYsQjkKGKOF0rtyLp9tnYbqLrjapXIy147vrToW3F38fuMDzX2k2gberVZotE3rm+iiUJXSZvZZNUdGUKZSX6K9etvVysvRb+Fle+WErAJs/6mlXca1W+JmbtJkeikqtpk6ZQhya3g8fT/P0QJnLr+FneG3BDlLSVLi5QXC/JkwKetbWyxLCbkmcJ5yKdoOsdoDqWq8cWyf0srsBShPj7QbSSzVfb2uXA5R+yaaxFx22JmXppj3KKtazN68EVGf1uEDy+XqhVsPkvw4waulu0lTyXluIrMgQJZyG8lRt/R8I9mb0L7u5/cA8Z+NZkrElm7ZStUQBXYlkdqWb9mBG/yZUTy/h/CzsKAcuZL62nq0p33h8t/k4L3yzWUo5hciCDFHCKShLA9/v0YClI+yjRFPp7wMXdPug2tUqneuz8SxJf6O2sRcdtjbtkbLsSjftQZ5M19bbZvS19ayhSeVihE/poxvu/z5wgUC9klohhIb9/YQRwkg/6l2+wt3NjXmDWjBnYHO7KNFUcpQYT0sbjXl7uuvKGe2VvZZuKjlCrAeakzHCpwTxTAXN132H4nJJQggZooSD+/ifg7y5eBdpKnWm07XtkaPEeFr7zmn2QxlTsmkr+nGjve6L0nKEWA8y14JEXr1PQHAIp67H2nZhQtgJGaKEQ0pTqRmxaCefpJ96ry0OfLGF/bSQKyljvFGd7K/OQJ9+yaa9R3nwpHQTngx/9spRYj3QFNSGje+ua/i/fPchraaF2P2gKoQ1yBAlHI6mRHMjP207CTy5hEUnOzytXSurGM+OUzwg496i5lXsf4gyV+mmtQRUL8k7gfYf64Emzl02soMuhrwXn0inmWtYI6WcwsXJECUcSkxCEl1mryXk0CUg88VU7ZV+jDd7YHO7j/EA9p13nE3lWtp1Hr92n4eJKTZeTc6mP+8YsR6Q6aLdj5JTee7LjSzaccrWSxPCZmSIEg7j6r14Wk8LYfeZmwA0rlSM8ClBVLHzgSTT2Xgd7fdsPH3aozllCuU1qaXcFrT7otJUavaft+9IDxwr1tP6sGdDlryhOfM1NU3F6wt3MCPksK2XJYRNyBAlHMLxazEETAvheHqJZpd6Zdn2v166biB7pR/j5fP1cogYDxynZFNJ/4iZo+zZcaRYT+vVVtUJeTeQvD6eqNUw6a8DjF66G5W9dksIYSEyRAm7t/vMTVpPC+HqvXgABrWsxur3utlliaaSo52Np+UoJZtKVYrn1w3WjrAvSsuRYj2tbg0ylnJ+m17Kae9H0oQwJxmihF0LOXQpQ4nmuO71+fXNDnh72v9fXUeN8cCxSjaVtEfOIs7bb+mmUh5vTxa/0d6hYj2AplWKs3tKHyoV8wfgr/0XCJwTphvAhXB29v+TSLisn7adpN9XG3mcnIqbG8x9qQWfv9jCIeIwR43xtBypZFNJe+TM3ks3lVpWK5Eh1vv4n4M2XpFhqpfUnNzRsEIRALafvE6b6aFcl1JO4QJkiBJ26ZN/DzFi0U5dieavb3bgvW72W6Kp5KgxnpZ2iHKEkk0lR7gYcXb0Y73Pw445RKwHUKqgHzsm9qZDbU3NyLGr9wgIDuH0jVjbLkwIC5MhStiVNJWaNxfv0r0L9/f1Ys24bgxqWc3GKzOcI8d4APfjk3Q//BwtygPHKt1U0sZ6Hu6OFetBeinn+90Y0KwKAJfSSznt+YLQQuSWDFHCbjxOTqX/15v4cesJQFOiue1/vehct6yNV2a4Ow4e40HGvUSOtKlcK6+PJ/XLOU7pplLLaiUyXFvPUWI9AB9PD34f1ZExXTRt/HcfJtJp1hrWHrli45UJYRkyRAm7EJOQRNc5Yfx78CKgOctq9+QgGlUqZuOVGWf0UseO8QD2nrup+9iR6g30add9/Np9Hjx2vE3OjhrrgaaU88tXApg5QFPKmZCUSp8vNrBk12lbL00Is5MhSthc9P0E2kwPZdfpGwA0qlSM8Cl9qFqigI1XZpy/9l9gZYQmxmtf2/FiPC1tBOZIJZtK+qWbjjSAaCljvSEOFOtpfdSrIYuGt8MzvZRz2ILtzFz9n62XJYRZyRAlbOrEtRgCglcRFX0fgM51NSWaJQrYd4mm0p2HiYxa+iTG+/k1x4vxQFOyGZHe9O2I+6G0HLF0U0k/1jvhYLGe1pDWNQh5t6uulPN/K/cz5tdwKeUUTkOGKGEze87eovX0EK6kl2i+1LIqa8Z1w98BSjSVnCHGAzgeHaOLvxzhosPZcdTSTaXpzzehRqmCgCbWc4RL2Sh1b1CeLRN6UTS9lPPrjVEMlFJO4SRkiBI2EXr4Ep1mreF+vKZE871ujlOiqeQsMR6Q4UwqRz4SBY5Zuqmkvbae7my9BdsdcvhoVqU4uycHUbGoppTzz/0X6PaZlHIKx+d4P7GEw/t5+yn6fbVJV6L52YvNmftSC9wdMP9SxngLX2/nkDGeliOXbCo5aummkn4Jp6PGegA1ShUkfEoQDcprSjm3nbhO2xmh3Ih9ZOOVCWE6GaKEVU1bdZjhC3eQmqbCy8OdX0Z0YHz3BrZelsmUMZ728heOypFLNpUcuXRTaVo/x4/1AEoXysuOib1pV6s0AEev3KPlJ6s4czPOxisTwjQyRAmrSFOpGblkF1P+PgBojtqsHhfIywGOU6Kp5EwxHjh+yaaSfummI++LAueJ9QAK+Hmz/oPu9G9aGdCUcgYEr3LYwVC4NhmihMUlpqQx4OtNfL9FU6JZPL+mRLNrvXI2XpnpnC3GA8cv2VTSL910tObyrDhLrAeaUs4VozsxuvOTUs4OM1ez7uhVG69MCOPIECUsKvZRMl3nrOWf9BLNyuklmo0drERTST/Gm+0EMR44R8mmUgsHL91UcpZYDzSlnF+/GsCM/k11pZxB89ezdNcZWy9NCIPJECUs5lpMAm2mh7DzlKZE85kKRQmfEkS1ko5VoqmkjPHecvAYT8sZSjaVmuuVbu53wNJNJWeK9bT+1/sZFr6uKeVMSVMxdME2Zq85YutlCWEQGaKERZy8HkPLT1YReVVTotmxThm2T+xFyQJ+Nl5Z7jhjjAfOU7KppP+5OMuFcJ0p1tMa2qYGq97pip+3ppTzoz8iGCulnMIByBAlzG7vuVu0nhaqK9Ec2LwqYeO7kz+Pt41XlnvOGOOB85RsKjlL6aaSM8V6Wj0almfLhJ4Uyacp5fxqYxQvfbfF4Y+0CecmQ5Qwq9X/XabTzDXci08E4J3Aeiwb6ZglmkrOGuNBxgoAZzoSBU8ivX3nbzls6aZSVrFeYorjDxvNq5Zg9+QgKqSXcv6x7zzdP1vnFPvZhHNy/J9swm4s3HGKvl9u5FF6iebsgc2YP6ilQ5ZoKjlrjKeljbp8PD0cvmRTSbu5/H58kkOXbio5Y6wHULN0QfZMCaJ+OU0p59YT12g7I5SbcVLKKeyPDFHCLGaEZCzRXPJGez7o0dDWyzKbUUt2OWWMp6Ur2azo+CWbSs5wMeLsZIz1jjpFrAfppZyTetO2ZikAjlzWlHKelVJOYWdkiBK5olKrGbV0N5P+OoBarTlKE/peIK+2qm7rpZnNn/sv8Of+C4DzxXiQsWRTv+XbWTSuVMxpSjeV8nh7svgNTayXplI7TawHUNDPm/Uf9KBfE00p58U7mlLOA05wlqVwHjJECZNpSjQ3893m4wAU8/dl64ReBNZ33BJNpTsPExm1ZBfgnDEeOF/JppKzlW4qtajqnLEegK+XB3+M7sTITpo3LnfSSznXH5NSTmEfZIgSJol9lEzgnLX8fUBzhKZSMX92T+lDk8qOXaKpNGrJLu481GySd8YYDzKWbDrjEAXOV7qp5KyxHoCHuxvfDm7FtOeb4OYG8Ykp9J63nl/DpZRT2J4MUcJo12MSaDs9lB3pJZoNKxRhz9Q+VHfwEk0l/RivQ+0yThfjaWkjrjKF8lLOSUo2lZytdFPJmWM9rUlBz7Lgtba6Us7BP25jztojtl6WcHEyRAmjnLoeS8vgEI5dvQdohosdE3s7fImmkjLG+/n1tk4X44FmT5t2qHC2agN9GTaXO9m+KK0WVUvwbmB9wPliPa3X2tbkn7FddKWcH66I4N1le6SUU9iMDFHCYPvO3aLVtBAu330IwAvNqxD2fjenKNFUcoUYDzKWbDprlAcZSzedpbk8K8H9GjttrKfV65kKbNYr5fxifSSDvttKcqrKxisTrkiGKGGQtUeu0FGvRHNMl7osH9kRH0/nOh0eXCfGg4yn/DvLRYez44ylm0quEOuBZuDfNbm37hqPK/ado8fnYU65303YNxmiRI4W7zxNny826Eo0Zw5oxpevBDhFiaaSq8R4Ws5csqmkX7qprXRwRq4Q6wHUKl2IPVP7UC/9zMvNx6/R/tPVUsoprEqGKPFUn4b+x2s/b9eVaC4e3p6PejW09bIsRj/GmzOwudPGeFrOXLKplOFixOedN9KDzLFehBPGeqA5GWLnpCDapJdyHr50l4DgEM7dklJOYR0yRIksqdRq3v4lnIl/7ket1nTthLwbyODWzlOiqaSM8d7sUNvGK7IsZy/ZVHLm0k2lTLHeT84Z64GmlHPDBz3o27gSABduPyAgOISDF53vLExhf2SIEpkkpaYx8JvNfLMpCoCi/r5smdCLbg2cp0RTydViPHD+kk0l/dJNZ7v8S1b0Y72T15031gNNKefKtzvzVkfNG5/bDx7T/tPVbIiUUk5hWTJEiQziHiXT7bMw3RGZikX92T05iGZVnPtIhavFeOAaJZtK2s/zxLUYl9iEHNyvMTVLFwScO9YDTSnnd0NaE9yvCaAp5ew1dz2/hZ+18cqEM5MhSujciH1E2xmhbDtxHYAG5TUlmtq9Fc7K1WI8LVco2VTS7oty1tJNpTzeniwa7hqxntbkPhlLOV/9cSufhx219bKEk5IhSgBw+kYsLT9ZxdErmhLN9rVLs2Nib0oVdK4STaVM18Yb7vwxHmQcIpy5ZFNJv8bB2fdFaSljval/O2+sp/V6u5r8PaYzedJLOd//fR/jlu+VUk5hdjJECSLO36bVtBAupZdo9m9amXXvd6eAn/OVaCopY7yKRZ0/xoOMcZarRHngOqWbSvqx3tx1zh3rafV+tiKbPuxB4Xw+AMxbd4xXfpBSTmFeMkS5uLCjV+g4czV30weJt7vUZcXoTk5Zoqm0MuK8S8Z4kHFjtSsdiYInn68zl24quWKsBxBQvSS7JgXp4urle87Rc+46Hiam2HhlwlnIEOXCluw6TZ/5G0hI0pRofjqgKV85aYmm0u0Hjxm9dDfgWjGeljbK8vH04JkKzl2yqdS8imuUbiq5YqwHULtMIfZM6UPdspozMzdFRdP+09Xcints45UJZyBDlIuatfoIwxZsJyVNhaeHOwtfb8eEXs/YellWM2rpbpeM8bS0ZZOuULKp5Eqlm0rTnm/icrEeQNnCedk5qTeta2hKOQ9dvENA8Cop5RS5JkOUi1Gp1Yz9NZwJKyN0JZqr3unK0DY1bL00q1kZcZ6/XDTGg4xHYFxpP5SWK5VuKvl6ebhkrAdQKK8PGz7oTp9GFQE4f/sBraaFcEhKOUUuyBDlQpJS03jx2y18tfFJiebmj3rSo2F5G6/MevRjPH8XjPEg414gV2gqV3K10k0lV431QLM37K8xXRiR/sbpVpymlHNTVLSNVyYclQxRLuLB42S6f7aOlRHnAahQ1J9dk4IynPLtCvRjvNkuGONBxrPSXPFIFLhe6aaSq8Z6oCnl/GFoaz7u2xiAh4kp9Jy7juV7ztl4ZcIRyRDlArQlmltPXAOgfrki7JkSpPsm6ir0Y7yOdVwvxtPSRlhlC7tOyaaSq5VuKvl6ebDYRWM9ranPNeLHYW3wcHcjOVXFyz9sYd66Y7ZelnAwMkQ5uTM34wgIXsWRy5oSzXa1SrNzUm9KF8pr45VZlzLGc4Vr42VFf2hwtaOQ+lyxdFOpedUSvNfNNWM9rTfa1+LvMV10pZzjlu9l/O97Xab6QuSeDFFObP/527QKXsXFO5oSzeddqERTKcPZeC+6ZowHrluyqVSleH5KFNCUbupfQ9DVBPdz3VhPK6hRRTZ+2INCeTWlnHPDNKWcKWlSyilyJkOUk1p/7CodZq7WDQ6jOtXhj9GdXO50dsgc441o75oxHrh2yaaS9mhUxPnbLnvkQWI9jVbVS7Jr8pNSzmV7ztJz7jripZRT5ECGKCf0y+4z9J63XleiOf35JnwzuJVLlGgqSYyXkX7J5rMVXatkU0l7JM7VSjeVJNbTqFOmEOGTg6hTphAAGyM1pZy3H0gpp8ieDFFOZs7aIwz5aZuuRPPn19oyMehZWy/LZiTGy0i/ZNMVLu3zNBn2Rblg1YE+ZaznStcV1FeuSD52TgoioHpJAA5evENAcAjnbz+w8cqEvZIhykmo1Gre+W0PH67QlGj6eXvy79guDGtb09ZLsxmJ8TJy9ZJNpSaVn5RuuurQoKWM9YYt2OGSsR5A4Xw+bPqwB0HppZznbmlOzjl86a5tFybskgxRTiA5VcWg77by5YZIAIrk82XzhJ70fKaCjVdmOxLjZebqJZtKft6eNChfBJAjUZA51pvy9wEbr8h28nh78veYLgxvXwvQlHK2mxHK5uPXbLwyYW9kiHJwDx4n0/3zMFbs0xTFVSjqz+7JQS5/pEFivMz0T+V39b8fWs2raIbJ49GuWbqppB/rzVt3zKWP0Hm4u/HTsDZMea4RoCnl7PF5GL/vlVJO8YQMUQ7sZtwj2s1YzZb0d0f1yhUm3AVLNJUkxsua9geiK5dsKmnPUFSpXbN0U0livcw+6duY74e2flLK+f1W5q+XUk6hIUOUgzp7M46A4BD+u6zJ6dvULMXOSUGUcbESTSWJ8bImJZtZayGlm5lIrJfZmx1q8+fbnfH18kClVvPesr18sGKfy1ZjiCdkiHJABy7codW0EC6knzHSt3ElNnzQg4IuWKKpNHKJxHhZOX7tvpRsZqGylG5mSWK9zJ5rXClDKedna48y+MdtUsrp4mSIcjAbIjUlmtrukrc61mZl+jskV/fHvvP8fUBivKzsO/ekidrVSzaVpHQzs0wlnAtcs4RTqXWNUuyc1JuyhTVH/H8N13TySSmn65IhyoH8Fn6WXnM1/2Dd3DTvFr8bosnqXd3tB48Z/YvEeNmRks3sSelm1vRjvVPXYyXWS1e3bGHCp/Shdnopp/LqEMK1yBDlID5be5RXf9yqK9H8aVhbJvdx3RJNpZFLdnNXYrxsaU/hl5LNzKR0M3vB/ZpQq7RmWJBY74nyRfKxa1IQLdOP6h64cIeA4FW6LRbCdcgQZeeUmxj9vD35e0xnXm/nuiWaShLjPd39+CTO3IwFZD9UVvRLN2WIysjXy4NFw9tKrJeFwvl82PRRT3o/WxHIfLKPcA0yRNkx5em0yn+0QmI8Q+iXbMp+qMz0SzflSEtmzauWYFy3BoDEekrKN7XK2hnh/GSIslPKYjfl4WOhITFezvRP3deWS4qMpHTz6T7p11hivWwot1doC5D/2HfexisT1iBDlB1SXmJAuZFRaOjHeJ0kxsuWlGzmTL90M+L87Rzu7Xp8vTxY/IacrZcd5Yk+yakqXvpui+5SXMJ5yRBlZ5QXu1SeUis0JMYzjH7JpuyHyp7+n41+HYR4olmV4hLr5UC/ckZ7UfiP/oiQ6gwnJkOUHTl08Q4BwSGcTz/DQ1nuJp7Qj/E+e7E5FSTGy5J+yaY0lWdPSjcNI7FezpTlx7PXHGHIT1LK6axkiLITGyOjaf/pkxJN/csMiIyUMd4bEuNlS0o2DSelmzmTWM8wystw/bL7DEHz15OQlGrjlQlzkyHKDizbc5Ze89bxML31Vv+ClyIjifGMIyWbhpPSTcNIrGcY7QXhtUfu1h2VUk5nJEOUjc0NO8YrP2wlOVWFh7sbPw1rw5TnGtl6WXZLYjzjSMmm4VpI6abBJNYzTIWi/uya3Fv3d2v/+du0Cl7FxTsPbbwyYS4yRNmIWg3jf9/L+N/3olZDHm9P/h7TheHta9l6aXZLYjzj3ItPlJJNIzSuXAwvKd00iMR6hiuSz5fNE3rS85kKAJy5qTl56MjlezZemTAHGaJsIDlVxSs/bGVumF6J5oc9CGpU0bYLs2MS4xlPf2+P7IfKmZ+3J/WldNNgylhv8l8S62XHz9uTf8d2YVhbTSnnjdhHtJ0RyrYT1228MpFbMkRZ2cPEFHrNW8eyPWcBKFckHzsnBRFQvaSNV2bfJMYznn7JphyJMoz2z0lKNw2jH+vNX39MjuA9haeHOz+/1paJQU9KObt9FsbKCCnldGQyRFnR7QePaf/pajZGRgNQp0whwicHUUdKNJ9qxb5zEuOZYK9eyab0jBmmeVVNc7mUbhpGGesNk1jvqdzcYPrzTfhmcCvc3dxISk3jxW+38PXGKFsvTZhIhigrOX/7AQHBIRy6qCk+bFW9JLsmB0mDdA5uxT3m7V/CAYnxjJGmUrM/fQiQo1CGk9JN40msZ7xRnerwx+hOulLOMb+GM2GllHI6IhmirODwpbsEBK/i3K04APo0qiglmgYauWSXxHgmOH7tvq4yQ/ZDGU5KN00jsZ7xnm9amXXvd6dAeinnrNVHGLZgO6lSyulQZIiysE1R0bSbEcqtOE2J5hvta/HXmC7k8fa08crs34p95/jn4EVAYjxjZbjosByJMor2z2vfOSndNFRWsd7jZCmWzEm7WqXZOak3pdNLOZfsOk3Q/A1SyulAZIiyoN/3nqPn3CclmlOfa8SPw9pIiaYBJMbLHW0UJSWbxtNGejEJSZy6EWPj1TiOzCWcB228IsdQv1wR9kwJombpggCEHb1Cx5mrdUfghX2TIcpC5q8/xsvfPynR/GFoaz7u29jWy3IYEuPljjZOeVZKNo0m+6JMJ7GeaSoU9WfXpKAMlx5qNS2ES3ellNPeyRBlZmo1vP/7Pt5btheVWk0eb0/+GtOFER0kijKUxHi5o1+yKVGe8aR003QS65muqL8vmz/qSY+G5QE4fSOWgOAQjl6RUk57JkOUGaWkqXj1x618HnYUgEJ5fdjwQXf6SImmwSTGyz0p2cwd/dJN/b1lwjDNqhRnfHeJ9UyR18eTVe90ZWibGgBcj0mg7YxQtp+UUk57JUOUmcQnptBr7np+C9eUaJYtnJedk3rTukYpG6/MsejHeJ+/1EJiPBNIyWbuaf/cTlyLIe6RlG4a6+O+EuuZytPDnYWvt2NCr2cAiHuUTOCcMP7cf8HGKxNZkSHKDLQlmhsirwJQu0wh9kzpQ92yhW28MseiH+N1rluW4e3kOoKmkJLN3NMOUSq1mv0XZF+UsTJdW+8nifWM4eYGnw5oytevBuhKOQd+s5lvNkkpp72RISqXLtx+QKtpIRxML9EMqF6SXZOkRNNYyhhvwWttJMYzgZRsmoe2uRwk0jOVfqx3+obEeqYY3bkuK0Z3wsdTU8r59i/hTPxzv1Rv2BEZonLhv8t3CQgO4exNTYlm72crsunDHhTOJyWaxpIYzzykZNM89Es3952XIcpUH/dtTO0yEuvlRn9FKeenof/x2s9SymkvZIgy0Zbj12g3YzU34x4BMLx9Lf4e01lKNE0gMZ75SMmm+bSQ0s1c8/XyYPFwifVyq33t0uyY2JtSBf0AWLzzNM99uZFH8mdpczJEmWDFvnN0/zxMd5X3yX2e5adhbfD0kD9OY+nHePnzeEuMl0vad/pSspl7zaV00yyaKmK9yX/LtfVM0aB8EfZM7UONUgUBWPPfZTrOXMO9eCnltCX5qW+kL9ZHMui7JyWa3w1pTXC/JrZelsOSUk3z0pZDSslm7knppvnox3pfrI+UWM9EFYv6s3tyEM2qaPbs7Tt3i1bTQrgspZw2I0OUgdRq+HBFBO8u24NKrcbXy4OVb3fmrY5SBGkqifHMS0o2zUtKN81HYj3zKervy5YJvejeQFPKeep6LC2DQzh2VUo5bUGGKAOkpKkY8tM25qw9AkBBP282fNCDvo0r2XZhDkxiPPPT37sjm8pzT0o3zUtiPfPJ6+PJqne7Mrh1dSC9lHN6KDtO3bDxylyPDFE5iE9Mofe89fyy+wwAZQrlZeekINrUlBLN3HhLYjyz23dOSjbNTUo3zUtiPfPx8nBn8fD2fNSrIQCxj5IJnLOWvw9IKac1yRD1FHceJtJx1hrWH9OUaNYqXYg9U/tQr5yUaObG73vP8a/EeGan/YFUrkg+Kdk0EyndNC+J9czLzQ1mDmjGl69oSjkTU9J44ZvNfLf5uK2X5jJkiMrGxTsPaRW8Sldc2LJaCXZN7k15KdHMFWWMJ9fGMw/9ks3mVYrncG9hKCndND+J9cxvTJe6LB/ZER9PD9JUakYt3c3kvw5INYcVyBCVhSOX7xEQvIoz6SWavZ6pwKaPelIkn6+NV+b43lqyS3dK7mcvNpeh1EykZNMypHTTMpSx3h4ZUHPtheZVCHu/G/nzaEo5p4ccZvjCHVLKaWEyRClsPXGNtjNCuRGrKdF8rW1N/hnbBT8p0cw1ifEsRy46bDlSuml+2ljP08OdNJWaYQsk1jOHDrXLZCjlXLjjFH2llNOiZIjS88e+83T/bJ2uRHNS0LMseK2tlGiagcR4lqVfsvmMlGyalZRuWoYm1qsPSKxnTg0rFCF8Sh+qlywAwOr/LtN5lpRyWopMB+m+2hjFS99tISk1DQ93N74d3IppzzeRH/RmIjGeZUnJpuXoH9mTfVHmJbGeZVQq5s/uKX1omr4/cs/ZW7SeFsqVe/E2XpnzcfkhSq2GCSsjGPtruK5E84/RnRjZqY5VXj81NZXvv/+efn370qtnT8aNG0dkZKRVXttaJMazLP2STXvZD+VMf6/1Szf3nZcz9MzJx1NiPUsp5u/Llo96Eli/HAAnr8fQ8pNVRF69b+OVORc3tdp1U/6UNBXDF+5g6S5NB1RBP29WvRtIWyt2QL355puEhoRk+L18+fLx+4oVNGrUyGrrsJRbcY+p89FK7sUnkj+PN5Ez+8tRKDNbe+QKPeeuA2Dl253p37SyjVfkfH+vm0z5h4MX71C3bGEiZ/a39XKczoSVEcxafQSAcd3r8/mLLWy7ICeSkqbi9Z936LoOC/p5E/JuoHQdmonLHolKSEqlz/wNugGqdKG87JjU26oD1MkTJ3Q/aMaNG8eixYtp1KgR8fHx/PTjj1ZbhyXpx3ifS4xnEfZWsumMf6+bS+mmRUmsZzleHu4seaM9H/RoCGhKObvOWau75JbIHZccou4+TKTjzNWEHb0CQM3SBdkzJYj65YpYdR3HT5wAoGrVqowbP57AwEAmT5kCQEREhFXXYgn6MV6XemV5XWI8i7C3kk1n/HstpZuWJbGeZbm5weyBzZg/qKWulHPA15v4YesJWy/N4bncefuX7j4kcE4Yp2/EApp3mGvGBebYAbV82TIWLlwIwJKlSylXrlym+zx48IDffv2VvXv3cvv2bfLkyUPTZs0IDAzk2WefzXT/okU1Z1HFx8eTmpqKp6cn0dHRAOTJkyc3n6bNZb42npyNZwmGlGweP36cgwcPGvyc/fr1I1++fCz77TdS09IMekzVqlUJCAgAnPPvtf5es71nb9G5blkbrsY5ac/Wm7X6iO5sPYn1zOudwHqULJiHwT9uIzlVxVuLd3E9JoHgfk1svTSH5VJD1NEr9+j2WZiuA6pHw/KsfLtzjh1QsbGxTJ8+ndjYWACSkzMfzo+MjOT1117j6tWrGX5///79fPftt3z44Ye8PWZMhtuaNm2Kj48PN2/epF3bttSqVYstW7YA0KZNG1M/TbsgMZ51REXnXLK5c+dOpgUHG/ycHTt2JF++fEydOpVHjx4Z9JgXXnhBN0Q549/rSsX8KVnAj5txj+R6bxb0cd/GhB6+zIlrMXyxPpK+jSvT0k5OlnAWA5tXpZh/Hvp+uZEHj5OZtuowN+Me8/2Q1ni4yztdY7lMnLftxPUMJZpD29Rg1TtdDSrR/GzOHN0AlZW0tDRGjxqlG6CKFy9O76AgWrVujbu7OyqVipkzZ7Jt27YMj/Pz8+PnhQvx8fHhwoULrF27lsTEROrWrcuE//3P9E/WxiTGsx5D9kN5eXri5+f31P/0eXpq/k3k9Bj9x3l4Pvl35Kx/r7WXgIk4L6WbliKxnnV0rFOG7RN7UbKA5t/wgm0n6fvlRvmzNoFLnJ335/4LvPL9VpJSNdHE/3o/w/TnmxoUL50+fZpOHTuSphdr7Nq9mypVquh+/c8//zB61CgAAgICWPHHH3h4aLp6Nm/ezOBXX0WtVtOocWNWr16d6TVu3rxJeHg4N65fp0aNGrTv0EH3g8zR3Ix7RN2P/pSz8axkyE/bWLrrDD6eHsQtGGpyR9Rbb71FyKpV9OjRgwU//2zQY06ePElg166oVCrWb9hAnToZa0Gc6e81wJy1R/hwhWZP14nZA6hVupCNV+S89M/We69bfea+JLGeJVy4/YDAz8I4m36Js4DqJQl9N5DC+XxsvDLH4bjf0Qz0zaYoxv66B5VajbubG1++0pLRnesa/PipU6eSlpamO6KUlYh9+3Qfz5w1SzdAAXTq1ImAVq3YvWsXR48cIS0tLcPtACVLlqRfv35Gfmb2aeSS3RLjWZG2/DE3JZvr1q0jZNUq/P39mT59ukGPSU1N5d133iElJYW33nor0wAFzvX3GqB5lYz7omSIspyP+zZm9eHLHL8Ww5cbIunXRGI9S6hcPD+7JwfR4/N1HLx4h/AzN2k9PYT173ennHzvNojTxnlqNfxv5X7e/kVTounj6cGK0Z2MGqA2btjAzh07KFiwIO+++26297t46RIARYoUoWrVqplur1O7NqD5wXPt2jXjPhEHsnyPxHjWdC8+kbO3NO8gTS3ZjImJ4aMPPwTgfxMnUqJkSYMe9+2333Ls2DHKlSvH+PffN+m1HY2UblqPj6cHi99or4v1hv60TaImCymePw/b/teLrvU0J0uduBZDy+BVHL8mlzgyhFMOUalpKl77eTszV/8HQAE/b9Z/0N2oEsKUlBQ+/uQTAMaPH0/BggWzvW/8w4eAZi9UVjy9vHQfG7pR19HcjHvEmF/lbDxr0r8grqn9UJMnTeLOnTs0atyYV1991aDHnDlzhnlz5wIwa/Zshz3jzlh+3p40KK+pQZHLv1hek8rFdNfWO3Mzjkl/ybX1LCWfrxerxwXyckA1AKLvJ9B6Wgi7z9y08crsn9MNUY+SU+nzxQYW7zwNpJdoTuxNu1qljXqeBQsWcOniRapVq8argwc/9b5Dhw1j4sSJjHjzzSxvv3RRc3TGzc2N0qWNW4ejeGuxnI1nbfpniTU3YYg6cfw4//77LwATJkzAzcCpd/asWaSkpNCiRQvat29v9Os6MindtK6P+zamjpRwWoWXhzu/jOjA+O4NAM0Ft7vMXsuqQ5dsuzA751RDlKZEcw1rj2hKNGuUKkj4lCDdu0dD3blzhy+/+AKAjz/5JMfNsP3792fU6NEMGDAg023R0dG6s/IqVapE/vz5jVqLI1i+55zuH5rEeNazL5clm/Pnz0etVlOvXj1atmxp0GNOnjzJ+vXrAc2lXVyNlG5al36sp1JLrGdpbm6aC8TPG9QCdzc3Hien8vxXG/lRSjmz5TRD1OW7D2k9PUT3g6VZleLsnhxExaL+Rj/XrFmzePjwIR07dszVO+3Hjx8zdMgQXYQ3eMgQk5/LXkmMZxv6JZumRHmnT58mLCwMMG4Y+iJ98KpSpQqdOnc2+nUdnbJ0U1hek8rFeD/96IjEetbxbmB9fn2zA96emj1pby7excf/GF7Y60qcYog6dvUeLYNDOHU9FoDuDcqzZUIvivo/vYU8K1FRUfyxYgWenp5M/fhjk9eUkpLCqJEjOX78OAAtWrRgcA6xoCOSGM829Es2tf1Fxvjiiy9Qq9WULl2aXr17G/SYM2fOsHbtWgDeGDHC4PjPmWhLNwEp3bSiqX0bZYj1wmWvjsW91LIqa8Z1w99Xs6f3k38PMWLRTtJUTt+KZBSHH6J2nLpBm+mhXI9JAGBI6xqEvNuVvD6mtTdMnjQJlUrFkKFDszzTzhDJyckMHz5cF3vUql2bxUuW4O3tbdLz2SuJ8WwnNxcdvnnzJqtDQwF45dVXDe5uWvjzz6hUKvLly0f//v2Nek1nIqWb1qeM9aSE0zo61y3L9om9KVFAc/LIT9tO8vxXUsqpz6GHqL/2XyBwzlrdBs+PejVkUXrbrSlCQ0OJiIigUKFCjBs3zqTnSExMZMjgwWzcsAGAipUqsXz5cqfbCyUxnm1pj4L4eHrwTMWiRj12zerVus6zrl27GvSY1NRU3VGotm3b4utr/FFeZ6GN9GISkjh1Q04DtxaJ9Wzj2YpFCZ/Sh6olCgCw6tAlusxeS0xCko1XZh8ctmzz283HGZPeAeXu5sYXL7fk7S6Gd0BlZf68eQAULlyYJUuWZLjtkN4FXH9ZupSKFSsydNiwDPdJSEhg8KuvsmfPHgDq1q3LsuXLKVasWK7WZY/0Y7y5L7WQGM/KclOyGZreml+mTBlq1qxp0GP2hIdz//59QFMg68r0j/xJ6aZ1Te3biNDDlziuu7ZeJQKqG9ZtJkxXpXh+wqcE0f3zdRy6eIfdZ27SeloI6z/oYdJJLc7E4YYotRom/32AGSGHAc078V/ebM+AZlVyeGTO4uI0xYXnz59n9qxZ2d5vwYIFeHh4ZBiiHj9+zMuDBhERobksREBAAIsWL8bf3/iN7fZOGeO91tawH8TCPHJTsnn9+nXdGwJjhiHt4OXm5kb7Dh2Mek1n06iSpnQzJU3F3nO3GCZ//61GG+u1DF5FapqKYQu2c2TG8+Qx4BqoIne0pZzPf7WRjZHRHE8v5Vz/fndql3HdNxIOFeelpql4feEO3QCVP483Ye93M8sABZrLVJQqVSrL//IXKKC7n7+/f6a+p/Hjx+sGqB49erBs+XKnHKAkxrO93JRsrlmzBu3lMjsaOESlpqayLv1Mvvr162dbKusq9Es3952TmgNrk1jPdvx9vVj9XjcGtdSUcl69F0/r6SEuvdHfYYaoR8mpPPflRhbtOAVAqYJ+7JjYmw61y5jtNcLWrePQ4cNZ/vf++PEZ7hexf7/u11FRUfz7zz8AtGrViu9/+MHpNpFrSYxne7kp2dy3d6/u42bNmhn0mDOnTxMTE2PUY5yd9giglG7ahpytZzvenu78+mYHxqW3yd+PT6Lz7LWEuGgpp0MMUffiE+k0cw1r/rsMQPWSBQif0oeGFYwr0bSUTZs2AeDu7s63333n0Feqfxr9GK9rvXIS49lIbko2o6KiAChRooTBR0oj0x8DULVaNaNez1lpL0asUquJkOvoWZ2crWdbbm7w+Yst+PzFFri5wePkVPp9tZEF207aemlWZ/c/7a/ciydwThgnr2veCTetUpw147pRzIQOKEvZE66Jtzw8PNi+fftT79ukSRMqVqxo+UWZWeYYr43EeDaQm5LN2NhYoqOjAahc2fDrSEbpDVHGPM6Z6e9F23fuFl3qlbXhalyTNtabufo/ztyMY+KfB5g3qIWtl+VSxnWvT8mCeRi2YDvJqSreWLSTG7GPmPJcI1svzWrseoiKvHqfbp+FcS29A6pbg3L8+XYXkzugLOX6jRuApmBz7JgxT73v/C++cMghShnjlZMYzyZyU7KpPwxVqWL4PsKoyEiTHufMtKWbN+MeSemmDemfrfflhkj6NZGz9axtUMtqFPPPQ7+vNhKfmMLUfw5yI/YR3wxuhYe787/Ttts4b+epG7SZHqIboF5tVZ2QdwPtYoDy8vLK8OuHDx4Y/FhvxWMdwbI9ZyXGsxN7c1GyefbsWd3HVYwoktU+Ll++fJQoYfwlZpyVfummSlo3bUJiPfvQpV5Ztv2vF8Xza0o5f9h6gv5fbyIxJc3GK7M8N7Xa/v71/3PwIoO+26L7AnzYsyEzBzST+MgGbsY9ou5Hf3IvPpH8ebyJmtlfjkLZ0JCftrF01xl8vTyI/Wmo0R1RwnzmrD3Chys0Z+SemD1A+qJs6H8r9zNz9X+A5rpvEuvZxrlbcQTOCeP8bc2BhdY1ShHyblcK5fWx8cosx+6ORH2/5QQD0idYbYnmrBdkgLKVNyXGsyu5KdkU5qUs3RS2o3+23pcb5Gw9W6laQnPS17PpV1HYdVpzWbbo+wk2Xpnl2M0QpVbDlL8PMHLJLtJUarw93Vk2sgNju9az9dJc1rI9Z3WnrUqMZ3v6JZvGVhsI89OWboJcjNjWsor1HkmsZxMlCuRh+8TedKqjqR+Kir5PQPAq3clhzsYuhqjUNBVvLNrBtFV6JZrjuzOwuWkXABa5p382XgE/ORvPHuSmZFOYn5Ru2pdMJZx/Sgmnrfj7erF2fHdebKH5GX7lXjytpoWwxwmP2Np8iNL0S2zi5+2aEs2SBfzYPrEXHeuYr0RTGO/Nxbu4H6+5wOTnL0qMZw8ybCo38nIvwjKkdNO+SKxnP7w93fntrQ68G6hXyjlrDavT+x6dhU2HqPvxSXSatYbQw5cAqFayAOFTgnimgnFXpRfmJTGefdLuuylXJB9lCrn2RT/thZRu2hcfTw+WjJBYz164u7kxb1AL5gxsjpub5sojfb/cqDto4gxsNkRdSb/mjvbwXpPKxQif0ofKxfPbakkCifHsVZpKzYELppVsCsvRPyIo+6LsQ+NKxfigh8R69uT9Hg1YOqI9Xh7uuu0709OvgevobFK6FBV9n3oT/szwe0Pb1GT9sSu2WI7Q8+X6SF2M93zTymw/dd3GKxIAV+7G60o2vTzc+TX8jI1XJLQK+HkT9yiZfw5coHJx57vouCOqWqIAZQvnJfp+Al9siCSfjyfVShXI+YHCogY0q8KyPWdRq2HyXwc4Hh3Db291cOhSTqv3RO06fYOg+RuISUiy5ssKIYQQws70a1KZ397qgK+XY1a2WHWI+vfgRV7SK9EUQgghhGtrU7MUIe8GUtDP29ZLMZpVh6gjl++RplJZ6+WEEEII4QDKFM5LyQJ+tl6G0ezysi9CCCGEEPbO5j1RQgghhBCOSIYoIYQQQggTyBAlhBBCCGECGaKEEEIIIUwgQ5QQQgghhAls0lguhBDO6vHjx1y9epWkpCSqVq1Knjx5bL0kIYSFWHyIUqvVDBk8mOjoaACaN2/OjE8/tfTLihzMmDGDrVu2ZPp9T09PSpYsSZUqVXjxpZeoVq2aDVYntDZt3MisWbNyvF/PXr149913rbAikZ3Vq1ezYMECDh54cq02d3d3KlWqxPjx4wnq08d2ixO8PGgQN27cyPF+jRs3ZvacOVZYkdCa+L//sW/fvky/r1arKVGiBPXq1+fll1+mfPnyNljd01l8iNq4YQObNm3S/drfX64tZQ82rF/PuXPnsrwtMjKSTZs28cMPP/DRRx8xZuxYK69OaO3evZuTJ0/meL8BL7xghdWI7MyZPZsvvvgi0++rVCrOnz/PW2+9xf2YGIYOHWr9xQni4uLYtm0bhtQiNm/RwgorEvrC1q3j1s2bWd526tQpduzYwe/LlxMZFWXlleXM4kPU3LlzM/w6NjbW0i8pcvDgwQPOnz8PQMOGDWmh903j3Llz7N27l/j4eABmzZpF/QYNaNeunS2W6vL+O3IEgMKFC/PCUwalTp06WWlFQmlacDDff/89ADVr1mTEiBHUqFmTO7dv8/vvv7N+/XoAZn76KS+99BI+Pj62XK5LOnrkiG6A6tK1K1UqV872vt27d7fWsgRw8+ZN3QDVpEkTGjdujEqlIjYujsuXLumOUN27d8+Wy8yWRYeojRs2EBUVhaenJwNeeIHly5bJEGUH9L+hvPLKK7z40ksZbk9JSWHQoEHs3rULgKVLl8oQZQMpKSlEHjsGQMuWLZk8ZYqNVySUFi9apBugmjdvzh8rV+Ll5aW7vWOnTvR//nndG5NTp07RoEEDWy3XZR3+7z/dxxMmTKBGjRo2XI3Qd/jwYd3Hrw8fTq9evTLcHhYWxuuvvWbtZRnMomfnaY9C9ezVi6pVqwJyJMoe/Kf3DeWZZ5/NdLuXlxezZ83Czc0NgBvXr1ttbeKJU6dOkZSUBGT9dRK2lZyczFdffw1AhQoVWLhoUYYBCjR7oroGBup+Ld//bEP7PS9fvnyyz9PO6P88ejaL73OBgYF4eHhYc0lGsdgQtWnjRiIjIwEYNWqU7hB2cnIyjx8/ttTLCgNo35XlzZuX6tWrZ3mfSpUrky9fPgDu379vtbWJJ/TfoT3zzDM2XInIyrJly3QxxIxPP6VQoUJZ3s89/c0IQMmSJa2yNpHRkfTveQ0aNMDdXZp97Ml/6d/nihUrRpkyZTLdfv36ddLS0qy9LINZLM7THoVq07YtderU4djRo7rb4uLi5LRfGzL0G0r+/Pl5+PAhDx48sNbShB7t18nDw4P69evbeDVCn0ql4ttvvgGgTJkyT427n3nmGSZPmYK3lxeVn7IXR1hGdHQ0d+7cAaChvBmxKyqVimPpWxay+9qEhoZac0lGs8gQtWnTJt0fzKiRIwHw1ttMGRMTI+/IbOT69evcvn0byPkbinb6L126tMXXJTLTHuauXqMGfn5+Nl6N0Hfs2DGup8fcAwcOfOqbkUaNG9OocWNrLU0o5BQXCds5e/as7iSmrL429+7dY8nixQDkL1DAqmszlEWGqPnz5gFQt25dWrdpA5DhjJS4uDhLvKwwgKERUXJyMrdu3QKgRs2aFl+XyOjhw4e6Coq6derw6NGjLO/n4+Nj1/sFnNWOHTt0H3fu0sWGKxE5+U9icbul/7WpWaOG7vtcbGwsBw8cYP78+URHR+Pl5cUcO+3uMvsQtWXLFo6kn5Y9atQo3e/rD1GyudJ2jhj4ruzq1au6M/hqyRBldUePHkWlUgHw559/8ueff2Z5v9Vr1tCoUSNrLk0AO7ZvBzQblevUqWPbxYin0j8S1fgp/1YW/Pwz3bp1s8aSRDr9r012HWqtWrXiw48+stvvc2Yfoual74UqV64cPfVOVfTVPxIlQ5TNaP/SlihRglKlSmV7v4MHD+o+ripns1id/rCbHS8vL+rWrWuF1Qh9arVad0S3ZUBAhiOBr7/2GmfOnMnycePff5/evXtbZY1CIy0tTbe1BNC9McmK7Fezvv8M+D538eJFbmZTxGkPzDpEbd26VfeHMmLEiAzfXHx8fXUfx8gQZRNpaWkcTd/gn9N+qD3h4QC4ubnRWPZzWJ32h7Sfn5/uNHolPz8/KW60gWvXrpGcnAxouqG0UlJS2LRpEykpKVk+rmzZslZZn3ji9KlTurPB+/btq9tekhWpPrCuxMRETp06BWhOQHv11VcBzc+p2NhYNm/ezKaNG7l27RqjR42icePGlChRwpZLzpJZh6h5eu3kpcuUybBvIFLv3YDEebZx5swZXeb8bE5D1J49gKbRvHjx4hZfm8hI21Rev359aVC2M6dPn9Z9XK9ePd3HCQkJvPnWWxnu+/dff3H9+nU5amgj+kc6XnzpJQICAmy4GqEvMjKS1NRUALp27Zrp+9wrr7zCmyNGEBoaSlJSEkePHKFL1662WOpTmW2I2rZtW4ZNy8Oeco0oifNsw9ANllevXuXatWsAdvmX1tnduHFD1z8kG2Htj/4QValSJd3HBQsWZMKECRnu+/vy5QDUrl0bb29v6yxQ6Gg78dzd3aUp3s4YcpJTy4AAXcWByoDrHtqC2VrH5imukfc0EufZhvZdmZubGw0aNsz2ftpv/G5ubvTs2dMaSxN6cmqUF7YVffWq7uPChQtne78Tx49z9+5dQE6ttxXt3sJq1arpyoOFfdB+n/P29s725IzYmBjdx/YY5YGZjkRt376dQ4cOAZpr34wePTrTfWJjY2nXti0gR6JsRRsRVa1aFX9//yzvExsby8KFCwHo1bs3VapUsdbyRLoMQ5QcibI77ul7PX18fPDV2+uptGTJEt3HUvJofQkJCbpN/vLnb3+0A27dunUzXS5JKzx9W4mfn5/dXu/QLEOUtp3cy8uLUSNHZrmHRv+SCLInyvoePXrE6fRNfE/7wTx/3jwePnyIh4cH77//vrWWJ/RoY9fixYtneRkEYVtenppvm0lJSVy9epVy5cplus/t27cz1FLIMGx9x44d0xUGy5+/fbl37x5XrlwBsh9wr1+/zt70IaprYKDdFg7nOs7buWMHh9JPh+8/YAAlsmki9/Ly0r1rk7JN64uMjHzyDSWLaCEtLY2JEyeyYMECAAa88IIchbIBQy6DIGxL/+oLmzdvznR7XFwcr77yiu7i0fnz55d/SzYgTeX2K6evzePHj3nnnXd0G88HDRpktbUZK9dHoj5PPwrl7u7OyPRLvGSnQIECJCYmEqOXcwrr0P9Le/HCBd275MTERCKPHWPfvn26huwePXowa9Ysm6zT1elfBkHePdsn/cqPb7/5hvr169OoUSPu3r3Lnj17+Obrr4mKitLdp0HDhrjpXYRYWId+11pUZCQnT57M8n5FihShQ4cO1lqWIOPX5vy5c7qfR8lJSVy+coVV//5LdHQ0AGPGjqVly5Y2WachcjVE7dq5k4MHDgDQrVu3HMvK/P39uXXrFg8fPkSlUsnVtK1I/8y8n376Kdv7vfDCC3w+d65cSsRG9L9OOdVQCNto164dNWrU4PTp01y/fp1ePXvi7+9PfHy8ruW/XLlyVKlShe3bt8vX0Ub0z/567733sr1f3bp1ZYiyMv2vzfz587O8j7u7O4MHD+aDDz6w1rJMkqsp5ocfftB9PCqLzeRKBdIvIKhWq0lMTMzNSwsjZfcuzNPTk/Lly9M1MJClS5cyb/58GaBsSPt1yukMSmE7Xl5eLF6yhIZ6X5+HDx+iVqtxc3Ojc+fOrA0L07UsyxFF63vw4IHuAtE5kajP+k6m789V8vPzo169evTv359Nmzcz49NP7f5gi5tabaflC0IIYecOHDjA+XPnuHPnDiVLlaJRo0a6I/IXL1wgNS2NChUqSEeUEE5KhighhBBCCBPY93EyIYQQQgg7JUOUEEIIIYQJZIgSQgghhDCBDFFCCCGEECaQIUoIIYQQwgQyRAkhhBBCmECGKCGEEEIIE8gQJYQQQghhAhmihBBCCCFMIEOUEEIIIYQJZIgSQgghhDCBDFFCCCGEECaQIUoIIYQQwgQyRAkhhBBCmECGKCGEEEIIE8gQJYQQQghhAhmihBBCCCFMIEOUEEIIIYQJZIgSQgghhDCBDFFCCCGEECaQIUoIIYQQwgQyRAkhhBBCmECGKCGEEEIIE8gQJYQQQghhAhmihBBCCCFMIEOUEEIIIYQJZIgSQgghhDCBDFFCCCGEECaQIUoIIYQQwgQyRAkhhBBCmECGKCGEEEIIE8gQJYQQQghhgv8Dufm+JFrU+IIAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1145.jpg" } ]
<image>In the figure, \triangle A B C is isosceles, \triangle D C E is equilateral, and \triangle F C G is isosceles. Find the measure of the \angle 1 at vertex C.
D
65,593
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1146.jpg" } ]
<image>Find x. A = 165 cm^2.
D
65,594
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1147.jpg" } ]
<image>Find m \angle 3.
D
65,595
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1148.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1149.jpg" } ]
<image>Find m \angle 8.
B
65,597
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1150.jpg" } ]
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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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", "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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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1158.jpg" } ]
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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.
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null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1161.jpg" } ]
<image>Find m \angle R C N.
C
65,609
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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
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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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m1ui8AkFVMWrPOkdZRP+P/uB0rJQL29zThWOzR+DpJG5PDZlStZovj8byztZwssrK/pGmlK+YFMzEgCZVPter60K0jbhWTwzCzb7yNJiyMIhFNWLW/8TKwoy3hnbgy0PRnIlNJCczj46LdxI6e5hwDgS1jtGKda6qiH4f7SUiVprm0rqpK8dmDcfV3lpmywT3Y1NEAjM3hHAtMV27z96pPovHBfJSH9+HKlQ6HJvMxuPSGoV/czde69/mrteUZYPYVjNm/U/MzBS8PNCfH6zMOXn+BqU5+QQu203o7GEENW2ok/cQCO6FUYp1QWExj6zapxXqts3cODZnOC71xAq9oXLsSgqvrzul/Z0BYGvNO8M7MvfRdg+d/15cqub5n/+WUoDMFHw3vdc9x60VFkqeteVDpO09CAXwf33aYGVuxtGo65BbQNdluwmbM4LApsLD/ld09IVZVzE6sS4sKWXIJ/sJu3gLkCrY/n57OM4ilcogiU7K4s31oeyLiK/UaOm5/m1ZMiaAhnbVuxNavv88V26kATC1nx/dm9/bqy3zrKtSEPOwTO3pi7mZgkNnrkGekqAPd3Nm3gg6ebro/L0EAqMS61K1mnFfHeLYOSn/tqV3A47NHiaE2gBJzCpgzuZwfj12qbzRkkLBmG4t+WhCID41yKK4lZnPvK0RgFQks3pS1399bZlY6yJmfS+e6N4KtRoOR16D3AKCl+0m6p3RtBGdHAU6xqjE+tlfjrM7VBoY4NXIib9nj6BBfRGjNiSylUUs2BXFqv3nQFmo3d+jnRcfTw4mSAdhgv/8dgoKVAB8PrnrfcNfZWJtWYu34E/2aEVRSSl/n0ugMCuf3st2EfHeaDG7U6BTjEas5++MYs2fFwBwcrbjr9nDcXewecBRAn1RVKrm44MXmLP9jLZxFkgLvysnd2V4O90UJ+2LTmRH6BUAOrVqxIu9fe/7+rI863/2stY103u3RllUQvilW9xJy6Hv8j2EvztarKMIdIZRiPUvIXF8sClE2qhnzZFZw2neQHTOMwTUavglNI63N4ZxOyVLu9+toQNLJwTydPeWOuvJUlhSwvM/H5di3+Zm/DCt1wPPnavD1L37oQBe6OdHvqqY6KvJXL2VzqBVf3Bi9gjRS0SgEwz+KjoRn8q0745IqmBpzv7/Dqajp5PcZgmA/RcTaTd/K9O/OFgu1Ha2LH68OzdWTOSZHroTaoDFe85rZys+N8CfgCYPXshTlsWs9dC73MxMwauD2uHd2BmAiNjbTPr2CHV9UEod//g6w6A968SsAh79eJ/U5lQB30zvyyA/D7nNqvNEJKTxxoZQ/jqbUL7T2oL/DmrPgpEda6XJ0bX0XD7YeQaAek71+WhCYNUOLNGPZ12GlYUZM4d1Yt6WMHIyctkRcpmZ7g5Vt1cg+BcMVqyLStWM/PQAOZl5ALwytJPoniczV9NymbUpnE0nY8sbLZkpeKxXa5ZP6IKXU+0tqL209pR2wfKzKcH37Lx3TzTl5pYW+ruJrG9twdzhnXl7cygUqFi58zQdvJ2ZGuyjNxsEpofBivWrv4cQcVkqoOjV3ptPJv97epagdknLU/HujjN8dfB8pUZLAzs1Y9XkINp7ONfq+++Iuskf4fEAdPXz5JkeLat0nFqN3j3rMtwcbJg1tCPLt4dDSSnTvj9Cu8ZOBIiydEE1MciY9aaIBL7ZL/Wkdm3owLb/DLhndZqgdlEWFbNgdxQNZ6zjq71RWqHu6NOIQ/NGc+CNwbUu1KqiEl789bi0YWHGD9N6VvlYZVGxNmCqywrGqtK6kSNP9vWTNlTFDP/0ABkFhfc/SCD4FwzOs76ZmcfE749If2QW5mx7ZaDIpdYzpWo13xy7zLwt4WSk52j3ezd2YvnEYKYENtWbLe/vjtIuXr4yuAPtPJyqfKyyrBgHsDSrfovUmtC/jQfxKdmcOH+DpJQsJn9zmP2vD5HFFoFxY1BirVbD5G+PQK40mmnRxGB6tHCV16g6xrbIG8zYcIr4m+WNluo51WfxmABe6ddGrxPhr6TmsGxXJADOLnYsHdv5oY5XFpaLtb7DIBWZ3rM18SnZJKVkcSDiGsv2nWfOkHay2SMwTgxKrD/cf54T528C0LOdN3MfbS+zRXWHE/GpvL4+RNtzBQBba94e2p55wzpQX4ZBw8//ekI78PjzJ7pjZ13FRUUNyrJe1tR+Ucz9MDdX8PrgDszZFALKQt7ecIrBfo1F/FrwUBhMzPrC7SzeLit8sbNl/fP9xYBbPXApOZvhnx2k54It5UJtYcYzA9uR/NFklowJkEWoN5y+zmHNQIne7b15PKj5Q59DWVTBs9bjHcG9cHWw4fmy+HVRCRO/PoSqgn0CwYMwCM+6VK3m8W+PgEryhH6Z3ksMEKhlkrOVzNkazpqjF6G4vNHSyK4+rJwYRCs3+cZVFRQW88pvJ6QNS3O+nVr1RcWKKIvKPWs5wyBlBPu4ccbPk7CLt4i/mc7MLeF8KrKcBFXEIMR68d5znI1LAmBkcEue6tpCZotMl1xVER/sPsuKP85WarTUra0nqycH0+1fWo3qk7nbz5B6R1rYfHNox2p3sFMWV1hgNACxBpjeqzVhNzMgJ5/P/oji8a4tDOJnLjB8ZL+CY5KzeW9rGAAWDvX4YWovmS0yTYpK1az6M5oGb61jxbZwrVC39G7A9hnDODlnuEGIRnRSFh//cRaQ+ossGtWp2udSluWEo9+imPthY2nO6/014ZCSUqb98BfFpXWjIFsh4po1QnbPevpPx7Thjx+n9hRjuWqB30Ljmb0xjFvJmdp9DRvYs2R8IP/Xs5VBrQ0898txbT73l0/1eOgJMhWpKNaGEAYpo72XC0GacEhsQior9p/nbbGYLngAsor1d39f5lS0lP0xsHMzEf7QMQcvJfHmulOci08u31nfhg9GdmLWIH+sLeXJPf43fg2N12YDDejclPGdqz44914UFlfwrA1spNSTPXwJu3YHClTM3XqaZ3q0Ei1/BfdFtis4Pb+QF38/JW3YWPHDNBH+0BWRt9J5ZNUfDFqyvVyorSx4ZVgn0ldN4d1hHQxOqHOURbz6m+Z6sLbgmyd71PiclWPWBnT7ANhZW/BEsKZsvkDFjI2h8hokMHhk86xnbAzVNqlfNDaQJi5iqkZNSUjPY+amMDacqNxoaVIPX1ZMMOyf8eytEWRl5AIwd0RAjcZ+lVExz9qQwiBl9G/rwYELN0hJzea3Y5eYPbQD7R+iQlNQt5DlCo5ISGPN4WgAfLwaMFtUc9WIjIJCXl0XQtNZ69jwd4xWqPt3asqZxeNZ/3xfgxbqqFsZfHXgHACe7k68N0w38VtVpQpGw7qTAGlgwZM9NJNuStW8vu6UrPYIDBtZPOuXfjspCYoCvp7aS/aCBWNFVVTK8gPneW9XpLZEH6B9C3dWTenKwDaN5TPuIfi/Nce1ud5fT+uhsxBNRc/aysDCIGX4ezrj29SN2OspHIq8zv6LiQwWPdsF90DvYr3h9HVCNZVyw4N8GNimkb5NMHrUavj++GXmbg7jTlp5oyVPdyc+nBjIE0a0UPv98SuExyQCMCzIhxHtvHR27ooVgoYYBinj8e4tef9GKpSqeXNdKOfeH2NQGTo1RV3XR+XoCL2KdXGpmhnrNbd6luZ8MjlYn29vEuyIusFbG0K4fCNNu8/KsR5LxwTwan8/LI3oLiWroJCX15UvMn/9ZDednl9ZMRvEgMXa26U+Xdt4Ehp9kwtXk/k9PJ7Hg4znC1egH/Qq1p8fucjNpEwA/jOwvU4WkeoKp67e4Y31IdpURwBsrJj5aHveG97hoZscGQJvbgynMEtaZF4wOgBvZ93G1QsrZoNYGF7MuiITgnwIjU2E4lLmbg5nSmBz0cNdUAm9iXVBYTHvbYuQNurbsHD0w7W7rKtcTslmxsYwdobGoZ28amHG9L5+LBvbxWhzc8Ovp/HjoQsANPNw5u2hui8KqVTBaOB3HA3qW9HX35ujUde5npjBTyfieLZn1SbiCOoGehPrjw5Ga+cpvjesEy71dD9U1ZRIyVEyd1sEPxyOhuLyUVrDAn1YOSmo2v0yDAG1WrOoqFlk/nZar1oRU5WRhEHKGBPQnKPRN6GohPe3n+bpHj7CuxZo0YtY5xUW8/5uaUyXlWM9Zg3x18fbGiV5hcUs3nOOpXujoECl3R/k58HqycH0NIFhDF8cjSFK07hrbLdWDPKrnawVlQE2crofDraWPNLOm0NnrnEzKZOfT8bxdBXnTQpMH72I9eqD0doCmPnDO8nSH9nQKS5V88XRGOZuDSdfcwcC0MLLhRWTghnXyVtG63RHWq6KVzdoqvVsrfn88dpbZFaVpe4pwMJAU/f+ychOzTh0/gYUlbB4VyTTu7c0qcwQQfWpddVUFZWyVNNFzcqxHm884lfbb2l0rAu/xqyNody4naHd5+xix+JxgbzQu5VJ3Qq/viFUmxO+bFwgHo71au29tEUxBtYX5H442FrS28+TY2cTiLuZxtaoBMZ1qlmPFIFpUOti/c3fsVpPcc7gDjXqomZqHI5N5s11p4i8klS+s54N80d0ZM4Qf2wsTetndTw+lbV/XQLAt4krMwa1rdX308asjSAEUpERHZty7PwNKFWzdHeUEGsBUMtirVbDir1SrBpb61r/4zQWzidm8sb6EA5GXpOmuANYmvPSwHYsHNmJBnam1ya2VK3mOe2iooLvpves9cpVbczaiDxrgIb2NnRu2ZgzsYmExyRy6uodg+g1LpCXWhXrLZEJ2rzql/v74WBjfLnAuuRmZh6zNp3m978vVWq0NL5bK1ZMDKR5Azt5DaxFVh+8yMVrKQBM6dWaPi3dav09C43UswYY0akpZ2Klys7lf5xjy0v9ZbZIIDe1KtarNM15sDBj1uC626wpq6CQ+Tsj+eTAOe2gBYA+HbxZPSmYgCYuMlpX+yRnK3lrc7i0Ud+GT6fop3K1LAxiZmSeNUCzhnY08XAhITGdreFx3M7qRmNH455LKibF1IxaE+vopCxOXND0AAlobtBd32qLwpJSPjpwgXk7zlRqtNS2mRurH+taZxr2vLouBPKVAKyeGKS3aUBlYRAbI8kE+SePtvfm28R0KCrh8yOXWCwKyeo0tSbWHx+M1lbcvTGwbnnVajX8dPIKb28KI+VOtnZ/IzdHlk0MZGpXnzqTjnU4NpmNx2MB8G/uxn/76y8bqFBTwWhthGEQgKDmrnxb3wbylHx75CILR3UyqcwgwcNRK2KtKirluxOXAWjm4cKAOtRZb/f5W8xYH0LM9VTtPjP7eiwb3ZnXB7Y1+LJnXVJcqua5Ncekby8zBd9P76XXL6kyz9rKCMMgAGZmCh718+SP8DjupOWw6+xNRnU0jXx7wcNTK2K9LuKq9rb/uX5tauMtDI6w63d4fX2IdoYgADZWvDm4HfNHdKyTi6vL958n7mY6AFP7+ek9o6GsKMYYqhf/jf5+HvxxOh7Uar75K0aIdR2mVsT6x2OxmrOb81xP39p4C4MhLjWHtzaFse3UlfJGS+ZmPNW7DcvGB9Rq0Ychcyszn3lbpcZdZvb1WD2pq95tKOtnbSzVi/eiob0NPl4uxN1IY0/kNdLzC0VfnTqKzsU6OVvJXxck73JQB2+9LSbpmzt5KuZujeC7wxegqLzR0pCAFqyaHETbRo7yGigz//ntlLa3yeeTu8oiMIUl0u/F0gBHej0Mfdp4EncjDYpK+PnkFd4YIOoV6iI6F+tfQ+KgRPJopvdspevTy05BYTFL/jjPot2RlRotBfg25uMpwfTWQ/6wobMvOpEdoVcA6NSqES/2lufuKk8TszbmMAhA1+au/GRlAYXFrDVCsRaTYnSDzsV6XUi89MDW2qTKZItL1Xz1VwzztoRrW72C1It5xaRgJgSYzmetCYUlJTz/83GpMtPcjB+m6XdRsSL5mjxrY5/xaWVhRudmbpyJTSTichI3MvJ0PqhBYPjoVKyTs5WcvnIbgNEdm5hMb4uNEdeZuSGE64nljZYcne1YNLYL/+nrK9KpKrB4z3kSNA2pnhvgL2/Bj8azNjdyzxqgRyt3qaJRrWZtSDxvP6r7YQ0Cw0anaroh4pq2jHpSUDNdnloWjl5J4c3fTxFx+Xb5Tltr3h3RibeH+IumVP/gWnouH+w8A0A9p/p8NCFQXoPKskEsjF+sO3o1AGsLUBWzOfyaEOs6iE7VZseZ69IDS3NGdTDeFKPopCzeXB/Kvoj4So2Wnn/En8WjO9PQBBst6YIXfz0FykIAPp/STdZ0RbUa7dqJKeS2m5sr6NjElajLtzl95TapOSqTXbwX3BudiXVhSSkHL0qNZ3q18TDKAa6JWQXM3hzO2mOXtH/omCkYG9ySjyYF0cKEGy3VlB1RN9l3Wlqv6OrnydM9fGS1R1VcrP2itTCBMAhAUHM3oi7fhlI1WyMTeL636S3gC/4dnYn1kdgkrVc1rL