images
listlengths
1
1
problem
stringlengths
14
343
answer
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id
int64
91
70k
choices
null
ground_truth
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103
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geos/unsolved_images/1.jpg" } ]
<image>Given a circle with the center indicated. Find x. Choices: (A) 100 (B) 80 (C) 50 (D) 40 (E) None
40
64,440
null
40
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<image>In the figure above, AD = 4, AB = 3 and CD = 9. What is the area of triangle AEC? Choices: (A) 18 (B) 13.5 (C) 9 (D) 4.5 (E) 3
4.5
64,441
null
4.5
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<image>Given the circle at the right with two intersecting chords. Find x. Choices: (A) 2 (B) 6 (C) 8 (D) 10 (E) None
8
64,442
null
8
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geos/unsolved_images/4.jpg" } ]
<image>In the diagram at the right, AC = DC = DB. If the measure of angle ACD is 48, find the measure of angle B. Choices: (A) 24 degrees (B) 33 degrees (C) 48 degrees (D) 66 degrees (E) None
33 degrees
64,443
null
33 degrees
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<image>Given Circle O with diameter CD. AB is parallel with CD and AB=80*\degree. Find angle of arc CA. Choices: (A) 50 (B) 60 (C) 80 (D) 100 (E) None
50
64,444
null
50
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<image>Given the circle at the right with designated center, designated perpendicular, and radius 5. Find the length of the segment labeled x. Choices: (A) 4 (B) 5 (C) 8 (D) 10\sqrt(10) (E) None
10\sqrt(10)
64,445
null
10\sqrt(10)
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<image>A and B are equidistant from the line l. How many circles can be drawn with their centers on line l and that pass through both A and B? Choices: (A) 1 (B) 2 (C) 3 (D) 4 (E) >10
3
64,446
null
3
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geos/unsolved_images/8.jpg" } ]
<image>In the diagram at the right, parallel lines a and m are cut by transversal t, 1 = 4x + 16 and 2 = 2x - 22. Find 1. Choices: (A) 31 degrees (B) 40 degrees (C) 140 degrees (D) 148 degrees (E) None
31 degrees
64,447
null
31 degrees
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/0.jpg" } ]
<image>Find x.
A
64,448
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/1.jpg" } ]
<image>Find m \angle 2.
C
64,449
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VxOd2o3F2JOuxlXq7Myi0WsJ2ZKFQ6+/QIWcmftgXoGiN8qfTTyyvtSZkK2afzPM4tqpQaHqnsL5gXNmlp7AUag1JG3bi3NjOmXsW0hrpp3dMxGdpxL36PZGfppqidKsk4FgREV/0BShyHrxK7EBhZchWzNULYi+awqph5kOfMWHrqWFTWJPeOYR3TgXlK5KpWhyv97pvxjmiPpLs97kbppumeCvDrbJpQIAi+9EVdItNDawO2YoZ9KewlKpuYt46wNSnBm8kGHjoLBP+k0FzTCAFv16g97pkv3ehcepJBNnBdJhSpSZp/Y6+AMVdV9I8SexAYY3IWszQN4V1+o/X6lJYfulSCivwx74Ullv5BeJf2kf3OBeyHl2hl97RbT/a2E7+PYtojfQ3689hKWLf3I/n2Z4AxZIEKpaLAIW1Insx91I3O4rUl2+ldk5fCit5/U4SXtyDc0Mbyet24NiuIufBq+gI9tJ7f/S7h/HOrqB8eTKVS/TttxwJ2ZtL6K6eAEWUP/kiQGHV2OyikdGg8nYj84/XELozm5h/HcSho4uQfXkEHirEoaOL0p/OoG5OlN77Ag8XEv71SZonBVJwl779liMeRbXEvfYDAN3uzmQ9tgK1i119XGwOu7kz96di+cAUlkNHF93jXCj62Vy9Y90qGonftJfucS5kD2K/5Yhjm4rk9TtRqrpBAXkPLBUBChvALsUMUgor/zcLpASWQkHG367Xa/mrVHXr7Hfug0tpD9G333IkftNeXZfMsp9Mp2aIPZYF1oXditmxtZOkDbsAOP2na2mODdI7Ju71/XgU1VJ64wzds7Y9UDd3ImoXRxqTQim8c56lyxEYiH0+BGkhYdM+3CobKfzlPOpmReodEronh5A9OVyYHEbRHfr2W85ULkmgJTqQLi9XsUGBDWGXv6ne/Y9q506kdLV+T2ePwlpiX9+Pytcdle84Ao4UWaBKy9IilmvaHHYnZu+e/Y/aQ7zIfVC/p7M0+LMDhVpD1eJ4gg7kk7x+Bwkv7hUNEARWjV2J2flCG0nP7kLroJCWJF7c01kLCZv24lbRSNEdc2kN99M1EgzZl8us+z/BWzQSFFgpdiNmhUZL0rO7cKlvHXJJYvjXJwk4XKjbUqVyaQKpL66hKS4Y6Gkk+ORXRL8nn0aCvqfO4VbRaOkyBEbAbsTcu//RUEsSvbMriH73sJ79bg/zIX39jRTfJjUSVGi0RHx+gpSHDUthWTNulU0kr9vBzIc2E3DU/sYF5IZdiNn/eDERX6TRGjn4kkTnC9L2ozr7fVEiSOugpPg2qZFg7+IJz7NSCmv8tuFTWNaKLkDR0oljmwqnC+2WLkkwRmQvZtfqZhJe3Eu32+BLEhUaLYnP7calvpWCuxYMmwhqigsm9cU1lC9PBqRFJbFv9qSw6m2r60bsWyJAITdkL2aPszU4dHaTd98SXba5P1EfHsX31Dkql8TrRDocalcnzvy2J4Xl7Qb0pLDu+4SAw7bRKyxkXy6hO0WAQm7IXsy186I5+sYd1MyfpPeaf2oJkZ+foDXSj/x7Fo3ovHVzokh95TZdMMOpuQOnJutvcudRXEesCFDIErv4LQ62FaxrdTMJG/egdu3p8zWKD7TK243Tf7yWsJ1ZeGeWW71VdWxTkbxuBw6dPQGK+5eIAIWMsAsxD8akf/+IU3MHWY8uH9R+j4Ty5ckGWXSLoh0kQHG5vlsR2C52K+Yzv11E/cwIaubHmPxaSlW3xTdTC//6JIE9z/QiQCFPZP/MPBRdnq5ULDO9LXatbuayu9636BRW7xw6gMrHnexHlosAhQwRv1FTokXXlij2zQNM/etWs09h9c6hK9QatEoFOX9YJgIUMkWI2ZQooOyGlL4prBOlzLrvEwIPnTVbCS41LSg0kiUo/tlcGqZOMNu1BeZFiNnE1M2RGgnWzY4CehoJrjNfCqs5Noi0F9dQsmYWJT+dafLrCSyHELMZUPm4c/qP13Lm3kUDU1gPfIp3doXJr9/pN05qsCB2oJA1QszmQgHlK5IHprCqmpj+xJdEv3dENiksgeUQYjYzfSms2f1SWGmkPPwF7mUNli5PYMMIMVsAKYU1h/R1N9Ie6g1IKaxZD23G/1jxmM4tssn2ixCzBWmKDyZ10y26ZaBqV8dBu4QaSsi+XObc+xETvs6wyVimYGzY7Qowa0Ht6kTebxdTNzsKrUKBytd9VOfpDVAo1BqiPj5GzfxJdAZ4GLnaock9dpDdH72Jf+gEbn/0H0Me197SxI//+ZTys7m0XGjAJyiEqKRpzF5+A07OI9tZ8lx+Nvu3fEBteSndKhW3Pvw0YdH2sXXQYAgxWwlj6cvt2KYiaf3AAIU5hQyQm/ojVSXDz583VFXw2sP/TVtz36NAeWEe2Ud+4NjOr7j3ubdxdnU16HrVZcW89cS9qLu7dN/r6pR2qtz94RtcqK4kImEKc1feOIqfxjYRNtsW0Ertf4d6Lf6lfbifvwDAueunmT1AUXu+lMxD+y553Na3ntcJ2Tc4lKkLljHOy0d3jp3vvWrwNTMP7dMJeday67ntkb8TOEHqf37mxBEy9u+iNPf0CH8S20bcmW2ACVszmPTvHym9aQbFt88ZsK46/OuTuhVljYmhnP3l5SavR6vV0t7SREtDPWfSj3Bo62Y6WluGfU/moX2cSZPWh19xw+0s/8U9KBRK2poa+ecf76W6rJhjO7Yw9cqriEyYeskaGmurAHDz8OKGex8d+w8lA4SYrRyn5g4mfnAUhUZL5Gdp+KWXkvPQMtrCfQcGKLzdzBagaKiu4IW7bx7Re9L2bANgnJcPi9f8CoVCqtPdy5uFP72Tzzb+Fa1Wy5m0wwaJuVslrZ5z8/AcYfXyRYjZyunydCXj6Z+Q+MJu3Coa8SyQprDKVk8nZHdOX4Di4asHbcJgLZSfzQMgbuY8XNwGDvJNmb+Ub//9Eq2NDbrjhuLwN5/ReqGBiuJ8QBpQ2/PhmwCo1d04ODjSXC89klQWF+heu+zam/Dw8Tfqz2RtCDHbAL1TWDH/OkjozmyUqm4iP03VvW7uAIVvUAhPvr99wPfefurBIYXYVFdNa9MFAEKi9PPjSgcHAsdH0NrYwPmzucNe+/iur6ku7WsL3N7SzPefvwtId+n2lmbda1WlhVSVShnuyfOXCDELrIP+U1iT//fbAa+1mbn1j0KhxM1j4Pa2w00rVZcV6772DQod9Bgvf2l+va2pEY1Gg1I5+ONC4uwrGD8pgdLc09RVnAMgZfFKAN37co//SHtLE24eXiTMng+gV68cEWK2MbQK/bRE8vodVC5NIP9/rkTt5mSBqoZH1dHXk9vJZXDR9xdbt0o15BTVsjvuBuDLV56hruIcfiHjuen+Pw445v/W/or2liaip87Ue03OiKkpGyPiixMAaJwcqLg6qS+FtTeX2fd/gneO6VNYI0XV2de11MFx8D82/f9GdXd1mrokWSLEbGOceuo6qhbGUXDXAvJ+t5i0jRelsB7/knEldRauciDdqj5xarVDrDPtp2aNutvUJckSIWYbQ+3qRM7aZZSvkLqBto3vSWHdKqWwqhfE0hppXQM9SqWD7uveKamL0Wr6RK50EE9/o0H8r8kArYOS4tvnUD8rcsxtg02Bo7Oz7muFcvAOCf2XZY50jbZAQohZRvTabWvD0alPzFqNZtBj+ou5v/gFhiNsthWj0Bgvx+h+/oKub7a58fQL0H3d2jR43rq5QXrOd3Z1G9KKC4ZH3JmtFS0kPbsTlY87Z/97PhpHh0u/ZwgUag2JL+zGM7+ayqsSyb9rgVmnsIIjJqFQKNFqNbT1LB65mLrysp5jo81Wl9wQfwKtlAn/ySDwx7OM/+Y0k/7145jO5Xm2RteSKGRPDrMeMO8UlrOrK34h4wEoy8vUe72tqZELNVJwImxSgtnqkhtCzFaId04Fk945BEgBitIxtshtigsmbeMaXRcTt0ppCmviB0dRqAd/hjU24XFSN5XTB/fqLHUv33/xLlqtVMf4SUZsLjDUNJhMEWK2Mpwb2y/agcI4AYq28T6c2HATJbfM0jUSjNycyoyHP8f9nOkbCc5ecQMghSG+2PQ0tedLaa6vZf+W9zm2fQsAfsFhTLli6Ziv1bsUtOZ8CZXFBdSWl6FRy7/7qXhmtiIUGi2Jz+3CpU7awqb49jk0TDNegELroKToZ3OpmxlJ4gt7cKuUUlgzH9pM4S8v5/w1U0zWWzsyYSopi1eS/t12CjKO8+LvbhvwukKhYPV9T+DkYlinkeHw8g/ifEEu1aVFvPLQnQCsff1zfIMHXxcuF8Sd2YqI+vAovhlSeKBuViSlN5tmB4qmhBBSX7qFiqsl6+vQ2U3sG/uZ+rdtODe0jeqcvQtDHByHvj/85J5HmLvyRr3Rahc3d6757weYmJxi8PUUPXdfRyf9gbz519+qC270MthxckOhHXJ93eiY/ectpBbVEBPqw+M3zjbmqWWNf2oJU57+BrRaOoI8Sdu4hi7Psd+lLkXA0SLiX/kOp0YpDNHl5UrebxdTO890o8pNddVUFOXT2tSId0AQYdHxVtlk4J97MjmcV4G/hyu1r91p6XIuibDZVoBrdTMJG/eAVovGyYGsx1aYRcgAtXMn0hQXTPzL+/BPLcGpqYPYN/bTkBKuC3EYGy//IL07p2DsCJttYZRdapLX7cCpWUoWFfz6CppjzPtBV/m6c/pPqzhzz0IpN/3AUpMJ+WIcWztx6Oi69IGCSyLuzBYm5q0DeBZUA1C1OJ7ylZMtU4gCyldOpmZ+DF1e5nEFCq2WxOd341rVzMlnVpvtunJF3JktiN+JUsJ2ZAHQGunHmXsWWrgizCqoiM/S8E8toS3C12yPFXJGiNmCNEwPp2TNLLrdncl6bKXZrO1oCf8ynfHfZhpl6xvfU+eI+ugYbeN9yLtvidhu1ggIm21BtEoFRXfM5dx1U+nydrN0OcPiWVBN9HtHUKg1+B8vJvf+JaPeSselvpXE53brBvu63S9KSWkh6fld1MyLpma+fgNAweCIO7MVYO1CBnBq7qTbQ8oZ+6WVMPu+jwkYRQpLodaQtGEnzhfayL9n4aCNFCK+SCNofz5BBwrGXLc9IcQsMIj6lHCOv3QrdbOkLWCcmjqY/Mx24l/ah0O74aPR0e8exju7gorlSVQu0Q9V+Jw+z8QPjtIe5kPe/UuMVr89IMQsMJgBU1gu0hNaaG8KK7fyku8POFxI+NcnaYkOJP+uK/Ved25oI+m5XWgdHch6dLm+/RYMixCzmXBubCf+pX04tth458meKay0F28ZmMJ6bAsTPxw6heVW0UjCpr10u7uQ9dhyNM4D89k6+93Qxpm7r6RlYsCg5xEMjRCzGegNUITuyWHWQ5t1QQpbZkAKS6mQUlifpjLj4S90O1L2olR1k7x+B47tKnIfXEp7iLfe+aLfP4JPVjkVy5KovCrRTD+FvBBiNgNRHx3TBShaw31R+Y1uFNja6E1hnVx3o06gngXVzHzwU8K29zUhiH19Px6FtZSunkHtXP19qAOOFhH+ZTot0QHk/2aB2eqXG0LMJsY/tYTIz9IA6AjyJPehqwbdlcKWaUwIIXXTLVQs60theRRJm7eF7MkhdE8OF5LDKPr5XL33ulU2kvDiXrrdnMl6dAUaZzFbOlrE/5wJsWSAwtyo3ZzIu28xdbMjCd+Sztn/mo9HUS1xr+9H5es+6HazSpWa5HU7cWzrJPPxlbSH6ttvgeEIMZsIawhQWILay6KpvSwaxzYVyet3ouhWk/2HqwddYBL75n48CmsoW51C7WWikd9YETbbRMT882BfgGKRBQMUlkAL8Zv24lZ+gaI7LuPClPG6l5TdUvuekL25hO7KpjE5jMJfXGapSmWFuDObgODv83QDQK2Rfpy51/IBCnMS/vVJAg8XUjc7itKbZui+r1SpmfHw5zTHBRP8fR4qH3eyH75az34LRocQs5EZV1JP3Ks/ANJzpC0EKIyJd04F0e8epiPYi5yHrhoQoIh+/zAeRbW6wbHCexbS6Tf2ZoUCCfEn0Yg4tHeRvG67Lmyfe/8Sq9z7yVT0dhbVKhVkPbpCt5a7l5rLYwb8YYt97QfJwdhXR1yTIcRsRBJe2qdbMHHuuml2lfjp31m04K4FNMcE6h3jeaYKh44uOgM8AGkKK+61H5jy9OgbCQr6EGI2IvUzI9A4O9KYEMLZ/7rc0uWYlaiPpYUxVYviddvN9sc7t5JJ7xyiI8iT1E23kPn4Sl0jBP/UEmbf/wkBRyyzF5ZcEM/MRqTiqkSaowPp8nK1q0Edv7QSIjen0Rox+GCfU3/73TPXXjsvmqaEEBJe2odfWglOje1M/sd2KpYlUXDXFXY1zmAs7OcTZyZaogN0NtIecK1pJvGFPahdHcl6bIWeCBUaLUnP7caltkVvrl3l686pP68i/+5+Kazd2cy6/1O8DEhhCQYixCwYE11ebtTNiSLvd4tpm+Cr97pkv8uoWhQ3+Fy7As5fM1naCyumN4XVSMpjWxi/7ZSpy5cVQsyCMaF2cST3gaVUL4jVe83vRGk/+71o2PO0TfDlxLM3UbJGSmEBtETrD6IJhkY8M48Sn8xyOgM8aA/xsnQpVolrTTOJz+9G7TK4/R4MrYOSojvmUj8zAs+CahqT5L03lLERYh4FrtXNJD+zHYVGS85DV1E3J8rSJVkdnvnVOHR0kfvg0kHt93A0JobSmCiEPFKEmEeIsktN8vq+AIVLXYuFK7JOai6fRHNsEB2Bxt9Dyr2sgbbwkf2BsAfEM/MIifnnQTzzewMUQwzqCABMImSfrHJm3/cx8S9/J7a1uQgh5hEwIEBhwKCOwLgotFriXv0ehUYrprAGQYjZQPQDFIYN6giMh1ahIPPxlbqlom6VjaQ8/uWwjQTtCdmLWaHWEPvG/jE10bs4QJF335IRD+oIjIM0hfVT3RSWQq2RGgk+ot9I0N6Q/QBYwJFCxn9zmsAfz5L9yHIuTA4b8TniX+4foJhK9RWDByhyjx1k90dv4h86gdsf/ceQ5+tobeH4rq8pykqnpaEeJxcXIhOnkTT3SibEJY2otnP52ezf8gG15aV0q1Tc+vDThEXHj+gctkb/KayEjXtwq2zCM7+amQ9t5uyvLqd8xWS73LtK9mKumR9D7oPdxL36A9P+9DVnf3k5534yzeD3T9iaQdBBaZuUpoQQCn81dIAiN/VHqkrODnu+8sI8Pl7/JA3VFQO+X5JzigNffshVP/sfFt70c4Nqqy4r5q0n7kXd3TcQ1NUp9eXe/eEbXKiuJCJhCnNX3mjQ+WyNxsRQUjfdSuxbBwjZk4NDRxdxr/2A//Fi8u5fgspHHl1QDUX2NhugckkCJzbcSGeABzH/OkjSs7sMGgn1yq1k0r8PAdJ+UFmPLEfj6DDosbXnS8k8tG/Y82k0Gj7b+DedkD18/JlyxVImTZ2FQqFEq9Ww+4PXyU8/YtDPlXlon07Is5Zdz22P/J3ACdL2MWdOHCFj/y5Kc08bdC5bRe3mRO79S8i6OIV13ycEHC2ycHXmRfZ35l5aogNJe+FmEp/fTdCBfMaV1pP5+Araw3wGPd6psZ3kDTtRqDVolQqy1y4bEKDQarW0tzTR0lDPmfQjHNq6mY7W4eecTx/cQ825YgCip8zgl09tQqmU/p7mpR3ig78/glar5btP3yY25dJ9sRprqwBw8/DihnsfNeB/Qb7UzIumMSGEhE178TtRKqWw/v4tWY8ut5tcud2IGaDL05XTf15F1EfHiPwslZlrPx9yBZdbVROKLqn5XPFtc2iYHj7g9YbqCl64++YRXb84O0P39XW/+YNOyADxMy8nespMzp5K5VxBDhqNZsDrg9GtUkm1ehh/PtcWUfm6c+ov1zH+29NEv3OI9lBv6uboN92XK3YlZujbE7k5NoiEjXuY8vdvKb5lFiW3zR7QnL4pLpi0F29h/DenKF0z0yjXrq+QdrUY5+VD4PhIvddDomI4eyoVjVpNY00VvsGDL2k8/M1ntF5ooKI4H4D2lib2fPgmAGp1Nw4OjjTXS322KosLdK9ddu1NePjob6EqKxRw/topNEybgKKnX7m9YHdi7qV27kROPH8zyc9sJ+qT43jlV5O9dtmAvlWd/uMo/MW8Qd/vGxTCk+9vH/C9t596kPKzeUNes6NNmh7z8B1cUA6Ofb8OVWf7kOc5vutrqkv7ngfbW5r5/vN3Aeku3d7SrHutqrSQqlKpg8fk+UvkL+Ye7HHq0G7FDD2bnz33U+Jf2kfQwQJm/n4zWY+vNGgHQoVCiZvHwMSUk7PLEEdLXHbNTTQ31OE5hJjreu7cCoUC74ChG+Ynzr6C8ZMSKM09rXtPyuKVADp7nnv8R9pbmnDz8CJh9nwAvXrtFYeOLgIPnaVycYKsprDsWswAalcnsh9eTnNsENHvHSHlkS8489tFVC0y/lxtr+AG40JNJfnpRwHwD52Aq/vQ3UqW3XE3AF++8gx1FefwCxnPTff/ccAx/7f2V7S3NBE9dabea/ZOzD8PErorm8CDBbKawrKLqalLopBSPhl/ux61qxOJL+wh9s0DZlsi2NXZwYfPPIaqQ7LWc1asNst17RHnxnZd40C5TWEJMQPB359hzj0f4VFcR9rGNTTFBTN+2ymmP/mVyVvAqtXdbN74VyqKpMGsickpzFkhz0Ue1oDK243jL99G/YwIAN0UVvwrtp/CsnsxjyutJ+7V71F2q5n4gbRY4+Qzqylfnox3dgWzHvwU75yKS5xldHR3dfHxhifJObofkEazf/bEOhydRIDDlPROYeX/5krdFrKhu7KZ9cCneOVVWbi60WPXYpYCFDv6AhS/W0xngAcaJwfO/HYRefctxrG1k+lPfMX4b4y7kqpL1cmHzzxK7rGDgPScfOefXxj2WVlgRHqmsFI3rulLYVVIjQSjPjpmkyksuxZz/Mv7cD/XAPQEKC5qSlexLIn0dTfS6TeO2Df2k/jCHhw6u8d8XVVHO+89vVY34BUaHcdd/3htyFFugeloC+9JYd08U5fCivrkOCmPbsGhTWXp8kaE3Yp5wtZTBgUommOCSNu4hoZpEwj+Po+UR7/ArbJp1Nft6uzgvafXUpSZDkjLOn/99Ct4+PiN+pyCsaF1UFL088s4+Y/VdARL03deZ6rwTy2xcGUjwy7F7JVbSfTbhgUoALq8XDn11+spvXEGHkW1zFj72aifrb56db1uWWfyvEX84k8v4OIudkK0BhqTQknddAtpVyXwTqQvXwf3PPJobMNy2908c2+AQtmtBoV+gGIotEoFhb+cR3NcEJGfHKc9zHvE164oPEPG/l0ARE+ZyS1r/4bSwX6WG1orGq2Ws5WNZBTXkFFcQ7mDBhL69ey+xBp5a8GuxKzQaEl6XtoqBaD4ttl6AYpLUXP5JGrnRQ9Yx20ouak/SnUolKz5/VPmEbJW7Jc6GO2qbrJK6zhZXMPpklpaBpmW8h/nwspp4dwwyzbCGnYl5qiPj+F7sgyA+hkRlNwya1TnGY2QAYoyTwCgdHDQDX4NRWTiVPxCxo/qOoAucVVzvoTK4gIcnV3wCw6zaydQ09RORlENGSU1nCm/QPcgI9aJYb6sSongupRILo8NwUFpO+s97UbMvTsVAnQEeZKzdtmoRTlaGmtrAFB3d/HFS/877LE33vfkmMTs5R/E+YJcqkuLeOWhOwFY+/rnQyax5Iiefa7X7wPn5KBkQXwo16VEsiolgpjgkT8+WQt2I+bIz9KgJxKX/chyujxdjX4NpVK66/VPP/Wno83whvlDnaM/ip6772CLTOZffyvnC3JpqqvWfc8eFqMYYp/9PFxYOVW6+y6fGo6Pu7MFKjU+Cq3WuA9Vs/+8hdSiGmJCfXj8xtnGPPWYcOjoIv7l72hMDuP8NaJxvZwwxD4nhPlId9/pkVweG4yjDPfPtps7s5SOutrSZQjGiFarpaiqiZM91vncINsDOToouTw2WCfehCFaQ8kNuxGzwHbp7FKTVVZHRnENp4praWrXX5nl4+7MiqkRrEqJYOXUCPw8hs+WyxEhZoFVUtfcoRu4yj3fMKh1jg3xZtX0SK5LieSK+BCcZGidR4Isxexa3YzKx02XiBFYP732OaOkhpNFwj6PBtl92h06upjy121oHZVkPbaC9lDbnWqQOwPsc0ktTYMEG4R9NhzZiTn+le8YV1YPQNj2TM7+13wLVyToj7DPpkNWYh7/zWmC9ksdO5rigin6+aUbyQtMi7DP5kM2YvY6U8Wkf0lrn7s8Xcl+ZLld9Uy2Jgy1z8unhnNdSqSwz0ZCFmJ2au4gaX1fEipn7TI6gsQuD+bEEPscE+ytWza5ID5U2GcjY/NiVmi1JD6/G9caqfF78S2zdM3aBKZDq9VSVN1ERvGl7XPv86+wz6bF5sUc+WkqfidKAWiYHk7JbdazhFRu9NnnWk6V1Aj7bGXYtJj90suI+vg4AJ0BHmRbIAkld+qbO3SDV8I+Wzc2K2aX2hYSn98lJaEcHch6ZDld3m6WLsvm6W+fM4prKatt1jtG2GfrxCbFrOxWk7x+J05NHQAU/upymhJCLFyV7TJS+7xiajj+HsaPkArGhk2K2TuzHM98qaFe9YJYzl031cIV2R797XPe+Qa6hrDPvV03hH22fmxSzA3Tw8l4+idEfXyMvN8ttnQ5NoEh9tlBqeDy2BDd829imP1ti2rL2KSYAS5MGc/JKWKDteHo7FKTXVbHyWHss7e7MyumhrNqeiQrpwn7bMvYrJgFg9NrnzOKa8k9Vy/ssx0hxGzj9NnnWqnzRm0zF/eBEvbZPrAJMSvUGrTi7qGjv30+XVJDo7DPAmxAzF5nqkh6dhc5v7+KxkT7aRN7MSOxz6umR3JlgrDP9oZVi9mpuYOkDTtxrW5m2h+/5ugbdxi0lYwcGIl97n3+FfbZvrFaMesCFNXSFErZjSmyF7Kh9nn5lJ61z8I+C/phtWK+OEBRfNscC1dkGiT7LN19h7LPk4K8uG5GpLDPgmGxSjH7niwj8pOLAhQ2tOfPcGi1Woqrm6S53+IayoR9FhgJqxOzS20LSc/vRqHRonVQyiJA0WufM0okAQv7LDAFViVmZbea5A07cWpsB+Dsf9lugKK+pUM3eCXss8AcWJWYo98+hFduJQDVV8Rw7rppFq7IcAy1z/NignUCThov7LPAeFiNmIMOFjBh6ykA2ib4knffEgtXdGlGYp9XpURwzbQIYZ8FJsMqxOx+roH4l/cB0gZvWY+tQO1mnduPGmqfV6VIwX1hnwXmwirEnLBpHw7t0j66Z+5dRGuEn4Ur6qPXPvcKWNhngbViFWLOfWAJyet20JgcRtWiOEuXI9nnc/U9uw4K+yywDaxCzG0TfDnx3E8tGqbotc+nimvIMcA+L4gPxdlR2GeB9WAVYgbpWdmcCPsskBtWI2ZzYKh9vnryBK6bIfV9DvAU9llgG8hezIbY5+ggr57gfiRXCvsssFHMLubwLel0BnhQfWWsSc6v1Woprmkmo6jmkva59/lX2GeBHDCrmH1PlhH93mEUGi3u5RcovtU4W8n02udTPZ0nG9s69Y7xcnNm+RRhnwXyxWxivjhA0TA9fEznq2/p4FTP4JWwzwKBmcSsUGv0AhSNIwxQaEEafS6qIaOkhrIaYZ8Fgv6YRcyT/t0XoKiZb3iAYiT2eVVKJNdME/ZZYL+YXMxSgCIDgLbxPuTeP3yAoqH/2ufz9ai6B7fPq6ZHcN2MKGGfBYIeTCpm/QDFSr0AhaH2+bKYYN3zb7KwzwKBHiYTs0KjJXndjn4BioW0RkoBis4uNTk9izeEfRYIjIPJxOxW0ci40noAyldOJndWJBmZ54R9FghMhMnE7NjUzilvV3bEB7HDz4XSdw8I+ywQmBCji1nbs975hI8bqy+LkL7Zb/tQYZ8FAtNg/Duzs/4pe+3zqpRIFiaECfssEJgAo4tZ4ajEQalgTqAX1y9M4LoZwj4LBOZAodVqL36UHRO7M8+REhkg7LNAYGaMLmaBQGAZxMOrQCAThJgFApkgxCwQyAQhZoFAJggxCwQyQYhZIJAJQswCgUwQYhYIZIIQs0AgE4SYBQKZIMQsEMgEIWaBQCYIMQsEMkGIWSCQCULMAoFMEGIWCGSCELNAIBOEmAUCmSDELBDIBCFmgUAmCDELBDJBiFkgkAn/D/OJpwzIojGTAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/2.jpg" } ]
<image>Find the area of the kite.
C
64,450
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/3.jpg" } ]
<image>m \widehat G H = 78. Find m \angle 2.
B
64,451
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/4.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
64,452
null
B
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5mjwkI195oMmREEZ0w4ZMq5s1b28VzdZnfCze9WIBF85/3wxeYz6lc84lalm33Wq2a4yu67YLoEYXAtYNn+NNWp/DjGkm6ARhGTLWPQmbbc9kDa9kaqqr11xdyZnBOz6RMEPSuhPJ9lYxsEKafjY+kTBbiYWNxsVM1qIpo7u9HmNNXkVRQr2soDHNhN1M0CrCMoSMkGq0VZaIfYeSZguku7EWCO3tJrLfQnV+qTurZLHn3Bdr7uq6LjPTZ2r2qlxdydmLsFKNQ9D4nZ9zWcc3LIxpJr985nF2M0FTjFmGUHIqJS/lcub6rPXC0FoA1OqcRJG9bl6jxaLrulw4/33zvnrL2VnnXG4XiyxOUMfsXFq2i3vd4pVyWU4eO/5Fle5DomlVW3g2W4i+tFMyH5vo4gJoGD13LGIuZvC6ozX5q3+tmosZTEYfDegMETTCMoSMLrjVlZwU8hs1YelsubSzkIG1CvPy0pJ5LGv3q1UylTLD0giDYZ/O0Im19VdkZvqMeRFTr5rZbWx5u7glInsXS8O4GEG3jGkmm5WP5Wz+lm0xA2OayTPRR+Vq8hCLGYQQ3bAhdS6dFkVRbK0Ng6ZVuz5+YSNvdqs6u1+tIqpqC0fnPpfYY1QQX1pctBXvGIVSlxYXmy4UUdU0KWzkRVEU163Uws6YZjJz9EDNfcY0k+ff6P4zgsFy3+7u7m7QJ+GX1969LSevvG3+/JPvjsrFp8O7NqyTMdY1PpGQF9tYDH1QHRzZr35cW18fiKkjXlnIZqWwkZf5TIau7ja89u7tmmkmhuPfeIRpJiFCyzLEjO647a1ix2vGDhJrq2uYFhB3Y7QqI6oa6grYTjDNBAbCMsSM7tH5TEbuhGDahlEBGh+Lh2pcVNOqMp/JsF9oh5hmAhG6YQGgLfV2MzGwm8nwomUJAG1gN5NwIiwBoE3sZhI+hCUAdIhpJuFBWAJAF4zdTF599gn5h0fs00iM3UxOXHlb3v9b7fQTDA7CEgA8wDST4UZYAoBHmGYyvAhLAPAYu5kMH8ISAHzCNJPhQVgCgI+YZjIcCEsA6AGmmQw2whIAeoRpJoOLsASAHmOayeAhLAEgAEwzGSyEJQAEiGkmg4GwBIA+wDST/kZYAkCfYJpJ/yIsAaDPMM2k/xCWANCHmGbSX+53fwgAICjGNJPn39Dkp797z3afMc3kJ98dlYtPPxbQGTY3eeq0VMrllh6rKIpEY1GJxmIynkhINBbz+exad9/u7u5u0Cfhl9fevS0nr7xt/tzPf1AA4ObmB5/K2cIteefDz2ruO/y1L8nzk4/LiToFQkHRdV2ePHyk4+fHx+JyLj0n8bG4dyfVIbphAWBADNo0k0q50tXzSzslmZmelsJG3qMz6hzdsAAwYJ47FpHJ6KNytnBLXncsWvCrf63KZuVjeX7ycZmMPhrQGe5xdr8mp1ISiah1H3vnji6VcllKO6Wa+xayWfP5QSEsAWAAGdNMNisfy9n8LdHv7rcmjWkmz0QflavJQ/Lwg8F81VcqjrBMpVzHIXVdl8JGXl7K5UTXdfP2hWxW4mNxiaj1w9ZvdMMCwADr52kmNxytxFYKdhRFkdm5tKytvyKKotjuW83lPD2/dhCWADDg+nGaSVXTbC3Ddot0orGYvLC8bLutsJG3HbOXCEsAGBL9tJuJc+zxqfhY28eIj8VrQnZ7q9jVeXWKsASAPlLaKclCNitPHj4iB0dGZfLUabm8tNRyi6qV3UxGLpV8382kWtVsP6sdjjWOJyaaHrdXCEsA6BOFjbw5VcIIx0q5LKsrOfnOseMtT+4XaT7N5C+37/o+zcR5rtFYtKPjOAt62nkPvERYAkAf2N4qmlMkorGYXFpclLX1dZnPZERRFNF1XWamz7Q9Zue2m8nIpZIvu5lYu2EjqtpxFauzG7bbuZudIiwBoA/8fGlJRPbCYfP6NUlOpSQ+FrdVhuq6Li91UBHabDcT/e49czcTrwqAnOOVnbYq66HABwBCqqppUtX2xuLmM5ma+6OxmJxLp0VEpNhFgYvbNJMjv/i9J9NMarpgo/2zxmunCEsACJim7QdUo7mIxu1GqHaq1Wkm3YxlOotw+mlB9E4RlgAQMEV5yPx3ozA0bndO1O+U2zST537zx46P7eyG7WYh9NpCoWCCl7AEgIBFYzEzBAv5+ouGG7ePTyQ8e11jmsmrzz5Rc1+nLUtd122B3224OQt6rBcWvURYAkAfMMYkV1dycnlpyQycSrksM9PTZgvLOe+wW598fk+e26xtRZ6tM67ZCme4dVvc4+zS7WRxAy+wkDoA9IHZubRUKmXZ3irK6kpOVldqq14vLS56urfjJ5/fkxNX3qrZH/Pl5KGOdyzxurjHWdDU6eIG3aJlCQB94sXlZXNepVU0FpMXl5c93aKqWVB22qoUEblR2rH93E3LslIu14zhetkN3Q5algDQR2bn0nutzHJZdP2OqGrE822p/ApKkXrdsJ23LLeL9lYl+1kCAGz8qvpsFJS/fOZxD4Ky3NVOI1bGvpZWXo/XtoNuWADw2Mljx+XgyKgcHBmVy1+szFPPhfPnzccZS935qVFQzhw9IM8di3R9fGersptinIVstiZ4vRyvbRdhCQAeS6b2uwsbrbizupIzt5sy1oL12+TLf6gblFeThzw5vlc7jRQ28jVbcZ1Lz3V8Xl4gLAHAYwlLEUpV02oqRKuaZq7xqiiKXFr8me/ndLZwS153bMvlZVCKeLMmbKVcrmllz86lA21VihCWAOC5iKravtydhSrWLsb5TMb3VWnOFm7J2psf2W7zOihF7NNGOtlppLCRl8lTp223WdfFDRJhCQA+sBajWLtiV1dyZgtsfCLhe4Vnr4Kym1ZlaackM9PTNS3KiKqaO64EjWpYAPDB+ERCLi8tmcu/bW8VJaJGzIKfiKr6Pk7Zq6AUqV2M4I6u111YwepGaUcq5UrdbbeisVjfBKUIYQkAvlAURcYnEub0h1JpRyq5/WrRS4uLvgZBL4NSRKRSsYdlaadU09ps1excWs6l030TlCKEJQD4ZjwxYYaldc7gfCbja8FKr4NSpHbaSCeSUymZTac9X4TBC4QlAPgkPhaXiKrW7MIxO+dfwUoQQWndvLod8bG4RGMxiURUGZ9I9FVL0omwBAAfJSYStrG7F5d/7dtr1QvKZ6KP+hqUInvjr396/z1fXyNoVMMCgE/qLdlWr5jFC/WC8vDXvuR7UIYFYQkAPnEu2SbSeHPnblz87Z/rBuVrzz4pDz9IB6IXCEsA8IF1yTZrwYpzGbduXX3zI/np7+xdoASl9whLAPBYVdPM+ZSKosjm9Wtm8Uq9rtlOXX3zI/le4ZbtNoLSH4QlAHjswvnvm92vxnxK66bFJccGyZ0gKHuLsAQAD62u5MzVbMYnEmZIWnci2d4qdlXoQ1D2HmEJAB6plMu27lfrcnbRWMw2dtlpVyxBGQzCEgA8oOu6XDj/ffPnesvZWbfucu5E0gqCMjiEJQB44PLSkrmKjbX71craFVspl2sWH2+GoAwWYQkAXSps5M1uVWf3q1VEVW17V7bauqwXlMoD9xOUPcS7DABdSk6lWt6XcvP6tbaO3TgonyAoe4iWJQD0qZsffNowKI98/csBnVU4EZYA0IdufvCpnLjytu02gjI4hCUA9BkjKPW798zbCMpgEZYA0EcIyv5EWAJAnyAo+xdhCQB9gKDsb4QlAASMoOx/hCUABIigHAyEJQAEpF5Qiohs/tM3Cco+Q1gCQAAaBeXLyUNy4huPBHRWaISwBIAe++TzezL58h/qBuXZowcCOis0Q1gCQA998vk9OXHlLfnL7bu22wnK/kZYAkCPGEH5zoef2W4nKPsfYQkAPUBQDjbCEgB8RlAOPsISAHxEUA4HwhIAfEJQDg/CEgB8QFAOF8ISADzWKCh/8O0IQTmgCEsA8FCjoJw5ekCen3w8oLNCtwhLAPDQc7/5Y92gvJo8FNAZwQuEJQB45Gzhlqy9+ZHtNoJyOBCWAOABgnK4EZYA0CWCcvgRlgDQBYIyHAhLAOgQQRkehCUAdICgDBfCEgDaRFCGD2EJAG2oF5SHv/YlgnLIEZYA0KJGQfnas08GdEboFcISAFpw9c2PGgblww/eH9BZoVcISwBwcfXNj+R7hVu22wjKcCEsAaAJghIihCUANERQwkBYAkAdBCWsCEsAcCAo4URYAoAFQYl6CEsA+AJBiUYISwCQ+kGpPHC/XE0eIihBWALAZuXjukH52rNPyJGvfzmgs0I/ISwBhNrNDz6Vs3mCEs0RlgBC6+YHn8qJK2+LfveeeRtBiXoISwChRFCiHYQlgNAhKNEuwhJAqBCU6ARhCSA0CEp0irAEEAoEJbpBWAIYegQlukVYAhhq9YJSROT5yccJSrSMsAQwtN7/2926Qfly8pCcPXogoLPCICIsAQylTz6/J5Mvv0NQwhOEJYCh88nn9+TElbfknQ8/s91OUKJThCXqunD+vBwcGZXSTinoU4FPVldycnBkVC6cP9/2c0s7JVnIZuXJw0fk4MioTJ46LZeXlkTXdR/OtD0EJfxAWKJGaack21tFiY/FJT4WD/p04JPZubREVFW2t4ptXRQVNvIyMz0thY28GY6VcllWV3LynWPHpVIu+3XKrghK+IWwRI2FbFZERJKpqYDPBH6bTadFZP937mZ7q2g+NhqLyaXFRVlbX5f5TEYURRFd12Vm+kwgLUyCEn4iLGFT2MhLVdMkoqoyPpEI+nTgs+RUSiKqKlVNk8JG3vXxP19aEhGR+FhcNq9fk+RUSuJjcZmdS8va+itmYL6Uy/l96jYEJfxGWMJm9YsvOaPF0UxV02Qhm5XJU6fl4MioHBwZlZPHjstCNstYpwuv3zuja9Q41pOHj8iF8+dbCsBkKiUi+7/7Zudc1TQREZnPZGruj8Zicu6Lv5viVrHd/4WOEZTohft2d3d3gz4Jv7z27m05eeVt8+effHdULj79WIBn1N8KG3mzi+2td26KoigNH3t5aUlWV5p/uSanUmb3HPZ5+d4Z3Z7NxgnjY3F5YXm54bF0XZcnDx8REZG19fWG49SlnZLMTE+LiMif3n+v48d4qVFQ/vKZx+W5YxHfXx/hQcsSpkJ+rxWSnEo1/ZJeXcnZvuwVRTGLgazPs4Yv9nj93jmDMhqL1RxrL8DONDyGoihml3shv9HkcQ+Z/zZamE7G7b24QGoUlDNHDxCU8BxhCRHZq2Y0vnSj0VjDxznHo5JTKfmXN16XtfV1WVtfl7feuWnromu30nKYef3era7kzN+Zoiiyef2abF6/VvdYlXK5aZdsPD5mvmajIIzGYmYIGhdWTsbtvRjvnnz5D3WD8mrykO+vjfAhLCEiItvF/TGmZl901ukCRjWksxUxO5eW5FRq/zlNWith4vV7Zw2sF5aXJRqzX+TMzqVldm5/7LnZmKS167XZeKMxJrm6kpPLS0tmsFbKZZmZnjbDezwx0fAYXjhbuCWvv3vbdhtBCT8RlhCR/S9Ia+uhnhulHfPfRmFIPdYvy+0eFnv0My/fO2sL0Oh6reecpVCrqmkNxzYjqioRVd07drHx72t2Lm1eTK2u5OTksePmogRGK/jS4qKv83PPFm7J2psf2W4jKOE3whK2KsdoLNr0sZpWNf/d7AvReV+jrr0w8fK9q1T2Q2880bgnwDoeKSJNu3WN162Uy03nSb64vFy3+Cgai8mLy8u2lrHXCEoE5f6gTwDBq5Qr5r8jEbXpY61f3EZLpBWaVm3r8cPIy/fOWdTTTDQaM1uo1Wrjixbr7/7GTqlpd7zRxbsXrHdEVSO+/34JSgSJliVEs3yJu33xes3oxjs4MiqXv5jwXo+xVu3BkVEqbMV+gaOqzSs/VUuINWvhWx+ntdgTYHQBE5QYdrQsYRtLc1NvMno9zm68Rt27yVTKDMniVrHu8VdXcmbLyCiMGURevnfWx7gF1UOW7lJdv9PS46zdvEEjKNEPCEvYuBVmWKsrm7lhGRtTFKVh0VBiImGGpVGAYm3dVjXNnG6hKIpcWvxZS6/fj7x+7zrRbPECawv1Th/sHiJCUKJ/0A0LW5eeV6xTHpqNfUVU1RbQzkrMhWzWbEXNZzI97yYOgtt759e8VWsLtR/mxtYLymeijxKUCARhCc93iFhdydm+bN3WmbVOlbDO8bMeZ3wi4WuVZb9o970bVvWC8vDXvkRQIjCEJTxV2MjbCnXmMxnXMbXxiYTZ1VjVNNneKkqlXDaPE1HVgR2nbEcn790wuvjbP9cNyteefVIefpCRIwSDsIRnnOuZGls3uamZC1jakYXsj82f6610M2w6fe+GzdU3P5Kf/s6+ADtBiX4Qqr8+5ZXfy1//8Z978lpf3f1hT16nXzi/7KOxmLywvNzy88cTE+bapdY1TOczGV9Xg+kH3b53w+Lqmx/J9wq3bLcRlOgXtCx98tf7fhH0KbSs266+el/2xkbArao3Vy8aiw1968qL984PvS6kIijR7/grhKhqxJysXtoptdWSq9d92GzvxGYSEwnb9lUvLv+67WNYz+vy0pLnxUuG2bl0y/MmG+n0vXNbkrD5cxuHoHVaiXU7Lr8RlBgEtCzRcSvC+WWfnErJ2vp6R0Gp63rNFlLdBN12ccu3oBSxb4/ViW7eu25anc1C0LpgQa8KiwhKDIpQ/TXqZ74lX11/zNfXGKTuV4N1TdBKudxSy9JarSqy92XfTcWqdT6loZDPy6UOgzwai/k6V1BRlI4vMrx47xRFaflioNVQt61d67JGsBcISgwS/iJh69a7c8f9C3hv78Iz5pd1t0FZ2Miby9lFVNX80t7eKnZ83PlMRsYTiabLu3Wj06Ijr967aCxqXgxUNa3lluBTX2zyXI81fP0esyQoMWj4q4REYzEzpFpphSxkf+xZUFY1zWxlKYoim9evyXeOHRdd182u2U4XI+jH1X68eu+sLWe3HV2sa/+2slepoii+ViDXC0rlgfsJSvQ1xiwhIvstJbeuS2PBAOM53S4WcOH8983wMOZTOudcDgsv37todP9CoNlC+Lqu236nzULQWPbwqUCC8gmCEn2NsISI2Jec294qNnycNbySqamuXtNaJDM+kTBDMpnab0lubxV9LdTpJS/fO+uqR4WNfMP3yFo0ZfQg1GPd8DnepKu2Gzc/+LRhUB75+pd9eU3AK4QlRMQ+z7HZ9kzWRdebLZDuxlrksrebyH4ry/ml7qySHVRevXeGc1+sG6vrusxMn6nZq3J1JWcvJEo17s42FrBXFMWXNXhvfvCpnLjytu02ghKDhH4PmIy9JRvtKylir6ycmZ5u+djjiQnzS1jXdblw/vvmffWWs7POudwuFodicQIv3jur2bm0bBf3unYr5bKcPHZcorGYKMpDomlVW3i6LURvLGB/zoeF242g1O/eM28jKDFoCEuYklMpeSmXMxczd7Z+nC2XdqZmWKswLy8tmceydr/aziWVMsPSCIN+LNhplVfvndPa+isyM33GDOJ6BVpu46OlnZJ5fgkPWrxWBCWGBd2wMFm74Kx7Kho0rdr1axQ28ma3qrP71SqiqrZwdO5zOWi8eO/qMSqILy0u2op3jEKpS4uLrosdbBe3RGTvYsnLxQgISgyT+3Z3d3eDPgm/vPbubTlpGSf5yXdH5eLTvVuUYBAXU9d13Zy68eobr4dyi6gwqWqanDx23Axdr37fBCWGDS1L2CiKYo5b/dxSHILhtJrb6+o+l04TlEAThCVqGN1x21tFX5eMQ7CqmiaFjbxEVNWzCliCEsOKAh/UMMYSK+Wy3BmSOY6opWlVmc9kvqig7X5LsHpBKSKy+U/fJCgx8AhL1BUfiw/9psth5+XvuFFQvpw8JCe+8YgnrwEEiW5YAF355PN7MvnyH+oG5dmjBwI6K8BbhCWAjn3y+T05ceUt+cvtu7bbCUoMG8ISQEeMoHznw89stxOUGEaEJYC2EZQIG8ISQFsISoQRYQmgZQQlwoqwBNASghJhRlgCcEVQIuwISwBNNQrKH3w7QlAiNEK1gs/7t+/Ka+/e9vU1/t9/3l/W6+98fi2gF57b/GNNUM4cPSDPTz4e0BkBvReqLboAdG/m6AG5mjwU9GkAPTXU3bAPPxCqhjPgO4ISYTXUYXnk61+W//WePzvUA2FDUCLMhrob1nDzg0/lE8cizwBaN/LIgzLylQeCPg0gMKEISwAAujHU3bAAAHiBChgAbalqmpR2SlIq7UhVq0qlXDbvi6iqqGpEnoqPSWIiIRFVDfBMAe/0pBu2tFOSmenptp8XjcUkokYkGo3xwQMCVtU0Wc3lpLCRb/k58bG4XFpc5LOLgdeTsFxdycnlpaWujzM7l5b5TMaDMwLQjm4+w4qiyHwmI8mplMdnBfROT7phq1XNk+OsruRE13W5tLjoyfEANKfruixks7K9Vay5L6KqEo1FJRqNmbdVKmW5sVMSXddrjqEoioxPJHpy3oDXetKynDx12jaukZxKSSTSvFumWtWkUq7YnmdYW1+X+Fjc8/MEYOf87IrsheSPMpmGwafruhQ28vJSLmcLTUVRZPP6NbpkMZB6EpYHR0ZtP7/6xustf2BKOyX5r+fP2z50yakUrUvAZwvZbM34ZDtDIZVyWWamz/DZxVDwfepIaadk+zmiqm1dWcbH4jUfTucxAXhre6tYE5SXFhfbqhmIxmLywvKy7bbCRl6qmjfDMkAv+R6Wzi6caCza9jGc3T182AD/GGOMVsmpVEcFOvGxeM2QSbHO+CfQ73wPS2dxj7UYoFWKonh1OgBcFDbytq7TiKp2VYU+npiw/Vyp1NYhAP2uBy3Liu3nTgpzrB9cEaFAAPCJruvyUi5nu+1HmUxXF6zOz7zzOwEYBL5PHanthm2/ZeksW++kKxeAu+2tYk2rstvpHt22TIF+4GtYOgtxOm1VrjqudBOObh0A3iiVdmw/z6bTnhx3ds6b4wBB8bUb1tmqfCo+1tbzjUIDa0FPfCzOxGbAB7qu1/Ti8FkD9vjasqwp7mmxC7a0U5IbpZ2aQgNFUZijBfjkRp2eIIrrgD2+hqVzIL+TxdQN0VhMLi3+jOIewCeaY0pWuz1BwDDzOSy9KRFnAXXAf84pHSoXpoDJtzFLL1fZWV3J1UySBuCtOzVTtCIBnQnQf3xrWTpblbNz6Za7dSrlsmwXi7ZjGEtvMWYJ+MM5bNLJNC9gWPkWls7inqfiYy1PHYmPxWV2Li3bW0VZyGbNIp/CRl7GExPsOAL4wLn4B4B9vnXDerFyz/hEQs455nltF7e6Oi8AANrVk27YbipYk1Mp2w7t7DgCDI7LS0v2vWxTU8zdxEDyJSydgdbN8nTOeV7sOAL4I6Kqts9XpVzuatyyqmmyumJffYuaAwwqX7pha9aD7WCnEQC9pTqqX6tatavjObfiisZizJPGwPIlLDtduace5/JbFPcA/nBWqzvXiW1Hvd1Lkqn298ME+oVPLUtnCXrn3bCF/IbtZ1YVAfzhvKh17kDSDmsVu8heF28nm0cD/cL3blhFUTpeX3Ihm7WNfyqKIgmKAwBfxMfitm7Seq3DVlxeWqrpEWKsEoPO87D0orintFOSyVOnzYUIDOfSacY8AB85t+RaXcnVfA6buby0VFPUMzuXZvgEA8/zath668E6PzyN3CjtSKVcqdv1k5xKsSce4LPkVEoK+bztc7yQzUq1qsm5dLphL1Fpp1QzTURkr2vXOVcaGET37e7u7np5wIVstq0r0VbMZzIEJdAjVU2TyVOn6160xsfitrqBalWT0k6p7pSuaCwma+uvsM0XhoLnYTl56rRnu42MTyRkNp1mjUqgxyrlsixkf9zxZ5mdgjBsPA1LXdflycNHOn6+UWAQjcZqig0A9Jau61LYyMtLuVzLVbHxsbicS88xRomh43nLEsBw0XVdtreKUirtSFWr1ixlqaoRc6MEeoEwrAhLAABc+LbrCAAAw4KwBADABWEJAIALwhIAABeEJQAALghLAABcEJYAALggLAEAcEFYAgDggrAEAMAFYQkAgAvCEgAAF4QlAAAuCEsAAFwQlgAAuCAsAQBwQVgCAOCCsAQAwAVhCQCAC8ISAAAXhCUAAC4ISwAAXBCWAAC4ICwBAHBBWAIA4IKwBADABWEJAIALwhIAABeEJQAALghLAABcEJYAALggLAEAcEFYAgDggrAEAMAFYQkAgAvCEgAAF4QlAAAuCEsAAFwQlgAAuCAsAQBwQVgCAOCCsAQAwAVhCQCAC8ISAAAX/x+VR+yAQ9f+QgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/5.jpg" } ]
<image>Find m \angle B.
A
64,453
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/6.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
64,454
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/7.jpg" } ]
<image>Find m \angle F E D.
D
64,455
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/8.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
B
64,456
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/9.jpg" } ]
<image>Find the area of the shaded region formed by the circle and regular polygon. Round to the nearest tenth.
C
64,457
null
C
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", 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/11.jpg" } ]
<image>Find E H if \triangle A B C \sim \triangle D E F, B G is an altitude of \triangle A B C, E H is an altitude of \triangle D E F, B G = 3, B F = 4, F C = 2, and C E = 1.
B
64,459
null
B
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z1P38nbgMlNPCxubk5k1Y1D2WOTD9LN1CJkMFWb99bVn07MR3mE1GhasUzVGjBOWunTt59JFHrEeC77zzDiNHjrQ+X/UCj0pd81uaTVdW5av1qLMGl8O4JrWd5l+zPRu3UTakTVuKlu+neM3vALgMaI/PnJHX3kFcF1efQDrc+gAR/cbi7FE5B2aZlrRdH3Jq9WMUntutcIWiubnuoNy2bRsxMTHW0+u5r77KQw8/XO01VcNMXUtQ6nRX7q6wp3u+9Weyyf3rGgDU3q4ELJyMSiNXu28Er6COdB4+hZBeI9A4W/rEK/LPc27Lq6Ssn0NZdpLCFYrm4rq+kZs2bWL6tGlUVFSgVqt5e/58662NVVU9SjMaaz61qRqU1zpKbE3MOiNZM7/GVGI5Evd/74FGuUVR1J1KpaZN5M2WOTA7D0DtYDn7KUk/zOk1T3Nh+z/QFWUoXKVQWoNnD9q0aRMzZ8zAYDDg5OTEvz79lDFjar4drup4y7y8vBpfk5WVBVju7qntqLO1yXtrAxVHLgLgOTka93EyoYNS1BonArveil/ETWQm7UZ78QSYzeSf3kbB2Z9p0/M+Am55FAdnT6VLFQpoUCKdPHmSJ594AoPBgIeHB0uXLas1JAG6d+9uDb/agjKl8rbI7t3tY7r/su1JFCz8GQDHzgG0fWuCsgUJABxdPGh38110HvooHv6W0Q1mo56cI/EkxceSk7haFj2zQw0KyrfffhudToeDgwP/+c9/GDx48DVf7+bmRkTl1eKDVe7/viwvL88669BNN93UkJJaFGN2EVnPLAezGZWThoCFU1C5OSldlqjCxcuf9tH3ERl9Hy5ellENxvJC0vd8RnLCNApSdgANH+UgWpZ6B6VOp2Pnz5YjoZiYGIZVzg5kS1SfPgCsW7eOzMzMas99/NFHmCqvettDUJZsTMSYUwyA36ujce4dqnBFojae/hF0GjqZdjePxNHFMmxMV3iJ89ve5MzaWZRkJCpcobgR6t1HeejQIesVbm1+PgkJCbW+1t3dnXsrB53HTp3K6tWr0ev1zJ49m7feegsPd3cSEhJYsmQJYLnrZ9z48Q34MVoWr6mDcAj0pGTdEbxnDFW6HGGDSqXCN6wn3iFdyUk5RPaZXzEZdJRmHSflu9l4RQ61zIHpffWYXtE61Dso0y9dsj5eu2YNa9esqfW17dq1swZl//79efDBB4mPj+fnn35iaOVMPJepVCre/+CDJhmn2By5390L97t7KV2GqAe1g4aAzgPwC+9FZvJetOcTMZtNFKbupOj8Hvy6jyEgKgaNi4/SpYpGVu9T78Kiuq9+5+hUvd9t/oIFxMXFXXVV28PDgzfeeINBgwbVqV2NRmO9k6euk2fUxKnKwPbLg9wdruOKe30GyouWS+PsRmjv2+k8fApegZY7qMwmA7nH1pC8Mpbs35fLHJitTINmOL9e6enpJCYmkpeXR2hICL1vuglvb+8bXYbdak0znDcHJbkXST++k7KCK33vjh4BBPWbjk+nO2UOzFZAkaAUypKgbBr5aSfJTNqNrvTK5CiubToRFD0Tj9AoBSsT18s+RnYryHAhj0ujP0F3PF3pUkQT8wntRpfbYgnqPhQHR8vdZWW5pzm78UVSv/8r5dpUZQsUDSZB2YTMBhNZTyyl/EAqaaM+RH8qS+mSRBNTqTX4d+xL1xHTaNu+Dyq1pQ+96MI+Tq9+nLSd72MozVW4SlFfEpRNKP+9LZQfSAXA/d7eOHa+eukM0To5OLkQ3HM4XW6LxTu4M2CZAzPv5AaSVsaSefBLTPoyG62I5kKCsomU70lB+6FlRUlNuB9t37lf4YqEEpzcvAnvO5qOgx/Czc+y3InJUE7Wof+RFD+VvJMbrMvsiuZLgrIJmLSlZD21FIwmVBo1AQsno/ayn6njxNXcfIPpeOuDRPQbg7O7DwCG0lzSdr7P6dWPU3R+77UbEIpq8OxBonbZc+IxpOUD4PviKFz6RSpaj2g+vII64RnYgbxzR8hK3odBV0a5NpXUza/gEdKHoOiZuLbtrHSZ4g/kiLKRFX65h5INljXMXQd3xGfW7QpXJJobyxyYt9Dl9jj8O/W3zoFZfOk3Tq95kgs73kZfLBf+mhMJykakS8okd946ABx83fH/dLKszS1q5aBxJqjbYLrcNhWfdt0tA9PNZvJP/UByQhwZ+/+NUVdiuyHR5ORb3EjMFQayZn6FucwyU3vbDx9EEyJ3GwnbHF09CbtlFJ2GPIJHW8u69yZDBdmHV5C8MobcY9/KHJgKk6BsJHmvf2cdVO419Vbc75EJL0T9uHoH0H7gJCIHjMfFsw0AhvICLu3+F6dWTacwdScyB6Yy5GJOIyjdcpyC//4CgFPXINq8OU7hikRL5hnQHg//SLQXjpGZtAdDRQkVBWmc++FvuAX2Ijh6Jm6BPZQu065IUDYCl0Ed8JjYh/L9qYSsfwaVi8wiJK6PSqXCL7wXfuG9KM3PIOP4z5TkXaI0M5Ez655F4+ZHYN+p+Ha5x3r3j2g6MilGIzLmFuPQxkPpMmySSTFapsKM02Sc+IWKEq11m7NvBMEDZuAZPlDBylo/OaJsRC0hJEXLdWUM5lGykvdi0JVRoT1H6uZXcA+5heDombi27aJ0ma2SXMwRogWxrkN++7RqYzBLLv3O6TVPcWH7P9EXZ9poRdSXBKUQLZBa42Qdg+lbdQzm6a0kxceRsf8LjLpipctsNSQo68msM1Dwfz9h1huVLkUIHF09aWcdgxkOgNmoI/vwSpJXxpKb+I2MwWwEEpT1lPf6enJfW8elMZ9gSC9QuhwhgMtjMCcSOWBC9TGYez4lOWE6BWd/RsZgNpxczKmH0h9OUPCfXQCYS3U4+NjHipGi5fAMiMTDPwLthWNkJe9BX16CrjCN81tfxy2wZ+UYzJ5Kl9niyBFlHRkzC8metQLMZlTOGgI+j0Hl6mR7RyFusMtjMLuMiCOwyyDUGsu43tLMY5xZN5vzW19HV5imcJUtixxR1oXJTNYzyzHmWjrH2/xtLE49ghUuSohrUzs4EtAlGr+IXmQm7UV74Rhms4mCsz9TeG43fj3GEdBnChoXmZPAFjmirIP8z3ZQ9lMyAG6jeuI1fbDCFQlRdxpnd0JvuoPOw6bgGdAeqFyHPPEbyzrkh1diNuoUrrJ5k6C0oeK3C2jf3gSAQ5AX/h89JOs0ixbJ2dOPyAHj6TBoEq7elvWbjLpiMvZ/QVJ8HPmnt4HcqFcjCcprMBVXkPXE15h1RlCrCPj0URz83JUuS4jr4t4mjE5DHiGsz904unoCoC/O5ML2f3B6zVOUXPpd2QKbIQnKa8h9+Rv0Z3MA8Hl6BK5DZYp+0UqoVPiEdqPriKkEdR+Cg6ZyHfKcZFI2/JnUza9QoT2ncJHNh1zMqUXx6kMUxf8KgHNUOL4v361wRUI0Pss65P3wDetJ1ql95J07itlkpOj8XoovHsC36z0ERk1F4+andKmKkiPKGujP5ZLz0moA1B7OBCycgspRprISrZfGyZWQnrfRZXgM3sGdADCbjOSdWE9SfCxZh77CZChXuErlSFDWoGx7EqbiCgDaLpiEY2QbhSsS4sZwcvchvO8YyzrkvpYhcCZ9GZkHl5C8MhZt0ia7XIdc5qOsRdn2JEq3n6TNG+OVLqXRyXyUoq4K0k+RcfIXdCX51m0ufu0JGjADz7AByhV2g0lQ2iEJSlEfZpOR3HNHyDq1D6Puyum3R2gUwdEzcWnTScHqbgw59RZCXJNK7UDb9n3oOmIa/h37oVJXrkOedohT3z7BxZ/moy/JVrjKpiVHlM1Y8be/UbL2cKO26RDkRc7NCXJEKRpMX1ZIxsnd5F9Ksg5QV2ucadNrEgE3P4LayU3hChufDA8Cy//sZni3jf5UFiUbjzZqm46dAuDmRm1S2BlHVy/C+txN2w5RpB/fSUnuBcs65L8vQ3tyIwF9Y/HrNtp65NkatJ6fpIF0J9LJmvk1/h89jHOfMKXLqVHIhmdxvrmRalNB0qopjdOWsGuu3gF0GDSJosyzpJ/cSUVRHobyfC798jG5id8SNOBxvCJbx7wIdt1HaS7XkzXja3QnM7g09hMM5/OULqlGKkcHVE6N9I+MBxWNzDOwPZ2HTSG09x1onC23+FYUXODcD/NI+e45SrNOKFzh9bProMydtw5dUgYAXrGD0ITb990HQjSUSqXGL6I3XUfEEdA5GrWDZQ7MkoyjnFn7LOe3vYmuKF3hKhvOboOyZFMihUt2A+DUIxi/18YqXJEQLZ9a40hg10F0GRGHb3hPVCoVYKYgZQfJCdNI37sQY0WR0mXWm10GpeFSATnPxQOgcnWyzFbubPfdtUI0GkcXd9rdNJJOwybj6R8JgNmoJ+doAkkrY8g5koDZqFe2yHqwv6A0msh+eilGbQkAbd4Yh1PXQIWLEqJ1cvFsS2T0BNpHT8TFyx8AY0UR6fsWkpwQR/6Z7bSERc/sLijzP/6Rsl/OAOA+ujdeUwcpXJEQrZ+Hfzidhz5Ku1vuwtHFAwBdUQYXfvw7Z9Y8Q0n6EYUrvDa7CsryX1PRvrMZAE2oD/7vP6hwRULYEZUK33Y9LIuedbsVtcayOF9p9klS1j/PuS3zqCi4oHCRNbObjjlTYTlZTyzFbDCBg5qATx9F7dv67iAQorlTO2gI6DQAv7BeV+bANJsoPPcLRRf24tdtDAFRsWhcfZQu1cpujihzXlplHSfp+9wduNzaUeGKhLBvGmc3QnqNoPPwGLyCLN9Hs8lI7vG1JMXHkPXbUkyGCoWrtLCLoCxacYDib34DwKV/JD5/vkvhioQQlzl7+BLRbywdbn0AN58gAEy6UjJ/XURy/FS0yZsVX/TMLoLSqUcwjh39UXu7ErBwMiqNXfzYQrQo7n6hdBzyMOFR9+LkZllrXF+SzcWfFnDq25kUpx1UrDa76KN0vqkdoVufR38yA02Y3H0jRHPmHdIFr6CO5KYeJuvUfoz6cspzz3B240t4tutPUPQMXPw63NCa7CIoAdTuzjj3jVC6DCFEHajUDrTtEGVd9Cw39bBl0bOLByhOO4hPl1EE9o3D0b3tDalHzkGFEM2Wg6MzwT2G0eW2WHxCugJgNpvQJm0iOT6WzINLMOlLm7wOCUohRLPn5OZNWNQ9dBzyMO5+oQCYDBVkHfqKpJWx5J34DrPJ2GTv3/qC0mym4qAs3C5Ea+TmE0SHWx8got9YnD18ATCUaUnb9SGnVj9G4bk9TfK+rS4oC77YSdq9n5D76lrMOoPS5QghmoBXUEc6D48hpNcINM6WG0cq8s9zbstcUtbPoSw7qVHfr1VdzNElppH35gYwmyn+5jd8Zt2Og7+n0mU1W4aKEgwVJUqXIUSDeQd3wsM/nOzTv6K9cAyAkvTDnF7zFB4hfQgdOgcnr5Drfp9Ws7iYuVTHxZEfoD+VZd2m9nSp+cUqiDz9Vo1P6ZMzSbvn43q/v8/sO/CZdXuNz2U/s5ySTYn1a1AFbd99gJK1v+P32lgcI9s0Wo2Xl6sVorXzDIsm8u5/XHc7reaIMmfummohCWAqKq/5xddYSMxsNte+3zWYK2o/zTeV6erfpkqFx4Rb8Jhwy9Xv1QQ1CtEaeYZHN0o7rSIoDRe1YDLj+cgAywZbqype4ym1l+uVdurBuXdorc+5Du2M2qOWo9vaNGGN/jc/ckOGVAihJENpLl4RjbO4Was59RZCiKbS6q56CyFEY5OgFEIIGyQohRDCBglKIYSwQYJSCCFsaBXDg6rasnkz8+fPp3379vznv/+t9XWFhYV8/dVX7Nmzh6ysLFxdXRkQHc3dd99NVFTUDaz4xjt+7BhPPvkkf3rsMWJjY5Uup8lptVpWrFhBYmIiZ06fJjgkhJ49ejDziSfw9Kz5zq38/Hy++Pxzjhw5QnZ2NmFhYUQPHEhMTAwuLvUc6iUUk5CQwL8++YT333+fvv36NbidVheUP/zwAydOnLjma44ePcpjf/oTFy5UX/Ft//79fPbpp/zlL3/h2VmzmrJMRZWVl3Pq1Clyc3OVLqXJJSYmMn3aNC5evGjdduTIETZ//z1r1qxh0eLFdOnSpdo+58+f556770ar1Vq3HT16lI0bN/K/L79k85YtuLnJwnQtQX5+PqdOnaK09PrGDbeqU+8zZ87w3fr113yN0WjkmaeftoZkQEAA48aPZ8jQoajVakwmE//85z/Zvn37jShZNCGj0ciMxx+3hmTv3r154IEHGDDAMlg/JSWF0ffeWy1EAV7561+tIRkeHs6E++6jTRvLLaRnzpzhrb///Qb+FKI5aNFBaTab0Wq1JCUlsXDhQh584AEKCwquuc/atWs5deoUAIMHD+bgoUMsXLiQ+Ph4lnz5JarKO3ref//9Jq9fNK0NGzaQmpoKwKzZs9m8ZQsfffwxa9au5dV58wAoKSlhyZIl1n2+++47tm3bBsCTTz7J7j17+Oyzz/jp55+tR55LlizhwIEDN/RnEcpq0UF5/vx5evbowYjbbuON118nPT3d5j779u61Pv7n22/j4OBg/e8777yTwUOGAHD4998xGptuIlDR9C6HmYuLC7Nnz6723GOPPYaXlxdgOa2+bPmyZQC0adOG5+fMQa22fEX8/PysbZjNZmuYCvvQ6voobTlbeYTRpk0bOnXqdNXzPXv0YNfOnRgMBtLS0ggPD6+1rbKyMj7+6CMAJk6ahNFoZOWKFWzesgX/tm0ZNWoUk6dMwdvbm+LiYpYuXcqunTs5evQoYWFhjBs/nunTp1cL6x+2bOHQoUMEBAQQExtLQnw8GzZsICkpiaHDhjFx4kSGVIb5vn37WLduHbt27kSn03HzzTfzwosv1vhz2aOszEwAOnXqhKura7XnHB0dCQwMpLCwsFpf7eXQvOOOO/Dw8Ki2z9hx43jttdfIycnhyOHDNt9fPh+tR4sOyrCwMI7/4cLNww89xJEjR2rdp7ioCLD0TdZE4+hofWyrA7isrIyPKr8IGkdHvvj8c4oq2089e5YDBw7w448/smjxYuKmTmVvlaPZrKwsDh48yPHjx/nggw+s23fs2MHixYvp3qMHR44cYeXKldbnVixfTkJ8PP/76it0FRU8/vjjGAxXZgQ6d+4cmzZtYseOHbTvcGNXqWuO7ho1isCgICIjrl5UzmQycenSJQACKz8L6enp1tDs3qPHVftoNBo6duxoCcprfMYuk89H69Gig1KtVuPj41Ntm62hG9OmTycrMxP/WoIy9exZAFQqFSEhdZ/w87133yUwKIiXX36Z0NBQ1q9fz6pVq9i9ezf9+valuLiYsWPHMn7CBAoLCliwYAEZGRmsSkjgueeeI+IPX+YTx49z4vhxJk6cyOgxY9Dm5TF//nyys7OZFheH2WzGx8eHWbNmERERwabvv2fF8uXo9Xo+/vhjPvjwwzrXXl9lZWWsXbOGb779lvj4+CZ7n+s1adIkJk2aVONzJ0+coKTEMmlxt27dAEhOTrY+HxYWVuN+wZWfiby8PIxGY7WjvWuxp89HY9q1axdLly5l6tSpDBw4ULE6WnRQNsQDDzxQ63MXL160Xu1u3769tQ+rLjw8PNi4cSPBwcEAjLzrLrZu3Up+fj7FxcXExsby9vz51teXlpYyd+5cjEYjSSdPXvVFAJgxYwZ/e/31avvMmzcPnU6Hq6sr361fb93vzpEj2fz992i1Wo4dO1bnuuvKZDKxd+9eVq9ezYb16yksLKzX76e50Ov1HDp0iFnPPguAm5sbM2bOBLAGJ3DVqfplvlX+MFdUVNR5mFBr/3w0Fb1ez9o1a1i7Zg0dOnRg0v33M2nSpGt2iTWFFn0xpzGVlZUxLS7Oero9NS6uXvtPmTLF+iUAyxFp1b+Af33llWqvHxB9ZULRgsLCq9pTqVS88OKL1bbdeuut1d6v6pdHpVLRv3LYS2EN7TWE0Whk7969zJ07l359+3L/pEksX7as0dq/kQwGA927daNjhw7cN2ECFy5coFu3bqyMjycwMBCwfAYuc6zSBVNNlXlOKyoq6vz+rfHzcaOlpKTwzoIFDBo4kNH33stnn33GuXM3ZiFBuzuirIler+fpp56y/qUdNGgQU6dOrVcb7dq1u2rb5X5QX1/fq46+/NteWbi9pilBvb29r7qYULW7IDIy8qp9LrfZ0ClGDQYDiYmJ7N27l71797J/3z7y8/Ovuc+J48evGod4I9w5cqR1KFddmM1mCv4wdKy4uJhTycn07dsXgPIqQUktv8Oq76nX6+v8/i3t81FSUsLuX36x+bqmVnVEwmVms5nffvuN3377jb+/+SbtO3Rg4MCBDBw4kEGDBtX4u75edh+UOp2OGTNmsGXzZsDSib94yRKcnJzq1Y6zs3Otz9V2GnfN9mz0tTakzZqYTCZ27dxJfHw8mzdvrnb6WReLFi1i6dKljVJLfVxMS6tXUGo0GubOnUtGZiYnT57kl127uHjxInPmzKG8ooK4uDg0mitfB5W65pMts8lkfVzrUWcNWtrn49KlS/U+WFDK2ZQUzqakWId2hYWFMXHiRB588MFGew+7Dsry8nKmT5vGjh07AIhs355ly5a1yL63hlKr1QwbPpxhw4dTUFDA/v37Lf/s28fhw4fR6XTX3H/ipEn0vummG1TtFfUJycuvf+rpp63//fvvvzNh/Hh0Oh3vLFjAww8/XC3M1LUEZdXfR2u+5zsgIKBan6lSkpOSWLRo0TVf4+fnR/8BA4iOjmbAgAH07t37yh+xRhrvardBWVJSwtTYWHbv3g1Ar169WLpsGf7+/gpXphxvb29GjhzJyJEjAcvv6Mcff2TDhg1s27q1xqPNQYMGMWjQoBtd6nW75ZZbmD59OgsXLkSr1XL48OFqR2m13WxQNSivdZTY0nl7ezeLCVO2b99eY1CGhYUxZswY7h09mqioqHr/4awvuwzKsrIypkyezL59+wDLrYyLFi+udSYZe+Xu7s7YsWMZO3YsZWVlbNm8mdWrV/PTTz/Vq39OCSaTiS1btqDX6+nVs2eN4wZ79+5tfXwpLY3wKhc/8vLyamw3K8uy0qebm1utR52iafj5+TF+/HgmTpxIVN++TR6OVdllUL7wwgvWkBw9ejSffvZZvfsk7Y2rqyvjJ0xg/IQJZGVlsXLFCtatW6d0WbUqLCxk+rRpALw6bx5PPvnkVa+pevbg7u5O9+7drROj1BaUKSkpAHTv3r0JqhZ/pFKpGDJkCFNiYrjnnnvq1S/cmOzuT2JiYiLffvMNAEOGDOH/Fi6UkKyngIAAnp01iy0//KB0KbXy9va2fqkyapkDID0jw/o4LCwMNzc3IiqvFh/89derXp+Xl0daWhoANynQL2uPhg8fTnxCAuPGjVMsJMEOg/KHyi+3Wq3m088+q3alU9TPjTz1qS+VSkVo5TCR9evXVxsjedmyyqv1jo6OhFUOYI7q0weAdevWkVl5r/hlH3/0EabKq94SlDdGc/mM2V1KXB4b5uDgYL3aXZv+/fvXOB5NtAyTH32Ut956i/T0dB566CFeffVVevbsSUZGBu+99561+2Xy5MnWMYmxU6eyevVq9Ho9s2fP5q233sLD3Z2EhATrdGwRERGMGz9eqR9LKMDugvJS5WmYXq9nto1ZzD/48EMJyhZsSkwMixYtIj09nV8PHGD8uHFXvcbf359ZVaZg69+/Pw8++CDx8fH8/NNPDK2ciecylUrF+x980GjjWEXL0OpOvS9PUlBbf0ZRPW7fcrLRJ6LRaKynBnWdHMHW+1yu2+E6rqgq2ZfTnHh7e7N5yxbrtGN/NHz4cLZu20ZQUFC17fMXLCAuLu6qq9oeHh688cYbdR4OJZ+P1kNlbuj9bqLFOnjwIGPHjOHFl17i+eefV7qcG0Kr1XIsMZELFy4QERlJjx49rpp56o/S09NJTEwkLy+P0JAQet90E97e3jemYNEo/v3vf/PavHmsXLmSocOGNbgduzv1FvbJ19eXIUOH1muf4ODgahNZCPvV6k69hRCisUlQCiGEDRKUQghhgwSlEELYIFe97VB5eTkXL17Ez88PPz8/pcsRosnk5+eTk5NDSEhInZftqIkEpRBC2CCn3kIIYYMEpRBC2CBBKYQQNkhQCiGEDRKUQghhgwSlEELYIEEphBA2SFAKIYQNEpRCCGGDBKUQQtggQSmEEDZIUAohhA0SlEIIYYMEpRBC2CBBKYQQNkhQCiGEDRKUQghhgwSlEELYIEEphBA2SFAKIYQNEpRCCGGDBKUQQtggQSmEEDb8f7LeKdD+yxVJAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/12.jpg" } ]
<image>Find the area of the triangle. Round to the nearest tenth if necessary.
B
64,460
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/13.jpg" } ]
<image>Find the area of the parallelogram.
C
64,461
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/14.jpg" } ]
<image>Find the variable of b to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
64,462
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/15.jpg" } ]
<image>Find the measure of \angle T to the nearest tenth.
B
64,463
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/16.jpg" } ]
<image>Find the variable of q to the nearest tenth. Assume that segments that appear to be tangent are tangent.