1xedXZyiIW7Ipi1f5z2s8A0LOdFx9PDiawaQMZrTN8VEUlvPjrcWnDwowfpvWU1yD+OdLLuFP3yujYpIHUQbCklB1R14VY1zF0JtZ7z9/SPh5pJCGQwpJSVh+MZu6OM9qxYwBtmrqyckpXhvl7ymid8TB/ZyS3U7IAeGVwB9p5OMlrEKAsKhdrU/Gs61mZ08TdiYTEdHZHJ1KqVovF7TqE7jzrS9IiXD2n+gbxx3o/1Gr4JTSOORvDSNKIDIBbQweWTgjkaTH3rspcSc3hwz3SgAlnFzuWjjWMznAFxeWtaC2NuILxn3TwbkBCYjrkFnDq6h16mMAAZUHV0IlYK4uKidQ0ln/Et3YmVeuKfdGJvLkuhGiNvQDY2bJkVGdmDPLDykRumfXFc78ch0JJGL94srvBrFVU8qyNtJHTvejo3YBdIVKTtD8u3BJiXYfQiVj/HXdHW3Ldt7VhdtiLSEjj9fUhHDt3o3yntQX/HdSeBSM74mgr+i08LBtOX+dIVAIAvdt781hgc5ktKkdZybM2HbFu3tBem8J35FIijOwkt0kCPaETsT4cU56HPKCNYXnWV9NymbkxjM2nLpeP0jI34/Fevnw4vgteTqISrDrkFRbz8toT0oalOd9OlX9RsSLKwooxa9MJgyjMwNfdmdiEVI5dSTGquLWYFFMzdCLWJ8qmc9ezppOXYYyoSstT8c72M3z95/lKjZYGdmrG6sldDT6ubujM23aGO2k5AMwY2pE27g4yW1QZZdnvHNPJBinDt7ETsQmpUKAi8kY6AU1EtlJdQCdi/Vf8HQB6tHCVfWFOWVTMsn0XWLArUjtKCqBTy0asnhJMP193+YwzEaKTsvhk31kA3F0dWDS6k7wG3YOy+YtgWmEQAN8KHR2PxaUKsa4j1Fis49NytWlvXZvL13GuVK3m62OxzNscTmZGrna/d2MnVkwKZnKXprLZZmo898tx7d3KF0/2MMgeMKoi0wyDAPi4OYKZAkrVhMSlQP+6MeCjrlPjv7KTceVZFd1ayCPWWyITmLkhhHjNVBKQUgiXjA3g5b5tjL7rmiHxS0i8dhrOwM7NGN/ZMLsNKk3Ys7axNMPRsT5ZGbmcuX5HbnMEeqLGYh12rfxi6a7nsU3H41N5/fdThMcklu+0tWbusI7MHdqO+qLRkk7JURbx2v9OSRvWFnwztYe8Bt2HimJtSql7ZTRraE9URi6XEtMpLlUbtEPi5OhIYw8PbGxs5DbFqKmxmp0t82btbGniop/MikvJ2by5PpS9p+PKGy1ZmPFsf3+WjOmMm724KGqD2VsjyNKEmOaOCDDoXimqiguMJtB17580bWAv9QkpKuFSUpZBL5i/8OKLvPDii3KbYfTUWKwv3JR6F3fxcK6xMQ/idlYBb287zc9HL2p7FaNQMKqrDysnBdHS1b7WbairRN5K56sD5wDwdHfivWGG3aJTWak3iOmJtVcFxyjqZrpBi7VAN9RIrAsKi0lJl9K32tbixZKjLOKD3VF8tK9yo6VubT35eEowwc30G36pi/zfTye0X5DfTOuJtaVhp8OpikyzKKaMimJ9ITHrPq8UmAo1EusLt7O0hSZtPXXvWReVqvn0z2jmbI+gOLu80VIr7wasnBLMyPZeOn9Pwd18f/wKp2OldYHhXX0Y3s7wG1yZarl5GW52ttoOfJeThVjXBWok1tFJmdrHup7m/WtoPHM2hpJY4UJs2MCepROCeLaHaLSkLzIKCnl5nWZR0caKr57oJq9BVaSwpGIYxPQuFoUZ1LO3JT8zj/iUbLnNEeiBGon15eQc7ePWOhLrg5eSeGPdKc7HJ5fvtLNh4YjOzBzU1uBvv02NtzaGU5gl3dUsGB1gNINalRXCIFYWpnnNeDrU43JmHpdThVjXBWok1lfLLhIzBS1quLgXeSudN9aFaBsDAWBtwasD27FgVCecRaMlvRN2PY0fD10ApCnubw817EXFilQcPmAq/az/iauDDZeBnKx8VEWlWFua5ucUSNRIrK+nS2lczk521Z5zl5Cex8xNYWw4EVveaMlMweSevqyYEGg0npypoVbD/635W/qdKOC76b2MapZhxdQ9Q85BrgkN7WylB2o1V9NzDa4/i0C31Eisb6XnAdCkGoKanl/IezvO8MXB89p+yACPdGrKqsld6VgLC5aCqvPF0RjOxkmhqLHdWjHQwLopPohKvUFMMM8aoGGFeoLraUKsTZ2ahUGyCgBo7FyvyseoikpZfuA87+08A3nljZY6+LizanJXg2uxWhe5k6vi1Q2h0oatNZ8/HiyvQdVA61mbm2GafjW41C8X6xsZeTJaItAH1RbrolK1VmwbOdo+8PWlajXf/32Ft7eEkZ5WvjDp6e7E8klBPB5kOI3r6zqvrw+FXOmLeNm4QDwcq/5lbChoY9YmmAlShlO98nWcxMwCGS0R6INqi3VKtlIKbALu9vcX6x1RN5ixIYQrN9K0+6wc67F0TACv9vczqlioqXM8PpXfjl0CwLeJKzMGtZXZouqhDYOYmWYmCFQW6+RsecV67JgxpKSm8v777zNo0KD7vraoqIiffvyRkydPcu3aNSwtLQkODuaxxx+nbVvjvN70QbXFOrlCkUrDf+nFcfJqKm+sDyEkunzyOTZWzH60Pe8M72Aw8/rqIrdv3+bUqVOEhYZx+fJlvLy86NCxAx9erqdZVFTw/fSeRrs4V6gVa9OMVwPYWplrC2PScpUPPqCWSExMJCQkBIDs7PunESYnJzNu7FiuXr1aaf/58+dZu3YtK1etYty4cbVmqzFTbbFOzy/SPm5Q37rSc5dTsnlzQxi7wuK03jcWZkzv68eysV1wdxCNluRCrVazcOFCvvn6G9RlvxsN69evp8TGAVo/ypTx4+jdUr7+5DVF61mbaNqeFitLKFCRkV/44NfWEkuXLq3S60pLS5n61FNaofb29qZly5bcuXOHc+fOoVKpmDN7Nv3798fZWSQY/JNqi3VGvkr72FFzO5aSo+TtrRH8eCQayv5YFAqGB7Vg5cQgWovVatmZNWsWv6397V+fN1dm0zhqA80CHYE++jNMx5TFrG2M9M6gqthYWaAsUJFdoD+xViqVJCcnc+nSJdauXcufBw9W6bgdO3Zw7pzUDKxPnz78+uuvWFpJ2vHmG2+wbt06cnNz+f1//+M/L79ca/YbK9UW6xxluWdtZW7G29tOs2zP2UqNloL8PPh4cjA9WrjWzEqBTvjll1/uK9QV+fmH7+jXuwdDhgypZatqh7JsEFsT96ztLc1RArkV/h5rm1defpk9e/Y89HG/rV0LSINz57//vlaoASZMnMi6desAuHjpkm4MNTGqLdZ5FXKjR378R/lQWqQpLeM6NaGthzNHY5M5Gpt8r1MI9Ihareanpcsf6pivvvzKaMW6UNPIyRQ77lXEWlNKn1+oP7GuLpc0Ity9Rw/8/PwqPdetWzcWLV6MWq3GXywy3pNqi/U5TR9roJJQA+Rn5rH2yMVqGyWoBbJu0jgz/cGvq0B4eDiZmZk4OTnVjk21iKpYciZMsYlTRcq+jJT/+BusTT7+5BOWr1ih3f7z4EH++9//3veYlJQU0tKkbLCgoKC7njczM+OZZ57RraEmRrXdDg8n48u9rdPkPvzdTWlpKRcuXKgFY2qfspi1qXvWZX1PCiv0Qqlt7OzscHFx0f5zdnF54DGRkZHax76+vgDk5OSwd+9ewsPDKSqUb4HUWKi2Z21WoUdpS+8GlXKom3o4s3BcF7o0aVAz6wQ6Y8f6Uj6N3vnQxxUXFz/4RQZImXhZmHCeNZT/HRaXqh/wSnm5das8fdfLy4upTz3F4SNHKCm7A7K0ZMSIEaz++GOsrETTtntRbbFWU35x7P3vEP6Muc2L605BTgHXEzOY+uWfPNmnDZ9MCcalnvjhy01agD+fVuM4Hx8fnduiDwo02Uim7lmXuUyGLdWgLCgv2ln4wQeEh4dXer6oqIitW7cSHx/Pjp07sbQUNRj/pNpXsqJixwUFvNDblzvLJ/NEXz9QKKBUzdojF3GduYFvj13Wha2CGtAtuNtDx56bN2+Ol5dxTuPJKfOsTTxmXSbShv4plcryop3w8HDat2/PT2vWcOyvv/j444+1oZSoqCh+//13ucw0aKot1uYV8leLNFM5GtS3Zu2zffjr3TG08pZCIKU5+bzw3WGCFu/iXGLGPc8lqH0srSyZMGHCQx3zyqtGnOta5lmbcAUjSD13wPDvIJSq8rqMBg0asHHTJoYMGYJPq1ZMmjyZDRs2oND8rr7/7ju5zDRoqv0btq7QdlJVUnklundLN6IXjmfRYz3ARgqBhMck0uGdzfx3Q1iltD+B/pg5ayZ+bf0e/EJg/PjxPPbY47VsUS2iuSbNLQzd56wZxSVlC6mG/TmtKoQ1Hh06FAeHygVy/v7+dOrUCYCr165RUqK/7BZjodpibWNZHu4uKLz7B2thpmDe0PYkfDiJoYGauGdxKZ/uOkPzORvZfCbhrmMEtYu9vT3bt2/nscce03ox9yKw32A+/mS1Hi2rBepINkjZXa2NgY+7s7Oz0z5u1bLlPV/TWpMlUlJczI0bN/RilzFR7SvZzqZcrO9XPeXtXJ89rw1k21vDcHeVvk1T7+QwYfUfDPlkP9c002YE+sHOzo6Vq1ayZ89uRo8eTZs2bXBzd6db776ktxnC7W4vEuMzEjOzGrU6lxVVUYm2J42pi3XZQmo9K8NekLOtV57q+2+OgkUF77ukyPCLfPRNta9k+wod87IKHhzWGN3Bm6tLJ/LGyADQeAH7T1+j+ZxNfLD7rNQfW6A3OnbsyFdff8Whw4eIjDzDlg2/M3nas2DfiNiENNaGxcttYrVRlVScv2jYHmdNydMUw9jZGLZYN2nSRPs4I+Pea1f5edIABXNzc5o0a6YPs4yKaou1c4V0vMwC1X1eWY6tlQWrJgZxYfFEgtt6SjuVhcxff4o272zmsChLl5XFYzqDteRRz9scrl28MjYqVvOZeq90pWb9x9HAB0oHBwdjYSFdW1euXLnna85oCmfc3NxE6t49qLZYN7Arb3N6J7dqYl1G20aOnJozgu9fGICVZgpJ/M10Hlm8g8e++4vUnIc7n0A3eDnV56VH/AG4cTuTb4w05bKiWJvqZHMtmp4gzgZey2Bra6vtB3Jg/37S0yu3Pjh18iRX46W7ua5du+rdPmOg2ldyowoDB1Jzqtf4/NmeLUlaPplpA/zBTAFqNeuOXcJt9ga+OBqDkTp2Rs2CEZ20GTzzt52m0AhX5QvqiFjnF5ZAWdrsvwwAMSSeeOIJAFQqFWNGjyYsLIysrCx27djBCy+8AEghkLdmzpTTTIOl2leyq721JLBASg1GCjnbWrFmWi+OvzeWNk01rVRzC3jlh6MELNrBmRsP13xIUDNc7a2ZMbgdIC0Ef3YoRmaLHh5lcd0Ig2RV6Cnv9oDReobA1GnTGDNmDCCFQkaPGoVfmzY8/8ILpKamAvDMs88abdVsbVNtsTZTKLCwky6QpKz8B7z6wfRo4cqFD8ay/MmeYCtNnom8nETA/C385/cQclVidVhfvDu8A2jCXO/tPEOBkeXFV4pZm7BnnZFXLtYeTvKJtUWF7A7rB8SaV61ezeDBg+/KCLG0tGT+/PksWLCgVmw0BWqUn9XCqT6x2fkkZtRcrEH6Apg5uB2Pd/Xhpd9OsDP0ChSX8tXeKNaFxPHVUz2Z3KWpTt5L8O842loxf1hHFmwIIT8zj+UHopk/vIPcZlUZVYUOdBYWppsNkl5hlJe3c33Z7Oj3yCMk3r5dpdfa2Niw5uefSUhI4Py5c9xJS6NFixYEBQVhbW394BPUYWrkdni6aBYHM/J0Yoz2vE627Hh5ALtmjsDD3RGAjPRcpnyyj0dW7SMuNUen7ye4m5mD/bFxlATg/d1RZOtxEklNURaV3wkYemVfTUirsFbUrIHdfV5peDRp0oRhw4czdepUevXqJYS6CtRIrJtqLhBldn6lPxBdMbydJ/FLJjF7TKA2N/tw5HVazt3IuzsijXLxy1iob2XBByM7SRu5BSzac1ZWex6Gip61KYdBUnM1a0VmCpo3NC6xFjw8NbqSW2gqElGruZJaO5WI1pZmLBvXhUtLJtGrvbe0U1XMok2h+M7bwoGLVbv9Ejw8/x3QhoYN7AFYse/8Q6doyoWyqEIYxIQbOaVmSZ61o2N9rEz4S0kgUaPfsK8mRAFwKSm7xsbcj9buDhybOYyfXx6IvZN0e349MYPBy3Yy4esjJGdXL31Q8O9YmZuzYGwXaaNAxfydkbLaU1WUFQYmmHKL1JvZ0lqRj6u9zJYI9EGNxLp1o/KLJCY5q8bGVIWpwT7cXD6Z/xvcXpObDZtPxNJo1gY+PnRR5GbrmOd7tcKrkRMAXx66wK1M3Swm1yaqCp61pYkuMJaUqFHmSL+Lik6TwHSpkVi3cXPQ5lrH3M7UhT1VwsHGku+e7EHognG0a+Eu7cxX8saaY3RcsJ3w62n3P4GgyliYKVg0XuNdq4p5Z/sZeQ2qAhVT96xMNAxyOysfNP102ng4yWuMQC/U6Eq2sbTA1UXyri/pybOuSFDThpydP4ZV03pDPSkv+Fx8MkHzt/D82pNGlcFgyEzt6qMdJrHm6EXi0wy7U6KqDlQw3kgvz8Bq7+ksoyUCfVHjK9lP861++qY8U2AUCnhjQFuSlk9mXA9fab5RqZrv9p/Da9YGfg013u5xhoJCAUsnBEkbxaXM2XxaXoMeQKUKRhONWSdU+MIMaPLg6eIC46fGYt3eS7pQSnPyScyqftl5TXF3sGHzi/3ZN2ckTRpLnkZOZh5TPz9InxV7iUmu3QVQU2d85yZ09GkEwMYTsVy4rf87qapSWLEoxkQ96+t3NLUG9W1o5iLS9uoCNb6SuzRpoH186mpqTU9XYwb7eXB5yQTmTeiqbfd57NwN2szbxNvbIirdIgsejg8nBkoPStXM3hx+/xfLiKpCzr+ViS4wxmjEOqjC35/AtKmxWHdr4ap9fCpefrEGsDI3Y9GozlxZMol+HTVNzwuLWbYlHJ+5m9lz4Za8BhopQ9p60E3Th3x3WLzBLuQqKxbFmOACY2Z+EeRJd7FdmjaU2RqBvqjxldzG3VG7uBcan1Jjg3SJj6s9h2cM5ffXhuDkLN0q3krOZPjy3Yz+4hCJOmhAVddYMTFIWhdQq5m5KUxuc+6JqrjiAqPpxawvJ2dqH3fzcf33FxoIf//9N4sXLSIhQcxdrQk1FmuFAnpqvOuj8akGmec8JbAZN5ZP4sVHO4K5GahhR8gVPGdt5KMDF4x2Iooc9PJxY0AnqZnWkbMJ/HXFsL6gobJYW1qYnmcdm5Spfdy3lbt8hlSR48eP88UXX3D9+nW5TTFqdHIl92ipuWByCzivx3zrh8HO2pKvHu/G6QXj6NRSWiijQMXMX4/Tbv52Tl69I6+BRsTy8UHagqSZGw3Pu9auS5gpMD2/GmI1i7tOznZicbEOoROxHtCmsfbxfgOPBwc0aUDEu6P57Jl+oOnHffFaCj0WbOXpn4+TUVB4/xMICGjiwsggqUF86MVbBrcGoK1gNMFMkOISNTfvSGLdq1Ujma0R6BOdXM19W7lpu+L9aQSNlRQKeKVfa1I+nMzk3m2kHaVq1vx5gUazNvDjiXsP9BSU8+H4QK0YztloWJkh2jCICU42v5ycDZoF1D6+hh8CEegOnYi1jaUFQZrQwt5LiUYTA3a1t2bdc335c+4omntK+eKFWfk8+/Uhui/bTXSS4eYSy41fIwem9PAFpKrRjRGGs3ikbZ1rgpkgF26Vj7kb6OchoyUCfaOzq3mwv5TSRW6B0cV/H2ndiJjFE3h/cjftsNhT0bfwn7eJGZvCa6VXtymwZFyA9o7q7U2hBrO4XB4GMb2ItVas7W3p5GVclYtqQ7lAjBSdifXojt7ax1sjjG/V19JMwfzhHYlfOpFBAc2knUUlrNoRQfO3N7Mj6qas9hkizRvY8UxfPwDibqaz5mSczBZJlIVBbEzMs1YWlZKgSdsb7ueBwvS+iwT3QWdXc2CThto+07ujDOeW+GFp3sCO/a8PYePrQ7WN95NSshi9cg/DP/uTGzoeYWbsLBodoK0UfXfraYpL5feeCjWetY2JLTCeu5kGJdJne7Sd9wNeLTA1dHY1KxQwUlMteCkhlYR04xa1CQFNuPbhJF4d3hk0Jct7wuJoMnsjS/44ZxCiZAg0drTh1YHtAKng6Ou/YmW2qNyztjKxMMjpa5oKYYWCsZ2ayGuMQO/o1PWY2KW59EANv5lAt7v6VhZ8OrkrZxdNoIuvZjFHWci8/52k7btbOGaABSFyMH94R7CVBp7O3y5//5UysTalkV7qUgi7Jq0FtW3qiqeTrcwWCfSNTq/mYe09oZ70R7sp7KouTy0r7T2cCH9nJF8/1x8ze2mi++UbafRZtJ2nfjxGmpHMJqwtGthZM2doewDS03JYfeiirPaUibUpDcu9lJQFBdJ1NrpsTUVQp9Dp1WxlbsZ4TSlyxJUkow+F/JMXevuSsnwST/T10+Zmrz1yEbfZG/n22GW5zZOVuY+2B3vJ25u/K5K8QvkyaMpapFqaUJ71ybgk7eMnglvIaIlALnTuejzZraX0QK3mp5OmV1zSoL41a5/tw1/vjtFOTynNyeeF7w4TtHgX5xLlGcIgN/Y2liwc3gmQctU/3HdBNlvKuu6ZShOn0lI1x68kA+Dj1QD/xmLmYl1E52I9ooOXNlTw63HT9TZ7t3QjeuF4Fj3WQ5ubHR6TSId3NvPa+lBZPUu5eGuQH46a7oYL90TJVrqfZWJhkKgb6doQyGNlzpCgzqHzq9nCTMHT3aS+EXE30wi5ZlwFMg+DhZmCeUPbk/DhJIYGSp+Z4lI+2x1J8zkb2WRAVX36wMbSgvmjOkkbeUoW7jorjyEaz9rczDQ862MxmhYOZgqe7SXEuq5SK67HC318tY+/OnqpNt7CoPB2rs+e1way7a1hNHKTblFT7+Qw8eM/GPzxfq6lG/aAWV3ySn8/3F0dAFh94DwpOUr9G1Es3dWYQnvUXFUxUdekEEi3Np6iy14dplau5qCmDWndVOpx/fPJK3UmJDC6gzdXl07gzVFdtGXYByKu0XzOJhbsPktRHcjNtjRTsHBsF2lDWch7OyL1b4Q2Zm38Yn30UqL28zzXp7XM1lQPhSi11Am1djU/36+N9CBfZTBlyPrAxtKClRMCubB4It3aekk7lYW8v/4Ubd7ZzOHYZHkN1APP9mxJUw9paPE3h6P1WvVZWFJCWZMSUxjpdSBa037WzpYngkQWSF2m1q7m/+vZSrvw9vlB+TID5KJtI0dOzhnODy8OwMpRWnCNv5nOI4t3MOW7o6TmmG5utplCwZLxmuG6hcXM3Rqht/dWFlWYv2jk2SDnbqSTkyGF0F7q7Yu1pfF/+QiqT6399h1sLJnaQ1oMuXQ9lSN1wKO8F8/0aEnS8slMH+Cvma6iZv2xGNxmr+fzIzEG06lO1zwW2Jw2mlDY2r9juJySo5f3VVUQawsjz7Pee/aG9MBMwZsD/eU1RiA7tfpVPXNwe8pagy3/41xtvpVB42xrxU/TenFi/lj8mrlJO3OVvPrjUQIW7eDMjfT7n8AIUSjgwwlB0kZxKXO2nNbL+yqLy9dHjDl1LzEzn5gEqZ3BwI5NaelqL7NFArmp1au5nYcTvdpJcdu9EfFcSdWPd2WodG/uyvkFY1j+ZE9tL43Iy0kEzN/Cf34PIVdVJLOFumVURy8CWkkj37acukzUrdovGKoYBrEw4tS9nZHXQXPXNWdoR3mNERgEte56zB7aQXpQqmbJ3qjafjuDx0yhYObgdtxaPplRwa1AARSX8tXeKJrM3si6cOPrBX4/lk/UxK5L1czeVPvedUXP2lizQTLyCgmNSQSgXQt3BrQRsxYFehDrEe288G0ixS5/OhZDcrYMebcGiIejLdtffoTds0bg6e4EQEZ6Lo99uo9HVu0jzkTuQga0aUyv9lLv5X0R8Zyq5SlClRcYjVOsd5y5pu1bPW9EJ1lt0SViUkzN0MvV/PYIzW2cqpjFe2WqajNQhvl7ErdkIrPHBIKV1MT/cOR1Ws7dyLs7IsvnCRoxyycESXcQapi1KaxW30tZoT2rpYXxLTBm5hfxV7Q0lai5pwuTuzST1yCBwaAXsZ4a3ELrPX725wXu5Jlu2lp1sLY0Y9m4LlxaPFHrhaIqZtGmUFrN3cIBI5gYfz+6N2/IYE1bz2PnbnAopvYygyqKtTHGrLdFxIOmt8n8MQFidJdAi17E2kyh4N1RnaUNZSELd4vY9b1o7e7AsZnD+PnlgdoRaQm3Mxi8bCfjvz5i1CGk5ROCpNRFYObG0Fp7H1WFOxFjC4PcyVFyTONVt/ByYWpXH5ktEhgSeruan+3ZCg93qW/GpwcvGLXw1DZTg324uXwy/ze4vSY3G7aciKXRrA18fOiiUeZmd/R0ZmywlHcfEXu71gYQKwuNN2a9KTxeW1q+eFyQ8KoFldDb1WxhpmDBmPKeEe/s0F9VmzHiYGPJd0/2IHTBONq3cJd25it5Y80xOi7YTtj1NHkNrAYfjg8ETXOlOZvDa+VLR1UxG8SIwiA30vMI02SAtG/hzpTAZvIaJDA49Op6PNOjJc09XQD4/nA08Wl1pxtddQlq2pCo+WNYPb031LMB4Fx8Ml3nb+G5tSfJVhpPbnYrN3ue6Ck1I7p4LYV1p3U/+k1ppBWMa49fBk2jr1VTuslsjcAQ0atYmykUfDixq7RRVMKMDbUXuzQlFAp4/ZG2JC2fzLgevlJmRama7/efw2vWBn4JMZ7hxEvHBWizXuZuCqdUx+61srg8Zm1lJC1Sz1xP48oNaXL5wM7NGCjyqgX3QO9X88SApgT4SlVt205d4eTVVH2bYLS4O9iw+cX+7J8zkiaNpa52OZl5TPviIL1X7CUmOVtmCx+Mt3N9nu/fFoBriRn8cFy3o99UxRUXGA0/DFJSoubH4zHShoU5nz3eXV6DBAaLLK7Hp493l9xFtZrX14XIYYJRM8jPg8tLJvDOhGCwlrzUv8/doM28TczZchpVkWHnZi8c1UnbkfG9bRE67fNdKXXPCBYYd0UlkJ8ptZB9aVA72rg7yGyRwFCR5Wru2cKVEUFSWlLoxVt1bvyVLrAyN2PhqE5cWTKJ/pqJ8hQW8+G20/jM3cyeC7fkNfA+uNnb8PogqYtcUkoWXxzR3TShssnmYPj9rO/kKNlxWur1Xs+pPsvKhjaYGGL4gG6Q7WpeNSlIO03ltf+dqNTaUlB1fFztOfTmo/z+2hCcXaTObLeSMxm+fDejvzhEYla+zBbem/dGdNQumL6//QzKIt1ME6oUBjHwCsY1x2JBcyfw+ZRuONhYymyRwJCRTaxbuTnwyqD2ANxOyWKBKJSpEVMCm5Hw4UReGtpRSo9Tw46QK3jO2siK/Rd0vpBXU5xtrXhnmNTkKysjl48OXNTJeSuVmxtwzDokPpWLmtmK3f29eLqHGIQruD+y3icuGROAo7M0AHTprgguGcECmSFjZ23Jl491I2LBeDppWpNSoGLW2uO0m7+dk7XcROlhmT3EHwsHaYrO/N1R5OggDVFVXLFFqmGGQfJUxXz7lyb0Y2XBj9N7y2uQwCiQ9Wq2t7Hkq6d6ShuFxTz1/VGjrM4zNDp7uxDxzig+e6Yf2NkCUl5zjwVbefrn42QUFMproAY7a0s+0HSVK83JZ6kOBlRUXFy1MtAFxp+Px0K+VMH77uguYlFRUCVkv5ofC2zGIE2Tn/CYRJbvPy+vQSaCQgGv9GtNyoeTmdy7jbSjVM2aPy/QaNYGfjyh25S56vLmAD+cXTR3V3+cIy23Zk2+tGJtpkAh+9V9NxHX73D6krT426apK+8NF4MFBFXDIC7nn6b3gfrSYtOcTSFcuJ0ls0Wmg6u9Neue68uheaNp4SVVjxZm5fPs14fovmw30Uny/qytLc3L2xDkq2q8dqFdYDRArzpXWcwXhzWxeQtzfnuur1GVxAvkxSCuaE8nW36a1kvaUBUz/ss/KSwR2SG6pL+vO5cWTeD9yd20Oc6nom/hP28TMzaF6ywbozq81MdX2+Trsz+juZ1V/SZf2pi1AZaa/3D0ojb8MW9MFwKaNJDZIv0ihg/UDIMQa4Dp3XwY070VADHXU3nld1Eso2sszRTMH96Rq8smakNPFJWwakcEzd/ezPaoG7LYZWGmYOHY8iZf7+44U+1zafOsDSy392hMEmfjkgDo4NOI901oAoxAPxiMWAOsmd4Ld1dpseW7A2f5PfyavAaZKM1c7Nj/+hA2vTEU14bSzzspJYsxK/cy7NOD3MjI07tNT3dvqQ3T/HAkmmvp1Wvype26Z0BhkKSsAn45pgl/2Fix4cX+IvwheGgM54oGHG2t2PrKQKlYRg2Pf3dE9piqKTO+cxOuLpvIayM6g6aAZG94PE1mb2Tx3nMU67AM/EEoFLB0fJC0UVTC25ur10K3LAxiKJkgxSVqPtl/FgqlL5EvnuxBa5H9IagGhnFFV6B7c1dWPt5D2ihQ8ejqfWQZSKqZKVLfyoJPJnXl7KIJBLb2kHYqC3nn95O0fXcLx66k6M2WSV2a0k7Tu3vdidhq5d2XZYPYGojnuubvGFJSpc8xMrgl/+nTWmaLBMaKwYk1wJsD2jKxl3RR37idwegv/jS4CjxTo72HE2HzRvLNc49gZi8Vqly+kUafhdt58odjNU6pqyrLJgRKD0pKmb0p/KGPLzQgz/rIpUROXpDWATzcHVn7bB+ZLRIYM/Jf0f/CL0/30npZR88m8OJvp2S2qG7wfO9WpCyfxJP92mpGiqn57ehF3GZv5Jtjl2v9/Ye38yTIT/Lwd4TFceZG+kMdr9Jktcg90is2OZtf/9LEqa0t2PXaYNH7Q1AjDFasbSwt+OP1IThpytG/23+WFaJgRi80qG/Nr8/05ti7Y2jlLaWXlebk8+J3hwlctItziRm1+v7LxwdpByzM3BT2UMeWxazlbI+amqPkwz2R0jxFBaz5v3509naRzR6BaWCwYg1S/vWBNx/V5gXP+t8J/hdmPFNRjJ1ePm5ELxzP4sd7aH8Hp2MT6fDOZl5bH0peYe3kZvfzdadfhyYA/Bl5nePxVR9QUZafL1cTp/zCEj7cHQkFUtjo9REBTAsWU8oFNcegxRogsGkDtr88UOokV6rmia8Psf9iotxm1RkszBTMfbQ9CR9OYpimBznFpXy2O5JmszfWWi/y5ROCNAMqYObGqnvXZV33LM30XxRTUqJm5d5IMtJzABga6MOqCUF6t0Ngmhi8WAOM6ujN10/3lW6Ni0oYsnofJx7C2xLUHG/n+ux+dSDbZwyjkZtUbXgnLYeJH//B4I/3c1XHw4+DmjZgWGALAE5euFnlL+hsmcIg6lL4/OB5rt2SYuwdfRqx+cV+hlabIzBijEKsAV7o7cuCSZr5dMpCen60l4iENHmNqoOM6ujN1aUTeHNUF+3wiAMR12jx9iYW7D6r0xFdyycESoucwOyNVcsMKdX0BjHXcxjkh2OXtBWKXo2cOPDmo9hqBgPXdcT3lW4wGrEGeG94B14fGSBt5BYQ9OEeom5lympTXcTG0oKVEwK5sHgi3dp6STuVhby//hSt523mUEyyTt7Hv7EjE3v4AhB5JYktkVUohy/RhEH06Fn/eiJWm6Ln6GzH0dnDcbW31tv7C+oGRiXWAKsnBvH8EGnCSGlOPoFLdwrBlom2jRw5OWc4P7w4ABvH+gBcvZXOgCU7mPLdUVJzap6bvXRsgLReAby9KfzB/c6L9SvWv5+K40jkdWnD3pa/Zw+nRQM7vby3oG5hdGIN8M0T3Xl6oDRwtTg7n4AlO0VIREae6dGSxOWTmD7AX5ubvf5YDG6z1/P5kZgaDZTwcbVnWt82AMQmpPJr6L9nAxWVqkEThrHQQxjk91NxHIzQ2FPfhrBZw2nn4VTr7yuomxilWAP88FQvrWCX5uTTZekusegoI862Vvw0rRcn5o/Fr5mbtDNXyas/HiVg4Q4iEh6uuKUii0cHgLUU/31nS/i/9ixRVkglrG3P+tcTseVCXc+ak7OGE9i0brU8FegXoxVrhQJ+nNqLF4ZoJm3kKem5bBcHRFqfrHRv7sr5BWNY8VQvsJXitpFXkugyfwsv/e9UteYsejrV4z+PSF/MN25n8t3f966krDR/sZb6WauB749eKg991Lfh5OwRdGvesFbeTyAow2jFuoyvn+jGG2WLjspCBq/cy/rT1+U1qo5jplDw1iB/bi2fzKjgVlI6QEkpX/9xliazN/J7+NWHPueCkZ204j9/22kKS0rueo2yuIJnXQvDcktK1Hy+/7x2MRF7W8LmCKGuMqVioEhNMHqxBlg1MYgFk7tLolBYzJTP9vHp4Utym1Xn8XC0ZfvLj7B71gg83Z0AyMzI5fFPD9B/5R/EpeZU+VwN7ax5a3A7AFLv5PDpobt/v8qiip61bmPWyqJSlu+JIvLKbUDK+jg3b5QIfQj0hkmINUhpfV88209qOl+q5r9rjjKjGl3bBLpnmL8ncUsmMmdcIGhyj49EJdBy7kbe2RF5Ty/5Xrw7vAPYSbM65++MpOAf5e7KCpPNdRmzziooYsG2cK7ckNZEPNwdOf3OKLGYKNArJiPWAP/p05qNrw6RFqPUsGrHacZ/fVjMczQArC3NWDqmC5cWT6R3e29pp6qYxZtCaTV3S5UqFB1sLHl/eCcA8jPzWH4gutLzFcXaQkdhkFsZ+by1KZSUVGkIhl8zNyLeHYOPq71Ozi8QVBWTEmuACQFNODZnpLYn85YTsfRYups7efrpxyy4P63dHfhr5jB+eWUQ9k5SbnbC7QyGLNvF+K+PkJx9/2G5swa1pZ7muPd3R5JdYcFSWVzBs7aoeRjk3M103tsaRmlOPgB9OjQhZO4I3B1sanxugeBhMTmxBqlb3KX5o/Fq5ARIneLaz9/KucRMWe0SlPNU1xbcXD6Z5wZ3kEJXaumLtdGsDaz+M/pfc7NtrSykxUaAXCULd5/VPlc5DFKzbJCDF27x8a4IUEpTip7o68efbz6KvehJLZAJkxRrgFZuDkTOH0NXP09AGgjbYcE2Np+pnS5xgofHwcaSb5/sTtj742ivGTRBvpI3f/6bDgu2E3b93oVOrz3SBteGUhjio/3nuaOZYlM5da96l3ZJiZof/rrE70ejpQIbMwULJndn7bN9xJBbgayYrFiD1ET/79nDpaknAAUqJnzyB+/sOFOjqjqBbgls2oCo+WNYPb031JNCDOfjk+k6fwvPrT1ZKdQBYGVuzoIxXaSNAhXzd0YC//SsH15Y7+QoeX9bOCfOa1LzbKxY9+oQ3hve4eE/lECgY0xarAEszRT8+kxvqUhD0xN78aZQ+q/cq5PeFQLdoFDA64+0JWn5ZMb38NVOivl+/zm8Zm3gl5DKZebP9WqFd2MnAL48dIFbmfmoiqu/wBh2NZXZG0NITM4EwN3VgdPvjGJyl6Y1+VgCgc4webEu461B/uybORzsbQFprqPPvI3suXBLZssEFXF3sGHTi/3ZP2ckTT2cAcjJzGPaFwfpvWIvMZqJ5xZmChaN0wzXVRUzb3tEtWLWqqJSvj96ia/3Rmrj0wM6NyN64XgCmogcaoHhUGfEGmCwnwcJi8YT4NsYkERg+PLdPLf2xF05uwJ5GeTnQeziCbwzIVjbF+TvczdoM3cjc7acRlVUwlNdW+DbxBWAn49e4mZmvvZ4iypkg1xKyuL1DafKKxItzFn0WA8OvD4El3pWuv9QAkENqFNiDdLEk5C5I5k9JlCThSDdareat5lDMUlymyeogJW5GQtHdeLKkkn076QJRxSV8OG207SYu4k9F26xdILGuy4uZUvYtfJj7xMGURaVsubvGFZsDaMwKw+Aph7OhM4fw7yh7cV0Fx2jED9QnVDnxBqkW+hl47pw7J3R2jLoW8mZDFi6g2lrjpFVUCivgYJK+Ljac+jNR1n330dxdpGyQBKTsxixYjdrjl+mrabLX1R8+dCDf8sGOX3tDi+vO8GxswmglrI9XhjSkUsLxxHUVPT4EBgudVKsy+jl40bM4vHSMAMzBZSq+eVQNB6zN7DmVJzc5gn+weQuTUn4cCIvDe0oLRarYWfIFaKTMqUXVEjx+We5eWqOkpV7z/LlnjOQUwCAd2NnDs8dzddPdMPGUozgEhg2df4KrW9lwTdPdOfJYB+m/3iU+Jvp5Gfm8fSXB/nq8EW+mdqDTp4ucpsp0GBnbcmXj3XjuV6+PLPmbyIv39YuDFbESjNdprC4lB1nrrM38iqULUBamjNjaCcWjw7A2rJO+yu1QklJCXFx5c5OerrUyzwxMZG4y1J7W3NLS5o1ayaHeUaLQq0WGcdlFJWqWbT7LB/sCAeVZsHR3Ixp/fxYMS5IzNUzMNRq+PKvGF5ZHwK5BZWe+/jZ/pxNSOPHk5crPdetrRffT+uFf2NHfZtbZ1Cr1XTv1o2EhH8vQBs0aBA///KLHq0yfoRY34Orabm8/Nsp9oZXCIXUs2b+iM7MGeIvbpkNjNQcFa+tO8W6Y+VtU91dHUhOzdZuO7vY8/FjwUwN9pHDxDrHJ598wofLlv3r87+vW0ffvn31aJHxI8T6PuyLTuSV305w5UZ52bOziz2LxnXhxd6+mIlVboPim79ieXHt8cphERsrZj/agfkjOmJrJb5k9cWdO3cICAiguOjuyUBe3t6EhISILJGHRIj1AyhVq/niaAxztoSTn5mn3e/d2JkFowOY1t1HiLbMXEzKYtamcHaFxZUvMpopmNKzNSsmBuKl6dIn0C9PPPEEhw8dumv/a//9L3PmzJHBIuNGiHUVyVUVsWTveZbujYKC8jJ1r0ZOzB7Wied7t8Kqloe0CipzOSWbd7ZFsOHkZSjrWa6AAZ2asXJSMB09nWS1r66zdetWXv7PfyrtUygUHD9xQiwuVgMh1g9Jao6K93dF8uWh8+WLkEA9p/q89ogfbwzwx81e9DuuTU5eTWXJ7rPsOh1fLtJAcFtPVkzoSu+WbjJaJyhDpVLh7+9Pfl75Ham/vz8HDh6U0SrjRYh1NbmdVcCSvWf5/FB05RippTljAlvw2gB/+vu6y2egiVFQWMxPp+L4+tBFzlUofgFo38KdDycGMdTfUybrBP/Gs888w969e7XbM2bMYMZbb8lokfEixLqGZBQU8umhi3y8/zyZGbmVnmvm4cIzfVrzfC9fMV2kGqjVcCgmie+PxbAu/Gql8BMKCPbz5J0RnRjRzks+IwX3ZdOmTbz26qva7SNHj+Lr6yujRcaLEGsdUVSqZl34VT77M5qwS7eg4k/Vwoz+7byZ1rMVkwOaitS/B3Dyaiq/nopjY2g8d9L+MQHd2oLHglsxY7A/XURXPIMnOzubdv7+FBcX4+XtTWhoqNwmGS1CrGuB84mZfH74Et+ciNWWNmuxtWZ856ZM7d6SYe29xPQRoLhUzaGY22wIv8aOM9dJvZN912vatXDnmd6+PNOjJY62oiOeMTH00UeJioriscceY+WqVXKbY7QIsa5FCktK2XwmgR+PxXDw3A2o0BwfADtbRrfzYnSnJozu1KROteVMzVGxLSqBnVEJ7Dx/E/LuHpTr6e7ElGAfnunViraNRMWhsfLBBx/w9Vdf8eVXXzFmzBi5zTFahFjridQcFb+GxvHbiStEXEnirrli5mb4eTekT+vGDPBrzEC/xjibkAdZWFLKkdgkdp+7yYHzt7iYkCrNOPwHTT2cGdulOU90bUFgUxHmMAUOHDjA9GnTiIyKwtXVVW5zjBYh1jKQkJ7H2tB4NoddJSIu6Z6ihZmCJu5OBDV3JbiFKz1buhPYtIHR5HKn5qj460oyf19J5lRcCqfiU+7ZcAlzMwJbNmJU56ZMCGiKn/CgTY6szEwGDRpEaFiY3KYYNUKsZSYlR8nuczfZd+EWB6Jvkf7PBbWKWJrTqpETHZs0pFOTBgxu21j2HsyJWQVE3Uzn/K0MLtzO5GJiJudvZ5KflVd5kbUCzi72DPH3ZERHb4a19zKpOwjBvXnv3Xf5YOFCuc0waoRYGxhxqTkciU3m2JUkTl5OIfZWWqXCj7uwNMeqnjXu9axxrmeNU30rnOtZ42JnhXM9G1zqW+NS35oGmn8N7W1oWN+ahvWt72oPqiwqJi2viPR8FWm5KtLyVGTkq8jIU5GRX0RGvorMPBV3cpVcu5PDlTu5ldPp/o36NgzwbcTAtp6MaO9FOw+n+768qKiIs2fPVuGnJTAW4uLi8PGpvSZaPj4+ODk51dr5DQEh1gZOXmExYdfSCLmayunrdzhz/Q5XbmdA8X0EvKpYmIOlBZSWSL2e7xWOeUjsnerTuUkDOjVpQJemDQhu5oqvm8NDjcpKT0+nnb9/jW0R1B0++/xzxo8fL7cZtYpI+DVw6ltZ0M/XnX4VqiFVRaWcTUzn3K1MYpOyiE3O5kpyFudSsu/q63xfikvuzlCpCrbWtGvsREt3B1q6OdC6kSN+jZ3wa+Sok4wWW1tbnnv++RqfR1B3aNOmjdwm1DrCszYxCktKycovIktZSFZBIVkFRWQXFJGlKiRb8zhXVUh2QTE5BYXkqoqxsTTH3tYSO2tLHGwtcbCxxMHGCnsbSxxtpX2OtlY42FjgaGOFnbWlGCorEOgZIdYCgUBgBBhHHphAIBDUcYRYCwQCgREgxFogEAiMACHWAoFAYAQIsRYIBAIjQIi1QCAQGAFCrAUCgcAIEGItEAgERoAQa4FAIDAChFgLBAKBESDEWiAQCIwAIdYCgUBgBAixFggEAiNAiLVAIBAYAUKsBQKBwAgQYi0QCARGgBBrgUAgMAKEWAsEAoERIMRaIBAIjAAh1gKBQGAECLEWCAQCI0CItUAgEBgBQqwFAoHACBBiLRAIBEaAEGuBQCAwAoRYCwQCgREgxFogEAiMACHWAoFAYAQIsRYIBAIjQIi1QCAQGAH/D3LvIaO6m9EAAAAAAElFTkSuQmCC", "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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eRwJSXFaxrPLs0SH+16s97OlPji7GsRp1fGK1l39zRwcr/A7Z2yimLU2DZL7E744O8T9e6eZgIAVU3uDVWY18fLWH/+fuThY02mp8p2I6kYAUl5TMlfjx3iB//Wal9+XI/sYmm5Ev3tDM/+eWdlrdZumjKmaEXEnl7TMx/uer3bx0PApU9kvaTJWG5//x7nnS8FyMkoAUF5XMlfjOrgB/+XoP/fE8avVbZUGDlT+5pY3HNjVTZzPKxn8xoxTLGoeDqcpc+t7gaC9Xk17H7Qvr+M/3zufWBXW1vUkxLUhAinGNhOP/fr2bgXie6jOETW1O/t2dnTywogmrSRbjiJmprGr0xHJ8e8cAf/9WL/FcZfGOSa9w24J6/r8fkJAUEpBiHMlciSd2DvCXb/SMhqNOgQ8saeA/3D2PrZ1uzLIYR8xwqqYRzRT52Xsh/ser3fTHK00FJCTFCAlIcZ6LheN9yxr5f++Zz6Z2lyzGEbOGplWOZvvZ/hD/9cUz9ElIijEkIMWoS4Xjf7q3Eo7S7FnMNhrVkNwnISnOJ3UyAUg4irlLAVyWSp/W//yB+bS5zQAUyhpvnh7mz148zbZquzoxt0hACglHMeddOiRjEpJzlATkHHexcLxfwlHMMRcLyaKE5JwlATmHJXMlntgV4P+ME47/8d75bGyTcBRzy3khee/5IbntdIw/f/GMhOQcIgE5R+WKZX60N8hfvd5dbQJwfjhuapPVqmJuGg3J9eeH5Mic5P945Sy7ehO1vUlxXcgq1iuhpQmfPc3p00FSZQAFq6eTBQsW0OzWT9H1OliwcCHNrklcb4JUTeOpA2H+/MUzHAmlJRyFGMfI6taf7wvx52NWt1oNOh5a7eG/3b+IeQ1y8PJsZqj1DcwkWuo07z79j/zzD7czUAYUG0vv+zJf/YP5NE+ifaOWPMW7T3+Tf/rhdgJlQLGz9L4v8dU/XECza6rv/pw3Tsb4h+39HA1nULXKO+b7JByFOM/ISPKT63xoGvz5i2foT+TJllSePRbB4zDxXz44nzqrnAIyW0mJ9QqUBgMMdJ+lezhOPB4nnjRgdTqpb5jcaK8UDjJw9gzd0er1UnqsDhf1DdfufcuBgRT/9G4/28/GRg86vmVBHX96a7uEoxAXGAnJh9d6+Ve3t+MyV17r8VyJJw+E+cb2fgpltbY3Ka4ZCcgJKxMLhQgEB8lVi9I6txd/sx+vbTKhUiYaDhEIhclz7nq+Zj8+61Td8/l6Yzm+vaOfZw4PUihX/hIrfHa+sqWFOxbVSzgKMQ4FqLca+eQ6H79/YysGnYKmQSBR4Ad7AvxwTxCZqZqdJCAnSssTDoUIhmOMvF80Nfnw+3w0TmYAqWUZDAcJhhJjrued/PUuI5Yt8YPdQX60N0Smethxi8vMFzc38/E1Xkx6+VYQ4mIUBVrdZh7b3Myj631AZS7/xFCWb707wAvHojW+Q3EtyFNxospDhMMBwkOl6gf0NPia8fl8TGoGojxEOBQgNDjmel4/Pr9/yieGCyWVJ/eH+ad3+4lmiwC4zHo+s8HHFzY3YzdduwVBQswWOkVhmdfOV7e2cteieqByKsjuvgR/v72Xff3JGt+hmGoSkBOkJkKEA0EGM9VSiuLA4/fh89kndeSTOhwmFAgSzo25ns+Pz2eb0iOkNA2ePRrhG2/30hvLo2lg1Ct8fI2XP7ipjSa7aQr/NCFmN4NOYUuHiz+9pZ0VPjtQ2SP52slh/vrNntETQcTsIAE5QYVwmGAgTLRc/YDRU5kvbJrMeE8jPxgiFAgxPHq9Jrz+yV7v4rafifGP7/RxMJAePfD4A0sa+MObWpnXYEGRaUchrojJoOOeJQ187fYO/M7KG8xMUeW3R4b4v2/2kMyXL3MFMVNIQE5ImUgoSDA0SLH6EV1DZb7QO6kBmMpQKEwgOMhIgVXX4MXn9+GfwgHd0VCaf94xwGsnY5SqK1a3drj4gxvb2NDqQi/pKMSk2Mx6HlzZxJ/e0o7NWHmMDmdL/HxfmG++0ze6QlzMbBKQE6GlCIeDBMMpKt/2Cg6Pn2a/D9dk/gXVBOFQgGA4M3o9e5OPZr8f5xR9RULJAt/bFeCXB8Kjy9AXN9n48tZW7l3agEFWrAoxaQrQZDfx6AYfX9nagk6prGzti+f5we4gv9gfrvUtiikgATkRxUHCwSDh0fqqobJAx++d3IKaYpjBcOD863mb8fk8U7JAp6Rq/PbIED95L0SqUPkzvA4jj2/288haL2aDfNmFuFqKAp31Fh7f3MLDazxAZWXrkVCaH+4JcjiYrvEdiqslT8oJKEdDhIJBBkc3LNbjbfbj9Zond71IZYHOYGHkenV4/D68vqlpW/XO2Tg/2xcabY1lM+p5dL2PL97QgtMizZOEmCo6RWFVs4Pfv7GVm+dV2mmVVI23zsR4Ykc/mYLMR85kEpCXpZENhwgFwiSqGxYVaxP+Zi++usn882mkwyGCgTDJkQWsliZ8fh+++qv/cgwk8vzyYJg3T8dGF+XcvbieL2xqwec0T+kKWSFEZWXrjfPcfGVrCz5HZRFBIl/i2WMRKbXOcBKQl1ViKBQiGIow8l5Q3+ij2efHO6kNkCUGQ2ECwbHXq3Tk8V1lS8diWeO3h4f4xf4w+VIlzZd77Tyy1suaFgdycpUQ14bVqOeeJY18YbMfnVLZXnVyKMtP3wuxf0D2R85UUm+7HDVGKBwkOJhjZF1aaeBtfvRfD/Kr/22Y1IislEuTSuWqv9Lh8vjx+/xcbYe57Wdi/HRfiECiUlp1mPV8dFUTH1npkXMdhbjGml0mPrbKy3t9KV46EaWkarx9Nsa3dwzw3+9fhMMsDTlmGgnIy9ByYcKBAOHhMXMJpTypWJ7UlPwJJhp9fny+eq7m5dMXy/HUgTBvn4kzssL8nsUNfHq9D7dVvsxCXGs6RWFDm5MvbG7mcCjFQKJAMl/m+WMR1jQ7+PLW1lrforhCUmK9DHUoRDgYYrTD3FTTN+D1+/BdxQbIQlnlmcNDPHUgTL66pWOV384n1/lY4XfIvKMQ14nZoOOuxfU8vqkFvaKgAaejOX6+P8weOWR5xpGhxSWpJEIhAsEwIx3mMNhwNzTQ4LZO6h+vlIkRjUaJZysjUsXhwef347NPPsa2nY7xs30hQqnKsliXRc/HVnl4YHmjlFaFuM58ThMPrm5i70CS549FKKsa75yN88TOARZ7bLhkJfmMIV+pSyoSDocIhoZHF9QYWjbz0Fe/whc/tJQr3+RR4OTL3+Pb3/wOr52pXNHYVOmgM9kOc93DOZ7cH+bd7nOl1Q8saeTR9T7Z0iFEDegUhXUtTh7b5OdQIEVfPE+6UOaFriirW4L8wY1ttb5FMUHyBL2UcoRwMEjo3IZF6vxtdC5YjL+p6crnDMsBjmWTxGMjcauj3uvH7/czmQJrvqTyzKFBfnkwPHq+49oWB59c52Opd3JN1IUQV89s0HHXoga+dEML/+2Vs5RVjbPDOX6xL8z6FidbOt21vkUxATIHeQlautogYGTDIhaavM14vZNbUKOlQ4SDAcKjGyrtNHn9+HzOSX0h3jwd4+f7wwymKx1i66wGHlrt4b5lDVJaFaLGPA4TH1nZxP3LGoHK0Vg7ehJ8Z9cAidy1WtQgppIE5CWUwpUTNyLnNizibfbi901u4F0KVzrojF7P0Ii32Y9/EhsqB1MFXjgWYWdPHE2r9Ib84NJGHl3nx26WwoAQtaZTYE2Lg8c2NdNZX+mSlSmU2XY6zm+PDNX47sRESEBeVJloKEQwNMhohzm3l+YWP17bZEZnZaLhEMHgmOvVefD5fXgn0WHuzdMxnu+KnCuttjp4ZK2XRU1WKa0KMU2Y9DpuX1jHFzc3j65qPTGY4ZnDg4SShct+vqgtCciL0XKEQyGC4QTVgiimJh9+r4/GSdVXswyGAgRC8er1FCxNlQYBV9phrmc4x8vHo3SFMwBYDDruWdTA3Yvr0UtpVYhppdFu4u4lDdw8vzLvWFQ1dvUkefqgtKGb7iQgL6Y8SDgUIDy6AVJPg8+Pz+9lUh3hyoOEQkFCQ+cW6DR4fZM6EeTNU8O80BUZPeNxc7uLDy5rxG25yl51Qogpp1Mqi+c+sebcSTrdsRzPHYtwOpKt8d2JS5GAvAg1VmkQMJgb6SjuwOP34/NNbuO9OlztyDNyPZ0bj78Zv992RdfrCqd58XiUnlilUOs067lrcT03zXMj5x8LMT05zAZunufmnsUNQGXBzu7eJE8ekFHkdCYBOS6NfDhEMBBidEeGsQlfsx/fpDYsjnM9U/UEj4aJ12vLqsZrp2K8dDw6emL5TfPcfGhZIzaT9HkUYrpSgJV+Bx9f7cFV7ckaTBZ4+XhUmplPYxKQ41IZCoUIhIYoVj+ia/Di9/nwTqojnMpQOEwwNMRowbbBi9/vw3cF1zsQSPHisQjhasecJruRuxc3sKHNOZmbEkJcRxajji2dbh5Y0QRUDlfe25fkyf1h1JEuH2JakYAcj5YkHAoSCqerJ3go2D3N+P0+XJP5F1PjhEIBAqHM6PUcHh8+n5+JdpjLl1RePRHl9VPDox1zbl1Qx4eWNWLSy5dRiJlgicfGgys9o+dGDmeLvH4qxttn4zW+MzEeebKOpxCuLNAZPcHDQKOvGZ/vyhfUjFxv8LzrGWn0+fH7myZ8vd29CV7oihKrbjBurzNz75IGlvvsk7kjIUQNGPUKN3S4+OiqkVEk7B+ozEWOnOEqpg8JyHGUIyHCgTBDox3m6vE2+/H5rrz7auV6YUIDQQbHXs/vxzfB+moqX+aVE8O8fbbSFABgtd/BpjaXdMwRYobprLdw//Im5jdUToBN5ctsPxPj1RPRGt+ZuJAE5PtoZMKVEzxGO8JZm/D7vfjqJvPPpZEMhQkEwqRGFsTaPJUjriZYr32nO84LXRHShXNnUr52apg//VUX//B2H8Fk/hKfLYSYTvQ6hU3tLj6xxgOABhwOpfnlwUGSeWlBN51IQL5PicFQiGBoaLRBgL7Rh9/vZxId4YAig+EggVDk3IkgTV6a/X48E7jecLbIayei7Ok7/yy5bFFld2+S//jsKT7x3YN8Y7sEpRAzRbPLxL1LGljT7AAqr+edPQlePCajyOlE0TRNlk+dR6OUS5NMpsiVqktq9GbsTicOq3ESeyBHrpdkpD/xlVzvtZPD/NkLp3njdAyAkfU45THTFQadgt2kZ4Xfzuc2+Pn4Gg9+5+TKwUKI62MoXeQftvfxX148jaqB1ajjsY1+/uahpaMNBURtSVfr91EwWBzUWxw1v16hrLK7N8Ge/so+KZ0Cn9/g55YFdfzkvRDbz8TJlVRKqkY8V2JXT4IjwTQ/3BuUoBRimmuwGbl5fh3rW5zs6U+SK6ocDKbZ2ZPg1gV1tb49gZRYp7WjoTQ7euKk85Xi7KImG3ctbuAzG5r5/qdX8p1HV3DP4nos1XebY4PyPz57io9/5yBff6uPQEJKr0JMNzoFlvts3L2k0l1HA7rCGV46HqntjYlRMoKcxnb3Jnm3O8FIDXxjm5OtnW6sRh0Wt5mPrfZw64I6tp2O8a0d/e8fUfYmOBpO86PqiPKhNR6aXTKiFGK68DlN3DjPTZvbTF88z3C2yK7eJF3hDEu9tlrf3pwnI8hpqmc4x86eOIFEZW+Ix25ic7uL+Y2VpeEKlVM8WqpB+b1Pr+S744woY9lKUP6/z1cW83z9rV4ZUQoxTegUhWVeG3csqgcq+yK7wmnZ8jFNSEBOU3v7k+zoSaBW11Cta3WwtdP9vn2PY4Pyo6s9fPcyQfmfnj8tQSnENDK/wcqdi+qxGSuv195Ynm2nY0Qzxct8prjWJCCnoUR1HvFoKA1UAnBzu5O1LRdf6HNhUI6MKO+9TFD+vQSlEDVlNuhY5Xdw07zKeZElVeNIOM2bp2K1vTEhATkd7R9IsaMnTqFcGT2u9NvZ0ume0IkdI0HZPGZE+b1PXzwo//Pzp/n4dw/wd9t6GYhLUApRC0s8Nu5Z0jB6ZN3JoSwvn4hQLEv7uVqSRTrTTEnV2N2bYHdvZWuHAmxqc7Klw31F1xkblA+u8nDL/DreOhPjW+/2s23MYp5YtsTu3iRHQxl+/F6Qz6z384k1XlrcsphnOtDKRXKZJOlMEVVvxe60YTMbJnUmqZi+3BYDG9pcrPTZORRMkymUOTCQZk9fkq2dV/baF1NHAnKaOR7OsKMnQaLacmp+g4UbOt14HJNq43PRoPz2jkpQZovnVr1KUNaaRjEZ5szBHWzfvoN9h45ztj/McKpAWdNA0WEwO6jzd7B45TpuuPk2btq0nDb35L43xPShKLDMa+PuxQ0cClZOEeoazPDS8agEZA1JJ51p5vu7A/z/nj/N2eEcAA+v8fJnH1rAiik6tUOjcnRWNF1k+5kY39oxwLYzMbLFc6Wckc48y302Pr3ez8MSlNeYRj56ln2vPs0vfvUyu44FSGRz5AtFSiV1dKEWAIqCTm/AaDRjttXRsvQGPvSpz/DQPetptcuMyUxWVjWePhjmj395nHCqgE5RuH95I3/70JLRxubi+pIR5DQSSOTZ1ZOgtzoXWG81sLnDxRLP1O2HGjui/MgqDzfPr3tfUF44ovzJe0EJymulnKRv38v8/Ikf8Ju3jxNOZSkUVS76rlXTUEtF8qUi+Wya1K5n6T99jIMHP8eXHn+IG9osUn6dofQ6heU+O3csrOPn+8OomsaxcJpXTwzze1skIGtBAnIaORJKs28gSbl6IvL6VidbO67NkVbvC8oFdbxdDco3T0tQXg9aLsThl3/Gt/7pp7zeNUg6XzovGHVGG25PMy3+BuwmHeX0MIOhAKGhJHkVQEMt5kiGutj2i38mm8tT/sNPc1OrfG1mqgWNlTLrrw8PkS+p9MbyvHM2zuc3+eVg9BqQgJxGusIZjoYyQKUN1doWJ+tbndf0zxwNSpeZj6w8f0R5saD88d4gn9lQmaNslaCcFC0XYP/zP+Ifv/Fjtp2OkS+NnIVmpq5jJTd96EHuv2sLKzsbsBr0ldWNmkopFyfQtZvXfvMrnn1jL2eGi6CVKSS62fPcU/y00Yv3q/exyC7jyJnIYtSx3GdnfauDd7sT5Esqp6NZjobSrG25ts8C8X4SkNNEOFXgWDjDcLayObjNbWGFz4bDfH2+RAqV/Vj+C4Ly2zsCvHF6+Lyg3NOX5Fi4EpSfXu/n4bUSlFekHOPEW8/ww2/9hG2nYuSr23kMznbWfeBRHn/sQbYsaMRuNWM06M4vmWqNNPnaWLTmBm6+6Um++62f8MrxGGVNJR/tYtcbL/HK2rXMu6tVXtwzkAJ01FvY2Obi3e7KEXd9sTx7+5ISkDUgr6Fp4sRghqPhNNXqKks8Npb77KP7oq6XSQVltfT6iATlBBQZPPQGv/3pT3jp2PBoOJqaVnDnp77C7z92D8ua7Jj0F/nCKzr0RguOpnlseOCzKJTJ/933eLM3j6YViRx/j3ff3MbWTZ9irUtGkTNRs9PE+hYnRp1CUdXoT+TZ05fkC5s1dNf7gTDHSVF7mugazHCs2jkHYInHyrIpWrk6GWOD8sMrPXz7U8v5/qdX8KGljViN558esrcvyZ+9eJpPfPcAf/NmL/3ScOCiSkNH2fHyb/jd232kq2VVvXsxNz/0OL//+AdZ4XVcPBzHUnQY7M2sue0e7vvgJnzVt7pqNsDprgMcPJ64+EIfMa2ZDDrmN1pYXn39ZwtlTkWynI5ka3xnc48E5DQQz5boCmdGG5P7HCaW+ezUW2s/wB+7mOe8oFx2flDGspUR5X+pBuX/fbOHvliutjc/3WhJTu97m1de3EFfpnKEGYYmVtz6AI98+j5WNFkxXNEAQYfZs5QVG7aytq26F1IrMNh7luNHT5GShJyx2uosbGyrlFQ1oDeWY29fsrY3NQdJQE4DJyNZjoXSlc3gwKImK8u99mlVTjlv1etKD098ajk/+MxK7rtoUJ7hE987yF+/IUE5ohg4yv7tb/DO6TSVeNRTv3QzdzzwEW7pdFxhOFbpHbR1LGDZYj8jjQiLw0OE+vsIl6fs1sV11uY2s7HNxcgC9r5Ynj19idre1BwkATkNHA9nOBLOjP56qdfGct/0PAvuvNLriia+fZGgjGdHSq8SlABoGXq7DrBrxyGixcobIcXWwaob7uCumzqxXb7N7kXosNXV4fE1Ya0+TLVcknh0iEhahpAzldWkZ2GTlQXVBgGJfIlj4QwDcrDAdVX7Gt4cly2W6RpM0z1cmV9wWwws9djxO6f3YpcLg/KmeW7ePhvn2zsGeOPUMJkxi3n29lUOgP3pvhCPrvPxyFovbXWWWv8Vrist1cPJI++x/1SaSs8iHXULVrLhxhtZ4pp0OgJg8K7mnq/8N5Z8OEZBAxQjjqZm2qzTpwIhrowCtNdZ2NDm5GQki6ZVjsF6ry9Jy4rp/WyYTSQga+xMJMfRcJpieUx51WdHfw2aA1wLkw3KT63z8ck5E5Qaqb6znDx8jN58dVSnb2Te0tWsW9eM+Wq/1CYHje1LqGs9N2JUFB06qQ/NaG1uM5vaXfx8fxiAvniOPX1JHljRVOM7mzskIGusazA92hwAYKln+pZXL2W8oHznbJxv7xzg9ZPjB+XP9oX41Fofj6zz0j6bg1LLEezv4cTJfgrVD+kbO5i/dCXLG6fiJaig6PQYJBBnFZfFwFKPjRaXiYFEgUi6xKFgili2SJ1VGtRfDxKQNVQqa3SFM5wcrASk1ahjqcdGZ/3M7bs4NigfWNHEjRMJyv2zPChLg4QDZ+npH4lHBXdzK/MXLaT+6qqrYhZTFGivt7C+1clAIoKqafQM59g/kOL2hfW1vr05Qd5z1lBPLEfXYIZcqTIrtaCxsvfROJF9cNPchUH5rU9WFvPcv7wR2zj7KP/8pTN84rsH+T+v99A7yxbzqIkokYEBQtmRdnI2Gn1ttHc2IPkoLmWkzDqiL55nd6+sZr1eZARZQ2ejWU5FsqMbupc02UY3B88W440o3+2O88SOAV47NUy6cG5E+V5/kuODldLrJ9d6+eQ6Hx31M39EWY7HiIYHGR45UUznpqHJj99vqul9iemv0W5kld9BvdXAcLbEYKrA0VAaVdXQzZB1CjOZBGQN9cfz9MfOLdvubLAwv2HmB8J4xgbl/cubuLGzEpTfvlRQ7g/zqRkflBqZdIp4PEGp+hHF6sTd0ECjLEYUl6FTFHxOE4ubbOzsTVAoa4RSRQLJPK3umfqamDkkIGtE0yCQKIzua3JbDLS6zNhNs/tLMhKUPpeZ+5Y3sfUSQbmvP8mJwcoc5SfX+vjUjAxKlVwmQzI5sr0DFIsNm9OJUyY4xAQ02o0sbLKys1pajaSLnInmJCCvg9n9NJ7GopkiA4k8+er8o99potVtvu7NyWvlwqDcUg3KJ3YGeO3kMOlCeUxQpjgxmOUX+0M8stbHJ9f56JxBQVkslcgXCuc+YDRhtliwSECKCWi0GZnfcG7hXjRT5PRQllvm19XupuYICcgaCSTy9Mfzo/OPLW7znHxHeGHpdWRE+Z2dAV69ICjf609xfDDLz6sjypkSlKpaplw+1/dNURR0Op0s0BETUm8zsKDRgk4BVYNIpsjpqDQuvx4kIGtkIJGnf0zbqGaXiVb33F20MV5Q7qiOKC8MypER5c/3VUaUn1o/vYOysmn/XBxq5RLFQoG8CtarGUUWw3S9+zovvLifcFkDdDja13DT3fdz6xIHc6QYMeuZ9Dq8DjM+p4lAokAsW+JsNEdJ1TDIQp1rSgKyRkZGkFAJhxaXmRY5S/G8oByZo9zRk+DbOwbeH5QDKU4MnSu9TtegNJlNWK0WFNJogJbPkU2nSWtQN+mrauQHjrPn+Z/zw6ePkNUAxcmSuz1suN8s4TjLNNqNLGiwEkgUKKkag6kC/fH8tPx+n00kIGtA1TQGEgVC1RFkvc1Ii8uMxShFtxFj5yg/tKyRLR2uiQflOh+d02Y1sA6H3UG924FCBAAtFWN4MMxgTqPVPsko01J0nzjEzp1HGM5Utgopzg687QtZ7JcuK7NNg83I/EYr28/GgUqZ9UwkKwF5jckygRoYShUZiOdHT5MfXaBT4/uaji4Myn96ZBk/+uxKPrKiCbup8oZibFD+91fO8vD3DvAXr57l7LSYp1Gw1NfT5PeeW7VajhIa6KG7r3DJz7yUYrCLA++8yc6zueo8tp6G+UtYvXE9bVKImHUabQYWNJ5bqBPJFDklByhfcxKQNRBInj//2OIy0yrl1Uu6WFA+uLIJxwVB+d5Aiv/xSjePfO/gtAhKfYMf/7x5tI6eR5Vl4MwJDh88RWYyJ1IVQxze8QrPvvAeQyNHZ1nbWLbuRm7e5EfGj7NPndXI/HoL+uoy92imyGkJyGtOArIGBuKF0flHgGa3SQJygi4Mym8+sowfXhCU5ekWlCY/HfOXs3yBvVol0Mj1HmLv22+ya6B4ZdfS0vTueYVf//QZdg3kqnsrjTQtXcfWO29l+VUenSWmJ6NeweMw0eKqLOSLZ0t0D2cplNXLfKa4GhKQNTB2gY5OgRanmWaXBOSVGA1K58SD8uHvHeR/vlKDoFTMtCxZwfpNK2ms5pdWjHBs+/M886vXOT3Rg43LKfp2/ZYf/uO3+fXeINnqs9HoXcmN9z7IA1ubMUmdftZqtFfmIQHKGgyli/TF5ADla0kW6VxnJVVjIJEnnKzMPzXajLS4zZjkrKJJuTAot3S62NmT4ImdA7xyfJhUoTwalPsGUpwcyvLkgTAPr/Hy6Hof8xqux8kpCibvcjbedAc37zjCM0eSaKjkBo/w6k//EdQCv/foPazwXOxNkkYh1s2+F3/G93/4a946FiZdqKSjYm1h7e0P8ImP3kSrVUaPs1mjzciCRitvno4B1f2Qkex5c5NiaklAXmeRdJFAskBRrS7Qqc4/yhv/qzM2KD+4tJEbOqZZUOqdzLvhLu7/6AlOBX7NoeEyqEVS/Qd54Vv/nePvvsQt99zNLZvXsKTDh9uqo5QaYuDMcQ7u3s62be+w59BZhpIZ8qXqvKPZy6q7P8kXv/wwm1ss0nhglmuoBuSI4Uyp5vPrs50E5HUWy5WIZUujv/bYjXgdc7dBwFQb3Ud5hUH5idWVoJx/zd6NKxhcC9j6kc8QH07wjz98ldMpFU0tkosHOL7zeXoOvskvLSZMRgM6RQG1RLFYpJDLks3lKRTLo52X9I4W1nzgM3zlK5/i9kVuTFKAmPXcVsN5axXShTLh1BXOYYsrIgF5nSVzJRK5cwHptOhxWeS9/7Vw3oiyvRKU39k5wMsnxg/Kpw6G+cQaL4+uu0ZBqRiw+9fwgS/8CTaniyd++Bz7AllUNMrFPOlinvTljvpTjDjb1nL3p77AY5+4naUeB+ZZcH6ouDyDTsFpNmAz6sgUVbJFleGsBOS1JAF5naXyZZL5MQFpMuA0y5fhWhnbmeeDyyojyl29lRHlyxcZUT51LUeUOiMO3wrufOzfMm/tjbzw5C/47Zv76Y7mueR6RMWIs2UZWz74EB//8J1sXOLHbbdgkGycU2xGHXVWI5linmyxzPCYapSYevJkvs6S+RLJ3LnG1Q4ZQV43I0H5gaWNbG6fQFAeDPPxalBO6UIInQGz08fiLR+mbeUtPNh3iqPv7ea9w6foCw4xHEuSLqgYrC7qGjz4O5ewasMG1q5YQEujC4fNIou65iirUUe91cBAIk+xrJHMlciXVMzy/XBNzPGALFPORuk/fog9u9/j0LFT9PSHiMRT5Eo6TI46Ghs9eJrbmL9sLZtuWM+yTg/2q/hXS144gjTLCPJ6Gy8ov7MrwMvHoyTz7w/KX16ToFTQGy046v3YXY20LFzLLQ8WKZXKlFUVTdNAp0OvM6A3GjGbLZhMBqSaOrdZjXrqbZVWEBqQLarEsiV8zkmuY9AKJIf6OH30DJHLNHZS9AZMFis2uxNXQxM+XxMO4+z+hpybT2Y1Q/j4bl77za95dfs+TgXjxDJ5CoUixVIJVdVQqZzCoNfr0RsMGE1mbPWtLNl0Nw8+/FHu3DCPukm0LEnlyyTylRGkSa/gNOtlNFAj5wVlh4tdPRMJSg+PrvdP6YhS0Rsx24yYbVN2STFLjYwgR4zMQ046IEtDnN7xc/7qvz3JsQl0PlQUHYpOh85gxtHQzPylq1l/0+3cdecWFjfMvh5OcywgNbKBg7zxqx/xk2fe4nBvlEy2UqoYb6u2hopaLlEs5Mll0iTjcaKBMxzZ/TbbH/o8j33yHlb7LVe0RSOZL4+WWB1mPU6zXrZ41NjIqteRoNzdk+CJSwTlUwcG+fhqD5/eMLVBKcTlWI36CwLy6uYh1eQw4VPH6ApFiFxRUx6FcHCA3pOH2PH68zzz5A188OFP8bEPbKLDOXve8M+dgNSyBPa9wM+e+D6/3naMYDJHsTw2FhUMVjcNHg9NdVb0ap7U8BBDkdi5OUOtTDGXItK9l+e/O0wskeQrj3+MG9qsEwq5kqqRzJfIlirXk/Lq9DISlPcubWRTNSi/syvASxcE5f5AilORLL88KEEpri+rUTdaYgXIFFVimcmuZNXIDg8TONNH7Io71mloaolCrkQhl+HE7mcJnD3GwUOf5fd//2E2+WfH1rW58XRWU5zd/ku+983v8ZvdPSRypeqKQQXF3EDn6q3c88B93L55BR1NNow6BdDQygWSQz0c2/U6Lz73Mu8c6GE4r4JaIjd8mnd+/XMamjw0fe5uFjouH5HpfJlkvoxWzWWnWRboTEdjg3Jzh7syR7lzQIJS1Nz7S6xXM4IsEY9H6O4JMHIFo7uFRWtvZPNC1/lv+jWVcrlALp0gEuyj58xZ+kJx8iqAhlrMkQh28fYz3wedEcufPswq98yvjc3+gNSy9O34NT/4p+/w6509JAtqpZxqcDNvywPc/8gnuGdDJ/OaHNgspved0O31+mlfuJob7/4Q7/z6h3zvpy+yfyCDqpXJDx1h2yuvsmLlMtpvbeNy75mS+dJ5C3QcMoKc1ir7KE3cu6Th3GKeywTlx1Z7+Mx6HwubZEJRTD2bUU+d9dwI8qr2QqpJ4pEeevpy1Q/ocLWu4M7P/ku+tNV1QaNurfI/VaVcLlFIReg5tI1nf/krXth+jKG8BlqZfPQUO198kh+2dPBvv7iFxhlebZ3lT2eV+NHX+NWPf8xvdvaOhqNibWb9A5/j9x5/mBsXNWA3X3x14OgCiva13PuYG7vFzDe/8yt2B/KgFYgc2sE779zAxrWtrHZd+h3T2PlHGBlBzvIvwSxwYVDurm4PGS8oT0ayPH1wkIckKMU1YKmOICs1rmpAZiY3gtRyMYYDZ+kZrtZXFRvupg4WLvVT577Mc6mxCU9zB4vX3MDW336fb/7zM5X2iVqJzMARdr36W17ZsoZPrprZFZUZnu+XVo4e5LXf/orfvHGc4Xy1TZfJy9r7P8dXvvIodyz34LJMcOm8zoDZPZ8bP/IgD9y7gebqcFHN9XH8yBGOn06Mu9BnrGS+TOK8LR6VRTpiZhgJynuWNPCNTyzjJ59bxSdWe0a/hmVVI5ErcSCQ4i9f7+GR7x/iv750hlNDmSv6c8pqZX9bMleqbPcQokqvU7Cb9Tiq33NXU2Itx2NEus8SHBmAGl3Ue9vp9E/gTbuiw2C209C2ijse+jxf/tzttFYHtlo5TeDkAbZv28vwDD+Na/YOX7QEXdtf5eWX36U7WaqEl2Kl48YP8/CjH+fWRfVX3qJL0WPxrWPL1q3s3HmA4LE0mlYg1H2Ws2f7yK11Y73EJVP5Esn8+SNICciZZ+yIclN1RPmdnQO8OGZEORKUpyJZnj4Y5qFVlTnKRRcZUUYzRV7qivLUwTBd4QzxXAmzXsfCJiu3zHdz16IG1rU6sRhn9XtaMQFWo446q4FkvkyuqDI8qUU6KsnhKL1n+xlpd65z1tHQ2knHlayv0Rmw+paz6c6PcN/u/TzxTgQVjUJkgLMH9nIodiO3Nszc79lZG5D57r28/cY2dp5JUT38AEvnFu594AHuWevFMtkd1zorHYuXsHRRG290dZHRoBgJEQyFGFJX0n6JvEsXyqTHBKTMQc5spnGC8ru7ArzYFSFxXlCmORXJ8fShQT62ysNnxgRlvqTyztk4X9/exxunh0nmyhTKGqqmoQBnh7O8fTbOd3cF+ORaH390SxstcnbonFbZ6mGkN5anqGqkC2XyRRXzlbx50vLEh4N090RHFyxa3Q00d3bgutI801lo6lzMxq1reGbHa4RVoBQnEjjJ8VM5bm2YudMMs/PprMU5/t5Odu45RqxYTUeDnzW33Mkdt66k4aqOPlAwezx4vR7cSiUgtUySRCJBogiXOnOoWNYojjkB3KRXMEkzzRnPNKb0urHdxZ5LBOXpSI5fHRrioVVNfHyNl719Sf7by2fpjuXIFc+vR2lAoaxRKFcWd3397T5OR7P86zs62Njmqs1fVtScQadgHvPcKKkaRVXFfCUzZuU4sWg33YGR0acBV52H9o7mSYWCwe3Fv3gFi9yvEx7WgBKpRJRgfxg2z5vEFaeHWRmQaqSLQ/v3c6QvN/ruyL5gPVu23sBq3xV9G41Lca3g3q/8OasfjFPQAMWM0+vnclt/VK1yEvgInaKgVyQgZ4vK9pBLB2W8Wno9HcnynV1BimWVgUQB9TJzjaoGsWyJXx0axG7S82cfNNPilpHkXKRTKnORI1QNylc416emhon2nKVvtL7qwN3YSkenZXI3pXfgrGuluUkPwyVAI5tOEA2GgHmTu+Y0MAsDsszg8aMcPXKCoZHRo66OxWs3sG7tAuxTUQ7XWanzd+L2jnTgUVAUBeUy11Y17bwHoU6noNNJQM42Ew3KRK4EClzJOpxsUeWl41HWtzr5w5taUeQN1pyjKJz3xloDyle0mEsjHxsmdLaXaHXGR7HW0dDcSad7kg9IxYTF6qLObUKhsuZDLRQopS53ftv0NvsCUo1y9vQpTncPj25+1dUvZNmKZSz1m6asrZui6FCucH1NWau82xuhU5Dm07PYhUG5t68SlC90RUnkqgvHJrFItS+e57ljEW6a52Zdq3Oqb1tMczpFQTcmxzRNo6xeyTeSSiIWpbt7gJECq95ZR1N7B82TbqeqoDcYMJnHXKBUgnzu4p8yA8y6gNRSffR299AXGY1H6uYtYtHCBTTVuJfuhSPISLrI4WD6vHKJmL28DhNf3drK5nYnP30vzN7+5KSuU1Y1DgVS/O7okHzvzEGnI9nz5qvVC954X5aaJBbto7svU31/psNR10BrZ+clV+FPhDL2PjQVrVy+6O+dCWZdQJbCIYKBEKP5qNjwt3fQ1t5U87+sqlZ+jPjZvhDPHYvU7oZETRRK6nnbfSajL57nL1/v4R/e7p+iuxIzRaGskhjTcETTuIIRpEau7zgHX32ed0KVayi2Vpasv4MP3OSZ/PqM8hDBvv3sPZQcnXZyeFvwr1k32StOC7XOjCmmkogMMRSJMnpyi64er9+H13O5zT0qQwdf4XfP/I53zqSvoPKlYO3cwn0PfoR71novtYi1UgoZM4JMVnuzCnGlSqpGLFsiJifKz3nqBc+Vy/xu4tFBTp88Q7r66NE7G/DNW8SCq1igoeVSJAcDhNMjIwAFs82Ou6lp0tecDmZZQGokEkniiTSjXyZ7A42N9dRfbnGWlqSvaw9vvfwi2/uvJLT0tNy6gFs16+XffSnI0VZCiCmlXMlzRU0Ri/bS3ZceHenZ6xpo6ezEchUPp3IyQay3n/DIo1MxY3M04PHM7JXWsywgS2QzabKZ/OgIULE7cTqcXPaIsnyQgd4eegNZChM4OHSUUkddQxNNnssfeVWZXD/3u9a1ONjY5kIWIk4/mqpRPjREaVcQxWfDsMGHvsUxJddO5ErsH0jRNXhlLejGshp1rGl2sLp5au5JzByDqQK7ehMMJCoPKoWJbxfTijFi4W56BkeWr1pw1/vp6Gi4ZPXr0lTS8WH6es515UHnwFnfQmvzzI6YmX33F9JKFAtFiqVz5QbFZMZiMWO+TECW43EyJQVry3zmXapaoeZIDseIJbKUAUxNeJt9+Bov/0+pUyo/RtyxqJ7/56556GUp6/RTVMn3pMi+NYB+SzPWzzRhuK1tSi6dypf55jt9/MWr3Ve2uGKMXEmlP57nhg4Xn9ngZ7Fn5nYrEVdmT2+CP3/xzGhA6hQmvF1MjcWInO1mYGQQoHdS19ROR9tVnN+oZYgMdnPs+CCjA0h7HQ1t85lnn9nPttkVkGhomnZ+g2elukfxMp+pb1rLfV/5M279XPGS84/F7jf5ybe/xfdfOkkZ0NV78fl8+Cbw/aW7YP+S2aCjzmbApJ+5vQpnraJKTqeQyZUxlDSsJj1G29Qsg663GrlzYT2vnhhmR8/k9olpGgSSBb63O8i20zEeXOnhsxv9LJGgnPWcZgO6Mc8R5YLGARenkY4P09/TR7r6kFPsddS3dtJ5FUGmpcIETuznYP/IphEFe6OX+cuX453hraZnV0AqBgxGA4YxIzKtWKBQKFDQuHSNXW/GXmfGXnepP6BM6HSeVGyYkeKG3ePD7/PhmEDG6XTKed/Yqqqhqtol29OJ2UenwJZONw+t9nAomCZdmNxCrZEWdgeDaU5Hc/z68CAflaCc9S5sDKBTFCb0HlsrEIuG6O4OV/eIK5hddfg6Omic9DNIJRHo4cjOPfSNjEoVO56WRaxe20aNd9ZdtdkVkBiwWm1YrSYYqYbncmSyObIquK42iMohTp44RtfpWHURkIFGbzM+n2dC3wj6Czb4Xth6TswdTrOB+5c3sX8gxc/2hSZcap1Xb+HuxQ2k8iWe74oSz5VGg/JQMM3ZaI5nDg/y4MomPruxWYJyFlIvaAxwYWedi39inFi0h+7+kSTT4axror2z/bKHvV+Mlg9x9sjbvPZuYLTpgM7dTPuqG9jcfhVl22lilgWkDpfLictlR0cWFVCTQwwNDREtaPiuahesRq77CIf2HeTkcPUdv86Nx+/D55tY/8ILS6zlK+6AIWYLRYFlXjv/+d75eB0mvrtrgHju4iNJBVjqtfHHN7XxibVedIrCe/0JvrcrwHPHzgVlfMyI8pnDQxKUs5B6wb7Hygjy8s82LR1nuL+bvtRofRV3QysdnY5Jrq4vMnz2MG8/9yIHYtXtRooJT+dytty+dfTM3Jls1gWk2+PF72nCwhAZgOIggb4AgVCJ5fOuYsBfCnPw3e1s33mCxMgB3JYmfM1evHUTm0O0GPRYDOd+b6agkimouCbZH1jMbEa9whKPjf9w9zzWtjj47s4A+wKpSo/WMTwOI59Y7eVLN7Sw3GfHbtKjKHDXogbWt7r4wjhBmRgvKDc0s8QrQTnT5cc0mlConAo09rkyPo1iPMrg2W7Co1nmos7XTvukJgo1ipGTvPfykzz1Vh+5aubqne0s3XQn96yvnxUzR7MsIMHU3EZrRyse0zG6C4CW5uyxwxzr6ubGzkWTbKVUJLz/TV5+8TX2B89tIdE1ePF5fXgnmLsOs270JHAYOUC5hH/SBQ4x0+l1Cj6HiU+t8/GhZY387vAQ//PVbk5FK1MEDyxv5D/dM5/FHhtuqwHDmJHCyDFbEw3KX48JyqUSlDNWtqgyXG0QYTbocFkMExhBaiRiw/T09I82UVGcdTS2dzKZSqiaHuDg60/xnR+/Se9IxwGdg7YVW/jgx+5k3tX2rJsmZl1AYp/HoiVLWNj6Ft1n8oBK+sx77Hh3Nzes62ST70pHkRqZs+/w3FNP8uyOPjKjreJ0uLx+/H4ftgl+LzjMBlyWcwEpnXQEVMqtNpMem0lPq9uMY8x5pR6HiRV+Oy7LxV+qFwbl4/1Jvrc7wHPHIsSy589RnqmOKD+yoonPbZSgnIlyxTKxbGXGz2rUUW+dwGNcSxMb7qe791wrOLu7gZaODpxXmGXl9AAHX/ox//CNJ9kbqG53Q4+rcy23ffxRPrjMNStGjzAbA1JxsGjtOtatWcTus4dJaKDlArz30jP8dn47/kduom3C727KJE6/xdNPfJPv/3YfoWx5zBYQE43eZrzeiW+wdZr1OM3n/smT+fL7ymlibqt0RTn3/VnZOzux79eRoLxzcT3rWp18YdOlg/I3RyQoZ5pCSSWeK1Gsru6zGvXUT2D7kVaMMxw+S09w5HljxFXvpb3TP/EQ0EqkAod54xff4Xu/eI3DgSQFFSqHyC/jxo88xufvX47bODtGjzAbAxIFS/smbr71ZvYeOM0bZ7JolMkM7OE3T3ydYj7HFz5xK4sbLn30lVaIcurdZ/nZ93/Kc++eIJwucN6ZpNUer76JbICscpoN5wXkSIlViKlk0k8uKD+70c8yr73Wty8uIVtSiWVLo2/UJzqC1BLDDHePaRCgc1YOSO643PNLo5SNETixjx1vvsYrr73NvuP9DKdzlEbCsXEJt3ziq/zxF26j02GYVe00Z2FAAsY6lt/xER48203ghy/TFSuDWiDRs4fffKOXQ29t5fZ77uGOm9azpMODY+Qdj1YmG+3h2J63ePXFV3hr1yFOB+Nk8iUUeyudTXq0dD89Q2UUR3WBzkQ2QFY5zHqcUmIV18mFQfn45kpQPnv0EqXXlU18ToJy2ho7/wgjAXm5EaRGJjbMQHcf8dF3+TnCx7fx0/8e4PkLS2CahqaWKOaypGJDDA5FGB5Oks5mSGdyFEojFzHgbFvHvZ//I776yFbm1VtmTWl1xOwMSHSYGpdy96OPk0xmeOLJ7XSnVTS1QGa4n2Pv/I7u/a/x5D/acbjc1LkcWPQquWScWDxBKpMhk86QzRcoq6BzdLD1ox9ns7Ofd3/1FD2AodGH3+fHcwVTmjajHpe5stCipGrVEqsEpLi2RoLyjkXnjygvDMrDoTRnh3P8ZnSO0s8ynwTldJItlBnOFEd/XSmxXu4xXiIeG6K7Ozh6iDxqhmjvQbYFj457yIKmaaBpqGqJcll933Y0vbWR+Td8mM88/mnu2zyfBrtpVh7+PksDElCM2Fs28NGvfo26xka+97OX2N+fpoxGuZAlVciSikUZDPSh0+lQAE1VUVV1zDyjHnvLWu7+1OM89rHFDL3wBG/kNEBHndePz+flSnrVK0plFGk36YnnKuVVKbGK68Wk1+F1XEFQHhniwyua+LwE5bQx/gjyMo9xNU4s0k13f37MBzXUUpF8qXjRT3s/HUaHhwUb7+T+Bz/MPTetor3RgdWkn1Vl1bFmb0AC6Ew4mldx9+P/lvlrt/Li00/z3LYDnI2MrLzSKqc2qOoFn6jH5pnP2js+wkMf+yA3r+mk0dTNS5kUqbQGio0mnx+vt+6KDxitLNSpBGS6UCaZL6FpyIke4roZLyi/Xw3K4bFBGawE5W+rQfm5jX6WS1DWVLZYZjg7dgSpu+wiHS0bZzjQTW/swufcxSgoegNmixWb002Dt5WO+YtYumodGzeuZUl7Iy6nA5vZyAR7pM9YszsgAXQGLK5mlt74IO2rb+Mjvac4tv899h3q4kxfgEg8Tb6ooTfZcTV48HcsYMnKdaxds5R5LY24HTYsRj2KNp/bv/hnrPv4f6CIgsnmxl135Y0HKls9DBDPo2qVech0oYTDPPu/FGJ6uTAoH7swKLX3B+UD1RGlBGVtZIoqsczYEaT+siNIxdrBxo//J75319coTbRxlwKKokOn06E3GDAYTZjNFswWM6bZWEu9iDnyVFbQm6w4G6zY3U20LV7HLR/JUyyVKJc1NA1QFPR6A3qjEZPZgsVkPK/pOYoJm9uDzX11dzIyghyRypdJ5MsSkKJm3jei3FwJyt8dGT8ofydBWTNjR5A6BewmHa7LPTt0RqyuJqyu63CDs8yceyrr9EbMNiNmW20Omr0wIJP5MslcGeSbV9TYSFDevrCetc1OHttYDcoLR5ShsUHZyOc3NktQXifZospw5lwXHbfFMOGzIMWVm3MBWWsOs/68riiyUEdMNya9Dq/TxO2L6lnbcq70+rsL5yhHgzLCA8sb+dymZlZIUF4zmlYJyHi1uUilvDrTD5Sa3iQgrzOn2YBzTEDGs6XzVqUJMV2MF5Q/2BPkd0eGiI4XlEerQVktvSqy8mxK5Uoq0UyRYnXLhc2om8AWD3E15F/3OmuyG/HYz73rCyYLBBL5S3yGELV1YVB+fqN//KAcWcxTDcrPS1BOqeFMkbPVJvYALouBVrccBXQtSUBeZw6zgWaXGadZTzJfJpjMMxCXgBTT32WDsjpHeSSYpnvMiFKCcmpEMkVOR84FZL3NwPwGCchrSQLyOtMp0Owy0+w0k8xnyBRVBhJ5hjPFCTUdFqLW3l96rQTlb49EiGaK4wbl/dWgXCFBOWnRTJHTY0aQDTYjCxqtNbyj2U8CsgZaXCZa68wcH8qgaTCQKDCQKEhAihllJChvs9WzZsyIcvygzPLskQj3LW/ksU0SlJMRzRQ5E8kBYDHoaHGaabTLM+NakoCsgRaXmRbXuSZ1gUSe/niOlX5ZAShmnpHtIbctvFRQljkSqgTlc0clKK9UulCmL54nUV3xXm8zMK/BMuGj0MTkSEDWQLPLTKv7woCUeUgxs40XlD/cE+Q3Y4MyL0E5GcOZImciWUZ6hjfajCyU8uo1JwFZA3aTnhaXGbfFQDxXIpgs0J/IS09WMStcGJSfu0xQPns0wn3LKkG50i9BOZ5IpsTpankVZP7xepGArAFFgWa3iRaXiXiuRK6oEogXiGSKNMmcwrRT3hMi+z92UHqr75r/WYVCGS17JScsTF/vH1E284M9gfcF5dGREeWxIe5b1iRBOQ5ZoFMbEpA10lItsx4NZ9ColFkH4nkJyGlIy5UovdVPeU/omv9ZhVY72kYvNM6e5fsjQXnrwjrWtDh4bFMzP9gd5DdHhohUgzKZL3M0lKF7uE+C8gKaBpF0pcQKlQYBrW4zbumic81JQNZIJSDPPQQHqgt11rTUpkesuIACmPUo7is58XNq/tyJHrgw05j0OjwOE7cuqGd1s4PPb/JfNig/tKyRxzY1s2oOB2WqUKI3liNdrBzSV28zMr/BOuuPmpoOJCBrpNllosVtqhzUDAQSBfrjhVrflhih12H+/EpMDyy8rn+svSeO/p1+GMpc1z/3ejLqFTwOE7csqGNVs4PPbfLzoz1Bnjn8/qDsGc7x/LHKHOXn52hQDmdKnIlmK6cOUVmgI+XV60MCskYsxspCnXqbgWimRCiZZyCRQ9U0Wbo9HSig1JlR6q7vCFJXKKGMOe1lNhstvS6oY3WzY3Qxz9igTIyOKHM8N0eDMpIpcuZ984+zpwQ/nUlA1ohCZbtHi8tMNFMiX9bojxcIp4r4naZa354Q181IUN6yoL4yohwnKJP5MkfGBOVcKr1G0kVODp0LyEabgfkNMoK8HiQga6jNbaajzsKhYBqAk0MZTgxmJCDFnGTSK+8Lyh/trQTlULqIekFQPj8HgjJfUjkbzY72YHWa9XTUW3DKAevXhfwr19CiJhuLPTY4FgHg+GCGo6E0ty6oq+2NCVFDI0E5spjnsxsuH5QfXFrZR7m62TGrgjKQyPNef5JCuTIB2eIys67FKfulrxMJyBqqtxlY5rXhdZgIpwoEkgW6BjMkcqXzDlUWYi4aWcwz4aDsivChWRaUffE8e/qSo79udZvZ2O6s4R3NLfIUriGdorDEY2epx0Y4VaCsanSF0xwfzLCp3VXr2xNiWrgwKD+3sbLq9dcXBOXoqtdZEpQlVaM7muVQIAVUGpQvbLRWqk7iupCArLGlXhvLfXa2nYkB0FUts0pACnG+0e0h8+tZ5Xfw2Y3ntocMjheUY0qva1pmXlCGkgX2D6TIFFWgsjVsfasTk15X4zubOyQga8zvNLHMaxvty9oznONYOEOuqGIxygtBiAuNG5R7QzxzaPD8oAxn6InleKFrZgZlf7W8OtI4otVtYaO8cb6uJCBrTK9TWOq1sdhjZXdvZTK+azDDqUhWjr8S4hIuDMrPVecofz0LglLVNHpjOd7rr8w/GnQK8+otrJJnwnUlATkNLPHYWOG1s7u38mLoClfKrBKQQlzeSFDePN/ISr99dDHPxYLy+a4IH1zawGObmlk7TYMyki5yMJAilquc/+hzmljb6sBqmhtNJKYLCchpoKPewjKfHatRR7aocjqS4Wg4TUnVMEjDRSEmZKJBeSycoTeW44Wu6LQNyr54nr19ydH2cq1uMxvbnEyfO5wbJCCnAZNexxKPjYWNVg4F02SLKl3hDN3RHAubpGOGEFdivKD88d4gvzo8yGDq/UH54vEoH1gyvYJy7PYOnQIddRbWt8r2jutNAnKaWOqxscxr51AwjUalacCxcFoCUohJujAoP3ORoBxZ9fpCVyUov7C5tkEZy5Y4GkoTSlYOL2i0G1nlt+O2yPFW15sE5DSxoNHKcq8Ng06hpGocH8xwJJTm/uVN0jVDiKsw0aC8cERZq6Dsr5ZXy9X66sjqVXkOXH8SkNOE1aRnqddOZ72FU5EsiXyJI6E0PbEcnfXSuV+Iq3WxoPz14UHClym9rmu9fkHZPZxlR3d89Nft1flHcf1JQE4TCrDMZ2Ol386pSOXstz19SXb1JCQghZhC485RvhfkV4cuHpT3LmngC9chKMOpAjt7EvTG8wDUWw2s9NvxygEGNSEBOY0s99rZ2ObkpePR6kKdNDt64ty7tAG39GYVYkqNBOVN842sqI4of/JeiKcPDhJOFd4XlC9dh6A8MZjhpeNRymqlvLqg0codi+rRS321JuSpO41YTXo2tbtY7XewszdBoayxqzfBe31J7lhUX+vbE2JWGg1Kq5EVPjufXu+rSVCmC2UODKTYW129atIrrPTbuWmee0quL66cBOQ0ogCb2l1s6XSxqzeBBuzvT7GjJ84tC+pkT6QQ19DFgvJXBwcJXSQo76kG5fopCMrTkSyvnoySK1V6r85rsHLnwgYccvZjzci//DTTZDeyucPNgsYIpyJZ4vkSO3sSHA2lWd3sqPXtCTHrXRiUnxkzohwvKF+egqAsqxrHwmlePxUDKm+WlzRZuWdJvTQHqCEJyGlGpyhsbnNyQ4frvMU6O3sSEpBCXEcjQVk3Tul13BFlV7X0uvnKg7IvlufNUzGimSIAfpeJm+bX0ewyX6u/npgACchpaGGTjS0dbl7oihLNFOmL59nZk+BDyxppdcsLRojryahXaHKYuPEyQdk1mKEvPlJ6ra8GpRPdBILy+FCGl09Eqa7NYXGTjXuXNKCXaZWakoCchox6hU3tztEVrWW1slhnd2+CVren1rcnxJx0XlD67XxmQyUof3ng/UHZG8/x8vHhCQVlJF1kV0+ck0NZAJxmPetbnaxpuXzFSMvHGew9RVdPjNKU/C0VjI5GWhcsY36TbC2RgJym1rQ42NLh4o1TwxTKGkdDaXZ0J7hncQN2s3T0F6JWjHqFJruJrZ1GlnvtPLru/SPK1JgR5Ssnhrl78cWD8mQky8snhilVh48Lm6zcvbh+Agcja+SDXWz74V/xf589Q3kq/nKKEd/qe3n0X/wH5jdNxQVnNgnIacphMrC53cUqv4O9/UlyJZVdvQn2DSS5eX5drW9PiDlvoqXX0cU8J6Lcs7i6mKetEpS5osrBQGWNAYBRp7DC6+DWBRPZ1qUSHw5z8thRguHE6MHKV0Wpo16zUe+Rvq8gATltKUp1y0eHi73VQ1Pf60/ybneCrZ1umZsQYpq4MChHSq9PHxwkmBxTeg1n6IvlzwtKi1HHayeHSRcq47+Oegu3L6ybWGMQNUU82k9vX3pqwhFQLG7q/e10NFxu9Do3SEBOYz6nic0dLp49FqF7OMdwtsi73XGOhRtY6ZcVrUJMJyNBudVqZHl1RPnT90L8cjQoOS8oXzoexWUxcCqSHb3GEo+Ne5Y0TKgxuVaMMzzYQ+/QSHHVgKtlEatvuIH5rsn9HXR2P0s3r6ddBpCABOS0ptcpbG53cUOHi+7hHKoGb52J8cqJYZZ57TKKFGIaOm+O0mfn0YsE5fHBDDpFGT21w+swsqXDRccEey9riRjDvT0M5Ksf0LloWX4Hn/wXX+Gmukk+GxQ9JosVmzxaAAnIaW+J18ZtC+p441SMcKpAOFXk5eNRbprnZlP7JN8mCiGuufGC8mfvhXhqTFCq2rni6AqfgwdXeibYMUsjExsm0N1HsnoJxeqmoW0hS1obqJcFqFNCCs3TnEmv465FDdxZ7cWqahpvnYnx0vEo+WpLKiHE9HUuKOv4Lx9awM8fW8WXbmjGZjz3+PU7TdyzuJ6VE24GUiIej9DTGxrd3qF31tHU1k6LlEenjATkDLDYU9k0PHLsVSxX4uXj0fPOjBNCTG8jQbm62ckSj418ufIGV1FgXYuTR9Z6MeknWNtUk8QivfT0j9RXFex1DbS0d2CR8uiUkYCcAYx6hbsW13P34kpfRk2DnT0JXjweJZmbmu3BQojr4/hgmhe7olTzkY46C/ctb2RBk23C19CyMWLBHvpj1YsoZtz1Pto7GpBd0lNHAnKG6KizcO+SRpb57EDlaJxXTkR560ystjcmhJiw4WyR10/FePtspfqj1ylsaHPy8dUTnXusKCdiRHp6CBarH9C5qGtqo71NJh+nkgTkDKHXKdyxsI57FtWjV0AD9vWneKErylCqUOvbE0JMwMGBNE/uD48eabWw0cqDK5touaIeyyqpWJSB3gFGNogodjf1ze2026W+OpUkIGcQr9PEPUsbWNfqBCBXUnnlRJTXTg3X+M6EEJcTShZ4+USE/QMpoLIAb3O7kw+vaJpQQ/NRWoH4cIie3qFqezkFk6seX1sHHqmvTikJyBlEpyjcMr+Oe5c0YDZUvnRdgxle6orSG8vV+O6EEBejabBvIMkv9ocpVCcfl3ltPLTaS6PtCsuiapxYtJeegZH6qoKjroGWzjakwDq1ZB/kDFNvNXLP4ga2n42z7XSMYlnj1ZPD3DTfzeObW2p9e0KIcfTGcjx/LDJ6YofdpOemeW7unWDXnLG0dIzh/h760yN7KHWU4wMcfvn7/MP+SQwhdQ78S9Zz093raJYR6HkkIGcYRYEtnS4+sKSBff1Jkvky3cOVw1pv7HSz1Guv9S0KIcYoqxp7+5L88sDg6IkdK3x2Pr7Gi3MiPVfPo1GMxRjs6WNwdAF7mUTgGG89fZadE90mMobimM/Wh/zccPe6K/7c2U4Ccgaymw3cvbiB7WfiPN8VoaRqvHximHWtTv6kwYrFIJVzIaaLo6E0P3kvSH+8smexzmrgtgV13DLfzZXHmUYiFqWvp5/CmI+ppQLZVIHsJT7zYox2HZYGL00yenwfeZLOQAqwvtXJB5Y20GSvtM0YShd46kCYV45Ha3tzQohRkXSR3x0d4tmjkdGeq6v9Dh5Z68VqnEQiaRliwwF6+hJMTR8tHQ53I60dnVzJOtq5QkaQM5TFqOPDK5rY15/kB3uCqBrsG0jxi/1hlnhsLPZMfNOxEGLqlVSNt8/G+PaOAVIjx1nVWXhotYf11ZXoV37ROPFID32hkfqqgfoF67ntwx9l86QmEHXYmzpZuq5eRkvjkICcweY3WnlknY+uwQw7ehLkSyrPHh1imc/Gn97Sjs0kNRMhauVwMM13dwU4Ha2sMLcaddy5qI7PbPBjmuQ0iJqMEe3toX9k0briwNO5nrs+/lHu9E7mmgqKTo9RnhXjkoCcwQw6hTsW1nMslOZUJMtQushQpshT+8Ms99r56CpPrW9RiDlpMFXgN4cHeb4rSrm6MGdDq5Mvb2nF65jsZgyNXGyYUE8fw6Md5lzUN89jfrMDm9RIp5yMqmc4h1nPQ2u8PLiyCZ1S2W91IJDmF/vDHA2la317Qsw5xXLlxJ3v7AqQqZZW5zVY+OQ6H5s7XFe8reMclUQsSk9PgNEOc846Gts6aJUNkNeEBOQs0Flv4eE1PrZ2ugEolFWePxbhqQNhUvnyZT5bCDGVDgVTfHdXgO7hSh3UbtJz96IGPr3eN9rgY1LUJLFoH739ow3msNU10NLejnSYuzYkIGcBg07htoV1PLzGi69avolmizx1IMwLXZEa350Qc0coWeCZQ4O8fLxSWlWAjW1Ovry1hSb71Q3ztGKc2GAPfZGRN71GXHUeWtu9Mld2jUhAzhJ2k56HVnt4cGVTpZm5BodDaX6xP8ShYKrWtyfErFcoq2w7PVwprRYrk4TzG618ap2PDW3OqyitVqjxGNGeXgIjGyB1TtyNrbS3S331WpGAnEXa6yw8stbLTfPqgMpcyItdUZ7aH5ZzI4W4xg4MpHhiZ4DeWKUhgMOk557F9XxqnQ+T/moftRqZ2DADPf2kqh3mFKubel877U55jF8r8i87i+h1CjfPr+ORtV6aXZV3lbFciScPhHn2aARNu8wFhBCTMpDI8/TBQV4/NYyqVUqrm9udfGVrKw0249X/AVqR+PAgPb1hRndAuupoam+neQouL8YnATnL2Ex6PrrKw0dXVg5g1bTKiR9P7Bpg2+lYrW9PiFknkSvxm8NDPLFzgGy1tLqoycqnN/hZ0+K46tIqAFqC2HAvvf356gcU7O56WtrbMcsCnWtGAnIWanWbeWStl1vmV1a1Fssa207H+NaOfo7I1g8hpkyhpPLy8Sh//UYPoerB5U6znnuXNPLwGu8UlFYrtGyc4UAP/YmRDZAWXPV+2joakC3+144sfpqF9DqFm+bV8YVNzQwkChwfzJAtqjxzeAivw8S/vqODZpfsKhbiaqiaxjvdcf7PGz2cjGTRNDDqFe5cVM8f39JG3VSUVqvK1QU6oZENkFqJ4VPv8uT/+hdss0x2CKlga1nBTQ88yoMbGmW0NA4JyFnKYtTx0dUeQqkCf/1GL6FUgUSuxI/3BvHYTfzRza2TOGpHCDHiwECKv9vWy+7eZGVLhwJbOtx87fYOlnhskzip42JUkrEofT0DnDsWvURqqJtDb/dxZNLXNeJf72D1h20SjhchT8hZrM5q5HMb/YRTRb75Tj/pQplQqsATuwbwOIw8tqkZwyTOjxNirjsdyfLEzgDPdUUplCtlz1V+B398cxtbO90YdFP4utLyxIZD9PRFONf2Q0NTSxTzV7E6XbFhtXtpbpFq0sXIG4dZTAGaXWZ+b0sLH1/tQa+AqlVe3P+8Y4Bnjw3V+haFmHEGUwV+ti/ED/acayXXWW/hC5ua+cjKpqvrljMetXKCR8/A1G7VUqxu6pvb6aiXGLgYGUHOcjpFYYnHxle3tjKYLvL8scoBy3v7knzr3QE8dhM3znPX+jaFmBFS+TK/OTzEN7b3EctWAqvRZuThNV6+eEMz9mtxKoauiWV3fpW//PUnyU3NIZDV65qwOuvxyDaRi5KAnAMMOoXNHS6+srWVoXSR3b0JCmWVV05E8TiMNNmNcn6kEJdRLKu8djLKX7/Zw0Cist3CZtRx//JG/uSWNuqncFHOeRQDFmcTrc6ma3N9cVESkHOE2aDjg0saGEzliWYKnI7kyBRVnj44iNdh4mu3d+CZ9DE8QsxumgY7exL81Rs9HAtnULWRHsj1fO32DtrrLVO4KEdMF1J8nkPsZj0Pr/Hxxc0tNFbf7cayJX64J8j3dwfk5A8hLuJQMMXfv9XHO90JStXzHTe1OflXt3Ww0u9ANyXdAMR0IwE5xzTYjHx+o59Pr/dhMejQgIFEgX94u5/v7BogXZCQFGKsI6E0f/V6D785MkS+VJkEXO6z8Qc3tXLbwjqMshJ81pKAnGMUBdrqLHx5awsfW+VBp1Q2PJ8dzvE323p5YqeEpBAjjgTT/O/XunnyYHj0ddHmNvP5jc18Yk3lTaaYveSrOwfpdQorfA7+6OY2PrSsEQUoqxpnozn+dlsv35GQFKISjq938+SYg8c9DhOf2eDny1tacJilydtsJwE5Rxn1Cjd0uPh3d3Zy35iQPBOtjCQlJMVcdrFw/MImP//ytvarPvxYzAwSkHOY2aBja6ebf3fX+CEp5VYxF10qHL92ewd+p3lqTugQ055s85jjxoYkwHPHIqMh+bfbegH40g0t12YDtBDTjISjGEsCUkhICoGEo3g/CUgBSEiKue1i4fj4Jj//SsJxzpKAFKMuF5KapvGlG1pwmOXbRsweh4Np/vIi4fi12zvwSTjOWfKkE+c5LyQVeO7ouZD8qzd6iefKfHVrKz6nrOITM1tZ1djVm+AvXu3m5RNRCUfxPhKQ4n1GQ/LO6kiyGpK9sTx/t62XYCLPn9zazjKvvcZ3KsTk5IoqL3ZF+IvXunmvP0m2WOmQI+EoxpKAFOMaCcl/f2cnOkXhuaNDlDWNoXSRH+wJEkgW+NptHdyyoK7WtyrEFRnOFvnFvjB//UYPp6JZiuVKb1Wfw8TjNzTzL29tl3AUgASkuASzQceWTjd/9sEFNNmM/Gx/iGxRJZkv8/yxCEOpIn96WzsfXdmEUS9basX01xfL8a0dA/zzuwOEkgXKWiUcFzZa+eOb2/jcRj9NdpOEowAkIMVlmA06Vjc7+E/3zsPvMvHtHQMMpotkiyo7ehL8l+dPE0zkeWxTMy6LfDuJ6etwMMVfv9nLLw8OEssU0QCdAhvanPzbOzr54LJG3PI9LMaQ7wZxWUa9wvxGK//ytspy97/f3svJoSyFssqxwQz/67VugskCf3hTK61uS61vV4jzlFSNt8/G+ItXu3nzdGx0MY7ZoOOuRfX8+7s62dzuwiZbmMQFJCDFhOgUBa/DxOObm/G7TPz1Gz3s6ElQVjX643n+8e1+gok8/+K2DlY3O2p9u0IAkCmUefZohP/1WjcHgyly1cU4bouBj6/28LU7OljisWGSKQIxDglIMWGKAm6rgY+saMJrN/E323r43dEIJVUjkinys/1hQqki//K2du5a1CDzOKKmhtJFfvJekL/d1kv3cG50MU6Ly8zjm5v5gxtbaXGb0evkG1WMTwJSXDGbSc9N89002hfid5r50d4gqUKZVL7MyyeiBBN5vrK1lU+u81JnNdb6dsUco2kaR0NpvrG9n6cOhgmniqjVxThLvTb+9JZ2PrXOS4NNFuOIS5OAFJNiNuhY4bfzH+7uxO8y8U/v9BNIFsgVVfYPpPizF8+wqzfBH97UxoY2Z61vV8wRiVyJZ49G+Pr2Pg4MJEnmy2iAXqke73ZXJ3ctqpcFZWJC5LtETJpBp9BRb+GPb27D7zTxt9v6OBpOU1Q1Aok8P90X4kgwze9taeHhtV55KIlrRtPg+GCaf3y7nycPhAmlCqMlVatRxweWNPDv7+pkXasLq1HmG8XEyBNLXBWdotDkMPHZDX466618fXsvLx2PUihrpPJldvUl6InlRkeTa1pkAY+YWql8iRe6ovzdW728158imSuhVf+/FpeZz2708eUtrcxvsGLUS01VTJwEpLhqCuC0GLhzcT3zGy389L0Q39kZoCdWWRjRn8jzo71BDgfTfHlrCw+t9uCUhufiKmkanBzK8E/v9POL/WECyTyF6qjRpFfY0uHmT29t585F9dTbDOhkwlFcIXlKiSljMehY4rHxp7e2s6HVyTfe7uPVk8MUyxrJfJl3e+J0D2fZ1ZPgD25qY6VfermKyUkXyrzUFeXv3+pld1+SxJhRo99p4tPrffzelhYWNFqxGmV/o5gcCUgxpXSKQoPNyAeWNrLIY+PHe4N8d1eA/nieYlmjN57n+7sDHAym+OrWVj66yiNnTIorcmoow7d2DPDTfSEG4gUK5creRqNeYXO7kz+5pYN7ljRQbzOgl1GjuAoSkOKasBh1LPXY+Fe3dVRGk9v7eON0jJKqkciXeedsgrPRHNvPxPjK1hbWtDilBCYuKZ4t8WJXhH/eMcCu3gTxXInq7g28DhOfWufly1taWdRkla44YkpIQIprRq9TaLQbuW95E4s9Nn64J8j3dwcIJivv+ntiOX6wJ8jbZ+M8uNLD5zb5Wdxkq/Vti2kmUyjz9tk439oxwLbTMSKZIvlSZdRo0ClsbHPyJ7e084GlDTTYjLLxX0wZCUhxzVmNOlb47PzbOzvZ1O7k69v7eOt0jLIGyXyZg8E03cM5XjoR5ZNrvTyy1ker21zr2xY1ViirvNef5Ns7Bni5K0ooVSBTbRUH0GQ38shaL1/d2spij01K9WLKSUCK60KvU2iyG3lgRROLmypzkz/aG2QgUaCsagxnS+zuSXByMMPvjkT43EYfH1npocEmnXjmmrKq0RVO891dAX57ZIjeeJ50dcM/VOYaN7Q6+cObWvnQskaa7CYZNYprQgJSXFc2o55VzQ7+3V3zuHdpIz/YHeB3RyNEM0WKqsZgusibp2McDqV4+uAgX7yhhXuWNMjoYA7QNOgezvLjvUGeOjDIqUiWZL6EWk1GvaKwxGPjC5v9PLjSQ3u9BYd8X4hrSAJSXHeG6mjy9gV1rPTZeWi1h+/uCvDKiWHShTKFskogUeCFrij7BlLcOr+OL21p4eZ5bkwG6YIyGwWTBZ4+GObHe4McDWWI5UqUq8moAB31Fj693sfDa30sbLTisuhlUZe45iQgRc2YDDpa3GbuW9bE+lYnb56O8cSOAd7ujlMsa+RKKj3DOZ5OD7KzN8Hdi+t5bFMzG1qdEpSzxFC6wLNHI/x4b5D3+lMMZ4ujLeIAfA4TD61u4jMb/KzwOaizGqScKq4bCUhRcxajjs56K59YY2JLh5uXjkf47q4A7/UnUbXKpvCTQxkCiTwvH4+yqc3Fw2u93LGoXuYoZ6CyqnEqkuGXBwZ57liE44MZhrOl0ZWpAHVWAx9Y2sDjm1vY2Oak3mqUNnHiupOAFNOCooDdpGexx0azy8StC+r47ZEhfrA7SNdgBrW64jVVyNIfz/PmmRhLPTbuX97Igys9LGqyydFF01y6UGZXT4Kf7w+x7XSMQKJAIl86b8RoN+m5Zb6b37uhhZvn19FoN2KWaoGoEQlIMa3oFHBZDKzyO+iot3L34gae3B/m5/tD9MbyaBpkiiqZeJ5wqsCBQIof7gly64I6HlnrZXO7G4uc1jCtBBJ5XuiK8KuDg+wbSBHNFEkXyqOLb6BSbt/Y6uT3trRw9+J6fE6TtIgTNScBKaYlvU6h3mpgU7uLRU02Hlrt4bmjEZ4+NMixcBpVg2JZYyhdJJopcTqS5dmjEda2OPj4ai/3LGnA5zTV+q8xZxXLla0aT+4P8+LxKGeiWWLZErkxZVQAt8XAjZ0uHlnn49b5dTS7zNjNeqQYIKYDCUgxrY2seK3rcLPcZ+fR9T7eORvn5/tDvNOdqI5EKu3rkvlK+fWd7jgLG218cGkDD670sNxnl/mr62Q4W+TtM3F+eTDM22fjhJIFkvkypTHDRUWBNreFB5Y38uAqD6v8dhpsRmxGvZTJxbQiASlmBIO+0gS9zmpgXoOVe5c2cChY2Sv5QleU/ngeDciVKltEBlNFjoTSfH93kMUeK7ctqOPOhfWsanZIn84ppGkaoWSBd87GefXUMLt6EvTH8wxnS2SK5dFeqQBmg45VfjuPrPVy9+IGOuotuC0GmWMU05YEpJhRdIqCw6zHYbbS7DKzud3NV7ZkeflElKcOhDkUTFNSNUqqRjRTZDhTpCeWY0d3gm++009nvYUb59Vx16J6NrZXVkeKK1NSNXqGs7x5OsZrJ4fZP5BiKF0kkSuRKaqj+xdHNFiN3LawjofXetnS4aLJbsJp1st2DTHtSUCKGcts0OFzmmi0G1nqs/PwWi87exL8Yn+YbadjldMegHxJJV9SiWSK9MXz7BtI8aM9QVrcZja2OblrUT1b57lpcUn/14vJlVRODGZ47eQwb5wa5kgoTSxbIpkvky2ev+AGKout5tVb+OgqDw+saGKZ10691YDVJPOLYuaQgBQznqG6oKfOYqC9zsKdC+s5Vn2Yv3oiyqFgmnShDFQWj8SyJWLZEv2JPIeDKX51aBCvw8jqZgd3LKznhnY38xstc7oUq2oakXSRQ4EU28/G2X4mxslIlniuTDJX2bN4QSaiUyob+2+c5+aeJQ3c2Omm1W3GbTVikjlgMQNJQIpZY2Qvpd2kx+cysaHVyZe3tNAznOOd7jivnRxmT1+SaKYIVDasJ/NlkvkygUSe44NZXuyK4jDrqbcaWdBoZZXfzkq/nZU+Ox311lm5hUTTKs3ijw9mOBRIcTiU5lgoTW88T6r675PKlyiUL4zEypuTjnoLty2o446F9axtdeCxm3BZKl8HaQcnZjIJSDErmfQ6Gu06Gu1G2ussrGt18tkNfgYSefb2JXn1ZJR3zsYZSBQARjv2pAtlSIJOyXEomOKl41FsRh1WY+Vai5psrPTbWeW3s8LnoK3OjEk/c0JT0yCRK3JiKMvhYJrDwRRHQml6YnlS+RLZokqmqJIrlimWtfeNEgEsBh1LPDbuXFTPbQvqWOGzU2cz4jTrsRp1Eopi1pCAFLOeUa9QZzVQZzXQ6jaz0m/no6s8DKYKHAykeO3kMNvOxDgTyTIySFI1jWxRI1tUiVavczqS40AgzXPHItXQ1OOxG1nssbGg0YrfYcLjMOF1GPFUf16LptqFkko0UyKcKjCYKoz+t686Su6OZklU5w4zBZVsUaVYfn/JdCynWc+aFgd3Larn5nl1LGqy4rIYcJoNmI06mVcUs5IEpJhT9DoFp7nyYG92mVjisXHv0kaGM0WOD2bY3ZvgYDDNkWCKnliOfOlcbJQ1jUyhTKZQJlL92KmIwr6BFGaDDqNewahTMOgVjLrKr23Vkae3GpgeR/XndiNNdhN2kx6DTkGvUzDoKqdaFMZspk/ly5yNZjEbdZRVjXJZo1DWiOfOBeBgqkg4Xaz+vEAsWyJfVimWNYqqRqmsUVRVCqVKA/hCWT1v+8WFFCob+Jd4bKzy21nX6mRdq5P2OjMuiwGHWT+jRs1CTJaiaZd6qQgxN2ha5QT7dKFMpqiSLZQZShc4MZTlUDDFkWCaw6E0/fH8eb1DL0enVObpDHrdmPA8F6I6pTJ3qqCAAplCmaF0cbRxt9tiwOMwoqAwUvBUtcr8aUnVqiGoVkOwEoZldfzS6MW4zPrR0vFKv50VPjud9dZKydSkx2bUYasGuRBziQSkEBdRVisjrmxRHS1HDqYKdA2mq/N3aY6E0gQSea4gM2vKbtKzoNHCSp9jNBDnNVhxWwxYq2Vjq1GHSa+TrjZizpOAFOIKlFWNbKkywswWKyPOSKZIIJFnMFUpc4bT1bJntfw5UvYsXrhZcAopMLqQqFLCPTcXOvJfn7Pyo85ixGrSjQaiWcJQiHFJQApxlcpjSp3F8rnS57n/Vkahw5ki4ZEQTRUYzhbJFlVKqkZZrXSoKZc1SpqGWn1Zjs5PKgp6HaOlWodZT9OYEPTYjbgsBoyGyv9v1CsYdApGva7633OlXVllKsTESEAKcR1oGqMt8IpldfTnqlbZhzjyezQqPyqraJTRkV1lnrL6Q1HQKZwXfiNBKoSYOhKQQgghxDhkrbYQQggxDglIIYQQYhwSkEIIIcQ4JCCFEEKIcUhACiGEEOOQgBRCCCHGIQEphBBCjENO8xCi1sophvq6OXN2iOwU7ErW2xtp6VzAPK9NjqES4ipIQApRY2r0JDue/mf+4Rf7SFx1QOpoWPUBPvnlP6FTAlKIqyIBKURNaaQHg5ztOsLJ/gFKV3s5xYplmQ6b2ybzJ0JcJXkNCVFTJaKRMH394asPRwCdm4bGZpr9xqm4mhBzmowghaglNUYk3M9AIFf9gILN08nCpctoc1/5+1fF7GflzavpcEhxVYirJQEpRA1pmQhDwT4GYmrlA4qd1tV38egff4nbW/VXfD1FMWC2O3Be+acKIS4gASlEDZWiQwz29RMuVj9gqMfTupCly1vw22QUKEQtyRykEDWjEh8apL8vwEiBVedqxNPcSotZwlGIWpOAFKJWtCyRoSB9A8OUAVCwNjThb22hTkqkQtScBKQQtVKOEgn3MRAaqa/qcTd5aW71I2tQhag9CUghakSNDzHY30cgW/2A4qSxqZmWFtngL8R0IAEpRE1o5IaGCPUNMFypr6JYGmj0t9DSKPVVIaYDCUghaqLMcGSQ/v4QIwVWXV0j3pZWWkw1vTEhRJUEpBC1oCYYGuynL5Ch0n5VwdngobmlBdndIcT0IPsghagBLVdtEBCt1lfRYyRPbOAob79++soupuixN7bSsWAeHklXIaaMBKQQNVAerjQICBZGP8LwqXd55h+O8JLxCkNOaWDlBx/lS3/SKQEpxBSSgBTiulNJDg0y0DdAZvR4K41SLsVwLsXwFV5NsVlZprfhtsqMiRBTSV5RQlxvWoHIUIi+/ijly//uy9K7G2hqacEvi3uEmFIyghTielOjRAb7GAiN1Fd1uNtXsHbzZhY2XPl7VlPTEjZuWoBdqqtCTCkJSCGuMy0xxNBAH4F0tb6quGhddTsPfeVxbvJeecrpDCYsVjuye1KIqSUBKcR1pZGPDBHsHWCoekKyYm7A2zqfRQuaaDTX9u6EEOfIHKQQ15XKcGSI/v4gowXWukY8La00SwNWIaYVCUghrictRWRwgP6B1GiDAEejl+bWVhzyahRiWpGXpBDXkZaPMBTqZWCkvoqJ+iYfLa0eme8QYpqRgBTiOlJjQwz19RPMVz+gc9PobaZFGrAKMe1IQApx3Wikh4YI9AVIjixgdTTiaW6l1SUvRSGmG3lVCnHdFIhEQvQNhBkpsBrrm/C1tOKV+qoQ044EpBDXixojEu6nLzCmQUB1gY7s7hBi+pGAFOI60VJDDAb6CCTUygcUGw0ePy2tLnkhCjENyetSiOukGBlisLefwZH6qqGeJl8rrT6prwoxHUlACnFdqMSGBunvD3BuAWsTnpZWWqzSRFWI6UgCUojrQUszNBSgbyBBpcCqYG1owt/agltehUJMS/LSFOJ6KEWIhPsYCBerHzBQ1+ijpaUZ6TAnxPSkaJqmXf63CSGuipYnFR0iHIqR0wAUTI4Gmrw+6qTEKsS0JAEphBBCjENKrEIIIcQ4JCCFEEKIcUhACiGEEOOQgBRCCCHGIQEphBBCjEMCUgghhBiHBKQQQggxDglIIYQQYhwSkEIIIcQ4JCCFEEKIcUhACiGEEOOQgBRCCCHGIQEphBBCjEMCUgghhBiHBKQQQggxDglIIYQQYhwSkEIIIcQ4JCCFEEKIcUhACiGEEOOQgBRCCCHGIQEphBBCjEMCUgghhBiHBKQQQggxDglIIYQQYhwSkEIIIcQ4JCCFEEKIcfz/AXO6cc8du1HyAAAAAElFTkSuQmCC", "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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jo/o2+fjo6Gh27NyJjY0Nb7z5RotqKCoqqvO4uLiY48ePM2rUqBadT6jnaqOM5NzLRM7+jOiULE6P6suxS5dJqqis857skjL2nU5n3+n0mie1Goa4OTMsyJuwwd2JCFBGGW11A19769DhYG9jw7b54wl+dTuUVTBj3c+MG+jb5N2aX3j+BfRVVUx94IE605VNZWtry8JFC8m4mMHJkyeJiooiMzOTl196mbLSMuY/Ob/Z5xQdT4BHV276/SI3O9rht+yPAJTqKjiams+RYxc4Gp9KXEouUUUldZe+V+k5llvIsdxCNkefNT7t4WDPcO9uDB/YnbCBvky/tq9FzpZ0qPscrubfe46x6OOfAQgf0IPDL97V6HCu+mYmZxcXfv31EO7u7sbXli9fztK3lBuYrrzPoSG//vorU6ZMpUKnw8XFhZjYGJycnFr4W4mOoiqvhKSBL+E8YRjeGx9v8L0peZc5nJRLVHwqsScySMgsIKm0gRu5bG3Qr5lp5orbR4ceOVRbeNMQvopLYc/RJKJPpvPyzljenBja4DHLli0DwM3Nrd49DVHR0caf3/3fu/Ty68Xzzz/faB3XXnstDz74AOs+XkdhYSG//fabRay0FA3TxSs9VewHNT4j5u/eFX/3rtwf6m98rlRXQUxqPlFJORxNSCPubCaHsy8BEO5quV3cLSIcANbPGkvgC9soLbjMWzuOcGdwr3rz4LVVL6hKTUlh+fLlV33f9u3b0Wi1PP/881RVVbFjxw4qdBWEhIYwYED96cqQkOHGn1NSUlrxG4mOQpeo7EhmN6RlF5kd7Wy5rrcX1/X2gnEDKSrT4TJ7LQBDg7zMVmd706pdQFP5uDiyadZYZYlgRRVTVkRSWKq76vu9vb3x8vIy+b+uXWvS3N3dg8AA5Yp2fn4eT85/kqeffpqdO3aarsO75l+X2ucRlqv8mHKR0X6YeWagYtPyjT+HDLbcWS2LGTkA3BPix6xbhvHB7njSMwuY/clBNs42PayP3Bt51fPUvuawddsW4zUHd3cPbGxtqKyo5OLFiyaPTbuQZvw5KCiohb+J6EjKTl5EY2eLTX/Td70219HkmlvrQwM8zHJONVjMyKHa8mkj6eOn/Aff9NMJ1h8+Z7ZzazQafH2UkcHu3bspLr5c7z0b1iv32Nna2tKnTx+zfbZQj+50BnaB3mjszPPXIfZ4zXRnWICnWc6pBosLB0c7W7Y9OQEMHZ4eWvMTKXn1/xK31NRpUwFlJ6h7J97Hzz//TFFRESdOnGDG4zOIjY0FYOK9E3F1rb8jlLAsVRcKqCwsxqF/y2/Pv1LCWWX9jZudnUXf82Bx4QAQ2suDv08xtNK7XMqU1fsa3Xm9qWbPno2Xl3IRKSEhgalTpjKg/wDGjxvPt99+CygzIM8995x5PlCoqjzecL2hhRcjTUnMVS6GD7HwvqYWGQ4Az906lBuHK9NJvx5LY8nXcU0+1sH+6mnu7u7O9z98T3hEuMnXR44cyZ7IPfj7+5t8XVgWXYISDnZDzRMO2UVlFOqUuyuH9TXPNQy1WMRNUFdzoaAY/xe2U1VYDLZaDr1yL9eaceooOzubmJgYkpKS6Nu7D8NDh+PhYbnfIUV9ObPXc2lHFAG/vYRNkHvjBzTi++Pp3LpU2QTo3VnjmH+j5a7etajZiiv1dO3C5lk3MnnZt8r05spIjr9+v9k6Tnt5eXHzzdKqz5qVncxE28UBm0A3s5wvJinH+HOYv+XOVIAFf62oNiksgOkThgCQkp7PvE8PqVyRsBhVenTnMrDv0x1zLX6I/b1mpiK0l5tZzqkWiw8HgJUPXEdgT2VI+Mn+Y2yJTla5ImEJKs7lUFVajsNA881UJJ7PBqCnowNOZhrBqsUqwsHJ3pat8yaAnQ3oYeqH+0nLL1a7LNHB6eKUf+VtB3c32zljCpRp9cE+lt/31SrCAWBEoCdLJhla6RWWMO09801vCuukq75tekhPs5wvJe8yVCq7mgcPMF/gqMVqwgHgpTuGc/1QpbXdgYRUln4Xr3JFoiMr/92w4Gq4ef4iR9e6bTpkgGVPY4KVhYNGA5vnjAVnRwBe3PJbnf+HCVFb2UklHDRmujZw9HyW8WdLn6kAKwsHAD+3rmyYMRY0gK6SySsjKdVVqF2W6GD05RXoUpSLh0kDXyZl6BIyJ75H/nM7KProN8qPJKMvKW/WOeOPGxbraTQM6eFm5orbn0XfBNWQhz78kfX7fwdgxs3D+PBR2fNR1NCXVVCyIx7dsXTKf8+g7NRFdGm5YOiEBoBWi11PDxz6+2I/qDt2Q7pjN7QHtgN9TS7SGvTkp5woLKZvVydOrzTd3sCSWG04FJXpGPTS56Rl5IMGPl94B/eGyi3P4ur0pTp0iRepSEin/NhFyk9cpOz0RSqyLtXZO1Jja4tdgBcOA3yxH9QDuyHdsQnujsOSL0Cv5w/9evDlK3er94uYidWGA8Av57IZ9foXUFGFbbcupL41Gd9ujmqXJSxMVX4JuoR0yhMuUnE8nbKTFyk/k0Flfs1q4HNOdtw0VlnC//zdYbw1ZaRa5ZqNVYcDwCu7Ynl9y68AjAsJYO8zt6tckbAWlRmF6OIuoEtMZ2NiCk+UKd3QNj19W53en5bK6i5IXulvdw1nxEBlHntfbDLvfH9M5YqEtbDxdcHxloG4LBjHmTuGGJ8Pt+Ddn2qz+nDQajRsmTcOuihfJxZvPkT8hTx1ixJWJ75630hHe/p6uahai7lYfTiA0hrt48dvUB6UVTDp3UjKdJUNHyREMySmKffTDO3hZpENbEzpFOEA8Oi1fZg8WllbfyolhwVbDqtckbAW5ZWVJGUWADC0V+v3hOgoOk04AHw4fTS+3sqCmFXfxfNVQlojRwjRuIS0AqgwrKnws47rDdDJwqGbox1b5k0AGy3o9Ux9bx9ZhQ20MhOiCY6m1N6KXkYOFmtMPx/+cncYAMX5l3l4zX6VKxKWLja1JhzCrWBNRbVOFw4Ab9wbTmg/ZSXe7qjz/HfvcZUrEpYsIc0w++XsRE/XLuoWY0adMhxstRq2zhsPTg4APL3hV45dLFC5KmGpElOVcIjoaT1fKaCThgNAX28X3n90tPKgtJzJK/ais+6bRUUbKCrTkZmj9KkY5u+mbjFm1mnDAWDW6H5MvK4/AMfPZ/KMTG+KZopJzTMuyhpuRTMV0MnDAWDt46Px8lTuaFv+TSzf1+pzKERjjqbU3G0b6mddPU06fTi4O9mzae4E0GqgSs+01XvJLW7eJh+i84qrnqnQQJgVTWOChAMAEwb6svAPyvRmXm4Rj675SeWKhKVIMISDm5sz7k6W2zTXFAkHg39MimBYH6V/wVe/nWH1T6dUrkhYghjDgqthftY1agAJByO76ulNRyX9535ygFOZhSpXJTqy7KIySg19KoZZ0ZqKahIOtQz07ca7Dxv2miwtZ9KKSCpkelNcRXRKTV9Ma5upAAmHeubfOIA7RijbfcWfzeAv26NUrkh0VEeTa2YqrGEr+itJOJjwyYwxuLk7A/B/Xx5l78kMlSsSHVF89UyFVkOIhTfNNUXCwQRPZwc2zhlXM725KpKCZvYwENYv0bCmoqd3N4tvmmuKhMNV3DakJ3+6PQSArOxCHvvogMoViY4mxrDdoDVt8FKbhEMD3pkSwaBAbwC++OUUaw6eVrki0VEk516GYmUvkGG9rO96A0g4NMjexoat8yeAgzJknPnxAc7mFKlclegI6jTNtbI7I6tJODRiaA9Xlj14vfKgpIwpK/ZSpZfpzc4uxko3eKlNwqEJnh4/mJvDggCIPpXOSzuOqluQUF28YQ8H7GwY3N1N1VraioRDE62fNZYubl0BWLojmp/PZKpckVBT9UxFX19XbLVWshf9FSQcmsjbxYFNT4wFjQYqq5iyci+FpTq1yxIqqNLrOXGxeqbCOr9SgIRDs9w1zI8nbg0G4GJmAbPWHVS5IqGGExmFUFYBQLCVXm8ACYdm++/UkfTzVzb12PzzCT757azKFYn2drTWmooQK1xTUU3CoZkc7AzTm4Y74h5d87My5y06jZiU2jMV1jmNCRIOLRLSy51/Tr1WeVBcyuTVMr3ZmSRUz1Q42tPHSprmmiLh0ELP3jqUscMDADh8/AKvfRmnckWivVTPVAzr6W41TXNNkXBohQ2zx2HbTWlisuTzwxw6l61yRaKtlekqSTY2zXVTt5g2JuHQCj1cHdk0ayxogIoqpqyM5HJ5hdpliTaUkJ4PldbXNNcUCYdWuj/Un8dvGgpA6sV85nzyi8oVibZUZyt6K57GBAkHs3j3j9cSZGiF9tmPx9kUlaRyRaKtxNaZqbCuPhVXknAwAyd7W2V6084G9PDHD38kLb9Y7bJEG0hIM4SDixM9XB3VLaaNSTiYSUSAJ29MvkZ5UFTC1Pf2IbOb1qd6pmKElTXNNUXCwYxeuD2YUcP8ADiYkMpb38arXJEwp8JSHVmG/TyssU/FlSQczEijgc1PjANnJwBe2vobUck5DR8kLEbdprkSDqKZerl1YePMG5XpTV0lk1dEUiLTm1ah9pqKUCu/GAkSDm1iWkQgD904GIDzF/J4cuOvKlckzCEuNV/5QWPdayqqSTi0kdWPXI+fYYegtXsS2R6Tom5BotWqZyrc3Z1xtbKmuaZIOLSRrva2bJk3AWy1oIdpH+wnvaBU7bJEKxytXlNhpVvRX0nCoQ1d19uLV+4bCUDFpWIeeH+fugWJFssqLKO8QLl3ZZiV3zZdTcKhjb1613BGDu4JwP64ZN7enahyRaIlojvJBi+1STi0Ma1Gw9Y546GLcjfdc5t/JTYtr5GjREdztNZt06Gd4GIkSDi0iwCPrqybcYPyoLyCySsiKdNVqluUaBZrb5prioRDO3nkmj5MvWEgAKdTcnhq82GVKxLNkWiYxuzl7YqjnfU1zTVFwqEdffDoKLr7uALw3u54vkxIVbki0VSx1U1z/dzULaQdSTi0IxdHO7bMGw82WtDrmfbefrIKy9QuSzTifG4RlFh301xTJBza2Q19fXh+YjgAxfmXefCD/SpXJBoTnVxzATnEyjd4qU3CQQVvTAwjvH8PAH44ep5lkcdVrkg0pO4GLxIOog1pNRq2zB8PTg4ALNzwC4npBSpXJa7GOFNhZ8Og7q7qFtOOJBxU0sfTmQ+nj1YelCnTm+WVMr3ZESWm5QPQr7ub1TbNNUXCoRlWrljJ3DlzmTtnLomJde90LC8vZ9HCRcydM5cXX3ixSeebMaof917fH4Dfk7JYtCXK7DWL1qnS6znZCZrmmiLh0Ax29nbs3LmTnTt38tFHH9V57eWXX2bjxo3s3LmTwMCAJp/zo8dG423omvTut7F8d+yCOUsWrfR7xiUw7McR3Ak2eKlNwqEZpk6diqOTssvT119/TWWl8odm9+7dfPrJpwDcfPPNPDFnTpPP6epkz6a5E0CrgSo9f1y9j5wimd7sKI4md741FdUkHJqhW7du3HrLLQDk5eaxZ08kWVlZLFy4EL1eT8+ePfnfu/9r9nnHD/DlmbvCAMjPK+KRNT+ZtW7RcjG1+lSEB0o4iAY8Ov1R48+bN21m/rz55OXmYWtnx/sfvE+3bt1adN6/3x9BcB9fAL45cpYVP540S72idRLSaprm9vZwVreYdibh0EyjRo0iMDAQUL5aHDhwAIAXnn+esLCwFp/XVqth2/wJ4KjsMPTkpwc5kXGp9QWLVkk07P4UbOVNc02RcGiBadOm1Xl80803MXfe3Faft7+PC6seMUxvlpYzeeVedFXS/EItZbpKUjKVgB7aSXZ/qk3CoQVCw0KMP2u0Wv63vPnXGa5mzpj+/OGavgAknM3gL9tkelMt8Rfya5rmdpI9HGqTcGimkpISXnzhJeNjfVUVR44cMetnrJsxBnfD99t/f3WUyBMZZj2/aJq6G7x0rouRIOHQbM89+xznzp2r89ynn35q1s/w6GLPpjnjjdOb01ZFkldSbtbPEI2LTa2ZqYjoBH0qriTh0AxbNm9h27ZtAMycORM/f38AIiMjycsz79ZvtwzuwZ/vUL6+ZOcU8vjaA2Y9v2hcgmFNhdalC77drLtprikSDk109uxZnn/heQD69evHK6+8wn333QuATqdjw/oNZv/Md6aMZHCQDwA7Dp3igwOnzf4Z4uqqm+ZGdKINXmqTcGgCXbmO2bNnU3y5GDs7O1auWomdvR0PPfQQGq3yn3Djxo1m/1w7rYat88cbpzdnrzvAmaxCs3+OqO9SqY7sXEPT3E44UwESDk3yyquvcPyYsufComcWMXToUAACAgIIN9zbcPr0aaKjo83+2UO6u/KfB65VHpSUMXnlXipkerPN1W2a2/SLkfsi9zJ3zlxuv+12xtwwhkcfeZTVq1ZTWNhwqB8/fpzFzyxm4j0TGXPDGB5++GHWrl1rvEVfDRq9Xv6kNeSXg78wefJk9Ho9ERER7Ny1E02tu2HWrVvHX//yVwAee+wx3lr6VpvUcdt/drM76jwAf7k3gr/fH9EmnyMU/9l7nAVrldvY9740kXEDfBt8v16vZ/Ezi9mwwfTXy6CgID5e9zH9+/ev99p///tf3n77bSor6i/Zj4iIYP2G9bi4uLTgt2gdCQcLkVVYRtCLWynOvww2Wn588R7G9PNRuyyrNXPdQdb8kAAayF/1WKO9MTdsWM8zixYDoNVqGTJkCD169CA2NpbMzEwABg8ezJ7IPXWO++abb5g1azb6qips7ey45pqR2NnaER0dbRxtzJk7h1dffbUNfsuGydcKC+Ht4sDmJ8aBRgOVVUxZGcmlUp3aZVmt6jUVHh4uTWqa+3/v/BtQbopbs3YNu7/fzcfrPubnAz8THqHsGXr8+HG++eabOsctfWsp+qoqtFotGzduYOvWrWzYuIF9+/dha2cHwPrP1pvzV2syCQcL8odhvZh7WzAAGVmXmPmxTG+2lWhj01y3Rt+bnp5OWloaABMmjOfWW281vubs7Mxf//pX4+PDh2v6lURHR3P6tDIDddNNNzFq1Cjjaz169CAiXAmVwsJC0tPTW/7LtFDn6M5hRZZNGcmexDROpeSw9cBJ1oUG8Oi1fdQuy6pkFpZSccnQNLcJuz9V/wUHuP666+u9Hhoaavw56XyS8efaF7D//NSf6x330ssvERMTg1arxd29/WdMJBwsjIOdDduenMDwVz+Hsgqmr/2ZG/v7ENTJlhO3pajkmtumm7LBS+GlmpkIH9/614HsDF8PAIqLi40/x8fHA2Bvb09ERP0LzBERESafby/ytcICBfd0519Tr1MeFJcyZeU+qvRyXdlcYmqtqQgLaDwcIkZEsGDhAhYsXEBISEi910+dqtmbo1evXsafq6fH/fz8jDNgiYmJfP3V16p8jbiSjBws1DO3DOGr+BT2xiRx5MQF/vZlHEvurv8HUzRf7aa5wT0b34re19eX55577qqvr/lwrfHnsPCaPT+qZzH8/Pz4/vvvWfzMYrKysoyv9+jZg2XLljFmzJjm/gpmISMHC7Zh1ljsXbsA8Prnh/nlXLbKFVmH6tum/Xxa3zT3s88+M9496+7uzqRJk4yvlZUpe4VmZGQwb968OsEAkH4hnYcefIgdO3a0qoaWknCwYL7dHNk8ayxogIoqpqyIpKhMpjdbK+5CPtD6reh//PFHY5sCrVbL0r8vxdGxZgFXebmy0vbEiROUlZaxePFidn//HV98/jn33XcfABUVFby+5HVV7pSUcLBwE0P8mXHTMADSMvKZ8+kvKldk2c7l1G6a69bi8/zwww9Mf3S6MQCWvL6Ee+65p857ynU1y/CfeeYZFj2ziGHDgrnmumt5d8W7xinRCxcusHPnrhbX0lISDlbg3QeuobfhX7n1P/7OxiNJjRwhria69kxFEy5GmvL1V18zc8ZM49eGhYsWMmPGjHrvs7NVZjG0Wi3TH5te7/UZM2uOSYhPaFEtrSHhYAUc7WzZOm8C2NmAHh5Ys5/U/Mtql2WRam/wEt6CDV62b9/O3Llz0el0aLRaXnnlFZ599lmT73Uy9EBxdXUzeR9DcHCw8efklORm19JaEg5WIjzAgzenXKM8KCpl6ur9yOxm89VumjvQt3ltBrZv387TTz1NRUUFtra2/GfZsgY3Hq6+/nC1Xa2du9bcu2JqUVZbk3CwIs/fFswNwcruVL8kpvLGN3EqV2R5Eg3h0L+ZTXPj4uJYsGAhlZWVODk5sXbtWiZPmdzgMb7dlZWeV1vOnZNb020roBktFs1FwsGKaDSwcfZYcFGGq69sO8yRpJxGjhLVKqr0nLqYD8DQZra+e+P1N6jQ6dBqtaxctZKbbr6p0WOuuUYZ6el0unr7kgIcPHjQ+HOf3u1/i7yEg5Xp5daFzTMN05u6SiatiKSkXL0NQyzJiYxLoFOG78HNCIeysjLjgqpJkyfVWXjVkNGjRxt//uD9D+q9/tlnnwFgY2PD6BtG1Xu9rckdklZoSngAj4wdwif7jpGcnse8DYf4aPoNapfV4UWn1G6a2/SFTocOHTLOTOTn5bPu43VXfa9vd19uu+02AMaMGUNgYCBJSUl8/PHHuLq5Mn36dAoKCli9ajW/HFSmpe+880769u3Xkl+pVWSzFyt1ubyCwS9vJyU9HzSwdcHtTApr/++tlmTx1iO8s1NZKXn23w/S27Npi9k+++wznl1sekbiSj4+PsTExhgfHz9+nLv+cBclJSUm3+/p6cmuL3cRFBTUpPObk3ytsFJd7W3ZMm8C2GpBD1M/+JELBcWNH9iJJaTlKz84OTQ5GACKCota/JmDBw9m+fLl+PjUX805ZOgQvtv9rSrBADJysHqvfRXH3zYdAmBMsD/7F9/R6RrCNpX/c5tJvZjP8L6+xL46sV0/W6fTcfjwYc6dO4ejoyMjRowwNmxWi4SDldPr4fp/fMWvx5SdipY+NIq/3jZM5ao6nlJdBU6z10KVngduHMT6WTeqXZLq5GuFldNoYMuccdBVueHm+S2/EZOW2/BBnVD8hQIw/DvZnJkKaybh0An4u3flsxmGPQHKK5j0biSlOpnerO1ocudummuKhEMn8eDI3kwbMxCAs6m5/HnT4UaO6FxiU2vCIaKFC66sjYRDJ/L+I6Po4aPsbPTB9wnsjE1VuaKOI8HwVcu2Wxd8XDpf01xTJBw6ERdHO7bMr57e1DPtg/1kFpaqXVaHUD2NGd5J+2KaIuHQyYzu482L944AoLTgMg+8v1/litR3qVRHbq6y+KmzNs01RcKhE1pydwjhA3oAEBmTxL/3HFO5InVFJ+eCYUJ/uL+EQzUJh05Iq9Gwdd546OIAwKKNh0gw7JvYGcXUuhgZ1oINXqyVhEMn1dvTmbWPGRZjlVUwacVeyivbf0ORjiCuOhw0GkKbseDK2kk4dGKPXdeX+0cNAOBkchYLNx9RuSJ1VDfN9fJwppujXSPv7jwkHDq5tY+NxsdL2Q5txbdxfJN4QeWK2l9Uaj4AQ+ViZB0SDp1cN0c7Ns0dDzbK9OYD7+0ju6hM7bLaTcalUqoKDU1z5bbpOiQcBOMG+LL4LqVNW0FeEY+s+UnlitpPVAs3eOkMJBwEAEvvCyekb3cAvj1ylv/tO6FyRe2jTtNcWVNRh4SDAMBWq2Hr/PHgaA/An9f/wu8Zl1Suqu3Fpxj6VNhoCe7ppmotHY2EgzDq5+3C6kcMm56WljN5RSQ6K9/uo7pprr9PNxzsbFSupmORcBB1PDGmP3dfq2xmmnguk2e3Wu/0pl4P8ReUcGht01xrJOEg6vno8Rvw8HQB4D9fx/DD7+kqV9Q2zuUWQanSzFbWVNQn4SDq8ehiz6Y540CrgSo901bvI6+kvNHjLE10Uu0NXiQcriThIEy6eVAPnr4zFIDcnEKmr/lZ3YLaQO0NXsICZE3FlSQcxFW9PXkEQ4KULdN3/Xqa938+pXJF5hVf3VHb3pZBzWya2xlIOIirstNq2Dp/gnF684lPDnI6y3TTV0uUaNj9aUB3d7SyX389Eg6iQYO7d2P5g9crD0rKmLxiLxVWML1ZUaXndHXT3F5uqtbSUUk4iEb9adxAbotQujzHnrnIC19Eq1xR6/1+saBFTXM7EwkH0SSfzhyDi1tXAN7edZQfT2eqXFHrRNe6bTpEbps2ScJBNImXswOb5oxXuuRUVjFlRSSXSnVql9VisbXCITxApjFNkXAQTXbH0J7Mu304AJnZl5jx0QGVK2q56q3ocXIgyKPpTXM7EwkH0SzLpo5gQIA3ANsOnuSjQ2dUrqhlEg0bvIT0lFHD1Ug4iGaxt7Fh2/zx4GALwOMf/cy5nJa3oFdDqa6CtKwCAIb6ualbTAcm4SCabVhPN97543XKg+IyJq/cS5XecqY3Y9PypWluE0g4iBZZdNMQJoQGAhB9Mp1XdsWqXFHTxVTv4YBs8NIQCQfRYhtmj8XetQsAb35xhINns1SuqGlqr6kIlz4VVyXhIFrMx8WRLbPGKdObFVVMWRlJUVnHn95MMISDvWsXvF0cVK6m45JwEK1yT4gfs24ZBsCFjAJmr/tF5YoaV92nIkz2cGiQhINoteXTRtLHcGFv40+/s/7wOZUrurqCknLy8pTZlWGy+1ODJBxEqzna2bJ13gQw7MH40JqfSMm7rHJVpkWn5NU0zZVpzAZJOAizCPP3YOnUa5UHl0uZsnofHXF2M6ZWnwppmtswCQdhNn+5dRhjgv0B+PVYGku+jlO5ovriqjd4kaa5jZJwEGaj0cDGJ8aidVGmN/+27TcOJ+U0clT7SjCEg7enMy7SNLdBEg7CrHq6dmHTzBtBA1RUMWnFHi6XV6hdltER41b0MmpojISDMLvJ4QE8On4IACnp+cz79JDKFSnSC0qhsASQmYqmkHAQbWLVg9cR0EP51/mT/cfYEp2sckUQXbtprtw23SgJB9EmnOxt2TbfML2ph6kf7udCQbGqNdVtmitfKxoj4SDazIhAT5ZMGqk8KCxh2nv7VZ3ejK9eU2GjZVgPN/UKsRASDqJNvXTHcK4b0guAn+NT+Pt3CarVkpiWD0CAj6s0zW0CCQfRpjQa2DxnHDg7AvDCll+JTs5t+KA2oNdDgsxUNIuEg2hz/u5dWT9jjPJAV8nklZGU6tp3evNsdmFN01y5+alJJBxEu3hgRG8euHEQAOfScvnTxsPt+vnRtTZ4CZWZiiaRcBDt5r1HrqenrysAH/4Qz47YlHb77DpNc2VNRZNIOIh24+xgx9b5N4GtVpne/GA/GZdK2+Wz46unMR1sGejr0i6faekkHES7ur63Fy/dOwKA8oJiHvhgf7t8bnXT3IHSNLfJJBxEu3vt7hAiBvQEYG9MEu98f6xNP6+iSs+ZDMNW9DJT0WQSDqLdaTUats4fB12U/RsXbz5E/IW8hg9qheMX82s1zZVwaCoJB6GKIA9nPnr8BuVBWQWT3o2kzPAX2NxqN80NlT4VTSbhIFQz/dq+TB49AIBTKTks2NI205uxyTWjkvAACYemknAQqvpw+mh8vbsBsOq7eL5OTDP7Zxib5nZxIMCjq9nPb60kHISqujnasWXeBLDRgl7PH1fvI7uozKyfkWjYij5UmuY2i4SDUN2Yfj785e4wAArzL/PQh+ab3iwpr+BC1iVAZiqaS8JBdAhv3BtOaL/uAOyOOs/yfSfMcl5pmttyEg6iQ7DVatg6bzw4KdObT63/heMXL7X6vEdrb/ASICOH5pBwEB1GX28X3n90tPKgtJxJKyLRVbVud5i42msq/GRNRXNIOIgOZdboftxzbT8Ajp/PZPHWI606X3VfTEfXrtI0t5kkHESH89GMG/DyVBZH/ffrGL4/nt7ic1X3qQjt5WaO0joVCQfR4bg72bNxzjjQaqBKz7TVe8ktLm/2efJKysnPNzTNlYuRzSbhIDqkmwb1YMEfQgHIyy3i0TU/NfscR5NrN82VcGguCQfRYf1z0giG9vYB4KvfzrD6p1PNOj4mtXbTXJmpaC4JB9Fh2Wk1bJ0/ARztAZj7yQFOZRY2+XjjTIU0zW0RCQfRoQ3y7cb/HrpeeVBazuSVkVQ0cXozISUfAB9PF5wdpGluc0k4iA7vybEDuWNEHwDizmTw1+1RTTouqnorehk1tIiEg7AIn8wYg6u7MwDvfHmUvSczGnz/hYJiKKpumivh0BISDsIieDo7sKn29OaqSApKrj69WXuDlxCZqWgRCQdhMW4b0pMnbw8BICu7kMc/OnDV98bU2uAlTPpUtIiEg7Ao/zclgoGB3gB8/ssp1hw8bfJ9xqa5tlqG9XJtr/KsioSDsCj2NjZsmz8BHGwBmPnxAc7mFNV7X/UGL4E+rtjbSNPclpBwEBZnaA9X/v2AYXqzpIwpK/ZSpa+Z3tTrITE9X3lvL/lK0VISDsIiLZgwmJvDggCIPpXOSzuOGl87U6tpbrAsuGoxCQdhsT6bdSOOrsqGsUt3RnPgbBYA0cm1Zipkt+kWk3AQFsvHxZHNT4wFjQYqqpiyIpLCUh2xqbVnKmSDl5aScBAW7e5gP564NRiA9MwCZq07WDNT4WDLAB9pmttSGr2+lftwCaGyMl0lQ1/9nDO1toQDGBTozfHX71OpKssnIwdh8RzsbNj65ASwt63zvGxF3zoSDsIqhPby4J9Tr63zXLDcGdkqEg7Caiy+Zajx7klA9nBoJQkHYTU0Gti7+A60Ll0AaZrbWhIOwqr0cHVky+yx0NURf3dpmtsaMlshrNJHh87w2HV91S7Dokk4CCFMkq8VQgiTJByEECZJOAghTJJwEEKYJOEghDBJwkEIYZKEgxDCJAkHIYRJEg5CCJMkHIQQJkk4CCFMknAQQpj0/xTbaOloXF3CAAAAAElFTkSuQmCC", "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" } ]
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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.
C
65,628
null
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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GwRgfe7i/dy/jujXi+NwBpv8OZ68n027Wz3zxx2mk17UQwkiCr4ztOnud//stEoAGARX5+Jn2Zj1+4TMaew8+gEaBPhye3Z+XH2mKSgU5+VomrTrIE5/8TkLBoiIhhH2T4CtDyZm5jFy6G51ej1PBYFkPl2KMC3oA5a1VmTm4OjmwcERHNr/aG38vVwC2hF+lxYz17Dp7XeHqhBBKk+ArQ+O/2U9MUiYA7wxsTeta/mb/DGNz6soV3EwTDYTB4y1rErFgMD2bGLrixCZn0uu9X5m+7ij5Wp3C1QkhlCLBV0ZWHTjPuiOXAOjcMICpfULK5HMirpbfVmXmEFDRnW3T+vDe0HY4OajR6fW8uyWcTnM3cflWmtLlCSEUIMFXBq7EpzNp1UEAvN2dWfVCtwceLFscKVl5XE1MB+x3RWdxqFUqpj0ewoG3n6BO5QoAHLl0i5ZvbTBNvRdC2A8JPjPT6vSMWLLLNBR20ciHqen34INli+NUdKLdtCozh7Z1KhM+fxDDO9YDIC07j2GLdzJy6W7SC1bGCiHKPwk+M1uwOdzUNPmZDnUZ1qFemX2WLGx5cF6uTqwe353V47vj5eoEGC5Lh769geNX4hWuTghhCRJ8ZnTk0i3m/HICgJp+XiwaWfLBssVhDD5nR7VpXp0onuEd6xE+fxBt61QG4MKNVDrO+YUPf41AJ5v+hCjXJPjMJCMnn+GLd6HR6nBQGwbLVnR3LtPPNK7obBTog7Oj/FE+qDqVK3Dg7SeY9ngIapWKPI2OqT8c5rEPt3IjNUvp8oQQZUR+WprJK98d4uLNVABe79OCLg0DyvTztDo9pwuCTy5zlpyTg5r3hrZj27Q+pu0g20/F0GL6erZGXFO4OiFEWZDgM4Ofj19hxd5zAITW8uedAaUbLFscF2+mmpowy8KW0uvZpBoRCwbzeMuaANxKy+bxj3/j1TWHyNVoFa5OCGFOEnylFJucyfNf7wMMU8K/G9/dIpcdi8zgqynBZw7+Xq5sfrU3C0d0xNXJAb0ePv39FO1n/8K52BSlyxNCmIkEXyno9TD6qz2mHpAfD2tPw8CKFvnsois6ZQ+fuahU8PIjTTk8u79pwVD41QRaz9xgOqsXQtg2Cb5SWLjtFNtPxQDQt2VNXujW2GKfbVzYElDRncoV3Cz2ufaiRQ1fjs8dwLhujQDIzNUwdvlehn6xg5SsPIWrE0KUhgRfCZ2KTuLNdYbBslW83Vg+tovZBssWh/GMTxa2lB13Z0eWjenMT5N64ePhAsC6I5cImbHetFdTCGF7bDr4jhw5wpQpU5gyZQrXr/+7635+fj7Tpk5lypQpbN261Wyfm5OvZfjiXeTka1Gp4OtxXS161pWUkUt0YgYgC1ssYVDb2pycP4iH61cF4GpCOl0XbGHuL2FodbLnTwhbY9PBl5aayg9r1/LD2rVcuXz5X89v3ryZ1atX88PatXh7e5vtc6evO2qagzexRxP+06KG2Y5dHDKDz/Jq+HqyZ0Y/ZvUPxUGtQqPVMXPDMbq/u8X0S4gQwjbYdPAFBQWZvr4V/+92U8uWLgUgNDSUjh07muUz/zgdw6fbDINlGwX68OHTD5nluA+iyMIWaU5tMQ5qFbMHtGb39L7U8PUEYN+5OELeWs/G41cUrk4IUVw2HXzVCgVf/D+C788//+TUqVMAvPzyy2b5vMSMHEYt24Neb2gTtmZid9yczTtYtjiMwefi6EDDgIoW/3x716lBACfnD2JQ29qA4dLzwIXbGf/NftPeSiGE9bLp4KtQoQJeXobJB/G3bhV5bmnB2V6jxo3p2auXWT7v+RX7iE02DJadO6gNLWv6meW4D8q4orNJkA+ODjb9R2izfDxc+GlSL5aN6Yx7wS8/S3edpc3MjUUuRQshrI/N/9SsVs0wXbvwGd+Vy5fZ8ccfALw8aRIqMyy3/HrvOdPlrG6NA3ntPy1KfcyS0Gh1nImRVmXWYly3RhyfO8B0r/Xs9WTazfqZL/44jfS6FsI62XzwGe/z3Sp0xrd8+XJ0Oh3BtWrxeN++pf6MizdTmfzdIcDwm/63z3dDbcm9C4Wcv5FKTr6hhZYsbLEOjQJ9ODy7Py8/0hSVyrDqd9Kqgzz56TZTcwMhhPWw+eAznfElJACQmprKjz/+CMBLL76Ig4NDqY6v0eoYsWQ3GQWDSheP6kT1goUNSpCFLdbJ1cmBhSM6svnV3vh7uQKwOSyKkBnr2XX231tthBDKsfngM57xGe/xfbd6NVlZWQQEBDB4yJBSH3/upjAOX7wJwIiO9Rn6UJ1SH7M0ivTolDM+q/N4y5pELBhMzyaGX8iuJ2fS671fmb7uKPlancLVCSGgHASf8YwvKSmJvLw8vv76awAmTJiAk5NTqY596MJNFmwOB6CWvxdfjDTPlojSMC6cCKrkga+nq8LViDsJqOjOtml9eG9oO5wc1Oj0et7dEk6nuZu4fCtN6fKEsHs2H3zGMz6tVsvKlSuJi4ujUqVKDBs+vFTHTc/JZ8SS24NlV43vTgW3sh0sWxwR12Rhiy1Qq1RMezyEA28/QZ3KFQA4cukWLd/awPeHLipcnRD2zeaDr/Bevvnz5gEw7vnncXMrXQuxl1cdNP12/mbflqZ2VUqKT88xbaeQy5y2oW2dyoTNG8jwjvUASMvOY9jinYxatpv0gvvGQgjLsvngq1KliumSZn5+Pl5eXowePbpUx/zp6GVW7v8bMPzgmtk/tNR1mkOk3N+zSRXcnFk9vjurxnfDy9Xw/+q3+88T+vYGjl/5d8chIUTZsvngU6vVVK16+2xs1OjRVKhQocTHi0nKZPw3hsGynq5OfDe+O05WsklcVnTathEd6xM2byBtavsDcOFGKh3n/MJHWyPQyaY/ISzGOn6il5LxPp+rqyvjxo0r8XF0ej2jlu0mKSMXgE+GdaBeVfM1ty4t48IWN2dH6letqGwxokTqVvHm4MwnmdonBLVKRZ5Gx+trD/PYh1u5kZqldHlC2AWbDz6tVktcXBwAI0eOxM+v5G3EPvntFDvPGPZcPRkazNiuDc1So7kYz/iaVPPBQa3MBnpRek4Oat5/qh3bpvUhoKI7ANtPxdBi+nq2RlxTuDohyj+bD76ff/6ZqKgo3NzcmPjiiyU+TsS1RGb8dBQwLEf/6rku5irRLPK1Ov66ngLI/b3yomeTakQsGEyfEMNYq1tp2Tz+8W+8uuYQuRqtwtUJUX7ZdPBlZGTw3rvvAvDc2LH4+/uX6DjZeRqGfbmTXI1hsOw3z3fFz8u69sidi00x/TCU4Cs//L1c2TLlMRaO6IiLowN6PXz6+ynaz/6Fv+NSlC5PiHLJJoPvs4ULGTxoEI8++iixsbEEBATw0ksvlfh40348wpnryQBM6tWUR5tVN1epZlN0YYsEX3miUsHLjzTlyDv9aRToA0D41QRC397Air3nFK5OiPLH8sPkzODIkSMcPHjQ9O8ffvRRiVdy/h4ZzRd/nAagaVAl3n/K8oNli8MYfCoVNK8uKzrLoxY1fDk+dwCvfHeIr3b/RWauhrHL97L9VAxLx3SmorvyDRRKYtrUqeRr7j2ncOjQobRr185CFQl7Z5PB5+fnR8OGDalcpQoTJ0ygc5eS3Y+LT89hdMFgWRdHB9ZM7I6rU+maWpcV44rOGr5e+Hi4KFyNKCvuzo4sG9OZR5oG8fzX+0jOzGXdkUscvXSL7yZ0p6MVNFJ4EHFxcaxevfq+r+vatWvZFyNEAZsMvoWffWaW44xbsde0hHzBkLZW3QbMeMYnZ3v2YVDb2rStU5lhX+7kwPkbRCWk03XBFmY+Gcr0fi1tZlWvVqvlkUcfRf+PfYrZ2dkc2L8fAAcHB1q0UGa+pbBPNhl85rBs919sOhEFGFbXvdK7mbIF3cPN1GxupmYDsrDFntTw9WTPjH7M/eUE8zaFodHqmLnhGDvPxLB6fHdFx2MVV1BQECtXrizymE6nY9zYsaZ/nztvHjVr1rRwZcKe2eTiltI6fyOVKWsMg2Urebqw8gXlBssWhyxssV8OahWzB7Rm9/S+1CgIur3n4gh5az0/H7+icHUlM2/uXH777TcAxo4bx6hRo5QtSNgduwu+fK2O4Yt3kplruNm+bExnqvl4KFzVvckMPtGpQQAn5w9iYJvaACRl5DJg4XYmfLOf7Lx7LxyxJqtXr2bJkiUA9HrkEWbPnq1sQcIu2V3wvfPzCY5dNjQGHt25gekHiTUzLmzxcHGkbpWS9yEVts3Hw4X1L/di6ZjOuDsb7lIs2XWWNjM3cio6SeHq7m/v3r3MmD4dgKZNm7J48WLUarv7ESSsgF39X7f/7zje22IYLFuncgUWjlB+sGxxGM/4mgZVsupLssIynu/WiONzB5jO/s9cT6btrI0s2nEGa+11fe7cOZ4fNw6NRkPVqlVZtXo17u7uSpcl7JTdBF9qVh7PLtmNVqfH0UHN6gndTSNirFmuRsu52BRALnOK2xoF+nB4dn8mPdIUlQpy8rW89O0Bnvx0GwnpOUqXV0R8fDzPjhhBeno67u7urFq9ushEFSEszW5Wdb606gBRCekAvPVEK9rXraJwRcXz1/UU8rU64MGCb+XKlURGRgIwfvx46tevb3ouPz+fd955h6ysLHx9fZkxY4Z5ixYW4erkwGcjOvJI0yDGfLWH+PQcNodFETIjnlXju9G9cTWlSyQnJ4dRI0cSExODWq1m8eLFNG3aVOmyhJ2zizO+Hw5f5LuDFwBoX7cKM/q1VLii4ivpik5nJyd+WLuWH9au5fs1a4o89+6CBXy9YgU/rF1LjRo1zFarUMbjLWtycv4gejQxBN315Ex6vfcr09cdNf3SpAS9Xs+kl14iPNxwe2H27Nn0euQRxeoRwqjcB9+1xAwmfGPYKOvl6sTqCd1xtJLBssVhXNjyoK3K+j3xBB4ehtWqmzZtQqs1NLjet3cvS5cuNb1mxIgRZq5YKCHQx4Pt0/rw3tB2ODmo0en1vLslnM7zNnP5VpoiNc2fP59ff/0VgNGjRzO2FLMyhTCncn2pU6fXM3LpblKy8gBYOKIjdSrb1qpI4xlfLf8KVHArfq9GT09P+vbrxw9r13Lz5k0OHjhA02bNmDx5Mnq9nuBatfjoo4/KqmyhALVKxbTHQ+jWKJBnvtzJpVtpHL54k5ZvbWDxqE4806GuxWr58Ycf+HLRIgC8vb3p0LEjv//++79eV6dOHerVq2exuoQAUOn/2UuoHHn/fyd548cjgKEF1E+Teilc0YPzn/gtCek5PBkazM+vPPpA7z1x/Dh9+/YFYNCgQaSmpfHH9u04Ozvz69atNGnSpCxKFlYgLTuPF789YLrEDzCyU32+ePZhPC2wqOuJfv04duzYfV83Z84cORMUFmc71/weUFhUAjM3GP7iVfPxYOnozgpX9OBikzNNK/RKsqIztHVr06KW9evX88f27QC8M2eOhF45V8HNmdXju7NqfDfT6uVv95+n1dsbOH4lvsw/Pyoqqliva9CgQdkWIsQdlMtLnVl5GoYt3kmeRodapWLlC92o5Gl7Ew0irt3elFzSVmXPDBvG7FmzTP/er18/Ro4cWerahG0Y0bE+7etW4Zkvd3LscjwXbqTScc4vzB/climPNS+zfaERBSuKhbBG5fKM77Xv/zTtfXuldzN6NlF+WXdJmKNVWbNmt5tvq9VqPvjww1LXJWxL3SreHJz5JFP7hKBWqcjT6Hh97WEe+3CraTqJEPak3AXfryevsWTXWQCaV/dlwZC2CldUcsYVnV6uTtT2f/BFOTk5OaYWUWDoih8pv4nbJScHNe8/1Y5t0/oQUNHQMWX7qRhaTF/PbxHRClcnhGWVq+C7mZrNc8sNg2VdnQyDZV0crXOwbHEYz/iaVa9ESa5IzZo5k3PnzhV5bO3ateYoTdionk2qEbFgMH1CDPs3b6Vl0+fjrUxZ8ye5Gq3C1QlhGeUm+PR6eG75HtPcuvefeoimQbY7tDUnX8v5G6lAyS5zbtmyxTT5etLLL1OnTh0Atv76K6mpqeYrVNgcfy9Xtkx5jE+Hd8DF0QG9Hj75PZL2s3/h77gUpcsTosyVm+Bbsussv568BsCjzaozqZdtt0U6E5OEpgStygCuXbvG66+9Bhi64L/22msMHjwYgNzcXDZu3GjeYoXNUalg8qPNODy7P40CfQAIv5pA6Nsb+Hrvufu8WwjbVi6C71xsCq99/ycAfl6ufPN81xJdGrQmJW1Vlp+fz8QJE0hLS8PFxYUvFi3CycmJQYMHm0bArP3+e7PXK2xTSE1fjs0ZwNiuDQHIzNXw3PK9DP1ih6nxgxDljc0HX55Gx7DFO8kqGMb51XNdTDfvbVlkwXw1tUpFswe4ZPv+e+8RFhYGwIwZM0z7+AIDA+nQ0TCG6fTp05w+fdrMFQtb5eHiyFfPdWHdpF74eBi2/aw7comWM9Zz6MJNhasTwvxsPvhmbjhGWFQCAOO6NeLJ0GBlCzIT4xlf7coVit1p48SJEyxevBiAhzt14rmxY4s8P2TIENPXv/zyi3kKFeXG4La1CZ83kIfrG0YGRSWk02X+Zub+EoZWV24bPAk7ZNMty/b8FUuPd/+HTq+nXlVvwucNwsOlfOzJ952wkqSMXAa2qc36l22v1ZqwXRqtjnmbwpi36XbgdWkYwOrx3anu66lwdUKUns2e8aVk5TFy6W50ej1ODmq+G9+93IRedGIGSRm5gAyfFZbn6KBm9oDW7J7elxoFQbf3XBwhb63n5+NXFK5OiNKz2eCb8M1+riVmADCzfyht61RWuCLzKbKw5QFGEQlhTp0aBHBy/iAGtqkNQFJGLgMWbmfCN/vJLrinLoQtssng++7gBX44fBGAh+tX5c2+tjNYtjiKtCqrKWd8Qjk+Hi6sf7kXS8d0xt3ZcEVlya6ztJm5kVPRSfd5txDWyeaCLyohnZdWHQAMHehXje+Og9rG9y78g3FFp7e7MzV9vRSuRgh4vlsjjs0ZQPPqhl/EzlxPpu2sjSzacQbbXSUg7JVNBZ9Wp+fZJbtJLdhf9MXIjtTyL3/BYDzja17d1+b3I4ryo3E1H468059JjzRFpTJ0F3rp2wM8+ek20/gsIWyBTQXfe1vC2f93HABDH6rDiI71Fa7I/LLyNFy8WfJWZUKUJVcnBz4b0ZHNr/bG38sVgM1hUYTMWM/us7EKVydE8dhM8B27HM87P58AoLqvJ4tHdVK4orJxOjrJtIRcFrYIa/V4y5qcnD+IHgUjv64nZ9Lzvf8x46ej5Be02hPCWtlE8GXmahi+eCf5WsNg2W+f72bqMFHemGMGnxCWEOjjwfZpfXh3SDucHNTo9HoWbA6n87zNXL6VpnR5QtyVTQTflDWHTJMKXvtPC7o1DlS4orJjXNjioFbRVM74hJVTq1S80TeEA28/QZ3KhpmRhy/epNXbG1j750WFqxPizqw++DadiGLZ7r8AaFnTj7mD2ihcUdkynvHVreJtWj4uhLVrW6cyYfMGMqxDPQBSs/J45sudjFq2m4ycfIWrE6Ioqw6+G6lZjFuxFwA3Z0fWTOyOs6NVl1wqev3tqetymVPYmgpuznw3oTurxnfDq6C/7Lf7z9Pq7Q2cuBKvcHVC3Ga1KaLXw+hle4gvWCb94dMPmeaGlVdXE9NNWzUk+IStGtGxPmHzBtKmtj8AF26k0mHOL3y0NUL2/AmrYLXB98Ufp/k9MhqA/7SowcQeTRSuqOxFXJVWZaJ8qFvFm4Mzn2RqnxDUKhV5Gh2vrz1M7w9/5UZqltLlCTtnlcF35noy0348AkDlCm58Pc72B8sWR2ShFlByxidsnZODmvefasfvU/9jmpG5/VQMLaav57eIaIWrE/bM6oIvV6Nl2Jc7yc7ToFLBirFdqOLtpnRZFmFc2FLJ00XGv4hyo1fTICIWDKZPSA0AbqVl0+fjrUxZ8ye5Gq3C1Ql7ZHXBN+Ono6YAeKFbYx5vWVPhiiyncKsyIcoTfy9Xtkx5jE+Hd8DF0QG9Hj75PZL2s3/h77gUpcsTdsaqgm/nmet88tspABoGVuTjYe0VrshyMnLyTZt+5TKnKI9UKpj8aDMOz+5Pw8CKAIRfTSD07Q18vfecssUJu2I1wZeUkcuoZYbBss6OhsGy9rSP7VRMEjq9tCoT5V9ITV+OzxnI2K4NAUNnpueW7+WpRTtIKVjVLERZsprgG//NPmKSMgF4Z0AbQmv5K1yRZUmrMmFPPFwc+eq5Lqyb1IuK7s4A/Hj4Ei1nrOfQhZsKVyfKO6sIvpX7/+ano5cB6NIwgKmPt1C4IsuLLAg+Rwc1TYLkjE/Yh8Fta3Ny/iAerl8VMMzb7DJ/M/M2hZmatQthbooH3+Vbaby86iAAFd0Ng2XV9rB34R+MZ3z1q3rj6uSgcDVCWE5NPy92T+/LzP6hOKhVaLQ63l5/jB7vbjFdBRLCnBQNPo1Wx4glu0gv6OX35ahO1LDDZfx6PZwq2MMnlzmFPXJ0UPPOgNbsnt7XtJVn77k4Wsz4iZ+PX1G4OlHeKBp8CzaHm67nD+tQj6fb11WyHMVcjk8zhb9sZRD2rFODACLmD2Jgm9qAYdHbgIXbmfDNfrLzNApXJ8oLxYLv8MWbzN0UBhgudSwa+bBSpShOFrYIcZuPhwvrX+7F0jGdTSu7l+w6S5uZG01XRoQoDUWCLyMnnxFLdqPR6nBQq1g9vhveBSu77FFkkeCThS1CADzfrRHH5gwwXQU5cz2ZtrM2smjHGWl2LUpFkeCb/N0hLt40DJad2ieETg0ClCjDahjP+Py8XAn08VC4GiGsR+NqPhx5pz+THmmKSgU5+Vpe+vYAT366jcSMHKXLEzbK4sG38fgVU5eG1rX8eWdga0uXUDp6Pek/HiPvTCz6fPP0GTQGn1zmFOLfXJ0c+GxERza92hs/L1cANodF0WL6enafjVW4OmGLVHq95S4axCZn0nz6ehIzcvBwceTE3IE0CKhoqY83C821JK61ng+AysUR5yaBuLSojkvzari0CMKpQVVUD7AdIS07j4ovfINeD1Mea87Hz9hPmzYhHlRscibPLt3NzjPXAVCrVLzRN4TZA1rj5KD47ixhIyzWE0yvh1HL9pguT3z8THubCz2A3IgYwBB6Lq1qkHfqOrlh10zPm8KweRAuLYJwbh6Ec8O7h2FkdJLpfoWs6BTi3gJ9PNg+rQ8f/C+CmRuOka/VsWBzOLvOxvL9xB7U8vdSukRhAywWfJ9ui+SP04bQ6NcqmBe6N7bUR5tVbsEcscBNL+LSqgbo9ORfiic3IobcyGhyI6/fOQwbB+DSvLohDFsE4dygKipnh38sbJHgE+J+jGd53RoHMuzLnVy6lcbhizdp+dZ6Fo/qZLfbokTxWeRSZ2R0Iu1m/UxOvpaq3u5EvjsY/4Jr9bYmbvBScg5dIvjyAlQud/m9Qacn/7IxDGPIjYgh79R1dOm3b8arnA1hOL2WD6uycnBSq0lfMQYXR+naIkRxpWXnMXHlAdYcumB6bFSnBnz+bEc8XZ0UrExYszI/48vJ1zJ88S5y8rWoVPD1uK42G3ro9eRFXsepfpW7hx6AWoVT3co41a2M58BWhsd0evKvJJjCMC8imtxT14l0VYG3K3W1Ogk9IR5QBTdnvpvQnUeaBfHStwdIz8ln5f6/OXjhBmsn9rC7ZveieMr8bvCb646YNp2+2LMpj7WoXtYfWWY00clokzNxaRH04G9Wq3Cq44/ngJb4zu5LwM8TqXF+LucruQPQzNvdzNUKYT+efbg+YfMG0qa2Iegu3Eilw5xf+HhrpOz5E/9SpsG3/VQMC7cZBss2rubDB0+1K8uPK3O5kYZ7lCUKvju4eCudLK0OgObym6kQpVK3ijcH3n6S1/u0QK1SkafR8draP3nsw63cSM1SujxhRcos+BLScxj91R70enBxdGDNhB642fhgWeOKThcznbUWblXWqmVNsxxTCHvm7Kjmg6ce4vep/yGgouEqyrZT0YTMWM9vBQvThCiz4Hv+633EJhtGiswb3IaQmra/YjE3IgaVoxrnxubpNFN4RWerUAk+IcylV9MgTs4fxH9a1ADgZmo2fT7eypQ1f5KrMU/jCWG7yiT4Vuw9V2SUSNOgSiSk2357obyIGMMGdTOtFouISgDAXw9VKso9PiHMqXIFN/7338f4dHgHXBwd0Ovhk98j6fDOL/wdl6J0eUJBZr/2ePFmKq98d6jIY499uBUwTGEIDfYjtJY/obX8aBXsbzMrPDXRSWiTM3F/rInZjhlxJR6App628d9ACFujUsHkR5vRpWEgT3+5g3OxKYRFJRD69gY+G9GRMV0aKl2iUIDZgy8xI5cJPRoTFpXAkUu3yCiYMwdwNSGdqwnpbCx0NljD19MQhKZAtM4wvH1/zzwLW5Izc4lOywagRZBMZBCiLIXU9OX4nIG88t1Blu85R2auhueW72X76RiWjO5MRTueDmOPzB587epUpl2dyoChTdnl+DROXInnxJUETkTFExaVQHJmrun11xIzuJaYUeTSaA1fT1oZgzDYcHZYuYKbuUt9IKbga26e4IuMTsK4yjqkmXmOKYS4Ow8XR756rguPNKvO8yv2kpKVx4+HL3Hk4i3WTOxBh3pVlC5RWIhFm1SDIQyvxKdxIiqhIBDjCbuaQFJG7j3fV93Xk9Bgw+XR0Fp+hAb7U8XbcmEYN2QZOQcuGDq2mOEe3+fbT/Py6oMARM4fRDNpVyaExVxNSGfY4l0cPH8DAEcHNbP6h/Jm35Y4qFUKVyfKmsWD706MYRgWZTgrPHElgbCohPvO2wqq5FHkrLBVsB9Vy2gj+NWGM3GoWoGgPa+Z5Xhjl+1mxf7zOAMZK8dJZ3khLEyj1TF3UxjzN4Wh1Rl+DHZpGMB3E3oQVEnmYpZnVhF8d6LXQ1RCuuGMsFAg3i8Mq/l4/OOeYenDUBOdxLXQ+Xg93Rb/hUNLdSyj1q/9wImbqTRzcSJy+RizHFMI8eD2nYtj+JJdRCdmAFDJ04UVY7vyZGiwsoWJMmO1wXc3xjA0nhWeiIq/71aJQB+P20FY8M+AB9g+kPnrKW6OXonfewOoMKZjab8FtDo9XqOXk63TMSzYn+/mDij1MYUQJZeUkcu4FXuLLLyb0KMxHz/T3uYbb4h/s7k/0WA/L4L9vBjYprbpsasJ6YXuGSYQFhVPfKEwjE3OJDY5ky3hV02PBfp4GBbQFArEQJ87X94wjiIy14rO8zdSyNYZWpW1aGSezfBCiJKr5OnChsmPsHTXWaas+ZOsPA2Ld55l37k41r7Yk2bVZeV1eWJzZ3zFdS0xwxCEhRbRxN/nzDCgorspBI2rSqv5eBA3dBk5+823sOWHwxd5etFOAHZM60OPprKqUwhrcfZ6Mk8v2klktKGzkpuzIx89/RATejRBJeteyoVyG3x3ci0xw3B59Eq86Z7hrYK9dHdT1dudxleTaJaroft7A2kV7F/qG9/TfzjMu79GAHDry5FWuW9RCHuWk6/l9bWHWbTjtGm6wxOhwawY2wVfaThh8+wq+O4kOjGDE1GGy6PGvYY3U+8dhpWdHGhZpSJtmgTSulEgobUeLAwfm7mR36/EU9XRgbhvxpb2WxBClJEt4VcZ89Ue0zqCaj4erB7fnW6NAxWuTJSG3QffncQkZZrOCo//fYOwize5mX/vxraVnRwIqeJNm8aBtG5cjdBgP6r7et7xtdXGfk1sbj6PVK3Itg/Ns0pUCFE2YpMzGbFkN7vOXgdArVLxRt8Q3hnQGkfZhmSTJPiK6XqyIQyP/xXHsbPXCY9LuW8Y+js60LKqN60bBdK6seHM0MPFEb8J3wLweqcGfPB8VwtUL4QoDZ1ezwf/i2DmhmPkF8zQfKhuFb6f2INa/l4KVycelARfKcQmZ3IiKsEQhmeuExaXws18zT3f4+2gJrXgL86rvZsx+dFm1PSTvzhC2IIjl27xzJc7uXwrDQBvd2cWj+rE0+3rKlyZeBASfGYWm5xJWFQCx8/dDsMbefcOQz8vV1P3mdBa/rQK9iNYwlAIq5SWncfElQdYc+iC6bFRnRrw+bMd8TTTyDJRtiT4LCAuJctwmfRcHMcLwjCuGGFo2Gd4OxAlDIWwHqsOnOelbw+QXjCBpn5Vb76f2IPQWv4KVybuR4JPITdSswyrSAv2GoZFxROTlHnP9/h6FoRhLWMgGsJQ9hYJoYyLN1N5etFOjhfM1nR2VLNgcDumPNZc/l5aMQk+K3IzNdu0v9Dwz/uHYSVPF0KD/QuNcfKjln8F+UsnhIXkaXS8tf4oH2+NRFfw4/TRZtX59oVuFp0gI4pPgs/K3UzNLtSk23B2aGymezeVPF1oVfP2/cLQWv7UljAUokz9cTqGZ5fs5kZqFgBVvN1Y+Xw3ejevrnBl4p9sMviuXbvGzz//zNEjR8jMzKRKlSo83KkTQ4cOxdm5/E9SvpWWbepJamzJdu0+Yejj4fKve4YShkKY1620bEYv28PWiGsAqFTwau/mLBjSFhdHB4WrE0Y2F3wHDhzg+XHjSElJ+ddzTZo0Ycv//oerq/21FIpPz7k92DcqgRNRCVxNSL/neyq6OxcZ7Btay486lb0lDIUoBb0eFm47xRs/HiFXY9jr2yrYj+8n9qBBQEVlixOAjQVfVFQUXTp3Jj8/H7VaTYsWLfDz9+fwn3+Snm74IT9kyBA+XbhQ4UqtQ0J6zu17hgWXSYsThi0LnxkG+1O3ioShEA/q5NVEnv5yB+diUwDwdHXisxEdGd25gbKFCdsKvlcmT2bdunWoVCoWL15MvyeeACA9PZ1+ffvy999/A7D6u+/o0aOHkqVarYT0nCKDfU9ciSfqPmHo7e5MK+PEioLVpHWrVEAtaSjEPWXmapi8+iAr9p4zPTb0oTosHd0Zb/fyf1vGWtlM8CUnJ9O8WTO0Wi2P9u7NN998U+T5M2fO0KtnTwCeGzuWuXPnKlGmTUrMKAjDQqtJoxLSudf/Gd7uzrSseXtrRatgP+pV9ZYwFOIOfjp6medX7CUlKw8wzBVdM7EHHepVUbgy+2QzwXf82DH69esHwCeffMLQp57612s6tG9PVFQUTZo04Y8dOyxdYrmSlJHLiaj4QmOcErgSn3bPMKzg5kzLmr4F2yoMl0olDIUwuJqQzrDFuzh4/gYAjg5qZvUP5c2+LXFQy98RS7KZ4Fu/fj0vT5oEwIaNG2nfvv2/XjNm9Gh+//131Go1l69csYsVnpaUlJFL2NWEIotoLt8nDL1cnf51z7B+gIShsE8arY65m8KYvykMrc7wF6dro0BWj+9e6jmfovgclS6guG7euGH62tHxzmUbg06n05Geno6vr69FarMXlTxd6NmkGj2bVDM9lpyZ+697hoXDMD0nn33n4th3Ls70Hi9XJ0Jq+hVZTdogoKKEoSj3HB3UvDOgNT0aV2P4kl1EJ2aw569YQmasZ/nYLjwZGqx0iXbBZoLPv3Jl09c3CoVgYampqaavs7KyJPgswMfDhR5NqtGjUBimZOUVGex74koCl26lFgnD/X/Hsf/v22Ho6epkumdoXETTIKCiXAIS5VLnhgGcnDeIcSv2svH4FRIzcuj/6TYm9GjMx8+0x83ZZn402ySbudR5+PBhBvTvD8DQp57ik08+KfJ8eno6LUNCyMoydE3YtXs3DRs2tHid4s5SsvIIL3xmGBXPxZup97xM6unqREiNgnuGtfxoFexPQwlDUc4s3XWWKWv+JKugcX3ToEqsfbEHTYMqKVxZ+WUzwZeTk0PbNm1ISEjAxcWFH9eto23btoDh0ubUqVP5fs0a0+v37N1L/fr1lSpXFENqVp7pMqlxEc3Fm2mmfod34uHiaLhMauxNWkvCUNi+s9eTeXrRTiKjEwFwc3bko6cfYkKPJrKHtgzYTPABfPH55yxYsAAAd3d3unTpQmC1ahw5fJjTp08Xee2fhw9Ts2ZNJcoUpZCalUf41dtbK8KiErhwI/W+YdiiRtHVpI0CfSQMhU3Jydfy+trDLNpx2nQl5InQYFaM7YKvp/11oypLNhV8+fn5vPbf//LTTz/967kaNWrQt18/Fn3xBQDh4eFUqVrV0iWKMpCWnUf41cSCbRWGS6X3C0N3Z0dCavoWacnWKLAijg5qC1YuxIPbEn6VMV/tISE9B4BqPh6sHt+dbo0DFa6s/LCp4DNav349e/fsITw8HHd3d7p268awYcNYs2YNX3z+OQB/nz+Pl5cMbi2v0nPy/3XP8Hzc/cPQeGZonGvYONBHwlBYndjkTEYs2c2us9cBUKtUvNmvJbP7h8r/r2Zgk8F3N8+NGcNvv/1G1apVCQsPV7ocYWHGMCy8veLvuJR7hqGbMQxN9wwlDIV10On1vP+/k8zacJx8rQ6A9nWrsGZiD2r5yy/1pVGugq9L585cuHCBnj17smr1aqXLEVYgIyffdM/QGIh/x6WYNg/fiZuzI82rVzIN9g2t5U/jaj44SRgKBRy5dItnvtzJ5VtpgKFd4JLRnXjqoboKV2a7bCr4+vbtS15uLo2bNPnXdoa/zp41NaaePHky0954Q4kShQ3IyMnn5LWCe4YFcw3P3ScMXZ0caF74zDDYnyZBEobCMtKy85iwcj/fH7poemxUpwZ8/mxHPF2dFKzMNtlU8HXv1o1z587h6OjI6TNnqFChgum5l158kY0bNwKwbt06Hu7USakyhQ3KzNVw8mqCabDviSvFD0PjtPvQWn40DaokYSjKzKoD53np2wOk5+QDUL+qN99P7EFoLX+FK7MtNhV806ZOZXXBJczhw4fz+tSpuLi48P333zN/3jy0Wi2NGjdm586dClcqyoPMXA0R14quJv0rNvmeYeji6EDzGpVM45taBRvC0NlRwlCYx4UbqTzz5U6OX4kHwNlRzYLB7ZjyWHPZ81dMNhV8sbGxPNyxIzk5OXd83s3NjV82baJZs2YWrkzYi6w8DSevJhZpyfZXbAqagsUHd+Li6ECzf9wzlDAUpZGn0fHW+qN8vDXStHjr0WbV+faFblTxdlO4OutnU8EHEBERwfPjxhEdHV3k8YYNG/Le+++burkIYSlZebfPDI1zDc/GJt83DJtWr1TonqEfTatXwsXRwYKVC1u3/VQMI5fu5kaqoVVjFW83Vj7fjd7NqytcmXWzueAD0Ov1nD59mlORkXh4eFCvXj0aNGyIg4P80BDWIdsYhqZ7hvcPQ2dHNU2Dip4ZNpMwFPdxKy2b0cv2sDXiGgAqFbzauznvDmknVxXuwiaDTwhblJ2nITI6yTTY98SVeM5eTzbt0bqTwmFonFrRvIaEoShKr4eF207xxo9HyNVoAWgV7MfaF3tSv6q3wtVZHwk+IRSUk68lsvCZYVQ8Z2LuHYZODsYwNJwVtqrpR/Mavrg6SRjau/CrCTzz5U7OxaYAhgknn43oyOjODZQtzMpI8AlhZYxheHvafQKnY5LuG4ZNgnxMq0lDgyUM7VVmrobJqw+yYu8502NPPVSXJaM74e3urGBl1kOCTwgbkKvREnktqWBbhWERzemYJPI09w7DxtV8itwzbF69kgw5tRPrjlziha/3kZKVB0Atfy/WTOxB+7pVFK5MeRJ8QtioXI2WU/+4Z3i/MHR0UNOkmk9Bk25DILao4SthWE5dTUhn2OJdHDx/AzD8+c/uH8obfVva9dguCT4hypFcjZbT0UmF7hkmcDo6ybTg4U4cHdQ0DvQpmHJvCMQWNXxxlzAsFzRaHXN+OcGCzeGm5gtdGwWyenx3gip5KFydMiT4hCjn8jQ6TscUPTM8VYwwbBRY0TTYt1WwPyE1JQxt2b5zcQxfsovoxAwAfD1dWT62C0+GBitbmAIk+ISwQ4XD0Di1IvLavcPQQa2iUcGZoXERTYsavni4SBjaiqSMXMat2MvG41dMj03o0ZiPn2lvV5e7JfiEEADka41haDgrDLuaQOS1RHLy7x2GDQMqFjTpNtwzDKnpJ2Fo5ZbuOsuUNX+SlacBoGlQJda+2IOmQZUUrswyJPiEEHeVr9VxJibZtJr0RFTxw7BVwWXS0Fr+hNTwlfE5VubM9WSeWbSTyOhEwDCH8qOnH2JizyYKV1b2JPiEEA8kX6vj7PXkIvcMI6OTyC44e7gTB7WKBgGGe4aGBTR+tKzpJ2GosJx8La+vPcyiHacxJsETocGsGNsFX09XZYsrQxJ8QohS02h1nLmeXNCk2xCIEdcS7xmGalVBGJruGRouk3pJGFrc5rAonlu+l4R0w+SboEoerB7fna6NAhWurGxI8AkhyoRGq+NsbHLBlHtDIEZcSzTdV7oTtUpF/QBvUxCGBvvTMljC0BKuJ2fy7JLd7Dp7HTCcpb/RtyWz+4fiWM6GK0vwCSEsRqPV8Vdsimmwb3HDsF5V7yKrSVvW9KWCm7TfMjedXs/7/zvJrA3HTS3y2tetwpqJPajl76VwdeYjwSeEUJRWp+evgjND4yKaiGuJZObePwyNEyuMm+8lDM3jyKVbPPPlTi7fSgPA292ZJaM78dRDdRWuzDwk+IQoI9u3beP9998nODiYFV9/fc/XajQa1q5dy+HDh7l86RJOzs489NBDDB48mHr16lmoYuuh1ek5F5dS0KTbcM/w5NWE+4Zh3SoVCrZVGBbRtAr2k8bMJZSWnceElfv5/tBF02OjOzfgsxEdbX5RkgSfEGVk6uuv891339GwYUN27d5919clJCQwdMgQ/vrrr3895+bmxudffMF//vOfsizVJhjDMKzQZdKT1xLJyMm/63tUKqhb5d/3DCtKGBbbt/vPM2nVAdIL/jvXr+rN2hd70irYT+HKSk6CT4gycOnSJfr06UNaauo9g0+n09H/ySc5duwYAHXr1qVBgwbcunXL9FgFb28OHz5MxYoVLVW+zdDq9Pwdd/ueYVhUAuFXE+4bhnUqexdZTdoq2F/C8B4u3EjlmS93cvxKPGAYkPzukHa82rs5KhvsdS3BJ4QZ6PV6UlJSiI+PZ9euXXy1bBlxcXEA9wy+bb//zujRowF4tHdvli1bhpOT4TLSzJkzWf7VVwDMnz+f0WPGWOA7sX06fUEYmu4ZGi6Tpt8nDGv7F1wmLQjEVsF++Hi4WLBy65an0THjp6P832+R6Apio3fz6qx8vhtVvN0Uru7BSPAJYQZXr16l/UMP3fG5ewXfqFGj2L5tGyqVir379lG37u3FAydOnKDv448DMGLECN7/4APzF24ndHo95+NSb68mjYonPKr4YWicWtGqph+VPO07DLefimHk0t3cSM0CoIq3Gyuf70bv5tUVrqz4JPiEMIOSBl+rli25ceMGvXr14ttVq4o8p9PpWPfjj+j1eho0bEirVq3MXrc90+n1XLiRWmQ1afjVRNKy8+76HpUKavlXMA32Na4qtbcwvJWWzahlu/ktIhow/Hd5tXdz3h3SDmdH69/zJ8EnhBnodDrS0tKKPPb0U08RERFx1+BLTEykWdOmAEyfPp2XJk2ySK3i7gqHYdjV2/cN7xeGwX5eptWkxq0V5bnlF4BeDwu3neKNH4+Ypnq0CvZj7Ys9qV/VW+Hq7k1aqAthBmq1+l+LT1xd7/2D78zp06av6xRc4szMzOTo0aNUqlSJxo0bm+73CcswtlFrEFCRZzoY/kx0ej0Xb6YVbKswjHEKi0ogNcsQhno9XIlP50p8OuuPXjYdyxSGhe4Z+nmVnzBUqeCV3s3o0iiApxft5O+4FMKiEgh9ewOfjejI6M4NlC7xriT4hFCIcfELQGBgIOPHj+e3rVvJzzfcd3JxcWHgoEG8++67EoAKUqtU1K/qTf2q3jzd3hCGej1cvPnve4YpWbfPDKMS0olKSGfDsaJhaLxfaAxEWw/DljX9ODF3IJNXH2TF3nNk5OQz5qs9bD8Vw5LRnaxyH6Vc6hSijPR/8kmOHDly10udK1euZPqbbwLQqXNn9u/bd8fjtG3blvUbNuDoKL+nWjO9Hi7dSi2ymjQsKr5IGN5JTT8vQgs22xvnGvrbaBiuO3KJF77eZ/qea/l7sWZiD9rXraJwZUVJ8AlRRu4XfEuXLuWd2bNN/966TRv++9//UrNmTSIjI5k1cyY3b94EYOFnnzF48GBLlS7MxBiGhibdCaZLpcmZufd8Xw1fT9NgX+MimsoVbGPLQFRCOsMX7+Lg+RsAODqomd0/lDf6tsRBbR2b/iT4hCgj9wu+zxYu5L333gOgatWq7Nu/H09PT9PzFy5coFvXruh0Oho3acKOHTssVrsoO3o9XI433DM0Tq0Iu5pAUsa9w7C6r6cpCI33DK11/5xGq2POLydYsDkcrc4QMV0bBbJ6fHeCKnkoXJ3c4xNCMU7Ot+999OvXr0joAdSrV48OHTpw4MABzv/9N1qtFgcHB0uXKczM0DmmAnUqV2BIuzqAcYFMmmmwb1iU4eywcBhGJ2YQnZjBLyeiTI8FVfIospo0NNjfKsLQ0UHNnIFt6NEkiBFLdhGdmMGev2IJmbGe5WO78GRosLL1KfrpQtgxD4/bv/nWqXvnrvcNGjbkwIEDaDQaYmNjqV7ddjYJi+JTqaB25QrUrlyBwW1rA4YwjEpIN60mNW6tSMzIMb0vJimTmKRMNv0jDFsF375MGlrLj6re7pb+lgDo0jCAk/MGMXbFXn4+foXEjBz6f7qNiT2b8NHTD+HmrEwESfAJoRB399s/jNR3aXjoVGhBi1Zz98kEovwxbJb3opa/F4MKwhAKhWGhe4bGyelwOww3h0WZHqvm42G6Z2hcRBNQ0TJhWMnThY2TH2HJrrNMWfMn2Xkavtxxhn3n4lj7Yg+aBlWySB2FSfAJoZBq1aqZvk5JSbnjazIzMwFwcHCgWlCQJcoSVi7Yz4tgPy8Gtikahsb7hcZALByG15MzuZ5cNAwDfTwK3TM0BGKgT9ndfxvfvTGdGgTw9KIdnIpO4nRMEm1n/czHz7RnQo/GZfa5dyLBJ4RCWrVqhZOTE/n5+Vy4cOGOrzl+4gRgCEnZyyfuxhiGA1rXMj12NSGdEwWb7Y1zDeMLhWFsciaxyZlsCb9qeiygonuR1aShZg7DJtV8OPrOAF77/k++3HmG7DwNE1fuZ/upaJaP7WKxbjeyqlOIMnK/VZ0AT/Trx7Fjx3B1dSUsPLxI95fw8HD6FMzhG/rUU3zyySeWKFuUY9cSM0yDfY2LaG6lZd/zPVW93Q0LZwoFYjUzhOHmsCieW77XdGYaVMmD1eO707VRYKmPfT8SfEKUkeIE308//cTkl18GoHGTJnz88cfUrl2bI0eO8Ma0acTGxuLo6Mi+/fsJDg62YPXCXkQnZpiC0LiIprhhaGzSHVrLv0TbFK4nZ/Lskt3sOnsdAAe1ijf6tmR2/1AcHcqu2bUEnxBlpDjBB/Daa6/x/Zo1d31+8uTJTHvjjbIoUYg7iknKLBKEJ6LiuZl67zCs4u1WZLBvaLAf1X097/keMPRCff9/J5m14Tj5Wh0A7etWYc3EHtTy9zLL9/NPEnxClJFBAwdy6NAhmjVrxrbt2+/6ury8PF555RU2b9qETqczPe7s7Mw7c+YwcuRIS5QrxD3FJGUSFnX7MumJKwmmmXx3U7mCW6FJ94ZN9zXuEoaHL95k2OJdXL5lmHLi7e7MktGdeOqhO2/1KQ0JPiGsRGxsLH/99RfJycnUrFmTFi1a4OxsfQ1+hTC6npxpumdoXEQTl3LvMPT3cjX1JDXeMzSGYVp2HhNW7uf7QxdNrx/duQGfjeiIp6v5FndJ8AkhhDCb2OTMQvcMDYEYm5x5z/f4e7kaLo8WLKI5HZ3Eh1sjyMgxTCqpX9WbtS/2pFWwn1lqlOATQghRpuJSsoqsJj1RjDC8k4+fac+rvZtzl34PxSbBJ4QQwuJupGYZFs4UCsTrxQjDF3s24YuRD5fqsyX4hBBCWAVjGBqbdJ+4Ek9MUtEw3PVmX7o1Lt1ePwk+IYQQVutmajYnouL5LSKas9eT2fnm46U+pgSfEEIIu1J2W+OFEEIIKyTBJ4QQwq5I8AkhhLArEnxCCCHsigSfEEIIuyLBJ4QQwq5I8AkhhLArEnx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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1183.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1184.jpg" } ]
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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
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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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", "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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", "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