D
64,464
null
D
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6X+lGoxaShOxSbv98Fyq1BnMzJY/MGEJPZ1t9myXoIs5ml7A/Tkq4HNHXg8enh+rZIokedlb88dR1cnuSJ3842O0C1oxWSC5U13HzR9sp0zq4Fk4YQH8v0U3eVKlrUPP9nng0gIWZkq/unWBQEcpBvZxY8/AUlAoFdQ1q5n/6l1zCsTtglEKi0cC9X19sWjVpkA8TRGk8k2bT8fPklko1dZ+9IYzBBthbaMYQH/57UzggJYre+/Ve/RqkQ4xSSD7ZeYaNx6Sw6MBeztymJ6+9QDekF5azPUrK7O3v6cxLN4br2aLL89+bIpgU7AXAbydT+Xpvgp4t0g1GJySRqYU8u/YIAA42ljx0bahY5jVh1GoNq/bENcnsnWDQ3fHMlApWPzQZF3vJX/L0mkPdoo6JUX0Cq+oauP3zXdQ2qFAA900dRA97a32bJehCdkank6r9ID4waSDj+3vq2aKr493Djs8XjQek0p6LVuyR24WaKkYlJEvWHpFzaKaF+THI1/DmyYLOI7+smt+PnQekD2djwpwxMH9UXzlY7cC5XD78M0bPFnUtRiMku2KzWL5LCjrr7WrPLaMC9WyRoCuRMnvj5H5Dny8eh5OtccUHfXLnOLx62AHw343HScwt07NFXYdRCEllbQP3f7MPjUbqOXLf1EHCL2LiHIzPJi5DyuydN6IPs8P99WtQO3Cxt+KLu6UpTlVdAw98+zemOsMxik/j0l+Oy1XOZkYE4HOVPiUC4+ZCVR0/HZKaVbnYW/HxXWP1bFH7mTXUjwWjpdHz3vhsvv3bNFdxDF5ITmcU8dH2MwB4u9hzvRF+Mwnaxo/7E6iokTJ7ly0YTS8n445W/vCOMbhqFwWeW3eUwvIaPVvU+Ri0kGg08OiqgzSo1CiAO68ZKKY0Jk5USgHHteHlU0K8WTy+v54t6jgejja8e5vkKC6qqOG59Uf1bFHnY9Cfyp+OnWf/2RwARg/wIsjTWb8GCbqU6roG1miH/raW5qy4ZwKmUpPq7gkDGNuvFwDf/X3W5Oq9GqyQ1DWoeWHDMQCsLcyZOzpIzxYJupqfDydSXCEN+1+9ZRh9PRz1bFHnoVDAp3eNw0ypQK3R8MTqgybleDVYIflyT5wcETgj3M/olv4EbeNcdgl7ta1UIwLcefJaw8js7UzC/Fy5/xqpR87R8/n8eDhRzxZ1HgYpJNV1Dfzvj1MAONlaMW2In54tEnQlDSo13++NR6ORykF8fe9Ek/WFvTZ3uPyl+J+fjlNTr9KzRZ2DQf61VuyOJ0fbw3VmRICodmbibDqRQk6JlNn7zPWDCfMz3YhldwdrXtS2E00rLOeznbF6tqhzMDghqalX8d7WaEAqGDMhRJQHMGUyiyrYFpkCSDU9Xr4pQs8WdT2PTw/Fx9UegLc2neJCtfEXjTY4Ifl2XwLZ2m+n68L9sTDRIa4A1BoN32kzexUK+PKeCdhYmn5jd2sLM1kwiypqTCIPx6A+pQ0qNcu0oxFHW0smBPfWs0WCrmTX6QxStM3d77tmINcM9NKzRbpj8fh+BPZ0AuDD7TFypT9jxaCEZMPRZDkUftoQPyzNDco8QSdSWF7Nr0eTAPB0tuXd20bp2SLdYm6mlAs0lVTW8unOM3q2qGMY1Cf1/W3SaMTG0pxrQsRoxJRZvTeeWu2KxaeLxuHcDZf3F44JpI82Vuaj7TFU1TXo2aL2YzBCsi8hR27IPD7YG1sr058rd1cOn83hjLat6pxhAcwZFtDieYmJibz88svcdtttTJ06lYcefJD169ejUpnGkqm5mZIlM4cAUuvP7/4+q2eL2o9CozGM+Lo5H+3g1xMpKJUK3r5jHK4OovKZKXKhuo7//niIipp6nG0tiXtnPp4ttBD5+quveP3116mvr7/k2PgJE1i5ciW2tsadzAfSKqXfk2vIv1BNUC8nEt6dj9II8wIMYkSSXlTBH5GpAAwNcBciYsKs239Wzux997ZRLYrInj17eOWVV6ivr8fS0pKpU6cyY8YMnJ2dAdj/998sX75cl2Z3GdYWZjwyNQSAxNwytkal69mi9mEQQvLlnnhUamlgNCXUV8/WCLqK02mFHE2UmrxfM9CL+7Th4v/kf2++iVqtxszMjJ9/+YXvV6/mm2+/Ze++fVhYWACw8ttvdWZ3V/PQ5GCszKWgy0+NNEBN70LSoFLz7T4p49PLxY5+3qLJlSlSU9/A6n3xgORM//Iymb0xMTHExkofplmzZxMRcTFAzcPDgzFjxgBQXFxMQUFB1xuuA3o62TBvZB8Adp7JNMqq83r3aG6OSpfD4ScG98b4ZoeC1vDz4SSKtQV9Xr4pgqBeTi2eF3P6tLz90EMPXXL8hRdfZPbs2SiVSpycWr7HP9m5YweRkZF4eHhw51138dOGDWzZsoWzZ88yfsIE5syZw7hx4wA4evQof/zxBwf276euro4hQ4bwzJIlBAZ2bY3ghyYH88PBRNQaDd/sS+DNeSO69Hmdjd6FZKXWU21upmSUEbQaELSdpNxS9pzJBKQM2GeuH3zZc8+ckeIprK2tCQ29NAN48ODBDB58+etbYu/evaxcuZKBwcGcPn2a9evXy8fWrV3LTxs28P3q1dTV1nL//ffT0HBxGTYtLY1t27axd+9eAvr0adNz28LYfr0Y6NWD+OwSVu0/x2u3DDeolqRXQ69Tm/wL1WyLlpxLQwPcsbe20Kc5gi6gQaVm1Z64Vmf2ntFOa/r07YtCO/c5d+4cu3btIj+/Y8WA4uPiWL9+PXPmzOGbb79l2bJluLu7o1KpuHvxYh544AGcnZ157bXXWLVqFbctWABAfX09H3/8cYee3RruniBVg8sqqWS3tlm6saDXEcm6I+epV6kBGDOg+4RHdye2nEwhu1jKnXry2lAiAtyveH5OdjYAvj4+/L1vH08//TTZ2n0A/v7+fPTxxwwfPrxd9jzwwAO88uqr8uuqqipefvll6urqsLGxYdPmzfj5SWUrpk6bxvY//6SkpET223QlC8cE8sKGo6jUGtYcSmTaIOMJytTriOTHQ1JhF0cbSwYZYFNoQcfILq5gq3ZZv6+HI6/eMuyq19TUSH6UnJwcHnjggWYiApCamsrcW25h586dbbZHoVDwzJIlzfY1Om8B7rjjDllEGs8fPkLyVVy40PUOUK8edkwccLFvcGNPH2NAb0KSUlDOsWRpqDossCdKI5oPCq6ORpvZ26BSo1DAinsmYNuKzN7a2loAoqOjpdHC0qXs2buXzVu2sHDhQkCaarzyyiuo1eo22eTk5IS9vX2zfe4eHvK2v7//Jde4u7nJ/x9dMH9UXwDKqurYGZOpk2d2BnoTko3HkuWalcMDe+rLDEEXsTsmk/PaznKLx/dnSivryjQKCcBL//0vDz30EP379yc8PJz3li3jxptuAiAlOZm/2jgqsbK+cqCjjY1Nm+7XFdwU4S87WX87mapfY9qA3oTklxNSMRsnWytRHd7EKC6v4RdtZm8vJ1uWLRjd6msbA87MzMyYP3/+JccXLVokb8fGxXXQUsPDw9GGMUFStfnNUWlG03xcL0KSU1rFMW05/vA+7rJ3XmAarN4XT402k/Xju8biYm/V6mvt7KReua6uri3GiQwYMEDeTk9L66ClhsmsoZKfJq+smuPJxhF0p5dVmy1R6bLShgV4XOVsQVdQUVrEgd/WkpkUDxoNPv0HMXb2bdg7u3TovkfP5XI6TcrivjHCn3kj2hZ70ZiIp1C2/B3XKDRAs3gPU2LWUD+eXXcEgM2n0hjZ1/A/I3oZkWyJkr5JrCzMGCBC4nVOTvI5Pn78Tg78vpbU2ChS46LZ/+sali+5l/KSonbft6KmnrUHpABDJ1tLPls0rs338PaWfCmlJSUtHi8uLpa3W3KOmgIDvJzlnj5bo40jiU/nQlKvUrNL278kuLeLybYdMFQ0Gg0bP3qdqvIyevkHsuDZN5n31FJcenlTVpjPxg9fa/e91x04S7m2kPHb80fi3cPuKldcysiRUmvL2tpaMjMvXbU4efKkvO1nokICMGOIlLx6Kq2Q/AvVerbm6uh8anMkKY9ybRp5iK+brh+vF1a99jQXigu5/u7H6DukbYFUJ3Zu4vCWnwC448V36OHRchpB7OG9pMZGkZuWRG1VFW7evgwaM4ngURObnVeSl01eejJWNrbc/cqH2DlJI0KffiF8+OgCUmJPUVdTjaV121YwzqQXcVjbXnV8f08emNRyZu/VGDXqYsnFVatW8Z///Ed+rdFo+HHNGgDMzc0ZMcK48lHawvTQ3ny68wwaDeyKzWLB6K7N9ekoOheSxtEISCMSU6e8uJDEU1LT6NrqqjZdW11xge3ff051hRQMpWqhyE9tdRUbP3qd+KN/N9ufnXyW0/t3EnbNddzy+H9QKKSRX0m+9GG3c+ohiwiASy9v7BydKS8poiQ/h56+rfdt1NarWL1Xyuy1tjDjq3sntLs4z4iRIwkKCiIxMZEvli+nh7Mzt86fT/mFC3zz7bfs3r0bgLnz5uHra7olJyYO8MTcTEmDSs3uOMMXEp3PK/bGS5GKLvbW9GyhqI2psWfDynZf+9ePX8sicjn2blgpi4idozODx01lwIhxmJlLy6hRe/8k5sAu+XyvPv1QKBQU52aRce5i2HdOSiIVpSUoFMrLjnoux69Hkygsl4bfL90YTv8OLOdbWVnxzbffYmdnh0ql4o033mBwaChjx47l22++AaBXr148/fTT7X6GMeBoY0mEvzRi35eQo2drro5ORyS1DSq5C3t/E3WyNtTXUVFaQmFWGif/2kTMwd3tuk9+egrHt/96xXPq62rlaY+1rT2PffQ99s5SqsHZEwdZ/eazABzf/juDx08DwMbeEf+QMFLOnGLVq08zZOK1qBrqOb1/JxqNmuBRE9s0rUnOK2PX6QwABvu48uwNYW39r15CYGAgX6xYwfPPPUdWVvPktYhhw/j666/p2bP1QYxybMplVoLacg9dMmGAJ0fP55OYW0ZuWRW9nAz3i1enQnIypVDudWqqQWi/ff4OUXv/7PB9tn77EWq1GoVCiUbTcih4UXYGDdrpTsCgobKIAASFj8bKxpba6ioKczKaXXfbkjf48vkHKcrJ5Oi2n+X9vfwDmf3gM622sTGzV63RYKZU8NW9EzqtodmUKVM4fOQI0VFRpKenY2VtTVhYGF5ebU/ufOXVV5sl6jXF3d2d7JzLf+O/t2wZ7y1b1uZndgZjg3rxHlJnhcOJedx8mSLZhoBOheRIUp68HWiiQtIZJBw7QFL0cWzsHRk9cy6717dcVrC6olzedu/dvNG6Uqmkp28f0s+eobq8rNkxO0dnHvvoB5JPnyD++AFUDfX49h/E0Ekz5ClRa9h2KpXMogpAakM5opPjHczNzYkYNoyIYVdP9jNFRgddHHUdScoXQtJIY5KetYU5Xu1YGjQGZj+4hJn3PiG/Pn/6BOve+2+rr1c11LPtu08AmHLbvWi4fIi0fY+Lzur8jJRLjjeORDx8LnWcmltY0C9iNP0iWh++3pSckko2a9McAtwdeH1u+9L6BZfHw9EGfzcHUgvLOZ7SsVosXY1Ona0ntOG+fu4OJhsWb2ltjY29Y7N/beHQ5p8oysnEvbc/I667+YrnuvbqjaOrVN8jNTaa+toa+VhOSiJVF6SRiHfggBavby8ajYZV2sxegC/unoCd6EPUJQzrI/19T6UWYshpNzoTkgvVdSQXSCsQfu5t+3B1FypKi9n703cAXH/PYyjNzK54vtLMjKkL7kehUFBTVcEXzz3AoT/Ws+/n1Xz/huTrcOnlzZQF93aqnXtjM0nMKQXgrnH9mB5qPAV4jI2hftLKTWlVHamF5Vc5W3/o7GvkdEaxrKg+7g66eqxRsXPNCmqrKukXMZqgoa3rhRs+ZSY2Do789tnb5KWdZ+vKiyUB3Xv7c9dLy5o5YTtKSUUNPx+WMns9HG34v4XtmxoJWsdgn4vT15iMIgIM9LOjsxFJbObFHAlvF9P0j3SEnORzRO7aitLMjBl3P9bq6ypKizm8eQOVF0ovOVaQmcqWbz6grqbm0gvbyep9CVRrM3s/vGMMrvaimVlXMqiJkMRmtZx/ZAjoTEjis0sBqXydp4k6WjvClm8+RKNRM3LGLbh7+139AkCtUrHylSdJjonEzMyc6xb9i8c/XsMDb69g8LipACQcP8j6Za139l6JY4m5RKdKfq6ZYb4GH21pCvi62suV5RK0nyFDRGdTm7PaObWrvTWW5lee+3c3Yg7uJjUuGlsHJybPv6fV1x3f8Rt5aecBmHnfk82csz79QqiquEBS1DHOnjxETvI5PPv0a7eNlU0yex2sLVi+eHy77yVoPUqFgqBeTkSnF5GYW3b1C/SEzoQkKU9ytHp0g7D4trJngxQnYuvoxNE/f2l2LCPhjLx9bPtvuPTyZtT1twBw/rSUCWtpbUP4lJnNrlMoFIycMYekqGMApMSe6pCQrD94jgtVUmbv/24dgY+r/VWuEHQWgT0lITlvwB34dCIkKrWG9CLJ4+zuqP+6mIZGTaUU1FWYlc5fa7687HmHNq1HqVTKQtIYO+LQwxVzC8tLznfz8pG3LxS1v9JWXEYxhxKkHKkxQT3lptcC3dDoYM2/UE1lbYNBLrXrxKKc0irqGqSYAzcH4Zz7Jw493OAyzUrraqpkobGytcO2aVyKdhlMqWx5qthQVydvW9u1bwRR16Di+71xaAArczO+undiuzN7Be3Dz+3i3y6jqIIBXs76M+Yy6ERIMosr5O0ewst/CQ+/9/Vljx3e8hNbvv5QOu/dr3Hzvpg679LLm8LsDEoL86ivq8XCsnlt1MLsizk2Tm7tq9T/29HzFGgL67w4eyjBJppsacj0drkoJFkllQYpJDpZtckuvViHo0cbCgELroyrpzR1qa+tIXrfjkuOH9/xu7ztGRDU5vun5l9gp7bUX4h3D56fNbSdlgo6gmcTv2JOadtq2ugKnQhJXtnFUnGONkJIOosR192EUpsav/mr9zm+43fKS4q4UFTAHyuWkRwjOWP7hIbTy79tS7UqtdTgSq3RoFQo+Pq+iViai7KY+sCjiV/RUMsu6mRqU1h+MSDKwUY0Cu8s3Hv7M2LGHI5s2UhDfT2/L3+X35e/2+wcS2sbpt7+wFXv1VBfj0KpwMxMektsP5VKhjYk+9FpIYwSTcz0RlO/YlFF5wUXdiY6EZLiSuk/rwDsrLuXkDR1hJqZd+zX3VKK/8x7n8Td25c/V33eLGkPwNWzNwueffOyo5Gaygrij+0n5uAuzkefQKNR08s/kOBrZvNHhjQv93Nz4M15plsb1RhwsLbAwkxJvUpNSWXt1S/QAwqNDpqa3v3lXr7bfxZrC3M+e2BSVz+uW9JQX09BZir5GSmYW1jSOygYJ7fL1wfJPn+WVa//m8qylsOua10DKR10C5tfuIUZQ3xaPEegO9weXkVRRQ23jwlkzcNT9G3OJehkRFJRK1XxsrEUEa1dhbmFBZ4BQa1yql4oyue7156Sywy0hFVREv2Sf2VayKOdaaagnThYW1BUUUNlrWE2BdOJ96xSKySWFkJIDIFda7+5oog0UpZxjp1tbNQt6BpstPk2VQYqJDoZkdTWS8FonVXPU9B+NBo1cUf3tfr8P7dtY8aMGc32lZSU8NNPUtFphULB4sWLr1gcOSEhgb//vtguw9ramjvuuENecRJcHSsL6XdV16DSsyUtoxMhqddW0upIFW9B51BRWtKs1uvVSExMvGTf4cOHeWXpUgAsLS1ZvHjxZa+PjIxk4e23U1Z2cQT0/PPPCxFpI+ba31eD2jDLpOko10YSEqWIrNY7V6u69k/MWjg/sknbzNDQ0MuORg4dOsSiu+6isrISkEYv/3vrLRYtWtQmGwSg1H541AYqJOJroZth5+iMo2vrq70PGjTokn2RkZHydkRERIvX7d69mzsWLpRFxNzcnE8//VSISDtpFBBDTXPSiZA0TmkMVEy7FRmF5Wh6D271+XPnzm32WqVScfr0afl1eAtCsmXLFu5evJgabWW2xu55N8+Z006rBSrth8fcQP2MOpnaNDpZG6c4At2TmFPK1pMpxKQVonAOx83mJGbVVy7dt2jRokt6ypxNSKCq6mK+xz9HJBs3buSpJ59EpZKcgg4ODny3ahWjR4varh2hVutktezOQmKtXfZtdLoKdIMGiEkrZOvJFLnqOwCWtgy56yU0x9YRe+p4i9cuuP12Xn/jjUv2n2wyrenZsyfe3t7y6++//54Xnn+exhhHFxcXfly7lsGDWz8CErRMY53cxmVgQ0MnVtlqC7HU1hvm0pWpodZoOJGUx9bIi/kyAGZKBfNG9OX5WWEM8XVFrb6N3377jV27dpEQH4+npyfjJ0xgwvjxDBg4sMXeQ039I+Hh4fL28uXLef211+TXnp6erN+wgcBAUde1M2gMRLOzMswUE50IiYM2v6amTghJV9KgUnMwIZs/T6WRX3Zx+mFlbsai8f1YMnMIgT2d5P1KpZI5c+Ywpw2+i1MtOFrfX7aM999/X97vHxDAhg0b6N1b9LvpLC5US0WqHA006VUnQuJkK5UBrK1vQK3WyEtZgs6hpr6BfWey2BGdRmmTpC4HawsenBzMU9eFdkqL1PLy8mZxJeEREbz26qt88cUX8j7/gAB+//133N3dO/w8gUR1XQM12tF8DzvDLMOhEyFxsZPSoDVIeTeONpfWFxW0nYqaev6KTmf3mQwqa+rl/W4O1jw+PZRHp4V06hsv6tQp2f+hVCpZ++OPcoRrU3r0EFXUOpOmZTgMtY+QToTE3fHif76iuk4ISQcprqhhe1Qa++OymvmdfFzt+feMwdx3zcAuKRAceeqUvK1Wq1sUkdSUFH7euJH5t93W6c/vrjQtZtT0s2RI6ERIejap8FRWVYeXyxVOFlyW3NJKtkWmceRcjtzAG6C/pzPP3RDGwjFBXVrFrKmjtSnTpk8nLTWVc+fOAfDhhx9yy9y5mHew/opAoml5RU8Dbeeik7900/l5qYEWZjFk0gousPVkKieT82laPiYiwJ0XZoVx87AAnVR2P9WCkNy+cCHvvPMOu3fvZtFdd0n2pqWxYf16bl+4sMtt6g5klVTK217OhtmlUidC0rtJr99iAy0VZ4gkZBWz9WQqsRlFzfZPCvbihVlDmTZId6si6enpFBYWNtv35JNP8uxzzwEwbdo0wsLCiIqKAqRRybxbb71iVrCgdaQXXezC4Gugjcl0IiSezrZYmiupa1BTVC6E5EpogKiUArZGppDcpEWjQgGzw/15/oYwvdRPbToaUSqVvP7GG9x9993NznlmyRLu0I5CMjMzWbt2LXdpRymC9pNSIMUC9bCzkldADQ2dCIlSocDPzYHE3LJm8Q2Ci6jVGo4m5rI1MpXsJn2AzM2ULBgVyHOzwgjRY0+Zpv6RsePGXSIiAJMnTyYiIoKT2uzgjz/6iNtuuw1LS8N88xsLja06+3g4XuVM/aEzb1hgT0cSc8vIE0LSjLoGNQcTsvgzMo3C8oveeRtLc+6Z0J9nZg7B381BjxZKNF2xCR96+f42zyxZwgLtik12djZr1qxpUXQEreecNr0hqEkwoaGhMyHp7+nMtugMSipqqa1XYdXNyy5W1zWw50wmO6PT5ObcIAXvPTIlhCeuDaWnk2H0Sa6vryfmKhm/jUycOJFhw4dz4riUw/Pxxx9z++23Y2VlmIFUhk5OaRWl2veHIXbYa0RnQjLQSxqWazQacksr8XM33GFaV3Khqo6/TqezOyZDTsQC6Olkw5PXDubhKcEGNw+OjY2lrkkf4aFXGJEAPLtkCbfeeisAebm5rP7+e+67//4utdFUic26mKFtyO1SdSYkg3pfDB7JLKrodkJSWF7N9lNpHIjPblZ309/NgWdmDuGeCf0NNrOzqaPV19cXNze3K54/bvx4Ro4cydGjRwH49NNPuePOO7G2NsxgKkPmdPrFFbvQ3oYbgKWzd26ojwtKhQK1RkN6YTljdfVgPZNdXMHWyFSOJebKxWlA6qX73KwwFowKNNhiNY00dbQObZLxeyWeWbKEedqiSPn5+axatYoHH3ywS+wzZaLSJCGxtTQnqJfwkeBgbUFfrcM1vaD1xYeNleS8MraeTCEqpYCmheFGBfbk+RvCmB3ub7Bl8/5JQkKCvB3eSiEZO3YsY8aM4dChQwB8uWKFEJJ2cCKlAIAhvq6YGXCyq07H0hH+7iTmlpFWcEFuTm1qxGUUseVkKglZxc32Tw/tzfM3DGVSsJeeLGs/O//6q13Xbfz55062pHtxobqOs9oVm2F9DDubWqdCMqKvO+uOJFFbryKrqAIfA1jW7Aw0Gg2RyVIQWap2zR+k+Jk5wwN4/oYwIgIM+40gMDyOns9HrU2JGNm39QW79YFOhWR0k4jMpNwyoxeSBpWaI+dy+fNUKjlN8iEszZUsHBPEczeE0d/TWX8GCoyag+dy5e0xQb30aMnV0amQhPu7Y2NpTnVdA4k5JUzSYa5IZ1Jbr2J/XBbbo9Ka5Q7ZWZlz3zUD+feMwfgYaE6EwHjYf1YSEu8edgS4G/aXrk6FxNJcyahAD/bEZXMu68oVzA2Rqtp6dsVk8Fd0OhVNCgm52Fvxr6khPD49FDcHscQp6Di1DSoOJ+UBMHGgp56tuTo6D1y4ZoAXe+KyKamsJaekEs9OKAHY1ZRW1rIjOo19sVnUNAki8+phx1PXhfLg5GC5Lq1A0BkcOpcnByxOGuh9lbP1j86FZEqIN0t/OQFAfGaxQQtJflk1f55K5VBCdrNWGoE9nVgycwiLxvfDyrx7h/oLuoYdZzLk7amDhJBcwsi+HjjZWlJWVceZ9CImh/ro2oSrklFYztbIVE4k5clec5DW8p+fFca8EX0Nek1fYPz8eVoSkn69nAwiafNq6FxIzM2UTAn25pcTKcRnFlOvUsud+PRN0250TYPIxvXrxQuzhzJjsK/RBJEJjJfM4kqitaHxM4b46tma1qGX5I6ZYb78ciKFugYV8ZnFDPa7cu5GV9LYjW5bZCrnsi86gBUKmDHYlxdmD2VcP8NeehOYFpuj0mgcCN8w1E+/xrQSPQmJn5x3E51aoBchaW03OoFA1/x6IgUAZ1tLJvQ3/BUb0JOQ9HSyYXgfd46ezyc6pYA7Jg5EVzOGtnajEwh0SXFFLXvisgHpC7cruwJ0JnrLW78xwp+j5/MpqawlJa+MPl384dVVNzqBoCP8djJFXiG8ZXiAnq1pPXoTkjnDAnhxwzEATiTldZmQVNTUs+t0OrtidNONTiDoCOuOnAfA0caS6wYb3orm5dCbkPT3dGawjyunM4o4npTHvDFBKDpxSaS4ooYdUWn8reNudAJBe8kprWJ3XBYAN4b7G2yhq5bQq6W3je7L6YwiiitqOJddSv9OKCWn7250AkF7WXs4SS5+tXBsoJ6taRt6FZKFY4J46afjqDUaDiZkd0hIDKUbnUDQXr7bfxaQUi+mhhhXQqtehcTX1Z5JwV7sis3ixPk8Foxve93SK3Wje/6GoUwPNa4/iKB7cux8PjEZUjGsO8cGGV3ktN4nYfdOHMCuWMmPceRcbqtKC2iA6JQCthhYNzqBoL18tTcekN7D90wcoGdr2o7ehWTO8ADcHKwpLK9h75mMKwqJoXejEwjaQ1lVHWsPJwEwcYAX/Qy4yPPl0LuQWJmbcc+EAby7JYrMogrOZpVc4isxlm50AkF7WHXgHJW1UsmAhyYH69ma9qF3IQF4ZGow72+LRqXWsDM6TRYSY+pGJxC0B7VGw2c7zwDg6WzLzcOMJwitKQYhJH5uDtw8LICNx5KJSi3kfG4p0amFLXaje+LaUB6ZEmJw3egEgvawNSqdc1o/34OTg402NMEghATgmeuHsPFYMhqNhk3HU4hJL5SPGUM3OoGgPfzfn1JPZWsLM6Od1oABCcnIvh5cM9CLvfHZnM0uZqCXM0qFwmi60QkEbeVESoGcoLdwTJBRT9MNRkgAXpw9lL3x2dQ1qBnex4PvHpgkCgkJTJa3N0UBUv+jf18/WL/GdBCdC8n6desouyA1kRo3dizBISHysWmDejM6sCeHk/JYdySJ124Zhp9YjRGYIPHZJXLdkdnhfgz0Mu6wBZ3OF2pqaliyZAmvLF3KK0uXEhsXd8k5r94yDJCWfF/99aQuzRMIdMabv5+S6wG/MGuonq3pODoVkjMxMTQ0XFyFCQsLu+ScaYN6c81AqT/u9wfOEWuE/W8EgitxLreMdUekALRrQ30YYeDtOFuDToUk8tQpedvBwYHAwJYzHN+6dQQKBajUGp5bd0RX5gkEOuHVX0/IWb4v3xyhZ2s6B50KyakmQjJ48ODL1h8ZFdiTW4b3AWBLVDo7z2TqxD6BoKs5nVHEusNS8aJrQ30YE2QaOWE6FZKoJkIypIVpTVPenj9Sbj711A+HmtUWEQiMlWfXHkWt0aBQwBvzhuvbnE5DZ0JSXFxMWlqa/Lol/0hT+no48sS1oQDEZpXw2V+xXWmeQNDlbI1OZ3uM1Phq/shAhgW469mizkNnQtJ0WgMwdOjVPdUv3RQuF2Re+ssJckqrrnKFQGCY1DaoePKHQ4AUxfrW/BF6tqhz0Z2QREbK225ubnh7X72fqYO1BcsWjAKkVOun1hzqMvsEgq7knU1RJGpzapaYYLa6XkYkV5vWNGXB6ECmhEiis/7IebZGp3e2aQJBl5KQXcpbm6T3fx8PR5OIG/knehGSqzla/8nyxeOxtpAcrw+v3E95k7YSAoEho9ZouO+bfdRoOxl8tmicSSae6kRIUlNSKC0tlV+3xj/SlKBeTiy9WYp4TS+q4Nm1IrZEYBx8sC2Gg+dyAbhzbD+j6lXTFnQiJP90tLZlatPIM9cPJtxf6hG8Yk8cf8VmdYZpAkGXEZNRzEsbpSZwns62fHjHGD1b1HXoRkiiouRtHx8fXFxc2nwPczMl3z0wCUtzJRoN3PPVXkqbVE0TCAyJ6roGbv98FzX1KhQK+Pq+ibjYm25Hxw4LiUqloqGhoVkOzT9pumLTntFII6E+LrwyR5riZBRV8OiqA+2+l0DQlTy15jBnMqX2Eo9MCeH6Ib56tqhr6bCQjB8/Hl8fH3x9fPj5558vOV5fX8+ZM2fk12Ft9I/8k2dnhslhxWsOJcrJTwKBofDjoSRW7JYy2wf7uPKeNoTBlOmQkJSUlJCakiK/7tev3yXnxMbGUltbK7/uyIgEwEyp4PuHJuNgbQHAQyv3cz7/QofuKRB0FjEZxTzw7T4A7K0tWP/oVJNcpfknHRKSlCYiYmlpycCBAy855+jRo/K2hYUFQ4YM6cgjASl8/pO7xgFSoNqtn+yUl9cEAn1RXFHLnI92yK0lvr53IgO8nPVrlI7okJAU5OfL256enpibX6q8mzdtkrdHjR6Nra1tRx4ps2h8PxaNl0ZAkamFPLxyf6fcVyBoDw0qNfM/3UlSnhS9+vSMwcwf1VfPVumODgmJnZ2dvH3hwoVmUxiAnTt2cPLkxSpnU6ZM6cjjLuHzxeMZ7OMKSA2YP9oe06n3Fwhay+OrD8ohCVNDvHln/kg9W6RbFBqNtt5bO8jNzSUiPJzGW4wePZpFixdjY23NiZMnWfHFF9TVSUu0bm5u7D9wACenzm1HmJx/gRFLf6WoogYzpYI/nr7O5D3kAsPi/a2neWbtYQD69XLiyCs308POdJd6W6JDQgLw0EMP8cfvv1/1vM8++4yb58zpyKMuy564bK59dwv1KjX21hbs+89sOXhNIOhK1h85z+2f70Kt0eBqb83hpTcRZIS9eztKh5d/P/nkE1588UVsbFruydG7d2++X726y0QEYFKwF1/cPR6Aipp6Zi7bJlZyBF3OrtgsFq3Yg1qjwdrCjN+eurZbigh0woikkaysLHbt2kVuTg4KhQL/gAD8/f0JDQ3F2tq6Mx5xVZb+coLXtJXn+3g4sv+l2XI9E4GgMzmeXMCUtzZRXlOPmVLB+kenyuVBuyOdJiSGgEYDD638my/3xAMQ7N2Dvf+ZjbuDboRM0D2IyShm0v82UVRRA8Dyu8cbdbvNzsCk+mAqFNJKTuOyW1xWCVPf2kxheY2eLROYCgnZpUx7Z7MsIm/OG9HtRQRMTEhAinxd/dBkbozwB6Sq3VPe2kz+hWr9GiYwes7mlDL5rU3klUnvpednhfHibNMrUtQeTGpq05TaBhVzP97J5lNSwemBXj346/mZwmciaBfx2SVMeWuzXDf4qesG838LR+vZKsPBZIUEpLaft366k99PpgKSA3bHczPp6+GoX8MERkVMRjHT3tksj0SeuDaUDxaOEQ3um2DSQgJQr1Jz1xd75CzhXk62bFtyPWF+rnq2TGAMHE8uYMZ7W2WfyFPXDeb920cLEfkHJi8kILX+fOS7/fJqjqONJT8/MZ2pIVevZC/ovuyOy+KmD7bLNYJfmDWU/91qWm0kOotuISQgLQ2//PNx3vhdKrJkaa5kxT0TWDy+v54tExgiPx9P5o7lu+Ws8jfnjRCO1SvQbYSkkS92x/HoqgNyE+cXZw/l9bnDUYqxqkDL53/F8vjqg6jUGpQKBZ8uGsfDU8QS75XodkICsPlUGgs+30WFdsg6Z1gAqx6chL22WJKge6JSa1iy9ggf/HkaACtzM75/aBK3juw+5QDaS7cUEoCotCJmf/AnGUUVgFQS79cnp9NHrOh0S0oqa7n98138eVrqzetka8kvT0xncrDwo7WGbiskALllVdz84Q6OJOUB4GJvxY+PTOHaUNPsPSJomai0IuZ+vENO9Axwd2DTv2cQ4t1Dz5YZD91aSEAKXHt45X5W/n0WAKVCwdKbI3jppnDhN+kGLN8Vx9NrDslO1UnBXmx4dBpuIj+rTXR7IWnk879ieWrNIeoa1ADMDPPlh4en4GxrqWfLBF1BUUUN93/zN7+ekOoOKxTwzPVD+N+8EZibmVzmSJcjhKQJh5PyuPWTnWQWVwJSken1j04lIsBdz5YJOpMtUenc/80+Odzd1d6alQ9cw6yhfnq2zHgRQvIPCsprWLxiD1uj0wEp3uTVOcNZMnMIZkox1TFmSipreXrNYb7bf1beNznYm1UPTqK3i8jB6ghCSFpAo4HP/jrDs+uOUl0ntRYY2deDr++byKDebW83KtA/G48l8/jqg/IoxNrCjDfnjeDJ60KFL6wTEEJyBc7mlHL3l3s5rF3VsTRX8tR1g/nvTRHYWZl+0yNTILWwnMe+PyhngQOMCuzJt/dPZKCXWJXpLISQXAWVWsOnO8/w0sbjcgBbbxc73rp1JAvHBInkLQOlpl7Fe1uieXvTKaq0o0p7awvemDucR6cNEtPUTkYISStJL6rg8dUH5ZIEAMMC3Hl7/kimiOQ/g+Ln48ksWXuElIJyed+NEf58fOdYfF3t9WiZ6SKEpI1siUrnyR8OyR3VQHLYvT53uNzcXKAfIlMLeXrNIfYl5Mj7+ng48tEdY7hBrMh0KUJI2kFtg4qPt5/hzT8iKauqk/dPDfHmpZsimDjAU4/WdT8Sc8tY+ssJ1h85j1r7dra3tuD5G8L49/VDsLYw07OFpo8Qkg5QUF7Da7+eZMXuOOpVann/mKCePDszjFnhfmJFoAuJzy7hrT+iWHskiQbt71+pUHDnuCD+N2+EKKupQ4SQdAJJeWW8/HPzb0SA/p7OPHFtKHeN6ydWeTqRvfHZfPBnDJtPpTX7fU8P7c3b80cy1E90WdQ1Qkg6kdMZRbz6y0l+PZlC099qDzsr7pnYn4enhIh6se2koqaeNYcSWb4rjuj0ombHpoZ48/LNEYzvL6aU+kIISRdwJrOYdzdHs+5IUrMpj1KhYHpobx6cHMwNYb4ip6MVHDufzzf7Elh35DwXqi/6o8yUCuYMC2DJzDCG9xEpDPpGCEkXklFUwee7YvlqT4JcPLgRrx52LBrXj3sm9iewZ/fsF3s5MooqWHMoidUHzxGXVdLsmIu9FfdNHMjDU4Pxd3PQk4WCfyKERAdU1zXw07FkVuyO41BiXrNjCgWM7+/J4vH9mTuiDw7dtEpbQXkNG48ls+5IEgfO5jbzfYD0O7p/0gDmDu+DjaXwNxkaQkh0TFxWCSv/PssPBxPJLatqdszawoypg3oze6gfs8L96OVkqycrdUNWSSW/n0zl1xMp7E3IkVdeGvFxtefOsUHcNa4f/T2d9WOkoFUIIdETDSo1O89kseZQIr9Hpsrh940oFQpCfVy4ZqAX1wz0YkJ/T1zsrfRkbedQWlXHvvhs9sRnszsuizOZxfzz3dfDzopbhgdw++ggJg70FMvnRoIQEgOgsraBLVFpbDiazLbodDk3pClKhYL+ns6M6OvOyL49GdHHncG+rlgYqMO2rkFNdHoRx5PzOZ5cwLHkfBKySy+ZsoBUH/XGcH/mjejD9FAfLM0N8/8kuDxCSAyMqroG/k7IYXtMBjtiMi9xNjbFytyMQT4uhPm6Eu7vxjUDvQjWQ53RRptPZxQRk1HM6fRiEnJK5GpzLRHs3YMZQ3y4fogv4/p5CvEwcoSQGDi5ZVUcSszj4LlcDp7L5VRa4RU/oJbmSpxtrXC2tcTJ1rLFbWc7K5xsLC/Z1gClVbWUVtZJP6vqpH+VjdtNfjY550J1ndwnqCUszJQM9XdjbFAvxgT1ZGy/Xng6m7b/p7shhMTIqKlXcTq9iMi0Qk6mFBCZWsiZzOIriosusbU0Z7CvK0P9XAnzc2OonxuhPi4i38XEEUJiAtQ1qEnMKyO1oJzUwvJmP9MKyykor7n6TdqAraU5/u4OBLg74O/mQIC7I308HAjp7UJfD0dR66MbIoSkG1CvUlNRU09FTT3lLf2srZdXjeytLbC3spB+Wltgb2XeZFv6KUYXgn8ihEQgEHQY4SoXCAQdRgiJQCDoMEJIBAJBhxFCIhAIOowQEoFA0GGEkAgEgg4jhEQgEHQYISQCgaDDCCERCAQdRgiJQCDoMEJIBAJBhxFCIhAIOowQEoFA0GGEkAgEgg4jhEQgEHQYISQCgaDDCCERCAQd5v8BD6a322oPa3gAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/17.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
B
64,465
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/18.jpg" } ]
<image>Quadrilateral D E F G is a rectangle. If F D = 3 x - 7 and E G = x + 5, find E G.
A
64,466
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/19.jpg" } ]
<image>The segment is tangent to the circle. Find x. Round to the nearest tenth.
B
64,467
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/20.jpg" } ]
<image>Find m \angle A E B.
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B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/21.jpg" } ]
<image>G J is a diameter of \odot K. Find m \widehat G L H.
C
64,469
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/22.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/23.jpg" } ]
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
B
64,471
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/24.jpg" } ]
<image>Find x in the figure.
B
64,472
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/25.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth.
D
64,473
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/26.jpg" } ]
<image>M N Q R is a rectangle. If N R = 2 x + 10 and N P = 2 x - 30, find M P.
D
64,474
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/27.jpg" } ]
<image>Use parallelogram to find y.
C
64,475
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/28.jpg" } ]
<image>Find x to the nearest tenth.
D
64,476
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/29.jpg" } ]
<image>Find m \angle Z.
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/30.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 M.
C
64,478
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/31.jpg" } ]
<image>Use rectangle L M N P, parallelogram L K M J to solve the problem. If m \angle M J N = 35, find m \angle M P N.
A
64,479
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/32.jpg" } ]
<image>Each pair of polygons is similar. Find y.
A
64,480
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/33.jpg" } ]
<image>Find m \angle 4.
C
64,481
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C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/34.jpg" } ]
<image>Find the ratio of M S to S P, given that M N P Q is a parallelogram with M R = \frac { 1 } { 4 } M N.
B
64,482
null
B
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PLMQaJgWBEBXs4EAxe2Dutr6v10mrXYfqOn+2VqNGq1GjKv3PL2sqnKNRq/j2Vhfbm83UlgqJT8YjfDAQIpCQ8chCrDVSEAhRoQKJLB+NRvDFizdnp7GWezusuMza6/754jyDq9sGyUyB7NfEErstWr691UWnQ1/8mmyBn56a4YpXVgmEWGukIBCiQh0fCTMcSJY/5d/bYaXbabimT2Ch+QVBInv9UwbzqVUqntrk4s5WK/rSNsTZ6TjvXgngicl4ZCHWEikIhKhQBwaCTITT5V8Xswf0X/k1808aJLOFLyQVXo/TWMvz29x0lcYjp3MFfvb5LJdm4+WpikKI1U8KAiEq0LA/yanJKJFUMReg06Fne7MZm17zlV9nnL9lkPvqpsI5KhU8ts7JrjYrJm3x8a/4Erx1yc90NP01Xy2EWC2kIBCiAh0eCjEWTFEofUTf222nw6lHrfry7QIorRCUGgTzBUjlCjdUFFgNNXxnh5ue0ipBNq/w89MeLszEy9cghFjdpCAQosLkCgofDAaZKmUP1KhVPNTjoOU62QMLLUwr/LqTBvM90ONgd5cNa2kVYjSY4rULPiZCskogxFogBYEQFebsdIxLngTJXHG7YEujmQ0NJgy1X71dAHM9BFdf1skviS++HpNWw/d2XB2PnCsovHTGw5np2A0/hhCieklBIESF+WAgWMweKN2D9/U6aLfr+ZrdAuB6I5BvfIUA4O52Gw/2OHAai3MSpiIZXjnnZTSYuqmfQQhRfaQgEKKCxNJ5jo6Ey0f+zDoNu7usuC21N/T1hi+MQL7xFYLi16v53h0NrCutEhQUhVfP+Tg1ESUj45GFWNWkIBCignw8FmbQlyBTOi54d5uVnjojWs2NvVSN1xuBfANHD+fb1mTmkXVO3KUAJG8iw0tnvQwHZJVAiNVMCgIhKsjC7IGHe520fk32wHwGrWbBlsHNrRBAcYDS9+5oYIPbiApQFHjzko9PxiMks7JKIMRqJQWBEBViOpLm0/EowWRx2mCTRctdbRYchpobfowvrBBkbq6HYM46l4knNtSVpyqGkjl+eWaWQb9EGguxWklBIESFODIcYjSYLOcG7OkqZg9oviKqeKEvNhXe/AoBQK1GxXe2u9nUYEStAgU40B/k+EiYWDp/048nhKh8UhAIUQEKisLB/iCTpe0CtQr29TlosX199sB8X2gqzN18D8GcDqeBpza7aLUVtyyi6Tw/PyXjkYVYraQgEKICXPYkOD8bJ54pfvpe5zKyudGESXvj2wXwxS2DxE3kECxUo1bx/FYXW5tM5cc8Nhrh8FCIUGlbQwixekhBIEQFODQUYiyUYu7e/WBPMXvgJnYLgGJTYe0tJhVeT7NNxzNbXLSXxiMnMnl+9vks/TIeWYhVRwoCIVZYOlfg0GCQmVJUsb5GzQPddhpvIKp4oYU9BMUcgls/GaBWqXhms4s7WsxoS1sRJyejHBgI4Itnb/lxhRCVRwoCIVbYyYko/b4k6VLwzx0tFta5jOhqbv7laahRX9OEmLiFHIKFXGYt397qpstZHHyUyhX46eezXPbEb+txhRCVRQoCIVbYwbmo4tKv9/U6aLXrucndAgB0NRq0GnX5a29mlsGXUangGxvquKvNgqG2+JZxYTbBO5cDzEQzt/XYQojKIQWBECsokMjy0Wi4vPzuNNZwb4eVetONRRUvpFKBft62we32EMyxG2t5YfvV8ciZfIGfn57l4mwcmXskxOogBYEQK+j4SJjhQLJ8076vw05XneGaPoCbZaxVl48e3moOwUIqiqmJ93bYMOuKUxcHfEneuOhjKiyRxkKsBlIQCLGCDvRfG1W8v89RPvd/qwxLsEIAYNHX8J0dDfTOG4/8yzMezs3Ey2FKQojqJQWBECtkJJDk1FSUSKqYPdDl1LOj2YxVr7mtx50/z+BWhht9lfs7beztsmEvxSmPh9K8dt7LeEhWCYSodlIQCLFCDg2FGA2mKCjFG/beLjvtDgNq1a1vF8C14US5gkI6Vyh/j9tl0mr43h0N9JVWCfIFhV+f83J6KkZ2EQsPIcTyk4JAiBWQKyh8MBBkupQ9UKNW8VCvg2ar9rYf+7rxxYu4pL+zxcr+Xgd1pcbHmWiGl896GQkkF+17CCGWnxQEQqyAs9MxLnoSJLPF7YKtTWY2uE0Yam9vuwDAWKuhRn31pZ3M5Bd120Bfq+a7dzSwwVVcJSgo8PpFH59NREjlZDyyENVKCgIhVsAHA0Em5mUPPNRjp82u5zZ3C4DrTTxc3BUCgM0NJh5d76TBUlzR8Mez/OqMhyG/rBIIUa2kIBBimcXSeY4Oh/HEitsFFp2G3Z123JZbyx5YqFgQXP11cpGOHs6nrVHzne0NbHJfHY/87pUgJ0bD5QFNQojqIgWBEMvs47EwA/4EmdIy/t1tVnrqDWg1i/NyXLhlsBQrBAC99Uae3FhPc2nmQjiV45dnPAz6ZJVAiGokBYEQy+z9/iCTC7MH7LeXPTCfQau+tqlwkY8ezqnVqHhhu5stjaby/IRDgyGOjoSIpGQ8shDVRgoCIZbRdCTNZxNRgsniDbPZquPOViuO0rn+xVBcIZhXECzCPIMv027X89RmF2324ipBLJPnZ6dkPLIQ1UgKAiGW0ZHhMCPBZDnZb3eXjU6n/poJhbdrOZoK52jUKr69xcX2JjO1pVWJj8cifDAYIpCQ8chCVBMpCIRYJgVF4UB/gKnSdoFaBft7HbTYdIv6fb6wQrAETYXzNVq1PLvVRadDX/p+xcFHV2SVQIiqIgWBEMvksifB+Zl4uQt/vcvE5kYzJu3ibRdAaYVgGXoI5qhVKr65qZ47W63oS8cbTk/FeO9KoHySQghR+aQgEGKZfDgYYiyUKo8LfrDHTrtdzyLuFgDXzjKApV8hAKg3avn2VhddpfHI6VyBn5+a5dJsnEVKTRZCLDEpCIRYBqlcgUNDQWajxU/M+ho1D/TYaVyEqOKFvtBDkFm6HoI5KhU8tr6OXe1WTNpi2uIlb4K3LvmZjqa/5quFEJVACgIhlsHnExH6vQnSpWjfna0W+uqNaGsW/yVoXFAQLMcKAYDdUMML29z0lFYJsnmFX5zxcH4mtmjDlYQQS0cKAiGWwYH+EBPhdDmqeF9vMXtgkXcLANDVaKjVqMqPnVzCUwYLPdjjYHenDauuuEowEkjx+gU/EyFZJRCi0klBIMQSC8SznBgL44sXj+HVGWu4t91KvWlxoooXUqmK2wZzRxkT2TzZ/PIMHTLrNHznjgb6SoOPcgWFl856ODMVW7aiRAhxa6QgEGKJHRsNMxRIlm+I93Xa6KozXLOsv9gM844eLucKAcA97VYe7HHgMBZPT0yGM7x63stoILVs1yCEuHlSEAixxA70B8pRxSpgf6+TFtviRRVfz/yjh4ll6iGYY6zV8N3tDayvNwHF/IVXz/v4fDJKRsYjC1GxpCAQYgkN+5OcmooRSRWzBzqdera3WLDqNUv6feefNFjuFQKAbS1mHl7nwGUubot44hlePutlSFYJhKhYUhAIsYQODYUYC6bKXfZ7u+102PWoVUu3XQDXphXm8gqZXGFZO/31NWq+u6OBjW4TKkBR4K3Lfj4dD5PMyiqBEJVICgIhlkguX+CDgQDTkeJ2QY1axb4eJ01LkD2w0PweAoWVWSVY7zby+Po6GkvjkYOJLL8642HQL5HGQlQiKQiEWCJnp+Nc9CRIlvbNtzaZ2NBgxFC7tNsFAEatujxsCEpZBEsYX3w9Wo2aF7e72dxgQq0qFiYH+oMcHwkTS+eX9VqEEF9PCgIhlsjBgWAxe6B0H97X66DNrmeJdwuA4gqBZpnTCq+nq87ANzfV0Vpqooyk8/zitId+n6wSCFFppCAQYglE0zmODofwlob7WHQadnfay012S21hfPFKbBlAcZvkua1utjaZytdzbCTM4aEQoWRu2a9HCPHlpCAQYgl8PBZh0J8kU1qmv7vdSk+9Aa1meV5yxloNteqr32u54ouvp8Wm4+nNLtpL45HjmTw/PyXjkYWoNFIQCLEEDvQHmYxcjet9uNex5NkD831hwNESj0D+Khq1iqe31LOzxYy21NdwcjLKwYFAOb1RCLHypCAQYpFNRdJ8OhEhWFoSb7bquLPNisNQs2zXYNRqysFEsLIrBAANZh3PbnHT5TSUrqfAz055uOyJr9g1CSGuJQWBEIvs6HCI0UCKfOkGvKfLRqfDcE2T31JbiRHIX0Wlgic31HF3mxVDbfFt58JsnHcuB5gpjYQWQqwsKQiEWEQFReH9/iBTpe0CtUrF/j4Hzbalzx6Yr1KaCudzmGp5bpurPB45nSvwizMeLszEkLlHQqw8KQiEWESXPQnOz8SJZ4rn7Ne7jGxuNGPSLt92AVybVAgrk0OwkAp4uM/JfR02zKXxyAO+BG9e8jMVlkhjIVaaFARCLKIPB4OMh1LlT7wP9dpps+tZxt0C4NrhRlBcIchWwMdwq76GF7a76asvjkfO5hVeOuPh7HSsvMUihFgZUhAIsUhS2QIfDoaYLe2JG2rUPNBtp8GyvNsFUGoqvOaUwco2Fc63u8vO3i4b9lKT5WgozW8u+BkLySqBECtJCgIhFsnJySj9vgTpUlTxHS0W+uqN6GqW/2X2xR6CPLl8ZQwVMmk1vLijgXWu4ipBvqDwynkvpyajZFd4W0OItUwKAiEWyYGBQDGquPTr/X0OWu16lnm3AABdjYZajar8vRMV0FQ4352tVvb1OKgzFZMbpyNpXj3vYySQXOErE2LtkoJAiEXgT2T5aDSCvxS0U2es5d4OW/mGt9zUquII4rmjjpVwymA+Q62a7+xws6G0SlBQ4PULPj6biJZXWIQQy0sKAiEWwfGRMMP+ZPmme1+nja46wzXL9stt/gjkZKZyegjmbG408+h6Z7nHwhfP8vJZD4N+WSUQYiVIQSDEbVIUhff7A+XsgeLxOgfNVt2KXtf8PoJKaiqco6tR8+I2N5sbjOXxyO9eCfDxaJhERsYjC7HcpCAQ4jaNBFKcnooRSRVvYp1OA9ubLVj1mhW9LuO8o4fJFZxl8FX6XCae2FBfLp6CyRy/OutlwCerBEIsNykIhLhNh4ZCjAVTFJTiDfeBbjvtDj1q1cptFwAY5h09zOYVMnml4hIBazUqnt/mZkuTudzv8OFgkKMjISIpGY8sxHKSgkCI25DLFzg4EGS6tF1Qq1axr9dBk3X5swcWmr9loACpbJ58ofIa9jocep7aVE+bvbhKEE3n+cVpD/0yHlmIZSUFgRC34cx0jEueOMls8Ua7tcnMBrcRQ83KbhfAF+OLK+3o4RyNWsWzm+vZ0WyhtrTFcWIswoeDIQIJGY8sxHKRgkCI23BwIHhN9sC+3lL2wMruFgDXiy+uvMbCOU02Hc9sqafTURx8lMjk+fnpWS57ZJVAiOUiBYEQtyiSynFkOIQ3Vowqtuo07O6y4TKvTPbAQteLL67UJEC1SsU3NtZzZ5sFfSnZ8fRUjPf7A3hiMh5ZiOUgBYEQt+jjsQhD/hSZ0k327nYrPXVGtJrKeFlV4gjkr+Iyafn2FhddpfHIqVyBX5z2cGk2jlK5ly3EqlEZ71xCVKH3+wNMhtPlXz/c56TFtrLZA/MZFvYQZCq7IFCp4NF1Tu5tt2LSFnswLnnivH3Zz3Q0/TVfLYS4XVIQCHELJsNpPpuIEiodjWuxabmz1VKe4FcJrj/gqHILAgCHsZbntrroKa0SZPIKvzzj4fxMrHysUwixNKQgEOIWHB0OMRpMkS994t7daafTaSifpa8ExloNNfO2Lyp9y2DOg70OdnfZsOqKqwRD/hRvXPQzEZJVAiGWkhQEQtykQuHaqGK1SsX+XueKRxUvVG09BHMsuhpe3H51PHKuoPDyWS+np6JVcf1CVCspCIS4SZc8Cc7PxImX8vY3uA1sbjJh1K589sB8huucMqiWG+qudisP9DhwGItbMBOhNK9d8DEaTK3wlQmxeklBIMRN+mAwyHg4Xe58f7DHQZtdTwXtFgBgrLnOCkGF9xDMMWo1vLjdzQaXCYC8ovCb8z4+n4iQyVde2qIQq4EUBELchGQ2z6GhILPR4tl4Q42aB7odNFpWPqp4IYNWUzXBRNezo9nC/j5HOddhNpbhlXM+hv2ySiDEUpCCQIibcHIySr83STpX/JS6s9VCn8uIrqbyXkpf6CGo8GOHC+lr1Xxnu5tNbhMqoKDAm5f8fDweLkdFCyEWT+W9iwlRwQ70B5mMXO1239/roLWCsgfmM9Sqqf1CD0F13Ug3NJh4bH0djaWGzUAiy8tnvAz6JNJYiMUmBYEQN8gXz/LRaBh/vDhwp95Uy72dNupMlRFVvJBapUJXoy4fhaymHoI5Wo2aF7a72dJoQq0qTm08MBDk+GiYWDq/0pcnxKoiBYEQN+j4SIiRQKq87H5fh41Op+GaZflKY9Re3TZIZPNkq2jLYE53nYFvbKij1aYHIJzK8aszHvpllUCIRSUFgRA3QFEU3u8PMlWKKlYBD/c5Ki57YKH58cXVkkOwUI1axbNbXWxrNpd/lqMjYQ4PhQglcyt8dUKsHlIQCHEDhgMpTk/FiJSWqbucBrY3W7DqKyt7YCHDvKOHyUx1nTKYr82u51ub6ulwFFcJYuk8vzw9yxWvrBIIsVikIBDiBhwaDDIWSpXz9B/ottPu0KNWVe52AZRGIJeOHmYKCtmcUpWTAzVqFd/aXM/OVgva0s/z2USUgwPBck+HEOL2SEEgxNfI5gscHAwyUzpdUKtRsa+3MrMHFpp/9FBRIJmrzm0DgAaLlqc315fHIyeyBX5xepaLs/EVvjIhVgcpCIT4Gmen41zyJMpn37c2mtnQYMRQW9nbBQDGBUcPq3nbQK1S8eSGOu5utWKoLb51nZuJ815/gJlSUJQQ4tZJQSDE1zjQH2AilGbuNrqv10GLTU+F7xYA1zYVwlxaYXVlEcznNGp5btvV8cjpXIFfnPZwYSZWlVshQlQSKQiE+AqRVI6jI2G88eInUKtew+4uWzlOt9IZatXXjGROVGEWwXwqVTEM6r5OG+bSeOR+X4K3LvmZDEuksRC3QwoCIb7Cx2NhBv1JsqWb6N1tVnrqjGg11fHSMWo11FbxPIPrsRlqeX6rm7764njkbF7hpbNezk7HyFf5zybESqqOdzUhVsh7V65mDwA80uekpUKjiq9n4TyDRJXNM/gyu7vs7O2yYTcUxyOPBlO8ftHPeEhWCYS4VVIQCPElJsMpPpuMEkoVw29arDrubLOWb0LV4Is9BNW9ZTDHrNPwwvYG1rmKqwS5gsIr57x8Phktr+YIIW6OFARCfIkjQyFGA6nyMvTuLhsdDv01e/KVzrhw4uEq2DKYc2ebhX09jvIsialIhtfO+xgJJFf4yoSoTlIQCHEd+UIxqng6Wtwu0KhUPNznrPio4oUWrhAksoWqnGdwPcZaDS9ud7PRXVwlKCgKr1/08dlEpDyeWghx46QgEOI6LnninJ+NE88Uo4rXu41sbjRh1FZ+9sB8Bq2amnkNkKtphQBgS5OZR9Y5aSiFRHnjWX59zsegX1YJhLhZUhAIcR0fDASL2QOle+eDPXba7HqqaLcAKH6K/kIPwSoqCHQ1al7Y5mZzQ2k8sgLvXvFzYjRMIiPjkYW4GVIQCLFAMpvn0FCI2Vgxe8BQq+bBbgfuKogqXmjhKYPV0lQ43zqXkSc21JW3c4KJHC+f9dLvk1UCIW5G9bRLC7FMTo5H6fcly/vQO1ss9LmM6Gqqr35euEKQWGVbBgC1GjXPbXVxcCDIdDRDvqDw4VCIYyMhupx6rPpKeZvLEpoYYnw6wKLMY6q10dLdTqPTTG2VrVyJylQprxQhKsb7/QEm52UP7C9lD1Tje66+Vl2edgiQXCU5BAt1OA18Y2MdFz1xRgIpIqkcvzzt4e42K3e1WVf68ory03zyyn/lZ29/zuQixCWomx/k3/7Z7/CE00x15GaKSicFgRDz+GJZPhqLEEgUP8LVm2q5t8NaPtpWbTRqFfqaYnxxvqCsuqbCOTVqFc9scXGgP8hkOE02r3BiLMKhwRDddQacxpX/91NCo/Sfv8C581fw3XZ7gwqLbS9qjVZWB8Siqb41UCGW0LHRECPBVPmmeV+njU6n4Zpl92ozv49gNfYQzGmx6fjW5no6HcXBR/FMnl+c8XDZk1jhKyvKTI4y4QsRXZReRw2ullbq7Db5VCcWjTyXhChRlGL2wFxUsQp4uNdRddkDC80VBGnmeghW5xl9tUrFNzbW8+6VAOOhFKlcgdNTUQ70B+itN+Ayr2RTaJ7Z0TFmg2Hm2gfU1jY29LXTYL+F7SiVib77N9LirM6tLFGZpCAQomQokOT0VJRouvgRrqvOwI4WC1Z9dWUPLDQ/nGi1HTtcyG3W8sxmF6enYlyYjZPMFvjlGQ97uu08YNKu3MhqJcL42BSBUIJiOabCtmEfL/zBM9zfZ7v5pVpVDQZ7PU5rdT83RWWRgkCIkkODIcaCaQql8IEHu+eyB6r7M5hRe3XLIJ0vkMkrKAord3NcQioVPLreyduX/YwGU8QzeS7MJnjnsp8+l3HlVnsyk4xN+AhFc6Xf0NLUs5F1GzfT0yGf8kVlkB4CIYBsvsDBgSAzpajiWo2Kfb0OmqzVlz2wkKFWUz5poCiQyhbIK6t3lcBprOXbW1301hd7CTL5Ar866+XcdKxc7C23vGeM8dkg4UzpNzQu2jpcOBy1UgyIiiEFgRDAmekYlzwJUtnigu7WJjPr3Sb0NdW/JHvdAUertLFwzoM9Du7vtGHVFf/9hnxJ3rzkZyKU/pqvXAoKsbFRJv0hEqX2DZWlhfZmJ3ajvAWLyiHPRiGgfFxt7ja5v9dBq023KpbVrzcCebUMOPoyVn0NL2xzs640+ChbUPj1OS+np6Ir0EORZXJsHF8wwtyGQW1DO231DqQFQFQSKQjEmhdJ5Tg6EsIbL67nWnU17Om04zKv/Nn1xbAwvng1nzSYb1eHjQe6HTiMxVap8VCa31zwMRpchFSgm5H3MDY2S7C8X6Cmrq0dt92ObhUUnGL1kIJArHkfj4UZ8ifJlpbR72m30l1voFazOl4eRq3m2rTCVZxFMJ9Jq+GFbW42uExAcaT1by74ODkRIZNfvoJIiY8zNhkgFJ/bLzDR1N6Cw26SN2BRUeT5KNa89/qDTJU/vcEj6xw026o7e2C+Lw44Wp1phdezo8XC/j5HebVnJprh1fM+hv3Lt0qQnRpjwhe8GkhU01BsKLTLIS9RWaQgEGvaRDjNZxNRQqni7m6LTcedrVbsFTMQ5/Z9YQTyKp1ncD2GWjUvbnezqcGECigo8NYlPx+PhUlml2OVII9vZIzZQJh06a9c7Wilo8GOXfYLRIVZPe96QtyCI0NBRgMp8qUb5J4uOx0OPZoqjipe6Po9BGujIADY6Dbx2Lo6rniTTEfS+ONZfn3Oyx0tFrY0mZf2mytxJsYm8YfizJUfGpOGxOQg509Eb3oOQY2tha72RpxmrRxXFItOCgKxZuULxaji6VL2gEal4uFeB01VHlW80BdWCNZID8EcbY2a57e5+HAwyGw0TUEpnip5YkOYTqcBs24JW/1z04yNewmGc+Xfys+c5PV/GOGQ4WbfftU0P/iH/MnvPIFzRWOYxWolBYFYsy554pyfjRPPFDd317uNbG40YdKurrNgBu21I5ATqzy++Hp66o08saGOS54EY6EUoVSOl854uKvVyh2tliX7vnnfGGMzQcLpq3/fhWSQ6bEg0zf7YCortr1q1FoJMxJLQ3oIxJr1wUCQiVCaufC6fb0OWu36VZE9MJ+hVkOt+upLPZlZW1sGUByP/OwWF9ubzeXVkqMjYQ4Phwgnc1/z1bdKITkxyqQ/SHwx2hVqGmhtr8duk89xYmnIM0usSYlsng+HQnhixdMFxlo1D3TbabCsvqXYYlLh1V+v9gFHX6bdoeebm+q5MBtn0J8kms7zqzMe7u2wck+7bQm+Y47p0XG88wKJNK4N3LNjPW31hpv+lK8ydLNnewf1+lVWsYqKIQWBWJNOTkTp9yVJ54of3e5osdDnMqKrWX2LZoZaNZp5KwSJ3OqPLr4ejVrFtzbX835/cTxyJq/w6USUgwMheuqM1JkWOYiq4GdsbIZgOQFTTd3GB3n6d5/hvl7rzS/7q3VY7TZMq+8pKiqEFARiTXr/SoCp8NVc+4f7nLSsouyB+Qy1Gmo1a/PY4UKNFi1Pb67nzHSMy54EiUyeX57xsLvTxp5u+6J+LyU5wdiEn9BcAIHKSEv3Orp7e2ltWR0pmGJ1kVpTrDneWIYTYxECiSwALlMtuzpsOI2r801ao1ah06jRlJojktn8qp9l8GXUKhWPr6/jnjYrhtri29+56Rjv9QeYjWa+5qtvTn56lHFPgPIBA42bto567BJIJCqUFARizTk+EmY4kCp/Sr6v00aXU3/N0bzVZn4WQWKNHTtcqN6k5dktLnrqiuORU7kCvzrj4fxMjMWbjlwgODrOzDWBRG10NDqwSw+AqFBSEIg1RVEU3usPMB0pbheoKG4XNK+y7IGF5h89TK6R4UZfRqWC/X0O7uu0lTMIrngTvH3Zz2R4kSKNlSQTY+P4QzHmEov1LR201TmwrK5TrWIVkYJArClD/iSnp2JE08W36e46A9ubzVj0q/tden440VruIZhjN9Ty3FY3ffXF8ciZvMJLZ72cmY6VUytvS36G0TEvwXC29Bsa3G0d1DnsrM6NKbEayGaWuClKYpbBwUmC8Qw39L6pUqFSa6jRGjBabNS56nGYdSu2PP/hYIjxUIpCaW34wR4H7XY96tUWPrDA/C2DdL5ANq+gKKy6zIWbsbvLzt5uG8OBJKFkjpFAijcu+tnUYKLTabitxy4ExxifDhBOze0X2GntbMJpv/njhkIsFykIxE1JXXqHf/ib1zk9Fi4vhX4dlUqFSl1DTa0WncGMs6GNnk07uGfvbu7ocWPWLs9CVSZX4IOBIDOl5jGtRsVDPXYarKsve2AhQ+3VEcgFBVLZAnlFoWYNVwQWnYbntzXw0WiEj8ci5AoKr5738nCfgxab/pqTGTcrNTHGhD90dcKhrpn29jrs1tW9EiWqmxQE4ibkmL58mgvnznJxKsGtLayqqdEZ+eT4Id57803uevJ7/M6z99HrNi35k/HsdIxL3gSp0pS7rU1mNjSYMNSs/jdp48IRyLliY+FqbqS8EXe1WtjX42DQl8SfyDIZzvDaeR9bGs30uYy3+Kh5ZkfH8ATClDcMXO10uOzYV3/tKaqYFATixhUiDA9PEUmkb7EYACiQS8cIzsYIeqaZmZ4hmFHxF9/bTW+9fkmXU98fCDIRvnrt+0vZA2vhQ/IXJh6uwfji6zFqNbyw3c3RkRBHhsMUFIU3L/p5dJ2Tdof+1oKqCiHGR6cJhpKl55oKW1sHTQ47hjXwXBPVSwoCceOyYwyPBYkn5tZBa3BvupctXfVYtNd5p1MUFCVPLp0gFgnhn55gfNpPNJUrvlEqWaIzlzj8i5fYsaML173dLNUR7XAqx7HhEL54cbvApq9hd6cN12Kn01Uog/Y6Ew+lIABgS5OZR/qc9PuSzEYzzMYzvHLex/YWC5saTDf/gJkJxiZ9BK/uF9DY0U6dw8bqX4sS1UwKAnHD8rODDHtixOeCVtQutn3zt/g3+zfRZLxeQQBQoJDPk8tmSCWj+Ic/5/2XfsHbn40SSOaBPPGJ4xz6ZIQHNrRhr1+aG/THYxEG/UmypfP397Rb6akzUKtZGwdtjLXXTjxMZtdmfPH16GvUPL2lngP9QWajGRQF3rsS4PH1Tjodeow3Of0yPzvKmCdIpLxfUE9buxu7XaYUisomBYG4QQrx4WEmI3FSpSPsKmMH6zf10NvXSf0NPZMU8hvW0dtmIPMf/gvvnJksNl3lw/RfHCIUuROl3rYkb5rvXQkwFbmaRPdIn5PmVRpVfD2G2mtXCBJrPItgvmS2wNHhMBPzoqwDiSwvn/Oys9XK9mbzTTyaQnh0jGl/iESp3lJZWulocWA3ro3iU1QveYaKG5RjYmiEYCzB3G1E3dRFt9OC+YY/QKnQGBy07niUPduacZSntBSI+LzE0ukbPrlwMyZCaU5ORAmniksbrTYdO9ss2PRrpx5e2EOQzBTWbHzxfJFUjr8+NsFfH5tkfF4okQIcGgxxbDhEJHUz45HTTI5N4AtFy89lbWM77fV2bLJfICrc2nlHFLen4GNo2EM0ni1PbnN29dBoMXG99oGvVFtHc4Mdo04DpfIin06RyuVZis+sR4ZDjART5cCZPV12Ohx6NGuow95Yq6FWvWDLYI0XBN5Yhr85Nsk/fDrNaDD1hb+PcCrHr856uLvdyl1t1ht81FraH/o3/K993yRayixWW5rp625Et3aebqJKSUEgboiSGGFoLEw8ObdfoKe1uwOb2XhLy0yFQgFlXnC8SqtDp1Ev+pJVvqDwfn+AmVJUsUal4uE+B02WtbNdANc5ZbDG5xlMhFL85MgE/+PzGabCGfKKggrY3+tgNpbhsjdBNq9wYjTCh4MheuoMOG5o+JUGW+sGdrRuWOofQYhFJ1sG4obkJwcZDUSJz62Dqhvo6qnHbL6FmjI3zdhkiHiy/GDUNTZhMRgW/Ql5yRPn/EyceLb4vTa4jWxuNGO6yUaxamfUahY0Fa7dUwb93gT/54FR/uHTaSbDafKKgkYF397q4n9/pJM/ua+FTkcxqTCWyfPSGQ8XPfEVvmohlp6sEIgbUCA4PMJMJE5mLonV1kF3swXTTa+DKkTOHeKji9MEknMP5mLjtl7q7Le22vBVDs5lD5S+1UO9DlrtayN7YL4v9BCs0S2D01Mx/vLQGK+e9xFIFLe/tBoV39vRwJ/ubmVHs4VNjSaOjoQZD6VI5Qp8PhXlYH+QvnojLrMkC4nVS1YIxA3IMDY8RiieLO/x17Z20+UwY7qpD9oKqcljvPQ/XuOTQS/F3QcVxr7dPLSzA7dlcevTRCbPoaEQnljxdIGxVs0D3Xbca/BNvXjK4OrLPbEGVwiOjYT5D+8N89JZL/5SMWDUqvnDXc38Tw+2s7PFgr5WTYNZx9ObXXSXxiMnswV+ddbDhZn4Io5HFqLyyAqB+Hr5aYaGvcSuBhDg6urGZTbd8OS2bHicCycO8Oarv+G9o+eYiRXfkNXWDTz64tPcu64B0yI/Gz+biNLvS5DOFcuYna0W1rmMt5Y+V+XWeg7Bu5cD/OWRcQ4NBsuTLu2GGv5oVzN/sKuZnjpjeXaBSgWPrnPyzmU/o8EU8UyeC7MJ3rnip89tXPWjssXaJQWB+FqFyDDDkxHi6bkbiBr8Fzj4mywXLJovzQ0o5LOkE1GC3inGR8YYHx9jfNJLJJWloIDGsYFHf/ff8btP7KTNplv05ar3+wNMzTtb/vAayx6Yb2EOwVrpIcgXFF455+Wvjk7w0ViERKZYDDSYtfzp/S3867uaaL/OiZM6Uy3PbnVxcjLK6akY6VyBl896eaDHQaNFu+qnY4q1SQoC8bWyY4OMBmOUE4vJ4z3zDr8a+ICv/LCtFMjnsqRTCRKJNNl8AQVQ1Vpp3/4QTz3/bZ546E563WYWe+ChJ5bhxGiEQKK4quEy1bKrw4bzhjrFV58ajQpdjQq1qjjtMJlZ/QVBJl/gZ5/P8h+PTXJqMkqqtFLU4dDzgz2tfO+ORpqsX35zf7DHwe5OG8P+JJF0ngF/krcu+dnoNtHu0C/njyLEspCCQHyNPJ6hEbzRBFfjWRTSER+eyK08ngZ7z708/sL3+PZjO2h3GLiNKbNf6vhImOFgsnzTu6/TRpdTv6an+82tEmTySimpcPUWBIlMnn/4dJr/fHySC54EmVIxsMFt5C/2tvPcNhcuk/Yrm0tt+hqe2+bm4/Eon45HyOaLqw37eh0023Rr+rkkVicpCMRXU+KMDk0QiafKDYUqtQa1WvW1EcNKIU+hoCyYjFggMX2WAz//R6jR8juPbqPFtrgZ74qi8N6VADOlqGKVqhhV3LTG934NNepyQbCatwxCyRx/+9Ekf//xFAPz5lfsbLXwF3vbeGpTPQ7jjT3ndrXbeKDbzqAvQTCZYyyU5o2LfjY3mukpNR0KsVpIQSC+Wm6SodEAsfJ+QS09T36f33t8K632rzlikEsRDYfwz44xcOZjjp04z3ggQTo8zeDnAYIxBbP9f+K7e/qo1y9eSTDoT3J6OlZuHut2GtjebMaiW1vZAwsZtBpqNGrIFlZtU6EnluGvj07wj5/OMBa6mj74QLedH+5t45F1zpuKrDbrNDy/zc3xkTDHR8PkCwq/ueDj4T4HbXYd2jUyHEusDVIQiK9U8A8xMhMlXg4gqKfvnvu4f9+ddFi+5s1QyZPLZEglY0Qee4JHP32Nf/y7lzk+4CWZTxMYPMKvX7mbnT1u7F32RXsyfjgYYjyUolA6I/Zgj502h37NN4IZ52URpHKFqz0dK3tZi2YsmOLHR8b56eezTEUyFErpg09uqOMHe9vY02XHfAtF4R0tFvb3ORjwJ/DGskxH0rx23sfWJjMb3LcwHlmICiXlrfhKqZEhxkOxeRMO2+lut2E23MBTR6WhRmfAbHfR3L2Fe7/xe/zb5+6ly2Us3oTyccaOH+LTES/h7Nc92I3J5Ap8MBBgNlrcLtBq1OzrcdJoWXvZAwsZ5s0zKCjFoiC/SrYNLnvi/J/vj/BPn84wGUlTKKUPvrDdzf+yv4MHem6tGIBiqNPz29xsbjChovh399blAJ+MRUhmZWKkWD2kIBBfIcfU0Aj+2NWGQnVTF11OM8ZbeG+tMTex/ZHdbG50YCx9LM0HLnJhMEAksTg3pjPTMS55E6RKb9Rbm0ysdxvR16zt7QIopRWuwvjizyej/If3R/jZ6Vk8sQyKAroaFf/6rib+54c62NVhw1h7e//+mxpMPLqurtyH4otleOWcjwFfYjF+BCEqghQE4ssVQgwPTRGJp69OOOzsptF6CxMOAVChb2qjyW5CX558HMbniZJOLc7g4wP9QSbDmXIj48N9azOq+HquG19c5X0Eh4dC/L/eG+aVcz4CiRwKYNZq+Hf3tvDvH2xnR4sZ/SIEUelq1Dy31cXWJhNqVXE88oGBAB+Nhomll2JotxDLTwoC8eUyYwyNh+ZNONTR2t2F3WTklj9vqeHaYwcF8oUFv3WLQskcR4ZD+OLF7QK7vobdnXbqTWsze2Aho3b1hBMpCrx50c//+/0R3r4cIJwqrmE5jTV8f08r39/TxsYG06I2/fXUG3lifR2ttmIGQTCZ4+WzXq54ZZVArA5SEIgvlZ8ZZNQbIzG3v69uoLO7HvNtZAznvTN4YslyTwIqEza7ntra238qfjwWZihw9ZjZPe1WuusN1EonOHC9EcjVmUWQLyj86sws/5+DI3w4GCp/Qm+yavn3D7Tzx/e10FNnWPScgFqNiqe3uNjebC4/9tHhEEeGQ4STua/5aiEqn7xTii+hEB0eZjIcJzVvwmFPiwXTLR8RzDD26SmGvKHyY6JrobPThsl0+2/e710JMF3KHgB4ZJ1TcufnMdYuGIFchWmF6VyBf/psmv/vB2N8NBohURpr3eU08L/s6+AP7mm+bhTxYulw6Pnmpno6SkmFkXSel856uOSV8cii+klBIL5ElomhUYKxxNUJhy3ddDpvdsLhHIXE8Ae88uYnDHniFN/GVRh6drK9vQ77rTUllI2HUnw2ES0vHbtMtexottzUmfPV7rorBPnq6ZKPp/P87UeT/F8fjvP5ZKwcRby5wcT/9nAHv7OzkSarbkmPl2rUKp7aVM+drRa0peLq0/EoHwyE8McX6aiMECtECgJxfQUPQ8MeovFsuaHQ1dmD22y6+bwAJc3smTf4bz/5W177eJhgunQTqmng7kf3srGljtvNJToyFGIslCofo4um8/yPz2f4ZDxSvnGsddU84CiYyPKTo+P8+MgEF2fjZEqFzN1tVv73Rzp5YZsbl/mro4gXS5NVy1Ob6ukqJRXGM3l+dcbDhVlZJRDVTT4+ietS4iMMTYSJlwMIzLR1t2Ix6W+wisyTCkwxfOkMn504zvHjn3Dq4ii+WJq8Aqh0NN//bZ7bv502u+62wnHyBYX3+69GFUPxjP2vz3k5PxPj8fV1/PbORvrqjdcsma81xuudMqiCgmA6kuY/Hp3gv5+cYTyULhd9+3od/HBvG/t7HViXcSVIrVLx+IY63r0SYCyYIpktcHY6xvv9Ada5jDRI5oWoUlIQiOvKTw4x5r92wuH0iZ/zX3wHsdR+1U21QC6TIh4NEQqECAZ8eD0e/KEE6fzV0woNd36b3/+DZ7mvrx7DbUYEXJyNc342QTx77fGvUDLHp+NRRoNpDg+FeHqLixe3uWmxL+2ycqUyLOwhqIIVguFAkh8fHudnpzzMRNMUFFCr4Jsb6/n+nlZ2d9kxaZc/Y8Jl0vLMFhefT0Y5NxMnlSvw0lkve7vtuM1OOeYqqpIUBOI6CgSGhpmJxplLLEZJMnn6A7znNV+zQqBQyOfJZTNkc3kW3m9UOjeb9j/Hb//Wt9l/VxcOg+a2o3MPDgaZDKcoJRWzo9nMbDSDJ5Ylryh4Yhn88SxDgSQHBwK8sK2Bb26so968tj7JGbQLewgKFZ1DcGE2zo8OjfPyOQ/eeBZFgRq1ihe2ufmz3a3c1WbBcJuBQ7dKpYL9vQ7evmxjJJgils5z2ZPgnct+1ruMtNplPLKoPlIQiOtIMzo0TiiW5Orue4FsMsGttk2p9fV0bbuXfU88zkP338nmLjdm3e0XA4lMnkODITyx4pUZtRr+9P5Wmq1aXr3g49VzPjyxDHlFYTyUZjaa4dJs8Y37e3c08mCPfVmXm1dSsYfgajmXzFTulsEn4xH+8tA4b1z0EUoWA4cMNWp+585G/vi+FrY2mdEtQuDQ7XAYa/n2Fjefjkf5fDJKJl/g5bNeHux20GTVLdlJByGWytp4JxQ3JzfF0LCPWOLmz1arNbVo9QYMRhNWZwPNbe10dK9j05ZN9HZ30NHWTJ1Fz2K9l382EaXflyBdahy8s8XCrg4rmxrMbG4y8+i6On52apb3+gOEkzkyeYUBf5KpSIbTUzEe6LHz2zsbubN15T5tLpcv9hBU5pbBBwNBfnR4nPcHgkRKp0YsOg1/cE8zf7irmfVuE7UV0guyu8vG3m47w4EkoWSO4UCKNy/52dRootMp45FFdZGCQHyR2s3u3/+/0fatGJmbbdBXq9FoNGhqioWByWzBYrXjsFsxaDUs9oem964EmIqky79+eJ2DZquOWo2KLqeBJouOrU0mntjg5H+cnOXEWIREJk8im+f8bJyJcJqPxyI8us7Jb+9sZIPbuGqDjAy16mtupIlsvhziVAkUBd646OPHR8Y5Mhwmnin2hNSbavnje1v4vbub6FqCwKHbYdXX8NxWFydGw5wYi5ArKLx6wce+XgctNn3FFC5C3AgpCMQXqS20brmb1pW+jq/hiWU4MRYmWFrJcJu17Gq34TBejSrW16rZ4DbRYtNxV6uV9/sD/PPJWc7PFI+uhVM5PpuIMhpMcXQkzFOb6nlxu5t2+9KF26yUGo0arUaFWlWc2FdJKwS5gsIvT3v4j8cm+HT86hTBFpuO7+9u5bd3NtJiq8xl+LvarDzU42DAl8SfyDIRSvP6heJ45D6XcaUvT4gbJgWBqFrHhsOMBFLlm9p9nVY6nfrrfoK06GrY0WKhza7n/k47r1/w8bPTswwHitkFvniWo8MhhvzFxsPnt7r51uZ63ObVMxhJxdUsgkxeqZjo4lS2wD+fnOZvjk9ydjpe3v7prTfwwz1tvLDdTYNFt+irS4vFpNXw/DYXx0ZCHB4OU1AU3rzk55F1Ttod+hXvdRDiRklBIKqSoijFqOJoMXtApYJH+pzl8bRfps5Uy71GG51OPQ/22Hn5nJdfn/MyE81QUGAynMYTy3DFm+S9/gDf2d7Aw31ObIbV8VKZSyvM5JWKWCGIpnP8/Ykp/vbEFFe8CTKlLYxtTWZ+uLeVZza7qDMtT+DQ7djaZOHhPidXfElmoxlmYhleveBje4uFTQ2mlb48IW7I6niXE2vOoC/JmelYebBNT52B7c0WLLqvbwxUqaDJqsNl1tLnMvJIn5NfnPbw9mU/wWSObF5hyJ9kOpLmzHScty75+e2djdzTbsW4AmfeF5OhVl3MIsiu/PhjfzzLfzo+wX/7ZJrh+Ss9HTb+Ym8bj2+ow14lhZi+tjge+fBQCG+sWFy+dyXAY+ucdDr0Vf+8EWtDdbzahFjgg6Eg46EUhVL4wIPddtpuMnCoRq2i02mgyapjc6OZxzc4+ZeTsxwbCRPL5ElmC1ycjTMRSvHpRJRH+hz81s5GNjeY0FbpMrCxfPSw+PNlCysT6zwVTvNXR8f555OzTISvpg8+0ufkB3tb2dfrvKHirpKsd5t4bH0dl70JJsJp/PEsvz7nZWerle3N5pW+PCG+lhQEoupkcgUODgSZjRW3C7QaNQ/1Om85MlZXo2a920iLXcfOFisHBwL888kZzpT2s6PpPJ9PRhkLpjg2EuYbG+v4zo4GupyGimxy+yrzw4kKCqSzBfIFZVl/jkFfgh8dGecXpz3MlrZq1Cr41iYX39/Tyn2dthVJH7xd2ho1z251cWgoyHQ0Q76g8OFQiKPDIbqdeixrJO9CVC95hoqqc2Y6xmVPglSpE31bs4kNbiP628wRMGs1bGs202bXsavDxluX/Pz081kG/UlyBQV/Isux0TBDgSQfDoZ4douLZ7e6aLRUT+Phlw04Wq6C4Nx0jP/f4XFeOefFXxqcpdWo+M72Bv7k/hZ2tlox1Fbn6gtAd52BJzbUcX42zkggRTiZ4+WzHu5pt3JXm3WlL0+IryQFgag6710JMBlOM7f7vb/XSYvt9gYkzecw1rKr3Uan08AD3XZeOe/jpTMepiLFLP3pSAZvLMgVb4L3+4O8uMPNY+udOAy1X//gK8xYc5344oLCV7diLo4To2H+8tA4b172E0oWj4oaa9X8q7ua+ON7W9jUaKr6jvwatYpvbXZxcCDIZDhNNq/w0ViEDwdD9NQZrjkSK0SlkYJAVJVwMsexkTD+RDGq2G6oYU+XjXrT4r7RqlTQaNHiMjnorTeyv9fBL894ePOiH38iS66gMBJMMR3NcG42xtuX/Hzvjgbu77RjruC9b4N24YCj5WksfO9KgB8fGefgQJBoqRHUpq/hD3c18we7mumrN66aEJ9Wm45vbqrn7HScfl+CWDrPy2c93Ndp5f5O+0pfnhBfSgoCUVVOjIUZ8ifLCXv3tFvprjMsWbqgRq2i3aGn0aJlY4OJx9Y5+ennsxweDhFN50nnClz2JJgMpTk5GWV/r4PfuqORbc0rn7V/PYbrxBdnl/DoYUFReO28j58cneD4yNX0QZeplj+5v5Xfu6uJji/JjqhWGrWKJzfU8d6VAOOhFKlcgc8nYxzsD9JXb8S1xoZqieohBYGoKu9eCTAdvRpV/OgNZA8sBm2NmnUuIy02HTtaLHw4GOR/nJzl86koqWyBWCbP6akY46E0x0cjPLnByXd3NNBTb6yom90Xewjy5Q7/xZbNK/z81Cx/fWyCk5PRcvpgm13P93e38ls7G2i26dBUSwPGTWi06Hh6cz2np2JcmI2TyOZ56ayX+7tsPNQj45FFZZKCQFSN8VCKkxNRwqnip8w2m46drVZsy9i9bdJq2Npkps2u5552G+9cLjYeXvElyOYVAoksJ0bDjASSHBoK8cxmF9/e6qLZdnNHIpeK8QvzDJZmhSCZLfBPn07zn45Pcn72avrgOpeRH+5p5YXtDbjNlR84dKvmgrLevRxgJJgikSnOznjvSoD1bhPNy1DECnGzpCAQVePIcIjRUKr8iXZvt50Ox8rMHLAbari7vRiVvKfLzmsXfPzqjKeUjQAz0QzeeJYBX5IDpSjkJzfWUWda2eXi+ccOYWl6CCKpHH93Yoq/OzFVLpQAdrSY+Yu9bXxrkwunqXbRmkArVb1ZyzNbXHw2GeX0VIx0rsDL57w80O2g0aKtiAJRiPmkIBBVIV9QeP9KgNlIMXugRq3i4T4njdaVu8GqKA5Uqu+upbfewL5eBy+d8fCbCz588Sz5gsJoMMV0JM35mQTvXAnwvTsa2Nttx6JbmZee8UuOHS4WbyzD3xyb5B8/nWYkeDV9cE+XjR/ubeOxdXWrJgb6RjzQ42B3p41hf5JIOs+AL8lbl/1sbDDR7tCv9OUJcY2188oUVe3ibJzzs3Hi2eJ2wQa3kU2NJoy3mT2wGNRqFa12PQ0WLRvdJh5d7+Tnn89ycDBEOJUjk1fo9yWYiqQ5NRXjwR47v31HA3e0WNEv85n7hU2FxQFHi5NWOB5K8ZMjE/zL57NMhdPkFQUV8Nh6Jz/Y08YDPY6qSx+8XXZDDd/e6uaT8SifjEfI5hVePe9jX4+DZpuuovpLhJCCQFSFg4NBJsJpSknF7Ot10GqrrECgWo2annoDzTYt25rMHBoK8dPPZ/l0PEIiWyCeyXN2OsZ4KMXHoxEeLzUernOZlu3InaF24bHDxVkh6Pcm+NHhcX55xoOnlOWvUcGzW138+e5WdrXb1mye/64OG3u77Qz4EgSTOUaDKd645Gdzk5meOsNKX54QZVIQiIoXz+Q5NBjCGytmD5i0Gh7stlfs8S1DrYbNjWZa7XruabPy7pUAPz01y8XZOJm8QiiZ45PxCCPBFEeGwjy1uZ7nt7lvehbDrTAuPHaYKdx2D8HpqSh/eWic18778CeK6YM6jYrv3dHAn9zfyo5my7KvhFQSi07Dc1tdfDQS5thomHxB4fULPvb3Omiz69Au0ZFZIW6WFASi4p2ciNLvS5Q71Xe2WuhzVX6qnU1fw51tVtqdenZ32fjNBT+/PO1hNJgiryh4Yhn88SwD/gQfDAR5bpuLb26sX9JCx1AeblSUzOZva4Xg6HCIHx0e5+3LAcKpYvqgSavh9+5q4o/ubWZTo0lueMAdLRb29Tno9yfwxrJMRdL85oKPbc1mNrhlPLKoDFIQiIr33pUAU+GF2QOVuTpwPS6TlrquWrrrjDzUY+fX57y8et7HbDRDXlEYD6WZjWa46Inz7uUA39nRwEO9jiU5TvnFHoJb2zJQFHjnsp8fH5ng0NDV9EGHoYY/ureF37+niZ661ZM+eLuMWg3PbXVzbCTMBwNBCgq8fTnAI+ucdDgMVT2/QaweUhCIiuaJZTgxFiZYyr53m7Xc02Gtukx4tUpFi02H26xlvdvEw31OfnHaw3v9AULJYuPhgC/JZDjN6ekYD3TZ+d7OBu5qtS7q3nutRo22RoVaVZx2eCsrBPmCwivnvPzV0Qk+GouQKKUPNlq0/On9rfyrOxtpX6HjoJVsc6OJR/qcXPYUG0y9sQyvnvdxR4uFrU0yHlmsPCkIREU7NhJmJHD1+Nr9ncWhQ9XanV2rUdFdZ6DZqmNrk5nH19fx01MzfDQaIZ7Jk8wWOD8TZyKU5pPxCI+sc/K9OxrY2LA4S+8qVXGVQKNWUcgrxabCm+ghyOQK/LSUPnhqKlaeONnpLKYPfu+ORpqscsb+enQ1ar5dGo88Ey0OyjrYH+SxdU66nIaKnoEh1gYpCETFUhSF964EmI4WswfUKnh0nZMmS/VsF3wZfa2ajQ0mWu067myz8P6VAP/y+Ww51S+cyvHpRJTRYIpjI2G+ubGOF7Y3LEoQ01x8cTavkMjc+ApBIpPnHz6Z5j+fmOTCbIJMqadjo9vID/e28dxWN65VnD64GHrrjTy+vo6LswnGQikCySyvnPNyV5uVna2Wlb48scZJQSAq1qA/yZmpGLF0cbugu87AtibzqvokZdHVcEeLhXa7nvs6bbx5yc8vTs0yVFoV8caz+IdDDPqTfDgY4tktLr61uZ4Gy60fuZzfR3Cj0cWhZI6//WiSv/94mgH/1fTBO1st/MXeNr65qR6HcfWnD96uWo2Kpze7+GAgyFQkTa6gcGQkzJHh4njktRTaJCqPPPtExfpgIFiOAgZ4sNtBq12/Kpej60y13N9pp7vOwAPddl455+XX57xMR4tn+ifDaTzRDJe8Cd4fCPDCNjePrHNiN9x8L4WxVlNu9ktlC+TyXx1MNBvN8NfHJvinT2euiY5+sNvOD/e28fA657LOk6h2nU49T26s49xsnCF/kkgqx8vnvOzqsLGr3brSlyfWMHkVi4qUzhU4OBBkNlbcLtDVqNnX66DBUl3NhDdDpYImqw6XWcs6l5H9fU5+ddrD21cCBBJZsgWFIX+SqUias9Nx3rlcjELe1WHDdBONh8UVgmI/Ql5RSOcK5AvKdbciRoNJfnJ4gp+emmUqkqFQSh98cmMdP9jTxp4u+6pasVkOGrWKb26q58BAkIlQikxe4dOxCB8OBOmtM1BnWr3PcVHZpCAQFenMVIxLnkS5aW1ro4kNbiP6CogqXmo1ahWdTgNNVh1bGs08ut7Jz07NcmwkTDSdJ5UtcGE2zngoxWcTUfb3Ofjejga2NJlvKJvhy+YZLCwILnni/OjQOC+d9eKJZ1CU4rU9t9XFn+1u5e52a0VER1ejFpuOpzbWc2YqxmVvglgmz0tnPdzXWUw1FGIlSEEgKtL7/QGmImnmdrcf7nPSbNOt8B61QtIzwsh0gFj6BvL/VWpqtHoMRjP2ehd1VsNNncvX1ahZ7zbSUhrzfHCg2Hh4ZipGKlcgms5zcrLYeHh8JMyTG+t4cXsD3XVffQrjy7II5g/k/Wwiyo8OjfGbiz6CiRwKoK9R81ul9MFtzWb0FR4MVcnUKhWPb3DyXn+AsVCKZLbAmekYB/oDrHMZaVgFjbOi+khBICpOKJnl6HAYf6IYVWw31LC7y0b9ii+lphk4+M/83W8+YySUv4E/r0KtqaGmthad0UpdYxs9m3ey6/5dbOmow1h7Y8WBWadhe7OZdruOe9utvHU5wM9PzdLvS5IrKPgTWY6NhhkKJDk8GOLpLS6e2eKi2Xr9xkODVr1gnsG1I5APDQX50eEJ3rtyNX3QrNPw+3c38Yf3trDBbZT0wUXgNut4enM9n09GOTcTJ5kt8PJZL7u77LjNTjmtIZadFASi4pwYjTAUSJY72e9ps9JdZ6B2pW9C+Rn6z5zlzMnTjMVvMt1PpaZWZ8J29BAH3tnC/U8+x7cfv5OueiM3uujuMNayq8NOZ52BPV12Xjvv5eWzXiYjxTPt05EM3liQy74EBweCPL/NzWPrnTgXhDh92ZaBosBbl3z8+MgEh4dDxErpg3XGWv7o3mZ+/+5muuurNwOi0qhUsL/XyTuXA4wEUsQyeS56Erx7JcCGBhOtNt3XP4gQi0gKAlFx3rsSYDoyL6p4nZMm68q/OSqREUanQsRSt5D9rxTIpqL4JqL4pieZHBtjJvzH/NELe1jnNnKjpY5KBY0WHS6Tlj6XkX29Tl466+HNS3588Sy5gsJIIMV0JMO5mRjvXvHz3R0N3N95tflv4ZZBMpMnlcvzy9MB/uOxCT4ei5IojZlutur4s/tb+J07G2mzS/rgYnOaanlmi4tPJ6J8Phklky/wyjkvD/bYabJo5e9bLCspCERFGQ+m+GwySqT06bTNrmNnq6UijrVlJkYY80eJz+0WaOpZd9dm2l0WrleuKEqObCpOyDvF2Mgk/miKnALkkwTGTvP+//gHXK1N/N4jW2gy3twbv0atosOhp8miZVOjiUfXOfn5qVkODYeJpHKkcwUueRJMhNOcnIiyr7c4anl7s7kcTDQnks7x3z6e5tULvnJ/AhRzH36wu5Xv7GigUdIHl8yebjt7u2wM+ZOEUzkG/UneuuRnU4OJTqeMRxbLZ+XfZYWY59BQiLHg1bPue7rsi5LOd/vyeIdH8ERiZEu/o67fwqPf/Tc8sq2V697PlQKFXJZUMkZw8iLH33iJ149cYjqSQSFPbPJz3n7jKPdtbMHV57ylF6O2Rs06l5FWm44dLRY+HAzy089nOTkZJZktEEvnOTUVYyyU5qPRMI9vqKPFem2a4IGBIPF0nolwhkwpk2BLo4kf7m3j2S0u6k2SPriUbPoavr3VzYmxCCfGIuQKCq+d9/FQj4MWm14GRIllIwWBqBi5gsKBgQAzpajiGrWKh/scNFhWfrsAJcHY8CThWJK58wWGtvVsXr+BDb0NfF27Y2HzRtb1NGFQ/pKffXiJ2UQBlCRTJz/h/OR+tnY7cd7GCT6jVsPWJjNtdj33tFt553KAn52a5bK3mCoYSGT5aDTMcCBJk0XLWDBV/trLngT5QjGTAGBXu5Uf7m3jyQ11VTdEqlrd1W7lwR4HA74k/kSW8VCaNy762Npkps9lXOnLE2uEtAqLinFxNs75mXh5/3qD28jmRvNNhe4smdwkI2N+orHyfgHuzi7qLJYbqqrVWguN6/fw9BO76G6wlBsJ88FhhiaCRJO30JdwHXZDDXe32/h397Xwo2fX88M9bXQ6i+mOCjATzXB6OkaoND0SIJNXysXA/l4H/9vDnTxViiIWy8Os1fDcVhebGoo3/7yi8OYlP5+OR0jnbuCIqxCLQAoCUTEODgSYDKcp3ZvY3+uk1aaviOXqgn+E0dkIsUzp4lR22jsbsZhvIhtBbaRl8wba62zo5r4oFyIQTJHKLE5BAKCiOCb6wR47f/FAGz96dh2/d1cjbnNx1kBBgYXfTQV8a1M9/+v+Dh5Z58RaAT0ba822Zgv7+5zlDILpaIbfXPAx6E+u8JWJtUJe9aIixNN5Dg2G8MaLO/QmrYYHeuy4zJXwKVUhNTbMeDBKYu7Dmq6Fzg4HFvPN1dQahwObXosWSABQIJ9XUJbgQ6BaraLNrqfRomVjg4lH+pz8/SdTHB8Jk8he+w0VinHRapWKFW/XWKMMtcXxyEeHQ3hixWTId68EeGSdk06HHmMlrJSJVU1WCERF+GwyQr8vWV4e3dlqoa/eeENRvEsvz/TwKP5IjLmFdrWrgy6XBUvNTd49sxmyhUK5DwGVDr1eg2YJS/NajZreeiOtdh2ZnPKl0w0/Ho/wf39zkP/w3ghnp2PlHAixfDa6iydGmkvHbH3xLK+e99Hvk1UCsfRkhUBUhC9kD/RVRvYAAEqIkZFpwrG5KGUVlvYumm0W9DdVrygkJyfxROOUowxq6nC7TRj0S/ux/OBAkB8fGef0V9zoQ8kcH49FGA6kODoS5qlN9Ty31UW7Y3VOmKxE2ho1z2xxcWgoxEwkQ15R+HAwyLGREN11eiw6ecsWS0eeXWLFzUYznBiLECw1ujWYtezqsOIwVsjTMz3OyHiQaDmAoJamzk6cVvMNpwwCoIS48Nk5xjzheUcXO+h0W7Fol+aGW1AUXr/g5ydHxzk6HCae+WLksqUUWJTIFqceemIZfIMZBnwJPhwI8uxWF9/YWI/bol3hWRJrQ0+9kcfX13F+Js5IMEUwmePXZ73c3WblrjYZjyyWToW844q17NhImJFAilxpKfv+ThudzsqJyM3PDjPmiRAv38Xr6OhqwGq+mRtknuC593jjw7OMBeZWGjQ0btlBb0MdpiXYGcnmFX55epa/PjbJpxMRkqW+gVabjnSuQDCZI1dQsOg0/OGuZmajGV694GMmkqGgwHgozUw0wwVPnPf6g7y4zc1DvQ7sBnnbWEo1ahXf2lzPB4NBJiNpsnmF46NhDg2F6Kk34DBUQl+NWI3klS1WVEFReO+Kv5w9oFbBI+ucNFbMtDeF6MgIk+EocycDVcYWOtpsmI03eBdXUsyefY9f/P1POXh2imi29ECGbu7ZvZWOhhs7ungzktkC//zZNP/po0nOTsfLvRm99QZ+sKeN9674ea8/SK6gkCvAvR021rtN7Ot18quzHt67EiCYzJHNKwz4kkyF05yZirK32853dzRwd5tVmtyWUJtdz5Mb6zk7HafflyCazvPrs17u7bByf6d9pS9PrFJSEIgVNehLcmY6Vh6k011nYFuzuZy7v/KyTI6MEYzGy42AKnsdpnQI//gw8S9bIlAK5NNxQp5xBs5+ykfHP+LTs8N4o5nS4+hp3/MUj969jkbz4r4MI6kc//Xjaf72xGQ5mAhgW7OZv9jTxtNbXFzxJKhRh4DitENQ0V1noNmqY2uzmUfXOfnZqVlOjEaIZfIksgXOzcQZD6X5ZCzKI+scfHdHA5saTGgrovFzddGoVXxjQx0HSuOR07kCJyejHBwI0ldvxGWulIJZrCZSEIgV9eFgkPFQmkIpfOChHgdt9gpqYst7GRnxEIlly2f3leBpXvvPHo5+ZQaBQiGfJR2PEPR68AavzggANdZ1D/P8C4+ys8txk42JX80Xz/Cfjk3yD5/OMBxIXt2G6bDxg71tPLGhDruhBqP26jyDuWmHAPpaNZsaTLTZddzZauX9/mLi4bmZ4ipDOJXj04kIo8Ekx0fCfGNjPc9vc9HpNFRAvPTq0mTV8dSmek5PxbgwGyeeKa4S3N9p46EeGY8sFp8UBGLFpHMFDg4E8cSK2wW6GhX7eh24KyJ7oEhJjDIyGSKavHpuX4nPMHBu5tYeUKXDteURvvP7v8e37u3GaVi8lZDJcJq/OjLOP5+cZTKcLqcPPrrOyQ/2tPFQr73cpW6oVVNTysjPFRTSuTx5RUFTustYdDXsbLXQ4dBzX4eNty77+eVpD4P+YpHhjWc5PBxiwJ/k0FCQp7e4eGpTPU0WndyoFolKVfy3e68/wEgwRSKT59xMnPeuBNngNlXOKRyxakhBIFbMmakolzwJUqVmt21NFja4TehrK2W7APJTw4z5IsRzX/9nv1otlpb17HzgMZ584mF239GD26K7uVMKX2HAl+DHhyf4xZlZZqPFpkCNCp7e7OLP97Ryb4ftmgjo4grB1aWJZLYYkKRZkKtQZ6pld5ednnoDe7vtvHbexyvnvExG0hSUYhHiiWa46ElwoD/A81vdPLzOiVNijxdFvVnL05tdnJyIcro0ifKVc14e6LbTYJEJlGJxSUEgVsx7V4JMRdLlpfiH+xw0W28iCnjJFQgMjzAbjpEuNxQ20NvbRp1F9zWpXipUGg21OiPWugbautexrq+X7p5u2hvtGLWaRfs5z0zF+NHhcV4578UfL25taDUqvrO9gT/d3cLOFiv62muv1lCrpnbeEv/ctsH1dqZVquLytcusZb3LyL4eBy+d9fD25QD+RJZsQWHIX2w8PDsd593+AN/d3sCuDlsF9YJUJxXwYI+d3Z3F8cjRdJ5+X4K3L/vZ2GCi3aFf6UsUq4gUBGJFBBNZjo6E8CeKZ/kchhp2d9moM1XSUzLN2MgEwWii3FCo7dzDi3/4NHd1O7/m070KlUqFuqYWnd6Exe7AZl78UbbHR8L86PA4b132lwcWGWvV/Ou7mvh397awqdF03bRHQ636mj3/RLbwpQmGc2rUKjqdBpqsOjY3mXhknZNfnPZwZDhENJ0nlStwYTbOeCjFZ+NR9vcVGw+3NpkrJHGyOjkMtTy7xc3H41E+HY+QyRfHIz/Y46DZpquY47mi+lXSu69YQz4eizAUSJU74O9pt9JdZ6RWU0E3jvw0wyM+IuX9AjWunm1s3noHW7osK577/d6VAD8+Ms7BgSDR0ikNu6GGP7inmX97TzN9LuOXFiDGWvU1/y+ZzZcbC7+OrkbNBreJVrueO1osHBwI8vPTs5yeipHMFoim85ycjDIaTHFiNMITG5w8v62BnvrKyZaoNvd2WHmg286gL0EwmWMkmOKtS362NpnprjOs9OWJVUIKArEi3rkSYGZ+VPE6J00Vkz1QpIRGGJ0OE5vLGVZZaO9qwWYxrGgxUFAUXj3n5a+OTnJ89Gr6oNus5U/ua+Ff39VEh1P/lTdfQ63mmv+fzObJ3eTsArNWw46WYuPhrg4r71wO8IvTHvp9xaOO/kSWIyMhBv1JDg+H+damep7eXE+zTS8DlG6SRV/Dt7e4+Gg0zLGRMLmCwusXfezrddBq16GtpEJaVC0pCMSyGwumODkRJVL6VNtm17Gz1VpxI3cz48OMB6IkyonFzXR01WExr9y+eCZf4BeniumDJyej5fTBdoee7+9u5Xt3NNBi031ts9kXC4LCDa8QLOQw1nJfh53uOiN7uuz85oKPl896mQinKCgwFUnjiWW47IlzcCDIt7e6eGy9k3pTZRWAlW5nq4V9PQ76vQm88SyT4TRvXPSxvdnMerdppS9PrAKV9Q4s1oTDQyHGQinypRvQ3m4H7Q59hZ1jz+MZGcEbiV2dO1DXQVfD0s0d+DqJTJ5/+mya/3x8ivOzV9MH17uM/HBvG89vc+M2a2/o2J+xVn1NQZDI3HpBAMXGw0aLFpfJQZ/LyIM9dn59zsubl/x4Y1lyBYXhQIqpSIZzMzHe7w/w4nY3uzvtWCqsEKxURq2Gb291cWwkzAeDQQoKvH05wMN9TtodBgy1skogbo+8EsWyyuULvN8fYLYUVVyjVvFwn6OCoopLlBijw1OEY6lSQ6EKY2sXbTYzhhV43w0nc/zdx5P83Ynp8pI8wB0tFv5ibxtPbarHaaq94ZMLBu3VHAK4tS2D69GoVXQ49DRZtWxuNPNwn5NfnvZwaChEOJUjnStwyZNgIpTm5ESUfb0OvrOjgR3Nli+chBBftLnJzMPrHFzyxpmOZJiNZnjtgo87WixsaTKv9OWJKicFgVhWFz0Jzs/ESWSL6/Ab3UY2N5owVlD2AAC5SYbH/ETKEw41NHQVJxwu94vGE8vwN8cm+MdPZxgNXh0CtbfLzg/3tvHoOie2mxw49IUtg1yBXKHwFV9xc7QaNetcRlptOnY0Wzg0FORnp2Y5ORElkS0Qy+Q5NRUrNh6ORXhsvZMXt7npc5kW/STGaqKvUfPsFheHh0LMRgMUFDjQH+TRdU666gzXZE0IcbOkIBDL6kB/gMlImlKIHvt6nbTY9BWXblfwDjM6GyGeKV2o2kFHdxO2r4wrXnzjwRQ/OTrOv3w+y2Q4Q0FRUAGPr3fy/T1tPNjjuKWz/oYFWwbJTP5rjx3eCqNWw7ZmM+0OPXe3WXn3SrHx8JInTiavEEzmOD4SZsif5OhwmKc21fHMFldlxVdXmHUuE4+tr+PibIKxUAp/Issr53zc1WbljhbLSl+eqGJSEIhlE8/kOTQUwleaI2zSanigx47LVGmpdgrJ0WEmgjEScx+a9a10tjuwmJbvE9gVb4IfHR7nV2c8zMYyKKX0wWe3uvjz3W3sar/1iYPGBSsEidtoKrwRdkMNuzpsdNUZuL/TxhsX/bx01stYMEVeUZiJZvDGg1zxJvhgMMSzW1w8sb4Od6VtJVWAWo2KpzfX8+FgMdgrV1A4Mhzi8FCI7joDNunJELdInjli2Xw2HqHflyw3w93ZaqGv3liBoTV5pkbG8EdjlDcM3J101VtYrjELpyaj/OXhcV477yOQKKYP6mpUfG9HA39yfys7Wizob+Pvbf4sA1i8HoKv4zZreai32Hj4QI+dV875eOOij9lohnxBYTSYYjqS4fxMnPevBHhxewN7e+xyk1ug02ngyQ11nJuJM+RPEk7leOWcl10dVna121b68kSVkleZWDbvXgkwvTB7wFqBnwALQUZGZojEMqVYZRW29i6abRb0y7CKfWQ4xI8Oj/PO5QDhVDEUyaTV8G/ubuSP7m1hY4Ppts+dL+axw5ulVqlos+tptGjZ1GBif28xCvngQJBgMkcmX+CKN8FEOM2pqRgP9tj5zvYGdrZabnlFZLWpUav4xsZ6Dg4EmQilyOQVPh6P8OFAiN46I3UVt+omqoEUBGJZzEYznBiLlON1G8xadrXbcFTiEJz0OCPjQaLlAAItzV2dOCymJQ0kUhR457KfHx8Z58OhELFSToPTWMMf7mrh9+9poqfuy9MHb4a2Ro1Wo0alKn7f5SwI5tRq1PTWG2mx6dneYuaRoRC/OO3h47EI8UyeRCbPmekYY6EUH49FeHSdkxe3N7ChwShBPECrXcc3NhbHI1/2Joil87x8zlNMNexxrPTliSokBYFYFkdHQozM65C/v9P2tWl6KyU/O8SoN0K8HEDgoqPbhdVy48f6bvp7FhR+fc7LXx2d4MRYhEQpfbDJouVP72/ld+9sXNSsBrWq2LGuUanIKQqJzPJsGVyPoVbNlkYz7XY9d7VZeb/UeDiXtRBK5jgxFmE4kOLYSJgnN9bx3FYXHQ5DhWVXLC+1SsXj650c6A8wFkqRzBY4PRXjwECQ9W4TDdJ/IW6SFARiyRUUhfeuBJiNFrcLVBS3Cyoue6BE5bybF//9/4MHSkl7qMy0bltPg3FpPpWmcwV++vksf3N8klOTUVKlHotOp54f7G7lu3c00mRd/FG3Bm1xnkGuoJSOHa5MQTDHqq/h7jYrXU4D93XaeOuSn1+d8TAUKIZYeWIZPhjM0O9LcHgoxNOb6/nmpnoaLJU0IXN5NVh0PLWpnpOTUc7NxElmC/z6nJc9XXbcZmfFnd4RlU0KArHkBn1JzkzFiKWLN7reegPbms0VOxpXbe1g+/0dy/K94pk8//jpNP/5+CQXZhNk8sW/o00NJn6wp5Xntrpx3WD64M2af9JgqY4d3op6Uy17ux301hejkF897+U3F/xMR9IUFBgPpZmJZrg4G+eDgRDPbXPzUK8Dx01mMawGKhXs73Pwbn+AkUCKWCbPJU+Cd68E2NhgosWmW+lLFFVk7b2CxLL7YDDIRDhNoRQ+8FCPg1Y5Z04wkeVvT0zyXz+eZsCfLKcP3tVq4Yd72/jmpnocxqXbppifRbASPQRfRa2CFpuOBouWDQ0m9vU6ePmsl/f6gwQSWbJ5hX5fkolwmtNTMfZ223lxu5u7261rLpynzqTlmc0uPh2P8vlklHSuwKvnvTzQbafRol3T2yri5khBIJZUOlfg4EAQT6wYVayrUbGv14F7uc7vVaiZaJq/PjbBP306w1goXZ7r8GCPgx/saeXRdc4lH/Y0/6RBrqCQyRUoKEpFFWo1ahU9dQZabDq2NVt4uC/EL8/Mcnw0QiydJ5ktcHYmxmgoxSfjER7uc/Di9gY2N5oq8Djr0tndZWdvl718BHHQn+Tty342N5rodMp4ZHFjpCAQS+r0VIxLngSp0lS+bU0WNjSY0FdaVPEyGgkk+cmRCX56ara8DK4CvrGxju/vaWNPl31ZtlPmZxEoXM0i0NZUTkEwR1+jZlODiTa7jrvaLBzoD/Lz0x7OTsdI5QpEUjk+GY8wEkjy0WiEJzYUGw+769ZG46HdUMOzW12cGAtzYixCNq/wmws+Hupx0GLTSxy0uCFSEIgl9V5/MXtgbjH6kXUOmqxrtwns4mycHx0e56WzXrzxYvpgjVrF81td/OnuVu5uty7bXIdiD8HVT9Fz2waV2epZZNHVsLPVSofTwL0dNt66XGw8HPAlyRUUvPEsh4aC5cbDb22u56lN9TRbdau+we7uNisP9jgY8CXxJ7KMBdO8cdHP1iYzfS7jSl+eqAJSEIglE0zmODYcwp8ont9zGGrY3Wmjzrg2n3afTUT40eFxfnPBRzCRQ6H4yfe3dzbwx/e1sr3ZvKzL3AvnGdzuCOTlVGesZXeXnZ56A3u77Lx2wcer57xMllZcJsNpZqMZLnriHBwI8txWF4+sc+KsxNyLRWLWFccjfzQa5tBQiLyi8NYlP/v7iuPF19IWirg1a/OdWSyLE6NhhgKpcrPcPe1WuuuM1K7BUJlDQ0F+dHiC965cTR+06DT8m7ub+MNdLSsStvOFAUfZfNUUBFDssG+y6nCbtaxzG3mw284r5728czmAN54lV1AY8ieZCqc5Nx3j/f4gL2x3c1+HrWJPuNyu7c1m9vc6uOxJMBvLMBVN8/oFHztaLGxqMK305YkKJwWBWDLvXvEzMy+q+LH1dTRa19YxKEWBNy/5+MmRCQ4PX00frDPW8kf3NvP79zTTXWdYkYAmo1azYJ5BoVy8VRONWkWX00CzVcfWZjP7e5388oyHoyNhIqkcqVyB87NxxkIpPpuIsK/XyYvb3WxrNt/WPIhKZKjV8MwWF0eGQ3gGiltS7/UHeGSdk06HXqKfxVeSgkAsibFgkpMTUSKlG2C7XcfOVgvWVfrJ7HpyBYWXznj462MTfDwWJZEt/l00W3X82f0t/M6dTbTZdSvW9PaFLYMqWyFYSFejZoPbRJtNzx2tFj4YCPKL0x5OTUVJZgtE03k+m4gyEkhxYjTM4xucPL/NTW+9sSITM2/VxgYTj65zctGTYDKcxhvL8up5HztbrWxvNq/05YkKJgWBWBKHhkLXHKfb222n3b540buVLpUr8C8nZ/ib45OcmYqV0wd76gx8f08r39neQKNVx0r+dSwcgVxpWQS3yqTTcEeLhU6Hnl0dVt69HOCXZzxc9ibI5hX8iSxHRkIM+JMcGQ7z1KZ6nt5cT4tNv6L/HotFV6Pm6S0uDg2FmIlkyCsKHw4GOTocortOj0Unb/vi+uSZIRZdrqDwfn+Q2Wgxe6BGreLhPueayVaPpfP814+n+NsTU1zyXE0f3NJo4od72nh2q4t609KkD94MQ62a2oU9BFW4ZfBlHMZa7uu001Nn5P4uG29c8PPr817GgsVI6ulIGm8sw2VPnA8Hgzy7xcWj65y4zNX/PO2tM/L4+jrOz8QZCaYIJnO8ct7LPe1W7mqzrvTliQolBYFYdBdmYpyfiZWXyDc2GNncaF6243QryZ/I8l+OT/JfP5lmyJ8sf+Le1W7lh3vbeHJDXcVMeJyfQwCrZ4VgPhXQYNGy3+RkncvEAz12Xjnn461LfmZjGXIFheFAiqlIhrPTMd7vD/D8Njd7uuxLHgy1lGo0Kp7aVM8Hg0EmI2myeYWPRiIcGgrRU2/AYaiM56CoLNX7jBcV68BAkKlIsaEJYH+vkxbb6j8HPhUupg/+95MzjM/bLtnf6+AHe9rY3+eoqJuMUatZcOwwT65QWMErWjoatYoOh54mq5bNjWb29Tl46YyHQ0MhQskc6VyBS54EE6E0n0/GeKjHwYvb3exosWCorc7Gw3aHnic31HF2Oka/L0kknePX57zc22Hl/k77Sl+eqECV8+4kVoVYOs+hwRC+0uxgs1bDAz126k2r+xPJkD/JT46M87NTHmaixbPwahU8tameP9/dyu4ue8Vl7BtqFh47XH0rBAtpNWrWuYy02nTsaLZwaDDIL894+HQiSiKTJ5bJ8/lklJFAko/Hwjy63skLW92sc5uqLu1Po1bx5MZ6Dg4EGQulSecKnJyIcnAgSF+9cVVsjYjFJQWBWFSfTUTo9yVIl5rodrZa6Ks3rupQlPMzMX50eIKXz3nwxbMoCtRqVLy4zc2f7m7lzlZrRX7KNGiv01S4inoIvopRq2F7s5kOh56726y81x/gl6c9XCz1fASTOY6NhBn0Jzk2HOYbG+t5Zks97Y7qGsrVZNXxzU31nJqKcWE2TjyT55VzXu7vtPFQj4xHFteSgkAsqnevBJgpNRMCPLrOSZN19X4SOTEW5seHx3njop9gshg4ZKhV87t3NvLH97WwpXF50wdvxhd7CCpnBPJysRtquLfTRne9gfs7bbx50c/L57yMBFPkCwoz0QzeeJDL3gSHhoI8vdnFExvqqqZBVq2CR/qcvN8fZCSYIpHJc3YmzvtXgmxwm2haY7kg4qtJQSAWzUw0w4mxCKHSjbHBrGVXuxX7Km1gOtAf4MdHJjjQHyjnLdj0NfzBPU38213NrHNV9jKzrkZNrVqNiuJwo8Qa2DL4Mm6zlod6HfS5jOztLkYhv37RVzy2V1AYDaaYjmQ4N1OKQt7m4oFuB3ZD5b+FuixantpUz2cTEU5PxUhlC7xy3seebjsNFm1VrXiIpVX5z2ZRNY4NhxgNpMo3lfu7bHQ6VyaFbykVFIXXz/v4ydEJjo6EiWeKxYDLVMsf39fC793dVBU/t1qlQl+rQqNWkSsoq+7Y4c1Sq1S02fU0WnRsajTxUI+Dl896ODAYJJjIkckXuOJNMBFOc2oqygPddl7c3sCdrZaKTgBUAQ/22NndWRyPHE3nueKN8+5lP5saTLQ79Ct9iaJCSEEgFkVBUXj3SqCcPaBWFbcLqmVp9UZl8wq/PD3LXx+b5NOJCMnSWOdWu44/v7+V397ZSItdh6ZKPnUZSuFExYJg7a4QzFerUdFbb6TFpmd7s5mHh0P88rSHj8cjxNJ5Epk8p6dijAZSfDIe4ZE+J89vd7OpwbTs8yhulNNYyzNb6vlkPMIn4xEyeYXXLvh4oMdBs01X8cWrWB5SEIhFMeBLcmY6Rqz0abmnzsi2JvOqGiKTzBb458+m+U/HJzk7Ey83TvbVF9MHX9zeQINlZdMHb5Zxro8gN3fsUAqCOYZaNVuazLQ79NzZauFAf/FEwrnSv30oleOj0QhD/hTHR8M8uaGOZ7e66HQYKjKR894OG3u77Qz4EgSTOYYDKd66VByP3F1nWOnLExVACgKxKD4YCDIRSlMohQ/s67XTaq+ujuyvEknl+PuPp/i7E1PlCFwoTpf7wZ42ntlST51JS7X9tIZ58cWyQnB9Vn0N97Tb6K4zcG+Hjbcv+3nprLccPOWJZTg4kOGKN8HhoTDf2lzPNzYUB3lV0tPfqq/h2S31fDQa5thImFxB4Y2Lfvb1Omi16yp2dUMsHykIxG1L5QocHAjijRe3C/Q1avb1OnCbV0czoS+e4T8dm+IfPp1ieH6PRKeNH+5t4/H1dVXRXHY98wcc5QoKmVyBgqKsmkJuMdWbtDzQo6XPZWRPl53fXPDxmws+JiPF3InxUJqZqI8LszEODgT59lYX+3odOCskmRJgZ6uVfT0O+r0JvPEsE+EUb1z0s73ZzHq3jEde66rzXUxUlDNTUS55E6RK++nbmsxscJvQr4Ko4olQiv94bIJ//myWyXCavKKgotgf8f09bTzU68BSxdsiRq2mPM9AoTTPoKCgreDTEStJrYIWm44Gi5aNDSYe7HHw63Ne3usP4I9nyeYV+n1JJsJpTk8Vo5Bf2ObmnnZbRWyfmbQant3q4thomA8GghQUeOeyn/19DjocBvQVmJchlo8UBOK2vXslyHQkzdxi8yPrnDRZdVW3fL5Qvy/BTw6P84vTHmZjGQoKaFTw9BYXf767lfs6bBXdXX4jDLVqNNeZZ1DlP9aSq1Gr6K4z0GzTsa3ZzP4+B7864+H4SJhoOk8yW+DcTIyxUIpPx6M83OfghW1utjStfC7FlkYzD/c5uOSJMx3JMBPN8JsLPna2WNjSJOOR1zIpCMRtCSayHBsJEUgUo4odhhp2d9kqapn0VpyZivGjw2O8ct6HP55FAbQaFd/d0cCf3N/KzhbLqvg0ZajVXDPxMDGXVljd/3zLRl+jZlODiTZ7sfHwYKnx8PR08bx/JJXjk/EIw4EkH42GeXx9Hd/e6qKn3rhinf36WjXPbHZxZCjMbNRPQYGDA0EeWeekq85QcRHbYvlIQSBuy4mxCEP+ZLnJble7le46Q0UH8nydYyMhfnx4grcu+8shS0atmn91ZxP/7t4WNjeaVvxT3mKZ30MAV7cMxM2x6DTc2Wql02lgV4eVty8HePmsl35vgmxBwRfPcmgoRL8vydGREE9tquebm+ppsepXpPFwndvIo+udnJ+NMx5K4Ytnee28j7tarexstSz/BYmKIAWBuC3vXPaXswcAHltfR4OleuNQ373i5ydHJjg4ECRaSh+062v4g11N/NtdLfTVG6u62FnIWKumRn21uJGTBrenzljLni4HvfVGdnfaef2ij9fO+5gIpygoMBlOMxvNcHE2wYeDIZ7Z4uKRPid1yzz8S6tR861N9RwaLG735QoKR4ZDHBkujke2VdBUTrF85F9d3LLRYJKTk9FybG+7Q8/OVgvWCmieuln5gsJr53381dEJjo9eTR9sMGv54/ua+dd3N9HhqPz0wZtlqNVcM88gsYYGHC0Vlao4VMht1rKhwciDPQ5ePeflnSt+PLEsuYLCoD/JZDjNmekYB/oDPL/NzX0dNizLeCPuqjPw+IY6zs7EGfInCSVzvHLeyz3tVu7tsC3bdYjKIQWBuGWHBkOMBdPkS58oH+i2027XV2Qoy1fJ5Av8/FQxffDkZLR8WqLDrufP9rTyW3c00GLTrcqjeAatbBksFY1aRZfTQLNVx9YmE/t6Hbx01sOR4TDhVI5UrsD5mThjwRSfTUTZ3+vg+e1utjctT39KjVrFNzbWlzJEUmTyCp+MRfhwsDgeeblXLcTKk4JA3JJcQeH9/gCeWHG7oEat4uE+B+4qiypOZPL802fT/OfjU5yfvZo+uMFt5Ad72nh+mxu3WVtRATOLyVizYARyprDmJh4uNV2Nmg3uYuPhHa0WPhwM8svTHj6fjJHI5omm83w2EWUkkOLEWIRH1zl5bpubdfXGa1ZvlkKbXcc3NtZzeirGZW+CaDrPK+d83Ndh44Eex5J+b1F5pCAQt+TCTIzzM3ES2eLS+qYGE5sbzRirKHsglMzxdycm+fuPp+n3XU0f3Nli4Yd723hqcz1OY23VH5/8KrJCsHxMWg13tFjodOq5p83Gu1f8/Oqsl8ueOJm8gj+R5fBQiH5fgmMjYb6xsY5vba6nbQkTP9UqFY+td3KgP8BYKEUyW+D0VJQDA0HWu02rbhaJ+GpSEIhb8n5/kKlIhlJSMfv7HDRXWFTrV/HEMvzNsUn+8dNpRoNX0wf3dtn5wd5WHltXh61K0wdvhnFBD0FSegiWnMNQy31dNrrrDdzXaeONi35ePe9lLJgir8B0JIMnFuCSJ87hoRBPb67n0fV1uM1Lc3NutOj45qZ6Tk5GOTcTJ5Et8Op5H3u67LjNzqp5TYvbt/rf8cSii6XzHBoK4i9lD5i1Gh7odlBfJXuOY8EUf3V0gn/5fIbJcIZCKX3w8Q11fH93Kw/2OCoiVW45LDx2mMjmyRUKK3hFa4MKaLRocfU5We828UC3ndcu+HjrUvHUTr6gMBxIMRXJcHY6xsHBEM9tdbG7y77oJwBUKtjf6+D9/gDDgRTxTJ4Ls3HevRJgY4OJFlv1nhoSN0cKAnHTPpuI0O9Llvfb72y10FdvqIqz+Zc9CX58ZJxfnvbgiRdXOGrUKp7dUs+f7W5jV7u16tMHb8YXcwjk2OFy0qhVdDj0NFm1bGky81ApCvnDwSDBZI50rsBFT4LxUJqTE1Ee6rXz/FY3d7RaFnV7rt6s5Vub6vl0PMrJySjpXIHXLnh5oNtOo0VbdY3C4tZIQSBu2juXA8xckz3gpNFa+Z8iPp+M8qPD47x23kcgUUwf1NWo+F4pfXBHiwV9FRQ1i8mgXXjsMC9bBitAq1GzzmWk1aZjR4uFQ0NBfnXGw6fjUeKZPLFMns8no4wEk3w8erXxcIPbSO0iTSnc0+1gT1eQQX+ScCrHgC/J25f9bG400emU8chrgRQE4qbMRDKcGIsQLiX4NVq03NNuq/hpf0eGQ/z48DhvXw4QThWv3azV8Ht3N/JHu1rY2Ghak+Nf9TVqtGo1KuaGG8kKwUoyajVsbzbT6dBzd6uV9/oDvHTWy/mZOJl8gWAix7GRMIP+JMdGwjy5sY6nN7vodN5+46HdUMMzW+r5eDzCR6NhsnmF1y/6ebDHQYtNv6oCucT1Vfa7uKg4R0dCjAaT14wA7nDqKzawR1Hg7cvF9MEPh4LESiFKTmMNf7irmd+/p5neuqU/3lWp1CoVuloVGrWKXEEhmZVjh5XAZqjh3s6rjYdvXfLzyjkvQ4EU+YLCTDSDNxbksjfB4aEQ39pczxPr6257pe7udhsP9tjp9ybwJ7KMBlO8dcnPtiYzfS7jIv10olJJQSBuWEFRePdKoBxVrFYVxwA3LFH38+3KFxR+fc7LXx2d4MRopHxEssmq5U/va+F372qqyiClxWYoZRHkCgrJjGwZVBK3Wcu+XgfrXEb2dNn5zQUfb1z0Mx0pjuIeDaaYjqQ5NxPng4Eg397q5oEeB45bXLGz6DQ8s8XF8ZEwh4ZC5AsKb13ys6/XQbtDXxV9QuLWSUEgbtiAN8GZqVg51re33sC2ZktFduSncwV++vksf3N8klOTUVKlBsgup54/393K9+5ooMm6OtMHb5ZRqy6ukORky6ASqVUq2ux6Gi06NjWYeLDHzivnfBwcKJ70yeQVrngTTITSnJqK8WCPg+e2urirzXpLkwu3N5vZ3+vgsifBbCzDVCTNGxd97GixsKnBtAQ/oagUUhCIG3ZwMMREOM3c/eKhXgetFRjpG0vn+cdPp/kvH01yYTZBJl8sBjY1mPjBnlae2+bGZVq96YM3a/5JAwkmqly1GhV9LiOtdh3bmy3lKOSPxyJE03kS2Tynp2KMBlN8Mhbh4T4Hz21zs7nBhPYmPtkbazU8vcXFkeEQnoEMBQXeuxJkf5+TTod+TZ3CWWukIBA3JJUtcLA/gC9e3C7Q16jZ3+vEVWHbBcFElr89McXffzzFoC9Z3g+/q83KD/e08s1NxfRBcZWh9mp8cSavkMkVKChKxRV6oshQq2Frk5kOh5672iwc6A/y0lkPZ6fjpHIFQskcx0fDDPoTfDQa5vENdTy72UVXneGGt8c2NZh4ZJ2Ti54Ek+E0nliG35z3cWerle3N5iX+CcVKkYJA3JDTU1EueRPlwT/bmsysdxuXZQjLjZqJpPnrY5P802fTjIWuDl16qMfO9/e08eg6J1YZ6/oFxnkFgUKx+MsXFNRrtNGyWlj1NdzTbqO7zsi9HTbevuzn1+e8DPiKTb+eWJYDA8XGw6PDIb65qZ5vbKin6QYSRXU1ap7e7OLwUIiZSIa8ovDhUIijwyG66/RYdPI6Wo3kX1XckPeuBJiJZJhbTH50nZMmi65icv5HAil+cmScn56aZTpS3NZQq+DJDXV8f08be7rtmGWp87oMteprjpQlStsGVTSWYk2rN9XyYI+DPpeR3V123rjo4zcXfOXtvfFQmplohvMzcT4cCPHMFhf7+hzUfc1KWW+9kcfX13F+Js5IMEUgkeXV8z7ubrdyd5t1mX46sZykIBBfK5DIcnQkTCBZjCp2GmvY3WWrmKX3i7NxfnxknF+d8eItpQ/WqlU8v83Nn97fwt3tVgxyd/tSxS2Dqys9yVxpnkFl/POKG6BSQYtNR4NFy6YGE3u77bx63sd7VwL44lmyeYV+X5KJcJrT0zEODgR5bquLezpsWL6kKbhWo+Kbm+r5cDDIZCRNNq/w0WiYw4MheusNOAxL/ARRkvgnJpn1RUgvVluLzkFzayP1NgPyjvBFUhCIr3ViNMxQIFmeBnhPm42uOmNFBJV8Oh7hx0fG+c0FH8FEDoVif8Nv72zkT+5rYVuzWY5KfQ3jwvhiGYFctWrUKrrrDDTbdGxrsrCvx8HLZ70cGw0TSeVIZgucnS42Hn42EWF/r5PntrnY0mS+bkpnh0PPExvqOD0dY8BXTDB85byXXR1WdnfZl/RnUeKDHHv5p7xx9DLB/GI8ogptz8P8q999hn1bJXnxeqQgEF/rnXnZAwCPr3fSWAFjUT8YDPKTIxO8eyVApJQ+aNFp+Dd3N/FH97aw3m1CWwFFS6UrnjK4+ms5aVD99DVqNjea6HDoubPVwoGBYuPh6akYyWyBSCrHibEIg/4kH42FeXy9k2e2uOitN15THGrUKp7YUMfBgSDjoTTpXIGTE1E+GAiyzmVc0qbi/Owg5099zLGP+4kvytNRTaPlXrKKFvmIcH1SEIivNBpIcXIiSrSU8Ndh17Oz1fKly4zLQVHgzUs+fnJkgkNDoXIuQr2ptpw+2F1nqNj0xEpTnGdw9S0yISOQVw2zTsOdbVY66wzsarfy7pUAL5/1csWXIJtX8MWzfDgY5Io3wdHhMN/YWMc3N9bTateXGw+bbXq+sbGeU1MxLszGiWXyvHLey/2dNh7qXarxyAWCExPM+oP///bu+z/u8kr0+Gd6r+rNkmzLvWHAuEIcHJKQQnrYJMvu3eTuhgV+uX/KJSTZdpMsYXeTkEYIIZCEAC4YjMEGY8tNkjUjaSRN7/V7f/jOjGZcwBrJssp5v15+WQhZCHn0fc7znPOcQ2a+XooaG+3dnXi9DgkIbkACAvGhXrscZjSSqVbsH1jtpsdz+7r7FUoKvzo9yfeP+njzSox0+dZDl8vEo3u7+NbODrrdphXffXA2rp14KCcEy02T1cCB1Wrh4d4+F384G+R3H0xzJZKhpIA/miUQz/FBIMlrlyN8fnMzh9Y10WwzoNXAoXVe/nIxzHAoQypf5P2JJH++EGZDm42OWzHYTMkw7htjOhSnki0wNK1m40Av7a4GTyW0XrbtXk+XV5a9G5HvjLihfFHhzxdCTCbUYkKDVsOhdV5ab1PvgUy+xH+/M8EPj/k5NZaojl9e22zhsX3dfG1HG+0OExILzE7ttUOQboXLlUYDHU4TrXYjG2sKD18+HyKQyFEoKVwKpvFHs5weS/DXixG+uLWFPX0uWh1GPrupibd9sWra4bkz0+xf7abNYZz/nhXFKfz+KULRSqpSR/Omgzz0jQfZ1Wdt7HaTxoiztZUmizwgbkQCAnFDZwNJzkwkqzMANrbZ2Nxum9c57Dcrninw47fG+ffjY5ybTJIrH2lv7bDzxP5uvrClhWbpPtgQi0FbN9xJAoLlTafV0Oe10OE0sbXDzsG1Hn79/hSHhyJE0gUyhRJnAkmuRNTCw4+t9fDlra3sWuViX5+by8E08WyRwakULw8G2dRmY5XHPK9fYynuwzcRJJwqvw41drrWrmfT9q1s7JTrL7eKBATihv58IcRYTL3GB3D/gIfOm2hqMt+CyTz/9oafH701zuXgzKTF3aucPHGgh09vbLr1V6CWMctVJwSpvAw4WglMei0b2mz0eMzs6HLw6iW18PCkL0EqXySeLXLCF2copLZC/sQ6LwPNFtY2W3nHHydXLPH82SD3rvHQ6TLNa81ObtzP2FSIWDVf0EpXTwsetyxZt5J8d8V1JbJFXrscIZhS0wV2k457V3tosi3swjsWy/LDIz6efnuC0ehM98H7Bzw8vr+H+we8t7XAcTmwGrQY5NrhimUz6tjZ7aC/yczdq5z86XyI37w3xdnySVwwlee1yxHOT6dZ02QmWyhhMWhJ50tcDqb547kgWzvsrG6ar6t8RUKjfiaDEXLll6HW00V3qxevWY4AbyUJCMR1nRiNcWE6Vc3T39nlYKDFsqB3+i8F0zx1eJSfvRtgIp6rdh/87KZmHtvXzb5+d0PT3EQ9KSoUAB6LgX39bgaareztdfGHc2rh4XAoTVGB8Zg608Ck11RfH4WSwgvnguqgM7cJo24eng9KAr9/jGA4ifr00WDt6KazyYtdrgfcUhIQiOt6aTDIRGym98AD6720O25BNfENvD+R4P++Pspv3ptiOplHAYw6DV/Z1sqj+7q5s9uJZRHNUVjKrEZdXQ2BmjIo3cavSNwuGqDNYeT+dV7WlwsPn/9gmhfPBZmI5yiWFFK5+mBxNJLhD+eCbO+0s751HsYj5wP4/FOEooXyO/S0dPfQ4nVL88xbTAICcY2JWJY3r8SIlpv9tDuM7Op14bIszMvl+EiUJw/7eOHsNOG0+jVYDVq+ubOdf9rTxZYO6T44n0x6NWWgQR1uJEWFQqfV0Osx0+k0sqXdzn1r3Pzm/WlevRSu/kxWlBT442CQj63x0OuxzHngWSnkwx8IEan0K9a66Oxpx+u1LJrZKcuVBATiGoeHIgyHM9VFYV+/mz6PeUEa/fzlQognD/v484VQtRmSy6znf93dwXd2d7GuZXG0TF5OdFoNJr0WrVZDsaRIQLDClUoKkUyBQDzHeDzHRCzLaCRLKlesFhhfbTyW44Wz09zZ7WBLx1zGIyukxnyMT4dIlAsKNeZ2urua8DglPXirSUAg6pQUhZfPh5hMqOkCrUadbNh2i1sVlxSF589M89RRH0eGotXug612I/+4u5O/u7uDPq90H7xVLEb1poEEBCuDokA8W2AynmOi+kudihiI5winC8Qy5V/ZIvHy75Wfy+t55WKY+we89DdZ5lDbU2Rq1M9UMEq+/B5ts1pQ6Ln93dKXPQkIRJ0LUylOjyeqP/hrm6xs67Df0uK9fFHh2VMBfnDUxwlfvNp9sMdt4tG93XxzZzvdbtP8Nz8RVZXCwixy7XA5SeWKTCXzTMTUToSVxT8QzxJM1S/6lbcTuWJ1kNnN0AAOsx63xcBkQg0mGn5elCL4/BMEI+nqqHWdJs7Iu0d4KX4W/awfATpcfdvYsr6XFpukGT+KBASizisXw/jLc9QBDg54bulinM4VeebkBP9yzM97E8nqrYZ1LVYe39fNV7e30uZY+N4HK41Vr6tePZRbBktLrlAimMozEbt2pz+dzBO9zqIfzxbJFUrM5m/ZZtTRYjPQ7jTS7jDS7jDR7jDS5jDisRpwmfV0uUy4zY0vK0p2DN/YNOHYTFFrceoDXvutn5ONfF6Nh51ff5T2vl5a5qHecbmTgEBUZfIlXrkYZiqpHtaZ9VoOrvXQbLs1Z3XRTIEfvznGvx8fY3AqVd2V7Oi088T+Hh7a0oLXZpBCogVgMc50K8wXFXJFBUVBArFFolhSCKfz6i7/qoV/KpEnkqnZ7WeKxLPq25lCidnEdia9lmarQV3or1r4m2zqou8063GadThM6tsOkw6jXjsvP6elKR9jgSCRmpsMxVSEyVSEyUY+oXkjOwx6TNKu+KZIQCCqTo3FGZxMkS0f2W/vtLOh1TrnquHrmUrk+Ndjfn58Ypzh0EwB494+F0/s7+FTG5pwL9CtBlHfi6CkQKZ8SiAFnAtHUSCWKRBIqIV8tbn9yUSOSKpAtJLPr9nxp3Ilijeq9rsOvVaDx6Kn3WkqL/hG2hwmOhxGmu0G3OVF31Fe+J3lhd+k197iOSEl4j4fE8EIqXk6oNJ5O+lp9eI1yev4ZsgTV1S9fD7EeDxXPUY8tE7tPTDfP0qjkQw/OOLjmZMT+KI5SoqCBrV48fH93Rxc68Uu3QcX1NUDjlLlwkIJCOZfMldkMqEu9IFYvu6IP5TKE63Z4ccyRWLZAons7NI4Wg04zXraHMbqol8JAFptRtwWPU6LvrzYzyz6FqMW3W07Fsoz7h9jKhybmXDYtoW9u7axpt3W0HNI37qNvRs6pKHRTZKAQAAQSuU5MhwlnFbTBV6rnn39brzW+W0FcmEqxZOHR/nFqUkmE2r3QZ0GHtrSwj/v62ZPrwurdB9ccNcOOCpSKJVAJsc3JFsoMZ0sL/Y1R/yBeI5gKk80XZvTL1bz+vni7PL6dqOOVoeheqyv5vdNtNmNeKyV4309TpOu/Lsem0m3OG/rFIP4fAFC4Wz5e6DFM7CHB77yVe5b72woINAYrTjsVlnobpJ8nwQAx0diDAXT1Tz+PatcrPaa53WHeGoszpOv+/jtmSmCNd0Hv7ajjUf3drGzy3lL0hPio1094CidL8lNg49QKCmEUpW8framgl8t5qvN60czBeLl3X6mULrhff7rsei1NNsM5Zz+TCFfu8NIk9VQs9NXd/susx67SYdBNz95/YWiJP34x4KEk+WCQo2Vjr5+elf30t4udw4XggQEAlA7jQUSM62KP7neS9s8tio+OhzlycOjvHg2SKTcAdFm1PG3d7bzj3u62NxmwyjdB28bi1F77cRDuWlASVGIpgvVK3uBurx+nkg6X1e9X9nxp/IlSrNY9Q06Dd5yMV+7w0SbY+btZpsBl0Vf3eE7zTO7fZNeu2wKPwsBH2NTIaodi3UtdPW04vVIw+KFIgGBYCSc5qQ/TjyjZu56PWZ2djvnZYqgosCfzof43pFRXrkYrnYfdFv0fPueTr69q5O1zdJ98HZTrx3OBGQrrTlRPFtgMqFe3QvEZ3b7k/EcoXS+eqxfW8yXzM0+r++26GmzG68p6Gu1G3BbDHWLfeVti0G7AnpwlAj7fASCEWY6FnfS0+bFIzcEFowEBIJXL0UYjWSqlcr3rXbT4zahm2OesVhS+N2ZKZ464ufoSJRUudlRm8PId3d38cjdHfR6zHP+74i5q712CGpAsNxGIKfzRTWvH6u/q1/N69fk8ysLfyJbIF9Ubjqvrzbp0dFqN9bs9ssL/zV5/ZlF32bUreyfAyWN3zfOdDheLSg0tXfR2ezBKQeHC0YCghUuX1T40/kQUwm1mNCg1XD/Oi8t9rnl7HKFEj8/FeAHR/2c9MXJlBsO9XrMPLavm7+5o51Ol3EF7HyWhmtGIOeWZrfCfFFt0jNzX39mtx+sy+uXF/6smtvPzrJJj9WgpcVurMvnV3b7Xmvlvn79bt9u0stJ2I0UJ/H7JglFKg2LdTR19dDi9WCUb9mCkYBghTsbSPBBIEkqr8blG9tsbG63YTU0ni5I5oo8fWKcf3tjjPcDSXLlYGBDq5Un9vfw5W2ttNqNyyb3uRxcXVSYWsQpg2JJIVKT16/d7U8mcuUK/koxX7G628/ki7Nq0mPUaWiyGa7pyqc26Slf3TPpcZQXfpdJh8Osx6hbPnn9hVKK+vEHgkQy5b8gjZ2O7na8HuuSKoxc6iQgWOH+dCHEeCxbrXo+NOChw9l4q+BIOs9/HB/jP94c4+L0zK2FnV0Ontjfzec3t+CR7oOLjvW61w5vX0BQGb4TqCnkCyTUK3yVfvl1C375VzJfojiLr1tXbtJz9S6/3WGk2WbAbdHXdOebubNvXhF5/YWikBsbZWwqTHymAQFdPc143LJELST5bq9g8UyB1y5FCKbUsl6HSce9azw0Ndh7IBDP8S/H/PzkxDgj4Uz1wXyg380T+7t5YEMTrjn0ORe3zu26dpjKFZlK5Oqu7NXm9WOZAtFsfW4/kS3Oqr5BqwGnSU9r3fF+uUlPTTHf1Qu/1bDC8/oLpsSUz89kMEKlY7HW26lOOJQOgwtKns4r2Nu+OBem09WBQnd2OxlotmJq4PrfSDjD94/4+K+TE4zFZroPfnJDE4/v6+a+NR7pPriIXVNDMI8nBLlyk57rHfFXm/RctfA3MnzHbtTRYp9Z9Gt/91oNdQ16Kou/fbE26VlJlDh+3wTBSBL1SaTB2tFDZ5NXOgwuMAkIVrCXBkME4jO9Bx5Y56XNMftiwnOTSb532MezpyaZTOZQFLVf+hfK3Qfv6XXOqSZB3HrXdiqcXQ1BsaZJz9UL/3QyTyRd34q3MoEvO8vhO2a9librzMS9tppK/iZr7X39mYXfYV56TXpWlPwE/rEpwtFi9V1K+Dyv//Zpxo9ZGv570zhXs+ve3Wxf24pZ/vJvigQEK9R4LMubo1Gi5SZBHQ4ju3qduGY5UOikL8aTh308d2aKcKqAgjox7eEdbXx3bxc7uhyYpeHQomcxzIw/BrUxUb5YqvsYRVEnVAbKLXhnGvWoTXrC6frmPJVdfyo3+yY9al5/5q5+JbdfyevX5vMrx/zmZdSkZyUpBX1qQWGlAQEKmbH3eP33gxxr+NGhwbz+c7Ru3M6OgXn6QlcACQhWqCND0fopg/1uej2WWR2fvn45wpOHR3lpMFQNLOwmHX93Vwf/e3cnG9tsGHUSDCwFOq0Gk14dbFNUFGKZIm/74kwmZnb8apOemd197cKfaKRJj1nN69fu9NsdRlrKef3aUbuV63tWoxTzLS8KSb+P8ekwiZr4s5hLkcil5vB5tXTY3DgcTqTP4c2TgGAFKikKL50PMlluVazVVNIFN/ejoyjw4rkgTx0Z5dVLERLlhkNeq4Hv3NPBP+zqZE2zVXKzi1imMnwnNrPbHwqmq/9+MpHjX9/wo9dqavL6s2vSA2qhaqv96py+esTvKe/06+7sl5v0yGtnpSgw6fMzFYpS+OgPvnkaOx09HTR57TKeaxYkIFiBLkylOD2WIFleyNc2W9nWacd2E1MGCyWF37w3xfeP+jg+EiWVV8P6DoeRf9rTxSN3dbBKug8uCoWiojbpSeQIxLJ1vfink2pnvtrdfqUYFNQagjMTyZv671gM6vCduq58NcV87qt2+i6zHoc06REAaPFu+zSP/J+NfDpZ+ugPv1kaE63rtzPQJEvcbMh3awX6y4Uw/mi2Wsz18bUeulymjzyKzRZK/M87AX54zM+7/pnug/1eM4/t7ebhne10OKX74EIqKTNNeuoL+nJMJXLVzny1C380UyTdQJMer9VQV8RXWfibberxfu0Rv1rMp8ckTXrEh9LhWb2Te1fvvN1fiEACghUnky/xyqUw00m1RahZr+XgWg/Ntg+/XZDIFvnPE2P86xtjnA2kyJULzja32Xh8fzdf2tZKi026D94q8Ux5+M5VBX2TifrhO9Gr8vqzatKjAbfFcN1rey12Y3WnX3tf32XWSZMeIZYJCQhWmHfH4gxOpqq9B7Z32lnfasVsuHGmLZRSuw/+v+NjXAymq8Vju3qcPL6/m89uasbTYDMjMSOdLzKVyFcr92sb9YTShZn7+plKa95iNa9/szSA01yb15/Z7bfWDt8x1ef2V/zwHSFWAAkIVpiXB0NMxHPVwrBPrPeqrYpv8PHjsSz/cszPf54Y50okW91xHlzj4fH93Rxa58Up3QdvWq5QIpTK113ZU9/OE0zliVyz21f78M+2SY/VqKOl2oe/svAbqnn9ul1+efiOw6Sv60UghFhZ5Em+ggSTeY4MRwmn1XRBk9XAvj43Hsv1d/dDwTRPHfHxP+8GGI+pNQdaDTy4sZnH9nVzYLX7pgoRV5piSSGczl8/r59Uh+/UHu1X3s4UZpfXN+m0NNn0df33K8V8TTYDbrOhrpCvsugb9dKkRwhxLQkIVpDjI1GGQjMDh3atctLvtVy32vuDiSTfOzzKL9+bZCqZR1HU0chf3NbCY3u7uXuVC8uHpBmWO0WBWKbAZKKmB38iRyCeZTKeJ5zOVxf6aE1hXypXojiLJj36muE7V1/ba7Gpnflc5vrrey6zHpNeh5zwCyFmQwKCFUJR4I+DM70HNMAn11+/VfFbozGefH2U5z+YJpxWbwdbDFr+5o42vrunm22d9obmHSxFyfLwndpCvkD5n8OpytW9Yl0Vfzw7+yY9TrOeNrvxmoVfHb5z9aKv/i5NeoQQ80kCghViJJzmpD9OPKP2HljlMbOz24njqoFDf70U5nuHfbw8GCSWVT/WadLx93d38J3dXWxotS27++PZQolgMl93Tz8QzxJI5AjW3devX/hn26SnMnyn9mi/UsynDt/RXbPwy/AdIcRCkYBghXj1UoTRSLZ6XH3fGg89blO1crykKPzhXJCnDvt47XKk2rSo2WbgO/d08g+7Oulvml1r48WkUB6+M1nXg19d+KeT+fJ9/frj/VimQKZQYhYn/Jj1apOe+qt7Jlrtal7fZa6v3pfhO0KIxUICghUgX1T484VQtfeAQafh0ICHFrux+u9//d4k3z/q480rMdLl7oNdLhOP7uniW3d10O0yLfprZ4oCkYy66Ncd8cdzTCZzRGr68EfTMwV9qfzsh+94y/f16zvzlYfv1OTynZXjfpMekwzfEUIsYhIQrAAfBBKcmUiSyqu7/k1tNja327AadGTyJf7rnQl+eNTP6fFEtT/B2mYLj+3r5us72mhzmBZVgVoiqzbpUafu5as7fbVJz1X39cu7/mQjw3csBtrstQt/uZjPrlbwuywzzXkq1/csktcXQixREhCsAH86H2I8nq0efR8aUHsPJLIFfvzWOP923M+5yVT19sHWDjtP7O/mi1tbaLIZb8tRdiZfYjqpFvDV7vQD8RyhVL6mJW+RWHqmWU9hlnl9p2kmr187ea/VbsRjMaiLfXmXX83rS5MeIcQyJAHBMhfPFHjtcoRQSr0t4DDpuHe1G0WBp474+NGb41wOzXQf3N3r5In9PTy4sRm35da+PPJFNa8fSGQJxOqr+IPlvH40U9nxz+T3s8XZ5fUtBi0ttplCvuqvcjGf26K/pqBPhu8IIVYaCQiWuRO+OBen09VUwJ3dDiwGLd8/6uOnb0/gqyk0vH/Ay+P7u7l/wHvN7YNGlRSFcLpQzevX5vanynn9yvF+NDO34TtNVkM1l19bwd9cc1+/9q6+06zHKMN3hBACkIBg2XtpMMhEPFf9542tNp45GeClwSCBRI6Sog61+cymZh7b18P+fhfWBroPxjK1ef36Yr5w6toFP5opkMwWZ9WkR6cBT2XRt9fv9FvsxvJOf2bhryz+MnxHCCE+mgQEy9h4LMvxKzFiGTVd4DLreXM0xuVgmki6gIK6s/7KtlYe3dfNXd3ODx1ylMoVmU7OFPHVNukJXbPoF4il1SY9+Vls9dXhO3paHQba7aa6Rb/VbsBjNVzVoEfd7VtNOnSy6AshRMMkIFjGDg9FuBLOVOsD8sUSp8YS1X+2GrR8c2c7/7Sniy0davfBXKFEMJWvP95PqNX8wWRtMd9MNX8jw3dsRh0tdgNt9vrhO5UmPS6zXq3iN9X34ZfhO0IIcWtIQLBMFUsKLw+Gqq2KAVLl/gKgFhfev9bL9k47ZwJJXhuKqHn9RJ5oJl9XvV/bpGdWw3f0WpqthrpCvvZKMZ/NcM0Rv9Osw2nSY5DhO0IIseAkIFimLk6nOD2eqHYcvFq+qDAUTvP021kS2WJ14U/mZtekR6/V4LWqffhba+/rX13Md1VRn1mvk2I+IYRYRCQgWKb+cjGMvzyy+HoyBTV9cDO0GrX+oNVe03+/mtc3VofvuK7a8cvwHSGEWDokIFiG0vkSr1wMV1sV3yxHefjO1Xf1Wx1GvJUWvJb6Kn67SZr0LG0KmaAP32SEVLb04R+q06E3mjAbzVidHjwu64qZeinESiABwTJ0aizO4GSKbP7aB7zFcG1ev7ZJj6vcna+2M5+zPHxHLEc5ho78kv968W2GwtdPL1VoNFq0ej0GgxGj2YG3tY2O7l7WbtnJHZt7abYbkVeJEEuXBATL0F8vhgHY1mmn9apxu03lznzVa3s1O35p0rMCFQNcOPkWb7x+jKH4bO6JaNCbbTjdTbR2r2HznXs5cP9B9mxZhdeql6JQIZYgCQiWofvWeNjYZsNi0NYV9DnNeiwG3aIaVCRuLyU6zLA/TCw9m2AAQKGQSRCaSBCaGGXowjnee/c05778MF8+dAe9XrOcFgixxEhAsAzt6XPd7i9BLBE5/zCjwRjJQvkdphbWblpDp9d21cNBoVQskE8niUeDBCYChGKZctOpEtnoGOffeolQOEZO88/87QM76HEZFvz/RwjROAkIhFixikwNDTMZiVHpVqFrv4NPP/xVDmxqx1j3sQpKqUQhnyWTjBMNjjN87l2OHz7Ku5cCxLMlKGWYvvAGzz/tpa3Vwxf3rMFrlOMoIZYKCQiEWKmUOCPDfsKxNGr5qRZ332a2br2D7Zua+NCJFqUs8am97NlzN3/+5c947rUz+GM5FCXD5Aev8Nzvt7O5t4W7+1wf/nmEEIuGBARCrFQ5P0NXpokmqvkCOvt68bgcH72Ia0042lazvbmd9mYb5L7Ps68PMpkuQSHChddf4fj9d7G200mznBIIsSRI3c9tUCpkSSeiRCJR4qlcdbaAEAupODXEyESU6jBMXSu9q1twzSb3r7PStvljfOGLB9m6yoO69ivkAqd5853LjIfzs5pxIYS4feSE4JZTyEb8XB48y+D5IUbHA0yH4qQyWfIl0OpNWOwumto66ekfYNPWLazpcGHWy65K3EoKiZFh/OEYqXK7Cq2rh/5ON07LLF97Wju9u+9j18ajnBkJMZFRoBThwpkLTEzvZlNbs6QNhFgCJCC4ZRTSgUFOHjvM0ePvcu7iML7xKYLhKIl07amABq3BhM3poamlg67+dWzbdYD7D+1jY6cLkzxJxS2RZ2zoCtPRBJWEgbGzj1VeJ/YGXnM69zq2buim5dgHTGRyQInY6DATkRhppRm7xLdCLHoSENwKhQiX3vgTL/z+JQ6fOM35K9MkssUbHJ0qlPIZ4sFx4sFxhs+/z/unT3Hq9Fkeevir3L+jG7dJMjtinhWnGR6ZIBrPlt+ho7m3n1aX86rbBTdJ42BVbycepwVNIIcCFKfHGY8mSBbBLk8aIRY9+TGdZ0pqlDef/zm/+PWLHD41QiiVp7aBsNbkwOP14LRbMFAgm4wSCkZI5grqIKJSjqj/LG+8MMnkdITUd7/N5+5aJUGBmFdKcoRhX5hYJV+gcdDT34XbZW2wsEiLy+vFbjGjI0oBUDIRQrE0mbwCkgITYtGTgGAeKakRjvziR/z4v1/gzUtBUpVZAlozzWu2sfOuO9mxaTWdzS6sZiM6ihSyKWLBcYY+eIc3jx7nzGiYdEGhlA1y8djv+KnRRbPnEe5b34pV0gdinhTGhrkyHaV6wcDYQW9vEy5Hoy8yDXqLBbNBj04DBQVQMqRTeQqFj/zDQohFQAKC+VKY5tTvnuYnzzzPG5dDZApqgsDgWcs9n/wsnzp4D9s3DrCq3Y3VqKvr9a4UUoTH93Ng3y5eevZn/O6NiwRTBZRClMtHf8OzW3Yw0LafNU1m6REv5kGR4JCa38+W81japj76290453JFUKtFUzsMQylQKJQolRSQV64Qi54EBPMii//Yr3jmf17graGZYMDUcRef/cY3+NJn7mXbKg+WG4yK1eiteHs24u3oprPNia74fX51fIhQpoSSHuPEC3/g+L4NtLm6ccjfmJgrJcXI8CjhWKqcztLgWNVHl9uJZQ6ZKSWXJV8oMnOLVodOr0UrwzOEWBIkMT0P8mPHee5nz3F4cJJkXn0a6pu28eAj3+aRrz/Azv6mGwYDdfQOuu54gK9/4xNs6XRhKt/pTg4d5tWTIwQTcvYq5kFhnOGRaaLxyuvJQHtfH80uxxx2CArJSIxEJkt1iLLWht1hwmCQgECIpUACgrlSwrz34q95+cQQoXT5JoGxg7u/8C0e/vw+1rXYmNXzUGund8+D3LelE7e5/AcL07z31vuMh2euiAnRqFJwmJGJCPGZfAGr+ttxOU1zONjPMzE+QSyZrt6m0diaaHZasMiMIyGWBAkI5ig7fITfv/wOw8E0RQVAR+udn+Orn7+XjW322QUDZVrHAPfsXE2Ts1IzUCI0eJaRaKKa8xWiMQqpK0P4gjGS5a28xtZDX7cbp20Oj4NSkCtXJonGs9WAQN/SQafLzlw+rRBi4ciP6lwocQb/+jInLk+SKKcKNI4NHPzCA9y1pglLo1etNCZ61vbhtVuqHd6KQT/+cJq0HBGIOSkwMTTCVDRePW0ydPTR1+KaU31KKXyRi1emCCcrl2y1eHr7aXNXUl9CiMVOStTmQIm+z2uHzzIezpSLs3S03PEAh3auptmmn8PxqwbLwEG+/m0X90wn1Zystpmt3R5m21VWiDqlcLUhkRrCavGs6qfd5cTc8GurROTcaQZ9U8QqUYbWzZqN/bQ02aVtsRBLhAQEDVOInnmDk8PTxMunA+g72Pnxe1jT7mCuA960LVs4+NAA+VIJFECjxWC2YJSnq5gDJX2F4dEg0Wq+wEp3fw8el63x48LiFO+99T7D4xEqPwpazzq2b+ym1SWPGCGWCvlpbZSS5Pzb7+GPJKoPQV3HTvZu7cJrnYdvq9aA2WbAPPfPJERVcWKYkcko8Xz5Hfp2evtbcDkbrfxTSF16g8MnL+CP5MqnDjpaNu9ia18nbrlhIMSSITUEjcpf4YOz48SqVwG1tGzZyboWFxbZxYtFqUR4eJiJSHymIZF7Ff0dLpyNJvqz45z80184cX6Myi1GjaWXuw7sZE2Xe84nZUKIhSMBQYNK0xe4NB4nXTke0DhYs3ktTQ6L5EzF4qRkGB0aJRhNlHsFaLB099HjcWJr5EWrZPG/9Qd+95e3GZqu1NHoad56kPvuHKDTKQeQQiwlEhA0KOe7wlg8Q7ZSVK3voH9NE1YZOCAWq2KA4eFJotV8gY7Wvn5aXE5mnzAoEjn/V37z899x9FyAZLk7p9azifse/Bg717TMqeuhEGLhSQjfEIVYYJJoNlu9uqWxd9LdbMEsOVOxSJUiw4yMR4hnqvkCevo7cblmOyOjQOTiYX779NP89vAgk4mCWjtgaGLroYd48MBmOp0GmV4gxBIjAUFDikRCYTL5maYAWnczzRaj5EzFIqWQHR1iNBitNiTC3EV/rwfnLPIFSi7E5bf/ygu/fJbnXznFlXCmfC3Wxqrdn+OrX76f7T1SOyDEUiQBQUMUkskUhWKxpk2rA4dRL2PfxSJVYnJohMlInFz5PboWtSGR0/hRfzRHfHqM4fPvc/rkW7xx9Bhvvz/CdCKn1g1orXTd/RkefuRrfHxr19wmJgohbhsJCBqUzxfKY11VGr0Bo1Yjx6RicSpFGB4eIxLPVINYbWmSM6++QOmi89piIqVEsZAnl04Sj4aZnpxgzDfCyPAogUiafLH8WYxNrNv3Gb76za/z6d1raZlTQy4hxO0kAUGjNPWPPaWQJ19UmPOogayPd157h8vTcXIKgBbX2j3s2dKNRwoWRaNyPrUhUc3EzOLUGV759RBHDdep/lMUSsUC+VyWTCpNOlegpNS+uvU4ujdzz6EH+exnHmDvlm48FgkGhFjKJCBokMViRq+beZAqyTixfIGCQkMDjcqfhfTF1/nVMz/j+OWQGhBoPOz57jq2bejGMx9fuFiRioEhRgIR4rmZ95UyMYKZ2Ow+kdaMu2stW+/aw979e9lzzw7WtrswS65MiCVPAoKGaPF63ZgMBjSo3dlKwXHGy9cQG25MpEQ489prnDwzyNCUerSr8fTQ0eHEapY7XKJRCrHhYcbCMTI3e4Sl0aI3GDAaLVidbrzNrbR39bJ6/XrWDQywbsN61nQ3Yzfp5FRAiGVCAoKGaPF0d+KxmNCTJA8oySHOD0VIbi3htje2eGdHjvHS4XNMRCqDZ/S033GAnb3NOOQ6o5gDY98BvvZoJ/fG8h/9wQAaDVqdHoPBgMlix+504Wlqpb2zDa/DjEErr0chlhsJCBqiwdy/ntVNdt4dDpEvAsVJTr95lsl7B+iw22ff8Sk7yrHfPsfRwYnqsCSNbYADD9zN6lbHHNIQQmiw9d7Jx3vvvN1fiBBiEZNz6AZpm7ayc2MbrmqhXw7/G3/k9XPjRLKzLC0sxbjwyrP8/MW3GamOUjbScc+nOHRnP00N9ZUVQgghbp4EBI3StbHzvrvoa57ZvRcCJ/n9s3/gxHCIdPHD/3hVIcqlV5/lJz95juOXw9U/Z+razee/dJCtXS4anTsjhBBC3CwJCBqmp3Xnpzh0Vx9NlVMCJcHQ4Wf5yY9+wasfjJPMlT7kzytkps9z5Jf/wQ9++DQvvjNKLFseOWPrY/+XHubBe9bglauGQgghFoDUEMyB1rWBQ1/5PKcuBvjjexMkCwqlxChvv/AMqcAQZ+/dwx3bNzHQ047XbceoyZOJh5n0D3N58AzvnniLN4+f4OxomFReDR40li52feHv+NYXdrPaa5XJiUIIIRaERlGUOffSWcmU7CSnf/8jnvrhLzh2KUS60sFNa8bT0UNPbw+dzR4cdgsG8mTTCaLBSSZ8VxjxB0lkC9VmRnpnP7s++w3+/pGH2L22Gavc7RZCCLFAJCCYB8X4FU6+/Cv++6e/5K9nxohnS9d2LNRo4Ebfao0R9+q7+MRDX+Lzn/kYO3q9WCQYEEIIsYAkIJgnpdQEgyeP8upLL/PK629x1jeTBrghrQlPz0Z27j3A/v372bd7Cz0eK9frJCuEEELcShIQzCclS3j0IoPnznL2zAcMXhzCNxEiFk+QTGXJo8dstWJzeGjp7KV/YC1r165n4+aNrOl0Y5FIQAghxG0iAcEtUSQTmWJiIsB0OE4qnSaTyVPU6DAYTZitdlxNbbR3tOK1mdBJHCCEEOI2k4BACCGEENKHQAghhBASEAghhBACCQiEEEIIgQQEQgghhEACAiGEEEIgAYEQQgghkIBACCGEEEhAIIQQQggkIBBCCCEEEhAIIYQQAgkIhBBCCIEEBEIIIYRAAgIhhBBCIAGBEEIIIZCAQAghhBBIQCCEEEIIJCAQQgghBBIQCCGEEAIJCIQQQgiBBARCCCGEQAICIYQQQiABgRBCCCGQgEAIIYQQSEAghBBCCCQgEEIIIQQSEAghhBACCQiEEEIIgQQEQgghhEACAiGEEEIgAYEQQgghkIBACCGEEEhAIIQQQggkIBBCCCEEEhAIIYQQAgkIhBBCCIEEBEIIIYRAAgIhhBBCIAGBEEIIIZCAQAghhBBIQCCEEEIIJCAQQgghBBIQCCGEEAIJCIQQQgiBBARCCCGEQAICIYQQQiABgRBCCCGA/w88y+7LUd8wtgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/35.jpg" } ]
<image>In \triangle A C E, P is the centroid. P F = 6 and A D = 15. Find P C.
C
64,483
null
C
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7FKZxYfzFL4TP150A4EMvD9YMFzmLAs3id/0BXgt2gQKa1KzIua976jSeozdjGb/+FDcj41SP2ZYuycze9fm4nTtmxvqdMnMx4jFfbb+IX8BdqXwXwNyEqd08+bZXPSxM9UvQ1YFGhTElMxu7LzaRlZgGJSyIWzSUsnq65iMoWvT43Zd9FyRDW+/Pu9HfU/v9gh6nZvLxhrNsOnkjb8ZVwpyZPerzdVcPgxOUE7cf8tnGs1y+dV/1WAUHW1Z92JruHhV1GJn60agwfrPrCvO9zwMwe0hzZvYQxrMC7XDrYRLVv9oCObm4VrLj5ryBWl3X3h4Qyburj+ft+BrJeK9NTX4e1AR7a8OeHPx9PpzPNp4l/rEyt1IG77WtxdJ3mhVqx1yf0JgwJqZnUWryRkjLoFTpktxfOMTgviEFhs2H606y1i8YgPUfd+L9JlU1fs7MbDkfbTzNX37BqsvOGi72rB3ZhmZVymr8/NoiNSuHqdsvseTQVdUutmM5W7ZP9KJpZcP/OTW2uPHjoWBIk3bdZvauL0RRoHXm9qkPyg2NObsua7x2OOpJKg3n+fCXr1IUTYz5ZmATrs3uV6REESSHoz+GNuXszH5UqSiV9MbEJtJs7k6Wn7ip4+gKj0aEMT0rh+8PXQOgVOmSTGwnnHME2seplBUftqkBSKa2uwKjNHauy5GP8Zi1g+A7Us12BQdbzszoy7ze9TEpwmV2TSuXJXTOAD708lC1nRi/8iifbTlv0CYWGhHG5SdvIk9OA+CLrnX1ftdNUHSZ0cMTTKT33/cHNNN69XR4HA3n7yZZmYbT3tOF0Ln9i9ws8VWYmxqxZngr1ozrCObSDP23PVf4cP1JgxVHjSjWb4ekdR0szflE+CwKdEgVu5L0bii1QjgXGk1A9CtqkAtIQHQ8LX/cp3K3GelVB9/JXbC1NFPreQyBD1u4cvLr3mBtCcA6v2AmbDyr46gKhtqF0ff6A+7GSG++sW1qFJldKoHhMqWr0sFJAb/6hqht3NtxybT8YZ9qLf3TnvVZPbxFsW7k1rKqPVe/6Y2JTQkA/jwQyHSfKzqO6u1RuzD+7qd848lkfNaxlrqHFwjemlbVHKjhIpXZrTt9m5TM7EKPGZuUQZsf9qqqWEZ1qsOvg5sUetyiQB3HUpz9sjuUkNKSvvM+z+Kj13Uc1duhVmGMS87E53I4AE1rOlKzvK06hxcICsz4p0s66ZmsPRNeqLHSs3Lw+vkA9x8mAtCveXVWvteisCEWKRo623Hk827SmqMCPl1/gp0Bmtv8UjdqFcaVp25CtuT19lH7muocWiAoFKNauIGFtO636ljBZy8KBQxc7q9yDG9VpxKbx7UTpigvoX31cmz5yAuMZJArp99SX7Wv8WoKtQrj2hM3pBslLRnaoIo6hxYICoW1hSlDGksJ3oHhDwh5kFigcWbsvqIqNazmZMfeSZ2E6/V/MKiBCz+921K6k5FFt18OGUTTMrUJ45WoeG5FSUabHzStKnpJCPSOscqcRhSwsgBJyPuCo/lu+wXpjrUlh/7XFRuxufhavujkwfAO0n7Dg4eJDPzziN6n8ahNvdacuqW6Pbp1DXUNKxCojfbVy+NQ1gaAjWdvv9VrY5My6PfnEZArwEjGgYleVBUO9G/MquGt8HQtD8DRgAjmHwjScUT/jdqEcesFaUG7vIOtTo02BYJXIZPB0GZSTmNsXBKnw+Ne84o83lnlL7lEAdP6NaZLLUeNxFhUMTWSsetjLygp5ThO33aOK1H6u96oFmE8e+cRsXFJAAzWQqG+QFBQhiuFEeDfc2+2O738xE2OBEQA0KiGI3N7e2oitCKPcxkrNo9qqyodHLbCnxy5fl5Tq0UYN1+8o7r9jhBGgR7T0NmOCg5SGtnOy3deczQ8TM5g/NPqDQszNo9vX6wTuAvL4IYuDGopLbXdiIjju/1XdRzRy1GLMO6+In2blrGzLhKWQ4KiTZ8GlQHJDeZaTMJ/HvvZ5vOqZlU/Dmws1hXVwJ/vtcDMVqqM+XbXZaKevKRLoY4ptDDejU8hLFraje6lA5dkgeBtGaAURoDtVyJfedylyMdsPCnlPLq72IvOlmqiTAkzlgxtJt3JyOLzLRd0G9BLKLQw7gq8pzLk7F1PCKNA/2lXvZyqXG1/0KurMf635by0Cy2DJe8V7xpodTOqhRt1qpYDYNuZmwRGJ+g2oHwUWhgPBt2Tbpgai506gUFgYiSjS02pR8nZW/fJyM554Zgzd+I4FiTNJjt6VqZDjfJajbGoI5PBz09njXIFM3Ze0m1A+SiUMCoUsP9GDACNXctjpWftHwWCV9G5trJ5U3YuR27GvvD83N2B0pWQDBb0b6jd4IoJXu7laVpL+jvsvhBGWFyyjiPKo1DCeDUmAZKlhel2NSqoIx6BQCt0faarnW9IzHPPRcansv+KtGPd0qMSjV3EhqKmmN7TU7ohV7DwcLBOY3mWQgmjb0i06nYDZ903NRcI3pRa5W1VnoGnbj8/Y/z9aCjkSg2ePu9cW+uxFSd61nbCuUJpAP48eZPMbLmOI5IolDAeCr6nuv3hupP4Xn9Q6IAEAm3R3tUBgPN34pAri3flCgVrTkp11GXtrOlbr5LO4isuDGuqTLpPSWfjpdfnlmqDQglj6P08h5KMxFQ6/bCbWbsD9b5AXCAAaFZN2hUlI4vAe08AOBgSo+qX/EGr6mInWsPkyBXsDshLmfrrpH50GCywMKZkZhMVmwBIOV5PPdfmbD1Lh5/38zg1U10xCgQaodkzNf1n7kh10+tPK80lZDCujTBD0TRfbb9EyN2HqvvHQ+4Rl6x77SiwMF6KeiLleAFj2rmz+4vuqiY4/oGRVJ/uzcmwh/81hECgU5pVsZfqdoErkY/JkSvYpKziql2lHK721jqMruhz5MYDFu25LN2xspD+z5GzSQ8upwssjFciH6luN6hkR8/aTkTOG4Cnm7Q7Hf84mdbf+fD9wWuFj1Ig0ABlSphRurQkfkH34vG/Gasq/xvQSBgta5In6VkMesbGbedHHUCZ7rfz8l3dBkchhPHa00x1GdSvJO0qVSptxflvejGhm6eUwZmTy9f/nqL7Yl8S0/XftVdQ/PCoWAqAoJgEdikddAAGNnDRUUTFgxFrTqjWcid186RP3Uq0cZcKRI5cv09Wrm53pwssjDcfJABQwtbquR66pkYylgxrypZPu0AJaXq8/2IYNWds52LE48JFKxComRrlSwGQlpiKb7CUflbGzprajqV0F1QRZ/mJm+w+J63l1qrswKJBjQHoWttJOiAji+O3dLsMV2BhDHso+S+6O9i89PlBDVy4Pbc/tSpLKRH3HybSeO5Ofvc3rDaKgqJNjXLK968CrkdJy0Md3EVpq6a4EZvE+L9PSXcszPCe2FHVM6dbnbyke7/r0S97udYokDAqFBATnwJAVfuXCyNANXtrLs/ow4deHtIid1YOn6w5xoA/j6qlt69AUFjcHJ5p8avcTGxdXdRFa4JsuYIBS49AhrSstuS9FriXy9OPeo5lVFeZZ24b4IzxflK6qk2q82v86cxNjVgzvBVrJ3ip2lduP32T2rN2EPQaLzyBQNNUecnOc6tqojWHJpiy7QLBd6Qqox5NqjEhXzqUTAbNq0jll2ciHr3wem1SIGGMUM4W4fXC+JQRTasRPKc/1Zyk0sGImCfU/XYHq0+9XVMigUCdVLGzev4BU2PqOpXRTTBFmMOhMfy2LwCQ1nDXj2zz0uPqO0vCmJWYRmxShrbCe4ECCWP0k3TVbUdbyzd+Xa3ytgR925chrd2lBzKyGL3cj/fXnHip9ZNAoGlsLEzBPM8Vqlq5UpiIPtFq5XFqJoP/PKpKzdkyrgNlSpi99NjaFUurbl+N1l2zrAIJ48OUPGEsb/PmwghgaWbCpjFtWTq6veoN+Y9/CPVm+3AjNqkg4QgEhaJsybz3sGs52/84UlAQ3l99goQn0lXm5B716ej+6jXcmuXzfv83YnVnQ1YgYXyckleyY29tUaATf9SmOpdn9sNJmS5xMzIO95nb2XDhzTq3CQTqotQzsxeXsqKnizr5w/8G+y+GAVCnajl+HNDoP493eybL5e4jAxPGhLS8ZO1XTYnfhPqVyhAypz+9m7pJD6Rn8u4fhxn7zxmdJ3gKig8WpnmX0hVLWf3HkYK3IeRBIpM2nJbuWJjhPaHDa5cpKthaSL4LwANlH29dUCBhTM3MWw+0sSica7e1hSm7JnZg0YjWYGoMClh56CqN5vpw53HK6wcQCAqJ6TMf1oJeAQmeJytXzoAlfqrUnBXDWz03G3wVRjKZqm5al0Y0BRLG9GxlDqJM9ty3bWH4vGMtzkzvi0NZ6ZcXFB5L1Rnb2Rnw6mZFAoE6yHnm4sTWUrTnUAefb73A9QjJsahPMzfGtHJ749eWszAFIDlDd7nOBRLG7Byl4aKxWtpSq2hWpSzXvxtAp6ftLVPS6ffLfj7dcp4cuTB5FGiG+4l5fY3Ts3J1GEnRYH9wNEsOBAJgX9aGdR+2eqvXWyonW+lZustUKZCy5cqVX7EaSGsobWnGoc+6MHdoczAxAoWCxXuu0HzBHqIT0l8/gEDwlsieMaM1NVHvl31x41FqJkOWK1NzjI3YMr7Dc14Kb4KxUlfkOpwM6e27YHr3uhz9qjelSku7hBdvxFB5+jb2B+u2hlJQtBHu84XjnZX+JCdIM/ApvRpIPbzfEsXTRvU6dE/X6wWVdtXLcXPeQPr/6cfJoChyktLo/tNevu7bmO/61Nfl701QhHj2bZQjL3rZECtXriQ3580uS93c3Ojo5VWg8/x6JITDSi9FT7cKzO/boEDj5ORKwqjLRPsCCaOxkXKiqYWprr21Oce/6M43u66wYOcFkCtYsP08J27dx3t8BxzELqKgkDz7BZuWVfSEccH8+WRkvFl5XY+ePQskjNdiEpi88Yx0x9KcbePbF1jY0pRri5ZmxgV6vToo0KW0qYnyB9ZSrqFMBvP71ufAlz0xs5VaXp4MiqLGdG/JdVkgKBR5H+CENN33G1E3FhYWr/33FNWk5y3IzJbTf4kvKNP41oxoRbVCtIV4pDS1trU0L/AYhaVAM0ZLU2k7HYWCjOwctaXsvI4utRwJnzuQvkt8uXgjhoQnKbT/3oc5A5syvVtdcWktKCB5Vz6PUnRnXKApQkJD//P5q1ev0rNHD+RyOWPHjXvr8T/dcp5bUZIJ9YAW1fmwhWuB4gQp/xGlMJa11p0wFmjGaPVM0X1Shna31CuWsuTM1z35tGd9ZfsEOTM3naHzrweJTxPtEwRvz7MXPg+KWeZDdnY2n0yaRE5ODu++9x4NGrzduuDuoHssP3QVgHL2Nqz54O1Sc/ITFZ+q2gGrWFp3VUgFEsZna0t1IUYmRjJ+HdyEHZO7gdIAwPfKXWpO9+bsHd36uAkMj5ScvNzFZy31igMLFy7k5s2bOJQrx4wZM97qtQ+TMxi8wl8SMmMjtk3oKLkVFYKbD/OMZKrY6a5LY4GEsYxV3hRXl5cefT0rcWdef+pWk9w6Hj5Kovm8nSw6HKyzmASGR8YzicR3HhYfh6fg4GCWLV0KwPz58ylZ8u0MNIau9CdDmRw/rW8jWlVzKHRMoQ8SVbfdK+jO6ahAwljOOs+m6UGibtdkKpcpycUZvRnbpa60hp6dyxd/n6T3Ej+dlhQJDIhnvEAfxieTqsOKC20yb+5ccnJyqFevHt27d3+r1y48HMxRZVfFhtUdmdvbUy0xXb2n9GCUyairw4ZkBRJGx1J5whitQweMp5gayVj+bnM2TOoCyp2s3eduU2vmdq5E6c7sUqD/JGdkwzOX0sgVXLhb9LtZXg0M5Pjx4wCM/+ijt3ptQHQ8Uzafle6UsGDbhPaS+YMauKL83Ze3t8G6kJflhaFAwuhSJm/KHaVHDjjDGlXm+pz+1HCRenbce5BAgzk7WHb8po4jE+grd+NTX3js5O2inwL208KFKBQKnJyc6N279xu/LiM7R3LNUc6q149sTeUy6vGwzMqVc1XZqbFRZd323SnYjNHWUrIIAyL0SBhBaocZMLM377WrJT2QmcOEVUcZssJfp0XpAv0k/CVmqMdv3tdBJNojJCSEI0eOADBq1KjnasVfx8ebzhOuvNwd0tqd95tUVVtcJ28/VAluS7e3LyVUJwUSRpkMKihrmO/E6c5l91VYmJrw98jWrBrXUdWZcMvJG9T+dgchzyzuCgS3XtJO4/D1B8iLcNH0smXLUMjlWFpaMnzEiDd+3c6AKFb7BgHgWM6WVcNbqDWuA8/4IHSuWUGtY78tBTaRqKbsB3vzof4KzaiWrgR924/KjlLXt/B78XjM3M66c2E6jkygL9yIfcn7Ny2DY7d029dYU+Tm5uJ7+DAATZs2xdLyzXo23U9MZ9AqfykX3kRKzSlprt41wANXJe9VM9sS1K9kp9ax35YCC2P1cqUASE5MJUmPd39rO5bi2px+DGhRXXogI4sPlvry4bqTZGYXvbpYwdtx437CSx/fdumuVuPQFkeOHCExUfoy8OrU6Y1eo1BIqTk5SdJG68x+TWheRb1rgDGJ6QTdlb6M+tSppPMqtgILY+2KpaQbCrhy74mawtEMVmYmbBvfnsUj24KZCShgrV8w9efu4rYeLgUItEdwTMJz9586yG+/dEcH0WienTt2AJIHZbdu3d7oNd8fDOL41UgAmtSsyKyeddUe14bz4SpTmgENq6h9/LelwML47FT3coRhVJtMaufOxZl9cVS2yAy9+xC3GdvZcilCx5EJdMGT9Czi45//YuxZ3wWABw8TORlWtC6ns7Oz8fX1BSR7sQoVXr+OdznyMdO2npPulLRk23j1peY8y79nlctblub0qVtR7eO/LQUWxobOZVQO3pfuGoYwAjR0tiNkTn+6N64mPZCWwZDFB5iw8SzZon1CseL8nUfP+kcAMKxxZdXtFcduaDcgDRMcHExysvRF0LhJk9cen56Vw4ClRyA7F2SwYWQbKmmgfvl6bBIBt6VMgIENKmvNlOa/KLAwWluYUkm5zmhIwghga2nG3klefP9uSzCROhMu2x9Ik+92E/Xkxbw2QdHkdFjcC4/VqlCampWl0ra/z4UVqSqYgCtXVLfdXF/vgPPRxrPcjZFSc95tU5NhjSprJK4/joaqvqDGtqmukXO8LYVqbdBYuQB7PTreIHMEp3apzcnpfSirLFYPuHUf5+ne7A66p+PIBNrgbLjyUtnkeUPUMW1rSDfSM1l96raWo9IcQUFBqtvV3f67a9/WyxGsOyJ5DlSqUJrl76s3Necpmdlylp2QCjAqliuFl7ujRs7zthRKGFs8LRrPyTXY9ZiWVe25Pm8A7T2ltSWS0+m9aB9fbLtYpHPZBHBcWeFiX+r5y8PRLd1UpaW/HgoqMn1ggoPzzFWqu7u/8rjohHQGrz4mzeJMjfGe0AErM81c3q46fQt5srTbPb59TZ3vRj+lUMLYwT1v8fbIDcOtFrCzMsdvcldmDmomtYSVK1jkc4kWP+zlfmLx8ucrLoQ+SFQ5wzjbPV/SZm1hypjW0qzxTnQ8Wy8Xjc25iAjp57C0tMTR8eUzM4UCBq84AsnS+37OgCY0dimrkXjkCgXf7w2Q7liYMbH9q8Va2xRKGD2dyqj8EI+EGq4wglTNM7tXPXyn9qKEcgZxLiQa1xne+F5/oOPoBOrmYEhelUWVsi/6/k3vXldV9jp9+4UiMWsMvX6dmPv3CQsPf+Ux8/Zf5fQ1aSmpRW0npndTf2rOU1aevMW9BwkATGhfi9Jv2WZVkxRKGGUy6KqcNZ4PizXIdcb8dHQvT/i8gTT3cAIgLSGVTj/sZubugCLx4RBIHLoWI90wNcbZ7sWdVucyVoxoI81gbkU9ZsXJom9EciHiETO9z0t3SlqyZWwHjV3apmfl8LX3RemOhRmzetbTzIkKSKH7Snf2UOYcZeVw6LphzxqfUs7GgpNfdueLPg2llKRcOXO3nqPDz/t5lFr0miUVN+QKBftDpRljE9fymL6iAdSCvg1Vtfafbz2v1xVehSU1X2rOltFtqVjqzcoFC8IMnwCeKHNIp3atq3fdPgstjH09nVVN1nYFFI21GAAjmYyfBjRi9xfdMbKWOhP6B0ZSY7q3wW40CST8b8ZCqmSw3K1OpVceV8HWkpm9pB4oaQmpfLblnFbi0wXj/j5N1H2pgm1EBw8GNXDR2LmC7yeyaH8AAGXtrPVutghqEMYqdiWpojRp2BMQVeiA9I2etZ24O68/DdykJYP4x8m0/s6HBQeCXvNKgb7i/cxmyoDXCMA33evg4lgagL+OhBTJ9eZNF+/y73Gpk6CLY2mWDWumsXPJFQreXeEvzUyBpe+3xFJDO96FodDCCNBLWUYV9yiJixFFz/24Umkrzn3Ti4ndPZWdCXOZtuE03RYfJjFddCY0NHZdvgtAeQdb6rzGPt/M2Ih1o9tJSypyBe+sOFqk/uZRT1IZtub4M6k5HTUqVDN8AggMk75cejSpptGZaWFQizAOaZRX9P3v+VfveBkyJkYy/hjalC2fdoES0nrIgYvh1JyxvUh+GRRVrkTFEx2bAEDfBpXf6DVtXR34uKt0uRf3KIl3Vx/XUHTaRaGAQcuPQoqUmjN/UFMaOmvO7uvozVjm75Q2XCxsrfhrRGuNnauwqEUYW1S1x17pSrK1iArjUwY1cOH23P7UUpaN3X+YSOO5O1l89LqOIxO8CevP5nlxvtv0zd2nFw1qrCoV3Hs+jO8PXlN7bNrm2z2BnFOmLbWuU4mvutTR2LnuJ6bTb4mv1MRbJmPruHbYW5u//oU6Qi3CCDCosfQmi45N4MydF2tQixLV7K25MqsPH3p5SBtPWTl8+tcx+i87Skpm0d25LApsUpoU25e1oWXVN2/3aWZsxK6PO0IJ6cP89eYzHAqN0UiM2uDMnTjm7LgAgJF1CTaPba+x1JysXDk9Fx8m8YnUBuWznvXpWdtJMydTE2oTxpEt84rSV5+8pa5h9RYzYyPWDG/FugleqpSOHWduUnvWDoLyefwJ9AP/m7E8UDrOD21a7a2FwM3BBu/xHaT1xhw5XRYffq4PsqGQkpnNwKV+UndEGWwd05YKtppLzXlv9XEu35JS+VrWrsSigY00di51oTZhbOhsRzUnaX1i9dnbZOUWD3fs4U2rETKnv+pnj4h5Qt1vd7DqVNH/cjA0VhzPsxEb27pgLi79PZ2ZOaCpdCc1g/Y/7TO4stHR608To2zpMLJjHfp7OmvsXFO8L7L1pPR7r1iuFD4fe2nEz1HdqE0YAT5opXyzJaezuYhaw7+MmuVtCfq2L0NbK2s9M7IYs/wI760+Tka24VcDFQVSMrPZeEFa/65dtRy1C9HMfXaveqq/dWxcEu1+2s8TA9mp/vt8OJtPSOvhVZ3KsGTY630ZC8rCw8Es9Lkk3Slpie8X3ShTQn/K/v4LtQrj2NbVVRZOf/qHqnNovcfSzISNY9ry55j2YC6lO/x7LJR6s3248ZJOdALt8teZMEiXqpZGty28WcH6UW1oW1eaad2MjMNr4QG9L4m9G5/C8DUnpDtmJnhP7KgxU9jVp24z5Z9TUhqQuQnHP++Ku7KBniGgVmF0sLaghzIF4nRwtEEJwrKlSxk/bhzjx417zp4JICsri88nT2b8uHF8M23af44zrnV1rnzbj0oVpKTgm5FxuM/czoYLRXu3Xt/584jyi9rCjJHNqxV6PFMjGXs/6YSnMvH/8q37dPzloN4a28oVCgYuPQppUsXPT0Oa4VmxjEbOte5cGKNXH5XygUyM2fVxZ1q7vvlGlz6gVmEEmNRB2eheoeBXvxB1D68xTM3M8PHxwcfHh7Vr1z733IwZM9i0aRM+Pj64uLw+IdWzYhmCZ/ejd1OlGWh6Ju/+cZgx/5wuNmuv+sSZO3GEKDvQvdfMFWsL9bT9tDIz4cgXXXFV9j86E3yPFgv28jA5Qy3jq5OZuwO4dFPaRW/v6cIXnTw0cp6Fh4P5YJkf5MjBSMa6ce3pXe/VZZf6itqFsXNNR5yVs6U/j98wmPSVwYMHY6Hssbtv3z5yc6WSpUOHDvHP338D4OXlxdhx495oPGsLU3ZN7MDPI1pL9lUKWHUoiEZzfbjzOEUzP4Tgpfx0QJlzKIPPvGqpdezSlmac+qonbkpxvBr2gNqzdnBBjxrEnQx7yHfKxGoz2xJsGtNO7efIypUzYu0Jpvx9Uur2Z2zEqjEdGN608LNzXaB2YZTJ4BMv5bdRWgZ/+BtGQyEbGxs6K/vsPomPx8/Pj7i4OCZPnoxCocDR0ZE/lix563End6zF2Rl9KWcvra8EhcdSdcZ2tgdEqjV+wcuJjE9lxwUpd7FRdUeNVHY4WFtwbnpvmtaSnKbiHiXRZO4uFh4Ofs0rNU9SRjaDlh2RZnAyGdvGtle7k8312CQ8Z+9i/RHlFaKFGds+6cKolq/vK6OvqF0YAca3raEysP3pwFWD6b43fMQI1e0tmzcz4aOPeBIfj4mpKStXrcLGpmCLx00rlyV03gA6PS1BS0lnwC8H+HTLeXIM5HdjqMzdFyjl6wFTu2nOxaW0pRknvuzBSC9l9UhWDlP+Pknrn/ZxN153Vwij1p1S5W6O7VyHXnXUl1itUMBPh65Rc4Y3ocqlivIOtlya3psB9TWXAqQNNCKMVmYmTFXOGuMfJ7PMQNpQtmjRQrWGuG/fPk6dOgXAtK+/pn79+oUau7SlGYc+68Lcoc3BxAgUChbvuUKz+XuITjCsPDhDISYxnVXHpE2XKhXLaPzDamokY/XwFqz/uJOqQuZkUBRVvtrKggNBWv8SXHs2jG2npM+eWyU7Fg9uqraxr0TF02DuLr785xRkSKlKPZu4EjK3Pw00WG+tLTQijABfdq2jaig02+cymdmGsekwZMiQ5+539PJi/EcfqW386d3r4j+tD6VKS31GLt2MofL0bewPjn7NKwVvy0yfK5Ap7RLP7NNAa42W3m9SlTvzB9KytnLTISOLaRtO4z7dW2t/5/DHKXz4lzI1x9wE74lemJsW/uP+KDWTketP0mCmNwG3lRZsVhasGteR3R931Kv2BIVBY8JYpoQZU5RF6fGPk1nkp/v1ljfB85mZoczIiD9+/13t52jr6sDNeQNprTRJzUlKo/tPe/l65yXRmVBNhMUls9pfWvOqUrEMw9/CMEIdVC5TkpNfdmf5mA5gLS0rhd17TPcf9tB+0X6uRMVr7Nw5coXkxq3M2/x5aPPX2qu9jvSsHGbtDsT+f5v4yzdYaQYBfZq5EfP9YINeT3wZGhNGkGZHT92vv/G5QnyaflcHpKenP5enqJDLuXjxokbOZW9tzrEvujNtQBOV19/32y/S5qf9epnuYWh8vuWCygz1h0FNdFaGNra1G49+HCIZjhhLHzf/wEgazNhG7yV+XNNAXf30nZcJUNYme9WvzOSOBd+Jz8jO4YeD1yj7xSbmbD2ryoOs5mTHwa96sXNCB43WWesKjQqjjYUpP/SVrOFJSWfqds2IjLr4csoU7ty589xj//zzj8bOJ5PBd33qc+DLnpjZSl8gp65FUX26N0dvxmrsvEUd/5ux+JyXatUbVK+gczNUOytz1gxvRdB3g+hYv7LkyCRXsPvcbepM20LPP3zV5kjlfzOWH3ZfBsC6lBUbRrcr0DiJ6VnM3XcVh/9t4qt/T5GWkKoac/HItlyfN4DONV/egrUoIFMoNHvtli1X4DZtKxExT8DEiCtzB2gs474wbN2yhU8//RSAUaNGcfDQIe5FRWFqakpAYCClS5fW6PljEtPpu9SPC8omTZgYMXtAU2Z0r6s3TcgNAblCQa2ZO7gREQdGMs7M6k+zKv/dF/mr7Zf4QZnnF/37cBw1PAM6dvshU7edV3khPsW1kh3DmrnyQQtXqubrdf0mJKZn4faNN3GPkkAmY++XPej+tFndG5CZLWfn1Sj+PnOLvYERqvVZAKwtmd3dkymdaullKwJ1o9EZI0g7dUveayndyZEzas1JvWtDGh4eztfKS2hXV1dmzpxJv379AMjOzmbjhg0aj8HR1pLTU3vwWa8GyvYJcmZtPkPnXw/q/RKEPvHToWBJFIFhrdxfK4q6oK2rA2e/6onvtD60qO2kaiZ3O+oxc7eeo9rn/1Jt2lbG/3sWn8CoN67B/mDtSUkUgQld672RKAbfT+T7g9dov2g/FhPXMfS3A+w9H6YSRTPbEnw7pBlJi4Yxs0fdYiGKoIUZ41N6/uEr/cKBXz9sy6ftC1/Irw6ys7Lo2q0boSEhmJqasm//fjw8PIiMjKR58+Yo5HJcXV05fuKE1mLadTWKvn/mWc47lLVh5yQvmlex11oMhkhkfCouX22R0kdKWvLwhyFv5BKt7RljfgKi41ly9DqrTt9W/c2fw9QYTxd7PF3scC9fCo+KpajrWJpKpa1UVxOrTt1izPIjALi72BP4bV/MjPPmPSmZ2VyLSSQ4JoHgmCeExCRwIixWdYn8HDIZTWs6Mq6NO+80rqqW3WxDQ2vCGJ2QjtNXmyEtEyzNiVgwCOcyLzY61zZff/0165S10VO/+kp1OQ3Qq2dPLl2SbJP27N1LgwYNtBbX3fgU+vzux1Vl4yBMjVk4tDn/01CNa1Gg3cL9HLsqVRQtHd2ej9q8meeiroXxKVm5cg6H3mf75Qj2BETw8NFrTFiMjcDCjDJmJsQnpkqleEYyGlQrT1aunMT0LOLSssjIyISsHMnp5lWYmdCupiO9PV0Y1NAFp1K6/2zqEq0JI8Dv/tf5ZM0xAFrVqcSJKd21deqXcub0aQYOHIhCoaBhw4b47N6N7JkFvfXr1/PV1KkAfPDBB8xfsECr8WXLFXy88SwrDl1Vval7NnHl39FtsFGTEUJRYcmxG3y82h+AFrWdOPVljzd+rb4IY36uxyZxKCSGo9dj2BMcTU5SmvoGN5LR0LUC7dwr0KmWI23dHDRmQWaIaFUYAVr9uI9T16T+0wvfbyVmQG/Apot3GbbSX5WX5lS+FD6TOlG/kv5tYumC23HJuH2zTbqEtjAjbMGgt9q80FdhfBa5QkFccibRCanEJKXzIDGd+4npbL94Jy/RuoQ5ZSzNsDIzwcHaknK2ljjYWFDe1pLytlaUt7HE0TbvX3FZLywIWhfGyPhUXKZtlS6pzU24OntAoZNPiwO3HibR63df1cYC5iYseb8VE9rU0G1gOiZHrqDRXB9Vr+I/RrVjYtu3+50YgjC+DL/rD/D63gfkCkqVLsnt+QOxs9LfznuGhNZXVZ3LWLH2Q2U/2cwc+v5xWO+dj/UBNwcbAmb25v12ymTdzBwmrvJnyAp/vTVH1QZTvC+qRLFzw6pvLYqGSnxaFoOXH1GtK24e316IohrRyXbTiKbVGNxKegOH34tn1PrTugjD4LAwNWH9yNasHt9R1Zlwy8kb1P12ByEG2K2usPgERvHr3isAlCpdkn9Ht9FxRNpjxJoTxD9OBuCT7p5FOtlaF+hsH371iJa4OEpJ0xuPh7L0uGE48OgDI1u4EvRtPyo7SmuM4ffi8Zi5nbXPNJMv6tx5nEKf5UdVpqjeEzpStpjMmJYdv8me87cB8KhSjoUDG+s4oqKHzoSxpLkpuz/prJr5TFx3Qm1lUcWB2o6luDanHwNaKFNSMrL4cKkvH6w7aTBORgUlPSuH7r8eUuX8zR7YlA41yus4Ku1wPTaJCf9IdnhYmLFtQgdMjURplLrRaeZmHcdSrB3VRsr8z86l26+HiDGwHr26xMrMhG3j2/P7yHag3GFc5xdM/bm7uB2XrNvgNMg7q49zXbkJ1bVRVWb2qKvjiLRDtlzBwKVHVP6HS99raVCd9wwJnae0j2hajYndPAFIfJJCl18Oil7Mb8nH7WpwcWZfHMvZAhB69yFuM7zZcilCx5Gpnxk+Aew8IxlEVKlYhi1j2+k2IC3yxbYLBN+RzEV6NnF94wR2wdujc2EEWDykiapH77XwWAYu99e7emp9p6GzHaFzB9C9sbL5UFomQxYfYMLGswbTWuJ1rD8Xxjzv89KdkpYcnNxFbR3/9J1DoTEs3hcAQBk7a9aPaq3bgIo4eiGMRjIZPh97UUXpurP3fBiTNp/TcVSGh42FKXsnefH9uy3BROpMuGx/IE3m+RAZ/5KaWAPi6M1YRqz0V/UqPvxJZ9wcisdl5OPUTIb8eVSVmrNlXIci45Str+iFMIL0ofb7ohsWtlKN5pJ9AXx/8JqOozJMpnapzcnpfShrZw1AwO0HuMzwZnfQPR1HVjCCYhLo8MsBqd5XBitGtsXLvXhstgC8t/o4CU+khlqf92xAx2L0s+sKvRFGgCp2JfH/X1fVTvXXG0+z5vRtHUdlmLSsas/1eQNo76k0aU1Op/eiffxv20WDap9w53EKbX7YC6mSc/S0/k0Y08pNx1Fpj9/9r3PgYjgAdauV54f+DXUcUfFAr4QRpFajuz/pJF0KyhWMWnUU7yuiB3NBsLMyx29yV2YNbiY5scgV/OxziRY/7OW+Aez+xyZl0Pr7varZ0oiOHnzXp3DdGg2JkAeJfLLhjHTH0hzvCR0wEak5WkHvhBGgZ20n1o5rL/VCyZEzcMlh9l4TXfQKgkwG3/ash+/UXlgrraTOhURTdbo3h0NjdBzdq4lLzqTl93uIjk0AoEeTaqwZ3lK3QWmRrFw5A5b4qVJzVg5viau9tY6jKj7opTCClMbz6whljmNWDj1/PYBPYJSuwzJYOrqX59a8gTT3kBquZySm0vmHPczwCdC7DIDYpAyaL9hN2L3HALSp68z2jzrorKGVLpi85YIqV7NvczdGtyw+ywf6gN4KI8Cn7d35/p2WKnHss/ggGy6E6zosg6WcjQUnv+zOlL6NVJ0J5207R/tF+3mUmqnr8ADJoLfRvF0qUWzu4cSBTzo950Zd1NkXHM3SA4EA2Je1Ye0HrXQcUfFD799tU7vUZuF7raRrwuxc3l3iyy9+IboOy2Axksn4sX9D9nzRQ9Xa9tjVSGpM9+bE7Yc6jS0gOp76s3dx70ECAK3rVMJvcpdi5RsYl5zJoOVHpbQkYyO2jO+ArUjN0Tp6L4wA/+vkwfLR7VUbCJ+vO8GkTef07hLQkOhRuyIR3/WngVsFAOIfJ9Nmvg8LDgTpJJ79wdHUn+uj2mjp3rgavp93LVaiCPDOKn9VH5apvRrQrno5HUdUPDEIYQSpcbn3p13AXPqg/LEvgG6LD5OSma3jyAwXp1JWnPumFxO7eyo7E+YybcNpui0+TGK69joT/nokhO6L9knmxcAHHT3Y/XHHYnX5DPCLXwi+V+4C4OlWgXl9tddjSPA8BvXO6+/pzOlpvVVJ4AcvheM5exe3Hr6maZDglZgYyfhjaFO2ftoVrCwAOHAxHPcZ27kQ8Uij587KlTNi7Qkmrz0BOXIwkjF7SHP+GtGqWG20gJTE/vkmkZqjLxiUMAI0r2JP6Oy+VHeWWomG3XtM9Zk72B4gch0Lw8AGzoTNG4BHFenS7cHDRJrM2clvR69r5HyR8ak0mbeb9UeU68UWZmye1KXYOOU8S2a2nAFLfFW9nP/6sPVb9awRqB+DE0aAymVKcnlmb3o3VaYwpGUw4JcDfLL5PDlFxDBBF1S1k36vI73qqKzgPvvrGP2XHVXrkoVPYBQuM7xVLQnKO9hyZVYfBjd0Uds5DIlPtpzjVpS0Cz+wZQ0+aFZNxxEJDFIYQfIi3DWxA9+90wJMjECh4Pe9V2g014ewIuxFqGnMjI1YPbwF6yd2AkvJEXvHmZt4zNxBYHRCocbOypUzceM5+vy8H5KlypsOni4Ez+mPZ8Xi2fFwd9A9VhySNrzKO9iyekTxSWLXZ7TeJVATHLv9kH5/+PIkXimIluasHN5SJMUWktAHifT+/TC3lbMZLMxYMbxVgWqVr8UkMHDZkbwuhyZGzOrfhFk96qHr5URddQmMTcrA+ZutZCWmgYkRJ77pQ6tqDi89duXKleTmvJlPqZubGx29vNQZarGjSAgjSNZM76w6zqFLeQng3RtXY+0HrbG3Lh69QDRBelYOo9afZuPxUNVj77StyerhLd6oQbtCAd8fDGKa93nVGpp9WRu8J3SktevLRUDb6EoY2y/aj3+gtDb+zcAmzOv96jrwqlWqkJGR8Ubj9ujZk5UrV6olxuKKwV5K58fOypyDn3bi1w/bqtx59l0Io/xXW/hLOPQUGEszEzaMbsPyMR1UqVIbjoVS99udXI/972yAazEJNJrnw7QNp1Wi2K95dW59N0BvRFFX/HTomkoUG1Z3ZE4vz/883sLC4rX/nmJsVGQ+1jqjyMwYn+V6bBJD/zyqWtwHaFHbiRXvt8Kjgq0OIzNsAqLj6b3Yl6j7T6QHLM35Z1Qb3m1S9bnjUjKz+WbXFRYfvArZudKDJS1Z/0Er3s93rD6g7RljQHQ89WftkPwlS1hwZ/4AKpcp3C701atX6dmjB3K5HJ/du2nQQORAFoYi+dXiXs6GyzN7M3doc9Us5/S1e9T+Zitj/znDYz2pCzY0PCuWIXh2P/o0U64xpmfy3pLDjPnnNFm5chQKWHHiFk5fbmHxnisqUezeuBoxCwbppShqm4zsHMk1J0uaQf8zsnWhRTE7O5tPJk0iJyeHd997T4iiGiiSM8ZnCYtLZtw/p/FTVhQAUMKCmT08+aqLR7ErOVMXvx4JYfK/p1Xi51S+FMZGMiJinqiOKWdvw9L3W9Lf01lXYb4R2pwxjlp/mjW+0i700NbubBzTttBjLliwgN8XL8ahXDlOnjxJyZIiB7KwFMkZ47NUs7fGd3IXdv2vOy6OpaUH0zKYs/UsZf63iQUHgkRXwgLwWYdanJ3RlxJKj8d7DxLyRNHCjOkDm3L3+0F6L4raZHtAJGv8JFF0LGfLyuEtCj1mcHAwy5YuBWD+/PlCFNVEkRfGp/SuV4nb8wfx64dtVR/mjMRUpm04TenPNzFn71WSM0Td9ZuyPSCS8etPqQwPVMhgVOsazOpZ7412rYsL9xPTGbTyGCgAE2O2TehISfPCdzicN3cuOTk51KtXj+7duxc+UAFQjIQRpLrgT9u782jhUGYPaQ7W0iVTRmIqszafwWbyBj7dcp4YA7D91wXZcgUrTtzCddo2Bvy8n4Dbys0tIxm1KjtI7kcKWH04iGbz93Avv2gWUxQKGLLiKPLkNABm9W9M8yr2hR73amAgx48fB2D8Rx8VejxBHkV+jfG/SMnM5mffUL47ECgl2T7F1JhBTV35qmsdGjjb6S5APeFxaia/+oXyu18wiUpbMABMjBjczI3ZfRrgXs7mhUR7E5sS7PqoA909Kuoo8jdD02uM8w8E8c2G0wA0rVWRM1N7qiWp/f3338fP1xcnJyfOnT+PTNeZ8kWIYi2MT8nIzmHZ8Zv8tP8q9x8m5j0hg7pVyzOyTQ0+aFa1WBmGyhUK9gfHsOLYDXyu3FHtogJgYcboNjWY1q0uVfKZHcQlZzJw+RGOX1WaehjJmNq7IfP7NdBbxxxNCuOlyMc0mr1D2qQqaUnkdwOoVNqq0OOGhITQqVMnFHI5s2bNYtz48WqIVvAUIYzPIFco2HTxDj/uC3ouBxIAMxM61KrI4MZVGdSwMmVKFD2RzJErOBwaw6YL4Wy7HPHC+qGFrRVfdKrNZx1rYmf16moihQJm7L7Cd9svSE3igZa1K7H9ow44WFu88nW6QlPCmJ6VQ82Z26VNKRlsnNSFoY0qq2XsSZMm4b1tG5aWllwLDsbSUjvVOsUFIYyv4MydOBb7hrDpQriqU5sKEyMaVC1Ht7qV6FvPmYbOdjqv9y0oMYnp7AyMZN/VKPYGR6v6N6uQQWP3ikxoX5N3Gld5K/PYQ6Ex9Fl6hIxESWBtS5dkx0Qv2uuZK7WmhHHE2hMqW7V329bkn1Ft1DJubm4utT08SExMpF27dmzYuFEt4wryEML4GpIzstl86S7/nr2Nf3A05OS+cIyJTQk616hAB/cKdK3tpNfVNXHJmRwKjcY3NAb/0Pvcvf+El/WIqOZkx9Bm1figuWuh2nbGJKbTd6kfF0KV7W+NjZg9sCkzutfVmy8TTQjj1ssRDP7tACigUoXShM7tj5WacmYPHz7MiOHDAZj33XeMHDlSLeMK8hDC+BY8Sc9iV2AUOy9HsCso6sXZlRITmxJ0cCtPo8plaehiR9PK9lQspf1LnZTMbC5GxHMx4hGX7j7iTFgsEfcTXiqEmBjR2K0Cves5M7BhZdzL2agtDrlCwf+2XeTXPVdU5+5YvzJbxrXXiyUJdQtjdEI6TtO2Qko6mBpzfmZfGruUVUeoAEycMIEdO3Ygk8m4eOkSFSpUUNvYAgkhjAVErlBwOjyOfUHRHA6+x8Xw2Ly64JdRwhw3u5JUcbClqr01rvbWuJazwalUCRxtS1DOxuKtNycS07OITkwn+kkq4Y9SuP0wifC4ZMLjkgmLSyI5Me3lIgggA+fypeno4UhXj0p0qVVB45tLu65G0ffPo5JgILns7JrkpZbUlcKgTmFUKKDlj3s5E3wPgLlDmzO9u/pcybOzs6nt4UFycjLVq1fH/9gxtY0tyENk4BYQI5mMVtUcaFXNgfl965OelcPx2w/xDY3hxK0HnAuPe35tMi2TW2mZKqfmF5DJJMNdExPMzIyxMTHGwlT6l50rJyM7l+TsXNKycyEnRxLht3ErN5JRzbEMrWqUp717BbxqOGp9FtunbiXuzOtP39/9CAx7QNyjJFrM28VPQ5vzRScPrcaiKebtv6oSxRa1nfimm3pbNQQHB5OcLKVDNW7SRK1jC/IQwqgmLM1M6FLLkS61HAFpRnnzYTJX7z3hWswTQqKfcP1+IsEPEiD9JSYWCoUkdtm5ZKVDgdtQmRhRyd4W9wq21HQsTW3H0tSpWJo6FUupbY2rMFQuU5ILM3ozaeM5lh8KhOxcpvx9kmM3HvDv6DbYWBS+GkRXnLv7iJnbzkt3rC3ZMraD2tdRA65cUd12c3VV7+ACFbr/pBRRjGQy3MvZ4F7O5oVeJg+TM7gdl0zUkzQS07JIysgiKSObpPQskjNySM7IIjkjm5TMbFIycjA3NcLa3BRrCzOsLU2wtjDDxsKMkhYm2FiYYWNpQgUbS6o52OBc2krvu8uZGsn4891mtKtRnmGr/CEtkz3nb1Mr4hE+k7wMMqk+NSuHgUv9pM05GWwd1U4jM/KgoLy+39XdhEO9phDCqAMcrC30Mp9P2wxtVJmGzv3p/bsv1yPiiI5NoOHcnfzxXismtq2h6/DeinF/n+begwQARnTwYGADzZhnBAcHq25Xd3fXyDkExaxWWqB/uDnYEDCzL8M71JIeyMzh49X+DF7hT2qWYbgebbx4l3+VrR8qO5Zh2bBmGjtXREQEAJaWljg6OmrsPMUdIYwCnWNuasS6D1qzZnxHVVuKrSdvUGfWDoLvJ77m1bol6kkq76xWuuaYGuM9oYNGPT5Dr18n5v59wsLDX3+woMAIYRToDR+2cOXa7P5UUbZSvRMdT+1Z2/W2Z49coWDgn0dV+azzBzU1yPVRwYsIYRToFR4VbAma3Y+BLZVrjBlZjPzTjw/WnSQzW67b4PIxe89VzisretrUdearLnV0HJFAXQhhFOgdVmYmbB3Xjj9GtVP17FnnF4znnJ3cjkvWbXBKztyJY84OKTXHxKYEm8a005sSR0HhEcIo0Fsmtq3BxRl9cSwn1Z5fj4jDbYY3my9F6DSu5IxsZWqOXErNGd2OClrqRS3QDiJdR6A1AgICOHvmzH8e07BRIxo3bpx339mO0LkDeGfVMfaeD4O0TIYuPoB/l3osHtoUUx3kbI75+zQxsdKm0CivOvT1rKT1GASaRQijQGts27qVNWvW/OcxvXv3fk4YAWwsTNnzsRc/HSrPl5vPQnYufx4I5MytWHwmeeFcpvDGr2/K3+fD2XziOiA5EP0xVJTlFUXEpbRAa8TExABgZGSEhYXFS/+Zmb/aAHdK59qc+qYP9mUl55/AsAe4TPfGJzBKK/HfjU9h+JoT0h0zE7ZN7CAafhVRxF9VoDXu378PQOfOnVnz118FGqNFVXtC5/Zn8PKjHAmIgJR0+vyyn8k96rNwYCONtU+QKxQMXHoU0qTUnJ+GNMNTmVYkKHqIGaNAa8TGxgJQtWrVQo1jZ2WO7+SufDukmdSZUK7gl92Xaf79Xo11eJzhE8Clm9KMt72nS5FxAxK8HCGMAq0gl8uJeyR5BrlVr17o8WQymNWjHn5f9cJa2Sf8fGg01aZ7czg0ptDjP8vJsIfMV/o1WthasWlMO7WOL9A/hDAKtELsgwfk5ki1z25qdIXpUKM8t+YNpEVtJ0DqEd75hz3M8Al4pUfv25D0NDUnVw4yGVvGthMGIMUAIYwCrRAVGam6XaJECebMmcPAgQMZNnQoPy9axNWrVws8djkbC05M6c6Uvo3ASAZyBfO2naPdov08Sn2J9+VbMHLtSWLjkgAY17kuveo4FWo8gWEghFGgFSLv3VPd7t+vH38uW8bpU6c4duwYCxcupEePHvz7778FHt9IJuPH/g3ZO6UHRtYlADh+NZLq33hz4vbDAo351+nbeJ++CYBbJTt+GyxSc4oLQhgFWuHeM8KYkJCAvb09zVu0wM5OMl3IzcnhyylTOOLnV6jzdPeoSMR3/WlQXWoQ9SQ+mTbzfZh/IOg1r3yesLhkRq47Kd0xN2H7RC/MTcXHpbgg/tICrfA0hxFg4sSJBF69ire3N0HXrjF69GgAFAoFS5YuLfS5nEpZcW5aLz7u7int0uTk8s2G03T97TBP0rNe+/ocuYKBy46oWlD8Mqw5tR1LFTougeEgugQKtMKJEyc4d/Ys1tbWjB03Dlm+fMNWLVsSHh6OTCYjIDAQe3v1dA70vhLJwBV51mDlHWzxmeT1XDvT/F0Cf/UL4Sfl/U4NKnPosy5qiUVgOIgZo0ArtG7dmi+mTGHc+PEviCKAV6dOgDRrDFejCeuA+s6EzRuAR5VyADx4mEiTOTv59UjIS48/Ex7HT7svA2BdyooNIjWnWCKEUaAXuLjkNQx7dj1SHVS1K8nlmb0Z1akOyIDsXCavPUG/ZUdIycx+7tgx605KqTlGMjaPa09Zq1eXKAqKLkIYBXqBiUledaqxsbHaxzczNmLV+y1YP7ETWEpit/PMLTxm7uBhSl5Kz5N4ye9xYtd6dPOoqPY4BIaBqJUWaIXRo0aRlpZGnbp1+frrr194/lFcnOp2xYqaE6T3m1SlsUtZei0+xO2ox0Tef8Jfcc/3lXF3sefnQY1fMYKgOCBmjAKtcObMGfz9/Tl65MhLnz979qzqtpOTZpOo3cvZcHVWX4a1qSk9kPNMywRzM7wndsTMWHw0ijPiry/QCk/zFUOvX+d+zPO1zGFhYZxRGtjW8vCgQoUKGo/H0syEDaPbsHxMBzDJ+xjM69eIWuVtNX5+gX4jhFGgFXr26gVIidzDhg3jwoULJCcnc8TPj8GDB5OjrKMeNmyYVuMa29qNI1N7U97BlgEtqzOtm2hoJRB5jAIt8eTJEzp36kR0dPQrj2neogUbNmzA/D/MagUCbSBmjAKtULp0aXbv2UOLli2RGT3/tjM1NaVbt25s3LhRiKJALxAzRoHWiYqK4sKFC8THx1OjRg2aNGkiBFGgVwhhFAgEgnyIS2mBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMiHEEaBQCDIhxBGgUAgyIcQRoFAIMjH/wFRLpROkscb+wAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/36.jpg" } ]
<image>Find the variable of x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
B
64,484
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/37.jpg" } ]
<image>Find the area of the regular polygon. Round to the nearest tenth.
C
64,485
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/38.jpg" } ]
<image>Find a if c = 8, b = 10, and m \angle A = 60.
D
64,486
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/39.jpg" } ]
<image>Find the area of the composite figure. Round to the nearest tenth.
C
64,487
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/40.jpg" } ]
<image>Polygon A B C D \sim polygon A E F G, m \angle A G F = 108, G F = 14, A D = 12, D G = 4.5, E F = 8, and A B = 26. Find D C.
C
64,488
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/41.jpg" } ]
<image>Find A B.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/42.jpg" } ]
<image>Find x. Round to the nearest tenth, if necessary.
D
64,490
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/43.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 R.
C
64,491
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/44.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
B
64,492
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/45.jpg" } ]
<image>In \odot P, P D = 10, P Q = 10, and Q E = 20, find P E.
C
64,493
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/46.jpg" } ]
<image>Find m \angle C G D.
C
64,494
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/47.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/48.jpg" } ]
<image>Find the measure of \angle D F B on \odot F with diameter A C.
B
64,496
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/49.jpg" } ]
<image>Find the value of x.
B
64,497
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/50.jpg" } ]
<image>Circle L has a radius of 32 centimeters. L H \perp G J, and G J = 40 centimeters. Find L K.
B
64,498
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/51.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
D
64,499
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/52.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
A
64,500
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/53.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/54.jpg" } ]
<image>In \odot B, m \angle L B M = 3 x and m \angle L B Q = 4 x + 61. What is the measure of \angle P B Q?
C
64,502
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/55.jpg" } ]
<image>If P R \parallel K L, K N = 9, L N = 16, P M = 2 K P, find M R.
C
64,503
null
C
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kRIRwJkkRiz53qKACKuoAWNyFD8Mam0YWkeq229Z5e3tbX+vqZRNtd/a///2P77//nrS0NPRNTSQkJLBo8WIWLFjQrfslpxZaXy+TjmDCTUiAFX1uXcpp6+slXVieM278eB597DEApk2Z0ub4qVOnrK+Hj5CnGHfU3NzMU089xSerVrV6Py0tjXXr1nH3Pffwxz/+EQ+PriXXPrJUpKtDSIgI6q3hCtEjEmBFn7M2Y/f3ZV6i4xuox8fH8+STT3Z4/MMPPrC+nj59erfHJ5xn1cqV1uAaGBjIOeecg4+vLwcPHKCyspJ333mH6qoq/vH66w7fs6hah6lAqUi/XtLDwo3IHKzoU03NRg6fUopRZo6Pwtujd4pRVq1axeeffw5AaGgoy5Yt65X7it711ltvARAWFsamzZv5/IsvWLlyJd9v3050tNJ56b9ff01FRYXD90xOLVC6TAALpf+wcCP9LsAajCbWpxVy3Qc7eeirA64ejuiibadKoEEP9N6H4c6dO/nD008D4Onpyd//9jf8/Px65d6i91RUVJCXlwfA9T//ObGxsdZjarWaG268EQCDXs+xY8ccvq+1I5iHikWT5QlWuI9+kSI2GE18c6yQj/Zls+ZwLlTrICyQMy9d7+qhiS6ybQawdMqoHt9v69at3HP33ej1StB+4c9/ZuHixT2+r+h9RUVF1te2Fd8WY0aPtr4uLS11+L7fmtsjjoiNJNTBivT6+nquXbaMmtpa5s2dy4s92LRCiI64bYDVG018k1bIRz9ls/ZQrrUFGgAqFWvvnkdYgGP/mIT7WHPMXO05LIjJ0SE9utfGb77h/vvvtwbX3/zmN9xxxx09HaJwkoiICH7xi19gMplISkpqczzfZmnV8Kgoh+55tLASymsBWDLB8afXV155hZSUFAAS4uMdvk6IrnCrAFvToGfrqRJW7M0m+XAe1OraPe/GyyZ2qfpUuIey+ka0ecqTyaIJjjWX6MjXX3/No488gsFgQOXhwXPPPsuvpEWiW4uMjOTlV17p8PiBA8qUj5eXF4njxjl0z7WpLRXpix3MiOTn5/PB++87dK4QPeGSAKupaeBIYSVHCytIKaogpbCC1JIq5S9Rc7FCh6JCeO+m8/tmoKJXbUgtBKO5GKUHvWK//vprHnn4YZqbm/Hy9ua1V1/lZ9fLdEF/VVBQwJv/+Q87d+4E4MabbiLMwRac1u3p/Ly5dKxjFenPPvMMTU1N3RqrEF3h9AB7pKCSNSn5pBRVcqSoktySytbp3q7wUPGX+ZM5VlxFVLA/UcF++Hj2uzqtQctajKJSdTsDkZKSwqOPPkpzczP+/v689+67XHLZZb04StFXXnrpJd595x0aGhoApb/0nXfcwdN/+IND1+uNJg6eLAbg3PHRDlWk7969my1btuDr60tjY2P3By+EA5weYKeNHEqzyYS+2US6thoaevCXo9HEMx/v5hnL1yrAzxsC/YkM9GNEkC+Rgf5EBvmhDvIjMtCPqGB/1MF+RJlfhwf6SJ/SXuRl0xDA16aTUnvWHFfmX4NiwlEHda/K9y9//jMGvR4PDw/efOstCa79mK6+3hpcAUxGI7l5eVRUVODv79/p9d+d0nSpIt1oNPKMOXjfeeedrFy5ktra2m6OXojO9UmKeMaoUGaMCuXFRVOpbdSz4VgRa1JO80XqadBWd36DjpgAnR50erSl1WgducZDBUP8INCPMYF+RAf5ERnoS2SQH5FB5mAcZA7MQcrxID/7gWMwu/jSSykqLu70vJPaaihV/rf+eTebATQ2NrJ//34ArvvZz5g/f3637iPcwzVXXw0oFcM7duygsrKSbVu3smTxYrZu3UrI0KF2r0+26Qi2dHLn868fffQRp06dIjw8nN8+/jgrV67s0fiF6Eyfz8EG+npz4/TR3Dh9NJ8Dx0uq+OpoPmtTTnP4ZDE0Gjq+2NODl35xISqVB5oaHdraBrQ1DWhqGiiobaC8tgFqG6x/1bbLaFJS1DU6coFcRwbt7QmBfqgC/RgfqATgyCB/IoN8rU/L6iB/ooNbArOkrltbm9LSK7a7m2Hv3bvXmtarrKjg448+6vDcIYGBXHfddd36PqJvnD9rFuebN21obGzk3nvuYcuWLRQWFvLuu+/y+BNP2L3eWpEeFsjUEUPtnltdXc0rL78MwO+eeoqAgIAej1+Izri8inhCVAjPRU3muSsnU99k4F87M3jqf0dBU9X25GYj32do2PTApXbvqdMbKKluoKSmAU21EoBLanRoqxvQ1jagqVWOZdQ2QG2jEpQNzR3fUN8MFXWYKuo4AZzo7IdSAX6+EOhLZKAfI4P9iBxiTltbnpSD/FAH+xEd7E9UkB/hQ3wZyJlrazGKjxfzxzu2BONsBQUta2i3bNnCli1bOjxXrVZLgO1HfH19eeXVV5kxYwYGvZ7tO3bYDbDl9U0U5yo5q6sdWJ7z97/9jYqKCiZMnMjNN9/ca+MWwh6XB1hbAT5e/O7yJJ64bDwf7svmyW+OUp7besH55n2ZHFg0lXNHDevwPv7eXsQOCyR2WGCH55ytQtekBOXqBjQ1OjTmAK2t0SlPybUNFNc2UlCrU4JyXWPHFc8mQNcIusaupa4D/WBIS+raMo+sDvIjMlj5/5Yn5OHBfgT69o/UtdFk4od0pRnApMQo/L2792tnu5tOZ7y83OpXWwDp6emkpqTg5e3dbivLiIgI1JGRFBYWoikpsXuvDWktFemdZUSyMjJYuWoVKpWKv/75z6gG8l+ywq245aeQh0rFXRfEc9cF8SSnFfL79Uc4fqJACVxGE/d/8RP7f9u9ba06EurvQ6i/D0nqYIfONxhNaGtbB2RNTaPyusaSutZRUNtIRZ2DqetqHVR3IXXt4wWBfngF+pI4REldq4OV1LU6sOVJOcrFqetdWaVQpxSz9KQ94n33389999/fW8MSfeydt9/ms88+w8/Pr8Ne0cOGDaOwsLDTIidrRkSlYnEnFel/eOYZDHo9CxYssKakhegLbhlgbS2eNILFk0bwY24ZT68/wo4D2Rw4ks/WkyVcPq57qcbe4OWhYniwP8OD/YFQh66pbzKnrmsb0FQrgVhT02BNXZfUKP/JtMwl1zWAwdjxDZsMUF6LobzW8dS1v5K6Vgf6K1XX5tS1Epj9UAcqAVndi6nrdaktqd0lU6RX7GAVEREBQGNTE+Xl5e2uddVqlXzPiE62G/zKXJHuNSrM/G+wfVu3bmXnzp34+vrypxde6O7QhegWtw+wFheOCWf7Q5eTrqnm2W+O8tiag6Q+dY2rh9UlAT5exIUHEhfetdR1cZVOeVKubZlTtqSuS2p1FNc0UmiZT67vJHVdr5yj0VajcWQAnh7mqmtf4iwFXoEtqWt1iPkpOdDypNw2dZ1sedoIDuD8mHCHf3YxsIyKiQGU5TirVq3i4YcfbnV829atlJhTwwkJCR3eJ7O0xlqjccuEjp9em5ub+eMf/wjAXXfdxciR0v1N9K1+E2AtxquD+fLOOZTVN2IyMaALg6AldT0hyrG+vbap65JqnfKkXKukr7U2qevc2kZqahuUdpT2KrebjVBdD9X1ZAPZjgzCnLoOCPRlVIAfWRnm+bRgP17akoY62GY5VFAA6mC/Xtu2Triva6+9lhdeeIHamhpeXr4cgEWLFhEWGsqWLVt49tlnAfDy9ubeX/2qw/ussdkwYrGd3XPWfP01OdnKb2yTXs9LL77Y6rilm1NmVhYvvfgiC66+ut1NCIToLpXJ1FlvQjHQ2aauS6rMqevqBjS1lqVQjebUtaXAq5PUdVfZpK6jA/0ZHuRrfkL2N1ddK6nr6BBzYA72Y5j/wK66HqhefeUVXn31Vbvn3H3PPbxgJ507959b2LU/G7w9qXvrdgJ82n9OeO+993jOHLQd8etf/9rhLlJCOKLfPcGK3tfV1LXJZKm6bkldWwKzpeJaa0ldF1cqaWm7N8Saui7WVtN52wpapa7jA/2ICvK3NgxRqq7NjUKClWNRwX4M6eCDWPSd3z7+OOHh4fzpT39q1cUJwN/fn+eee45f3n57h9cbTSZ2mbenS0qI6jC4AgwZMoTw8I6nJM6cOYPl+SI8PJzAoKAu/CRCdE6eYIVTqZ76AgorIHooBX9YbFN1raSuS6obWy2FynM0dd0dvl4wREldjwn0V7p4Wdclm4OzOXUdHRxAZJCkrp1Fr9dz8uRJjh49ireXF5MmT2bcuHF4enravW53Vilznv8agCevP5+/L57W7TGMTUyktraWK664go8+/rjb9xGiI/InvXCa05X1UFQBwE0TRzIixJ8RIY5XXddZUtfWZVAN5vXJSkDW1jZSUqMjq86mYUizndR1owEaa6kvr+U4cLyzAahUEOADgX5ED/Gzpq6jgvxbPSlHWQKzpK4d5u3tzaRJk5g0aVKXrluXZluRLkVLwr1JgBVOszbVvHYZWNSN3XOG+HgRHx5IfBdS12d0jcpTsqVRSHVL6rrE3F6zqKaRYsva5PpG6xjbvWGd0lSkmCrHU9eB5tT1kJbUtTrYD3WgMoestj4pS+q6q6wBNsifWaOlIl24N/mXLZxmvWX9q5cHV/dwg3VHqFQQHuBLeIAvkxysutYbTeZgXG9tralUWiupa415bXJurY56S4FXZ1XXVfVQVU8WkOXIIHy9INCfoEA/RgdamoQoqeuoYOVrdbA/anNAVgf54TUIU9d1TQYyspTFZZckDZdMgXB7EmCFU5hMsMXcDGBMrJoQN92RyNtDxcih/owc2vn2aBaW1HVxlU5pGnLWk7K2tpHiGh3ZlrXJdY6krmuoOVNDGpDW2QBUKghQqq5HBPoRbd6m0RKYLVs0qgNbuniF+vv0+4D07YlipS84cM2k3ksPe/v49Nq9hLAlAXaQO3LkCHv37LF7zvhx47j4UvsbLJztYMEZ5UkOWDzJ+U+vfaknqesSm6YhtuuStbUNFNQ0orEshdJ1lrpWOn0Vaqoo7OC0Vrw8rNs0Jlh3hDIvhwpsWf6kDva3Ng2xV6HrCsk2HcGWdWPK4WynMjJ6fA8h7HGvf0Giz3315Zd88MEHds9ZsmRJlwOs7fZ0SyZ1vlfnQNYbqeuSKqV7l8a8Lll7duq6tkFpndkRQ0vqOhPIdGQQNqnrMYG+rdclB7WkrqOCldR1ZKBzU9crj5kDbNTQLnVDE8JVJMAOckVFyppCDw8PfDpIlbXXM7Yz1mbsAb7MTYjs9Pzjx4/zwfvvk5GRQXl5OWNiY7ns0ku59bbbOl26MRB1J3Vd26i37ghlSV1rLOuTa1v6XVtT17U664407bJJXacCqZ0N4KzU9XBzg5Czt2i0NA2JCvYj1N+x9GxBpQ4KywG4oQcbRgjRlyTADnKWADt//nw++PDDXrlno95ISoZScztr/PBOn2reeOMNXnnlFZoNLU9gWVlZbNu6la+//ppPV68mMFCeWDoT6OtNQoQ3CRGONUwwmaCsrtFc3GXb79q8LrmmAW1dA4V9nLq29ru2VFwH+bEru8z6fRdOlA0jRP8gAXaQ02iUqsz4+Pheu+eWjGJrpe3CifbnX7/99luWL1+OyWjEy9ubmTNn4u3lxcFDh6itqeHAgQP847XXePa553ptfEKhUkFEoC8Rgb5MjnYsdd3UbFQqqy0BuaYlda0xNw0pqWkgo64Bg5NS17e+8x23fupH6BA/RppT1+pgP2t7TXWQeVlUUN+kroXoiATYQcxoNFJ25gwACYmJvXbfZJtm7Eun2J9/fenFFzEZjXh4ePD5Z58x68ILASguLub8mTMxGAx88sknEmDdhI+nB6OGBjBqaIDD19Q06Ck2PxGXWKqtLY1DanTmqusGci1bNNY22E9dN+ihQU9FWQ0VOJi6HqKkrkcG+hNtsxRKbZu6NgfkrqSuhbBHAuwgpikpsaZlE3sxwP73mDk5GB5kdxeggwcPkpmpPLNcfvnl1uAKEB0dzfTp0/npp5+orq6mpKSEqCjX7f8rui/Iz5sgP2/GdjF1bVkGtS+3jOdW/QDAiHg1k9UhaGp1FNY0orXMJzd0kro277FcQBUFHZzWipentWFIojl1rbZs0xhirry2aa0ZFeyHv7d8nIrW5DdiEDudn299HRAQwAsvvEBKSgreXl6cd955zL/yyi63siutbaQ8vwyAJRPsz5UdPnzY+vrXDz3U5vgzzz7L0aNH8fDwIDTUsfaKov+zTV1PAX7I0lqPrbjpAi4f1/YPLdvUdbGl37VlXXJNS+o6vbYBkznYWtbUtsvQDJV1UFlHBuDQgh4/bwj0IyzQj5Hm/ZIjg1pS10qTEF+iggKU1HWQLx79fXFyF1Q16Fn8zg5+f8UErkoaWEv3OiIBdhDLL2j5W/7aZcuorKy0fr1jxw5ef/11/r58OTfddJPD90xOK7Cm9xZ20gwgNVVJ7vn4+DBjxow2x88991zOPfdch7+3GJjWW5bn+PsyL1Hd7jk9TV0XV1nmkRusm0+0pK5ttml0IHVdXlZDuSMD8Gipuo4J9CcqyJK69jcHZUuPa3/rU/LQfpy6DvHzZlxkEAteXM+IeDUvXTONW84d0+8boNgjAXYQK7AJsJWVlURERJCQmMjJ9HTKy8sxGAw8/tvfEq1WO7wO1toe0UPF4k4C7InjSrv9UaNGoTL/Kzt27Bh5ubmcM3060dHR3fipxEDS1Gzk8KkSAGaOj+rV3Y26mro2mkyU1Zq3aTQH45JqpUlISxcv29S1Tgm6HcVkY0vqOp8q8js4rRWb1PU4S5ravBOUsm+y8l5UiLmjV6CvW6Wu/7b4HN7dfoLCLA23/XMTt0WH8o+rp/LAnER8PD1cPbxe5z7/zYs+Z1miA203m37mD3/ggw8+wGQy8X//+Y/DAXadea/OsJhwIoN87Z6r1SqpvxEjRrB582aeePxxSktLrcejhw/njTfeYPbs2Q7/TGJg2XaqRAlSwEIXr3/1UKmU7ldBSuraEU3NRvPaZCVFralRqq+15rXJGvMT9MlupK5PAicdGcRZqeuooLPWJge1pK6jQ/yICHRe6joswIcnr57G8i/3KW8UV/DY+9t57Ov9PD1/Mk9ePsFt26p2h+wHO4jt2rWLfXv3EhQUxL2/+pX1KdLioosuIic7G5VKxdGUFLubVwOc0FQz4fHVANx99TTevel8u+cnjR9PVVUV48aN43RBAfV1dW3O8fLy4j///jcLFy/u4k8n+tq7777bai2zPePGjuWSyy7r9Lz7Pv+Jtzcoc/Upy290eDlRf1bVoG+1DMqSurauT65TtmnMs+11bS913VUeKgjwM6eu/YgK8iUq0LaLl2XzCfPeySH+XQqKdU0GAn/7mfKHwtmG+PKrSybw3ILJDA92vMmKu5IAKzr0xz/+kXffeQeAdcnJnHfeeXbPf2nLMZ7+eDcAyb9byKJJ9ouc4uPi0Ol0AHh6evLYY48x/8orqaup4eOVK1mzZg2gPOHu++knPDwGXgppIImLjaWhocGhcxcuWsQ75t8te9TPrUGbo4VhQZhev7mnQxyQjCYTpbXmXtfmpiGW7l0lNk1DCusaKXMkdd0d3ubU9ZDWqWu1zd7JtnPKq/bn8OzKHzq+n48Xc6bGsGzyKK6bFkNMqONz6+5EUsSiQ6NHj7a+Pn36dKcBdn2aeXmOrxfzx3U+f9qk11tf//a3v+XRxx6zfn3+rFnU1tayZcsWCgsLWb9+PUuWLOniTyD6kp+fX6fnWAKwlwPtL8vqG9HmKVMGi7qw3eFXX33Fnh9/5ER6OnW1tcTGxrJo8WKuu+46h+/Rn3ioVNYANtXBaxr1Roprdcq65OqWVLXWGpgtqWudsidyZ6lrfTNU1EGFg6lrFUq5eEfPd00Gdu3PZtf+bH6jAkaEccekUSybOoork6L7zXytBFjRIS8vr3Zft8dgNLEnXZl/nZIYja935/8AvL28aDYY8PDw4Je3397m+J133cWWLVsASEtNlQDr5o6fOGH3eOrRo1yzcCFGo5F77r230/ttSC10uCIdoLq6mnvvuYedO3e2ej8jI4PNmzfz7caNvPPuu5IJAXy9PRgTOoQxoUMcvsaSui62BGTbLRrNqeviah35ltR1vZ3Utcn6fzpnAgrK+bCgnA//dxT8vDlv/HCWTh7JddNiGBcZ7PDP0NckwA5id991F/X19UyeMoXf//73bY6X2RQcDR9u/wliV1Yp1DcCjveK9ff3p6GhgZCQkHbXuU6ePNn6Oi/foRpL4ab0ej0PPfwwBoOB2375S84555xOr7FuT6dSscSB7eleeukla3ANCQlh5syZ6HQ69u7di8FgYOPGjXz++eddWnYmWoT4eZuX2jgW0GxT18XV9WhqGq1PyqlFFWzZl9m9ueMGPfuP5LE/9TR/2JLGneeM4ZkrJxE7zP36lUuAHcT27NlDRUUFZ86caTfA7t271/p61Cj7LQ/Xpdq2R3Ss2tOSUjy7uMrCtsG/o8Uzwj298vLLnDp1CrVazXMOtr1cc0KZcgiKCUcdZD/9rNPp+OSTTwAIGDKE777/3rrMa0NyMvf+6lcArPz4YwmwfaRV6nrEUOv7jXojfs/91/Hg6uuFlzqEudGhTB4eyuThIUwbEcakqBCHMmWuJAF2EBs2bBgVFRUcP3GC4uLiVutOszIyrAF24sSJqNXtL/C3WGfZni4kgHNHDXPo+6ujoiguLqampqbd42fKyqyvR48Z49A9hfs5duwYb775JgAvvvQSAQGdF6yc1FaDthqA6x2Yfz158iQG85z+jLPWUC+45hr8/f3R6XTkSybE5R78aj8U2GnFMSKMh86LZXZcJNNGhpIYHtRvm1G4d/gXTnXNwoWA8nR48003sX//fmpqati2dSs/v/FGDOanxptutl+9WdOgJzdH2ZXnigkjHP7HMHPmTEBJH+bm5rY5/uOePdbXYyTA9lt/+fOfMRgMTJs2jQULFjh0zdqUls3uFjuQHq4sb/nATkhIaHXM09OTuLg4AKo7+GNO9I2tJ0t4/39H2x4YEcbDy2Zw5G83YPrb9fzzunP5+TkxjI3ov8EV5Al2ULv33nv56ssvKSws5OTJkyxpZ63phRddxC233GL3Pt8cL1K2HaNre3VedNFFvPP22wC8+847/PXFF63HTCYTn5pTfp6entJsop9KPXrUOi963/33O3zdektGxMeL+eM73+RBbfPEmnHqVJvjp0+fBiBW/lBzmZoGPVe8831LanhkGI+cF8+d58cxxSaFPJBIgB3EQkNDWb9hA7/+9a/Zs2cPJqPReszb25vLL7+cN996Cx8f+/1PW4pROt+eztacOXOIiYkhPz+fjz76iKGhodx2221UVVXx1ptvssf8BHvNNddYn0BE//L3l1/GZDIxatQoFi1a5NA1RpOJH8wV6ZMSoxxq9ZeQkMCwYcM4c+YMh44cob6+3pqKPnz4MNXVSrrZtnBO9K07P90LPl48suy8AR1UbUmjCQEof+Hv37+f8vJyxo0bx8yZM/H1td/q0EL1uy+gqAJGhGL628+79H1PnDjBNddcQ4O54cTZhg0bxvoNGyRF3A8dO3aM+fPnYzIaef75562FRp3Zkanl4j8pTUae+vkFvLTIsdWdH374Ic/84Q+YTCZi4+K4/mc/o6GxkVUrV1JeXk708OFs2LBBely7SGZpDQkO9n0eKOQJVgBKlXBnlcLtya2og+IKAG6e0PVesUlJSfzfv/7F008/be1NbDFx4kQ+/vhjojtZIiTc01tvvonJaMTf359bb7vN4etsK9KXTHF8yuGOO+4gNDSU3z/1FDnZ2Sxfvtx6LCYmhk9Xr5bg6kKDLbiCBFjRQ+uOFljXiztSjNKeq6+5hivmz2f//v3k5OTg5+fHeeedR0xMTC+OVPQlvV5vbRJywQUX4O/veF/ZZMv8a3AA58fY739tq6SkhHfffZeqqqo2x/Lz83nqySf5YMWKVsu/hHAmCbCiR6zFKF6eXJ3U/acDb29vLrzwQi688MJeGplwpe+//94673n5FVc4fF1to56sbCWTcVnScIcrSPV6Pddddx052dl4ennx6COPcNWCBVRVVfH2W2+xZcsWdv/wA7fffjtfffVVl38eIbpDAqzoNpMJtpm3p4uPiyRoAG0zJXpmrXmjBpVKxVVXXeXwdRuPFytbsuFYe0SLd995h5zsbAD+8PTTrSqWZ82axbKlS/npp5/48YcfOHToENOnT3f43kJ0l6yDFd22P/8MVNcDsKgLH4ZiYNPr9Wzbtg2AsWPHdmne05oeVsGSyY7Pv+7erezi5Ofnx+133NHqmEqlavXe2b2KhXAWCbCi29am2BSjdHP+VQw8x44ds3bnOreTHZjO9skxc4OJqNAu9ZbNysoCICwsrN1dfcaOHWt9XVxc3KUxCdFdEmBFt60/Zg6wQ3yZHRfh2sEIt3Hk8GHr68TERIevO11ZD0VKR6Ybu9CwBJTGJKA0JWmP7T61IcHuu/uKGFgkwIpu0ekNpGWWAHDR+BF4efTjfmaiV6Wmplpfjz2rbaE9a1O7X5FuWWKm1WrRtbOmOiMjw/p65EjJtoi+IQFWdMuWkxpoVHoVL5wk61RFi2PHjllfjxs/3uHr1lvWv3p5cHUXNliHll7VjY2N1l11bK1cudL6euq0aV26txDdJQFWdEuy7fZ0k7veoEIMXJaNG/z9/R1uEmIywZbjyvzrmFg1IV2sSL/r7rutG6m/8MILvPPOOxQXFVFQUMDDDz/MoYMHAThn+nSmTnWsM5QQPSWtEkW3hD3zNRV5pRARjOk12V9T9MyB02c472llferDy2bwxrXndvkev3nsMT777LMOj/v5+7Ny5Uouuuiibo9TiK6QJ1jRZZqaBirylb1al07oWjGKEO2x3Z5uyaTuZURefe01nnnmmXZ7aA8fPpyvv/5agqvoU9JoQnRZclqBktMDFk+SACt6ztoRLMCXuQmR3bqHSqXigQcf5K677+b48eMcO3YMPz8/Zs6cKW03hUtIgBVdZi1G8VCxaIpUZIqeadQbSclQ1qbOGj+8xxXpvr6+nHPOOZxzzjm9MTwhuk1SxKLL1pvbI0aOjiA8wLEt7YToyJaM4paK9IlSkS4GDgmwokvSSqqgTOnSI/Ovojck23QEWzpFKtLFwCEBVnTJ2pTT1tdLJD0sesGa40pGhPAgJkSFuHYwQvQiCbCiS6zFKL5eXJYY5drBiH6vtLaRsrxSABYnSUZEDCwSYIXDDEYTP6Ur7RHPGReNr7f8+oieSU4rAKNSkb5INowQA4x8QgqH7cjUgq4RgIUT5MNQ9JxtRfpi2fJQDDASYIXD1qXazr9KMYrouXXmivSwmHAig6QiXQwsEmCFw9almbvtDB3CjFGhrh2M6PdOaKqhtBqAa6UiXQxAEmCFQyp1TeTnaAGYnyRrFUXP2Vakd3V7OiH6AwmwwiHfHC+GZiMgxSiid6y3ZER8vZg/Ltq1gxHCCSTACodYi1FUsj2d6DmD0cSedGX+dUqiVKSLgUl+q4VDPj9uDrAjwhg51N+1gxH93q6sUqg3V6RPlPlXMTBJgBWdyi6rheJKAG6RYhTRC9al2rZHlCkHMTBJgBWdsv0wlGIU0RvWWTqChQRw7qhhrh2MEE4iAVZ0ytoe0duTBUlSjCJ6pqZBT26OBoDLk0ag6tnudEK4LQmwwi6TCb43F6MkxqsJ9PV28YhEf/fN8SIwmCvSJ8mUgxi4JMAKu/bmlUG1DoBFEyU9LHou2bYiXTqCiQFMAqywa12KFKOI3rX6uHn96/BQYkIDXDsYIZxIAqywK9ky/xrox0Wx4a4djOj3civqoLgCgJtlwwgxwEmAFR2qbzJwIlPZnm5O0nA8pBpF9NC6owWg7E4nFeliwJMAKzq0Ob0E9M0ALJT5V9ELrBXpXp5cLRXpYoCTACs6lCzNAEQvMplgm3l7uvi4SIL8pCJdDGwSYEWHrO0R1SGMjQhy7WBEv7c//wxU1wOwSDZXF4OABFjRrpLqBupPlwNw7QTZnk703FqbivQlMv8qBgEJsKJd61ILlJwesHiSrFUUPbf+mDnADvFldlyEawcjRB+QACvaZV2e46GSbjuix3R6A2nmivQLxw/Hy0Mq0sXAJwFWtGujuRlA9JhIwgJ8XDwa0d9tOamBRgMg7RHF4CEBVrSRUlgJ5bUALJko86+i51pVpE+WKQcxOEiAFW2sTTttfS3FKKI3fH3M3B4xIpjx6mDXDkaIPiIBVrRhbQbg582lY6NcOxjR72lqGqjILwNg6QRJD4vBQwKsaEVvNHHgZDEAM8ZF4+MpvyKiZ5LTbCvSJcCKwUM+PUUr32doQKcHYKE0Yxe9YH2qTUW6dAQTg4gEWNFKcmrL/Kvs1Sl6w3pze8TI0RGEB/i6eDRC9B0JsKKVdceUD0NChzBt5FCXjkX0f2klVVBWA8j8qxh8JMAKqwpdEwU5WgCuSpIPQ9Fza1NsKtIlPSwGGQmwwmpDWhE0GwHZq1P0DmtFuq8XlyVKRboYXCTACqv1lvWvKgmwoucMRhM/pSvtEacmRuPrLR83YnCR33hh9aW5PaJq5DBGhPi7eDSiv9uRqQVdIwCLZXs6MQhJgBUAZJXVQkkVALdJMYroBetSbedfpSJdDD5erh6AcA9rbPbqlPSw6A3JlvaIQ4cwY1SoQ9esW7eO5cuXMzomhk9Xr7Z7bmVlJe+++y579+6lrLQUf39/zj33XBYtXMj5s2b1dPhC9JgEWAHYFKN4e3JlUrRrByP6vUpdE3nZSkX6/CTHN4zYvGkTOdnZnZ538OBB7r7rLjQaTav3U1JS+HDFCh566CGeeuqprg1aiF4mAVZgNJnYaW4GMD4hiiE+8msheuab48XWivRFDmZE0tPT2bx5c6fnNTc38+ADD1iDa2hoKDNmzKCiooJDhw9jMhr55xtvMHXqVBYsWND9H0L0itpGPRe9vgV/Hy8mqoOZED2USdFDmTw8hOHBA7vWQz5JBXtyy6BWB8CiiTL/KnrO2h5R1fH2dCaTiTNnzlBSUsLmTZtYsWIFdXV1nd579erV5OfnA3DO9OkkJyfj6ekJwDcbNnDvvfdiMpl47dVXJcC6gUBfb1b/8iImvriefYdyWh8M8CVcHcI5USFMiBrKxOhgJkUPJTLQD32zEYPJhMFgwmBqxmC0vDZhaDZiMCrHA328mRcfiUrlmp/PHgmwgnU286/SDED0hs+Pm3+nRoQxcmj7TynZ2dnMmT27y/fet3ev9fUrr7xiDa4A1yxcyPTp0zl48CDp6ek0Nze3Oi5cY0JUCCm/X8SUvyZDVX3LgfpGynK0bMnRsqWrNx3ix68vn8hzV012y+AKUkUsgPWWYpRAf2aNCXftYES/l3OmFoorAbjFCRXpubm5AISEhJCUlNTmeNKECYCSSs7Ly+v17y+6Z3J0CIefWgTBAT27UUgAT/38Aipfv5l//excIgLdt7+1PMEOcnVNBtIzlWYAc5OG4+GufwqKfmOtgxXpsbGxpB071uq9a5ct49SpU3bvb0kjhw0b1u5xb6+Wj7Xa2tpOxyv6zrSRQ9n/1NWc9+I31mkph4UH8dcFU3j04vEE9JM6kf4xSuE0m04Ug74ZgEXSDED0AtuK9AV2KtI9PDwICwtr9Z6fn1+n97/99tsp0WhQR0a2e9zyhKtSqRgdE+PYoIXTNDUb2Zd3hh2ZGnZnlbIpWwt1DY7fIHoob1wzjfvnjMXbo389AEiAHeSSU1ueNpbJ/KvoIZMJvk9XKtIT4tQE+nr3+ve47Ze/7PBYbm4ue/bsAWDEiBGEDB3a699f2HdCU82OTA07M7Vszy6l+HSZ9Y/4rgiIGcb/LTqHX54f128zaxJgB7mPze0RiQohPjzQtYMR/d7evDKoVlJ/fd0esb6+nttuvZWGBuXp6OZf/KJPv/9gpK1pZHumhl1ZWnZlaTlqsyKhXV6ehI8axsVjwvlq98n2A6+3J8/9bCbPL5jitsVLjpIAO4gVVukwFZwB4Hppjyh6gW1F+tI+zIgYmpq48447yMzMBGDatGncf//9ffb9BwOd3sCenDPszNSyK1vLdzlaKK0GUwcXqIDIEC6PjWR2fATzEtTMGh2Or7cHnxzM46vvj7e5xCtmGHvvu8zhzl/uTgLsIJacWmD9x7FokvSKHSi60m7Q1rKlS9GWlvL8889zxRVXdOt7t1Sk+3FRbN9UpDc2NnLrLbewe/duAOLi4li9ejW+vu5bXeruTCZIKapU5k2ztWzLLqW84AwYjB1fFOTPObHhzImPZE68mnnxkR1W+K786axuXR4q7r5qKv/3s/MG1K5LEmAHMev8q6cHCyc53s5OuDdH2w3aKioqYt++fQBUV1d36/vWNxk4bq5Inz2+byrSdTodN990k3Xsw4cP58svv5S51y4qrNKxPVPLzgwNu7K1nMgrg/rGji/w8WJkTDjz4iKYExfJxYmRjIsMduh7NTUb2XTUZvlUeBD/+9WlXDl+4O0XLAF2EPvfCeVpY2RsJKH+Pi4ejegNjrYbPNtLL73U4++9Ob0EmgxA31Sk19TUcMMNN3Dk8GEAEhIS+OLLL4mKGngf1L2ptlHP7uxSdmaWsjtHy67sUjhT0/EFKhVEDWVBXARz4iOZmxDJzNHh3a7o3ZBWCHVK8F5w0Vg+/eVFDB2gnz8SYAepIwWVUKGsJ1wyUZ5e+6vuthtsaGhAo9GQnp7OqlWr2LZ1a4/HYluR7uz51/r6eq7/2c9ISUkBlJaJn376KSEhIU79vv2N0WTiUEE5OzJL2ZWpITmnFFNhORg7mjgFhg5hZmw4s+PUzEuIZG58RK8GwI9/yoZAf1bcMYdfzozttfu6Iwmwg9TalJa9Ohd30CtWuL/uthv89YMPsnHjxl4di7U9ojqEsRFBvXrvsz34wAPW4HrJJZfwwYcfypwrkFtRx/ZTSlXvzuxSMvNKoUHf8QV+3sTFhDMvLpI55kKkOCevJlCpVJx+6foOW2gOJBJgB6kNlg9Df28uSVS7djCi3yupbqD+dDkA105wbkbk0KFDbNq0CYDpM2aw4qOP8Pbu/fW27q5S18SurFJrMN2Xo7VmpdrloYLhoSyOjWR2vDJves7IMLz6uHnDmrvn9un3cyUJsINQU7ORgyeLATh3XHS/644iWnS33eDrb7zB8pdftn69betWHnnkkW6PY11qgVJ6Cix2ckX6t+Ynb5WHB++9996gCK56o4kD+Uo3pF1ZpWzM0Sr9nu2lesMCuSg20jxvGsHs2AiC/Ab+f1fuRALsIPTdqRJr2kjaI/Zv3W03GBjYOg0YetY9uirZ0h7RQ8WiSc5dU/2juVOTp4cHm81Psh256MILiU9MdOp4nOFUaY01mO7I0pJ/ugwaDR1f4O/L+DHhzImLYE68mksS1YMiBevuJMAOQutsi1Fk/avoBRvNHcGix0QSFuDcilCteaN1g8HAU089ZffcF1980e0DbFl9IzsztOzMKmV3toaDOWVQXd/xBV4eBI0YxhVx4cyNUzMvQc3UEUP7fdejgUgC7CC07pjSK5awQKaMGOrSsYj+L6WwEsqVXWt6WpHu4aE0GbDdEedsjlRJW3j7uNfyj0a9kb15Zew0txbckqMFTbU1vd6GCggP5pLYCGbHKUtkLowN7ze7yQx28r/SIFNe30RxrhaAq6U9ougFa9NaKtKX2NmezhEbv/2203OOnzjRo+/RV0wmOKGp4vtMLbuztHyfXYqms8b3gX5MHh3O3ASlG9LFCZGogzpP+Qv3JAF2kFmfVmgtjOjrZuxiYNqQZm6P6OfNpWMHb5MHTU0D2zO17MpSdpJJzSuDWjvbsnl7oh4VziVxEcyOj+SShEiS1CGS6h1AJMAOMsmWpw2VqsdPG0LojSb2n1SmHKaPi8bHc+D0kbWnvsnAntwz7MhQevV+n1MKZfYa36tAHcwVlqre+EguMDe+FwOXBNhB5uvjyodhwKgwooIl9SR65vsMDejMFekTBuYfbCYTHC1saXy/KbuUmsJOGt8H+zMjNoLZcWrmxkcwNzGS8ABphDHYSIAdRE6V1oCmCoAbBuiHoehbyakt869LpwyMivSCSh3bMzTszNKwK7uU9Nwy0NlpfO/rRcyocObGRTA3IZJ5CWqnd7IS/YME2EFkrc1enYslPSx6gbUiPXQI00YOdelYuqO2Uc8uS+P7bC27s7XWiuh2eSiN7682txacm6DmvJhh0qxFtEsC7CCy4Zg5wHp7Mn8Abg0l+laFromCHKUi/aok969INxhNHC4oZ3uGUtWbnKOFogr73ZBCh3B+bCRz4iKYG68E1YG684vofRJgBwmjycSuE8rTRlJClKyjEz22Ia0ImpV5SHfMiGSX1bZ0Q8rWkp1f1mnj+4TREcw1b8s2LyGS2GHObXwvBjb5lB0kfshpWTIgy3NEb1hvrUh3fYCt1DWxM6uUHZladmdr+CmnDCrtN75XjQhjcWwEcxLUzEuIYPrIsD7ZJF4MHhJgBwnb+dclTt6rUwwOX5rbI6pGDmNESN/1vdUbTfyUV8bOTKUb0rfZpVBS2XE3JIBhQcyJi2B2rLnxfVwEgb7S+F44lwTYQWK9Zf412J8LRoe7djDCqRxpN3g2L4+W9Zi+DuxOk1VWCyVKRfptTu4IdlJbzY5MLTuztOzILqUgvwya7DS+D/AlaXQ4c+IimZuodEPqyz8AhLCQADsI1DbqychSGqRfMn64dIoZ4BxpN3i2iy+9lKLiYofPX+OkivTS2kZ2ZCndkHZnl3IopxSqdR1f4OVB6IhhXB6v9Oqdl6BmynBpfC/cgwTYQeDbE8XW/qeyPZ3oDbYV6VcmRXfrHo16I3vyypT1ppmlbM3RgrbKTjckICKYS2MjmR0XwbwENbNih+HvLR9jwj3Jb+YgkGyzPZ20RxQ9ZTSZ2GHuCDYuPoohDlSkm0xwTFPF9gwNu7NK+T5bi/b0GTDYa3zvz5Qx4eblMZFcnKAmMki6IYn+QwLsILDKXIxC9FDiwh1fdrBu3TqWL1/O6JgYPl29utPzN37zDV+vWUNOdja+fn7ExcZyx513MmPGjO4OXbihPbllUKukbRd3sLl6SXUD2zM15vaCpaTllkGd/cb30aPCudi8RObiRDVJ6mBnDF+IPiMBdoArqNRBYTnQ9faImzdtIic726Fzn3zySVatXNnqvSOHD7NmzRr+9MIL3H333V363sJ9rTurIr2uycAPOUpV7+5sLTuytVBW0/ENVCpQhzA/NoI55taC548eNmg2ChCDhwTYAW5t6mnrnNaiLqSH09PT2bx5s0Pn7vnxRz755BMAPD09mTVrFtXV1aSkpGAymXjxxRe59NJLiYuL6/L4hXsxmkysOpSnfOHtyfz3dlBfWGFtONGukADOjQ1ndpyaefHKpuFhAdINSQx8EmAHOOtenZ4eXDOh42IUk8nEmTNnKCkpYfOmTaxYsYK6OjsL9c30ej1PPvkkJqORIUOGsHXbNkaPHg3Am//5D3/+859p0On4zWOPsXbdul75mUTfOV1Zz/enNOzK0rIru5STeVrr7jnom6nPP9P6Al8vRseEc3FcJLPjI7k4IZIEaXwvBikJsAPcJvP8a0xspN0eqtnZ2cyZPbvL9z+wfz9ZWVkA3HPvvdbgCvCr++5jxYoVnD59mgMHDqDT6fD3l/WI7qqmwdL4XsuubC0/5pTab3yvUsHwUBbGRjA7Xs28xAjOHTUML2l8LwQgAXZAO3i6wtoubkkHxSg9deTIEevr66+/vtUxDw8Pbrn1Vl568UWMRiNHDh9m1oUXOmUcomsMRhOHTpezPVPL7iwN63NKHWp8j7eXspQGOPzSz5k2YmjfDFiIfkgC7AC2LqVlr84lk+3v1RkbG0vasWOt3rt22TJOnTpl97qUlBQAAgICGDNmTJvjE5KSrK8PS4B1mayyWrZnKktktmdpyc0vhUY73ZD8vEkcE8HcOGWJzCWJamJCA/B4+itlSj8qRIKrEJ2QADuAbThurvb092VeQqTdcz08PAgLC2v1np+fX6ffIzMzEwB1VBSqdtrnjBzVEtg1Wm2n9xM9V6FrYmem1tz4Xsv+nFKoqu/4Ak8PvEaEsjA2krnxkcxNUHPOyKFtGt8XVukwFShzrtc7uT2iEAOBBNgBqlFv5PBJpfXdzPFRTpsXq9cp6yE7Csa2QbuxsdEpYxjMmpqN/JR7RumGlFXK/3K0So9ge43vw4OYa+6GNDdBzey4cIeaRSSnFrRUpE+ynxERQkiAHbC2ZZRYU4DObI/Y0KA0D+iosbztU21jg51GA8Ih6ZpqttvscVqYX2Ztg9muIb5MGB3BnLgI5iWqmZcQyfDg7hWarU8zZ0Q8PVg4abhD13SlWYler+fDDz5gz5495Obm4u3tzfnnn89NN9/MhAkTujVmIVxJAqyb+Pzzz9m1cyenTp3C39+f+Ph4br/jDqZMmdKt+9k2A1g6xXlPG50FTQ+bXVoMBjtzfqINbU0jO7KUJTI7M7Uctemg1C4vT8JHDePSuAjzEhk1k6JCeq3x/bfmivQRYyIItVORbsvRZiUajYZrly0jJyen1ftpaWmsWrWKV197jWuvvbbrgxbChSTAuphOp+O+X/2KLVu2tHp///79fP7557z62mvceOONXb7vWkt7xPAgJkWF9MZQ2+VlfnJtb/4VoLm5uc25oi2d3sDe3HJ2ZGjYna1lW25p543vI0O4bIzSDWluvJoLxoQ5rfH9kYJKqFAq0pc6WJHuaLMSo9HIbbfeag2uo0aNIiEhgbKyMlJTU2lsbOSp3/2OSy65hNDQ0G7/DEL0NfnEc7FHH3nEGlxDQkI455xzyMvPJyc7G5PJxNO//z2TJ09m4sSJDt+zrL4RbV4pAIuSHEvldZePj/Iko/Jov82dXq+3vvaTNbCAMj2aWlTJjmwtu7O0bM3SUl5Qbr/xfZA/58SGMzuupfF9RGDfNb5fa1ORvriDivTuNitJTk4mNTUVgLlz57Jq5Uq8zL9Xv3nsMT777DNqa2tZ/emnPPDgg73w0wjRNyTAutCpU6f45ptvABg3bhzfbNxIQEAAAO+//z7PPvMMDQ0NPPzQQ2z77juH77s+pcC6nrEr7RG7wxJgjc3tB4cGmxSyI1XJA1FRtY4dmVp2ZGjYlV3K8bxSqLNT8OXtyYiYcObFKVW98xIiGe/ixvctFeneXJKobvec7jYr+XTVKkDJgvzx+eetwRXgZ9dfz2effQbAifT0Lt9bCFeSAOtC77z9Nkaj0sP1H6+/bg2uAHfddRebvv2W3T/8QHp6OhUVFQ6nx5It7RFVKhY7ef/XiIgIsrOzqaysbPd4SUmJ9XXgkCFOHYs7qGsysDu7jJ3mXWR25jjQ+D4qhKtiI5kTH8HceDUzx7hX4/umZiMHzRXp546LxruXK9ItgXPWhReSZLNuGuCCCy7gL3/9KyaTiUlS6CT6GQmwLpSRkQGAWq1m2rRpbY4vXLyY3T/8gMlkYteuXSxevNih+1rmX4NiwlEHOfepMSkpiX379lFVVdXu8QybRhUTJ01y6lj6mtFk4nBBJTszNezM0rIhR4vBgcb358VGMDtOeTKdmxDpcMGQq3x3qgQalFS/vYr07jQr0Wq1nDmjrK0977zz2hz38PDgzjvv7M6whXA5CbAuVFCgpN2ih7c/Tzp58mTr64MHDzoUYNM11VBaDcDPJzq/GYAlaFZXV5ORkUFiYmKr40ePHrW+7u/7wuZW1LEjQ6tU9WZrycgttQaedvl6MSYmgovjI5kdH8HFCWriu7Afr7tYl2pTkW5n/Wt3mpXYttocO3YsADU1NezevZuIiAimTZnSKmUsRH8iAdaFysrKAPDy9Gz3uK9vSxFLdQdPiGdbm2pbjOLc9DDAzJkzAaXA5T///jf/eP1167Hi4mLWrFkDQGRkJBEREU4fT2+patCzK1vLzgwtu7NL2ZOjtVbRtstDaXy/yNz4/uKESKaPCuvVBh+Oril97733MOjtBH7glltvJTDQsWC/7liR8iIskCm93B6xsLDQ+nrkyJHcduutfL99O83mJV3e3t4sXLiQf7z+unW+X4j+QgKsC4WFhaHRaKyB9mwVFRXW13X1dlrd2diQZv4w9PXiinHtF6P0psTERM4991wOHDjAmjVrmDp1KsuWLWPP3r388403rN2bHnjgAaePpbsMRhP788+wM7OU3VkaNuRoobjSfuP7sEAusnZDimROXARBft5OHacja0obGhp47tlnO73XNQsXOhRgy+ubKM5VWlxe7YT2iA26lnW9f37hBQ4cONDquF6vZ82aNWRnZ5O8fj3e3s7971iI3iQB1oWGjxiBRqMhNzeXvLy8Vlu9AWzatMn6ut6BAGs0mfghXXkimJQQ5bQ1kWf7y1//ytIlS2hoaODpp5/m6aefbnV8xowZ3HPvvX0yFkdkltawPVPLTnOqNy+/zH7je39vxo1WgujcBDUXJ0YyamhAx+c7gaNrSk+fbslgeHt749lOdsTT09PhbQPXpxVa/9BwRsGcbZX5gQMHmDx5Mr/57W9JiIvj4KFD/OmFF6goL+fo0aOsXr2a2267rdfHIISzSIB1ocsuvZTDhw4B8OQTT/Dp6tXWD8TDhw9blydAx40cbO3Maln+sWhizz8MLV2YOmqDaDFlyhQ++PBDHv/tbykqKmpz7P/+/W+Hxu8M5fVN7MjUsDOrlN3ZGg5kl0G1/cb3ASNCuSo+kjlxauYmRDJtRNvG987W3TWl+Xl51tdbt21rMyfeVRss7RFVKpY4YcqhwaY/9bBhw/jyq68IDlaWJMUnJjJx0iTmz5+PyWjkvXfflQAr+hUJsC50z7338vbbb1NTU8OuXbuYO2cO559/PqVlZfz4ww+tPnwcWUPaqhhlSs8/DDd++63D51588cX8uGcPRw4d4mRGBr4+PiSNH8/kqVN7PA5HNTUb2Zd3hh2ZGnZlatmcUwoaO43vVUB4MPPMVb0XJ0RyYWw4AQ40vne27q4ptRTOeXp5ERcX1+NxfGWuSPcaFUZUcO9XpPvYpHyvWrDAGlwtJk6cyLRp0zh86BA5ubk0Nze3+1QuhDty/SfJIBYUFMR777/PPXffTXV1NTk5Oa16sT7xxBP861//oqGhAT/fzrv2WJuxBwdwXswwZw27Qz4+Psy84AJmXnBBn3y/E5pqtmcovXq3Z5dSfLqzxvd+TBoTruxxmqB0Q3JG0HAlS9HQ8OjoHgeiU6U1yh8owK0TnFMwZzsPnJiQ0O4548aO5fChQzQbDJw+fbrdfYeFcEcSYF1szpw5bPz2Wz54/30OHT5MwenTTJ4yhauuuorrrruOl19+GYCATpo01DToycpWilEuSxreaw3e3YWmpoEdmeYlMllaUnJLodbORgPenkSOHMYlceYlMolqJqp7r/G9s3VnTSlgTdGfPZ/fHWttNoxwVkW6v01zlY7abXrZPOU2d1IdLYQ7kQDrBuLi4vjLX//a5v321gh2ZOOJYmsvW2duT9cXdHoDP+acsXZD+i5Hq6zt7aTx/eWxkcxJULohzRodjq+3+3RD6qrurCkFZWkUQHxCAl9+8QXbt28nNy+P8ePGccEFF7Bo8WKHW1ZuOGYOsN6ezB8f1bUfwEExMTHW17ZV87bqzXPPnp6exMjTq+hHJMC6sZMnT1pft9fpyVayZf5VBUum9p8AazJBSlGlMm+apWVbdikVhWfAYKcbUrA/02MjmB0XwZx4NfPiI/u08b07s7Sm/OrLL/loxQrr+4cPHWL16tW8//77fPb55wwdOtTufYwmE7tOKE/DSQlRTpuXPv/88/Hy8sJgMJCZmdnuOYfNf2hGRkbKMh3Rr0iAdaGPVqzggw8+AGD53//O+bNmtTq+5uuvAeUv90mdtBn81NKMPSqUMaHu2/O3sErH96eUYLorW8uJvDKot9P43seLkTHhXBwXwRxz4/txka5tfO/ONFplmqCurg4vLy8mTJhAc3Mz6SdP0mwwkJKSwi9+8QvrJhMd+SGnzJqCd2Y/a39/f5KSkkhNTWXL5s2Ul5e3enLft2ePde2vpamJEP2FBFgXGjJkiLUf8drk5FYBNj09nV27dgFKJaWvnSKn/Ip6KFLSazf1QXtER9U26pWG95ml7MrWsjunFM500vg+eigLYs3BNFHNeTHDer25/EBVVVVlTacOGzaMzVu2EB0dDShVyYsXLaK8vJzDhw6xf//+dnv/WtjOvy7phYp0e37xi1/w1FNP0djYyNIlS3j1tdcYO3Ysu3bs4A/PPAMof2Q+/sQTTh2HEL1NAqwLzTz/fDy9vGg2GEhet47LL7uMi2bP5sSJEzzy8MOYzMtL7v3Vr+zeZ23Kaev8ZF+0R2yP0WTiUEE52zOUbkjJOaWYCsvtd0MaOoSZseHMjVczJz6SufERDHXzxvfuzN/fnyd/9zsMej1XzJ9vDa6gzPM//6c/8fBDDwHw2erVdgPsesv8a7A/F4wOd+q4b/vlL9m7dy9r164lMzOTJe303L7zrruIj4936jiE6G0SYF0oJiaGn113HZ9//jkVFRXceuutbc658sorufbaa+3eZ8Mxcz9XLw+umeDcDdYtcs7UWqt6d2Rpycovs9/43s+b+BjzEhlzVW/ssP7X+N6d+fj48Oijj3Z4/Oqrr+Y3jz2GwWAgLz+/w/NqG/VkZGkAuGR8zyrSHW1W8to//kF9fT1btm7FZGyZf/f29ubpp5/mV/fd1/1BCOEiEmBd7OXly1GpVHz+xRetPlg8vby4+eab+dOf/mT3epMJtpibAYyJVTulH26lroldWaXszNKyK7uUfQ42vl8cG8mcBDXzEiI4Z2TvNr4XXRcQEEBoaCilpaWUmKuN2/PtiWLreuKeVqQ72qzEz8+PFR99RH5+PmmpqZSdOUNcXBznnXee3ekRIdyZBFgX8/Lx4bV//INnnn2W77//nvLycsaMGcOUKVNQqztv1n/g9BmoUlr/LemFYhS9tfG9hl1ZpWzM1kJJZaeN72fHRTI7LpK5CRHMiYsg0FeqPd2Rl/lJ0l4TimSbjmDOaI9oT0xMTKulO0L0ZxJg3URYWBjXXXddl69rVYzSjQ/DU6U11m5IO7NLyc8vgyZ7je99GT8mXGl8H6/m4kQ1I4c61jheONc3GzbwySefAMrONPHt9CGuqKwEICIyssP7rDJnRIgaSlw/3L9WCHchAbafs86/BvgyJ97+fqtl9Y3szNCyM6uUXdkaDuWUQrWu4wu8PAgaMYwr45RevfMS1EwdMbTfdEMabAoKCti+fTsA2bm5bQLsoUOHrNvDDR/e/lx9QaUOCssBuKEXNowQYjCTANuPNeqNpGQoc2mzxg9vNcfZqDeyN6+MHVkadmeVsiVHa25838HNzI3vLzEvkZmboGbWmGFu0fheOEYd1dJt6duNG7niiitaHX/n7betr6+55pp277E2taUifZGLKtKFGCjk07Mf23yy2LqP6XkxYfx7dwa7s7R8l6VFW3DGfuP7QD+mjIlgTrzSDenihEjUQQOr8f1gM3/+fAKDgqitqeHLL79k1KhR3HTzzTQ0NPD+e++RnJwMgFqtbhN8LTakmTMinh5cMyG63XOEEI6RANsPlVQ3sCNLy5PJh63v/XPtwY4v8PZEPSqcS+IimGvuhpTUjxrfC8cEBATwyCOP8Ne//IXm5mZefvll62YRFj4+Pvx9+XLr8pmzbTLPv8bERsqaZCF6SAKsm6tvMvBjThk7M7XsztbyfU4plNlrfK8CdTDzYyOZHR/J3PhILujnje+FwpE1pQ8++CC+vr688frrnDlzptUxtVrNa6++yiWXXdbutQdPV0ClsvxqyST36QgmRH+lMpk62o1a9DWjyURKYRU7MjXszNawJbuMms4a3wMMC+SRuUnMS4hgTkIk4QGybnCwa25uZvfu3eTl5eHj48OFF17Y6fKX575J4c+f7QFg67NLuWxs58vEhBAdkydYFzpdWc/2DC27sjTsyi4lPbcMdHYa3/t6ETMqnHnxkRhNJj7ZnArAezdewF0XSBs50cLT05N58+Z16ZoNlg0j/H2Zl9DxMh4hhGMkwPaRmgY9u3PMje+ztPyQo4Xy2o4v8FAa318dq7QWnJeg5lybxvdL391hPc+Zu52IwaGp2cjhk0pF+szxUdJ1S4heIAHWCQxGE4dOl7MjU8vuLC3JOVpltxt73ZBCh3B+bCRz4yzLZCIJsdP2cJ25GCUsJtyhvVCXLV2KtrSU559/vsMK0o689957fPjhhwCsWrWK2NjYLl0v3N/WkyXWivSetkcUQigkwPaC7LJaZd40q5Sd2VqyHWh8nzA6whpMLx6r7tIersdLqqBM2fbtOge2pysqKmLfvn0AVFdXO/x9AMrLy1m+fDm1Ncr3a2y0k8IW/dY6m45gS6eMcuFIhBg4JMB2UYWuiZ2ZSjek3dkafsoutfYCbpeHCtWIMJbEKVW98xIimD4yDI8erJFZm3La+nqxA3t1vvTSS93+Xi+88II1uIqBa62lPWJ4EJOiQlw7GCEGiH4XYHMr6vDx9GB4sPP73+qNJn7KU5bI7MzU8r+cUqXxvb3C6/Ag5sRGMDtW2TD8othhvd74fsOxIuWFrxdXJLZtBtDQ0IBGoyE9PZ1Vq1axbevWbn2ftLQ0vvryy54MVfQDZfWNaPNKAViU1DfbHQoxGPSrAPvunkzuXb2XyuU3OOX+J7XVSlVvtpYd2aUUdNb4PsCXpNHhzI1XtmW7OCGSESHODfwGo4k96UqAnZIY3e761l8/+CAbN27s8ff6w9NPYzQaUXl4tNpKTwws61MKrPUB0h5RiN7TLwJseX0TN3y4m617Mzhv2mi7xT+OKq1tZEeWeYlMlpbDOWVQY7/xfdjIYVxmbnx/cYKaycP7vvH9zkwt1CvzoM4sRlm3bh379+8nMCiIW265hbfefNNp30u41npLe0SVVKQL0ZvcPsCuTytk8bvbrUtabp0Z1+V7NOqN7MkrY0em0vh+a44WtJ00vo8I5tLYSObEKRW9s2KH4e/t+v+61qW1zL8undJ+gdPrb7zBcpsWedu2buWRRx5x+Hs0NTXx5xdeAOChhx5CepEMbGvM869BMeHSj1qIXuT6iNEBnd7AvZ/9xKotaS1znl4e3DRjtN3rTCZIK6myBtNt2VrKTp8Bg73G9/5MHRPOnPhIpao3QU1kkHt2Q0pOM8+/hgQwY+Swds8JDGy9h2doWFiXvsc/33iDoqIiYmJiuO+++3hTnl4HrHRNNZQqleU/d6AiXQjhOLcMsHvzypj15ndQWNHq/cnjhrdpA1hUrWNHppadmRp2Z5eSllsKdXaWknh7Ej0qnIvjIpiboOxxmqQOdsaP0euqGvTk5mgAuGLCCKekp0tKSnjrrbcA+OPzz+Pt3bsFWsK9rE21qUiX+VchepVbBVijycTv1x9l+ZoD7T5x/nz6aDafLGFnppZdWVp25mit60HbpVJBVAhXxkYy29wN6fzRw/Dx7J+N7zceL7L2JXZWMcqfnn+e+vp6Zl14IQsWLHDK9xDuY4MlI+LjxRXjpPewEL3JbQLsj7ll/OLjH8k1byDenmc/3QPNdqpZQwI4NzacOXFq5pq7IYUF9P6WW+vWrWP58uWMjonh09Wr7Z5bVlbGRytWkJaWRk5ODmq1mgkTJ/Loo48SEtK19YbrU83NAFSw1AkB9tChQySvX4+npyd/+ctfev3+wr0YTSZ+SFfmXyclRrlFjYEQA4nL/0VtPVnC42sPcfTY6Y6Ljixsg6uvF2NiIpgXF8Hs+EguSVQTHx7Y8bW9aPOmTeRkZ3d63qFDh7jrzjvRaDTW906dOsWuXbv4ZsMGPlyxgokTJzr8fVcfM1d7Dg9l1NCALo+7M0///veYjEZuuPlmkpKSev3+wr3szGqZTlk0UdLDQvQ2lwXYNSmneWLdYbJOdfzE2kaQP88vPocrk6I5d9QwlzQkT09PZ/PmzZ2e19zczD333GMNromJiSSOHUvB6dOkpKRQUFDAokWL+O677xgzZkyn98utqIMSZU76F074MPzi889JSUkhKCiIPzzzTK/fX7ifdam27RElwArR2/o0wJpMsOpALr9Zf5iyHG3Xb1Cj47192Tx68fg+C64mk4kzZ85QUlLC5k2bWLFiBXV1dZ1e99+vvqK4SJnfuvvuu3nhz3+2Hnv1lVd49dVXadDpeOftt3nRgVaGa48WWJ/wnbFW8fXXXwdg6NChbda8Hjx0yPr6/ffeY0xsLA8++GCvj0H0rfVp5gAbHMB5Me1XpAshuq9PAqzBaOLdHzN5YMPhNpXBXVWQWcK05d+S8uQCgnqh4URnsrOzmTN7dpevszTX9/Hx4anf/77VsYcefpg333qL+ro60tLSHLrfBsuHoZcnV09o2x6xp2rM/YZPnz7Nv/71rw7P++STT/Dw8JAA28/VNOjJylb+yL0saXifN0wRYjBweoA9cPoMz32TwqnSGsYFBeA5YQjeHiq8PFV4eXripTK/Vqnw8vSgXm9gj6YKg7a6wx1pcjOKmf7K/zj8xFW93ue3t2i0yodXTEwMAQGt50t9fHwIHzaM/Lo6Kio6/4PDZIJtJ5Sn4fi4SKf8zBEREag6+JTV6XTWp/aAgACCgoJ6/fuLvrXxRLG1Ul+2pxPCOZweYM8dNYyN913S5etMJjhdWU9KcQXHiqo5VlLJ8ZJKDmqqoayazJNFnPfqJg4+fhUBPs77MWJjY0k7dqzVe9cuW8apU6fsXnfllVcSpVYzup35VaPRiLZUaa4eERHR6Rj25ZdBtbJjj7Na2X33/fcdHvvnP//J38xp7A3ffMP48eOdMgbRd6zpYRUsmSoBVghncHkVcUdUKogJDSAmNICFE1p3mDEYTZzSVpNaXEVeRb1TG0V4eHgQdlYnJD+/ztvJ3Xrrrdx6663tHktJSaFBp/Q9HjtuXKf3WpdSaH29RJoBiF7wyTFzgI0K7dJexEIIx7ltgLXHy0PFhKgQJvSzfSubmprYu3cvjzz8MKAEastrezZYPgyH+DEnvvMnXiHsya+ohyJlauImaY8ohNP0ywDb3+j1eiZOmIBOp6O5WZn3io2N5ZVXXiF6uP39N3V6A2kZJQBcNH54jzZqFwJgbUrLmnNpjyiE8/TPnoH9jMpkora21hpcAerr6zmRnt7ptZvTS6x70na3GMXLo+V/Zt8e9hb28en9zliib22wNCzx8mDBBNlgXQhnkSfYPuDp7c1jv/kNmpISTp48yaFDh9BoNDzzhz/Q2NDA/Q880OG11r066Xh7us5cfOmlFBV3oaHHWR5++GEediCVLdyfyQRbzNvTjYlV98reykKI9kmA7QMqlYonnnjC+vW+ffu4/vrrMej1vP7669x+xx34+/u3e+0XlqeNiGDGRfaPXX+E+zpw+gxUKRXpS2R5jhBOJSliFzj//PO56aabAKXBw/79+9s9T1PTQE1+GQDLJkgxiui5tSkt7RGlIl0I55InWCcwGo2sW7cOg17P1GnTGDt2bJtzpkyZYn19+vTpNsfB3CvWvNm8FKOI3mCdfw3wlYp0IZxMnmCdoLKykgcfeIBHHnmE9cnJ7Z6jVrfsvRkY2P4uQNb2iB4qFk6WJ1jRM416Iynm7SBnjR/uks0yhBhMJMA6QWhoKJ5eSnKgpKSk3XOKCluKlzraTWf9caU9YuToCMIDfHt3kGLQ2XyyGBotFenyB5sQziYB1glUKhXqyEgANm3aRH19fZtzPv30UwC8vLyIjY1tczy1uArOKA34l0kzANELrO0RgaVTRrlwJEIMDhJgneTnN9wAQFlZGUuXLGH37t3U1tZy8uRJ7rj9dlJSUgBYdu21BAe3rQ5em9IyL7tE9uoUveC/lvnX8CCnthcVQiikyMlJ7rnnHlatXElZWRlpaWn8/Prr25wTGhraavmOLWt7RD9vLhsb5cyhikFAW9NIubkifYlUpAvRJ+QJths8zJ2RvL06/vskNDSULVu3Mn3GjHaPz5w5k23ffcfIkW2fTvVGEz+lK3O354yNwsdT/mcSPZOcVgBGpSJ9kVSkC9En5Am2GzZ++61D56nVajZs2EBZWRlHjhwhLy+P+NhYpkyb1maHHls7MjSgawRg0UT5MBQ9Z1uR7qwtD4UQrUmA7QPh4eFcfvnlDp+fbFOMskSKUUQvWGdujxgWE05EoFSkC9EXJPfohtZZ+g+HDmH6yFDXDkb0e8dLqqBMqUi/TirShegzEmDdTKWuifwcLQBXJsmHoeg524r0xVKRLkSfkQDrZjakFUGzEZBiFNE7NhxTGpbg68UVidGuHYwQg4gEWDdj7RWrkt1ORM8ZjCb2pCsBdkpiNL7e8k9eiL4i/9rczOeW9a8jwhg5tP0t7IRw1M5MLdSbK9LlDzYh+pQEWDeSXVYLJZUA3CrLc0QvSE5r6Xm9dIrM6QvRlyTAupE1qS3Lc2R7OtEb1lmWfIUEMGPkMNcORohBRgKsG/nG8mHo7cmCJClGET1T1aAnN0cDwBUTRqCS3emE6FMSYN2EyQTfn1CKURLj1QzxkR4gomc2Hi8Cg1SkC+EqEmDdxJ68MqjRAVI9LHrHesuUgwqWSoAVos9JgHUTySk27RElwIpesNqy5Gt4KKOGBrh2MEIMQhJg3YS1/3CgHxfGhbt2MKLfy62og5IKAH4hFelCuIQEWDdQ32TgRKayPd2cpOF4SDWK6KG1RwtA2Z1Ods8RwkUkwLqBTenFoG8GZHs60Tus29N5eXL1BKlIF8IVJMC6gfWpLc0AlkkzdtFDJhNsM1ekx8dFEujr7eIRCTE4SYB1AyuPm5821CEkRAS5djCi39uXXwbV9YCkh4VwJQmwLlZUrcNwuhyAn02QVnai55JTWjIiS2R5jhAuIwHWxZJTC5ScHtKMXfSO9ZYNI4b4MSc+wrWDEWIQkwDrYustzdg9VCycJE+womd0egNpGUpF+kXjpSJdCFeSANtHHv36EDq9oc37G48rATZ6TCRhAT59PSzRT53UVvPKd+lt3t+cXgJNyu+ZZESEcC0JsH3kp7wy5ryxhaZmo/W9o4WVUF4LwLKJ8vQqHKcO8uOJj3by5u6MVu+vl+3phHAbEmD7yJiwIRw8ms/l/96GwajMua5LO209vnjKKFcNTfRDQ/19wNeHB979no9+yrG+/4WlPWJEMOMig100OiEESIDtM2PCAgHYtT+bRW9vx2SC9ZZmAH7eXJIY2ep8o8mkPOEK0ZGwADCauP3NbXx5JB9NTQM1+WUALGunIr1C10TOmdq+HqUQg5bsidZHYsOHWF//78dTXOvtyYH0YgBmjIvGx9MDbU0j/z2az9dHT7M1rYDHr5rM1BHnuGrIws1NCQ0kpbACDM38/F9beODKKdaK9MXm5TkHT1fw5eE8vjqaT1ZhBSl/XOrCEQsxuEiA7SNxw1o3kFi744T1tckEI59fS2GOFszp4ymTRrF8sQRX0bHYsCGkWL5oMvCfjUeU1yoVXxzO445P91jn+AHeuu8yJkeH9PUwhRi0JMD2kbhhQzo8diglv/UboUPYdP+lyAoLYc+Ys/5ow1JAZzLx7Q+nWh1aOi+JX12U0EcjE0KAzMH2mVGhQ8DDgYjpoeLb+y8lKtjP+YMS/VpsWMd/tLUyMoxPbrvQuYMRQrQhAbaPeHmoYGjnH4i/WXYeVyUN74MRif4uNjyw85P8vEl5eD4BPpKsEqKvSYDtQyNC7QfYyRNH8vKSaX0zGNHvxTkQYN+8fY7MuwrhIhJg+1B8mJ0PxNAhbH7gMmltJxwWFzYE7Py6LJk7nvsuSuy7AQkhWpEA24c6nDPzULFR5l1FFwX4eEGgf/sHR4bx6S8v6tsBCSFakQDbh9TB7X8YPrb0XBbIvKvojkDftu/5eXP011fIvKsQLiYBtg/VNenbvDc+aQSvLJX1rqKbmprbvPXP22YzZcTQvh+LEKIVCbB9qLrhrN10PFSsvHWWzLuK7mts/UdbZGwkD80Z66LBCCFsSYDtQ9W6plZfXz4zgXNHDXPRaMSAcFaAfef681w0ECHE2STA9qGaRpsnWE8P/vmzc103GNHvNTUbQd+SIk4cP5wlk2UPWCHchQTYPlTd2PIEu3T2OJLUsp2Y6L4qXeun1zevn+mikQgh2iMBtg9VWeZgvT15bdl01w5G9HvVDS0BdsbUGC4bq3bhaIQQZ5MA24fOmD8Qb7lkArHDHGhzJ4QdVZYAq1LxfzL3KoTbkQDbh8ob9eDnzctL5OlV9JwlRTzvvDguGB3u4tEIIc4mAbYvNRq474pJ0rFJ9IrqhibwUPHPa6VYTgh3JAG2L3l68NeF01w9CjFAVDcYuPrCsdJUQgg3JQG2Dz196QTCAnxcPQwxQDQ1N/PGtTNcPQwhRAdUJpPJ5OpBDAYmk9IqMdDX29VDEQNETYOeID/5fRLCXUmAFUIIIZxAUsRCCCGEE0iAFUIIIZxAAqwQQgjhBBJghRBCCCeQACuEEEI4gQRYIYQQwgkkwAohhBBOIAFWCCGEcIL/B8F0TTGOmY8oAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/56.jpg" } ]
<image>In the figure, m \angle 3 = 110 and m \angle 12 = 55. Find the measure of \angle 10.
A
64,504
null
A
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+fuDxeOwERPSOibERHp04BAAUhhdbmu03EBEhARjqbMfsW52QguiEi9oIkRDSAzqT0JKSkpTWo9FwI1G3Jyb7YIC9VbszGJeM8UBESAAG9rFi9sXEp3S6vxohhB06k9DOtBpuBGhCCFE/Xxd7bHhyMjgdlGV8bJI3IoIDmPYx1XUSxCSkMNP7CSG6R3cSWqsJIUZGRhg7dixL0RB9Fhyg/P5MlZdmDkdESABMjGX/mRRW1CImPgX/nrulyfAIId2kEwmturoaly9fVtg3fPhw2NjYsBQRITLvLvBHRHAAs32rqBIxCSnYc+k2i1ERQlTRiYQmEAggkUgU9tH7M6IrIkMC8Oa8kcz25duliIlPwfF0KpFFiC7RiYSm6v0ZJTSiK8y5xogIDsBz04cBABzrJEi/dhfR8ReRnF3McnSEkCa6kdBavT/jcDgYO24cS9EQoqyvtTkiQgKwbLwXKkyMsePcbQzbcRn/ty0JGffK2Q6PEAIdaPApFApx5Ypir6phvr6ws7NjJyBC2uDe1xoRIQEQ1omx72YJXrtVivvfHMORqwXgrQ2Fi6Mt2yESYtBYf0I7f/48GhoaFPbRcCPRVSMG9kFEcACypvugkQP0qW/AnH3XUDzlSxT9eRZoUO64TgjRDtYTWuvhRoASGtFt47wc8cxjE3BlkD2zz6asBsK3tyFv2jpU77sKqpVFiPaxn9BaTQjhcDgYR+/PiI6bOdwFdk9NUtovzihA4eO/4+78b1F7mtarEaJNHKmUvVvJyspKDPf1VRhyHDZsGBKPHGErJEI6r1GK66M+gXlhVZuHWD4wFPYr58PMz6XNYwgh6sHqE5qq92cTJk5kKRpCusiIgwHPTWn3kJoj6bg76ysUPf83xNkl7R5LCOkZVhOaqvdnkycpD+MQoqusl48Fx6yDycKNUgh3pODOpLUoeWc7GgortRMcIQaG1YTWuqGniYkJxk+YwFI0hHSdcR8r8Bb5d+pYqbgBlZvO4DY/Bvej9qKxolazwRFiYFhLaBUVFbh+/brCvnHjxsHa2pqliAjpHpunujZMLq2tR/k3ibjNj0b590chpY7YhKgFawnt3NmzaGxUXLMzZ84clqIhpPvMAl1h5j+oy99rLKvB/U92I29sDKr+OgephNawEdITrCW01tP1jYyMMHfePJaiIaRnbJ7s/lC55F4Fit+Kw50pX6A64QqtYSOkm1hLaKdbJbQZM2fCxYWmNpPeifdgAIzsLXt0DvHNIhQ+vQl3536D2pM31BQZIYaDlYRWXl6OtBbvzzgcDl595RU2QiFELTjmXFg/wlfLuepS8nAvdAPuhW1E3aU8tZyTEEPASkI7efIkWq7nfujhhzEmKIiNUAhRG5snJgBGHLWdr/Z4Ju7O+QaFz/wJ8S1qU0NIR1hJaLsTEpifBw8ejM8++4yNMAhRK667Ayyn+6j3pFIpquMv487UL1F/LV+95yZEz2g9oWVlZWH//v0AAEtLS/zy66+wsrLSdhiEaISNivqOPcUxNUH/H5fDdPgAtZ+bEH2i1YRWW1uLt996C2KxGMbGxtiwcSN8fNR8R0sIiyxnDAXXzUFt5zOyNofTlmdhFTxSbeckRF+pNaFJJBJ8tGoVfvn5ZyQlJaGiogKNjY2orq7GyRMnsCgkBOfOnQMArF69GjNnzlTn5QlhnxEH1k+op/2RcT9rOO94ERaTvdRyPkJ0wYnjx/HCCy/ggenTERgQgMcffxynTp5Uy7nVWm3/v//+wysvv6x4AQ4HrS/x4apVePHFF9V1WUJ0SkNZNW6P+qxHFUC4bg5win0OXI++aoyMEPbU1NTgxRdewKFDh5Q+MzMzw549e+A7fHiPrqG2JzSpVIrvv/tO5f6WPvr4Y7Uns3qqsEB0iLG9FXgPBnT7+6bDB2DA7lcomRG9UVJSgqWhoQrJrH///nD38ACHw0FdXR02b97c4+uoLaEdOXIEaWlpbX5uZWWFDRs24Pnnn1fXJRWsjBPgvrBOI+cmpKu6WzlEHDAIA3a9DGNHGzVHRAg7ioqKEBIcjEuXLjH7Zs6ciQvJyThz5gwWLFgAALh69WqPr6W2hJZ4+LDSPg6HAx8fH7z//vs4fuIEQhYtUtflFJiaGGG8lyNGRsYh8dpdjVyDkK4w8x8Es0DXLn3nUH8eImd643pljYaiIkT73nrzTeTk5DDbHp6e+P6HH2BiImu75ObuDkBWsL6nOmjk1Hkfffwxnnv+eTQ0NKCxsRFWVlbo168fuFyuui7RroUBbhh+6Cpmr9mD/83zQ1QYH2Ymxlq5NiGq2D49CUUX/+nUsVsH2mKVryMaruTB3MoMUeF8uPelzhOkd9u0aRMSExMV9r333nsKXVXu378PALC26fmohNqe0MzMzODu7o7BgwdjyJAhGDBggNaSWZOvlk+AkREH6/ZewdiPduDa3TKtXp+QlqxCRsHYgdfhcaInJ+DEw6PRIC8y8s/Zm4iJT0FJlUjDERKiOTk5Ofj0k08U9g0bNgzBwcEK+/LyZOXd1FHLl9UGn+rm62KPF2f4AgAu3y5F0Kr/8O3Bq1S8nLCCY2YC6+Xt1Hc04sAh+kH4rglFREgAJgxxYj766WgaYhJSIBI3aCFSQtRv7dq1qK1VbGL7zDPPgMNpLg8nEolwISkJADCQEpqyjx8cAweeOQCgtl6C1/46jflf7kVBBb2XINpn88QEwFj5PzOOqTH6/7gcts/IKotMHToAkSEBGOnavCj7//ZdQUx8itZiJURd0tLSEL9rl8I+CwsLBIeEKOw7cfw4RCLZSMSEiV1rlKuK3iW0PjwzfLxktMK+/VfyMDIiDruSc9gJihgsk4H2sJw1TGGfkZUZnDY/ozS1f4G/KyKDAzC4f/O7hOiEFHyx57JWYiVEXf5v3TqlBs7z588Hj6c4BL9nzx4AAI/Hw+TJk3t8Xb1LaADwwgO+GO5ir7CvuEqExV8fwPO/nUB1nYSlyIghsn2q+c7T2IEH5/9ehMVUb5XHPjRuMCJCAuBoYwEAkDQ0Ijr+In5IvKaVWAnpqcLCQhw4cEBp/3z59HzmuIIC7Ny5EwAwc9Ystcy50MuEZmJshP9brnod0E9H0xD4wTYkZVE7DqIdFlO9wR3cDyaD+mBAwsswCxjU7vFPTx2KiJAAWJnJJiGX19QjJj4Ff57K1Ea4hPRIXGwsJBLFhwYul6v0BLZhwwaIxbJqOs8995xarq2XCQ0AZvsNRHCAm8rPMgsqMOHTnXjq52O4UdDztQ+EtIvDQZ9VC+Gy51Vwvfp36iuvz/FDREjzkOSd+9WIiU/BfxeyNRUlIWqxZetWpX1jx45VGG4sLS3FX3/9BQCYNHky/P391XJtvU1oALBu2XiYmqj+vyhpaMTvJzIw7L1/8eiPR3CdpvgTDbKaNwLGTl1bZxMZHID3g5uTWvq9csTEp+Bg6h11h0eIWpw/fx7ZWVlK+6c/8IDC9scffYSaGtlEvTfffFNt19frhDbEyRavzfZr95iGRik2n7kBv4g4hH97CJdvl2opOkLax+FwEBkSgFdmjWD2XcguRkxCCs7cKGQxMkJU279vn8r9M2bMYH4+duwYtm/fDgBYtHgxxo0bp7brq7Xavi6qqKmH9ztbUVRZ2/HBADgcICTQHR8sCsQYj34ajo6Qjt0rr0FknAB/nMhg9i30d0NUeBBGDlJf7zVCeuqB6dORnp6usG/gwIEQyNea1dTUYPq0acjLywOPx8PJU6fg6Oiotuvr9RMaANhamuLT0DGdPl4qBXYl5yBo1X+Y/+VenL1Jd8KEXc52logMDkAY35PZt/tSLmLiU5BVVMliZIQ0KywoUEpmADB9+nTm5zfffJOpDPLpp5+qNZkBBpDQAOCxSd6wszTt8vf2Xc7DhE92Yubq3Tiefk8DkRHSOUOcbBEREoB5I5tnSG49dwvRCSmdHn0gRJOOnzihcv9E+YLpb9evZxZbh4eH4+FHHlF7DAaR0CxMTfDQuO53/U28dhfTouIx5fN4HLpKL+QJOwLc+iIiJACTfZpLZP16LB3R8Smoqae1lYRdZ06fVrl/3PjxOHz4MNasWQMAGDp0KGJWr9ZIDAaR0ADgicmqF7J2xY2CCny9P5WGIQlrJvs4IyI4EAFuzc0/vzmQimgqkUVYpqof5uDBg1FRUYFXXn6Z6cLy088/w8LCQiMxqK19jK4b5+WIYQPskZbfuen5LvZWCHTvi9Ee/RDo3heB7n3hYm+l4SgJ6di8UYMgrBNjZZyAWUcZE58CnhkX7wf7sxsc0Xl1kgbU1Elgb2WmtnM2NDQgM1N54b+bmxuWPfIIKitl73q/+OILeHl1f7SsIwaT0ADgiSneeG/r+XaP8XK0wWdLg/BwD4YoCdG0ML4nhCJZUrtXXoNGqRQxCSngmZsoTPMnRCgS49ytIpxIz8fJjAKMGNgHXzyivqnyAJCbm4u6ujql/UeOHGF+fuutt7D4wQfVet3WDCqhPTphCFbGJUHS0NjmMTcLK7Eh8ToG9eFhordTm8cRwrYnp/jIntRiBagSiVFZKyuRxTPn4onJPmyHR1hyX1iHU5n3cDKjACcy7iElpwTihkaYmhhh/YqJeP4BX7VfU9XsxpaWLV+Ot95+W+3Xbc2gEtoAeyvMHjEQey/fVvpsxnAXJF67CwA4nn4P0QkpiA7jY5QrrfMhuuvVWSOYJzWpFMgvr2GGH5e2mOZP9Fd+WTWTvE5m3MO1O2VobLW82MXeCttem4VxXuqdJt/kXn5+m58tWrwYa9eu1ch1WzOohAYAT0zxUUpoZibG+L9lExAVfxGx528BAPZeug2eGRfR4XyFdh6E6JqI4ABUi8SIkk8MySyokA8/cjF3ZPuFkIlua2iUorymDiVVIpQK61AqFMn+V1WHa3fv42RGAW4Wtl+PdrKPM2JfnQknW0uNxVleoTqGBQsW4Ntvv4WRkXbmHxpcQgsJdEMfnhnuC5vHe6cOc8ZI1z6ICAmAUCRmEl7s+VvgmXMRHcaHo61mZuUQog4RIYEQ1knwzYFUAMDFnBJEy4cfJ9HQuc4pqqzFifR78gTVIlEJ61Ba1fxzWXWd0tNWV7w2ewS+XDYeXBVNZtWpvLxcad/06dPx44YNMDHRXpoxuIRmZmKMZeOH4LtDV5l9C/xlVfn9XR0QGRIAYZ0YJ+QLqX87ni5/UguClVnP+/UQoglWZiaICJbdkP16XPY+42TGPUTHy4bO/d1o6FyXGBtxsOtiDv4+fUMj57c0NcHGp6bg0YlDNHL+1ipUJLT58+drNZkBBrQOraXWa9IW+LsyP0/0dkJkcAAC3ZvX+aw/SOt8iO5ztLVAREgAHho7mNm37/JtRCdc7HBYimiXA88cf73wAPa+PR9ufa3Vem6PftY4vWqx1pLZxYsXkZiYqLTf1dVVxdGaZXBPaAAw2qMf/Ab1QWrefQwdYKf0jmzOSNk6n8hYATJbrvMx5yKiRTsPQnTN4P42sqHzOjH2XJINncedz5KNMoTx4WSnufconVFaWsrU8usqc3NzDB06VM0RsWveqEG4GhOGlXECfHfoWo+GFwFZH8h/XpoBB565miJs34H9+/HSSy+htla5/Jq1jfbnHhhkQgOAJyb74K1/zio8nbUUGuQJoUiCyDgB8suqIUXz4tVXZ9M6H6K7Rrk6MMOPTTVIfz+RwbwP5pmzN3QeExODfzZv7tZ3fXx8cPTYMfUGpAN45lx8s2IiHh7vhWd/OY5r3ejNyOEA7y30x+dL+TA24mggSmX/bN6Md999F42NqpdBsdHIxSCHHAHg0YlDwDU2woJRqrtaA8Djk70RGRwAGwtZYeMqkRgxCSn4vUUbD0J00URvJ0SEBGB0ixZI3x68SkPnOmy8lyMufr4Ur8/x61JSsjQ1wbbXZiMmfKzWktnhw4fxzjvvoLGxESYmJioXTKuaKNJaRkYGnn3mGRw9elQtcRnsE1p/Gws8Nskbk3zanwH28qzhsuHHOAEaG6W4V17DzB4Lo3U+RIfN8RsEoUiClXECZNwrBwBmOn9kCDtD53369AGPx+v08UKhkPmZy9XvSVk3CiuwXZCN05kFaGjs3NMN19gIca/NwvxR2n1flXb9OqRSKWxtbbFh40ZMmDABR48cQUWL6fsXL15UaB3T2v79+/Haq69CKBSisKio3WM7S+8bfKrLh9uS8Pmui8y2v1tfRIcFYZ6Wf5EI6ao/T2UiMlaAu2XVAAAr+frK13R86FwqlWJpaCjOnj0LANiwYQNCFi1iOSr1S8svwzZBNrYnZeHy7dJOf4/DATY9Px0rJva88HpX1dbWIjY2FnPmzIGTk+yh4I3XX0dsbCxzjLe3Nw4eOgRTU8XWXRUVFfjiiy/w+2+/QSqVgsPh4IsvvsCy5ct7HBcltE6qqZfd6X69P5XZN8nHCdFhfEz2cWYxMkI69sPha4iME6Ciph6AbEZkdBgfT03V3UkWv//+O1ZGRgIAZsyYgb/+/pvliNTrSt59bBdkYVtSFq6reG/m0c8a2cVVbX5/3bLxeHPeSE2G2CVFRUWYOWMGSkpKmH1LlizB/958EwMHDkRaWhp2796NfzZvZoYj+/bti5jVq7FgwQK1xEAJrQuKK2sRGSfAL8ea65bNHTkI0WF8BLSY5k+ILlq7+xIi4wTMcNZgRxtEh/ER3mKav664ffs2Hpg+HTU1NbC0tMSx48cxcOBAtsNSi4s5JdgmyML2pCxmFnVLM4a7IDTIE5dyS/DTUeWWLIBsAsjqh8ZqOtQuO3r0KB5bsQINDQ0dHvvwI4/go48+gq2trdqub7Dv0Lqjn40FIkMCIRRJsPXcTQDA/it5zOyxIU7q+xdDiLq9u9AfwjoxPtspGzq/VVjJvA/W9juY9kilUrz15puoqakBALz9zjt6kczO3yrC9qQsbBNkqXzymjNyEJYGeSA0yBP2VmZ4+PvDKs/z1NShiAnXvWQGyKqD7Nm7F+++8w6uXLmi8phRo0bhw1WrMGHCBLVfnxJaF3n0s2aqiexOyQUAbBNkMXUfnVle50NIe2TT+SX4ar/sj83l26WypGbGxZShujF0/ueff+K0vPuxn58fnn32WZYj6plTmQVMIrtzv1rp84X+bgjle2BpkKfCkorCCuW1XYtGu2Pjk5PB0c5kxm4ZOXIk9uzdiwsXLiAtLQ03btyAKZcLV1dXTJg4ET4+musEQUOO3XT2RiEi4wQ4ltZcZfqVWSMQFcaHjYV+z8YivVtxlQgr4wT4ucVw1hy/QYgO5ytUyGFDZWUl+Hw+KuWz5Xbu2gU+n89qTN11LC0f25KysF2QjYKKGqXPF492x1K+J0KDPGHONVb63Pe9WIWGxJN9nHHg3fmwMKXnkLbQP5luGj/EUfakJhLjQnYxAOC7Q1fBMzdBVBgfRrp8C0UMWj9rc2bh9ZazsqHzA6lNQ+dB8Ha2Yy223377jUlmo0eP7pXJ7NDVO/InsmyUCkUKnxlxOAgN8mASWXvrxgorm5PgyEEOiH9zLiWzDtA/nR6YNWIghCLZGrX0/HIAwOqES+CZcbFyUSC7wRHSDmboXCRGgnzofHtSFnND5mJvpfWYhEIhftq4kdl+/oUXtB5DT+y7fBvbkrKxXZCFitp6hc9MTYxl78f4nlgyxqPDc9VLGlFWLesI4tHPGvvfnQ87S9MOvkUoofXQg2M85F2Dk5B3XwgrSSOi5YtXX5/jx3Z4hLRpxMA+zPvgo9dlQ+ebTmaCZ8ZFVDgfthba/QP6x++/M9O5XV1dMW/ePK1ev7viL+YwiaymXqLwmZWZCUKDPLGU74nggLarErVWWFEDqVS2vOLgewvo3XwnUUJTgxUTvZmKDLMyihBQIcKvDQLwzLl4WofX+RAyzssRkfKJIklZRQCA7w9fA8+ci6gw7dUFrKmpwcYWT2fPPvssjI2V3yvpku1J2cxkD3GDYj1DW0tTLA3yRCjfE/O60WS1sLIWNham2Pv2fHg50uzpzqKEpiYvzvCFUCTG59XnEJlRjEX5aUjILsX2lQ0InTWc7fAIadPMEQMhrJMgMlbATEJYs/sSeOZcfKClofM///wTpaWyKhk2trZ4+JFHtHLdrpI0NmK7IFs22SMpC62n1PW1NmcS2czhLt2+DgfAzjfmsD5Jp7ehWY5q9tF/FyCN2Y8ncmV/GGpMjVG9jI+gj4JhZGXGcnSEtO3v0zcQGSdAXqmsfqKFqQmiw/h4Y67mh84nTpyI7KwsAMCTTz6JqOhojV+zK0TiBmYx9M7kHKXPne0sZUOLQR6YOmyA9gMkAOgJTe0igwOw9vZ9SKMPgAPAsr4Bln+cxa1dl+H47hxYrxgPjqluD6UQw/ToxCHMJKey6jrU1kvk74NN8My0YRq77rVr15hkBgAzZ83S2LW6qkokZhJZU3+5lgY58GRPZEEemOjdfqFzonn0hKYBpUIRLs/+Gu43i5U+47o5wP69OeAtCQS09H6CkK74cu9lrIwToF4iey/k0c8a0WF8PDzeSyPXi4mJwbfr1wMALCwskJaerlTQVtvuV9cxdRYPpt5R+tyzv41s+n2QJ/iD+7MQIVGFEpqG5GwVoPG1f9v83NTXGX0i58Nytq8WoyKkcz7+7wI+2ZHMbPsN6oOoMH6XZup11oTx45GTkwMAmDV7NjZt2qT2a3RWUWWt/IksG0eu31X63MfZDqHy8lT0fkv30JCjhrgtHYOsqH3gFFaq/Lz++j0UPPorzMd6oM8HC2A+tuO1KYRoi2w6vwTr9l4GAKTm3Zd1bDfnYroa3xGlpqYyyQwAZs6cqbZzd8Xdsmr5E1k2TmbcU/p8+EB7+dCiJ/wG9WEhQtIZlNA0hGNiBIenJuJ+zL52jxOdz0Z+8HewnO2LPivnw3SYbtTTI4bN1MRYPp1fjI1HrgMAzt4slCU1My6CPPt1cIbO2bVrl8K2thNaTkmVbPq9IAtnbxYqfe7v5iCf7OGJoQPstBob6ToactSghuIq3A74DNL6jlspAACMOOCFBqLPe3Nh4kp3gaTz7ty5o9CHqiPOzs5wdHTs8LjbpUJExgqw+cwNZt+DYzwQFcbHMDX8gZ8xYwbSrssSpre3N44dP97jc3bGzcIKZjF0U+m6lsZ49GPKU3k52mglJtJz9ISmQcb9rGG1cCSE/6V07guNUgjjklG96xJsHhsPuzdnwbhv59vVE8MVHR2NnTt2dPr4995/H6+//nqHx7k68JhqIrvk09V3XMgGz8wEUeF8DOrT/d/P+vp63MjMZLaHDtV8EYK0/HJmMbSq7tDjvRwRypdNv3fra63xeIh6UULTMJunJnY+oclJ6xtQ8cspVG1Jgu2LU2H74lQYWZtrKEKiD/LvKk9gUBdfF3tm+DHxmuw6f52+wVQTse/m+sr09HRIJM2logYP1lyj0dS8+/LK91m4pqI79BQfZyaRDWChjiVRD0poGmbO94Dp8AGov5bf8cGtNFbXoezLg6j8/Qzs3pgBmycngEPVtokK+fnNv1/m5uYwMWn/96Sr0+L5g/szxYzP35KVyPox8TqT1LjGRl2O+WpqqsL2YC/1Lwu4mFPCPJGp6g79gK8LlvJlsxb721io/fpEu+ivoxbYPDkRJW/Hdfv7DaVClH64CxUbT8D+vTmwXjoa6MYfEKKfGhsbUVBQwGxv/+8/BAQEqP06D/i6IDIkECvjBLh65z4A4Is9l8Ez42LVg6O7fL6rV68qbHt6eqolTqC5O/R2QTayipVnGs/xG8Q01ezuEybRPTQpRAukNfXIHfUpGlV0oO0OUx8n2K+cB6u5I9RyPtK7FRYUKCSw9IwM2NhobiLDP2dvYmWsADklVQAAMxNjRIXz8da8kV06T3BwMJIvXGC2MzIzYW3ds/dWpzMLmKaaefeFSp8v8HdlJntYm1MjXn1DT2hawLE0hfVDY1Dx00m1nK8+owCFj/0O8yB32Rq28eq7syW9z90Ww40ODg4aTWYAsGy8F4QiMVbGCVBSJUKdpIGZzv/8A50vkXU7N5f5uX///j1KZsfS8rE9SVY0uKC8692hiX6ghKYlNk9MQMXPp6BUnrsHREk5yF/0PazmjkD/Xx8Dh/5DNUh3W0wI0eTEipaemz6MSWoicQNKhSLEJFwEz9wEyycM6dQ5Ll+50uM4Dl+9I5t+n5SFkirF7tAcDkfWVFPej0xbrXAIeyihaQnXqz8spgxB7fHMjg/uAo6lKayfGE/JzIC1nBDiqaWEBgBvzhsJYZ0YH22XDRvmlgiZaiKLAt01eu19l28zT2QVNa27Qxsxi6GXBFEFHkNCCU2LbJ6eqNaEZmxvBactz8As0FVt5yS9T8sp+4PlEytqampw9epVFBcXY9SoURg4cKBGrt00nf+LPbISWdfuljHDjzN60A+sLfEXc2WzFpOyUFOn2B3a0syEKU8VEqj+mpNE91FC0yKrWb4wGWgPyR3ldTBdZTLQHs5bnwXXu+NqD0S/tXxCs7Ozw4pHH8XRo0fR2NjcRdnZ2RmTJk3Cp599Bltb9XVANjE2QmRIIKpFEvyQeA2AbIZhTILsSW2smirR/5fU3FSzqQtAE6Y7dJAn5o3qendooj9olqOWlX+TiPtRe3t0DlMfRzj9+zxMBlBrdgIsmD8fKSmdW7zv7e2Nf7ZswYAB6m1Ceed+NVbGCfDnqeYRiEWB7ogK52O4i323ztnQKGV6kW1rozt0U1PNmSM08wRKehdKaFrWUCrE7VGfQVov6fhgFczHuMNp89MwsrdUc2Sktwrw90dhoXJhXVtbW1RUKC8mHjhwIE6dPq32nmPp98qxMlaA/y5kM/uWTRiC6LCgLpWREokbmMXQqrpDO9lZMk01p1F3aNICDTlqmbEDD1aLRkEYl9zxwa1YzhwGx18fA8eC3eaHRHeIxWIUFysW133rrbcQunQp3N3dcf/+fRw7dgzvvvMOampk09nv3LmD/7Zvx8OPPKLWWIY62yFCXvexqSnmP2dugGdmguhwPhx47ZdvqxKJmUSmsjt0Hx6zGJq6QxNV6AmNBXXJubg7b32XvrPX1Q7cmAfx/CxaTE2a3b17F0FjxjDbTz71FKKiopSOO3XyJJYvXw6xWAwAGDZsGBKPHNFITMfS8rEyToAzN5qfGt+cNxLRYXyYqZiNW1ZdxyyGPpCap/S5Zz8bhMrLU6nrnRzRT5TQWHJ31leou6zc2l2VX9ztsdqnHwY58BAVxsejEzu3zocYhrNnz6Kurg4AMGnSpDbrOK549FEkJiYy2+fOn4erq2ZmyO6+lIuVsUm4ktdc0X7Vg6PxyZLm5FtUWSt/IlPdHdrbyZZZDE3doUln0JAjS2yemoji1/9t/yAOBymh/oipqgYg603VNHts8Wh3zQdJeoXx48d36rj58+crJLQ7d+5oLKEt9HeDUCTByjgBsopktRSbpvMvn+DF9CI7oao7tIu9vPI9dYcmXUMJjSW8BwNw/+PdaCirVvk5x8QIff8vHIvDx+C9OAHW7L4EALjetM7HnIuZGljnQ/SXT6t+Y3c12HIGAB4eN5ipJlJUWQtxQyM++u8CNiReV1kweJSrA/NEpo7mocTwUEJjCcecC94jQaj44ZjyZxamcPx5BSxn+wKA7EW7SIzvD8vW+QiyihAdfxE8MxOM86J1aKRz7O3sFLa70uG6u56ZNhQ5JVVYu/sSxA2NqK2XKCWzMR79mF5kXo60FIV0HyU0Ftk8OQEVG44Djc2vMY3sLOD099Mw5zeX7LG1MGVmj206KVvnc/R6PqLjUxAdzseIgTQsQzomaWhQ2LZT4wJrVdLzy7EtKQt7LuVC3NCo9LmPsx2enT6Mte7QYrEY586exfW0NKRdv447d+6AZ22NgIAALFiwAF4a6M9GNIsSGou4bg6wnDEUNYfSAAAmzrZw+vc5mA5VnpLsYm+FCHmZoe1JsnU+CSm54JlzER3Gh3s/ahdviPbt24ezZ88CkDX2jIyMbPPY1tP7HZ00M/U9Ne8+sxj6WjtVccy5xhg5qA8ryezGjRt46cUXce3aNaXPDh44gDWrV2PFihWIio7usFkq0R30b4plNk9NQs2hNHC9+sM59jmYDGy7qoKPsx0iQgIhFEmY6c1bzt5kklpf6/bX+RD9c+L4cWzatAkAYGJi0m5Cy8jIUNh2VnNCS8kpkZenykbGvXKlz6cMHQAOpDieLpsIcvl2KaLlE0XGD9He0LlAIMDDDz0EkUjU7nF//fUXKioqsGHjRi1FRnqKEhrLLKf7gLckAA7RD8K4j1WHx49274tI+fDj6UxZl+Kfj6aBZ8ZFdDifej0ZmL59m6ezSyQSFBQUwKmNRLVzxw7mZ3Nzc7i6qaeAr+BWEZPImmY0tjTbb6CssgffEyJxA1bGCvDHSVlyPZaWj+iEFESH8bUyo1EqleLDDz5QSGbuHh6YOXMmeFZWuJiSghPHjzOfxcfH47nnn0dgYKDGYyM9RwmNbUYc9N/waJe+MmWoMyKDAxAZJ8Dl27J1Pl/tvwKeORefho7p4NtEn7ROXpv//htvvf220nHnzp3DhRbdoRcuXAgrq45voNpzOrOAaeGSV9pGd2h5ImvZHbrpffA2QRYAYHdKLnND5qHhofNDBw8iNTWV2Z40eTL++OMPWFo2l5Jb/803WL16NbP926+/UkLrJYzYDoB0z3x/V0SGBGBw/+buxDHxF7F2zyX2giJat2DhQlhYWDDb3333HWJjYxWOSU5OxhNPPIGWNRSWLV/e7WseT8/Hq3+eRti3h/DV/itKyWzxaHf89cID2PbabDwxxUchmQGyBdMRwQGYO7K5Mv7WczcRHX8RxZW13Y6rM1omMwD44IMPFJIZALz08stwdGweAr1165ZGYyLqQ09ovVj4WNk6n8g4AQoraiFplDKLV1+aOZzt8IgW2NnZITw8nHmPVldXhzdefx1frF0LLy8vZGVlIS9PsZzU2LFjMW7cuC5f6/C1u9gukE32UO4ODaapZijfAyZG7d8rBzYNnYvEOCUfOv/lWDrzPtjCVDN/mm5lZTE/m5mZYeTIkUrHmJiYYMyYMdizZw8AICcnRyOxEPWjhNbLPTV1KIR1YkTGJqG6TozymnpEy6uJPDbJm+3wiBas+ugj5OTk4HiLdz93795VuXB63Lhx+Ovvv7t0/n1X8phE1ro7NNfEiOlFFtrF7tCTfZwRGSIbOr+UKxs6/3p/KnhmXHy2NKhL5+qsxhZLFzgcTpvHWds0j3xIJN3rjEG0jxKaHnhtth9TZggA7t6vZmaPUQt6/WdhYYFNf/6JtWvW4N9//0VpaanSMRwOB/Pnz8f6b79VGKJsT0JKLtOPrLp1d2hTE3lVDw+EBLp3O/Z5o1whFEkQGSfAzUJZq5umG7L3Fvp3+7xt6d9iKLG+vh4SiUTltPzysublBr6+vmqPg2gGJTQ90VRNJCZB1ugx414584dhth81P9R3pqam+ODDD/He++/j2LFjyM7ORklJCczNzeHi4oIJEyZg0KDOdXP+70K2/IksG/USxcXYthamTFWPeaPUUwcybKynbJQhToCC8ho0NkplN2TmXLys5qFzb+/mUYvGxkYcSUzE7DlzFI6pr6/HuXPnmG0/FcOSRDdRtX09UiWvm/ftwavMvqlDByA6PAgThlD/KNK2hkYp04tse1I2Glv9WXDgmTNPZLM01B3624NXERkngFAka3EzwN4K0WF8PD5ZfUPnVVVVCPD3Z3rD+fj4YOvWrQqLzKOjo/Hdt98y27/+9hvmzZunthiI5lBC0zMF5TWIjBPg9xPNi2gX+LsiOoyPka4OLEZGdFFzd+hs7EzOVvrcydaSaaqpje7QMQkpiIwVMNveTraIDucjNMhTbdf4Z/NmvPPOO8ysz759+2LW7Nmwt7NDcnIyzp8/zxw7c+ZM/PnXX2q7NtEsSmh66GZhBSJjBYgTNM/oemjcYESH8eHZYpo/MVxCkZhpqrn7Uq7S503doUODPDFJy92hV8YJEB2fwmwHuvdFdBgfc0Z2bsi0MxISEvDD99/j8uXLKj83MzPD448/jpUffAAul6vyGKJ76B2aHvJytJVXE5Fg32VZK/t/z90Cz4yLqHA+HG06NymA6J+y6jp5ncVsHLii3B3ao58108KFre7QTdP518uHzi/mlDDvgyeqKbn2798f1tZtL+I2MzeHqZkZhEIh7O3bLkdHdAs9oemxUxkFiIwT4GSLJoqvz/FDVBgfVmZ0L2NIiitrZU01k7KQeE11d+imppq60B26sKIWkXEC/HY8ndk3f5QrosP5GNXDofPff/sNH330kcJ0fAcHB1haWiqt2Rvm64u4uDj06UMdLXoDSmh6bv+VPETGCZCS09z7auWiQHyuoXU+RLfkl1UziexEunJ3aF8Xe6Y81Ugd6w59q7ASkXECxJ5vrtQRPnYwosL48HLs3tD5haQkLFq0iHl/5u3tjZ9+/pmZ/VhaWor333uPWVQNAFOnTsWWrVt78P+EaAslNAOwTZCFyDgBbhTI1vlwOBxEhwXh/eAAliMjmpJbImRauJy9Uaj0+ShXB1llD74Hhg3Q3SG1y7dLERknwN5Lt5l9T00diqiwIDjZWrbzTWWNjY2YM3s20zLG0dERx0+cgI2NjdJxj61YgSNHjjD7Dh8+DN/hVH1H19G4kwFYypev84kV4F55DaTS5nU+r8wawXZ4bcrJzkbyxYtIvXIF6RkZsLWxgc/QoRju64uZs2bB2Jg6C7R2q7BSXvk+C0lZxUqfj/HoxySy3tAdepSrAyKDA1AtEjNtZ347ng6emQmiwvngmXV+wkZ2drZC/7PHHn9cKZkBgJGREV5+5RWFhJaQkEAJrReghGYgnpjsA6F8nVplrRhVIjFTTeSJKT5sh6fkh++/R0xMDBpadVlOSEgAIBsqWrN2LcaOHctGeDonPb+ceSJrKiPV0jgvRywN8kAo3xPuLDTU7ImJ3k5M4YBk+dD5+oNXwTPnIiqM3+nztO4HN3PmzDaPHT9+PMzMzFBXVwcAyL19u81jie6ghGZAXpk1gimR1SiV4l55DTN7bClffet8euqVl1/Gf//91+4xmZmZWPbII4iNi8Po0aO1FJnuSb1zH9vli6Gv3rmv9PlkH2eEBnlgKd8TLvY9axfDpjl+g5jf3abmoU03ZBEhnRs6z8zMVNju37/9WZyOjo64LU9kRYXKw7ZE91BCMzDvB/tDWCdG1K6LAIAbBRWIjk+BlTkX89S4zqe7zp8/r5DMLCwsMGnyZIwYPhzl5eU4fvw4suQV02tra/HySy/h9JkzBjf8mJJbwlT1UNUderrvAGayh74s0wgN8mBGGe6WVQNorvv46uxuDJ13MH2gZRNQmuXYO1BCM0CRwbLhm28OyHpDpeSWMG1nJvuwWyKrZckhHo+Hf/75B2OCmmdkikQivPjiiziwfz8A4Pbt29i/fz8WLFig9VjZIMgqwnaBrKlmu92hgzzRh2fGQoSa9fhkbwjrxFgZK0BFbT2ETUPn5lw82cHQuZurYu3JwqIihZJXLYnFYhQXN7+DdHFx6XnwROMooRkgSzMTZvHqr/J1Picz7iEm4SJ45nwEuLGzDqm2thaJiYnM9vPPP6+QzADA3NwcH3/8MQ4dPIjGxkYAwJkzZ/Q+oZ25UYBtAtn0+9ttdIdu6kdmbcF+ZYtbt24hMTERNzIzkZubCy6Xi8DRozFt6lQEjh7dbuuWjrw8czjzpNbQKEVBRY1slMHMBOFjB7f5PTd3d4Xtw4cPq+yHBgCnT59WaIhKCa13oIRmoPrbWMiriYjx7znZOp99l/OYaiJDWJgBV9jqPUXrKuhN3Nzc4OnpiZs3bwIA8vT4hf3x9HtML7J75TVKny8a7S5/IvPQWFPMrqipqcEXa9fit99+g1gsVvjs6NGjWPfll5g5cya++/57lTMMO+u9hbKh8893yobObxZWIEY+/Di/jS4Anp6eMDIyYm6EtvzzD55//nlYWSm/W9ywYYPC9vgJE7odK9Ge9tvKEr3m2d8GkSEBWODf/AcgTpCFmPgUlX88Na2oqEhh283Nrc1jHRyaq0UIhcpPLL3d4Wt38eLvJ7F0/UF8e+iqwr8PDmRLMba8PBPbXp2FRycO0Ylk1tjYiJdeegkbN25USmYtHT58GIsXLWr3mM6IDA7A/+b6MduXcksRE5+CExnKC8gBWXfvsPBwZvvu3btYGhqqMLTY0NCAiPffx4kWzVInTZ6M4TRlv1dg/78CwqqRgxwQGRKI6joJjqXlAwB+P5HBPKlZm2tv+IrD4WDcuHHMNo/Ha/PYpvYfADBggOarwGvL/it5TFPN8tbdoY2NmBYu6qw+ry7ffPMNDh44wGxbWVlh4cKFcHVzw+3cXOzYsQP19bL/T+np6fj777/x5JNPdvt6FqYmiAgJhFAkwc/H0gAApzILZO+Dw7gqS3i9++672LVzJzPh4/Llywjw94eXlxecnJ1xNTUV9+8rzhZ98cUXux0j0S6qFEIAAAdT72BlnAAXspvvViOCAxAVxkcPXndohEgkwojhw5mk9vrrr+O9999nOaqeSUjJZZpqVtcpPrlYmpowTTV70h1ak6qqqjBm9GhUVVUBAJycnLD1338VGmpmZmZi/rx5zL83d3d3nDl7tsfXzi6uwso4AbacvcnsW8r3RFQYH95OykPnsbGxiHj/fdTW1rZ7XmNjY3z66ad48qmnehwj0Q56QiMAZLPjmmaPpcungTe9k4js5Dofbfn+u++YP4ocDgdze3Hzxf8uyCZ6bBdko65Vd2gbC1Mslbdwaeu9kK7YsmULk8wAICYmRiGZAbLF8I899hjzfio3Nxc1NTWwtOxaCavWPPpZI0I+czchRdYKZ5sgSzbKEMbHAHvF84eHh2PMmDF49ZVXkJKSouqUcHRywrp16/DAAw/0KDaiXZTQCGPJmOZ1Pnfuy9f5xF+ElZkJXp/j18G3NauxsREZGRn4d+tW/PTTT8z+xQ8+iFGjRrEYWdcx3aHliUxVd+imxdCa6g6tbqdPnWJ+9vb2xpy5c1UeN3xE83oxqVSKW7duwc+v579bfoP6MNVEjsqHzv84mQGeuQmiwviwsTBVON7T0xN79u5FQUEB0tPTkZ6ejorycgwfMQIBAQE0q7GXooRGFDw2yZtJauU19aiukzBPak9PHar1ePbt24f33n0XVVVVTBkiQPZktmzZMny4apXWY+quOnGDvM5iNnZcaKM7tLw81XQtdIdWp6tXrzI/L1y4sM3j5syZg0OHDzPb7q2m0vfEeC9HWVKrEzN1LL87dI15H2ykYuzcyckJTk5OmDZtmtriIOyhhEaUvDRzuHz4MQmSxkYUVtTKXrSbc/FQO+t8NKGmpgYlJSVK+/39/fHiSy/1aOq3tghFYqap5u4U5e7QA/tYMVU9tN0dWh3u37+Pe/eaZxa2fAprjcfjaXTG4KwRA+U3ZElIyy8DAKzefQlW5lx8sChQY9cluoESGlHp3QX+EIok+GxnMgDgVlElU02k5TR/tqSkpGDypEn4+JNP8Oyzz7Idjkqy7tCyd2T72+gOLat8z153aHW41uLpDAAGD9buTU9rD47xgLBOVvcxT74IvemG7A2Wh86JZlFCI21qWnj91b4rAGS9qZqGH6cOddZKDLNnz8bPv/yC0tJSFBcVYefOnbh1S7YQXCqV4qNVq2Bvb4+lS5dqJZ7O6Kg79BAnW+aJbLQOdIfuqetpaczPxsbG8PDwgFgsxq5du3Ds6FHk5+dj4MCBCBw9GoGBgfDz8+tRpZDOWDFxCKpFYkTGCVBWXYeaeglzQ/bMNO0PnRPtoGn7pF0lVSKsjBPgp6PNf7Tm+A1CVFgQRnv003o8UqkUcXFxeOP115l97u7uOHX6NIyM2K0TkF9ew1T1aL87tAdGDnJQcYbeae2aNfj6668ByGYHxsfH47EVK5TatTSZO3cuvvv++x7PbuyML/deRmSsAOIGWXUQz/42iArj4+Fx7D5FEs2gJzTSrr7W5szssX/k63wOpOYxs8d8nO20Gg+Hw0F4eDiOHz+OHfKq/Dk5OUhKSmKtN9rtUiGzGPpML+4O3V0tq9Kbcrl4KDwcOTk5bR6/f/9+LF60CP9s2YK+fTX7hPr2/FEQisT4ZIds6DyrqBIx8RfBMzfBQv+2K9GQ3okSGumQe19rZvZY/EXZpIbtSdmwMuMiOpzPSp+txx57jElogCypaTuh3SqqZJ7IVHWHHu3RT9ZUM8gTQ1Qs8NUXLWef5uU1vyv08fHBuHHjYG1jg0uXLuH8uXNMuaurV6/iq6++QlRUlMbja7ohWycfOr+Sd58ZfpzWy2aTkvZRQjMwxcXFeP655wAAw4YNQ1R0dKe+N2JgH/niVQmOXJe9F/rzVCZ45lxEh/Fha2nawRk6tm3bNpSVlTGxTZo0qc1jBw5UXJ/VcpadpqXfK2eaaqbkKs/AHOflKFtHFuQJ9369qzt0d4haJLQmjz/+OGJWr1bYd+zYMTz15JPME92Wf/7BG2+8gX79NDt0bWZiLL8hk2DjkesAgDM3CpmJImNYGDonmkEJzcCcOX0a586dAwCm6nhnjWta5yMSQ5AlKyT8w+FrTFIzNurZi/5Nf/yB5GTZ0NDy5cvbTWhOrfpYWbdT91Fdrt65zzTVVN0d2gmh8l5kA/v03u7QXVXXYsgRAEaMGIHomBil46ZNm4YPPvgAH3zwAQDZUOXWLVvw6muvaTxGB545U01k85kbAICDV+/ASv67O3SAncZjIJpHCc3AnGpR0aE7Zg53gTAkACvjBLh+V/Y0tXb3JfDMuPhwcc/W+fRtcacuavVHsrXy8nKF7UGDNNdtOyW3hGmq2W536CBPONrqR3forjA1U2wkuiQ0tM1ZjEtCQ/Hpp58yRYqbWgBpg1tfHjN0vis5BwCw40I2c0NmSDch+ooSmgE5cfw4/v333x6fZ/Fod6aaSFOzSVlzUBP8b67qhomd0b9FQjt1+jQaGxvbnLmYmpqqsK2JhNbUHXp7UhZutdEduqmppj52h+6s1v3E/P392zzWzs4O3t7eTGWR3FzlheaaNNzFnunY3rSk4q9TmeCZcREdHgQ7S8P996gPKKEZgOLiYmzfvh1ff/UVJBKJWs756MQhsmoicQLcF9ahtr6BeSfx7LRh3TrnYC8v5ufCggIcPHgQc9uoCfj1V18xP1taWip1I+6JMzcKmVmLqrpDz/d3ZZpqtq4RaIhaT7+3s7Nr9/iW1V3u3lVep6dp/MH9mY7t52/Jhs5/TLwGnrkJosP4MDGmNpG9FSU0PbVt2zZs+uMPlJaW4s6dO2pLZC298IAvs3i1XtKI4ioRM3vskfFeHZ+glfDwcKxZvZpp6/HiCy/ghx9/xNy5c5khLKFQiHfffRcCgYD53lNPP62WNU3H0+/JK99nIV9Vd+hAd6aNiy401NQVVq3+2depmCTSEpfb3GNPVbdobXjA1wWRIQGIjBPg2h3Z0PkXey6DZ87FqsWjWYmJ9Bz9V6mnsm7dYiZYaNJb80dBWCfBx/9dACDrTRUtf1ILDujaOh87OzuEh4dj06ZNAGR/GJ9+6inY2NpipJ8fRHV1SLt+HdXV1cx3rKysetyAMfHaXXnl+ywUVym/u2taDB0a5Aku3b0rcW7VYLX1+83WhC3+/bl7eGgipE4JCXSHUCRBZJwAuSWy1jdNN2Rvzuv+0DlhDyU00mNNs8e+3HsZgGw2YLT8D8N0366t83nn3Xdx48YNnDlzhtlXWVGhcjKLnZ0d1n/7Leztu7dYef+VPFnRYEE2ymsUnyq4xkbMYmhd7A6tS/h8vsK2qmLSTSQSCW5kZjLb7m7sLm5eNsELwjoxImMFKBWKIBI3MOXdnpvevaFzwh5KaHrqpZdfxuNPPKG0/83//Q9Hjx5V67VMTYyY6fwb5Ot8zt0sRLT8D0OQZ+fX+fTp0wdb//0Xn3/2GX777bc2h0rHjx+P777/Hs7OXa8pmZCSyzTVFLbqDm1haiJbDM33xCId7Q6ta9zc3ODk5ISCggIAwJ7duxEaGqry2OTkZFRWNk+wYfMJrclz04dBKB86rxM3oKTF0PmyCV0fOifsoYSmp3g8Hngq1maZm5tr5Hp9rMyYKdF/n5at8zl89Q54ZiaIDud3qeSTiYkJPv7kE0SuXImMjAxcv3YNt7Ky4OzkhGG+vhg2bBhsbbteeWPHhWymH1mdWLk7dFNTTV3vDq2Lxo0fj507dgAADh06hLy8PKWZp1KpFN99+y2zbWpq2uakH217c95ICEVifCQfOs8pqZLfkJkghG5seg1KaERtXB14zPDjTvk6n53JOcw6n0EOXVv8bGpqCj8/vx51NG5slDJJbFtSFhobVXeHDuV7YnYv6Q6ti+bPn88ktIaGBoSHheH3P/7A0KGyyvY1NTX46quvkJiYyHzn0RUrlBbIs6nphuyLPbKh82tNQ+fmXDzgSx2sewNKaEStfF3smeHHw/J1Pn+fvsEkNXsr7azzqZM0yOssqu4O7WhrwbRw6W3doXXRwoULMSYoCBeSkgDI1pfNnjUL3j4+sLO1RXJyssLsRzMzM7z66qtshasS19iImc7/Y6Js6Pz8rSLmfTC/F/esMxSU0Ija8T37IyIkEMI6Cc7dlFWf35B4Xb54la/RmYLCOjFT1aOt7tBNi6En+ejO04E++PHHHxEWFoacbNkNhEQiwfVr15SOs7Ozw8+//AJHR0dth9ghO0szRMp/d/86JZu8knjtLqLNUxAdxoevi/51S9AnlNCIRjzgO0C2zidWwNQ9/HKvbJ3PRw+qf51PeU0dtgna7g7t3s+aKU81zovutDXBxcUFO3bsQHRUFHbu3MlU1m9pmK8vfv3lF52YDNKWgX2smGoiTU/3u5JzmBsy1y4OnRPtoYRGNCY4wI2ZPZZTLFvn0zR889Z89azzKa4SMS1c2u0OHeTBSkNSQ+Po6Ihv1q/H+xERSElJwe3bt3H//n34DhsG/tixGDCgdwzvDh1gxww/Hrp6BwCw+Uzz0LkhlzrTZZTQiEY9Mt6LSWolVSLUSxoQLa/7+PwDvt0+b1N36O1JWTjeRndo2dCiB0a66k936N7C2dm5W0sqdMkYj36ypFYnxll549aNR64zzW3NTIxZjpC0RgmNaNyz04cxi1dF4gbcF9Yxs8eWTxjSpXN11B16pKsD01ST3neQnpo2bAAig2UlslLzZEPn6/ZeAc+Mi4+XjGE5OtIaJTSiFf+bK1vns2q7bJ3P7VIhM/y4aLR7h99v7g6djSR5L7aWRnv0Y5pq6nN3aKJ9CwPcZIW4Y5OQVSxbFN50Q/b2/FEsR0daooRGtCYiJBBCkQRr91wCAFy/W8ZUE5kxXPU6n4x75UxTTZXdoQf3RyhfNtnDwwC6QxN2PDzOC0KRBCvjBCiqrIW4oZG5IXthRveHzol6UUIjWmNixGEWr/5wWDadW9C0zseci7Et1vlcvXNfthhakKWyO/Qkbycs5Rted2jCnmemDWX6ANbUS1BWXcfckD06sWtD50QzKKERrbKzNGWmRP8pX+dz5PpdRMenIDosCPUNjUwiU9kdetgAeQsXw+wOTdj1xlw/COvE+HCbbAF5XtPQuTkXizsxdE40ixIa0TqXPlbMlOj/5Ot84i/m4GZhBapFYuSqaKo5a8RA+ROZBxx4mqlHSUhnNP3urtl9CQCQll+G6PiL4JmZYCaVT2MVJTTCCh9n2TqfO2XVEMi7Bl+/W6Z03PxRrkxTTeoOTXSBEYfDTOf//pBs6DwpqxjRCSmwMudivJfuVUAxFJTQCCtOpN/DtqQsZBVWqvw82N8NYeNkQ4vUHZroGhuLpqFzCTadzAAAHL2ej5j4FESF8+E3sA/LERom+ktBtKqj7tBNRro5YMVEby1G1jk3b97Eu++8w2x/8eWXGDx4MIsREbYMsJcNnVeLxNiWlAVA1muPZ85FVBifZt2ygBIa0Yr2ukObGBuB79kPt4oqUVhRCwBYs/sSbC1M8c4C3Vrn8/FHH+HcuXPMtlCo/L6PGA5vJ1tm5m5TDdEtZ2+CZ8ZFVDgf/azpfa82UUIjGrU7JZfpRyYUKXeHbloMvWi0O349no7IWNk6H0nTOh9zE7w4YzhL0StKTEzEkSNH2A6D6JhA975MH8BTmbKu3T8fS5M/qQXRkLkW0T9pA8PlcrVynR0XspmmmsrdoblMC5f5/s3doZ+e2rzOp7pOgvKaOmbx6opJ7A4/isVifPzRR6zGQHTXlKHOiAgJwMo4AS7llgIAvtp/BTxzE3waGsRydIaDEpqB2bBxIzZs3KiRczdKpUxVj+1JWWho1R26D8+MaeEy20/19ObX5/hBKBLjA/k6nzv3q5nZY0vGsNdy5I8//sCtW7dYuz7RffNHuTI3ZDcLW5TIMuPi3YX+7AZnICihkR6TdYeWPY211R266Ylsum/H7UNkU6IlWJ2QAgBIzy9HjHzx6mwW1vncv38f69at0/p1Se8TPnYwhHUSrIwVoKCiBg2NUqaayEszdWPoXJ9RQiPdVl0nZppqJqjoDu3Sx4p5Ipvche7QHA6HqSby3aGrAIAL2cWypGbGxYQh2l3ns3bNGlRWVAAApk2bhmPHjmn1+qR3eWqKD/OkJhSJUVFTj+h42SjD4ywPnes7Smiky8pr6pmmmiq7Q/e1ZhZDj+vmIlNrCy6zePWPE7J1PsfSmtf5jByknXU+adevY/PmzQCAQYMG4fkXXqCERjr02uwRTFIDgLtl1cwNWWiQ7nbr7u0ooZFO67A7tKMtk8jU0R3a2c6SeVLbJpCt89l9KZdpsOjZ36bH1+jIqlWr0NAgm9TywYcfwtycpmGTzokMCUB1nRjR8bKh84x75YhJkM3cneM3iOXo9BMlNNKhe+U1zGJoVd2hhw2wx1K+rKnmKDV3hx7iZMvUzmt6Gtx67hazeLW/jeYKFO/btw+nT58GAIwdOxbBwcE4f/68xq5H9E/TdP71B2VD58kths4nend+GJ50DiU00qbbpUJmMfSZGwVKn48c5IBQvmwdmSa7Qwe49WWGH09lyOL45Vg6s3jVUgPrfOrr6/HpJ58AAIyMjPDpZ5+p/RpE//HMubKF1yIxfpMPnR9Pv4eYhBREhfHVfgNo6CihESVZRZXyJ7JsCFR0hw5078v0IvPWUnfoyT7OiAwOxEqRgGn0+fWBVPDMufhsqfrX+fy0cSNyc2UTXcLCw+Hn56f2axDD4GRrKWtuWydB7HnZ0o89l24zN2SDtTB0bigooRFGxr1ybEvKxnZBlsru0GMH92cSGRt16uaNGgRhnRgrYwW4USibddg0e+x9Na7zKSwsxDfffAMAsLKyQkREhNrOTQyTl6MN86S29/JtAMC/55uHzqm3n3pQQiOd6g7d1FST7e7QYXxPZvbYvfIaNEqlzDuJV2apZ53P6pgYVFdXAwBee+019O/fv4NvENIxf1cHpu7jCfm76F+Pp8PKnIvoMD6szOjPcU/RP0EDdim3hHkiS1fRHXrasAGydWR8DzjZWmo/wDY82WKdT5VIjMraesQkXATP3ARPTPbp0bkvXbqE2NhYAICrqyuef+EFdYRMCADZzWHTRJGLObJRkPUHUsEzk83cJT1DCc0AJWUVyyd7ZOFWkXI/slkjBsoqe/B1tzv0q7NHyIYf4wSQSoH8shrmSW0p37Pb5121ahWkUlnJrg9XrYKpKTUVJeo1d+QgVNeJERkrQGaBbOg8Rl5NJCI4gOXoejdKaAbkzI1CbE/KwvakLOSWKLc9mT/KVVb9nu/ZK7pDN93pNq3zySyoYP4wzB3Z9XU+O3fswIUkWQ3J8ePHY8GCBWqNl5AmoUGyofPIuCTkl1VDKgVzQ/bq7BFsh9drUUIzAE3dobcnZSG/rEbp85BAdywN8kAo31MjU+A1KVI+e2z9gVQAwMWcEqbu46QurPOpra3F559/DkA2Tf+TTz/VSLyENHl8sg+EIgki4wSorK1HlUjM3JA9OaX9ofNSoQjfHryKj5eM0VK0vQNH2jS+QvRO4rW7sqHFpGwUV9YqfR4a5CEfWvQE19iIhQjVo7CiFivjBPj1eDqzb/4oV0SF8eHv1rl1PteuXcOsmTOZ7baGGuvr6xW2uVwuOBwOFi1ahG/Wr+9G9MTQrdl9CZGxAjTK/xQPcbRFVDgfYe0Mnf9z5ib+t/kM7qx/tFf/t6tuvet2nHTKgSt5TFPNsmrl7tBNTTVD+Z7gsBSjOjnaWjBTov+Vr/PZe/k202DRy7Hra+VaJ662iMWypqWShoYOjiREtfcW+kMoEuPzXRcBADcKK5jhx3mjVA+d77mci6LKWuy9dBuLRrtrMVrdRglNj+xOyWWaaip1h+YaI1S+hmyxHv4HMLi/DTMles8l2Tqf2PO3YGVmguhwvk7N0iSktabf3a/3y4bOU3JLmJm7k32cFY5taJQyZeD+OJlBCa0FSmh6oL3u0NbmXGYx9IIW3aH10ShXB2aiSFPNyd9PZIAnX+fDM2+7W/fgwYNx+PDhDq+RmpqK//3vf8z2999/Dx8fH9ja2fU4fmK4LE1NmN/dX47Jhs5PZhQgOj4F0eFcBLj1ZY49e7MQ94WykZc9l26juEqEfta6ORtZ2yih9VKNUinTVFNld2grM2YxdFvdofXRRG8n+fCjBMk5xQCAbw9eZZJaW8zNzeE7vOOF2VVCxdmhnoMHd+p7hHSkv40F87u79dxNAMD+K3nM7+4QeZm5PZeaew+KGxqx+fQNvDGXSrMBlNB6nXpJA7MY+j8V3aH721jIn8g88ICvCwsRdqygoADx8fFIS0tDwb17kEgk8Bk6FOPHj8f48ePRp0/Pep3N8RsEoUiClXECZMgXjDe9k4gMoXU+RHd59rNhCnHvljfN3SbIYpKas50lM6Te5I+TGZTQ5Cih9RLVdRKmhYvK7tD2VkwvstZj7rpCLBZjzerV+OmnnyCRSBQ+O336NH779VeYm5vjy3XrsGTJkh5dKzTIg6n7eLdMVsaqaTr/a7TOh+gwv0F9mD6Ax9LyAQB/nMgAz4yLl2b4IjVPsTzd5duluJhTgkD3vqpOZ1Aooem48pp6pqpH292hZbMWu9sdWltef/117Nyxo91jRCIRXnn5ZWTduoW333mnR9d7fJI3UyKroqYewjqx/EnNBE9NHdqjcxOiSeOHODJ9AC9ky4bOvzt0FTfklUVa++NkBiU0UELTWSVVIuaJ7LCK7tBejrZMU80xaugOrWnJyclKyWzIkCGYPGUKjI2MIBAIcPnyZeaz9evXY+nSpXD36Fm7+pdnDke1SIzIOAEaGqUoqKhhFq+Gjx3co3MTokmzRgyUVxMRID2/HABwIFX5phaQrUv78pHxMDUx7DVplNB0zL3yGqap5vH0fKXPhw2wZ8pT9abmgGvWrFHYfv/99/Ha668z21KpFGvXrGHatkgkEqxbtw7ffvddj6/97kJ/COvE+GynbJ3PzcJKRMuHH+eP6tnMT0tLWg5ANOfBMR4oqqzFh9uSUFwlavO4UqEICSk5CA3qfh1TfUCVQnREU3fo7YJsnFbRHdpvUB9mMfRwDXaH1oSqqir4eHsz2xMnTkRsXBw4HMVl3VKpFFMmT8atW7LF0XZ2drielqaWGGrrJVgZl4Sv9l9pjsPbCdFhfEwZqpvvHInhKRWKcDGnhPlfcnYxsoor0Zm/0gsD3JDw5lzNB6nD6AmNZZ3qDi1PZNrqDq1uOTk5CtsLFi5USmYAwOFwsPjBB7Huyy8BAOXl5aisrISNTc87+lqYmjDVRH4+JkuSpzMLEC0ffqT3D4Qt+6/k4eejabiYU4KckqoenaegosagiwhQQmNJxr1yZjF0So7q7tBNdRbZ6A6tTtnZissL+EFBbR7rMmCAwnZubi78/NQzJbmftTlTkWHLWdk6nwNX8sAz4yI6nN9rbxhI7zZjuAvyy6pxJU+5uW5XSBoa8depG3hnwSg1Rdb7UELTsmt37svWkSVlKU2/BWTDYE1NNQf14bEQofpVt1qM7ODQ9rs/E65iNY/aWuWiyj3h0c+aqcjQtPxhe1IWeOYmiA7jY4A9ux25ieHhGhvhqalD8dgkb2w9dwvR8SlIyy/r1rn+OJlBCY1o3qXcUnnl+yxmxlJL04YNYJpq6tuQgbGJCSwsLJht8xY/t1ZSovi0aqeBklJ+g/owT2pHr8sm3mw6mck8qfWGXnBE/5gYG+HRiUOwbIIXtgmyELUrBVfySrt0jut3y3D0ej6m+w7o+GA9RJNCNIzpDp2UhVuFbXWHlk2/70v12LDi0UeRmJgIADAzM8PNW7dgbGyskWsdunoHK+MESMoqZva9t9AfUWF8GBvpQx8C0ptJpcCuizn4fNdFJGcXd/wFOX83B1z4NNQgf4cpoWnI2RuFTJ1FVd2h541ylTXVDPKErSU9EQBAZmYmZs2cybRk4fP52Llrl0avuTM5B5GxAoUhns+WBuGDRYEavS4hnSWVAvuu3MbnOy/i7M3CTn3np6em4NnpwzQcme6hhKZmJ9LvMU018+Ull1oKCXSTDS0GecLSjEZ8m9TW1uLBxYtx5UrztPqNP/2E4OBgjV/779M3EBknQF6p7MbDwlT2Po3q4xFdc/jaXXy+M5npJtGW/jYWyPziYYO7WaaEBiA17z4u3y7FoxOHdPscTd2htydlo0hFd+glTU01gzwNfjV/a/X19VixYgVOnjjB7Bs5ciT27tsHIyPt/LPakHgdkXECpiFqPxsLRIfx8cw0KpFFdM+J9Hv4fNdFHLp6p81j3p4/Cl88Mk6LUbHP4BNadnEVJn22C5+GjsHT3ajvdyA1D9sEslmLSt2hjThMU82lQZ5QsfTK4IlEIjz5xBM4fvw4s8/Ozg4HDh7EoEGqu/Vqypd7LyMyVgBxQyMA2YzI6HA+Hh7npdU4COms7UlZeP63kygVKlcRMTUxwtWYcKbtjCEw6DGvospazFm7B/ll1XC0aXvmnSq7L+Uy/chad4c25xozTTX1sTu0ulRXV+OxFStw9uxZZh+Px8OmP//UejIDZHe0QpEYn+xIBiC72YmWt51ZGOCm9XgI6UiovCj5ExuPKtV8rZc04q1/ziLegKqHGGxCqxKJMf/LfUz1asdOTpXfmZyDbQLZZA+Riu7QTYuh9b07dE9VVlZi+fLlSL5wgdlnY2uLf/75B4GB7E3IaKomsm6f7F1eat59pprItGGGORWa6DYXeysceG8Bvt6fishYAeokzX+XElJycTD1jsE0+TXIIcc6SQMWfLkPiS3uaHK/Xg5XB9ULmRulUmyXN9XcpqI7tL2VGbMYeo6f9p8sepvy8nI8/NBDChNAHB0d8c8//2CYry+LkcmUCkVYGZeEjUeuM/tmjRiI6DA+xnjqfmcDYriu5JVi+Q9HcPVOc9GG4S72uBS1FCbG+v/u3uASWkOjFA9/fxjbBFnMPg4HqP3tGZiZKK53qpc0Mi1c2uoO3bQYWle7Q+uakpISPBQejrQWRYc9PD2xZcsWuLrqzlNtbokQK+ME2HzmBrPvwTEeiArjY9gAO/YCI6QDInED3tt6Dt8eusoUNf72sYl4ZZb+N7Y1uIT24u8nsaHFnTcge8K6v+EJZru6TsI01WyzO7S8hYuudofWReXl5QhdskQhmY0cORJ/b96Mvn11rzjw9btliIwTYFdyDrNvxURvRIUH6U1ZMqK/DqTm4cmfjuFeeQ0ceObI/OJh9OGZsR2WRhlUQvvovwv4VP7Cv6WhA+yQtuYhVNTUM09k+1R0h3bray1bDM33xHgd7w6ta6RSKcLDwnD69Glm36TJk/Hbb7+Bx9Pd5CC4VYTIOIHC8PSLM3wRFcaHvZV+/3EgvV9JlQjP/Hocu5Jz8OrsEVi/YiLbIWmUwSS07w9fwyubTqn8bMIQRzw2yRvbkrJw+Kqq7tA2zGSP3tAdWhdt3bIFb775JrM9afJkbN68GdxWxYh10ZHrdxEZK8D5W83tfd5ZMApRYXxwDeC9BOn9fj6ahne2nsOZVYvh28v6KXaFQSS0f8/dwrIfEtHYxv/VfjYWKFaxGHroADumF5l/L+oOrYuWhobizJkzAAA3Nzfs279fI4WHNSX+Yg4i4wS4dqe5RNYnS8Zg1YOjWYyKkM7LLKjAn6cy8fnStts39XZ6n9AOXb2Dhev2oV7S2OnvMN2hgzwxfKD+3s1oi1AoxHBfX6ZG4zfr1yMsLIzlqLrunzM3ERknQK68CaMZ1xjRYXy8OW8ky5ER0jnihkZwAL2d8ajX69CSsoqx5JuDnU5mge595VU9PODtbKfZ4AzI2TNnmGQGyPqh3bp1q1Pftbe3R58+fTQVWpcsm+AFYZ0YkbEClApFqBM3yBZem3PxnAEWgiW9j74PkettQjt87S4e/u6wUhWP9libc/HoxCFtrkcj3ZOXpzjB5tHlyzv93bfeegtvvf22ukPqtuemD4NQJMbKOAFE4gaUCkXyaiImWDah+7VACSE9p3fpWioF1u65hLlr96isb9ae4+n3MOL9WHx78Gqb79tI17Vu2tnbvTlvJCKCA5jt3JIqRCekYNfFHPaCIoToV0ITisR46LtDeG/reaVqHp1VJRLjtb9OY/Jnu3D9bvfaoBNFIlHXbixasrDUze7dkSEBCq3ur90pQ0x8isL0fkKIdunNpJDMggos+foArqkxCZmZGCMiJAARwQHU8oUoKa+pQ2SsAD8mNi/UnzHcBVFhfIwd3J/FyAgxTHqR0BJScrFiwxFU1NRr5PwjBvbBpuenI9Bd96pZEHbduV+NyDgB/jqVyexbFOiOqHA+huvxeh9CdFGvnhTSKJXikx3J+HznxW698zLicGBnZQoHnrn8f2bMz32tFbcH2Ovm0Bdh18A+VogMllXo3yGv97nrYg545lxEhfHh1pcmGBGiLb02oZXX1OPRHxOx59LtNo8x4nAwYmAfTBnqjAA3B/SzsVBIXPZWZjA2oq6bpGeGDrBDpLztTFMH4c1nboBnboKoMD4ceOYsR0iIYeiVCS017z6WfHMQNwsrFPZzjY0w2qMfJvs4YbKPMyZ5O1G9PaIVYzz6yZJanRhnbxQCADYeSQPPTPakZsY17uAMhJCe6nXv0P49dwtP/3IM1XUSWJqaYKxXf0z2ccYUH2eM83KElVmvzNFET+xOycXKOAGu5DX3o/rowdH4eMkYFqMixDD0moQmaWjE6t2XcO5mISb7OGOyjzPGePSj2YdE52w9dxMrY5OQVVwJQDZyEBXOxzvzR3XwTUJIT/SahCYSN4BrbETvvEiv8MuxdKyME6BIXvTa3soMUWF8vDiD/Y7chOirXvN4Y841pmRGeo1npg1FREgALE1lQ+Bl1XWIiU/BX6dvdPBNQkh39ZqERkhv88YcP0SENJfIyrsvREz8RWZ6PyFEvSihEaJBkSEBeG+hP7Odll+OmIQUZno/IUR9KKERokFGHA4iQwLw8qzhzL6krGLExKfg7M1CFiMjRP9QQiNEw2wsTBEZHIDHJ/sw+46m5SMmPgWpLab3E0J6hhIaIVowwN4KkSEBWBrkyexLSMlFTEIKsourWIyMEP1BCY0QLfF2skVESADmjhzE7Nty9iai41NQXFXLYmSE6AdKaIRoUaB7X0QEB2CStxOz75djaYiOT0FtvYTFyAjp/SihEaJlU4Y6IyIkAP5uDsy+r/enIjo+hcWoCOn9KKERwoL5o1wRERwAL0cbZl9MQgrW7L7EXlCE9HKU0AhhSfjYwYgICYSTrazXXkOjFDHxKfj+8DWWIyOkd6KERgiLnprig4iQAPDMuQCAitp6xMSnYNPJzA6+SQhpjRIaISx7bfYIRAY3l8i6W1aNmIQUbE/K6tT3E6/d1VRohPQqlNAI0QERIQGIbFH3MeNeOWLiU3AgNa/d79XWSxD+3SGU19RrOkRCdB4lNEJ0RERwAF6bPYLZTs4pQXR8Ck5nFrT5naNp+bgvrMPWcze1ESIhOo0SGiE6gmfORURIAJ6a0lwi60T6PUQnpODy7VKV39lz6TYA4I8TGVqJkRBdRgmNEB3iZGuJiJBAhI8dzOzbe+k2ouNTcKuwUun4poR2/lYRrt8t01qchOgiSmiE6BgvRxtEhARg/ihXZl/s+VuITkhBYUVziayrd+4jt6S5DuQfJ+kpjRg2SmiE6CB/VwdEhARgylBnZt9vx9MRHZ+C6joxgOansyZ/n74BSUOjVuMkRJdQQiNER03ydkJEcAAC3fsy+9YfbC6R1Tqh3SuvwYFUahxKDJcJ2wEQQto2d+QgVNeJERkrQGZBBQAgJj4FxkYclQ1C/ziZgQX+rkr7CTEEHKlUKmU7CEJI+zadzEBkXBLyy6oBAOZcY4jEDUrHmZkY4+63j8KBZ67tEAlhHQ05EtILPD7ZB5HBAbCxMAUAlckMAOokDfjnDK1JI4aJEhohOkwoEuNUZgHWH7wKQVYRLEyNO/wOzXYkhoreoRGiI6rrJLiQXYyLOcVIzi7BxZwSZNwrR2MX3wpczCnBlbxSjBzk0PHBhOgRSmiE6IjymjpsPHIdsedvoaGxZ6+2/ziRif9bPl5NkRHSO9CkEEJ0TGZBBaLjL2LzmZvdXlfW38YCd9Y/Cq4xvVUghoMSGiE6KquoEqt3X8Kmkxmol3Q9sW1/fTaWjPHQQGSE6CZKaITouLxSIdbsvoRfj6e3ObtRleEu9rgUtRQm9JRGDAQlNEJ6iXvlNfhiz2VsPHIdNfWSTn3nu8cn4eWZwzUcGSG6gRIaIb1MUWUt/m/fFfxw+BqqROJ2j3XgmSPzi4fRh2empegIYQ8lNEJ6qfvCOnx94Aq+PXi13Y7Vr84egfUrJmoxMkLYQQmNkF6uoqYen++6iP/bd0XlmjUTYyNcjloKXxd7FqIjRHsooRGiJ46l5eOxjUeRVypU+myO3yDsf3c+C1ERoj00/YkQPTFt2ABcjlqKh8YNVvrsQGqeUrsZQvQNPaERoof+Op2JVzadRmVt87s1bydbpMaEw9SE7mOJfqLfbEL00IqJ3rgUtRSTvJ2YfZkFFfju0FUWoyJEs+gJjRA91tAoRUxCCj7dkQxxQyPsLE2R+eUj6GdN/dKI/qEnNEL0mLERBx8sCsSpDxdhiJMtymvq8eG2JLbDIkQj6AmNEAMhFInxv81n8PuJDCR/FopRrtRehugXSmiEGJgdF7Kx5exNxL46i+1QCFErSmiEGKD8smoYGxnB0daC7VAIURtKaIQQQvQCTQohhBCiFyihEUII0QuU0AghhOgFSmiEEEL0AiU0QggheoESGiGEEL1ACY0QQoheoIRGCCFEL1BCI4QQohcooRFCCNELlNAIIYToBUpohBBC9AIlNEIIIXrh/wEcQifFdxy81wAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/57.jpg" } ]
<image>Find y if m \angle 5 = 68 and m \angle 3 = 3 y - 2.
C
64,505
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/58.jpg" } ]
<image>Find the measure of \angle T to the nearest tenth.
C
64,506
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/59.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/60.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
B
64,508
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/61.jpg" } ]
<image>Find m \angle 1.
C
64,509
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/62.jpg" } ]
<image>Find B C if B E = 24, C D = 32, and A B = 33.
A
64,510
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/63.jpg" } ]
<image>Use parallelogram A B C D to find m \angle B C D.
C
64,511
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/65.jpg" } ]
<image>Use parallelogram A B C D to find m \angle B C F.
B
64,513
null
B
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htkk+WMTbHIhk+ODOJAMRbQrB7zDx6jovu+vdi3irK5uECEIIIYQQQqxB+aJCNF0gmHpMUJDKE07nic1aXDgjLMgUSOWKFBY4SGDVT4UEJgJuMwGn+eFuArsJr9WI26TXJgls2n89k2n+P2cGp0MEv93E3no3Gyodz/GjIpaMmmK86yu++PgL7ie9tO5/mbde30J58ItFu8lMXuHygxgf3QuiqFo154ZyOz/YWoHDbFi0213pJEQQQgghhBBiFcoVFCLpwuylhTPCgnC6QCxTmK4+nBsWpPIKxQVMEujQQgK/ZSoksMwKCQJ2Ix6LEZdZr00PlEKCmUcPrEYDcwcJbEY91V7L9K/jWe19E6uBSnayjxunPubEtSC2+sMcfOtNdtXZSQYX71b7wml+c3uSkZgWTFU4zRxt87OtxrV4N7oKSIgghBBCCCHECqOqkC0ohNMPdxE8XGBYIFSaJIhnHgYEiTlBQTpfpLiASQK9DmxFFV+qgE9VKa91Ud7iwW+fMUlgMeA0GXBZDbhsJlxWrdnAZTHgNBuxGPXonvG0gdOi1S1OiWeKEiKsFoUog3fOcfz3FxnWV7Nr31HeOtiCSw/JRbrJZK7I+f4YxztDqGi1npsrHby/rRyrSZo3vo6ECEIIIYQQQiwzqgqZQpHQE44ahEqTBNNtBo9MEhTJFIosZCWBQafDYdZrocCchYVTNYiOa+OYfnoPp6IS2FRO4Fjz9F4Cp8WAxfj8n4S5rNpkw5R4tsBkUkKElU8hMdLB5RMfc7orj3/zTl7+1its8BsBZdFutSeY5le3xplIaP+Gqtxm3mz3s0mOxzyVhAhCCCGEEEK8YKqqksor01MEoVkBgRYcRNMFYtlHjxtMTRVkCgrqQkICvQ6X2TAdCGjhgPHhz+0mPDbjI8sKpwICp8UA0RzpeB5lPIU1U8RW7Xz+H6Q5HGYDfpsRA1CkNImQyC367YrFpabH6bl6kt9/foe4u4lXDr/F0e1VWBZxL2YsU+BsX5QveyIAGPU6tlU7eXdzOSaDTCE8jYQIQgghhBBCPGeKqpLMPpwkmFmBOPXzaLowJxwokpgxTZAtKCxkb6FRr8Nd2kfgt5u1hoNSOKD9ngm3dWbl4eygwGE2YDJ8/TO4vNuMLmBF7Y6ghjKgwqJ18M18v0wGXEY9kYKi7USQSYSVTc0RGrjJmd9/wtUxM7UHDnDsrb00OBb3iXz3ZJpf3hwnnCoAUOux8PaGAOvK7Yt6u6uFhAhCCCGEEEI8o6KiksgVH3vMYGqaYGZIMLcGMZnTQoKFMBl0eKwzJgemjxwY8dtN+G0m3NZSQGCdHRC4LAbsZgPGb1h/qHNZ0PltkCuiRrOo6Ty6GfsKFovLrMdvNRBJKKQLCpFMgXxRfWroIZanYmyIe+eO88m5B6iV29n9+lscbvOwmL0I4XSeL3vCnOuPAWA26Hip1sn3NpV94/vFWiEhghBCCCGEEHMUFJV4pjBjguBhy0EolSeUzhPLFGYtLpwZGCRzRXIL2VoIWAx6PDbjjAkCMwG7cXovgdc2NUkwZ5qg9Ht2kwHDIj8Z0rnM6PxWUEGN5VDDmRcTIlhNBJxmehJ5FBVi2SLRTJ4yh3nRb1s8Z0qS0c7LfPHRl3SmvbQdfoU3X99CmXnx/u2qQMdEil/cnCCW0aYQ6r1WvrOxjEa/ddFud7WREEEIIYQQQqw5+aJKbGZIMHN5YSpPOKXVH84KCDIPf57MFSkssP7QYtTjtT0MBWYuMPTbjTNCAuOsoGAqLLCZ9IseEjz1/XCZ0ZeedKnxHEowg7528WvxXHYjAbcFRrWd/fFskWBSQoSVRyUz2cv1L3/PZzfD2OuPcPDNN9hZa1vUUzHBZJ4vusJcGYwDYDXq2VXn4lsbAuiftS5kDZMQQQghhBBCrDq5okI0PbPZoFAKC3IEkwXC6TyxzMyjBjPDggKpvLLgkMBq0poNpioPp8KBqX0EXptRCwasjy4udFkMWE36Zf+ERuc2aZMIlCYRgpkXcrsuq5GA82FgIHsRVqh8mAe3zvDpJ5cZMVaze//rvHWgGdcirkJQVJW7Ywl+cWOCZK4IQKPPyvc2l1HrkSmEZyEhghBCCCGEWHGyBYVwujA9PTB3aWEkPXOSYPZxg3i2SDqvUFxASKDXgc1kwG83PgwJZkwUTE0SzJogsM6cJDBgNRpY5hnBU+ksRnReK1gMqPEcaij9Qm7XZZlb81hkMiUhwsqikh7v5cbpE5zrTmAqb8BpLTL41RdMPHK/UIn03OJBtLRkNBdnrPsqXxxP43KVU9+2iSb//J7SjifynOgMc2MkAYDdbGBfo5s31gdW/P3xRZMQQQghhBBCLCuqCplCkfD09MDUkYNCaSdBTgsJ5hwxSMxYXJjOF1lARoBep8Nh1s8ICKbCAjN+hxG/7eEkgXNqgsD68NiB02LAYtQvdlHB0tPr0LnN6LwW7ThD6AVNIli0PRFTpo4ziJVEJR0JMdLbTyivYowOcfuznzF09vH3mkI6SnBU+xyryTG6zvyC/+99J/62A3z3b9rmFSIUFZXbIwl+eXOcTGmhabPfyjuby6l0yVGYZyUhghBCCCGEeKFUVSWdV7QFhanCrEmC0MxJgifsI4hnC2QLyoJCAoNeh9NsKAUDxulmg6nQwGc34rEap4MB95xpAqfZgNkoPfIAOrcZvd+GMpFCDb6YSQSH2YDfZkQPKEAiUyCYyL2Q2xbPj6ooFIpFVBRyyRBDXSGG5vMX8ymioz1ER/WU6+rYl5hfw8loPMenHSHujqcAbaLlYJOHV1t9C38n1jAJEYQQQgghxHOlqCqpnDJrimDmXgJtkmB25WE8W5gVFGQLpfHlZ2TU63BZDNPLCv32mSGBEZ/dpIUEc44ZTB09cFgMmA0SEsyHzmVGF7Ci9kRQQxlt9f0ij2AYDTrcZj0ug45osdSgIZMIK4wOkzNAw+a9HCrGnno/z8YnGenrZCimoDO7CNQ0sa7Wi7+lnTrP08sgC4rKjeEEv741Qb7UmNIasPH9LRWzjsaI+ZMQQQghhBBCPJOiqpLMFue0Gjw8ehBO5YlmCtOLC+cGBYlcgVxBXVBIYNLrcFuNMwKCh7sJ/A4TPpsRt1U7buC2GOYsLzTiMBswGlb9YYMXYrrmMVdEjWZR0/kXU/NoMuC3Gokm86QLCuFMkXxRxSSf1xVCh71yHQfe/7/TfCz/lK8DKqGOc3zwk/83Q7EsOkclbYd/wP/z+1tx2r2U1z39KMJQNMvH94J0lqZlvDYjR1q8HGz2PJf3Zi2SEEEIIYQQQsxSVFTi2YJ21CCZn7OXQDuCEMsUHjliMPVjIlskV1xIRABmgw6vzTir3eBhSGDEZzOVQgLDjIaDh0GB3WzAuMT1h2uFzm1G57eBWmpoCGdeTIhgMxFwmelN5imqEMsWiGak5nElMdq9VLd5qX7qn1QY1Y9yyVHaM2Ky46tpY/uundjncTu5gsLVwRi/vTNBUVHRAW1ldt7fWoHHKk+FF0o+ckIIIYQQa0yhqBLLPqw/nLmXIDQ1SVCqOpwKBrSpAu3nyVxxeiz4WVmMerw246wjBn6HCb9N+7XPbtT2EMyZIHCXfm0z6TFISLAs6FwW9IFSzWM8hxLMoK91LfrtuuxGAm4LjCYBSJSWK0qIIOZ6EMny4d0g/WFt8affbuLVVi+7G9xLfGUrm4QIQgghhBCrTK6oEkvP3EGQnxMSFIjNCQbiM+oQk7kihQVsLdQBVpMen804a4pganmhz27EZzVNBwRTwcDMwMBm0qOXvrUVQec2accZoFTz+IIaGqxGypwPA4N4tkgwVXghty1WjkxB4fJgjI/uBVFU0OlgY4Wd97dV4DQ/fZeCeDIJEYQQQgghVphsQSGanj09MHXMIJTME05rIcFUMBCbs7gwlVcoLiQk0IHNaMBvn3HcwPHw5367Vn84s9HAPefYgcVoQAYJVgedxYjOawGL4cWGCBbDnJpH7b4gxEz9oQy/uz3JUDQLQLnDzGttPl6qWfxpmdVOQgQhhBBCiGUmk1cIp/OPVCBOtRxMhwRzqw8zWi1iJq9QVJ89JNDrwG4ylAKBh8sLH9YfmvBaHwYCjzt2YDHqkUGCNUKvQ+e2oPNaSiHCi6l5dFm0IzBT4tkiIWloEDOkckUuDET5tCOECuh1OjZXOfj+1gqsJmlf+aYkRBBCCCGEeIFUFdL5IuF0qc0gOXOaoEA4lScyKyQoPJwkKP06U1BYwCABBp0Oh0U/+6jBjIYD/1T94XQwMHXkQPu102LAbNQvdoufWEF0LjN6vxVlIo0SfDGTCA6zAb/NiB5QgHimwGQi90JuW6wMPaE0v741wVjp30WVy8wb6/1srnIs8ZWtDhIiCCGEEEI8R4qqkso9ZpIg+fDX0czD4waxWdMEWlCQKSgsYJAAg16Hy1yaJHAYZwUFU9MFnlL94fReghnHDZwWA2aDvEon5k/nNqML2FB7oi9sEsFk0OEx63EadMSKKvFMgWBSQoTVSYe7bgtv/u3/Sd33CujsARo2NPN1KzTj2QJn+6Kc7I4AYNTr2Frt4N0t5fL17TmREEEIIYQQ4hkoqkoyVySULC0tTM+cJtB+LzodDsxsN3i4uDBXUJ7Sjf54Rr0Ot9XwyCSB326cPm4wVX/oLu0kmAoI3BYjDrMBk0HmCMTzo3OZteWKuSJqJIuazqOzLX7No9NkwG81EkvmSRcUwukihaKKUf59rzI67OVN7PpWE7vm+Te6JtP86ubE9J6MGreZt9oDrC+fTymkmA8JEYQQQgghZigqKolscU6jwcOWAy0keNhoECsFA1M/T2QL5BZYf2g26HBbpyYIZi8sDNhNeKcnCea0G5QCA4fZgFG2FooXSAsRbKCWGhrC2RcSIrhsRgIuM33JPEUVYjltwifgWPzbFstXJF3gVE+Es31RQJtaeanWxfc2l8nXxudIQgQhhBBCrCkFpTT+PCcYmAoNwqXjBvEZkwSxGc0GiVyR/AJDAotRj9dqfBgQOGZOFBjx2ky4S1MDrulJgocLDO0mAwZ5ICyWEZ3bjD5QqnmM5VCCafQ1zkW/XbfNRJnbAqNJAOKZIsFUXkKENUwF7k8k+eXNcaIZrfKz3mPlWxsCtARsS3txq4yECEIIIYRYVfJFhVim+Gj1YenX4bR2tCA2Yw/B1M9jmSLJXJHCQuoPAatRj9dmnHXM4JH6w6lgYO6PFiM2sx69VBuIFWR6EoHSJMILWq7oshpmBQbxbJFgMg/lL+TmxTIUSuY52RXh0oM4oIW2u+pdfHtjmXxdfc4kRBBCCCHEipIrKEQzhSceNdBCgqnjBaVJghnHD5J5heICQwKbSY9vbkBg0yYK/DbjjJBg9lGDqaDAapKQQKwuOqsRnc8CFkOp5vH5hQjq1J6FYBo1lEEJZbQfg2mMEyk8yRyYtPtTIluYPgMv1h5VhbtjSX5xc5xkrghAo8/KdzeVUe+1LvHVrT4SIgghhBBiWcnkFSKZueHAw59HpiYJSkcM5v6YzisUF1BtoNeB3WTAN2d6YKoC0VcKCVxW4/TxAveskMCIxahHMgKxpuh12jSCx1IKEebf0KBmi6gRLRhQgzNCgpAWGqiRLGosixrLaW97xo+mXAF3uw/2VwEzJhHEmjSeyPFZV4jrIwkA7CY9exvcvLHeL1+TF4GECEIIIYR4YVQVMvki4fRjAoL0zJCgOPuYwYz9BOl8kQUMEqDX6XCaZ08SzGw4mBkSzJwkcM/YTWA2SEggxFxTexGUiTTKjOMMjw8J0tNhgRrJaMFAbEZAMCMsIFNg1p3dqC9VSlpxB9yUNbrQAwqlEEEmEdakoqJyezTBL29NkMkrADT5bbyzuYxqt2WJr251khBBCCGEEM+NqkIqXyT8yDGDwoxmg8dPEUwFBtmCsqCQwKDX4TQb5uwhMM4KCTy2qSmCUjgw59iB2Sgd4kI8K53LjC5gQ+2OUvjiARmTXgsKpkKCUjBALIcSz2nTBfH814YEhiY3Or91+j+934bOZ0Hntmh/xmWmbDKJ8/o4sZz2tUMmEdamsXiO4x0h7pSWbDotBg40eXhtnX+Jr2z1khBBCCGEEPOmqCrJXJHw4wKCtNZsEEnPDQlmTxJkCwoL6TYw6nW4LYZHdxLMDAmspYDAOjsgcFsNOM0GTAYJCYR43rTlilbIFSmcHaJwfVybJEgXmHVnN5VCAr8VQ5Pn60OCUlCgc1tKP5rR2U1geDgK5Lk5jr8rTCxXJJVXCKfzFBRVqvzWkIKicmMkwa9uT05X67YGbLy3pZwyaepYNBIiCCGEEGJaUdFCgsctLAylCoSnJwmKxDKFR44cJLJFcgsMCUwGHR7r1LJC4yNhgc9mwmOdUXs4ZzeBw2KQJw9CLIHphgaTHiwGdG4LhuZSSOCzoQ+UwgKfdUY48PSQ4GlcFiNlDhN94QxFRSWa0b4u+e3y5HGtGI5m+f29IJ0TKQA8ViOHm70cbvYu7YWtchIiCCGEEGtIQVGJZwuPnyRIaZME0VmtBg8nCbT6w8L0qz3PymLQ47EZZi8tLIUFgRn1hw+nB2Y3GzjMBgzLLiQokp4coOPmNW7e72c0nEYx2vFVN7Nh+w62tNXis8r0g1jd9BV2LH+6AeOOitkhwcyAwG1GZ3u2kOBpXJbZNY+J0pEGCRHWhlxR4epQnN/emZyu5V1fbuP7W8vx2uRp7mKSj64QQgixiuSLWkgQSuYJpR+dJIik89qrdVPHDObsJUhmi+QXspAAsBr1eG0Paw8fthxoP06HBDOmB9ylyQK3xYjNpF+GIcHXUNKM37vAid/9juNnr9ExMEYonkUxWHEHqmncsIPDb3+Pb7+2i9YyKyvoPRPimejcZkyv1WN6reG5hgRP47Joy1GnTC1XbHthVyCW0mAky0d3g/SWGkH8dhMvt/jY1+BZ4itb/SREEEIIIVaQXFEhmi4QTpcmCJJTrQaF2fWHU9MDUwFBaboglVOmX7F5FjrAatLjs81YVFiaJJj6tdZsMBUOPGw1cJd+z2rSo1811QYFIt0X+Pin/8h/fHiZvqgOV3k1rfVujNkwI8P9XP9ikAdD4yQLOv70O/tochuW+qKFWBw63QsND6a4rLMnEWS54tqRKShcfhDjw3uTKKr2T3BDhZ33t5bjtMjX2sUmIYIQQgixjGQLCpH07EWFsycJCtOBwMxwYGovQSqnUFQXEBLowG4yzAgJHh4zmAoLPLaH4YB7Rg3iVNuB1bh26g/V5ADXvviQ331yhf6sn82vH+Oto/vZUOPCkA8zcPMsxz/+nMudF/j4N3U0NNZReaAB2xr5+AjxIjgthsdOIojVrz+U4YM7kwxGsgCUO0y8vs7HjjrXEl/Z2iAhghBCCLFEVBVujiQ40RliOJZFVbVXV2Iz2gzmLjBM5xWUBYQEeh04zKVmA9vMZoMZSwttM6cHZoQFpR0FFsPaCQm+nkpy4BZXr1zj/qSe+kNv8P5f/5Dv7a7HY9Fa69MvbaTGrpL9yW+5fOsKl68eZt/2etY55AMoxPOiVbqa0Ou0pshEpiiTCGtAKlfk4kCUTzpCqGjf3zZVOvj+1gpsJplCeBEkRBBCCCFeMEVV6Q1mONkd5sN7k5zpjTKZzKOW/t8CMgIMOh1Oi0HbQ2B7OEkwcz+Bx/ro4kL3jMWFJqN+eZ7bV/PEx/rpvHObjt4hxsMJMnkFvcWJr7yGxvYtbG5vpNJj4etXGCokJx4wODRKJDPP29aZ8VbXU1tThnP6UZNCaGiIwaFR0pYaNuzay57tDXgsUx89PTZ/C7sO7ufyxUvcODHE4MAwIxGFdQ55gCvE82Iy6PHYjDjMBuJZbRpLJhFWv95Qht/emWQ0ngOg0mXm2Ho/W6ocS3xla4eECEIIIcQLki+qdEykONkd5kxvhIsPYgyEM/NqOzDqdbgshtIugqmg4OHyQp/NiMdq0nYSzAgHpn50WgyYDCuvJUDNTtJ15Us+/fgzLly/T9/wBJF4imwB9GYbLm8Z1Y1tbN7zCm++9Rq72qtmPNmf+8ZSPLh2gp//8lPuBOeZ1OgDbPvOH/GD916mzTkVEqhkM1my2RyYXbg9LlyPnFPQY/d48HpcmBkmncmQmW9wIYSYN1fpSEM8WySVVwilChQUVepeV6l4tsjZvgifd4UBMOh1bK1y8u7mcszGlfc9bqWSEEEIIYRYZJm8wp2xJJ93hTnbF+HKYJyhaPapCw5NBh3rymwcafaxvtw+qwJxutmg9KPTYlx9D5oLYbrOfcBP/+WnfHypm4lkgVkfsUKeYCpGcLiPrvsd9AyF+au/fI9XttVgf9xjSSXOeO9drp27wLXwfEOEGqxbXyNRnPWb2B127HYbZEIEJ0OEEwo1npk3qpAIBpkMRshiK/35Vfb5EWIZcFmMBBwm+sIZCoo6XUvrk5rHVal7MsWvb00wWTq2UuM282Z7gA0VMoXwIkmIIIQQQiySRLbI9eE4n3eFOdcX5epwnPF4ft6LD1UV0nmFeLZAjdvM621+Kl3mRb7q5UIh2n2RT3/5Cz6+0Ml4Wo+rZgNbduxkc2s1Xitko6P03rrK1VtdDId6ufrp/2D1Bigre4fddbZHj2YoceLxOMm0Cjor3spKKso9WL7uub2+jKZqH/ZZpxB0+OsbaKyvwXmzhzsXTnFqWzuVR9ZTZtMDRVJjdzn7xSku3x0j726jqbGOWq+ECEI8b48uV9SONEiIsPpE0wVO9UY40xcFtKD9pRoX72wuw7gE7SBrmYQIQgghxHMWTuW5MqiFB+f7o9wYSRBM5Z+666DSaSbgMDEazxFK5SkoKn2hDKOxHLdHk5zpi/JWu5+DTd5ZtWarUmGC+xfPcPZyBxNpcDTs4o0/+GPef3MPbbVluCyQSwQZ6fqKT//7P/nFJ5foiw1w7eRJzu3cSlvNJrxzphHUdJx4PEkyDzprDduOvs93j22l/OsmYHUWfHWNVFtnPkDVYa3bwu69uzl/rZ9Lt07yy3/MEby/m40NPoy5IP23LnL6y4vcmzRSf3gfe3dtnPM2hBDPw9QkwpR4tshkMs+6siW8KLEo7k+k+NXNCSLpAgB1HitvbwjQWmZb4itbeyREEEIIIZ6TsXiOCwNRTnZHuNAf5fZYcvrBzhQd8KQsocJl5s92VGLQ6/j4XpArg3GimQKZgsKNkQTdwTQXBqK80uLjrQ0B9tS78dpW57dyJdjF3dv36BnLoBrLWX/gDb7z7hvsaXQyNRRg9tfSttuPPT3Gg74+hi6PEn9wl7v3uhg6vAGvZ3Y6oCRixOMJUgro3NWs27aXV17ZQ2ABx2h11mo2vfId3hseI/aLU9y7/AnjXVco8zsx5OMEJ4LEsmYqt7zKO+9/m4MbK79+4kEIsSCuOZMIiWyBkDQ0rDqhVJ4vu8NcfBADwGLUs6vOyXc2BtBLbdALtzofeQghhBAviKrCYDTD2b4oX3ZHuDAQ5f5EikT24SF6vQ4avFYUVWU0nptepOi2GCgoKqm8AmjLE1+qdXGgycOBJg9fdIX5+H6Q60MJErkiyVyRyw/idEykOdcf5dV1Pt5uD7Cj1oXTspq2/qukRgYZHB4lXACdv5ENmzfQVvMwQJimt1G1oZ22llrcX40SzI0zMjLBRFiBOSFCMZ4gnkiQVsHs9eHzenEueA+XAVf9dl77ox9jC9Rz/OQFrt8fYLR/EsVow1u1kcM7DvDKW2/x2t5NVDtk4ZcQi8FlMTwyiSANDauLqsLdsSS/vDUx/b21wWvl2xvLaPBZl/jq1iYJEYQQQogFKCoqvaE0p3oinO6NcnEgSncwTboUCACY9Drayu0cafGQL6ic6o0wtUvRYtRztM3PSCzL+YHYrLftsRo53OxlU6WDg00ePusK8/G9IHfGkqTzCrFMgbN9Ue6OpzjXG+W1dT7e3hBgS7VjlXRkK8TDESKxBAXA6C2nMuDH94RHLQaPF6/PjdMAwXyWZCJJKlVAxThjL4JKJhYnnkiRR4ffF8Dn8fCNDoXoLPibd3L0D2to23GY7oFRQvEsisGKK1BNU1sbLfUVuMwSIAixWByl1hq9DhRVQoTVaCKZ4/OuMFeH4gDYTHr2Nrh4qz2ATqYQloSECEIIIcQzmFnTeLo3wqUHMQbCWXLFh+GB1ahnU5WDV1u8HGz2otPBf1wZZTiWo6Co6HRwpNnLX++p5n9vjD8SIkzx20283uZnS5WTQ00ePusM8/v7Ie5PpMgVFcKpPJ93h7k1luRMX4TX2/y83R6gvcKOZUVXXankiyp6kxW324OlPIDXZcf0pMeKej16vZ6p91hVFVRVnbNYUSEej5FIJFEx4vH78Xhdjy5ffGZ6LJ4a2nbV0LbrG78xIcQzMhv0eKxGHGYD8WxRW6woxxlWDUVVuT2a4Je3JqZD+ma/je9tLqfGY1niq1u7JEQQQggh5iGTV7g9luBkV4QzT6hpdJoNbKtx8mqrj4NNHnbUukjli/y/Tg1ysidCMqeNYW6vdvGjfTXsbXDzm9uTT73tCpeZtzcE2Fbj4mCzlxOdIT7tCNETTFNQVCYSOT65H+LmSJKzvVGOrvfxxvoArQEbphW5sVqPr/0w7/6ojJ2RAqZAC1vaAo8eZShRcxmy6Sw5BdCZsTns2B7ZFVEkHo+TSKRRdU68Ph8ej/k5hAhCiKXmsmrTCPFskVROIZQqUFRUDKut9nYNGovnON4R5tZoAtC+z+5v9PD6Ot8SX9naJiGCEEII8TXi2SI3huN80R3mbF+Uq0OP1jT6bEZ21rl4tdXHgUYP22qclDnMBFN5/vXSCL+8NT79yliTz8pf76nijfV+LIb5TwvodDpqPRbe3VLGjlonh0thwonOEAPhDEUVhmNZfntnkmvDcU73RDi23s/RNj+NPusKezCtx1W/hYP1W+bxZ1WyY2OMTwSJKYAxQGVlOQH/nIc4app4PEEiVQCDB1/Ag8eRJTz4gN6eAUbDSQo6EzZPOTWNTTTUlMkxBCFWCJfFSMBuoj+coaCoRDMFYpmC1DyucAVF5cZwgl/fmiBX0L7ntgZsvLu5jHLnWqk7Xp4kRBBCCCEeI5zKc3kwzsmuMOeeUNNY4TSzr8HNy61e9jd62FLlwGvTHrSm80V+e3uC//hqlMFIFtCOJ/zxS5V8f2sFZQ4T8UzxcTf9tfQ6HU1+G3VeK7vrXRxu8fLp/RBfdIcZjmZRVJX+cIahaJYrg3FO9UR4Y72fV9f5qPNYWW3HR9VckM6r17l5f4ikqsNeu4GN7euod815R5WYNomQUtHZvbgI0/X5f/K705e43T3MZCxNUWfE6vRRVtNE+44DvPLKQba2lGFfDWsmhFjF5i5XTGQLBFN5CRFWuJFYlk9KR/hA2xd0qNnLkRbv0l6YkBBBCCGEmGksnuN8f5QveyKc749yezRJNPOwplEH1HktHGzycKTFy74GDxsqHLPaEYqKyonOMP90cZj7EylUwGrS871NAf5iVxUN3m++Tdqo17GuzE6Dz8qeejcvt3j55H6I070RxhLa7oXuYJoHkQyXH8T4sifCm+0BXm7xUulaya/gqCjFPNlUnPDYAzqufslHv/yMaw/i6D3N7Hz9KId3NuOd+8S/ECcRj5NMq+hsUbrPf8zQ8X7udo0Sz80p3bx2hSuXr3Krc4g/+ZN3eGVbLQ4JEoRYtqYmEabEs0WCyTzrypbwosQ3ki8qXB2K89s7k9PHBtvKbby3tVzCoWVAQgQhhBBr3syaxlOl8OD+eIpEbnZNY7PfxuFmL4dbPOxv8NBaZntsG8LlBzH+8cIwVwbjFBQVvQ5ea/Xyo301tFc4nus0gNmgZ1Olgxa/jb0Nbr7sifDJ/SDn+2MEU3lyRZW74yl6QxkuPYhxqsXLG+sDHGjyUOZYWQ/E1HgPl05+ydmr/UTSSWLBUQa6O+kZimGo3M7rx97jB++/ypZaJ3MPIqjpBPF4klQBlNQw968Pozc6CLTsZFtdOS6jQjoywkBvP8MTMRJj97n40c8oGGw4Xd/n0DrPE3cyCCGWltQ8rj4PIlk+vhekO5gGwG838nKLj/2N7iW+MgESIgghhFjDiopKbzDNqd4Ip3sjXByIPVrTaNDRVmbn5RYvh5u97Glw0+izPrH9oHMixT9fGuFkd3j67eyqc/G3+2rZXedetEWHVpOel2pdtJXb2d/o4WR3mN/fD3L5QZxopkCmoHB9OEHXZJpz/TFebfXyVnuA3fVuvI8sIVye1NQgt778LT/9+VcEpz9FOiz+Jrbteo1vffs19m6oeuzUgBKLE48nSKlAPo++ahMHjn2LN17eTmu1D7tBJRufZPD+JT776Pec+qqbUOwBNz7/iOPt62muOUC9fZWdBRFilXg0RJCGhpUsW1C48iDGh3eDKKWmnfZyB9/fUo7LsjK+X6128lkQQgix5uSLCvcnUnzZHeZMb5SLD2IMhDPkig/H2q1G7RX+V1q9HGr2srvOTa3HgvFrQoCxeI7/+GqU392eJJzWjkC0Bmz8zZ4aXlvnw25e/NeyHWYDexvctFfYOdDk4fMuLUy4PpQgkSuSzBW5/CBGx0SKc31RXl3n4632ADtqXbOOZCxLqjY1os797XySie7LfPahBZ36Joe2NeGzzP48FeJx4okkGRV0jnp2HH2fv/zRe+xt9jHzj27ZupGmMjNK+qd8en2UzNhdrly+yqED26hb75Q2ByGWIYfZQMBmQq8DRYVE6TiDWJn6wxk+vBtkIJwBoMxh4rV1PnbWuZb4ysQUCRGEEEKsGem8wu3RBCdLTQuXH8QYjuVm1zRaDGyvdvJKqaZxZ52LCpcZw1POICRzRX51a5yfXR1jOKYtUix3mvjTHZW8s7kM/ws+w+mxGjnc7GVTpYODTR4+79TChNtjSdJ5hVimwJm+KHfGU5zti/J6KUzYUu147BGN5UDnamL3238K9YeJJBNEJ0cZ7LnP/e4HDNw4zWBPJz2DETI/+hPe2tOIa8a7oS9r5/B7P8SzMw72Gjbt2cOOptkBAoDBXkH7waO8cvMmd7vG6EokeHD/Hl3dwxxuW49DUgQhlh2TUY/HZsRuMpDIFYlni0zKcYYVKZ0vcnEgyicdQVS0o4Sbqhy8t7X8hQTxYn4kRBBCCLHqxbMFrg8/DA++GowznsijzKlp3FXn4pVSTeP2WicBu3le+wsKRZVP7wf554sjdAXTqGivjL23uZw/21lFreebL1JcKL/dxNE2P1uqnBxs8nCiK8ynpW3XuaJCOJXn864wt0eT02HCm+0B2ivsTzyysVR0jnq2vlLNhoN5cpkU8cgkY4Nd3Dj1Eb/7+DQ3B0a5e/p3/Lq6jrracvbV26cnB0wV7ez7Vht7VECnx6DXP/Fza/Q00b5hPc2VZ+hOpEmPDjI4Mkq4uB6HPHISYtnRoR1p8NtN0xNX4VSeoqKusHpb0RvM8Ls7kwzHcoDWgnR0nY9t1c4lvjIxk3wrFEIIsWqFUnmuPIhzskerabw+nCA0p6ax0mlm76yaRucz7wg43x/l7y8Mc304QVFRMep1HGvz8cO9NbSV25dFrWKly8y3NgbYXuvicLOHE51hjneE6A6mKSgq44kcH98Lcn04wZm+KEfbfBxb76c1YF+0PQ7PTofeaMJiNGGx2XH5yqhpbqOtpQJzLkH0f0/TEx/m1oWLXD24ly11bTinLl2nR2/QP7Jw8fE3Y6eysoqKcje67jRKKkI4HCGaVakzLpePhRBiJpfFSMBhYiCSoaCoRDPaRMJK2fkitGMoZ/ujfNYVBsCg17G12sm7W8qXXai91sm9SgghxKozGs9xYR41jQcaPbzc4mNfo/uRmsb5ujOW5J8uDnOmN0qmoG3729vg5m/31bCj1oVxGb0KptPpqPVYeHdLOTtq3Rxu9nK8I8RnXSEGwhmKKgzHsvzm9iRfDcU53RvhWJuf19v8NPqsy/QVPQPOmq0cOLCbC5du0Hs7QuJBN939A0zk1uGce15hXnQ4XC5cTjsGQFHSpJJp0hkVOc8gxPLktD5uuWJOQoQVpDuY4je3JphIaEdRql1m3ljvZ2OlY4mvTMwl9yohhBCrgqrCg0iGc31RvuzVwoOOOTWNBp2O5oCVw01aTeO+Bg+tZXZspoW9wjEczfJvl0f46F5wOqTYUGHnh3urOdLiw7rAt7vY9DodTX4rdV4Lu+pdHGnx8GlHiJPdEYZiWRRVZSCcYTia5fKDOKd6Ixxb7+fVVh91HuuymKyYRWejqqGBupoAljsRMukgk5MhwimV5gWFCGAwmTCZTBiAPAqKoqAoT/1rQogl4rIYKJuxe2ZquWJr2RJelJi3aKbA6Z4op3sjgNaM9FKtk3c2l2EyLM/vpWuZhAhCCCFWtKKi0hNMc7pU03hhIEbPY2oa15drNY2HmrzsLdU0mr/BeGQsU+DnN8b5n+vjjMa1s5vVLjN/sbOK72wsWxGvfhn1Wn1lo8/KngYPR1oifHo/yOm+KGNxbeFkdzDNg0iGSwMxTvVEeGO9nyPNXirdlkVrKlDTw9y5/BU3OkZJ46B26252bFtHhfXJt2hyu/G4XViBDDly2Ry53Nweh2e4BqWIUlTQ/hUZMBoNGJb/p1SINWvqOMMUbbli4Wv+hlhOOsZT/OrWxHSzUa3HwtvtAdaV2Zf4ysTjyLdDIYQQK1KuqNAxnuLLnghneiOPr2k06dlc6eCVFi8Hm73sri/VNH7DsfxcUeGje0H+9dIIvSGtgsplMfD+tgr+6KVKqt2Wb/T2n1V++BpfnDzHtd4Y/i2v8cqh3awLzD8gMRu0OssWv419DW5O9mhhwvn+GMFUnlxR5e54it5QhosDMV5u8fJGe4ADjR7KHM+/dUJND3Hr5K/4t19fI0gl+//CRc36dVR8zX5KncmE0WREW1lgQG8wPDx+oYTpuXKJK9d7CRXAXrOF3bt3sKHG/oQgRCWbSpFKZygCGGzYHDZsXxNiCCGWlstiIGCfc5whlVvCKxLzFUrlOdUT5sJAFACLUc+uOhff3li2TI/RCQkRhBBCrCjpfJHbo8nppoVLD+KMxLKzahpdFgPbapy80vKwprHSZUb/HObwVRXO9Eb4xwvD3BpNoKgqJoOOt9oD/PWealoCtm98G89GIdp9ieP/88/88qsQ694ro3nTzmcKEaZYTXpeqnXRVm7nQKOHL7rDfHIvyOXBONFMgUxB4fpwgq7JNOf7Y7za6uXN9gC7693PdfJCZ9RRzKVJhIIEVT2haIpMXoWvmX1QC3ny+TwFFdBbsdttWKee9CtReq98ys//5VM60zp8O/8IW3Ub7U8MEQqEQiFC4RgKoLN78Xk9eMzyYFaI5cpp1toZdDrt6/TUcQaxvKkq3BtL8stbE8Sz2vHDBq+Fb28oo8m/dM1G4utJiCCEEGJFiGcKXBtO8GXPk2sa/TYTO+tcvNLq5UCTh+01LgKlB5XPy82RBP94YZjz/VFyRRUdcLDRw4/31bCt2vniXzVRIvT3DTA8FmPhw/uzOcwG9ja4aa/QwoTPu8J8cl9rbpiqT7v0IMb9iRRn+6O8ts7Hm+sDvFTrwrWA5ZRz6Swu3C4ndjOQSRAKhohEsqjltidODqQmJgkGI6RV0Nl9BPxePFMhgs6EQadQyMSIRaEwNkE4mqCgVvDYXCA/yUD/AINjSVR02Mqrqa6sxCvHcoVYtkxGPR6bEbvJQDKnNTMEk3KcYbmbTOb4vDvMV4NxAGwmPXvq3by1wY9u2S3gEVMkRBBCCLGsBVN5rjyIcbJbW5Z4fThBKD2nptFlZl+DmyMtPg40utlS5cSzCDsJBsIZ/vXyCJ90hKZfMdlc5eBH+2o40ORZggoqhUT/VS5euUn3ZA51fgWG8+axGjnS4mVzlYNDzR4+69TChNtjSdJ5hVimwJneKHfGUpztLYUJ7X62VDuxm75BmGAqp7KqgjKvia6RDCMdd+nsfsC+lvW4H/Nm1fwkXXfu0tE7QQ4dtup66mqqCEz9E9B7CAQC+DwmdJEcmbE++gYGGc82U/fIEQWFRP9Nbty4TW+4CDorlc0tNDZUY5PHs0IsWzqmjjQYSZbCzlAqT1FRZSR+mVJUldujSX51a5JUaY9Rk9/GdzeVUeuRKYTlTEIEIYQQy9JoPMuFfm2Z37kn1jRaOdDo4UiLh/2NngXXNM5HOFXgv6+P8Yub49P1U3VeC3+1u5q32gO4rS/4W2oxyUT3NT7/35/zycUugtnnNYfwKL/dxNE2P1uqnBxs8vBZZ4hPO8Lcn0iRKyqEU3k+6wpzczTB2b4oR9t8vLE+QHuFfWHBit5NQ2srTfUBroyMEu+7zBe//z3NtW5e3liFY8aHWs1F6L9ynA+Pn+XOSApV76J+w0baWmoePunX2altaaW5sZLzAw/IRLq5fOokpzc38e2d9bhNU39QIT1+lzMffcQXl3qIFEDvaWLTts20Nzifc0QjhHjeXBat5nEgoh1xi2YKJLLFRQmVxTc3Fs9xojPEzZEEoE3BHWj0cHS9f4mvTDyN3KOEEEIsG6oKA6WaxtO9WnhwfzxFck5NY0vAyqEmL4davOxvdNMaWHhN43xkCgof3Jnk3y6PMhDWFil6bUb+cHsFf7CtgkqXedFue0oxNkpf/wBD4xGSsTATI/103brCpSt36BtPUnz6m/jGKl1mvr1RO7ZwqNnLic4wJzpDdAfTFBSViUSej+9pxx5O92phwrH1floDdkyGZ3kl0EigfSe7dmzm4r0JemIj3D75S/4lPUHXge201ZXjthoopiOM9t7myqmTnLnaTSinw96wnQMH9rC5fuaTfj3e1u3s2rmN87dGuReK0X/59/zX/y/N2Mu7aW8ox21WSIeH6bp2hi8+P8+d0RSK3knDtoMc2reVRpdECEIsdy6LkYD94dfjRLZIMJWXEGEZKioqN4YT/Pr2BNmCNoXQGrDxvc1lVDgX/3uq+GbkHiWEEGLJFUtVgmd6I5zujXK+P0pPKE1mTk1je7mdI81eDjV72dtYqmlc5P5oRVX5sjvMP14c5u54EkUFi0HPtzcE+Ktd1TS+kMVPKrnha3z281/y6dUhkomoticgkSZfXLwJhMfR6XTUeiy8t7WcnXUuDjd7ON4Z5vOuEAPhDEUVhmNZfnN7kqtDcU73RjjW5uf1Nj+NPuu8x4qN/jb2vfktunqH+N8v7zMZ6uWr46N0XztFVYUfp0VPMRMnODrCeChOpgjW8g0c/M57vH14E1Vzzh7o3c3sOvpt3u4dInr8JsPxIW59+Wse3D1PVYUfh0khG5tgdGSCUDyLorMQaN/PW++8zaGNVUgxgxDL39QkwpR4tsBkMr8EC2/F0wzHsnzaEeLeWAoAt9XIoWYPL7d4l/bCxLxIiCCEEGLJ5IoK98dTnCrVNF4YiPEgMrum0VaqaXy5VNO4p95NzXOoaZyvq4Nx/uHCMJcexMgXVfQ6ONLi4W/31bCpyvFcGh/mQ4mP03//FtduDKM8/Y8vOr1OR5PfRp3Xyu56N0daPHzaEeLL7ghDsSyKqtIfzjAUzXLlwcMw4ZV1Pmo9Vp766dPZqN7yKu/9VQGD41d8cuYmfRNJIqN9REb7Zv9Rs5vq9ds59Na7vPvdV9lS6+SRQy06C+UbDvK9vyxidP2aj764QtdIhMhIL5GR3pl/EIOtjOYtB3nrB3/Iu69tpca1OEdkhBDPl8tqnFPzKA0Ny1G+qHJtKM5v70ySLzUrtZXZeHdLOX77868NFs+fhAhCCCFeuKmaxi+7I5zpizyxpnF7jZOXSzWNu+pcVDynmsb56gmm+ZfLI3zWGZ4+UrG92sXf7qtlb4Nn0acgZjJVbuTgt/8I+6bo7BBBCdF16Qo37g4SW4J0wajX0VZup9FvZU+9myPNET7tCHGmL8pYPEdBUekKpumPZLg4EONUb5Q31vs53Oyh0m35mtJG0FkCrNv7Lf60rIENO69w/U4n/cPjROIZ8qoBs9WBu6ySuuY2Nmzdwc5tG2iocGJ60hs1eWnYcZQfBOpY/9JVbty5T++DMYLRBJm8gs5kx1NeQ2PbJrbt3suura1UeyyyC0GIFUKbRHj49GbqOINYXoaiGX5/L0T3ZBoAn01b4nug0bPEVybmS0IEIYQQL0wsU+D6cIIvu8Oc7X9CTaPdxK46Fy+3LF5N43xMJvP87OoYv741Of0gtMlv5a/3VHNsvX/RFjg+ng5TzVZeeW8d+/PK7CrHwn1+l5+g//7ShAhTzAY9m6uctAbs7G/08EV3mE87QlzojxFM5ckXVe6Op+gNZbgwEOWVFh9vtPvZ3+ihzPHkV550ZjfVGw5Q2byVfROjjI4HiSWzFDBgsthwesuorK7A57RinM+/EYOdsuYdvFq/id2vjDM6NkkkniKbV9CZbLj8FVRVV+B3zfPtCSGWDYfZgN9uQgeoaMcZZBJheckWFC4/iPPhvSBFVatJ3lDh4L0t5S9+QbFYMPlMCSGEWHTBZJ4rgzG+7Ilwrq9U05jKz3oyXOUys7fBPf1qxJZqJ54lekCRyhf5za0J/uOrUQYj2iLFgN3En7xUyfe3ln/tk97FojNacbitOOb+j7wbh9X09OMBL4jVpOelWhdt5XYONHn4oivCJ/eDXBmME80UyBQUrg8n6JpMc65fq4V8Y72f3fVuvF+z/ExvcRKoW0egbt1zuU6d0YKrvB5Xef1zeXtCiKVnNujxWo3YzQaSuaJ2nEEmEZaVgXCGj+5N0hfWphACDhOvtHrZXe9e4isTz0JCBCGEEItmJJbVRthLNY23RpPE5tQ01nutHGhyc6TZx/4mDxsq7DjMS3cGvaiofNYZ5p8uDtMxkUJF28vwvU1l/PmuKuq90l09Hw6zgX0NWu3mwSYPn3eF+eR+kOsjCRJZrcP90oMY9ydSnO2L8GqrjzfbteYH1wud8hBCrBY6nbYXwW83kswVSeWKhFJ5ioo676WuYvGk8woXB2L8/n4IVQW9DjZXOnhva/mSft8Xz05CBCGEEM+VqqqlmsaYVtPYF+X+xONqGm0cbPJwuNnDgSYPLYtc0zhflx/E+IcLQ3w1FKegqBh0Ol5t9fGjfdVsKHe88GMVK53Hqp113VylhQmfdYb4tCPE7bEk6bxCLFPgdG+U26NJzvZFeb3Nx5vrA2ypdmAzyYNKIcSzcVkMBOwmHkSy5BWVaKZAIldcssk28VBfKM0HdycZimYBqHCaeW2dj+01riW+MvGs5N4khBDiuZhZ03imN8K5/hg9wTSZwsOD+maDjvXldg43eznc7GVfo5uGF1DTOF8dEyn+6eIIX3ZHSJfqJXfVufjx/hp21bkxGiRBWCi/3cSx9X62VTs51OzlRGeI451h7o+nyBUVwukCn3WFuTmS4GyvFia8sd5Pe4UDi3F5/PsQQix/TotxTs2j1tAgIcLSSuaKnOuPcqIzDGgvJmytdvLulnKs8jV+xZF7kxBCiG8kV1S4N57i9NNqGqucHGn2cGgJahrnYyye4z++GuV3dyYJp7UjF+vKbPzN3mpebfVhl1HL56LCZebbG7VjC4dLYcKJzjDdwTQFRWUimeeje0GuDcc50xvlaJuPo21+WsvsmCTEEUI8xdQkwpREabliS8C2hFcluifT/Pb2BOOJHABVbjPH2vxsrnpk049YASREEEIIsSCpXKmmsSfM2b4olx7EGInlnljTeKjZw846FxXOF1vTOB+JbJFf3hznZ1fHGI49HLP8s51VfG+z9FY/bzqdjlqPhfe2lrOrzjU9mfB5V5iBcIaiCsOxHL++PcGVwTinS2HCa21+mnxWOdsshHgireZxziSCLFdcUrFMgTO9Eb7siQJaNfBLNS7e2VyGaZlMIopnIyGCEEKIZzK3pvHKYJyJRI4Z2QEBu4mddS6OtHg52OThpRqXVru1DJ/7FYoqn3YE+edLI3QHtW3RDrOB97aU8ac7Kqn1WJb4ClcvvU5Ho99GrdfKnnq3FiZ0hPiyJ8JQLIuiwkAkw9CNLJcexDjTF+VYm5+XW73UeqzLppFCCLF8uCzGWZMIU8cZxNLpnEjx69uThEphTq3HwlvtftrK7Ut8ZWKhJEQQQggxL3NrGq8NJwg/qaax2cuBpqWtaZwPVYVz/VH+4cIwN4YTFBUVo17H0TYfP9xTQ1uZHXmeuviMeh1t5XYa/Vb2N7g53BPheEeIM31RxuK56X0bA5EMFwZinOr18sZ6P4eaPFS6LfI5EkJMc5aOM+gAldJxBplEWDLhVF573NCvTSGYDTp21bn4zqYymSpbwZbvIzshhBDLwiM1jSNJYtkZNY06aPBa2d/o5nApPNhQ4VgRdU13x5L808VhzvRGpxdA7m1w83f7anmp1iUPcF4ws0HPpionLQE7Bxq1WsjjHSEuDMQIpvLkiyp3x5L0BtOc74/yaqu2fHFfo4cyhxw5EUJoX0c8NiM2k55UXpFJhCWkqnBvPMWvbk1M1zs3eK18a0OAJr/UJa9kEiIIIYR4hKqqDIQznOuPcro3ytm+KB1PqGk81KzVNO5v9NAasGNdBjWN8zEUzfKTKyN8dC9ItPTgZkOFnR/treFwi3fFvB+rkdWk56VaF23ldg42aWHCpx0hrgzGiWYKZAoK14cTdE2mtVrIdT7eaPezq86N1yYPbYRYy3Q6cFmN+O0mUtEsyWyRUCqPoqrLbh/PahdM5fiiO8zlwRigfW3f0+DmrQ0B+VyscPKdVgghxLSZNY2ne6Oc748+tqaxvVTTeGgZ1jTORyxT4Oc3xvj59XHG4tqm6Gq3hb/YVcW3Nwbkiegy4TAb2NfoYUOlg0PNXj7rDPFJR4gbIwkS2SLJXJFLD2Lcn0hxpi/C6+v8vNHuZ3uNC5dl+U/CCCEWx9RyxcFolryiEs0USGSLuJfx8brVRlFVbo0k+dWtCVI57TFEk8/GdzaWUeeRKYSVTu5JQgghyBW0msYzvRFO90W40P+kmkYHR5q9HGrysrfBTfUyq2mcj1xR4aO7QX5yaZTekLZI0WUx8P7Wcv5oeyXVblmkuNx4rEaOtHjZXOXgYLOHzzq1yYQ7Y0nSeYVYpsDp3ih3xmaECev9bKl2YDNJmCDEWuOyGCl7zHJFCRFenPFEns+6wlwfTgBaKLy/0c3R9f5luWRZPBu5JwkhxBqWyhW5NZrkdG+EM70RLg7EGCktspvithrZXu3UmhaaPeyuc1PuNK3IUURVVTndoy1SvDWaRFHBZNDxVnuAv9lTLT3iy5zfbuKN9QG2V7s41OzhRGeYEx1hOiZSZIsKoVSeE51hbgwnONMX4Wibj2NtAdor7FiMK2dSRgjxzTxa86gtV2yWr/EvRFFRuTEc5ze3J8iWJhlbAja+t6mMKpd5ia9OPA8SIgghxBoULdU0nuqJcLY3otU0Jr++pnFHrQufbXnWNM7XjZEE/3hhiPMDUXJFBR1wsMnDj/fVsLXa+TWLFIukgoP03L9HV98w46E46ZyC3mTF4S2jqr6F9o3rqCt3Y5HnqouuwmXmOxvL2FHr5nCTl+OdIT7vCtMdTFNQVCaSeT66G+TaUJwzvVGOtvl5vc1Ha8COybCC/wELIebl0RBBliu+SCPxHMc7QtwZTQLa5+Ngk4dXWn1LfGXieZEQQQgh1pDJUk3jqZ4IZ/uiXH9MTWO1y8yeBrcWHjRqNY2rYQR0IJzhXy+N8GlniERWWxC5ucrB3+6t4UCT54mvVKu5MH3Xz/L58S+4cPUO3QOjTEYTZHIKepMFuztAeW0j7dv28vKbb3L4pVYqHDJCv9h0Oh21Hgvf31bOrnoXh5u9nOgM8UV3mIFwhqIKw7Ecv7o1yZXBOKd7tcmEV9f5afJZpXlDiFXMZTHOChES2aLUPL4g+aLKtaE4v70zSb70ykRbmZ13N5fP+pyIlW3lPyoUQgjxVMOxLJcGYpzu1cKDWyMJYtmHTQsPaxq1poWVVNM4H+FUnv++NsYvb04wkdAeSNZ7LfzV7mreag88OSQpRuk59wH/9W8/48MLnYzFc7MCF4oFcpkkkfEBeu7e4V7XMOG/+Uu+e7idSpuMJLwIep2OJr+NOq+VvQ1azejxzhCneiIMxbIoqkp/OMNgVLsPnOmNcnS9n5dbvNR6rEiWIMTq47QYCNhN6AAVmUR4kYaiWT65H6RzUts55LUZp49DitVDQgQhhFillFJN4/n+h+HB/YkUqZk1jXodrQEbBxo9HG7Wji20lNmwrqLz45m8wu/uTPJvV0bpj2QA7UHNH26r4A+2VVDxxPOZCrHu83z8v//DB2fuMpZWMLpqaN28jW0bm6hwGSkkJhnsvMWN290Mh4J0XfiQ/7H5KCv38ub2amzyBPWFMep1tJXbafRb2dfo5mR3hOOdIc72RRkr7fnoCqbpj2Q4PxDjdIuXY+v9HGryUOm2IJ8qIVYPs0GP12rEZtKTyivEswUmZRJh0eUKClcGY3xwN0hRUdGhVSe/u6UczyqYaBQPyWdTCCFWmYKi0j2Z5mxfhDO9Uc72R+l9XE1jhYNDTR4ONXs40OihfoXVNM6Hoqqc7A7zDxeGuTueRFXBYtTz7Q0B/nJ3NY3+r6mZKkxw5/QXnL7cyXhaQe9qYvfb7/OD995g78Z6ypxGCskgIz03OfPb/+Z/PjzH/fEovRc/4+T5HWxqrqTNs7o+niuB2aBnc5WT1oCdA00evugKc7wjxIWBGMFUnnxR5e5Ykt5gmvP9UV5p9XFsvZ/9jR7KZNRWiFVBpwOX1YjPbiIVzZLMFQkl8yiquiKXAq8UA5EMH98L0ldqPvI7TLzS4mNvg3uJr0w8bxIiCCHEKpEtKNwfT003LZwf0Goa8zNqGu2lmsbDzV4ONZdqGt0rr6Zxvq4Oxvn7C8NcGYyTL6rodfByi5cf769lc5Xjax9MFsfucu36XXrG06g6CzXbXud7f/A+b+6uZWrlgcVcw7pdFZQ7c0yODDN+4h6heB83rt+j5+U9tHo8SIywNKwmPTtqXawvt3OwycPnXVot5JXBONFMgUxB4dpwgo7JNGf7ory+zscb6/3sqnfjtcnDIyFWOqfFQJndxFA0S76oEs0USGaLuOQV8UWRyStcHIjx8b0gigp6HWyudPDelvJVczRSPCT3IiGEWOGmaxp7Ipzpe1pNo4eDTV521y+kplElHxulr+s+Hd2DjAejJLNFMFpwesupamxj44YWagIOTMsgk+gJpvnnSyN80RUmWTrCsb3Gxd/uq2FPgxvT105dKMT6u+gdGiVaAMyVbNyzky3rq3h0Z6IRT+sudmxp49SlDkKhLKN9vQyPBclu9MiRhiXmMBvY1+hhY6WDg01aLeTxzhA3RhIkskVSuSKXHsS4P57SwoQ2bTJhe40Ll0Ue+AqxUs1drhgvLVeUEGFx9IXSfHh3ksFoFoByh5nX1vl4qda1xFcmFoPci4QQYoWKZgpcH0pwqjfM2b4olx/EmXxSTWOzttRowTWNapaJjsucPv4pJy9c517PEJPh2HSI4PCUUVnfyqYd+3nlzWMc3NKA37Z0T8Amkzl+enWU39yenN7I3eS38td7qjna5sf51FdFFEKTk0SicYqA3lVHU0MV5e4n/D1jGdXV5QQ8JghlyYWCBGMx0iqLHyIYKtn86vv8KLCbSFFPoH0XLQGZf5jLbTXycquPLdXO6SaH450h7owlSecVYtkCp3oj3BpNlJoc/Bxr87O5yoFdXkUTYsWZW/OYyBYIJvM0+W1LeFWrUzJX5Fx/lBOdYQAMOh1bqx28u7kcq0m+H61GEiIIIcQKM5nMceVBnFOlZYnXhhJE0nNqGt1m9ta7OdTs5VDTN61pzBO6f4rf/vtP+J/fX6F3MkVh5o0VCkQySSJj/XTdvc3driGiP/xz3t67joD1xb8Mn8oV+fWtCf7zqzEGS4sUA3YTf/JSJd/fUj7Pc+8qqVSaTE5rY9C7ffhdTpxPfCykx2azYbGY0JFFzWp/N6c+6c8/R/pyNh55h41HXsBtrQJ+u4k32v1sr3FyuNnD8c4wn3WF6RhPkS0qhNMFTnSGuTGc4ExvhNdLYUJ7hf2JNaBCiOXHVWpomBLPFmW54iLpCab53Z1JRuM5ACpdZo62+dlc7VjiKxOLRUIEIYRYIYajWS4+iHG6p1TTOJogPqemsbFU03ioWTu2sKHC/o1fRVUinZz97c/55ceX6J7MoHfXsnHzVjavb6DcZUbNRBjtu8P16/cZnBzj3unf8lN7gLKyP+bVjRVYXmCOUFRUPusM808XR+iYSKECNpOe720u4893VlHv/ZpFinPfVqGAUtSWUeosFqwm09ce01BVFfVFhAbiuahwmfnOpjJ21LmnJxM+7wrTHUxTUFQmknk+vBvk6lCcM6XJhNfX+Wgts2MyyBkVIZY7p8U4KzSWmsfFEc8WONMb4WR3BNCacl6qdfLO5vJVt6xZPCQhghBCLGOP1jRGuD+eIpV/2LRg1Otoma5p9HCw2UtL4HnVNBYYu3mKL85eozeYAWcTe7/1B7z/7uvsbq+jzGlGzUQZG7jD+d/+lJ/95gx3RkN0nvmUk3t30N5QTpPzxT3huvQgxt9fGOLqUJyComLQ6Xi11ceP9tawocLxDMc49ATa9vLaOzoaIwqG6l2sr3HzxDhGLZBMJElnSpMLNgcOq5UlGMQQz0Cn01HrsfD+tnJ217s41OzlREeIkz1hBsIZiioMx3L86tYEVwZLYcJ6P6+2+mj0WTGs0oWkQqwGTosBv8OEDlCBRGkngni+OidSs44O1ngsvLk+QHuFfYmvTCwmCRGEEGIZ0moaU5zri3K6N8rZvig9oTTZR2oa7Rxq0poWDjR5aPBan++rpMUJ7l29SddAkIxqpGLzq3zn++/xxp6HDQVYKmjaWkaZPcVw3wDDk/cIRbu4dr2D/sM7aHQ6eBFPtTomUvzTxWFO9URIl0KWXXUu/m5/DbvqXRif6eOip2rra3y/ZR+5ImC04XI5n9i0oObHGRoeJxjNAzpsZRWUeT3Y5EWYFUGv09Hkt1HntbKvwc3hHi/HO0Oc7okwFMuiqNAfzjA4Yxro2Ho/R1q81HqsSJYgxPJjMejxWo1YTXrSeYV4aSeCeH4i6TynStORoD0u2VXn4jubAhKyrnISIgghxDKSLSjcG09ypjf6lJpG7Tz3oWYv+0o1jYvxDVtNPqBvYIxgrAC6Mlp3bGd9S8VjGgr0OBu3sXl9AxUX7hOKZhh5MEgwFENpdTz5FfznZDSe49+vjPLBnSDhdAGAdWU2fri3mldbfdhNz3oFOkx2Nz77fLqtFeI917hxt5vhuAo6O7WtzdRWBTA/83silpJRr6Ot3E6jXzsWdLI7zPGOEGf7o4yVGk+6JtP0hzOcH4jxSquXY21+DjZ5qHJbXkhYJoSYH51Oa2jwl2oek7kioVQeRVWfsZlIPI6qwt2xFL++NUk0o33frfdaebs9QEtAlleudhIiCCHEMpDMFbk1muBMT5QzfREuDMQYfUxN40ulZXAHm7zsqXdT9sw1jc9GiQYJRhIkC4AxQHVNAK/7Cd86DAECAQ9OhwGiBdKxGMl0mgIsaoiQyBb55Y1x/uvqGMMxrVqqwmnmz3dW8b3N5fjs81mkuFAquVAHZ39/nLM3HxArgtHfxksvbaKl+sVMYIjnz2zQs7nKQWvAxoEmD593aWHCxYEYwVSefFHl7liS3mCac31RXlvn41ibn32Nnnku7hRCvAhTyxWHollyRZVopkAyV8RlkadA31Qwledkd5iLD2IAWI169tS7eXtDQEKaNUDuQUIIsYSi6QLXhuOc7o1wpjfK5Qfak5SZNY1lDq2m8XCpaWFHrQvvQmoaF0DNFlCNJqwuF6q1jIDHjvVJ2wV1eowGPfrSCL+qKNqywUW8vnxR5ZP7Qf750jDdwTQADrOB97aU8Sc7Kqn1WBbx1lXykR4uffhf/M8H5+gcS6MavbTse40juzdQ45AHUSud1aRnR62L9eV2DjV5+KwUJnw1FCeSLpApKFwfTtA5meZsb5TX23wcW+9nV50br00eYgmx1ObWPGrLFQsSInxDiqpyezTBr29PkMxpC54b/Va+vTHwTAuMxcol9yAhhFgCE4kcXw2WwoO+KNdKT0pmPuGucVvYXV8KD5o9bKn6JjWNC6MPbODl7/811XtjFMyVbNpch/uJiwGypNNZ8nkF0GFxOLBZLIv2jUZV4Xx/lH+4MMyNkSRFVcWo13GszccP99bQVraYS51UcuEeLn30M37ynx9xuXuSDFYqN7/Cd989xq7WMsySIawaDrOBfY0eNlY6ONTk4URnmOOdIW6MJEhki6RyRS4+iHFvPMWZ3ihHS2HCthoXLstiH+YRQjyJ02qcXfOYKRJM5WjyyxPdb2IikefzrjDXhhIA2M169jd4OLbe/0Je4BBLT0IEIYR4gYaiWS4NxDjdF+Fs76M1jXodNHit7GvUaueeV03jQul9bex7q4198/izanaU0bEQ0YQKGCmvqcHv/ZpGg2/o7liSf7wwzJm+6PTCyb0Nbv5ufy0v1bgWcamTSi7YyfkPf8ZP/uMDLnaOk1IsBNoP8Z0//WO+va+Ncps8ilqN3FYjL7f62FLt5FCzh886w5zoDHF7LEk6rxDLFjjVG+HWaILTpTDhaJufzVWOJbsPC7GWuSyGOTWPslzxmyoqKjdG4vzm9gSZ0vfeFr+N724KUO1ezOk/sZxIiCCEEItMUVX6wxku9GtNC2d6I3RMPFrT2FqqaTxUWpjYErBheS41jS+AmmPy7iWu3etnIq2iczSwZWsb9VWLsxdgKJrlXy+P8PH9ILHSQqcNFXb+dm8Nh5u9WE2L9XFTyU7e59zvfspPfvoRl7omSKs2KjYd4jt/9lf80Rs7aPCZZRfCKue3m3izPcBLtS4ONWuTCZ91humYSJEtKoTTBY53hrheOqp0tM3P0TY/7RX2lXOfFmIVcJkNsyYRpObxmxuN5zjREebWaBLQgpqDTV5eXedf4isTL5KECEIIsUgKikpXqabxTK+2MLE3lJlV02gx6mkvt3Ow2cPhJq2msf551zQuElUpks+mSITHGey8xslf/4Yzd0dI6D207HuD1/Zvotb9/F99jaYL/Pz6GD+/Mc5YPAdAjdvMX+6q4lsbA3gW7Sy6Smb8Lmd+8x/85Ge/50pPkIzOSc32V3jnz/6CHxx9iSa/VQKENaTCaea7m8rYWefmcLOH451hvugK0xNMk1dUJpJ5Prwb5KshLUw41ubntXU+WsvsK+I+LsRK57QYCThM6ACVqZ0IEiIsVKGocm0ozm/vTE63Rq0rs/PO5jJZKrvGSIgghBDP2VRN49lSeHC2L8pgdE5No9nAlkoHh5o9HGz2sn8RaxqfOzVO9/mTnP/qPiOxFPHwOENdd7nTOUzCVM32Y0d574/f5VB7JY7n/KJrrqDw0b0g/3p5lL6QtkjRbTHw/tYK/nB75SKOUiqkR+9w6jf/zr/916dc7Q2RNXhp2nWU7//5n/HOy1uo88gEwlqk0+mo9Vh4f1sFu+u1MOFEZ5iT3REGwhmKqspILMevbk1wZTDOmT5tMuHlVh9NPuvKuM8LsUJZjHo8NiNWk550XiGeK8gkwjcwFMvyaUeIjokUAF6rsVQ37VniKxMvmoQIQgjxnCRzRW6NJDjTpx1ZeFxNo8dqZHuNdp76cLOX3fVuyhyLW9P43Ckxus/+jp/926fcjTycqtBZA7Rs3ceb773HsT1tlNuf7xSCqqqc7o3wDxeGuD2aQFHBbNDxVnuAv9lTTWvZYvVSK6RGbvLlr/6dn/z3Ca73hcmZy1i//23+4C//hG/tb6fKKd9O1zq9TkeT30ad18q+Rg+HmyMc7whxujfCUCyLokJ/OMNgNMuFgdj0MYfDzV7qvFYkSxDi+dPpwG0x4rOZSOezJLNFQsk8iqqurO+7y0CuqHDlQYwP7k5SUFR0QHuFnXe3lOO1yRTCWiOPeoQQ4huKpAvTZ5/nV9PoZUet84XVNC4GtfTf7N8skgn2ce3L47gsel7dvZ4ql+m5vTp/YyTBP1wY5sJAjFxRewBzsMnD3+2vYWu1c5EeEKpkxu9w6tf/zk/+61Ou9Ucp2KvZcuS7/PFf/BFv7GohYJMz7uIho15HW5mdRp+V/Y0evugOcbwjzLn+KGOlULFrMk1/OMO5vhivrvNyrM3PgSYPVW6LTLMI8Zw5LQYCDiPDsSy5okokUyCVK+KUmsdn8iCc5ff3Q/SU6pT9dhOvtPrY1yBTCGuR3HuEEGKBJhI5bTy5VNN4dShO9DE1jXvq3dOTB1uqnSu/8k3vomXf2/yhsYnhSIpENMj4UB+dnX2MdVxkuOc+9zsHif34h7x3ZBOV9m/+JLs/nOFfLo1wvCNEotRmsaXKwd/uq2V/kwfzIi2rU+L9XPn4f/jp/3zG9f4oiquBna9/nz/9i+/zytYGvBZ5yicez2zQs7nKQWvAxsEmL591hjjRGebSgxiTyTz5osrd8SS9oTRn+6K8vk5rctjX6JGzxUI8Ry6LgYDDDGiLAOPZIsFUQUKEZ5ApKFx6EOPje0EUVZvw2FTl4N0tZThX+mMasSBy7xFCiGc0FM1y6UGMM70RTvdGuDWanH5iC6WaRp+VfQ2e6fCgvXzpahqfO52L1gPfoXH3m+QyKRKxEONDfdy7/AUf/e4EX3WN0//Vp/zif+uoq6ng2JYKvslz7VAqz39dHeOXNyeYKC3Eqvda+as91bzZ7se1WA8E1SwjNz7jgw9OcLUvRN5Rx46jf8Bf/c0POLKpBpc8zxPzYDXp2VHrYn25nUPNXj7rDHO8M8RXg3GimQKZgsL14QSdk2nO9Gm1kMfa/Oysc+NdtCWhQqwdLouRsrkNDckcjT7rEl7VytIfyvDh3UkeRDIAlDvMvNrqY0eta4mvTCwV+e4khBDzoKgqfaEMFwce1jTen0iRnlvTWGZjf4OntGhohdU0zpsOvcGE2WDCbLXj9JZR1bCeTRvXUWFIk/j3T7g+HKf30pdcuLGfba3l1NsXliJk8gof3Jnk378aYaD04MVrM/JH2yv4wbYKKpzm5/mOzaJmBrl+7iLX74+SVOw07nqT9//kPY5srsEl3z3FM3KYDexv9LCptFD1RGky4cZIgkS2SCpX5OJAjHtjSU73RDm6XptM2F7jWvnTS0IsIW0S4WGIEM8WpKHhGaRyRc71RzneGUJF2/+ytdrBu5vLsJnka9NaJQ+DhBDiaxSKKp2TKc73R6ePLTyxprFJmzpYSTWNz5PR28ye1w/x0vkbdI70kIj0cK9zkNFwgXr7s79srygqJ7vD/MOFYe6Np1BVsBr1fGdDGX+5u5om32ItUtTkR+5zt7OfkVgRnauFPa8cYe+WWgkQxDfithp5pdXH1monh5u9nOgMc6IzxN2xJKm8Qixb5FRvhFujiVlhwuZKx+qZZhLiBXJaDATsM0ME7TiDmJ/uYJoP7kwyEtMqlatcZo6u87O12rnEVyaWkjwUEkKIx8gWFO6OTdU0RjjXH2UwkiU/Y1uiw2xgc5WDQ03a1MH+Rg9VLvMarmzTYa9fR1NtBV5TD4lckvHRCWKxNNQ+e4jw1VCcvz8/xOXBOPmiil4HR1q8/Hh/DZsqHYu8lFIh3N/L4MgECQVMVa20NdZS9Rz2OwgB2lKyN9sDvFTrKoUJIT7rCtMxkSJbUAinCxzvDGlLW3siHFvv57V1fjZU2FfhdJMQi8dlMc6aRNCOM8gkwnzEs0XO9kX5ojsMaBOX22ucfG9z2aLtIhIrg4QIQggxQzJX5NZogjOlIwvn+2PaRnV1ldU0zoeaYujmFW52PiCc1eGo28bOrW3U+sxP3CCvs/rweZ3YLTrIqWTTaQq5Z3+w1hNM88+XRvi8O0Iqp+2b2F7j4sf7atjT4F78KQ81x/joOKFIHAVQ471c/OhnJG65md/DJhu1Ow6zf+dGapyr7N+FeK4qnGa+u6mMnXUuDjV5ON4Z4mR3hJ5gmryiMpHM8+HdIFeH4pzujXKszcerrT5ay+xrbtpJiIWwGPV4rUasRj2ZglKaRJAQYT46J5L89vYEk6XQpcZt4Y31fjZUOpb4ysRSkxBBCCF4WNOoLUvUahonU3lmZAeUO0zsqHNxqMnL4WYvO+pceG3G1VvJpqbovfABP/vvz7kf0VH92v8DX3Ujtb6v2UOgM2M2mzCWntzoDQZ0+md7tWIimec/vxrlt7cnCJUe6DX7rfxwTzVH2/w4XsRIt5ogEo6RKI285kducOLnNzgx37+v87HvR34a2jdIiCCeSqeDWo+FH2yvYE+Dm8PNEU50hjjVE6U/nKGoqgzHcvzy5jiXBmKc7o1wtM3Py60+mnzWNTz9JMTT6XTgshrw2Y2MxHIksgWCqRyKqq6+8P85iqQLnOrRjnECmAw6dta5+M6mMozyNWfNkxBBCLGmzaxpPN0b5drw02sat1Y710alkc4AhRTxyCQTE2AIRkll86jw5OBEzZPPFygqKmDA7nBitsx/+WEqV+Q3tyb4z69GGYxkAQg4TPzJjkre3VI+ayR1UakpkqkM2az69D8rxHOi1+lo8tuo81rZ3+ThZFeYE51hTvdGGIplUVQYiGT42bUs50thwrE2P4eavdR5rcjjeiEez2UxErCbGInlyBdVoukiqZyyNr6XL4Cqwr3xJL+5PUkkrYXp9V4rb7X7WVe2uPuIxMogIYIQYs1RVRiKZbk8EONMX4TTPaWaxtzsmsZGn5W9paaFw81e1lfYsa+lTcQ6Gx63C5vNBOSIT44TiSfIq74nVjaqiTHGg1HiGRV0dgLlPpxOy7xurqConOgM8U8XhumcTKMCdpOedzaV8ec7q6j3vsA6Lp2Llv3f4k9s7QRzC/n7Vup2bKLGIc/qxLMz6nW0ldlp9Fk50OTli64QxztDnO+PMRrPUVRUuifTDIQznOuP8Vqrl6Ntfg40eahyW1bvdJQQC+SyGChzmIEkKlpDQyiVlxDhCUKpPF92h7k4EAO0IyF76t28vaFMpjcEICGCEGINmappvNAf5UxflNO9EToeU9O4rszG/sZSTWOTl+ZVWdM4H2Yqa6sJeF0YByZJP7jDnZ5BDm6rpd7xmI+Hmmfi3k3u9QwRzoPOXkdTYwVl3vk9SLs0EOPvzw9zdThOQVEx6HW8ts7H3+6rob1isRcpzqH3sf7wO6w//AJvU4g5zAY9m6sctAZsHGz28lmpFvLSgxiTyTz5osrdsSS9wTRn+qK8vs7PsfU+9jR4KH9RUztCrADOOcsV49kik8k8Db4XGE6vEKqqcmcswa9vT06/uNLos/KtDQEa5eMlSiREEEKselM1jRf6o5zujXK6L0JvKENuTk3jhnI7B0o1jQebPdR51l5N42x6/Os20FpXifvOJKFwB2c++YS2hgq+vbsJv21GOKDmiPRe4pPffc5XXeOkVT3u5q1sbqmn3Pb0j2HHRJJ/ujjMqd7IdKizq9bFj/fXsrPOJecvxZpmNenZUetifbmdQzNqIa8OxYmkC2QKCteHE3ROpjnTp+1LONbmY0edG59NHuoJ4bIYCNgf3hdkueKTTSTzfN4V5upQHNAmAvc1ujm23v9iw3yxrMl3FiHEqpUpKNwbS3KuTwsOzvZpNY0FqWmcN2PlVvbt3sK5631EhpL0X/yQ/yLJaMdetrRU4XNa0OdThEd7uX3+M46fvEZ/JI/e0cjOlw+wva0K+1M+lKPxHP92eZQP7z48e7muzMaP9tXwSosX21o6QiLE13CYDexv9LCp0sGRZg/HS2HCjZEEiWyRVK7IxYEYd8eS0/sSjrb52FbjwiVj22IN00KEh/t5EtmC1Dw+RlFRuTGc4De3J6cD/ZaAje9uLKPWM7+jiWJtkBBBCLHqJLJaTePZ0pGFC4+pafSWahoPlvYd7CnVNOokZp/NVMGW177NW10DjH9whYHoOHdP/ZoHdy5QXV2B32UuhQhDDI6FSGaLYKtg48vv8N5be2itsH7t+ex4tsAvbozzX9fGGY5pywcqnGb+YmcV391Uhs8uI9lCzOW2Gnm51ceWaieHm7VayM86w9wdS5LKaxV2p3oi3BpJcKoUJry+zsfmKgf2F9FuIsQy87jjDBIiPGosnuNEZ4ibIwkAnBYDB5s8vLbOt8RXJpYbCRGEEKtGOJ3n+nCCs6WmhUsPYgQfqWk0s7POyaHmUk1jrQvPaq5p/MZ0OJr28PYfpyianPzuxGU6RyIkJgbonBiY/Uf1Zty17Ww79Cbv/eAdDm2o5nGrE6bkiwqf3g/xL5eG6QmmAXCaDXx/azl/sqNSXvUQ4in8dhNvtgd4qdbFkWYvxzvCfN4VomMyTbagEE4XON4R4vpQnNM9EY6u9/HaOj8bKuxrdM+LWKusRj1emxGrUU+moJSOMyxka+7qVVBUrg3H+d2dSXJF7YHTujI7391UTrlz/i1LYm2QEEEIseKNJ3J8NRgvNS1EuTYUJ5p5WNOoA2o8FnbXuabDgzVT0/g86GxUbXuN9z2VNG08z+Xr9+gdGiMUTZEtgtFsxe4OUFHbSNuWHezeu5ONDWU4TE+OZlQVzvfH+PvzQ9wYSVJUVYx6HcfW+/jhnmrWldlf4DsoxMpW4TTz3U3l7KzTqmhPdIY42R2hJ5gmr6hMJPN8cHeSK0MxzvRGOdrm45VWH+vK7Gt874tYK3Q6cFsMeG1GRuM5kqXjDKqqygRiyXA0y/GOEPfGUwB4rEYON2lLpoWYS0IEIcSKpKowFM1w+YEWHpzqiXD7sTWNNvY2uDhcCg/aK+xyxn4hdBZ8TTs4Wr+BXa+OMjw8RiiaJFsEg9mGwx2gsraGSr8TyzyelNwZS/IPF4Y42x8jW1DQAfsa3fzd/lq217pkJ4UQz0ing1qPhT/YXsG+BjeHmyMc7wxxuidKfzhDUVUZieX4xc1xLg7EON0b5VibjyMtPpr8VrnPiVXPaTVS5jAxGs+RK6pEMgVSOQWHvKBArqhwZTDGB3cnKSgqOqC93M47m+VYoXg8CRGEECvKVE3jxYFS00JPhI7JJ9Q0NmjLEg+3eGj2r9WaxufMYMNb1Yy3qnnBb2IomuUnl0f4/f0QsYy2SHFDhZ0f76vhULMXq3yehFgwvU5Ho9/Gn3qt7G/ycLIrzPHOEGd6owzFsigqDEQy/OzaGOf7o7zaqk0mHGr2Uue1IlmCWK205YraE2IVbS9CKJWXEAEYjGT55H6IrkntaKHPbuTlVm3ZtBCPIyGCEGJFyBdVuiZTnO+PcqZXW5jYG8qQKz4MD6xGPe0Vdg40PqxprPdYMcq47rIRTRf4n2tj/PzGOGNx7TxqjdvCX+2u5u0NZXis8m1JiOfBqNfRVmanyWflYJOHz7rCnOgMc74/qi2aVVS6g2kGIhnO9kV5rc3HsTaf1lDjtsieGLHquCyGWcsVE9kik6k89T7rEl7V0ssUFC4NxPjoXhBF1aaaNlU6eGdzOS75niyeQP5lCCGWtUxe4d54knP9WnBwpjfKUPTRmsYtVQ4ONGnhwYFGD5VS07jsZAsKH92b5CdXRukLaa92uK1GfrCtnD/YXkGVSxY3CfG8mQx6NlU5aQnYOdTs5URniBMdIS4PxplM5skXVe6OJ+kJpTnTG+FoqRZyT71blqmJVcUlDQ2P1R/K8NG9IAPhDABldhOvtvrYVeda4isTy5mECEKIZWlWTWNPhPMDUcbjOYozmha8NiPbqp0catKOLOytdxOQmsZlSVFVzvRG+Pvzw9weTaCoYDboeKvdz9/sqaYlYFvqSxRiVbOa9OyodbG+3M6RZi+fdoQ40Rnm2nCcSLpAtqBwfThB52Sa06VayKNtPnbUuuRMtFgVnDOOMwAksgWCqbUdIqTyRc73R/m0M4SKdhxqa7WTdzaXSx2s+FoSIgghlpVwKs/1kQRne6Oc6o1waSBGKD2nptFpZmetk4NNXo60SE3jSnBzJMHfnx/m4oMYuaKKTgcHm7z8H/tr2VLlRC/BjxAvhMNsYF+jh42VDo60eDneEeKzrjA3RxLEs0VSuSIXB2LcHUtyqifCsfVamLCtxonLIg8bxcrlnHOcQSYRoCeY5sO7kwxHswBUOk28vk67vwvxdeS7gRBiWRiP5/hqKM6Z3gine6NcLdU0Tpmuaax3c6jJw5EWL1uqpKZxJegPZ/jniyMc7wyRyGrtGVuqnPzd/hr2NXowyyJFIV44t9XIK60+tlY7Z4UJd8eSpPIK8WyRU70Rbo0mONUb4Y02P6+t87G5yiGvUIoVyWrU47OZsBj1ZAuKthNhDYcIiWyRs71RPu+KANoele21Lr63uVwWUYunkhBBCLFkpmsaB7Xw4FRPhFujSZJzahqbfDb2NGjhwcutXtaXO7CZ5BvcShBK5fnZ1VF+dWti+sFavdfKX++u5th6Py4JgYRYUn67iTfbA7xUq1XhHu8M8UV3mI6JNNmCQjhd4HhHiOtDce2Yw3ofr7b6aa+wyxMNsaLodTpcFgM+m5HReI5ErkgwlUdV1TV5DLJzMsXv7kwykdSWHFe7zRxr87Gp0rHEVyZWAgkRhBAvnKKq9IYyXCrVNJ4q1TRmZtQ0mvQ6Wsvs7G9wc6jZw5EWH81+q7xqvYKk8wq/uzPJv18ZnV7Y5LMZ+ePtFfxgWzkVsrRNiGWjwmnme5vL2V3vng4TvuyO0BNKky+qTCTz/O7OJJcHY5zqiXJsvZ9XWr20BuyYpAFHrBAui5GA3cRoPEeuoBBN50nlFRxrbLommilwuifC6d4IACaDjp21Lr67qUwarcS8SIgghHhh8kWVzskUF0o1jad6I/SF0uRmbEu0GvVsqLCzv1TTeKjZQ53XilGaFlaUoqryZXeYf7gwzL3xFCra5/Y7G8v4y91VNPpkkaIQy41Opx0b+4PtFexr8HCkOczxzhCne6L0hzMUVZWRWI5f3Bzn4kCM0z1ejq73c6TZS5PfKo04YtmbWfOoou1FCKXyaypEUIH740l+c2eScFo7NlrnsfBme4C2cvvSXpxYMSREEEIsukxe4e54kvN9pZrGvkdrGp1mA5urHBycqmls8lDhlJrGlerqYJz/6/wQVwbjFBQVvQ5ebvHy4/01bKx0sgYnR4VYMfQ6HY1+K3/mreJAo4fPu8Oc6Ahztj/CUDSLosJAJMNPr41xrj/Kq+t8HGvzc7BJC33ly7ZYrpzWxy9XrPdal/CqXqxwKs/J7ggX+qMAWIx6dte7eXtDQJYci3mTEEEIsWgS2SI3RxOcK9U0nuuPMp7IMSM7wGczsq3GycEmD0eavexp8BCwm+RJ5grWHUzzTxeH+aI7Qqq03+KlGhd/t7+G3fVuGX0WYoUw6HWsK7fT6LdyqMnLic4QJzpDXBiIMRbPUVRUuoNpBiIZzvZGeb3Nx9E2H/sbPVS5LdKYI5Ydl8VI2ayax7XV0KCqKrdHk/zm9gTx0qLjRp+Vb20I0OyXCUExfxIiCCGeu3Aqz/XhBGf7ZtQ0pvLMyA6ocJrYUeviYJOXl2fUNIqVbSKR4z+/GuW3tycJlfq3m/02fri3htfa/GtqZFSI1cJk0LOpykFLwMbhqSaHzjCXB2NMJvPkiyp3x5P0hNKl5Yt+jq7zsbveTbnsPhHLiMv8mEmE1NoJESaTeU52h/lqMA6AzaRnX4ObN9oD8uKNeCbyiF0I8dyMxXNcHYpzti/Klz1hrg7FiWUeNi3ogFqPhV0zahq3VjvlieUqkcwV+fWtCf7zq1EGS53TZQ4Tf7ajkne3lBGY8eqPEGLlsZr07Kh10V5u5+UWL592hDjRGebacJxIukC2oHB9OEHnZJpTPVot5OttPnbUuvDJ/V8sA06LAf/MSYRcgck1EiIoqsrNkQS/uT1JqrTIutlv49sby6jzWJb46sRKIyGCEOIbUVUYjGa48iDOmb4IX/ZEuP24mka/jT31WoXYyy0+2srtUtO4ihQUlc86Q/zjxRE6J9MA2E163tlcxp/tqqJuDZ03FWK1s5sN7Gv0sLHSwZFSmPB5V5ibIwni2SKpXJGLAzHujiX5sifCG+1+Xl/nY1uNE5dFHnqKpWM16fHZjVgMerJFhXhm7RxnGIvn+KwzzI2RBKDtojrY5OG1db4lvjKxEslXciHEghQVlb5QmosPYpzpjfJlT4TOiRSZwuyaxnVldvY1uDnc4uFws4/mgBWzQcKD1ebSQIz/6/ww14bjFBUVg17Ha+t8/O2+GtaX2+VstBCrkNtq5JVWH9uqndOTCZ93hbk7liSVV4hni5zqjXBrNKGFCev9vNbqY3OVA7tMoIkloNfpcFuMeG1GxhI5EjktRFBVVvU4f0FRuTaU4Ld3JsmWHqetK7Px3U1lVLrkyJF4dhIiCCGeyVRN48X+KKefUtO4r1Fblni42UOt1DSuWh0TSf7xwhCneyNkSiOSu+pc/N3+WnbUuuXzLsQq57ObeLM9wI5a1/RkwsnuCB0TKbIFhXC6wPGOENeG4toxh/U+Xm31sb7CgdUoobJ4sZylmsexRI5cQSGSLpDOF1d1sDUSy3K8M8SdsSSgBYCHmr0cafEu7YWJFUtCBCHEvEzXNPZrTQun+6IMP6amcUu1g/2l8OBAk4dKl1kqg1ax0ViOn1we5cN7QSKlvum2Mhs/3lfDy60+ObIixBpS7jTzvU3l7K5zc6Q5wvHOEF/2ROgJpskXVSaTeT64M8mVBzFO9WgLGF9p8dFaZpfWFvHCuCzG6eWKKhDPFgil8qs2RMgXVa48iPPBnUkKiooOaC+3873NZbP2QwjxLCREEEJ8rXi2wK2RJOf6o5zqiXD+62oaG7VliXsbPPilpnHVi2cL/OLmOP99bZyRWA6ASpeZv9hVxXc2luGTtg0h1hydDmo8Fv5gewX7Gj0c7g5zvCPEmb4o/eEMRUVlJJ7jFzcnuDgQ43RLlGPr/Rxu9tDkt2GQySWxyFwWw6M1j6n8qt3dMxjJ8ElHkM7JFABem5GXW7wcaPQs8ZWJlUwe4QkhHiuUynNjOMHZvgineqJcfBAj/EhNo7lU0+jRahrrXHis8mVlLcgXVT65H+KfLw7THdQWKTotBr6/pZw/eamSGtn0LMSaptfpaPRZ+fOdVRxs8vB5lxYmnOuPMhTNoqgwEMny02tjnOuP8uo6H8fafBxs8lLntcgEm1g0MycRAOK51btcMVtQuPggxsf3giilvQ+bKh18b3MZbnm8Jr4B+dcjhJhlLJ7jq6E450pNC4+raazzWthZ6+Jgs5dXWrxskZrGNUVV4Xx/lL8/P8TN0SSKqmLS6zjW5ueHe2toLbMv9SUKIZYJQ2nBbqPPysEmLyc6Q3zWGeLCQIyxeI6iotIdTDMQyXC2N8LRNj9H23zsa/RQ5bbIUlbx3E3tRJgyNYmwGvWHM/z+XpC+UAaAgN3EK60+9tS7l/jKxEonIYIQQqtpjGS4MqjVNJ7sjnB7LElqRk2jQaejyW9l93RNo5f15Q6scuZ9zbkzluTvzw9xti9KtqCgA/Y2uPk/9teyvcYp48hCiEeYDHo2VzloLbNxpMXL8Y4QJzpDXBmMM5nMky+q3B1P0RPKcKpXa3J4fZ2f3fUuyp2yPV48Py6LgcCM4wzxbIHJVTiJkM4rXOiP8mlHCBVtOmhrtZN3Npet2v0P4sWREEGINayoqPSG0lx+EON0b5Qvu8N0TqZn1zQadKwrs7Gv3sPhFm2Tb5NfahrXqsFoln+5NMwn90PEs1rItKHCzt/tr+VQsweLbFoXQnwNq1HPjloX7eV2rcnhfojPukJcG04QSRfIFhSuDyfonEhP10K+vs7HjloXPlkCJ54Dq0mPz2bEbNCRK6raJMIqDBF6gmk+vBtk8P/f3l8GyZWfed/nN6mSOYuZSyVmZrXU7DZ7PMYB+77veOKJ2BcLsS9332xsbGw8u/HsPTMee8B2j2fMbu4WMzOUipmTmc++yJJa6haUpBJfH4ejI7qrMk9KmXn+5zrX//qFUgCUWHRsbXKypNL6lI9MvAikiCDESyidy9M9HS8MteoPcrgvyGAgeXtMo05NW4mZNTW2Qkxjg4MKu17i+l5iwUSW312Y5A+XppmMFgYpVtj0/HBlObva3LK/Uggxa6YiDWtq7bSXmtnUWIiF3NcT4Mp4lEgqRzyT49RQmI7JGId6g+xsdbG1ycnCcot814hHolapsBq0OIw6pqLpm9sZlJmZAS+CaCrHsYEg+3sCQGFb0eIKK2+1e6TYL+aEfAsL8RJJZHJ0TMU5ORDicH+QI/1BxsPp22IarXoN88s+j2lcV2enRGIaX3qpbJ5Prnv55ZlxBgOFQYo2g5ZvLCrmG4tKKbNKu7EQ4sHZDFo2NzpZVG652ZlwoDdAx2SMeCZPJJXjcH+QyxNRDvUF2dniYkuTk/ZSs7Rki4dm1WvwmAtFhFQ2TzCRJZnNYdS9GO+pHm+cD695bxb8y61FbG92Mr/M8pSPTLwopIggxEvgRkzjicEQh/oCHB8IMx37YkyjjsUVFtbW2tjU6GRVjQ2nUWIaBeQVhSP9QX52YoyrkzHyChRpVLza6uKHKyuod7+YsVhCiCfHadKxq9XNskproZjQ5edQb5Aub/zmRd7uLj/nRyM3tzlsbnTQUmLGIHdWxQO6NaFBASKpHP54lkr7819ECCezHO0Pcrg/CBS2pS6rsvJmuwedRhZ1Ym5IEUGIF5g/nuHiWJTjA4XiwenhMIF49raYxlJrEUsqLKyrc7C50cHSSqu0iorbXB6P8rPjo5waCpPJKahUsK7Ozt+vqWRBuVm6VIQQc6bYUsTb84tZWW1jY0OQPV1+DvcH6fMlyOQUvLEMH1zzcmY4zOE+BztaXGxscNDkMckFkpg1yx2HK6apfM7jiRXg+lSc96958cezAFTa9LzS4qKlWJKTxNyRKwUhXkATkRTnR6IcuyWm8cYQPPg8pnF5lY11dXY2NzqYXyYxjeLLBgNJ/uXUOPt6AsRm0joWlln4yZpK1tTaZcCmEGLOqVRQYdfzzcUlrKm1c7A3wJ4uP0cHQgwGkuTyCuORNH+4PMXJoRCbGpzsaHGxod5OncsoCTHivm5sZ7ihMFwx+xSPaG4E4xkO9wU4PhACQK9Vs7LGxmttHvlciDklRQQhXhCKAsPBJOdGIhzpD3KoL8DViTjxzJdjGldW21hfb2dzo5PmYpO0goo78scz/ObcBH++Mn0z/qrGYeDHK8vZ0eLCopeikxDi8VGrVNQ6Dfz1sjLW1dnZ1x1gb7ef44MhRkMp8goMBVP85sIkxwdDbG1ysqPZxdo6O1UOvXRJibuy6LVf6ETI4Yunn+IRPTpFgauTMd676iU8c+OoxqFnV6ubBrfxKR+deNFIEUGI59znMY2F4sHB3gA9d4hpbPaYWFltY0ODg80NDmpdRoqk9VPcRSKT44NrXt49N8FwIAmA06Tl20tKeGdhieS2CyGeGI1aRZPHRK3TwIZ6B3u6/Ozt8XNqKMxkJE0ur9DrSzAUTHK0P8iOFhfbm12sqrFRZtMjZzrxRVa95uZMBIBoKvsIMY950hEfY/3d9AyM4Q1GSKTzqHRGLA4P5bUNNDbWUmrVPdb3ojee5mBvgDPDYQCMOjWra+zsbHXJfCsx56SIIMRzqhDTmODUUGim86AQ05i5JabROBPTuGompnGjxDSKWcjlFQ72BvnnE6Ncn4qjUMh2f2Oeh++vKKfWKYMUhRBPnk6jpr3MTIPHyMbGQpLDvh4/Z0cieGMZMjmFjqk4ff7kzeGL25tdLK+ySuFT3MaoU+M0ainSqEjnlEInwsMUEbJxvINXOLF/H4eOn+Vq9xAT3hDxdA5VkRm7u5Tq5gUsW7eV7VvXsajBhf4xLMHyisLlsSjvX/USzxRuItW5jLw2z021Q87ZYu5JEUGI50wik6NjMs7JoRCH+4Ic6QsyNnMn5oZCTKOFNTU2NjU6WFtnp8QiMY1ids6PRvjZ8VHOjUTI5hU0KhWbGhz8/eoK2krMckdDCPFUGbRqllZaaS02sanRwWedfvb3+LkwFiWYyJLK5rk4FqV7OnEzFnJrk5OllVact7Swi5eXWqXCatDiMGqZimYKMxHiGRSF2Z/jcnGme07y8bu/5L8+OUn3dIL8rf89G2I6HmJ6pI/OKx30TYT54V+/xZp6K3O9GXAqkmZfT4ALY1EAzEUa1tXa2dbsmuNnEqJAighCPCciySxXJmIcHywUD44NhPB+IabRZdKxqNzM2jo7mxokplE8uF5fgp+fHONAX+Dm3YzFFRZ+sraSFdU2mX4uhHhmmIo0rKm1015qZvPNYkKAKxNRIqkc8UyOU0NhOiZjHLylmLCw3CIpROLmloapaOZmjGgym8Oom80lfo7YxHWO/vld/uO9I/SE8ujt5dS2LaC9oRy7AZLBCQa6OujsGSE41cmJD/+A3VNB1Q83U2ucu3NpLq9wfjTKB9e8pGa2sjZ5jLzR7qHMKh044vGQb1AhnnG+eIZLY1FODIQ42Bfk1FCIYOJOMY3Wm0kLyyqtWGWBJB7QdDTNu2fH+fCal8BMNFS9y8jfrK5gS5MTk6R3CCGeQTaDls2NThaVW252JhzoDXB9MkY8kyeSynG4L8jl8WihM6HVxZZGJ+2lZvlee4lZ9VrcpiKgsG0vnMoRiGcx2u//nlBSXvrO7uejT07QG8pR5Kxj8dav8u1vvMKq9hpcBoW4f4SuM/t4/3e/56NjfYQnuzh/7BCnNi6nZr51zuYjjIdT7O32c3UiNvO6NKyvs7OpwTFHzyDEl8lVhhDPqBsxjccHQxzsDdw1pnFZlY31dYWkhQVlsiASDyeWzvHnK9P85vwkI6EUAB6zju8uK+Xt+Z7bplgLIcSzyGnSsavVzbJKK5saHHzW5edQb4Bub+LmnebdXX7Oj0Y41FsoJmxqcNJSIilFLyOLXoPb9PmlUDSVxRtLU2HX3+c3FeLjPVw4fohzQzEUnYPqxdv4+g/+itcWeyiaqQ7oK1pZ9YoNTdJHf+cgJ6diTA71cO3KMMn2duaiGSGTUzg7EuGjDi/ZmdbU1mITb7Z7bhscKcRckyKCEM8QRVEYDqY4NxLm6ECIAz1Brk3GvhTTWO82sLzKyoZ6B1sanTRJTKN4BNmcwt4uP784OUa3NwGASafh7fkevrusjCoZyiSEeI4UW4p4e34xK6ttbKp3sLvbz5H+IH2+BJmcgjeW4YNrXs4MhznUUBjAuKHeQZPHJFu2XiJfTGgoxDxm7/+LSoyJgetcPNdDKK/CUNrIkg3b2Tj/8wLCDSqjh4q6NtpqzJyaCpMK+ZkeGyWkzE0RYTSUZHenn87pOAAOo5aNDQ7W1Tse/cGFuAcpIgjxDMjlFfp8Cc4MhzkyEORgT5AeX+Lm3jb4PKZx1Y2YxkYHtU6jLHjEI1EUOD0c5p9OjHJxLEour6BVq9ja5OBvV1fQWmySeDQhxHNHpYIKu55vLilhbZ2dAz0Bdnf7OTYQYjCQJJdXGI+k+cOlKU4MhtjS6GRHi4v1dQ7qXAY0kmL0wrPotXjMn88MiM4yoUFJTDE2cJ3rwwkUlR5PbSsLl7VTfMcb/1rs5c2sfvXrxOrCKPpS2prdczJYMZXNc2oozMedPvIzAyHbS828Pb8Yu2xpFY+ZvMOEeIoKMY1xTg+FOdxf2LYwFLx7TOOmhpmYRpteFjhiTnRNx/n5yVGO9odIzhStlldZ+enaSpZW2uR9JoR4rqlVKmqcBv56eRnr6u3s7Q6wp8vPycEQo+EUeQWGgyn+4/wkxwZCbGt2sqPZxZpaO1UOvaQavcCses1tW/UiMwkN95MNepkaHGAsoYDWQWlVPc0NtrsU3FWYyttY/40qlqRzgIYiownLHDSPDgWSfNrpp99X6CB0m3RsbnCwssb26A8uxH1IEUGIpyCRztEx9XlM4+G+ION3i2mstbGpwcm6OjvFFp0saMScGQ+n+OWZcT6+7iOULLRwNnuM/N3qCjY2ODHqZIuMEOLFoFGraPKYqHUa2FjvYHeXj73dAc4Mh5mYOf/2+hIMBZMc6Quyo8XF9mYXq2pslNn00pH1AjJq1ThNWnQaFZmcMjMT4X5FBIVEMMDU+BQxBVQmB+6ySiqtd3+HqLR6zA495jk89kQmz8mhMLu7/CgUimULyyy8Nb8Ys8zGEk+AFBGEeILCMzGNJwdDHOoNcmwwiDeWuUNMY6F4sLnRyeoaGw6TThYwYk5FUln+eGmK316cZDycBgopH99fXs7r8zw4jHJ6EEK8eHQaNe1lZho8RjY1Otnd6WNfT4CzIxG8sQyZnELHVJw+f7KQ5NDiYluzi+VVVootEpf3IlGrVdgMWhwGLdOxDNF0YTuDMrM14M7yxGJR/P4geUBjtuHwFOO6teauKDMJWqrHFrHd70/wcYeX4WASgGKLjq1NTpZWWh/PEwrxBbJKFOIJ8MUyXBqPcnygsGXh9HD4SzGNZTMxjWvr7GxpdLC0yopVLx9RMffSuTyfXvfzr6fH6Ztpg7TqNXxtQTHfXlo6i8nUQgjxfDNo1SyttNJabGJzo5NPO/3s6/FzcSxKMJEllc1zcSxK13ScgzNJDtuanCyptOKUtJoXxo3hitOxDMlsnmAiQyqbw6C7y918JU08FiYQTKCgoshkwmq3U5RPEp4aovt6NwOj04QTWRStEavTQ3ltI40N1ZTZ56ajJZbOcXwgxL6eAFDosllSYeHNdg8G6SAUT4hcoQjxGI2HU1wYi3J8IMiBniDnxyJEb41pVEG13cDSSgvr6h1sbXQyX2IaxWOkKAonBkL87MQoV8Zj5JXC0M4dzS5+vKqCJo/xaR+iEEI8MaYiDatr7bSXmtnc6ODT6z729wa5OhElksqRyOQ5NRymYyrGwd4gu9rcbG1ysKDMgk2G1z33CsMVC0UhRSnMRfDHs1TY77YOS5FMhInGCmu5Ir0Boy7L2JWD7P/oY/Ydu0DXwASBeBa0RmzuMmpaF7F87Wa2bV3LoqbiR05l6PHG+fCal4lIoYuwzFrEtiYXC8otj/bAQjwA+fYTYo4pisJQMMX5mZjG/T0Brk3GSGQ+T1rQqFTUuwwsr7axod7OlkYnzcUm9BLTKB6za5MxfnZilBODIVK5PCpgdbWNn6ytZFGFRWZuCCFeSlaDls2NThaVW2Y6E3wc6gvSMRkjnskTSeU43B/k8kSUg70BdrW62dzoYF6pWfagP8fuNlzxrh15SoZMJkUyBaBCq84QGDzHnz/7A7/fe4mx2Oc3ishF8Y/14B8foOvKFbqHvXzve19hQ4v7S1GQsxVOZjnaH+JQXxAAnVrFskorb7a7Ja1LPFFSRBBijuTyCn3+BGeHwxzpD3GgJ/ClmMYiTWGw08pqKxsbnBLTKJ6okWCKfz01zu6uAJGZjpi2EhN/v7aSdXV2KWIJIV56TpOOXW1ullVZ2dwY4rNOH4f7g3RNF87nwUSW3V1+zo9GONhrZ2eri00NTlpKTBjkO/S5YykqbGe4IZrK3jvmUcmRzaZJZxRARS40xKWDHxDu6iFdspBN8xqpLLaiJ03YO0p/53W6B6aITndz8qPfojM78fzdmyz0PNysq87pOO9f895Mkaiw63mlxUVryVyObRTi/qSIIMQjSmfzdHnjnBkKc7g/yMHe4B1jGufNxDRubHCwqcFBucQ0iicomMjy2wuT/PHyFFPRQgtkhU3PD1dWsKvVLW25Qghxi2JLEW/PL2ZVjY1DfUF2d/o5MhCkz5cgk1PwxjK8f83L6eEwhxqCvNLiYmO9g0aPSW4MPEesei1u0+cDMyOpHN57xjzmyOey5HIACrHJIXrDETwNm/nGN7/GzrULaCh3YCBJcLyfqyf38eGf32Pv6X5Cvj7OH/yMPYsW0vhaE+YHfJsEE1kO9wU5PhACCjemVlbbeG2eW9aT4omTVaMQDymeyXF9MsapoTCH+oIc6gvejIm6warXMr/MPBPT6GB9nQOPpQj5rhdPUiqb5+PrXn55dpyBQGGSs92g5RuLi/nG4hJKrTJxXAghvkilgnKbnm8uLmFNrZ39PX72dPk5PhBmMJgkl1eYiKT5w6UpTgyG2Nrk5JVmN2vr7dQ5DXJh9zCUFBH/NJMTQVLK/X8cAK0Ju6eEMo/lgS9sLHoNbvPnvxVN5/DfJ+ZRURTyeQCFdCpDUWkd69/5Pt/72krK9Df+znV46haxsaQEhz5LaPLf2dcXJTB0nQsnz9C/sZEF94iF/PJzwtWJKO9f9d6MZK52GNjZ4qLRLbOMxJMnRQQhHtCtMY0HewMcGwzh+0JMo9ukY+FMTOOWRieram04jBLTKJ68vKJwpD/Iz46PcW0yhqKAXqvm1TYXP1pZQb3L8LQPUQghnmlqlYpap4HvLy9nQ72DPV1+9nYHODkUYjSUIq/AcDDFu+cmOdofYnuzkx3NLlbX2qly6GXWzANQUtP0nvqQP/75LFP5+/88gMpWz8pX3uabu+bzANflQKFT1GXSodOoyOQUIsks3vsUEQpPOvNPtYWKliWs3rCYUv2Xn1xtKqV56Vo2rj7Eqf7LROJTjPd30jmaZkHb7JOQfPEMB3uDnB4OA4V0kdW1Nna2uVHJ+0s8BVJEEGKWbsQ0nhgIcaA3wKnhMKE7xDQurrCwrs7BlkYnS6ssEtMonqrL41H+6fgop4fDZHIKahWsq7XzkzWVzC8zy+JWCCFmSaMuzDWqdRrY1OBkd5ePvd2F2ObJmU7EXl+CoWCSQ31Bdra42N7sYkWNjXKrHvm6vT8l7mX4ynH27j7I5CyLCGrPEoxN6/lKYUzBA9GoVdj0WuwGLd5Yhmg6d3PewJ2pUKlVNztKVUUuSirraai4W3yjCmNJOTWtzZQXXSaSShL0TTI2EoC2slkdY15RuDwe4f1rXmLpwjyjOpeB19rc1DrlRoB4OuTqRoj7GA+nuDAa5dhAiAO9fi6MRommvxzTuKzSyrp6O1ubnLSXmTHdLWNYiCdk0J/gFyfH2N8TuLnwWFBm4adrK1lVY6dII0PAhBDiQek0atrLzDR6jDeTHPZ1Bzg3GsEby5DJKVyfitPvT3KwL8jOVhfbmlwsr7JSbJHtY/eSj8eJhcJEFVDpTNicbjy2u12gF6icVZQ6TTzsqsui1+Ax6/DGMiSzeYKJwj/vPChTjUatRXvjCspoxuJw4dLd4UdvHJ/eis1dSrFFRVdKIRGPEg4EgdkVEaajGfb3BLgwGgEKsaRr6+xsb3Y9yMsUYk5JEUGIO8grCsMzMY1HBgpJC1+KaVTPxDRWFWIatza5aPIYZcK9eCb44hn+4/wkf7nivdmaWeMw8Derytne4sSilyKXEEI8Cr1WzZJKKy3FJrY0Ovnkuo/9PQEujUcJJLKksnkujkXpmo5zsDfIrlYXW5tcLKmw4DTd46rzpaWQiceJhMKkFNC56lm68y3eXFHGvVZWKr2TysYajA/Z6XFrzKOiQDiVIxDPUG67w3YDlQ5dkQF9kQpQUGm06PRF945sVBVRVGTCaFABeXLZLJl0elbHlssrnB+N8ME1H8mZtK8mt5E35nnufHxCPCFSRBDiFtm8Qr8vwdmRQkzj/p4AvXeIaWwuNrGiysrGhsK2hRqJaRTPkEQmxwdXp3n37ATDwcIgRadRy7eXlvDOgmI8ZrkTJoQQc8VUpGF1rZ32UjObm5x8et3Hwd4gVyaiRFI5Epk8p4bCdEzGZooJbrY0OVlQZpZknNsoxGMxQqEIeVRYiutYsukt3nql4qG7DGbDotfeHvOYzOGL3a2IoKdIb8H8QBULpfD/mf2varUatWZ2r2gikmZfd4Ar41GgUPBYV2dnc6PzAZ5fiLkn31xCMBPTOB3nzHCYQ/1BDvYGGAqkyN4yLdGkU9NWYmZltY1NjRLTKJ5NubzCgZ4g/3xijM7pOAqFAUxvtHv4/vJyapwyxVkIIR4Hq0HLlkYniyssbGly8ul1Pwf7AlyfjBHP5ImkchzqC3JpPMqB3gC72txsbnAwr9SMuUi6wyBPPB4jFIqioMVic+LyOO7ZhTAXbu1EAIik7jFcUVWE2WTDYS9CRQIllyOTTpO+V5KEkiGTTpBIAajQFRkwmcz3Pa5MTuHsSJgPO7xkZtajLcUm3mz34DFLJ4t4uqSIIF5q8XSOjqmZmMbeQkzjZCRNTvn8bGCbiWlcXWNjc6ODdfUOPGaJaRTPpvOjEf7p+AjnRiNk8woalYpNDQ7+fk0F80rNMthLCCEeM6dRx65WN8urrGzud/Bpp4/DfUG6vYXOxmAiy+4uP+dGIxzstbOr1cXGeictJaa77MN/SShp4vEwoUgKRWXGanPhdt97HsJcKMQ83tKJkLrXcEUtVpuDkmJHoYiQihMPhwjloOwudSAlHSMa9BGI5QEtZosdh8dx3+MaDaXY0+WncyoOgMOgZWO9gw319/9dIR43KSKIl1IomeXqLTGNRwdC+OP3iGlscrK6xoZdYhrFM6zXG+efT4xxqC94c37H4orCIMUVVTa0UvkSQognxmMu4u35xayqsXGwN8juLh9H+0P0+RNkcgq+WIb3r3o5PRRmY0NhAOOGOgeNHtPLuUVSiROPhQhHFNBYsDpcuJ2Pv6hi1Wtvu7MfSRe2M9yZGrPLRVlVOWbVOJFUCP/kGKP+HK13qSJkgz6mhoaYTAFqM87icqqrrPc8pnQ2z+nhMB93+MgpCipgXqmZt+Z7sBvl8k08ffIuFC8VbyzD5fEoJwYLwxJPDYUJJe8R09jkYFmlFYvENIpn3FQ0za/OTvBhh5dAIgtAvcvI366uYEuTE5O0ygohxBOnUkG5Tc+3lpSwrs7Ovm4/u7v8nBgMMxhMkssrTETS/OHSFCcGQ2xtcrGzxcWaWju1LsPLVfzNx0lEQ4SjCiq9BZvThfthpyU+AKNOjdOoQ6dWkckr9+lEAK2zjIrGZmos57kaCTE+cJ0rl0ZZW3qH4Y75BNOD3Vy52EtQAY2tjMqGVppL7l0cGQqm+KzTR68vAYDLpGNzo4NVNfZHfblCzAm5MhIvhbFwiotjUY4PBNnfE+D8aPRm5B0UTvI1DgNLKiysr3ewtcnJ/DILRt1L3FYonhuxdI4/X57mP89PMhpKAeAx6/jesjLenu/BJVPAhRDiqVKrVNQ4DXx/RTkbGhzs6fKzp9vPqaEwo6EUeQWGgynePTfB0f4g25ud7Gh2sbrWTpVDj/ol2IumpOLEIiHCaQW1x4bD7cGeixOYHGVkbJpQPIOi0WOyuygpK6fUbaVoDpZpGrUKm0GLzaDFF88QSWXv0YkAKmMJNS2LWNK8m+vn/ASHLnPss09Y3PAN1jS40N84JiVDZOwqxw/s42iHl5xKT3FtK4tWLaHKcPe/z2Qmz8nBEJ91+VEAtQoWlhe6ECRZSTwrpIggXlh5RWE4kOT8aJSjA0H2dQfomLo9plE7E9O4bCamcVuTi0aJaRTPkWxOYW+3n1+cGqPHW7hjYS7S8JX5Hr67rJQqh+EpH6EQQogbNGoVTR4TtU4DmxqdfNbpY2+3nzPDkcJMprxCry/BYCDJob4gO1vcbG92sqLaRrlN/0LPtVHicWLBEFFFRZHFTJESpnPP7zh54hzXekfxRtIoWgNWdynVje0sXrGK5UvmUVdseuT0Bqteg8eswxfPkMrmCSQK/7zjelBlorRxMWs3reJEz256w2NcO/gH/kWdYHzzEurK7BjUGeK+UTpP7uWTT47RF4EiZw0L12xm05IK7pWR1O9P8Ml1H0OBQrqSx1zEliYnyyptj/gqhZg7UkQQL5xsXqHPl+DcSJjDfUH29wTp9SVI5+4U02hjU4ODLU1Oqh2Gl3MPonhuKQqcHg7xT8dGuTQWJacoaNUqtjY6+Ls1lTQXm572IQohhLgDnUZNe6mZRreRLY1OPrnuY19PgPOjEbyxDNm8wvWpOP2+JAd6A7za5mJbk4tlVVaKLS9mTG8uHicWChNTQJP20nvyPX42fJoz3dMk8rf/rOrgAQ4cPMG2r36br7+5mYWV5kcqJNwcrjgNeQUiqRyBeIayO8U8AkXuBpZsf4s3u0f4zb5rTE13ceIv43SfrqWm0o1ZkyE8Ncrw4AjeeB6tpYzW9a/z9pubaHPd/Uhj6RzHB0Ps7fEDoFGpWFJh4c32YgzSHSueIVJEEC+MdDZPl7cQ01goHgQYDt45pnFFtZXNjU42NzopsxZJTKN4LnVNFwYpHh0IkczmUQHLq6z8dG0VSyqs8r4WQohnnF6rZkmllZZiE1uaCsWE/T0BLo9HCSSypHJ5Lo1H6fbGOdAb5LU2N1sanSyqsLxgW9UU0vEYkVCEtKKgnurhkm8AVHpcjQspc1soIkMsMM3E2ATeSJTJ68f44Ndx0ioDlm9vpsn+8GUEi177hZjHHN7Y3YsIqI2Utq7lrR8kyGp/x6cnrjI4FWGq/wpT/bf+XBGW0gYWbniDr37zq2xZ4OFef2u93gQfXfMyHk4DUGotYluTk0Xllod+bUI8DlJEEM+9GzGNp4fCHOwNcqgvwGQkc3tMo0HD/FILq2qsbGl0sb7ejltiGsVzbDyc4t9Pj/PxdR+hZGGQYpPHyN+vqWRDg0PuWAghxHPEVKRhTa2d+WVmts4UEw70Brk6ESWSypHI5Dk1FObaZIx9PQFenSkmLCgzYzO8CMt5hXg8RjAcQQEyaQVjZQMrNm9n06oFNJTb0avShCeH6Dx3hEMHj3Oxz09k5ApHPnqf+uZGKrbUYnrIdZ31SzGP2XsOVwRQFTmpW7aLv3ZW0LDgMGcudzM07iUUS5JRNBSZbLjLamldsoYNm9extLmYe4xCIJLKcXQgyMG+IFDYcrusysIb7R7plBXPnBfhW0e8pAoxjVFODYXZ3xPgWH8IXyKDcmtMo1nHwrJCTOPWJierJKZRvADCySx/uDjFby9OMhH5/G7FD1aU8/o8Nw6JfxJCiOeSVa9l80ynwZZGJ590+jjUF+T6VJx4Okc0leNwX5DLY1EOzBQTNjc6mFdifs5TeHLE4zFCoRh5VOjd9Sx/7fv89Eevs7TSzOdl8dWsWb2IhmI9P//lR5wfTzLdc4nTR8+waWUN7ZaHW+FZ9Ro8d+hEuC+dhZKWtbxVv5hNUyMMDo3jDcXI5DXobW7KqmqpqfRg0d3/uDqnYnxwzXvzeSvsena0uJhXan6o1yTE4yQrTfHcuRHTePyWmMbwF2Iay21FLC63srbOxtYmF0srrTLRVrwQ0rk8n3X6+NfT4/T7C4MUrXoNX1tYzLeXlFJ+t9ZLIYQQzw2nUceuNjfLq61s6Q/xaaePw31BerwJktk8wWSW3V1+zo1GONhrZ1ermw31DlqKTc9pJ5oKU0kjK3Z+m6KlCqbydlZt2c6S2woIABqMxa2s3v4q/dev0vVeJ9HYBINdV7k6+Crz5psf6kaR5UudCLl7JjR8kVpnwlnZgrOy5SGeHYKJLIf7ghztDwGF2V0rq6y81uaRrYnimSRFBPHcGAunuDQW5dhAiH09fi58IaZRrYLqW2IatzU5aZeYRvECURSFE4Mh/unEGFcmouQV0GlU7Gh28TerKmj0GJ/2IQohhJhDHnMRb88vZlWNjYO9AT7r9HNsIESfP0Emp+CLZXjvqpdTQ2E2NTjY2epmfb2dRrfpOWuB1+JpXsM7jat4W1FQqTWo1WruvILTYKtqoG3RfKp2d3E9nsA7OcJg/zS5+eaHurgx6TQ4TTq0ahXZvEIklbvvdoa5oihwbTLKB9e8N7cnVjkMvNLiolnO6+IZJUUE8Uy7EdN4YSzKkf4ge7sDdEzGSGY/H9OrUatocBlYWmllY4ODbc0umtxGiiSmUbxgrk3G+Kfjo5wcDJHOKahUsKraxk/XVbKw3PJS5IgLIcTLRqWCcpueby0pZV2dg33dfnZ3+TkxGGYwmCSXV5iIpPndpSmOD4bY1uTklRY3a+rs1DoNaJ+TO9kqtRqNWj2rlAWV0YO7rIZKp5rr8RyJSAifd5qkUsfD7GjQqFXYDRrsBi2+eKYwE+EBOhEehT+e4VBvkFNDYQAMWjWra2zsanOjkvO6eEZJEUE8k27ENJ4fiXC4P8i+bv9MTOPnmxaKNGqai40sr7KyqcHJ1iYnNQ4D2ueq8i7E7IwEU/zLqXH2dAWIpAodOG0lZn66tpK1tfY7Z1kLIYR4YahVKmqcBr6/opyNDQ52d/nZ0+Xn1HCY0VCKvALDwRS/PjvB4f4QO5pdvNLiYlWNjSqH/sUqNKuMmC0OHDYNjOZQkkkS0QgxhYcqIsBMQoNZhy+eIZnNE0hkSGXzj/X8mlfg8niU9695ic5019a6DLza5qbOJV0I4tklRQTxTEll83RNxzk7EuZQb5ADvXeKadTQVmpiZbWNzQ0ONjc6KbUVoXmRTo5C3CKYyPJfFyb44+UppqKFQYoVdj0/XlnOzlb3CzKZWwghxGxo1CoaPSZqnAY2NTr5rNPH3q4AZ0bCTEbS5BTo8yX4l8AYh/oC7Gx1s6PZyfJqG+VWPS/GckmDVqdHr9cUZiDk8+RzOXL3+7V7sOg1N2Me8wqEUzkCiSxl1qK5OOA78kbTHOgJcG4kAhTWuGtr7exodj225xRiLsjKUzwTbsQ0nhkKc6A3yMG+AFN3jWm0saXJyYY6O65nPKYxl/Ay3NtD38AYvnCCrKoIk7OEqoZWmmuKsRo0khQh7imZzfNxh5dfnplg0J8EwG7Q8s1FJXx9UQmlj3Fx87jkkwHGBnrp7R9lOhgjo2gx2j1U1DfTVFeG0yQJKkKIl0c+HcU32k9P7yATvjDJrJoiq5PS6kYaG6optevvOBtAp1HTXmqm0W1kc6OTTzp87OsJcGEsgjeWIZtXuD4Vp9+X5OBMksO2ZidLK60UW56/c8cXKUqefB4UClsh1BrtI13YWIvuPFzxcRURcnmFC2MRPujw3tym2+A28nqbmwq7DEkWzzYpIoinqhDTGOPUYIj9vQGO9ofwfyGm0WPWseCWmMbVNXZsRu0zfpGRJzFxnVMHd7N771HOXu1l3BshrTJgK62hefEaNr/yKq9smE+V0zir/X/i5ZNXFI72B/mn46N0TMZQAL1WzautLn60spz6567VMU/S28eFo3vZvecQpy92MzIdIqkUYfFU0rhgJRu27+KVTUuoL7Ewi0QsIYR4jimkQ2N0nTnA7t37OXamg4FxH7GsBqOjlJq2JazZvJNXtq1mfq0T/V2+E/VaNUsrrbQWm9ja7OST6z729wS4PB4lkMiSyuW5OB6lyxtnf0+A1+a52dLkZHG5BectsYZPkxKfZrDrGlf6/GRVOuyVTbQtaKXcdJcXrWRIp+LEE4W5BaoiPQaTCeMjnDesBu3NTgSAaCqLN5YGHk/E4mQkzb7uAJfGo0ChE2J9vZ0tTc7H8nxCzCUpIoinwhvNcHkiyonBEPt6ApwaChFO3t6EVm4rYlG5lXV19puVc/NzkoGcDXRx5E//ys//YzeXR2No7B6Kq+rQ5WMEpro59UEXndcHmE78lO/tWkyVvegZL4qIp+HSWJR/PDbKmZEImbyCWgXrau38ZG0V88ssz11Lai40wJmP3uVffv0Bp3uDKBYn7vIaikkS8g5y/rM+ujr7GY/8LT94ey1NHsNdJnMLIcTzLx+bpPPon/n3X/wney6Ok9bbcHqqcGuzRAPTdB5+j77Oboa8MX70V7tYXm2553eiqUjDmlo788ssbG1y8vF1Hwd7AlydjBFJ5Uhk8pwaDnNtKsa+ngCvtbnZ0uhkfpn5qW+Ly4cGufjJv/O//e4iMZWNlm3f4e8qmyk33WXdl48QDk7jDeQBFXqLFYfLNasighJKkesKAKBpd6Oa6T6w6DV4bulEiDxgzOODyOYVzo5E+LDDS2Zm3ldrsYk3290vRJeIePFJEUE8UbfFNHb7OT8WJX6PmMbtzS7aS83PV+axEqX/yJ/5rz/s5fJ4nuKFW9i4aTULG0owZEOMXj/D0QNHudx3iD+9W0JtTSlvrqjBJp9GcYsBf4Kfnxxjf0/gZpTpgjILP11Xyapa23MW3QUocYbPfsKf/vgJp/sS2FrWsm7TWpa0VGAhxmT3eU4cOsqFnlN8/FsXlZXluLe24i56zl6nEELMhpJiuvs4n/7hj+y96EVXuYi1GzewamE97qIM/qFrnDt6hFOXr3Pk/T/gLq2g4ttrqDTc/zvRqtewudHJ4gorWxoLnQmH+4Jcn44TT+eIpnIc7gtyeSxa6Exoc7Op0UFbifmp3axRaVTk8yniAT9+JcHU9DT+SBaFO2/7zEWmmBzuZySUB4qwu4opryi+f2enopC94iX5/zkLyRy6XXVoN1ahaXFi1d9hO8NjinkcC6XY2+2nYzIOFLYpbqh3sL7e8VieT4i5Jpct4rHLKwpDgSQXRiMcHQjd/NK8NaZRq1bR4DaytMLChgYn25udNHqMFGmeo+LBDCXazZG9J7g+Gqaobgdf+fFP+c6OBZRbCvu8M8H1LKoo4v/7r59x6ep+9p3ewcrmcmzuZ6OlUDx9vliG/zg3wXtXp28uYGocBv5mdQXbm11YnpOOnFsp8QHOHDnJpZ5pVJXr2Pndn/CDN1dQ6yx0G2QjG1laZ+Uff/EXjvcc58jJjYXFdIXsCxVCvHiU1ARdF05x/NwgaXc769/+ET/56+3MLzOjAXLxada0l2H62a/58Nw1zp04zqV1i6lsNs36ORxGLa+2uVlRbeNIf5BPr/s42h+i21tYgwWTWXZ3+Tk3GuFAr51drW421DtoKTY98Zs3KrMVu9uDU6fCl0oRmBxjaGCCVGstX6qbKCm8fZ1cPtfBRAbQOSirbqCpznbfrs68P0n24DDZTwdQohmypybQbqpCt6uOojXlOLVqtGoV2bzy2DoR0rlCR8hHHT5yioIKaC8182a7B6dR1oLi+SBFBPHYZHMKff5CTOOh/gB7uwP0fyGmUa9R0zQT07i5wcnWZifVjgfLNM7FvYwODjA0MokvGCGeyoFGh95kw1VSTnVDA1UeC/r73LnNR6cYmQwSS81+tq/eUU55sQ3jLSfb3HgH14d8hFIGmja8yvZV824WEAB0jgbWvvkaJ49con+ih+tX+wkGV4AUEQQQz+R4/9o0756bYCSYAsBl1PGdpaW8s6D4tlbLO8nHfYxP+QnHs7N+ziJbCaXFTiz62S8as1MdnDp3jf7JOI7mNSxf2EiZ9e6/n5/qpW9wgul4EVU7N7Nl3VLqnIabnwuttZrlO15h3elLdA6ep7d7gKmpCEgRQQgxB/LpKL7xIQYGRpjyhYgm0uRVGnQGMzZXCRW1ddRUFGOb7fegkiUenGJscIDhsWn84RiprIJaa8Bkd1JSVUddbSUltjsPRVSC44wN9DEU0lK8bhnrt25iQZn55s9qTMW0rN7Mlo5LnLv8KePDgwwO+OEBigg3eMw6vjK/mDU1Ng70Bvm008exgRD9/gSZnIIvluG9q15ODoXZ3OBgV5ubdXV2GtxP7maOylhMWU0jDWV6egeThEeuc+7wQS62v8OyatvnM3KUDJGxqxzbu4dDF8dJo8JYXEfLgkW0uO9zrHmF3MVpMh/1o0QzqKxFoChk/thF7sQY2m01GJsdWFUqAihEUzm8j6GIMBxMsbvTR4+v0IXgNOnY2OBgTa19zp9LiMdFighizt2IaTw3EuFgb4D9PQFGQl+IaSzS0FZsYkW1lS1NTjY3OimzFj1YhrGSJtB/mVNHD3Lk+FkuXx9gbNpPJJFFpdVjtLopq2lg3rI1rN+8lfVL6vFYdHfZT6gQ6z7EH/98nJ7JOModf+aL1JSv/x5//dpy6j2f719TwmEiqTQZzJRWFGMxfXnegcZdSYXHgkkHwVCITDo9+9ctXli5vMKhngD/fGKMzukECmDUqXmj3c33l5dR4zDc5xEUEgOn+PgvB7gwGJ71+7h4+Vf5xhsbWFBxv8e/IU+oYx+//Z//xkeXgrR95//O/6Wy/p5FBCUaJZpIksaEp6QYm834pc+F2lFGabEDaxGMRCKkkslZHo8QQtxNltjUANdOHeHQ0ROcu9zF4Og0wWiSnEqL3uzAXVZD08KlrNqwhU2rFtIw0w1wN/lUkLGu8xw7eIgTpy9yvW+YcW+YRFpBrTdhd5dR07KQ5eu3sHXzahbUezB+4etRSSRJRmMkKKLc4cLttn5pfaI2O3GWlOIxwWgiTiwafeg/BZUKymx6vr2klHV1dvZ2+9nd5efkYIjBYIpcXmEykuZ3l6Y4Nhhie5OTna1uVtfaqXU+2M2dh6K2U9W8mBWrmjkzdhl/eJjL+//AvxWlGFvfTrXbSpEqQ9w/wvUTe/n4k8N0BXOo9G7qFq9m/dr5eO7TpJefjpM5MEz2/CTqSgu6NxpQl5rJHBomd8lL+j86KGpz4tpYScCgIZnNEUhkSGXz6LVzU0xJZvKcHAzxWacfRSls411YZuat+R4s+uevy1C8vKSIIOZMLJ3j+lSM00MRDvQGONgbYCqaIX9L1ILdoKW91MyqmkLSwvp6O25T0UMMiMsR7DnKe7/+d/7ro9P0eeNkb71iymZJJ2OEpofovHiWsxe6Gf/xj/j6plZKLHeKj8vj6znDsX2fcn44NsuLLw1N9q28sWVJIV5o5t+qTGZMOi1aJYLfGySRyqCgv+058xEf/nCSVA6MJjMarXwUBZwfjfAPx0c5Pxohl1fQqFVsrHfwkzWVtJWaZ/E5yRMcuMSpA5+wv3O2RQQNtZolbN605rb38b2fJsxA/zBTvsgsnwNURiNGfRE6fIQCQWKxFErx7YWEfCxAMBwjkQWD0YROJ8OlhBCPIk98spMT7/8Hv/7tZ5zp8ZLI3/rfs2TSE0QDEwx2XuL8ucv0fvMHfPftjbSXm+7cQZAOMnRhD7//93d5//AVxiLZ278H4yGm4yGmh3u4dukK3SNBfvjdN1jd5ODWPjKVvogioxE9GWKRMKFQnDy3FxKUZJRoKEg4BTq9HoPh0RN5VCqocRr4wYpyNjU4+KzLz54uP6eHI4yGkuQVGAmm+PXZCQ73h3ilxcWOZheramxUOfQPdrPngaixVrezdufrXOvxsfvSGJGxy+z/z2GuHqmlpsKJUZUmNDnM4OAYvngWldZMWds6dr6xk9WN1nufv3J5cucmyXzUB6jQbq3B8H9ehdpjQrujhszH/WQPjmAJJXEGklBuJq9A2JvAPxymvM7OXEwzHvAn+OS6j4FAoUjuNuvY3OhkeZX1kR9biCdJrlzEIwslslydjHJqKMz+ngBH+kME7hDTuLDcwuoaG9uaXayusT3SJOB8uIfDv/sl//HeCfoDKfJaK+WNrbQ21VBi00M6im+8n66OXiZCEYZPv8+7mPB4fsJrS6uwfqkjPEvAHyKZSqOgwuAsxWMzce+t5xqqiq3ov5BDp6looqnCibVjkt4TBzm5qpEyWxPumVjKXGySjoP7OdMzQThnZ2lLLTb7g7cnihdLrzfOz06McqgvSCJTWOUurrDw39ZVsqzaOsu7QDmCwTDxRAoFFXq7B5fdivGeHzU1FaV2TEWzvcuSJz56gdPnrzPkTaPMMqBUXVJLbWUxLn0/QxdOcPrcQho98ymzFDp1cgkvPSeOcPrqIN6Mldb6atweWVQJIR6ekpjk+uH3+M/ffMCx3jA5jQFHZR3NrY1UF9vQKUki3jH6u3sYGPPh7znFJ/+lwWh14nxnJZVfihfMEBw4w2e/fZc/7r3IVEqFwVFJbUsrjVUerEWQDE0w2N1J7+AUkelOjn/4OxzFpZSXbqPxlm4tlaOUsuoaKs3nGei9zJnjZ1hWtZZ6V2FOTD4VZvTKaU6dusxI0khJWSWV1e45+7PRqFU0ekz8ndN4c/ji3u4A50bCTETS5BTo8yX4xckxDvYE2NlWKCYsr7ZRbtU/lnQglb6YplWv81fxDNrff8yxy/1MBgOMdQcY6771J9XoLCXUzF/Hq1//Fm9vbr/vjtD8RIzMviFyV7xomhzodtaiqStsH9BtqEK7sJjslhpch4bxzGwzAAh1BhifuoJnfRWapSWoix9+vRZP5zg2GGJv90wyhErFknIrb7Z7MOqkC0E8X6SIIB7adCzNlfEYJwcLwxJPDYUJp74Y06hnUbmZtXV2djS7WFppxfTIQ+GyTJ37mI8OXmYkmCKvtlK7+nW+/vU32bZ6PjUeEyQCjPde5vgnv+O37x2neyrK5PlPeG//WhbUeZhXYri9Yq0k8AcipNI5UBmoXfs2b65ppsx8r7OkGmtdG2XW2zsbVPZ21m5YwpErQ5zt2MPvf60lMb2OBTUeDPk4072n2fOXT7g4HEZft5NNq5oodcgd15fZVDTNr85O8OE1H8FEYZZBvcvI36+uYHOjE9NsFxdKklAoQiKZAZWeymU7eW3jEurs93ofqzBXLaDWfacOnS/IJfAPd3D8z39k79leplOz7UMAlbWJZauXMu9MJwd6j/HBf+nJhjezrKkUMyn8Axc4+NGHnOyaRlO5ntUr26ktne32CiGE+KIc4cHzHNt/kLP9YXIqA57GlWx/5+u8vX0lrdUuDEoc/0gPFw5/zF/+/AnHrk0QHrjAkX37WbiohfIFji90BkzReeoQB45cZSoFOmctS7Z/lW99fScr2qpwGRViUwNcPvw+f/jt+xy4NE5iqouzJ45zbu1y6pc4bz6eylhO06LlLF9wgv7TVzny519SlJlk/cJqHLo8kbFOTu/7mM9ODZJ1z2fh8hUsrDPP+Z+STqNiXqmZBreRrU1OPurwsb/Hz4WxKN5Yhmxe4fp0nD5/ggM9QV6b52Z7k5MlldbHEkWos9ew5JW/wlXRSPuRU1y6PsCEN0A4niKbA43ehM1VRnXLIlZt2sy65a2Ume5TBM/myZ6ZJPPpACqdGu26SnRba277EZVdj+6VWtzNDoo/7oWewoV+ZCrG+KcDNH4ySNHr9Wi31qBd6EHlfPDzU68vwccdPsbChXlHJRYdW5ucLK6wPPBjCfG0SRFBPBBFgfFwikvjUY4NBNnbHeDCaJR45ssxjYtnYhpfaXYxby5jGnMTnDt0mu7xIClFhb5yBW9//wd8a0sbHsPMc+jLaFxeRnWVlcTkBP+25yqTcS+Xj5yk9/UlNBSX3z7tN+/HH0iQSiugctOydjuvf3UltZaHKLWr7LRvf4e3+icJ/uUYPYd+zy86jlNV4caQizA1PMxUKIO+fBHbv/U1ti6sRGoIL69oKsefL0/zm/OTNxcWHrOO7y0v4832YlymBxi4mQ8RDMVIJBVQOalftoldX9tBu+PhPnu56DSj41P4Q1ESsQiBqSE6zx1m/4Fz9ExEmf0IUkBlpWntq7zeP8b0b/dx9fQH/Lr3DPsqSrCo4vhGR5gMJNF6Wln/9ju8sqqZkllEmQkhxB3lQwxcu8yFSwNE8qB11bPi1W/xvb/axTznje9VAxWtqygpL5yfpyf+wiVvlJHrV7h8uY/N7ctw3vL1mfX2033tKl3TGVAZKZ23gde+9S1eW1l6c/CfoWYBG9/SkwlNMjDwHh2hJJP9PXR1DhFf7MTy+d5HKuatY9fbfQz7/sLJrsP8aayD45XlOPVZwpOjjE+FyVtrWLz9DV7bseLh1iSzpNeqWVJppaXExPbmQjHhQG+Ay+NRAoks6ZzCpfEo3d44+7sDvD7PzZYmJwvLLQ92npoFjclD/crXqFm0kVfHhxgencQfipPKgtZkx1NeTW1NBR7rl2dO3Ul+JEJmzyC56340CzzoXq1DfZcLd5vTQHGl9WYRIWbX43cayF2YInndh2b/MLrX69FtqkIz31MYzjgL0VSOI/1BDvYWHlerVrGsysob7R6K5mjeghBPkhQRxKzcGtN4ZCDE3i4/HVNxUneIaVxSYWFTo4PtTS4aHkNMYz54nStdkwRjOaCIilU7WN9eg8vw5ecpKl3G1rVtfHq2l6l4nHj/NbomgqxpK8dw6zkvG8AfTJLKKKAvobTEjEH/8CdrXelSXv/uj9GYPXx2+BydA+P0Xxkhq9JhchTTtGoBK7d/ha+/tZp6t/Euwx7Fiy6TU9jb7efnJ8fo8SYAMBdp+MqCYr67rJQqxwMmE+SCBENxEikFitwUF1uxfHGa16wppEfO8tnvP+HYtXHCQR+TExP4QvHbElYehNYzny1f+x4qg4NP9p3iau8oo9cnSCtajHYPtUvnsWzzG3zlrU20V1hmuVFCCCG+TImPMzzQx8BkCgUtzoZFLF+5nGbnly94tbZa5i9ezpKmQ1zxTpP2jjI8OMB4cinOm1sa8sSmp5gYmyCSB3QuappbaWst4Qu7GtFYq2homUdLxWdcDyVIB/1MT03hz4Plli82jb2GJa98mx+rTbg/PszFriEm+q4yklNTZHZQMm8tC9fu4I23drGuxflEFu0mnYbVtXbayyxsmykmHOwLcG0iRiSVI5EpxBNem4qxtyfA621uNjc6mV9mfqRtql+mQqO3UlI3n5K6+Q/9KEo6R/bkOJnPBlCZdGjXV6LdVH3Xn7foNbhvSUGKFRuJvFZPUaOT7KlxssdGyV2aJrtvCN1r9Wg3VqFpc6G6TyGlcyrGR9e8TM+kPZTbitje7KK9bO67S4R4EqSIIO7ptpjGvkJMY99MJNANeq2aZk8hpnFTo5NtTU6qHjCm8UHkJkYZC8ULw5HUDprmNeC233kAEhRR2VCL22pGQ5xsYpKx6VjhIuuWs74S8xOIpEjnQO0upcxuvM8+8vvRYK1fxzt/W0PbsvNcutbLqC9KRqXHVlJN8+KVLGuvwWOeRQu5eCEpCpwZDvOPx0e5NB4lryho1Sq2Njr5+9UVNHsefN+lkggRjiRIZkDl9lBst3CfRMh7yvoHuXb2OEfOT5G//4/PghpL1XJ2/XUlTYtWc/FyN8PTIVJKERZPJQ0LlrFsQQNl9jtHogkhxGzlQwH8014CGUBloqSymuqa4rssfLW4SkqoKC9GzzSJdJiAz48vrMDNIoJCMpEgFkuQB1Q6K1a7E8edtj2q9FhtDpwOMyoS5FMJEvGZdctt1VE1Bk8za77yY6rnLef8+WsMjPuJZdUYHaXUtC1myeJ51BWbnnhR1arXsLnRyeIKK9uanHx83cfhviDXp+PE0zmiqRyH+4JcGouyryfAa21uNjU6aCsxY37kbatzJz8YJrN7kHxvEM2KMnSv16P23H1ApalIg8ukRatWkc0rxDRqwusqMH5/PpnPBsjsGSJ3ZoLMniGyZyfRbqhE92o9uvWVqJudqO6QsBBKZDncF+TIQAiAIo2KldU2Xp/nfvypF0I8JlJEEHd0I6bx/EghaWFfT4DRO8U0lphYUWVlS6OTLU1OSh80pvEhKJEw0XSmkMagcVFSasZwhy6EG7Q2K2a9Fq0KskqcaDRDJnv7HPp8wEcwmSKjgLa4lBKTkbnopNZaq1iwqYoFmx79scSLpWs6xj8dH+XYQIhUNo8KWF5l5b+tq2RxhRXNQyws8sEgoXicpAJaVzEeq4V7jvW4D52nkaXrd5CvDN0+fTwfYvBKB33DPuIP0ZSgNZfRuuZVWte8+vAH94JSvAkyH/WROjDyRJ9Xu7YczcLiwn40IV4ASjJBMh4noQBqMza7A4fj7he3aoMBg9mIXgUJJU0qmSxsDbuFSqUq/B9QVCrUavVdC54atRrNbZ2Yd/+y1Bic1CzaTM2izbN+fU+Kw6hlV5ub5dU2jvQF+eS6j6MDQbq9CVLZPKFklt1dfs6NRDjQa+fVNjcb6h00e0xzt431ISnJLNnjY2T2DqKy6dFtqES3tvKev6NVq7DptVj1GgKJLNF0Dl8yi6bBgeZvF6HbUk36436ye4fInZ8i834v2ZPjZLdUo9tVj3ZtOep6B6qZ164A1yZjfNjhvTnzqMpu4JUWF82PMKRRiKdNigjiNrF0juuTMc6MFJIWDvYG7xrTuLLGxrYmJxvqHbhMuscyqfdOlGyGbD5fOB2rjJgsWjT3eicr3HLuVm5Ljbgh4w8QTKZIK2ocJWU4TEb5cIjHZjyc4l9Pj/NJp49wsrCoaPIY+cmaSjbUOx564ZUNBQnFk6QUFRZPMQ6L5UtttrOnQl+3lrd/vJidmS9MP8hc40//r/8f7475iGcf9vHFneSHIyT/q4vYUOSJPq/p/7ERzXyPFBHEiyOXI5fLFWa3qIrQG/QY7nd3QLmxXFAK/7ttwaDGaDZjtZpR4yebSZKIx4hnFNB+8XHzJJNJ4vEUCqA2mrFYrVie4xYrj1nHOwuLWVNrY39vkE87fZwYCN3sTvXFM7x31cvJoTBbGpzsanOxts5Og3vut7XOVr4vRObTAfLDkcIwxTcaUM1im6BVr8Vt1hFIZElkcgTiWdK5PEU6NZo2N4Z6B7ltNWQ+6i8kPlyaJv27LrJHx9DuqEH3Sh26VeWoa20EUlkO9QU4MRQGCt27q2pt7GpzP/abbkI8TnKdJAAIJrJcm4lp3Ncd4OjAnWMaF5RZWFNrY/tMZvDc7n+bHbW7mRUbt2FpjKJoG5lXartH14BCNhIhlskWOhfUZixWHdrbTvgKcb+faDJNDg2esjLMRh3JwCjjo5P4wnEyioYioxVnSQXlJXZMRRrZhiAeSjiZ5fcXp/j9xSkmI2kASq1F/HBlOa/Nc2N/6H00ColgiGg8QRYtruJibBYD6dAEk2MTeIMxUnk1OoMZR3E55aVOLHrtPd/HqiIzdrcZ+xf/Q3oCq1EnMwseB6MWTaMdjevR8+DvJz8aQZmKf6HQKsSLQWUppWHJBnZlG8lpSlg4rwr7Pb5ec8kEyXiCNIBKj8FgxHjb1H8VJk8J5ZXl2DXD+DJ+JkaHGR5P0N5guv27NBtmemqMsakYCipMxWVUVFXheo6LCDeU2fR8Z0kpG+rt7Ony81mXn1ODYQaDSXJ5hclImt9enOToQJDtLS52trhYXWun1vn4trneiRLLkD06SubAMCqXAe3mKrQry2f1uxa9BrdJRw8J8gqEU1mCiSwlM2kUKr0G7eISNM1OdNtqyHzUR+bAMLkrXtK/ukb24AjZXXVodtRy0W3gg2s+ojPpZXVOA7ta3NQ/ge94IR4nKSK85Kajaa5MxDhxS0xj5JaYRhWFmMaF5WbW1TnY0VyI9Xn0mMaHp23YxHd+spxkJlfYd+hxYr7biVlJMzE4gj8aJweojKVUFJsx3TY0MYffFySZSoPKQrFbxWTHIa5eO8W5Kz2MTodJKjqMFieldS3MX7yMlauW0lLpxPiluw9C3F06l+ezTj//enqcfn9hkKJVr+HrC0v49pJSym0POEjxNnlCwRDxRBJFZcTt1BDoP8mHu09x5lIXw5NB4nkNBrODkpom2hYuZeWqZbTVeLAUvQAr2xeEutRE0dpKjA8xE+NBZfYOkvl9F/nx2GN/LiGeNHVxG+u+Ws78XRlQaTFYbdjv+lWXJeT1MjHpI6WAqsiGw+XCbb39HK/x1NOyYBHt5Vc4OhJh5NoZjh9aRbt7BdX2maSAfIrg4EXOnTpH11QWVZGb+nkLWdReNSfbJJ8FqpkUrh+sKGdTg4PPOv3s6fZzejjCaChJXoGRUIpfnxnncG+QV1pdvNLiYmW1jSqH/oncgc91BUh/3I8yFUe7pZqi1xtQWWY3JMiq1+C5ZaBQNJXDG8vcLCLcoDLp0K4uR9PuRjtTTMgeGiHX4Sf1i8v4T4yxd1MlZ2bOsUaduhB53uKauxcqxFMiRYSXkKLAWDjF5fEoxwZC7On2c/EOMY01DgOLKixsqHewo2UmpvEZiKFR6e14yr50b/SO8uFeTp7tYiqQQEGFubaNplI7ltve+Vn8gSDJdAZFZSXZv58/nLrGpUt9eOPZ22/QHdnHns9aWbPra3znO2+xpqUE88P3i4uXSF5RODEQ4h+Pj3B1IkpeKQxX2tHs4serymlwP+pdiSzBYJh4Il14Hw+f4KNfjXDtwnUmwunbByMePcCezxpZvu1tvvWdt9m4oAq7/ul/tkUhq1y7ppyieZ7H/1xmHblzU1JEEC8klc6I1W3E6r7/zyqJSXo6r9HR5yePCr2ngqqaGsq+cNWvKiqheeUWdu7sYuwvpxgYusj+P/4b6uQoq1vLsBVBOjxO54k9fHLwMpOKlbL5G9ixczNLa80vXAejRq2i0WPi75xGtswMX9zbXZiPMBlJk1Ogz5/gFyfHONgT4NV5brY3u1heZaXMqn9s22CVcJrskRGyR0ZRFRvRbalGs7Rk1r9v/UJCQySVwzeTqnAnKmsRus3VaBcXk9laQ+bjftJHRrmUSPPRVJxkWaEo3Og28mqb+8GTl4R4BkkR4SVyI6bx4liUI/1Bdnf5uX6PmMaNDU5eaXFS/xT3sz0KJe2n8+Bf2H1mAG8sD1oXbetX0lzqvP1ugBIlEIiRSudAidCx/2NSWS1Wdx3zWpxY9JCJh5geG2MqGCMx1cH+3/6CSFaH8adfYUWtg6IXbWUg5lzHZIx/PD7KyaEw6ZyCSgWramz893WVLCy3PPqdGSVOKBwhnsyCEqP3+D4682qM9kpa6t1YDSpyyTDe8XGm/BGSvm6O/eWXRNIqin76TTa2lfDQaZBCCPG8ykYZv3qMQwdO0DGVAbWF8tZ2FixowPml70Q1ttplbP/W36AylbLv5CW6+k/x53+4wIGyUpxGSAammPTFUdtrWbF9BZtee5vXNrXjeYSknGedTqNiXqmZBreRbU2FWMh9PX4ujkXxxjJk8wrXp+P0+RPs6w7w+jw325qdLKmwUvyFu/tzIdfhI/NRP0owWZhP8Fo9qgfYfmvRa3Gbbu1EyOKNpe/7eyqHgaJX69GuKMP7SR9HDw9zZWaLorlIw/o6O1ubnA/+goR4BkkR4SWQzSn0+hJcGItwqC/Ini4//XeMaTSxrMrC5kYn25tcVDr0z230jJIJ0n/yfd599xMuDAdIKVrszZt5bfNCKl3G2+8G5Pz4AwlSaUBJEM+XMW/tZrZsWs2ChgqcJoVUeIrBjvMc27uPEx2jBJMTnPvwd7zf3kqVawU1NvkoibsbCab4xckx9nT5b+6LbCs28dO1Vayps6Ofiw6fXJBgKE4yqYCSJJEvpmnZejZvWseilio8ZjWZmJeRzoucOLCf45cH8MamubL3PT5oaaa2bAutrrlfzAkhxDMrF2eq+wQf/f5PfHqyl3BejamijVXr1rO82Xnn5AW1keKm5WzelSGTihL0TuMdnGY4NM3wjR/R2yl3VtG6dA2rl7ZQbnk5JsjotWqWVFppKTGxvdnJhx0+DvQEuDIRJZDIks4pXBqP0u2N3ywmbG1ysqDcgss0N1UWJZAkc2iE7Ikx1GVmdNtq0C4sfqDHKGxn+Px8eL9OhC/KuwxcXlLC7tEwmak4AC0eI6/P83xpS4QQzyu58nmBJbN5uqfjM7E7AfZ1BxgNp8jdEtNonolpXF5lZWuTiy1NDkosjz+m8XFS0gH6Tn7Iuz/7FZ9dHCGUBkPpAnZ882tsbi/H/sXzVMaPP5QknVFAZaZm9dv88H/5Aa8sqsB6y1aF9Zs2sKLJhfp//w8OdkwQC3dycM8pXlnVTLnNzQt8k0E8gkAiw3+en+BPl6eZnlmEVNr1/M2qCna2urDq5+hrOBskFIqRSCmgMlGxdBff+emPeGt1Pc5btypsXM+KtlIM//ArPjk3SDjay6lDp9iyegF1zgr0z+9HXwghZi8bY7L7BB+9+0t+9+kZhqIKOnsNi7a+wavbllFjuvOXYT7hY/DyUXZ/+An7j56ndzKJzlVJhceOUaOQivjxegNMdZ9m75+TRMNh3nxjKytayzC/HLUETDoNq2vtzC+z3CwmHOoNcG0yRiSVI5HJc2o4zLXJGHu7A7ze7mZLo5P2UvOjDexWFLKXvWQ+6kOJZ9FurUH3aj08YOKRqUiDy6RFo1aRyyuFmMf47IsIY6EUe7v9XJspINj0GjY0ONjY4Hig4xDiWSZFhBdQLJ2jYzLGmeHPYxqnY2luqR3cjGlcVWNjW3MhptFpfHIxjY+LkvbRc/QDfv3zf+ejs4MEkgp6TxsbvvZDvvvaYqqd+i/vSVQ5aFr7Cm8WLyGhdrLg9a+zqb38tgICADoXLdu+ytuXLtA15qfHn8Z7+RRXhneyuMGNW6oI4guSmTwfXfPx72fGGQwkAbAbtXxrcQlfX1wyt3ckVDZql23hNW0jEWy0bnuTHcu+UEAA0DpoWPc6b1y/QtfgJBcnkvg6L3Ktf5Q1CyuokK2aQogXXTbKxPVjfPDrX/LbT07SF8yhtZQzb+NX+NbXd7Ky3nrnLoRMiOGLe/mvn/8bfz7cSaiolMZlu1i/bilttSVYdXni/hF6Lp7i2LGzdFw/yofjo0wEU6j+5h3WNTpeqoW3Ra9hc6OTxRVWtjc5+ei6j8N9QTqn48TTOaLpHIf7g1waj97sTNjY4KStxIT5IQZ4531JsgeHyZ2dRF1lQbe9Bk3bgw8x1KpV2AxarHoNwUSW6AN0IqRzeU4Phfi4w8eNSWPzSsy8Oc+Dc466LYR4FrxM32UvvEJMY4xTQyH2dgc42h8kmLh9MGCxWcf8Mgura23saHaxusaG9SnEND4OSspL19H3+NXPfsUn54cIpsBY0s66r/yQv/2rrcwrs975DW9oZcePmtiWV1ChQq3V3L0To6iCZWsWUL33IgN+H9lgD9cHAoRW5nHffeyzeAnlFYWj/UH+6cQo16fiKBRaPV9tdfPDleXUOec43knfwPpv/oS1X1cAFRqNBvXdtiMVlTJ/6Xwa9pzk2sQ46dAAvYNTeCN5KmTAohDiBaZkIkxcP8p7v/olv/vkNAPhHDpbJe0b3+Gvv/91ti6uwHjHr84ckZFLHPjL7/nwyHV8uGhe+Trf/8n3eXV5DfabNx6yxLasZl75v/Ivv/mUC+MDnNv7Ph/W1FFXvvmuHQ4vModRy642N8urbRzpC/DxdT/HBoL0eBMks3lCySy7uwoDGdfXB3htnpv1dQ6aPSYMs+0iyCvkLkyR+bgfJZNHt7oc3a460Dzcn/eNmMdgIksikyOQyJLJKeju83gjgSR7Ov10+QoJTE6jlo0NDtbWz24guBDPixfj6vElNxVNc3UmpnFPl59Tw+Gb+67hDjGNLTMxjboXp69OSU7RcejP/PKf3+WzSyOEUyoslYvY9NUf8KPvbGNBpe0eww9VaDRaNLP641Bjb6in0m7BoPIRzQeZGAuQiGfBLvvcxOcujUX5n8dGODsSJptXUKtUrKu189/WVtJeankMXT8P9j621dZQ4XZiUo+TzoeZngwQjaTBY5jrAxNCiGeCkgkzdvUwf/nVL/n9Z2cZiijonbUs3PJVvvu9r7FtSRV3HV+QDdB34RhHjl5mIgmmhkVsfO0tXllRi/221bQWc9kCNrz+BkP93fT95SqhyS4unjnNxc0rqGmzPIFX+mzymHW8s7CENXUO9vf4+fS6n+ODoZtzunzxDO9d9XJyKMyWRgevtrpZU2enYRYDvvNTcTIHhslemEJda0P3Sh2aRsdDH6tVr8Vj1tHrS5BXIJzMEkxk7jkIMpXNc2IwxCfXfRTK+bCgzMyb8z1zt3VRiGeEvKOfU7fGNB7tDxZiGseiJDKfJy18MabxlZmYxjkZ4vYMyScmuHbgT/zbP7/LvitjhDNaHPXL2f6NH/GDb6yntcSCdg4v2DRODy6zAb0aorks4VCIdCYDSBFBFAwGkvzziTEO9AaJpwufyQVlZv77ukpW1tjueyfjSVDbnTisJowqCJIjGomQSqYBKSIIIV48SjrE6OWD/OlXv+QPey4wEgVTcRPLXvkm3/3uW2ycX3qXDoSCfGiIno5rdIwlUVRmypvmMX9hM847rqTVWKqbaVs4n5o917gciTE+3M9g7yS8xEWEG8qsRXxnSRkb6h3s7vKzu9PPyaEwQ8EkubzCZCTNby9McbQ/xPZmJ7ta3ayqtVPrNNx54HcuT/bsJJmP+0ClQre2At32Wh6lWn+nmEdv7N5FhAFfgk+v+xgIpQBwm3VsbnSystr20MchxLNKigjPmbyiMBhIcmk0yuGZmMbO6bvHNG5qdPJKs4t6t/GZuHCZa/n4OJf3/55/++f/5MDVcSLZIjwta3j1r/6G7721knq3kTnvt9AZMBRpb3bIZbM5lFsHToiXmi+W4ddnx3n/2jT+mUFMNQ4Df7e6gm3Nrofa5/lYaA3oi3RoNUAOctks+Xz+vr8mhBDPGyUdZPjifv7wy1/xp70XGUtosJa3svrN7/Ddb73GmibXfaOa095ppsbG8WcBjY3i0nLKy41fnrM0Q1XkwVNSTplLzeVIjkTQT9znBRrn+NU9n1QqqHYY+OGKcjY3OPm008eeLj9nRiKMhpLkFRgJpfj12QkO9QXZ1ermlRYXK6ptVDn0t207zY/HyOwbInfFh6bFiXZXHeoa6yMdn0WvwWP6vGBwv7kIiUyOYwMh9nb5gcKNvCXlFt6aX4zpWTnvCzGHpIjwnMjkFPp8CS6ORTjYF2B3p5+BQPIOMY1GllZa2dLkZEezi0q7Hs1zGtN4P0pyio4Dv+dffvYbDl6bIJozUrZgI299/2/4q12LqbLr7zwY6dGfmbyi3Jw1odVqUalfrO4O8XDi6RzvX53m3bMTDAcLdyJcJi3fXVbKVxYU33ZX46lT8iiKgjLzRtZotajlfSyEeMEomTCjlw/wh3//JX/Yd4mJhA579Xw2fuW7fPcbr7Cs1jaLxbBCKh4nFo2TBVAbMJpNmO8130Clx2AwYzLOVGozaZR0ao5e1YtDo1bR6DHy985KtjY5+fh6oZhwfjTCZCRNToF+f5Kfnxxjf09hXsKOZhdLq6yUW/WosnmypybIfDqASq9Bu74S3ebqRz4uq16L2/z5OyOSzuK9R0JD73SCTzq8jEYLP1NiLmJLk5MlFdJ5Il5MUkR4xn0xpnFvd4Cx+8Q0bm1yUmzRPdcxjfeVjzJ48n1+9Yv/4tC1CaKKlZpl2/jqj37MNzbPo8yqu+vdgS88EIGec1zumyScyqMyVjJ/aStVbvNdPxxKMkosmaHQ/KHBbLGg1cpH6WWXyysc6g3ysxNjdHkLA5WMOjVvzPPwveXlVDsf5zaBPKHBK1zrGcYXz6MylNKysJXaUvtd764p6TjxZJrCDig1RrMZnV625AghXiBKEl/PST76zbv8ef8lJlJ63A1L2PaN7/Gdr2xhYYVpljcbFBQlf1u3lqIA92xCVG4r1KLWMMuhNS8lnUbFvFIzDW4j25qcfNjhZX93gIvjUbyxDNm8Qud0nH5/4maSw/ZmFwtSOax7Bsl3+tEsKkb3aj3qcvMjH49Fr8Fjnl0nQjSd42h/kAM9AQC0KhXLqqy80e6h6AXbQizEDXLl84yKpnJcn4pxdiTMvu4AB3oDeGOZ22IaHcZCTOPKahvbZ2IaHS9ATOP9KaRGT/P+b/5Q2MKQM1O1Yiff+cnf8rV1zXhMD3KSzjF6/Hf8/N1DdE5nUJe9wv/h//bf8bjMWO7y55idnGA6miClACoLnhI7hhck4UI8vPOjEf7nsREujEXI5RU0ahUb6x38dG0lrSWmWRa1HlaeyXMf8et/e58zIylUxRv4u//Tf+MbJXcvIuSmp/GFIsTzgMqEy23HLPFTQogXSDbQz+nP3uP9vRcYjetwNSxj53d/zF+/vYHW4jtEPt+ViiK9HoNh5nfyKZLxBPGkwt0rtUkSiSjReGHQtdpgRGN89IvbF51eq2ZJpZXWEjM7ml182OHlQE+QKxNRAoks6ZzCpfEo3d44e7sDvJrNs+baNG1uA6UbK9FtrJyT4zAXaXCZtGjUKnJ55eZMhDvpmozxUYeXqUQWgDJbEduanCwoky4E8eKSK59nTCCR5dpElNND4UJM48AdYhotOuaXWlhTa2NHSyGm0fIyTX1Vkgwe/YzDV4bxJxVM9Wt454c/5J0HLiAAqNCpssTCQfy+JORHmYokSOfhzsMUMkx19jAaCJNUQGWqpLbKjuUljGwSn+v1xvmn46Mc7g/eHG66uNzC/1hfxbIq250HQc0xrSpLIhrC74tBZoypUIxkHu58my2Lt6+fkSk/cQVUxjIqK1w4rHLHRAjxokjj7TrP6eNn6A7k0Be3svqN7/Cdr2yg1fMgBQQAFTqrFbvTjkkFkXwYn3eSyckUis1wx8dSUl58k+NMBvKACpPdgcXlmpNX9jIw6tSsrrUzv8zCjuYwH3T4ONQb4NpkjEgqRyKT5/RwmGuZPAvLTLzqMrBtcTGLzTrmYoyhVq3CbtBiLdIQTGZnOhHSX/q5cDLLkd4gh3uDAOjUKlZUWXm93YP2BZxFJsQNL9GV57PtSzGNQ2Gi6S/ENNr1LCwzs7bOzs4WN0sqrRhnm5/7IsmMcP5sJ5P+GHmVjdbtb7N9ReNDFBAA1HjKSrCaDKhJkosM0dXvJbSsEZftyx+PfKSPEyevMuqLkUeFoaqdeVUu7Ho5UbyspqJp/v3MBB91+AjO3IWodxn5yZpKNjU4ntBnVI3T48FuNaMhRjY2Rv/gJN5whjLXl7sL8rEhzp+/Sv94iBygL2umuaYU971GkwshxPMkG2Cwt5PO3mmyKgOV7WvYtG0dbQ9cQCjQukooraygRH+JSDLOZH83nR1DbGpowfql5UeO2FgfPdc7GY0poDJRXFZJRZV7Dl7Yy8Wi17Cp0cmiCivbZ7Y5HOkP0TkVJ57JEdOpOVFp4ZpWzdFoijdOjbGx3kFrqfmRBxlb9FrcZh3BZJZEJkcgkSWTU24OKleAa+NRPuzwEphZs1fa9exodtFaYnrUly7EM02KCE/RrTGNxwaCfNbp59L4HWIanQYWlRdiGne2umgrefFiGh9E3nudzkE/4aQCRdUsWlpPscP4kEMU1Tia22kscXJpIEg4O8b5fYc4216De2kltqLPHzWfmKLjwJ/55EQPU5EcqO00rV5JS5nznrFQ4sUVTeX40+Up/vP8BGPhwsCsYrOO7y8v4835HpxPbHuAGlt9Mw0VJdiuTuHPTHH16FFOL26hYm09LsPnC6l80kfPsY/47MhVhgJZUFupW7qE1poyLC/v14oQ4gWjRMcYGx5k2J8DrZvqxiaaGpwPndikMpVT29hKc+Uh+npjhAcvc2L/ZyxodrChpYTP72PkSQWHuHj4IEfO9BJSQGOtpKFlHi01cmH5sBxGLbva3KyotnG4L8hHHV6ODYTo8cZJ5RTC2Ty7B0KcnYixod7O6+0e1tU5aC42YXjIYr5lJuax15cgr0A4lSOY+DzmMRjPcKgvyPGBEAB6jYrVNTZened+seeSCYEUEZ6KfH4mpnE8yuG+IJ91+eicTpC+Q0zj4goLmxsdvNLipt71YsY0PhiF1PAgo+EYiTygSjF6bi8fBS9jmtU5QoWxagnrFjdQbCucBDSVK9i4qpXTXeNc9yYZP/Uev/m1iujEKuZVe7AUqcgmgox3neTj33/A2UE/SUWNpXY1O7cuoqr4ce93F8+iTE5hb7efn58co9dXGKRoLtLwlQXFfHdZKZV2/RM9Hk3ZQlaumM+xi/2ERmNMXdzNn/5DS8q7gUX1JdgMGvLJEJO9Z9nzl/c4dn2CeF6NqWopmzcup7nK+pjSTIQQ4snL+LxMT0wRyAPqDIHBSxx+T6FzVlUEFUXOGuYtWMS8qpl97Wo7Ne3LWbX6COdHzzKZGOPqob/wK3Ua77blNJU7MRepyMS8DF46xKfv7+bsUBxFbaS4dSkrVi+m1iyrhUflNut4Z2Exa+rs7O/y88l1HyeGwvT7E2TyCv5klvc6Cv9uS6OD1+Z5WFNrp8FjpEjzYGc5q16D55abAdFUFl+8UERQFLg8FuXDa14iM+v3GqeBnS0uGtxSLBIvPikiPEGZXJ4+X4ILY1EO9gTY3e1n8B4xjVtnYhorXuCYxgenEJ6aJpxMkQNIdrPnF/8be2b9+yqKd/5f+d8rym8WEdCWsfy1t9jeM4Z/fweTsQkufvhvDF04SH1NOS6TmlRonIGeASaCcTJ5FXp3Gxu+9nW2LazCeb9wafHCURSFM8Nh/uHYCJfHY+SVQuFva5OTv1tdQZPnKSwgNMUs3LKLHV2DTH58npHQNNf2/hcjV49RV1tJsUVLJjLFcN8AY94IqbyKImcjq954m+0rGykxyPtYCPGiUEhGwoSC4cIQ5MwkV/f+hqt7fzPL31dhXfAWP/1fqz4vIqDCXL2Q9bvepKd/mg/PDhHy9XDyvX+h6/QeamvKcBpUpIJjDPYNMuZPkFMVYataxObXdrF5abV0Lc6hMmsR31lWxoZGB7s7fXx63c/pkTBDgSQ5BaZiGX53aZqj/SF2NLvY1eZmVa2NWpdx1nOKbnQi3HDrcEVvLM3BngCnh8IAGLVq1tbaeaXN/RIMOBdCighPRDKTp9sb5/xohP09AfZ0+RmPpO8Y07isysq2lyWm8aHkCYcjpDPZOXxMFdaWrXz9+1FyRX9h7/ErDExFCAxfJzB8/faf1Bhx17WxYtdf8cN3VtPgedhtFOJ51jUd5x+PjXB8IEwqm0cFLK+y8t/XVbK40vqUin4qzPVreeM7MTJqI58cvkDvRIjwWA+Xxnpu/1GNAWd1M0u3fYO//tom2iusD93iK4QQzx6FRCJJLJ6Y24fV2qlfsZNv/jANpvc5fKGXcX8M31AHvqGOW35QhcbgoKJhMZve+gbfeG0tjTZZLcw1lQqqHQZ+uLKCzU0uPunwsrvTz9nRCGOhFHlgNJLmV+cmONgX4NU2Nztb3SyvsVFl1993jW3Va/GYb+1EKMQ85hWFi6MRPujwkphZyze4jbza5qba8TjjnIV4dkgR4TH6PKYxwt5uPwd6AzNfPp//jMOoZV6JmZXVVna0uNjQ4MBheBliGh+WCkv9Sra/aaYt9DCFBBXW+W14bEVf+NdGqlZ/lR+5q2mZf5iTl7oZGvMSjMZJZXKgLsJkc1Fc1cTCNdt4ZesyGkos6OTv6aUzHk7xr6fG+bTLTzhVeA82eYz8dG0l6+sdGJ7mvBKVgbIlu/iOo4KGeQc5fr6TgdEpgpE4iXQO1DoMFgfFlQ20r9zM9q0raa10oH/QQ9a4aVq1jTc19QRyaspXNlAqAxWEEM8QvaeeJVu/QqbhYQoJKgyVt2xluIXaXM6Crd/EUVZP28GjnL/Wx9h0gHA8RSYHmiIjFoeb8rp5LF2/hc1rF1LrfLhhjmJ2NGoVjW4jP11XxfYWFx9e87Kny8+FsSiTkTR5YCCY4ucnx9jfHeD1dg87mp0srbZRZtXfdc1tKfpiJ0IWXyzDVCTN/u4AF0YjQOFG4Lo6O9uaJX1DvDykiPAYBBIZOiZinBoOs6crwNH+IKHkF2Mai5hfamZ1rY1XXsaYxoemoXzdX/E/1j2Ox9bhalrLm43L2Tw1wuDAKFP+ENFkBrQm7MUV1DY2UOEyUfTSz6Z4OYWTWX53cYrfXZpiMlKIeiq1FvGjlRW81ubGbngWPsM6HHXL2Fm7kHWvjTMyMMy4N0g0kUHR6LF6yqlpaKDSY8Wgfcj3saaa1V/7Cau/NrdHLoQQc0ONo3kd7zSv453H8OgqvYPqJTv4Tvtadk0OMzQ0xnQwRioHWqMNV2kVNbVVlNr10q34BGnVKtpKzNS7jGxvLhQT9nUHuDQexRvPkFWg05eg/+gIe7t8vNFezLYmJ4urrDeHJd7KXKTBZdKhUavI5RWiqRwTkTRnh8N82OElPbOwb/YYeW2em1Lrlx9DiBfVs7DifWHcGtO4u9PPqeEwsS/ENFbY9SwoM7OuzsHOFheLX9aYxmeZqghraQMLShue9pGIZ0gqm+ezTh//emqMfn/hzpZVr+HrC4v51pISymxPdpDifal0WDw1tHlqaHvaxyKEEC8gdZEZd3Ub7mr5ln2W6LVqllRaaS0xs6PFxQdXvRzoDXB1IkYgmSWdV7g0GafLO8TuTh9vLShmS6OTBRUWXLcMUtRqVNgNWixFGkLJLNFUjivjUbyRFFcnYkBhHbCh3sHmRufTerlCPBVSRHhEigKjoSRXJmIc7Q/yWVchpjF5W0yjilqngYXlZjbOxDS2vuQxjUI8T/KKwonBEP9wbJSrkzEUBYo0Kl5pcfG3qytocBuf9iEKIYQQ4hZGnZrVtXbml1kKxYRrXg71BemYjBFJ50jmFM6MRemYjrO7089bCzxsanDQXmbBNtNZaNVr8Jh1hJJZEpkcR/uDmHRqbmyonVdi5o12923FByFeBlJEeEi5vMJQIMnl8SiH+oJ82umjazpBOvd58UCnVlF/I6axwcnOVhd1EtMoxHOnYzLGPxwb4dRQmExOQaWCldU2/vu6KhaUWWQAqhBCCPGMsug1bG5ysqTKyon+IB9c83JkIETXVJx4Nk8sk+fIYIhL41H21Nh4c34xG+rttJaasei1uM06en0JcgoMh1I3H9dh0LKxwcG6OsfTe3FCPCVSRHhAN2IaL45FOdAb4LPOQkxj9pZpiQatmiaPiaWVlkJMY4uLCpvENArxPBoJFYYx7e0OEJ3ZntRWbOJ/rK9ida2dIukoEkIIIZ55doOWXfM8rKixc6g3wEfXvBwfCtPrjZPMKYTTOXb3BDg7GmFDnZ3X2z0YtOrb5h3dWO2rgAVlZt5s99zsWhDiZSLv+llKZvJ0eeOcHynENO7t/nJMo6VIQ2uJiWWVVra3FGIaPWaJaRTieRVIZPnNuQn+dHn6ZjZ0hU3P366uYEeLC6teghGFEEKI54nbrOOri0pYV+9gX5efjzu8nBwO0+9Pkskr+BNZ3uvwcWIoTFuxiUAq96XHcJl0bG50sqrG9hRegRBPnxQR7iORyXNiMMTViSgHewMc6A3ij98e01ikUeMwaqhzGtjc6JyJadTSORWn8+kduhDiEWTzChfHIvzb6XGGAkmgMAdhfqmZEktR4fM9FX/KRymed/F0jsnI5+2x0XSOKxMxzE8grSfri5Oy6MhVmtGnsxT1B1FppLNGCPHyqHDoebXdg1ajAkVhPJohmsqhAFOxDFOx0JfiOdUqWFxh4c35HkxFcjNBvJxUiqIo9/+xl9fvLk7y/z44xIXRKMls/o4/Y9KpKbcV4TEXybwDIV4QmZxCny+BN57hxrekUaemwWXEaZL6q5gbubxCnz95MzLUXKSmzvlk3mNKMEV+KIISTqGus6OutCBh9kKIl5GiQDSVZTSUwh/PcucVf0GppYj/ZX0V/8dttTIkXby0pIhwHzv+8RwHe4O3zTwQQgghhBBCvHx2NLv4f77ZxNIq69M+FCGeGimf3UexdBcIIYQQQgjx0rPqNSyttLCg3Py0D0WIp0p6cu/jhyvLcZm0TEXTgAqZkSjEy0NRkM+8eCLyioJKzjFCCPFMuvEdXePU83q7B53MjxEvOdnOMAvxdI5wMotKBSpZ4Qnx0lBmFg2yT1w8brm8ggpQSxSwEEI8c3J5BTXgMGrR62SYohBSRBBCCCGEEEIIIcSsSC+OEEIIIYQQQgghZkWKCEIIIYQQQgghhJgVKSIIIYQQQgghhBBiVqSIIIQQQgghhBBCiFmRIoIQQgghhBBCCCFmRYoIQgghhBBCCCGEmBUpIgghhBBCCCGEEGJWpIgghBBCCCGEEEKIWZEighBCCCGEEEIIIWZFighCCCGEEEIIIYSYFSkiCCGEEEIIIYQQYlakiCCEEEIIIYQQQohZkSKCEEIIIYQQQgghZkWKCEIIIYQQQgghhJgVKSIIIYQQQgghhBBiVqSIIIQQQgghhBBCiFmRIoIQQgghhBBCCCFmRYoIQgghhBBCCCGEmBUpIgghhBBCCCGEEGJWpIgghBBCCCGEEEKIWZEighBCCCGEEEIIIWZFighCCCGEEEIIIYSYFSkiCCGEEEIIIYQQYlakiCCEEEIIIYQQQohZkSKCEEIIIYQQQgghZkWKCEIIIYQQQgghhJgVKSIIIYQQQgghhBBiVqSIIIQQQgghhBBCiFmRIoIQQgghhBBCCCFmRYoIQgghhBBCCCGEmBUpIgghhBBCCCGEEGJWpIgghBBCCCGEEEKIWZEighBCCCGEEEIIIWZFighCCCGEEEIIIYSYFSkiCCGEEEIIIYQQYlakiCCEEEIIIYQQQohZkSKCEEIIIYQQQgghZkWKCEIIIYQQQgghhJgVKSIIIYQQQgghhBBiVqSIIIQQQgghhBBCiFmRIoIQQgghhBBCCCFmRYoIQgghhBBCCCGEmBUpIgghhBBCCCGEEGJWpIgghBBCCCGEEEKIWZEighBCCCGEEEIIIWZFighCCCGEEEIIIYSYFSkiCCGEEEIIIYQQYlakiCCEEEIIIYQQQohZkSKCEEIIIYQQQgghZkWKCEIIIYQQQgghhJgVKSIIIYQQQgghhBBiVqSIIIQQQgghhBBCiFmRIoIQQgghhBBCCCFmRYoIQgghhBBCCCGEmJX/P/iM0hJsNUbSAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/66.jpg" } ]
<image>Find m \angle 5.
C
64,514
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/67.jpg" } ]
<image>Find the area of the kite.
C
64,515
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/69.jpg" } ]
<image>Find the measure of m \angle 3. Assume that segments that appear tangent are tangent.
C
64,517
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/70.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
64,518
null
C
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FYPUPOVxy8a6O8RBLVrHaRhWhszu1bhztbEMrY+auLrZ98GipPvs/Vr52kFq3Ufxx0f309WgH+NCt782Az82l4PoNG7fD8U0eoPvdW3u21DFWGlXKhqFzg8pLaezZsoYVzz7FzInDCQ/tTXj0Pcyc9xyvffAFx/IrsGQHiP7QdX0tjDMzV5lu0zotbR67X3+H76rduGXG40wf5HPzHT/HL+hm6FSc4VzBT7Zrg0qMGVjXyz59Qc5Qbi0bhI6WmsLjfPLCw8SNuo+ExGW8++Fn7P/x5hCp+Ef2f/Yhqxf/gWlxv2bhllOUN5E8xgdkD+/jZ/3mOqD6wWO7AtFaive+x5Kk8+BxL399Ig6/dvr3edC5SxBuAORz/rLGBl9fXfqH+Boen8gutmNL1M3K1ZJVXDr0Pn97YgVfX60FOhAy7tdMvzOavn264eNRQ2n+GU4d+JKPN31Lbm0qnyT+gSqP93l5cm+zjUnLqfvhDujV2brNdWDBgR1ZOS2SuHVpgC54kmdj3U2RmuN88MKHXMGXmEW/455uHkbvdMOvazCdgGtc5czFUrT40a6xz+UC/H3aEx/kRVKBhu8yipk53t4tUicr9nSqyP9mJXNmvMjXV6HziMd4aesudqx5jjkz7mXsyGEMHTqSsb+awRP/eI/PP3uBcQFuwHk+X7qRQ2Xm5wwOZupCJ8bbneDAjtZrrgrY9uriCjI3r+btM9XQ5xHmT43Ao94z3LoEo/vqJZw4ewkZYMG4yLrbPmRep3WsFDpaKjO2suQva/mx1g3/Cc+z/r2/MnVod9qbfWl0w3vAQyx+7l7dL3rht+w7VW72M+/J0S3Wjg31Mft+Z2ebq4u11JzfyStL9+j235xZzYxB4bo5N6P/+sYtIPnmR5Rm5iMDCogOqxviX5D9Oq1indCpTmfzcy+x+2otbgOf4I0XpzPA262ZD/Kg6/BYRgJQSFZ+w50guYXXDScEjurrGvM55lj96mLtJb558y12V7fgY77P5qK8sNMryNvw2HjoLyxnhTmdavL/9y4vHioBBpPwt1mM8GsucHTadZ3Iywdvp4Z2uHs3XAq/UlJX8xPWtVPbm6piM8eHU6qpYd7ePEPwfPHnka043qOW4v0f8M/NZ8EthsdX/Zlx3eoPrPQ0pG96hr9tOQ/F2Vy4UsPQruo4NM1WjIf46Xnme+eiaW3/Dbpxjm8+2kM14Db2YX49wt/yyUZ3b27p6t3ou88a1fyEdHGt+Rxz5k7SncOjD56nN6SyKiG6ZacnVp7iv69/xHk8CJk1jzn3jDRasaqvhu7nb9WFDhfIu/wTuHjogO4spxVpRWRfkRW91mjz8OrGmWS2HCwBujLxwViCrbi8YfxKosYDu2xh7qRIk1soW1YgquHs1jd59XAJBNxPYsKoJgIHwA2fwC7oXhbyOC33ewMQEqA7TXDtWVcvDmmdNoZOFedTvkVXntifEf0DrLqkqn8l0d8PLnTmT25dZbo2/2veeGU31fgSM29WE8MqvXa07xJMbwCucTqv2OULPwG6+9e9AErxZ8u1MXTKyDl18zIyv0FE9vRse4uM6F9J9K8sQsfc1cUrtzdTLqG9zN63XuOzq7XQZzaJD0U2WCI352eduxDiBlDNxXOXkT8xiAqtW9SokGXzFmtb6GhLuJipK1FgcDBdLJs/tkhRad0ksvEri9CpHzyLDhc0UadVS9nRzazcmAWEM+O56UR7Wdgn9etK75u7FSpScyiQEiw6GM2hyQpWy7VtVrC2hMsZN+ddPDxwt3hspaU6N4UvjlzkBr5EjL2D/p1NE+tKaZXhcVBn6emYo7+6+IfVR0gp161sQd2Ecx03Og2bR9KZeS3/Iu5D+dOxbP7U5tY6D1fbpGpt9lmK0Bay791FzN+QhduopXwxqWEXqaKyrtv6/t7zJKVcNOzV8W7vQejNVa9bfDxdepJZX6c1xSh4uvu3Z0pcqL2b5hIOZhbL97qF2hY6bgEED/aFvSVwKI0zFfF07dBcd8e0q//Q78cRamaQZ7xcblgluFlt3piEMB/8Ouj+l1wpoOoHz9RtZ0ju7KX6w+sdmX7ZXLRc20KnXRcGxvWDvYeh7Bs+2/cYo8d3a2IFq5byjP/y7OOvc7LWjVseSmTemC7NrnhZ+gM2WcJ0sYDSX13cb+URwEYFokJYQTutVtuGS420VGesZ+bE50mpBQLu4bl1f+c3gwMappm2gtz96/n7Uy/z9dVa3EYsZMt7CQxupFxia3IOU7fpVsa0r/zS8O+aqhpDzUvhtUoKrumW1dPzyrlWodvXvyen1FA+YQ1qCqh9aQWGynSA5NlREjw2sGDdMcMLofHvp2heG0MH0F7jxNtzmbZ83809HIFEP/gI948ZRHg3H9yrS8k/k8bBHf/l4+Rz1KIrCH3/labrs6z1Q9Wfx1NRWWMYsl0squT8VV1YOWNAGQdPjLfuNEKZ/LSuxl4URfPaHjoANfkcWvcSf30xifNN7R7zu41Zzy7gd/G3EtjMUpc+dBLCfFjzZEybm2gJZwqor47kMWGTbgldgsf6JHRazzqrV+7dGDlnBdvGzWD/3j18k3yIw98cJbc2gH5xwxnYL5oRt8cSN2oAXdu3bGuQ/o9SCRHBdSfDNXcWszUCypZzUHcN78EbF8tMCkQleIQjsOJftAe+vUcwsfcIJs6y3md1VGoJqBhvd1LKawxXFy+fMdCh5qCE65GSYQXYNaCMJBVoSLq5uqXnCHNQzq2Wwh0LiHtia8vr1kYuZfdHMwh1sjNiJXQcjFp6UBJQliol48jxVhXK+gztQzcnCxyQ0FG1lgbUiqQMk5B5Y0wPCShbu3GZrO8vAdDhvsW8O3swlpVFt8Ore6SFz1UXCR0XERHsy6qEaFh7zCQ8ls+ObvBc6UFZUcl5Tp6qALwZeNvtjBrax6Vv1AAJHZeir0wvfP0wSQWaRgtEZYhnLVqqMo7dPIs6nNujmtqt7zocPnT0t0EI6/DydGf17Fu52GxlumUkoJryE/ln0ikF8Iikr5XPm1Irhw0d/cFd1tyMJ3TMVaZHh/nZvFzCmQLqYlFlw0/SgNEhdwP6EeprxQOnVMxhQ0cO7rKt+sHjaAWijh5QP1yuACA+qImznmovcmqPrifpM7o/ITa4xFuNHDZ0jGmqalp244GwiCJXFyvAngEVEdh46GjzT3M4txbwps/Pizl59GiTn1enI90HRNDV/C2VTsFh/5K929ed4Huh8LrJL5awHt0NopgEz+n57Z32+22tgGr+qJUblGWloYuZco69/gcefN2CBnaYydqDiyV07CG0ifuwhHXVD56H1xxXeZ3WDSqv5JB5vhT3LmH0DfZp1S96UwG14s//D2jq0oAq8jLTqWjpF42JIryTc4/DHDZ0jKXlFDvtK6+jiI0K4pP7NUzddkblBaLlZH68hN/99b83TzwIZNiTr7D6L7cTaKXOg/F1P43OPWqvkHHk5iTymOXseX+aVe+EUzOHjVQJGeVNiQvljTE9gLo7041v5VCDG9mfsnjRGe58Zw9p2RmkfPokfh8t5Z391jta9ILRXVeNXhqgOc+J/VcBD8LjBjplOUNrOWzogK5CGnSHXwtlzJ0UaRI8T29IbcENovZWy9Ufv+f7oQ/w8LhetG/ngd/gSTwSX8vu47lWuyiw8FpdEAd2Nt/TuZGXydEygG7E9O2CLJbXcejQGRuqu3Apo1DujFZS264ubolq8nc8zYjQ3gx+dg8Nt4FqqbmWyZ7/rOAvD46hX2g4wyfOYsFL/2FvdhkNT59rh2cHbzyLrlFWffO9Wg2lV37Cv6On1XYD64/IBehpdvhZS0nOaXRHqPWhf69OVvrKzsGhQ0c/SZdUIKGjtNZeXdwimjS2vbODxgY+2sJveek3U0hY9BbbMzsyctzt9L6ewta3n+WxBxay4VRJveD5GZ1uHcvka//imRc2k/z9Qb566+8s3tmfaXeEWO2XXd/zjvF2b2Qrx3Uyjx6lGiB4GINCZCeyMYcOnYjuda8Q+uVLoYxWXV3cIpVc+HIj758ob+T9paR+/A7rT2q45cFVfHPgc9avXceWr79l6/P34H91B0sXbiRVYxo77fzuYMF//sm4kk38aepjLDvQnbkfLubBMOtd2Kjveet74g1oC8k6ehEAj9siCJaxlQmHXr0yXjbPuVQuk8sK0wePvjJ90eECfLzcW12nZUxbfIA1S7/AK6QrbucvNXzCT9kkb/+eWrfb+UPCL+mpP+bWPYDBMx5n1n928eqJ3SRnPsLgwcbbK9zwjpjIH1dN5I+r2tzMBjRVNYaed1RwI8Oma2c5frQc8CC4Uzlnjx61cGjnRqeQSPre4tw9I4cOHePxcsbFMu6yY1tclZenOy89MogfXjlklQJRnQqyktaz+cZdPPdbN5Y/v6XBM7QFGaScrYawGIaG1uul/LwHA0Z2g8xsUk4Xoh3srVj1tvHKVZ9u5kOn9kIGh6oBqsl+7/946D1LP3ssz+1aS99b2tpKx+bQwysvT3dD9/6HC2XNPFvYir9Pe7bOHW5YTZy3N4+tyTmt/nzawmT+/eYxIn87g/H1A0X/nMrrXKsFOnSgfaM3h1Rx7fpPZiaUbSctp24ltVeQuQ2s1eSfTiWvNZ+8UyThPZy7lwMO3tMBuLVnJzhbytqzpaySGiy7sd7VxaWkfryObTcm8NqUKLxOf2r2We0CR/Lkayu57t2PLvUzR/sTmtKfAB96demk6Bk1xpPI5jdOehA87R2ypinYKJVx6J4OQHSYn+Hx6QsymWxP+quL9eLWpbEvraBFn0Ob/x3r3jvN0HmzGNfNo9Hntevcn3GTJxM/rj++9VJFe+00Bw4UgtsQ4gbdomjo6GuuJg9oum5LNM7hQ6d/SN3k8Yls2SRobxHBviTPjjK83aLg0RZzbPN6dvxsMr+Lj6DxyGnqc1zh8JrVbC4E/3vvJTb45635LK1ivII6vI9fE88UTXH40PH3aW84s2Trsct2bo0AfYFoXfDM35JOrtEEq3laqjM/ZcUbpxn65DRi/Vqxjqwt4dT6xcx76yi1gQ+xZOE4RcsLDv5YaHg8oFdn5b6wk3H40AEYF+kP6DYJqq0WyFkZB4++TqvJ4NEWsm/Dhxwd+BiJU1vRy9GWcGr9M8xavIOigHv42wcLuLubspOu32U0N58jLKGK0IkbEGh4fCTjqh1bIozFRgU1KBA1HzxaqjN38u7Gn7jn9/cT3amFvZz6gbNhGY8M8FV0LqeotNJweNfMYeo65MzRqCJ0+vWsm9fZnSpDLEdSv0B0yuojDcsltHnsfvM9jg78NbN/0aNlYWEUOCUDH+ft7SsUDxwwfbEzXtwQLddOq9Uquc2h1ZZtTmPRYd2EZcWyMbJ07mBWf5pu2DiYEObDqoToup9R6R6eGzWbTc2eaBXC9Pc/4YWxN3fHmQTO73h37XzGKjyk0pvzZoqhpyO/f22jmu/cmIGBcDN0vkst4K7hPezcImFs7qRIfrhQxtqbe6pYe6wueNx9CBkzjjurG36ctjiDb78/DyFDuSMilBAf/WxPLcWH/83Tf7d/4BgPrZaOCJLAaSPVfPeG9q3bF7Hl0EUJHQdkXKelD541T8ZAh6HMeXsNcxp8xA1K9ywhbtZ6uGMer/xjLIYSSm0BB/+zhR8Zxf/98wm7BQ6YDq3GDAxs4pnCEqqY0wFdSYTxGS+yiuV4zFWmr/60lZXpZRns330Jwm7n9kj7nkez5ZCuYjzG293kxU+0jmp6OgD3DOtmmNf5/FAuM8eH27lFoj5Lry5uzo2CHNIqgCufs+KJYzR2C5r7yD/w8pyhdGhbsxuVW3jdZNVKhlZtp6rv4JDwAOKDvEgq0LA6OU9Cx0G1/eriG5TnZXMGoPhH9u/+sdFnduj6G2x5mOr2AxcMj+8a2s2GX8l1qGb1Sm9rcg5Tt+lO2U+eHaW6i+FcSW7hdUOBKMCX0yNVNRenqaphzLJ9pJTXEB/kxfYFo+3dJKegmjkdvbGDuxoeJ6VctGNLRHP0len6IzEmbEpvcYGoPX2XWmAIzCfu7GXn1jgP1YWOv097w4TyirQiOcbUwQUHduRfj7SyQNTO3vr6HKCbQL59kPSorUV1oQPwQGxPw+O1u87asSXCEkPCAxpUpjv6i8W+tALDsaRz43rIBLIVqTJ0IoJ9SYzSFYGuSCuS5XMVqF+Z/vCa4xZUptvPih1nDI/vHRlsx5Y4H1WGDkDC+DDD4417cuzXEGEx3dXFfQALK9PtxLiX88aYHvj7NLZgL1pDtaFj3NuZtzfPIX95RUPmri52tJ+dcS9nxthQ+zXESak2dMC0t7Pq8ww7tkS0RP3K9CUfn3KYq4ull2N7qg6d+nM7jj45KeoYB49try62nKaqRno5ClB16IBpb2dFkvR21OSxCeG2v7q4BXam5Bp6OR/c3Ut6OTai+tCJCPY1KQT96kirbhwSdmD7q4stV1RayYu76vblTLsj1C7tcAWqDx2A308MN+x6ffazLLt304Xl6gfPosMFra9Mb4N3dmYZdh//475w2ZdjQ04ROv4+7Vk4XrdNPaW8xm6vlqJ19FcXG98gqmTwHM+6aji9ICHMR1X1YWrkFKEDuqVY/VU1iw4XcDxLDnBXE3NXF6/flWXzr6upquHxDWmGtxPjI2z+NV2d04QOwPIZAw2PH9+QJsMslalfIProF+dsXqe1cnu6YVj1wd29iAj2beYjRFs5VehEBPvywd0yzFIzffDo2bJA1HhYFR/kJZPHCnGq0AGYdocMs9QuOLBj668utlD9YdXyGQNl8lghThc6Xp7uDYZZUhCqPq27uthyizemyrDKTpwudEA3zDIuLHx6Q6qdWyRao8VXF1toa3IOK9KKAN1qlRx7qyynDB3QrWbpSyTadCuBsCvLry62zPGsq4bjbmO83Vn84ACrtFNYzmlDB2DJDNO9H2o5sU6YsujqYgvkFl43mcdZOS2S4MCOVmunsIxTh46XpzsfzhlieFsNJ9YJ8+oHT0vrtDRVump243kcOdTfPpw6dEA3v6OmE+tE4+ZOijQZMrckeJ66efMoQGKUv8zj2JHThw40nBeYu+4H2TioUktmDGpxZfrqT9MNgZMQ5sOSGYNs3k7ROJcIHdC9Suqr0ZMKNHY/RkG0jrnK9H9/2Xi5xOpP0w2X/eknjmU/jn25TOgAzJ8c6VDnt4jW0QePfhNoYwWiW5NzTAJn69zhMnHsAFwqdMy9SkrwqJP+6uLGKtP3pRUYlsYBPpwzRALHQajuWmFr0FTVmEwsJoT5sCohWrrdKmTu6uKO7d2JW1e3NC7XTzsWlwwdML2nGiR41Kx+8BiTwHE8LjW8Mubl6c7eZ2JlqOUE6l9drCeB45hcNnTA/BzP9NcPyz4eldFU1ZB8qtDwdoy3uwSOA3PZ4ZWx+nM8Md66ncxSeez4zP3sGq5SafhxzSzuW3q4yc/lFhLD+DtGM3rcr/hVXDi+7u1s2HLXJaFzk6ZKd+iX/lAnkO65o6s/l9Posrj2HP+dFc/CvZaWwLjhP+F53n9lOgO83azbaCGhU5/xZjLQ3fL42AS5HcDR7EsrYP6WdMsWAir28cLIh/mgzIPev32JF+/tRYM+jLaCgtTv2Pb+h3ydUwG44T/pZT55NZ6e0uOxKgkdM/alFZgsuSaE+bD4wQGyz8MBaKpq+PeXWS16YbiR+T5Txy8hlRCmv/8JL4y9pZHPrqWm8ABvPvkEbxwuASJ49D+beC7W3/r/Iy7MpSeSGxMbFcSFhaMMG8/Wni1lyuojcjSGneUWXueptcdMAueT+/swd1JkEz3RWq5mpnIKgP7cGt7UPF073ANv4/GFs+kNQAZbdp6g1ErtFzoSOo0IDuzI3mdiDVXNKeU1xK1LY9lmuWXCHr46kseU1UdMJoxPzx/OlLjQZj7yOtmpadQCBA+iXzePZp7fDq9bx/NghO55FYczyattY+OFCQmdJnh5urN8drTh6FPQHfY+Ztk+OfBdIUWllSxYd4wJm+rmbxKj/Nn7TKxlq4s38vlxfy4AHcYOpJcl88JuPnQJ8dY9LixHIxMQViWhY4EpcaFcWDjKUGCYUl5D9NvHWbZZDn23pa3JOdz9yiHDecYx3u58OT2S5bNbsHO85DwnT1UA3gwc0JNOtmuusJCEjoWCAzuy6Y8jDPdqga7Xc/crh/jqSF4THylaKiO3hMnL9zN12xmT3s3WucNbeOWvlqrskxyoBuhOdJ/AhqtWzQnxo5P8lViVfDtbwMvTnZnjwzk9f7hJr2fCpnQmL98vR6G2UVFpJcs2p9Fv5RGSCjSAae+m5auHP5GffoJ8AI+hREdY+PE1l8n+vhiADoNCCZK/EquSzSetEBHsy/YFo9manMOLu86RUl5DUoGGpJVHSIzyJ2F8mOxmbgFzy+AAS0cE8fuJ4fj7tG/lZy4j59TN4y0G9CPU17KNftoL6RwqBvBj2K29ZEhmZRI6bTAlLpSxg7uycU/dYVEr0opYkVYk4WMBTVUNO1NyDcGtlxDmQ2J8RNu/d7WXyTycD4D3sL70sKjHUsOlHw5xFIABjB3SreVDMtEkCZ028vdpz9xJkdw1tBtrd501THpK+DSuqLSSjXtyWP99gUnYxAd5kXhPH6uVnmjzT7IvoxoIZMzwMDpY9EEX2Lf9O2oBt7Hx3Bne2l6WaIyEjpVEBPuyfHY0CbklZsNH/wc1tG+Ay5ZUZOSW8NXR/AbDqBhvd/5xX3gLJ4mbo0Vz7jTHAehNVO/Oln3MsU95d08xEM5Ds8YQLN0cq3PN334baix8kgo0JK1LI8bbnblxPbhzSDeXKKvQVNXwXWoBb319zjA5rGftno2pSs6dSqUcoNMgBvSyoMdSncW2VRvIBtxGPswjsa1Y7RLNktCxEX34PFV4ne0HLhhe3VPKa3j0i3PwxTkSwnyYNrI7wyMC2jBZ6ng0VTUczbzK3pOFJlX7eolR/sTHdLdxBf81ck5k6x4O7Ucvr2bio+YSya8uZMmeq+B2B39ZPJW+HhI5tiAFnwrRT5qu33+xwSs+YAigAb06q7IH1FzQxHi7M3NYEJNv66nM/1/VIZaP+DX/KnGjR+JWvn5yMI2tXWnLs/ji1QX86b1j1BLM+BXrWDUtnOYKJkTrSOjYwfGsqySfKmwwkaoXH+TFuEh/osP86B/i65C9IE1VDacvlHAiu5jvMooNNVH16Xs1Ss9l1VWW+zE68SX+dFtAwydVl3DhxF4+2bCF/ecrgGDGLXmLl2cOwls6OTYjoWNnzQUQ6EJoRC8fInt4ExXqR8/AjopPRmfkllB4rZIz+WVNhgzgAMPGWop3PcvoOR9RbdHz3eg87Df8ZdGTPDC0i8w52JiEjgM5nnW12Z6DXoy3O2NDfQgJ8KK7f3uCOnsR2Fn3B96a5fmi0kqulFYBkJaj2417MLOYjEKN2eFg/bbMHBZEdJifg6zOlXF05W948PXUJp7TgeBhoxkxZDgjfnEn40fJ8aRKkdBxUJYOXyyREOaDXwfTINCvqrWGfvgX0b2TaueghP1I6KiIfohTcE1jcS+kLer3puw1tBPORULHCZgbGgGUa2pIyy1r9OP0YaIX1rUTHdq708HTXXovwmYkdIQQipKifSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEoiR0hBCKktARQihKQkcIoSgJHSGEov4/tYV4dqIo+SwAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/71.jpg" } ]
<image>In \odot A, m \angle E A D = 42. Find m \widehat C B E.
B
64,519
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/72.jpg" } ]
<image>In \odot R, S U = 20, Y W = 20, and m \widehat Y X = 45. Find S V.
A
64,520
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/73.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/74.jpg" } ]
<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
D
64,522
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/75.jpg" } ]
<image>In \odot X, A B = 30, C D = 30, and m \widehat C Z = 40. Find m \widehat Y B.
B
64,523
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/76.jpg" } ]
<image>Quadrilateral M N O P is a rhombus. If P R = 12, find R N.
B
64,524
null
B
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", 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<image>Find m \angle Z.
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", 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/80.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
D
64,528
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/81.jpg" } ]
<image>P Q is tangent to circles R and S. Find P Q.
C
64,529
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/82.jpg" } ]
<image>For trapezoid Q R T U, V and S are midpoints of the legs. If V S = 9 and U T = 12, find Q R.
A
64,530
null
A
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SUkL/AQOYOnVqtYnugoZBmVbiTGqOPsS9rhVMvFq3kjfoOv9HX393eni73BIHoUlC+L9N0fz7d7nz46WPHqW9e83BYgkJCfznnXcAaN+hA/Pnzze6vyUsjD///BOAJ6ZOZYhubyBo/BSWlBFdEcGr23+cSNSQl5Nf6SC8EddVMOnjJ6fYdmjtrKiD0CQhfLDzFPN+PADA8XcmV9l4VYdWq6VvUBAZGRlY29gQFRWl7wdw5coVRo0cSX5+Pn5+fuz+6y+xD2gGZOYXE5WgISr+qtkVTIL81fTzd8ezlWkVTExalLk4GSbn1G7DbGVlxX33389XK1dSXlbGut9/57nnn6e8vJxnZ8wgPz8fW1tbVq1eLUTQTHBvYc+obl6M6ma850vQ5BOZkEVU/E0qmBSVcOJSGicupbHWYOycicF89EDNfSauxzQhmJilNnXqVFatWoWk1bJhwwaee/553nv3XX0Jw9dff52goCBTTBI0IfzdWuDv1oJJvY0rmJxNyyUqIZOoeLk4w7aTiUanV5NDuvLB5P4m/UyT3ISujgbJOQW1F0K7du0Y0F829OTJk/z88898+eWXAIwePZoZzz5rijmCZoCVSkV3LxceGdCB9+/vz1ePDcHToJDb3bd15tcZw00+wTRJCG5OlefAOXX0Lj9iUPD21XnzKC8vx9fXl08/+8wUUwTNkARNPoOWbCItIxeAibd1Yv3zd5p1jG/ajOBkepbaPffea1TB2Ua3LxBVnQW1ISm7kMFLNpOSngPAuP4d2fD8CLNzwM0XQh2WRgB2dnZ06NhR/3rKlCn07dvXFDMEzYyUnEKGLN1EUlo2AGP6dWDjSyMVKYRgkhD0WWpAbh3DLH744Qeio6L0r2NjYkwxQdDMSM8rYsjSzcSnaAAYEdSWTS+NVMzZZpIQbCuy1IDcOpwanTt3jrffftvovZiYGM6dO2eKGYJmQkZeMUOWbuZychYAw3sHsGXmGEVr1pr8JBt7XSh2LfcIxcXFPD19OkWFhTg7OzPPoEneD99/b6oZgiZOZn4xQ98L42JiJgAhPf3ZNnu04nkRJj/NQxeKXdtKFgsXLODChQsA/GfJEp5/4QV9b7D//fEH5eU1B2sJmheawhKGvbeFc/Fy99FBPfzYOWeMRaoHmiyEilDsvFrMCH/88Qdr18r+v/GhoUyePBlHR0dGjx4NgCYri7CwMFNNETRBcgpLGPbuFs5cTgdgQHdfdr0y1mI99kwWQkXTjZqy1OLj43nttdcAaOPpyQcffKC/Z9hE7+effjLVFEETI7eolNuXbeVUXBoAwV28+euVsRYN0zZjRpCFUFOIxZzZs7mWl4fKyooVK1bg4uKivzds2DB9y9Xw8PAqVSsEzY9rxaUMf38rsboiZ0GdvNgzb5zFi5mZLLGKhiF5NRyfbvjf/254T6VScTwy0lQTBE2M/JIy7ly+Td+KuFcHT/a+Nv6WtPwyfUaoKAZcXErdA7kFAmMKS8oY+eE2jp2VsxJ7tGvD3vnj9fnxlsZ0Ieh7qUkWqWYhaD4UlZYxasV2Dp+We951bevB/gWht7T5islCMAzF1ohiwAITKS7VMmbFDsJPynVdO/m7c2BBKGqnW5uSa4YQGl4vNUHjoqRcy7hPd7Bf11ylg5+a8AUTaV0PVS4UmRGy85tvnwSBaZRqJUI/2cnfugLGbX3cCF8wsd56QSgjhDpGoAqaN6Vaibs/28WuqMsA+Hm5Er5wosn5xkpgshAMW0hli82yoJaUaSXu/WI3245dAsDH04WIRRPqvSq3IjNCc24hJag9Wkli8sq/CTtyEQCvNi5ELJyIn2v9l4Y0fUZwND05R9D80EoSD361h42HzgPg0boV4QsnNJj6qCYLwU30UhPUEkmCKav3sj5czjtRuzsTsXBCrQrD3SrM2CNUCkE41AQ3QpLgsW/28duBswC4urXk0MIJdPRoWLWrTBaCnbVVZZaaWBoJqkGSYNr3+1mz9wwAzq4tiFg0kc5tGl6hBrPSfKwqstQsUB5e0Ph5+sdwfvjrNCC3yD20aCLdPBueCMBMIbRxrF1OgqD58ezPEXyz6wQANq2cOLJwAj28XGoYVX+YJYSKwLs8C7aZFTQ+Xlp7mFXb5TKeODtydGEovXxc69WmmjBLCM51zFsWNH3m/HaEz7dEyy9aOnJ8fihBvup6tak2mDcj6LzLOWKPIADmrTvGx7oGMjg5cGT++Fq1DGgIKLI0EkIQLPzjOB/8eVx+4WRP+PzxDGjbun6NqgNmCqEiS61EZKk1Y978M5p3N+jabDrac+C1UAa396hfo+qImUsjnVNNK5FXLGaF5sjisFjeWSe3EcPBjj2vjiekQ+MSAZgpBEPvsgjFbn4s2XaCt36LkF842LF77jiGX9eetrFglhBcDBKrNSICtVnx3vaTvP5LuNwM0N6GHS+PZUTXxtv21zwhOFZmE4l0zebDh7tPs2DNQb0Itsy5i9HdferbLLMwTwiGEaj5xWYbI2j4fPL3P8z94YAsAltrNs0ey7hA3/o2y2zM2yM4iiy15sQX+84y+7t9cjSdrTV/zB7LhJ5+9W2WIpi5NBJZas2F1QfO8+I3e2UR2Fiz7qUxRl0vGzvi1EhQI9+EX2DG13+DVgIbK9a+OJr7+wbUt1mKYpYQ3ES6ZpPnh8MXmb7qL1kE1lb8/PxIHurXtr7NUhwz9wiGWWpiadTUWHP0ElNX6kRgpeL750bwyIAO9W2WRTBLCPa2VmBrDdStl5qg4fPr8Ss8+uVuKNeClYr/zhjBE7d1rHlgI8X8RlQOdeulJmj4rI+K5+HPd0KZLIKvpt/JU0M61bdZFsVsIXjWsnOOoHGwMTaByZ/tgLJyUKn4/KnhzBjWub7NsjhmC6EiArU2vdQEDZvNJxO55+PtUCqL4ONpt/PC7V3r26xbgtlCcHasWBqJGaExs/VUEhP1IoAPnhjKrDu71bdZtwzzZwRHkaXW2Nl5JpnxK7ZBcRmo4N1HQnhlZI/6NuuWosDSSA6804g9QqPkr7OpjPlou14E7zw8hPlje9a3WbccxWYEhBAaHXsvpDPyg636f7u3HxzE6+N61bNV9YMCQjDIUhPLo0bDwUsZ3PH+Fr0I3ph8G2+F9qlnq+oPs4Vg1DBEbJgbBRFxGQxdFgaFcuj8gvv68++7g+rXqHpGuaURkC2OUBs8R69cZch7W6BAFsHcu/ux9J5+9WxV/WO2ENxEBGqjITI+k4HvbYGCIgBmT+jL8sn969mqhoFYGjUTopOy6PdeGFwrBOCFcUGseHBgPVvVcFBACKLNbEPnRHI2A5aGQZ4sghlje/P5lNvq2aqGhdlCMEzOyRHFgBscp1NzGLh0M2W5BQA8NaoXXz06uJ6taniYLwRH0UKqofJPWi6DlmyiKCcfgCdG9ODrx4fUs1UNEyGEJsr59FwGL9lEXrYsgkeGd+e7qcNQqerZsAaKAqdGlXsEIYSGwcWMPAYt3Uy25hoADw7tyk9P3S5EcBPMFoKDrQ3Y6LLUxPFpvROXeY3BSzeTlZkHwH1DuvDLM8OFCGrA/Aw1qMxSEyEW9Up8Vj5Dlm4m42ouAJMGdeb3Z+/ASqigRhQRgofIUqt3ErPzGbx0E6npOQCEDuzIuufuFCKoJYoIQZ+lJo5P64XknEIGL9lMcposgrH9OvC/F0ZiYyVEUFsUEUKFd1nMCLeetNwihizdRGJqNgCj+rZj08xR2AoR1AlFhOAsstTqhYy8Yoa8u4kryRoA7gxqS9is0UIEJqDM0kg3I2SJ6NNbxtV8WQSXErMAGNbLn60zx2Bnrcz5R3ND0T0CxWJpdCvIKihh6LthXEjIBGBITz92zBkjF1wTmIQyQqiINyrXkl9SpsQjBTdAU1jCsHfDOHslA4Dbeviya85Y2Z8jMBmFNssGLaQKRMMQS5FbVMrw97Zw+nI6AP26+LD7lbtwtBMiMBeFlkaGyTlin2AJ8opKGb5sCycupQEQ1NmbPa/eRQshAkVQZkZwEsk5luRacSl3LN9K9IVUAHp39GLvq+NoaW9bw0hBbVFECK4iOcdi5JeUMeLD7USeSwEgsL0n+14bV3lAIVAEhfYIld01RcMQ5SgsKWPUh9s5eiYJgO7t2rBv/nij9FiBMigiBKMEfuFLUISi0jJGr9jBodOJAHQJ8GD//PGonYQILIEySyMnkZyjJMWlWu76eCcHTyYA0NHPnQPzQ3FvYV/DSIGpKLRHMGghJZZGZlFSrmX8pzvYGxsPQDsfNeELJ+DhLERgSZRZGhlslkW8kemUaiUmfrabv6KvABDg7Ub4wgm0cXaoZ8uaPooIwdHOBmzkR4k+CaZRppWY9Nludhy/BICvpyvhCyfi7eJYz5Y1D5QLTrEXvdRMpUwrcd+Xf7H12EUAvNu4ELFoAr6uQgS3CsWE0Fp3rp1TKEIs6oJWknjgq7/ZdPgCAJ4erQhfNAF/txb1bFnzQjEhVBQDFr3Uao9Wknho1V7+iDgPQGt3Z8IXTaSdumU9W9b8UE4IDiJLrS5IEjz69T7WHTwLgJvamYhFE+ngLkRQHygmhIosNbFHqBlJgie+3c/a/f8A4OLWkoiFE+jk4VzPljVfFBNCRZjFVXF8WiNP/XCAn/acBsDJtQURCyfQ1bNVPVvVvFF8jyCy1G7OMz+F893uUwDYuThxZOFEunu51LNVAgWFoPMul2kpFFlq1fL8mkN8veMEAFbOThxZMJFAbyGChoBiWR0uBmHBmsJSkTV1HTPXHmblthj5RUtHji0IpY+va52ecfr0ab757385f/48WVlZtGvfnpEjRvD4E09gbW1d7ZiEhAR++uknzpw+zZUrV3ByciIkJIQnpk4lICDAzG/VdFBJkiQp8aAl207w+ppwAE4te5geYrrX88rvR/loU6T8ooUDRxdMoH9b9zo94+OPP2b58uWUl1Wdbfv378+aX36hZUvjE6eNGzfy6rx5XLt2rcqYVq1a8c233zJkiCgTD4pulkUvtep4bcPxShE4OXBofmidRbB161aWLVtGeVkZNra2DAkJYfjw4bR0lk+Zjh07xkcffmg0JjU1lVdeflkvgl69ezM+NBQ/f38AcnNzeeXll9FqtWZ+w6aBYkJwNUrgF0IAeH1jFO//cUx+4WjPwdfGc1u71nV+ztIlS5C0WqysrPh17VrWrVvHL2vXsnfvXmxs5CXozz//bDRm5cqVFBbKraKmTZvG9u3b+frrrzlw4AA9e/YEID4+nn179pj+BZsQys0IRjkJIszirU0xLFl/RH7haM++V8czpINHnZ9z/PhxLlyQwy9GjRrFYIOljLe3N8HBwYD8Fz41NVV/758zZ/TXDzz4oP7azs6OMWPG6F+fv3ixzjY1RRTb0bo6iiy1Cv69JZbFvx+SXzjY8ffccQzr1MakZ0VFRemvX5o5s8r9N958k5iYGKysrHBzc9O/n5ubq7+umAEq6NW7t/46KyvLJLuaGhYRQnPOW1667QT/92uE/MLBjl2vjOOOLp4mP+/ECfm41c7Ojn79qjYG79+/P/37V+2V3Lp15RIsNjbWaGzFDAPQvXt3k21rSii2NHJzqsygaq7xRst3nmLRL+EgAfY2bH95LCO7eZn1zDOnZQ+0v78/Kl2vg1OnTrElLIyUlJQbjgsJCdFf79i+3ejevr179dcDqhFRc0S5GcGol1rzWxqt+Os0r/50UBaBnQ1hc+5iTHcfs5+bni5XtfP19WXHjh28Om8eGRkZ+vvePj58/PHHDB061GjcI48+yvfff8/ly5f5/PPPSU9Pp1u3bhw8eJD9+/cDMHfuXLx9zLexKaCYHwFA9eRqKNfy6PDu/DT9dqUe2+D5bM9ZZn67V46ms7Xmzzl3MbGXnyLP7t6tGzk5OXTt2pWExEQK8vOrfMbGxoYvPv+cCXffbfR+RkYG/3r7bTZs2FBlzCuvvMK8V19VxMamgLLlk+2bXy+1r/afY+Z3lSJYP3OMYiIAKCmRl5lnz56luKiIefPmsWPnTjZs2MC9994LQFlZGf9avLiKTyBs82bCwsKqfe7q1aurFUhzRdE4CLWjLVkFRQ0mbzklJYUVK1YQGxODJEkEBwcza/ZsvLzMW7dX8PXB8zz33z2glcDGmt9eHM19QcqGLZSUVv5RmTt3LnNefln/etDgwVy7do2dO3eSlJTEpk2bmDRpEgC//forixYtAiAwMJDX5s+nbdu2HDp0iHfeeYe8vDxmz5qFl5eX8C6jsBBcHGzJomFkqUVGRjLl4YfJy8vTvxcbG0tYWBjbtm0ze2383aGLPLP6b50IrPjlhVE8ENzWXLOrYGtjQ3lZGVZWVkydNq3K/aemT2fnzp0AnDxxgkmTJlFSUsLixYsB8PT05M9Nm3B0lPOfu3TpQseOHXlg8mTKy8tZ8dFHQggovDSqyFKr7yJfkiQx86WXyMvLo0OHDnzy6ae8v3w53j4+ZGRkMGPGDLOe/+ORSzz51V+yCKyt+Om5kTzcv50yxl9HxS+wi4urkZ+ggl69eumvr8TLtZD+OXNG7x944IEH9M+oICQkhE6dOgEQaeCnaM4oOiM4O1W0ma3fGeHShQvExcXh6OjI+g0b8PSUz/EHDRzIHXfeSXR0NHl5eTg71z0jbO2xyzyxcjeUa8FKxbfPjuDRgR2U/gp6HBzkmkY36hJrGGhXEZB32sCrHNC2+lmqbbt2XLhwgYL8fJP/XzQlLDIjZNRRCF9//TUhISGEhIQQFxd3w8+tW7eOua+8wvjx4xl+++1MmzqV9evXV/lc3BW5QJarm5teBAAdO3emlYsL5eXlN/05N+L3yCtM+WIXlMki+PqZEUwb1LHOz6kLnrr9jOESz5DMq1f1123btQPkGbECW9vqq2YXFxUBYG1jQ4sWomKGojOCvlR5HRxqWVlZLFu2jGu6f+ji4qpxSrm5ucx45hn27dtn9P758+fZsWMHW7dsYdXq1VhZyboODg5GpVKRkpxMRHi4Pj4nKiqK7OxsVFZWtG/fvk7fbUN0PA9+vhPKysFKxcrpdzA9pFOdnmEKAwcOJDoqitLSUi5fvkw73S97BeEREfrrinsdDb7b+XPnqn3uFd0fC4/WrfX/35ozys4IFYF3ZeUUldYuS23x4sV6EdyIpUuX6kXg4uLC6NGjGTp0qD7ycsuWLfz666/6z6vVavoEBQHw+BNPMGfOHF584QXuv+8+JK2W24cNq9NS4M+YBO7/dAeUloNKxafThvPssC61Hm8Ohh7i1atWGd2TJIk1uqhTa2trvVOtU5cuei/0//74o8ofl3379pGQIBcY7tatm8Vsb1RICvLq+mMSj6+UeHyllJxdUOPnT5w4Ifn6+EjeXl76/86cOWP0mYKCAsnf31/y9vKSOnbsKCUnJ+vvbdq4UT9u3F13GY1LS0uT+gUHGz3b28tLChkyREpJSan1d9p8IlFi+tfy93riK+mj3adqPVYJCgsLpdsGDpS8vbwkXx8fadmyZVJqaqp09uxZ6eU5c/Tf69kZM4zGTZs6VX8vNDRUOnLkiJSbmyvt2LFD6tGjh/7enj17bun3aago6ln+z9YTvPGLnKV2etnDNSalT7r7bo4ePYrKygpJ5wz66++/jf5KRUdHM37cOACGDRvGr7/9pr9XXl5Ol86dKSwsRK1Wc/LUKaPnFxcXs3vXLrZu3UpJSQn9Bwxg6tSp2NnVrsfA9tPJ3PXRViguAxUsf2woc0cH1mqskpw5c4bQ0FCKdPkF1+Pu7s6mzZuNlk1xcXGMGjlSn5NQHXfccQdrfvlFaXMbJYoujYyy1Go4Qt24cSNHjx6lpbMzzz777A0/l20QJlxx5FeBtbU1HTrIJza51Syv7O3tGR8ayqeffcZXq1bxzDPP1FoEu/5J5a4V2/UiWPpISL2IAOQI0c8+/ZQ2baqGcgcGBrJjx44qe4f27duza/du+vTpU2WMtY0Njz72GD9dl8zTnFHWoWYQeHezdM2SkhL+rXP4zJw5k5tNSp7e3vrrc9Vs/CrWuu2v+0Uwh7/PpTH6w636Tf+/HxrMgrE9axhlWcaHhjJ6zBiOHj1KXFwcDg4ODBgw4KYJ+O3bt2frtm0kJydz4sQJkpKS6N6tG32Dg/XHsgIZRYVglJNwE+/yJx9/THJyMgEBATz33HN8+eWXN/xsp06dcHd3JzMzk6joaAoKCnBycgLkU6CKBBRDx5I57L+QzojlW/QieOvBQbwxvncNo24Ntra2DBkypM6eYB8fH3xElOlNsZgQbpS3nJqaysqVKwF46+23b3jOXYGtrS2vzJ3LG6+/TkF+PqNHj+aByZMpKi7mpx9/BORQ5NffeMNs+8MvZXD7+5UieH3yQN6eUHVpIWh6KCuEWvRS+9fbb1NQUMDgIUMYp9sE18STTz6Jm5sbCxcsIO7SJZYtW6a/FxAQwJpffsHbYAllCocvXyVk2RbQ5Vu/ek9/3rm7r1nPFDQeFN0sG1ayqK4YcGRkJH9u2oS1tTXvvPNOrZ+bmprK6tWrycnJqXIvPj6e+a+9Vm3tntpy7Eomg94LgwLZ2/ryxGCW3Vc1LVLQdFFYCDefERYtXIik1fLQQw/VOle2tLSU+++/n6jISKxtbJg7dy47d+1i3fr1jB49GoCDBw8yrZrIzNoQlZDFgPfCIF8WwczQvnz4wACTniVovCgbdOdgC1Yq0EpVchJ++/VXYmNjcXZ2rtN6fvWqVcRdkvuKvb5oEc89/7z+3uDBg7n3nns4cuQI4QcPEhkZqS9vUhtikrLp/24YXJPP2p8f14dPHhpY6/GCpoPyBUod7KCguMrSaMWKFQC4uLqy8rpTouORkfrr/379Ne3at+fFF18E4MCBA/JjHRyY9uSTRuNUKhXTnnySI0fk+kH79u2rtRBOpeQw8N1NaPMKAHh6TC++mDKoll9S0NRQXAhuDnZoCorJLTKOb6mInkxMSODTTz+94fiff/4ZKysrvRAu6ApQqdXqas++u3SpjPm5WVUHQ86k5jBw6SZKcmQRTBsZyOrHRHJKc0ZxIbg42KKh6mbZw8NDHwh2PYWFheTrktKdnJyMA+J0zrYbVXsu0oUTA7i0qrnZxtm0XAYv3UxBtvzzHrujB988MbSGUYKmjuJCqOiTkHfdHuGvv/++4ZhPPvmEd5cuBWBzWJhRrJG/vz+JiYmkp6dTWFhYJdvq/Pnz+ms/v5snzV/IyGPw0s3kaOQTpoeHdeOHJ4fdMOlF0HxQPBBd30tNoSy1ihia4uLiKoVuAX7UOdUAfeh1dVzKvMbgJZvQZMlLtAeGdmXN08OFCASABYRQkaWWppAQpj/9tD5xZPHixaxatYqU5GQSExOZNWsWkcePA9A3OLjaADOAy1nXGPyfTVzNlEVw7+AurH1GiEBQifJCcKx7ltrN6NGjBw/qqjmXlZby9ltv0a9fPwYOGMC6338HwMHRUV+65HoSNPkMWbKZ9KtyTNLE2zrx27N3YCVUIDDAAkLQOdVKyykurXsTiurCpD/48EPeeOMN7O3tq9zz8fFhw4YNRplcFSRlFzJ4yWZS0mWP9Lj+Hdnw/AhsrIQIBMYompgDMG/dMT74U16upH42Fc9WyoX7FhcXc/r0aU6dOoWDgwMDBw68YRhySk4hg5ZsIj5FA8CYfh3YPHMUtkIEgmpQ/vjUIPBOU1iiqBDs7e3p27cvffvePBguPa+IIUs360UwIqgtm14aKUQguCGKL40MI1Dro5daRl4xQ5Zu5nKynNk2vHcAW2aOwc5aVGoQ3BjFfztcHA3Lw99aIWTmFzP0vTAuJmYCMLSXP9tmj8beVohAcHOUnxEc6qeFVFZBCUPfDeNcvNw7YFAPP3bMHoODrej3LKgZ5WeEFpUnO7eqhVROYQm3v7eFf67IIhjQ3Zddr4wVTc8FtUb5GcEoJ8Hy3TVzi0q5fdlWTsWlARDcxZu/XhlLCyECQR1QXAhuhnsECxcDzisqZfj7W4m9KLdVDerkxZ5542hpf/M8aIHgehrtqVF+SRl3Lt9G9Hk59LpXB0/2vjZeTg4SCOqI8kF39rosNSDXQkIoLCljxAfbOH4uGYAe7dqwd/74yiLEAkEdUVwIKhUW7aVWVFrGqBXbOXImCYCubT3YvyAUN8faVbATCKrDIgfsLg4VodjKzgjFpVrGrNhB+MlEADr7u3NgQShqJyECgXlYVggFys0IJeVa7vpkO/tPyCUeO/ipObhgIq1bVA3EEwjqimWEUJGlptDSqFQrEfrJTvbEyD3C2vq4Eb5gIh7OQgQCZbCIECp7qZm/NCrVSkz8dBe7oi4D4O/tRvjCiYoG8wkEFhFCRZZaupkhFmVaiXu/2M3243JdIx9PF8IXhuLj4ljDSIGgblhICPKMoC02fUbQShL3f/k3YUfkci5ebVw4tGgifq6i8Z1AeSwjhIpTnJIySsrrnqWmlSQe+GoPfx6WK1S0ad2KiEUT8HcTIhBYBosujaDu3mVJgimr97IhXG4KonZ3JuL1ibRTt6xhpEBgOhY9NYIb90moDkmCx77Zx28HzgLg6taSQwsn0MFdiEBgWSwjBMN4o1om50gSTPt+P2v2yl3jnV1bELFoIp3b1Fy9TiAwFwvNCHXPUnv6x3B++Os0AA4uLTi0aCLdPIUIBLcGiwjBKEutFt7lZ3+O4JtdJwCwaeXE0YUT6FFDa1qBQEksI4RatJCq4MVfDrNqe6z8wtmRowtD6enjagmzBIIbYhkhtKjd0mj2b0f4Ymu0/KKlI8fnhxLkq7aESQLBTbGMEGrRZnbeumN8sjlKftHCgSPzxxMc4G4JcwSCGrGIENxq6KW28I/j+mp4ONkT8VooA9q2toQpAkGtsJxDTVdk9/rAuzf/jObdDcfkF472HHgtlEHthQgE9YtFhCBnqVXNSfhXWAzvrDssv3CwY8+r4wnp4GEJEwSCOmGxEnAVSfQVJV3+s/UEb/92SL7pYMfuueMY3qmNpX68QFAnLCaEig1zbmEp720/yRtrw0EC7G3Y8fJYRnT1stSPFgjqjMWqYFUE3h07m8yxc8l6EWyZcxeju/tY6scKBCZhuaWRQZgFEmBnw6bZYxkX6GupHykQmIzFhGBt2IvA1po/Zo1hQs+bd70UCOoLiwnBx9VJf73upTFM6u1vqR8lEJiN5fYIjnZgY8WvL47h/r7Vt3cSCBoKFpsRWrew5+fnR/Jgv7aW+hECgWIo3kywgvySMlGaXdBosJgQBILGhGguJhAghCAQAEIIAgEghCAQAEIIAgEghCAQAEIIAgEghCAQAEIIAgEghCAQAEIIAgEghCAQAEIIAgEA/w9eHTkzoGbRhgAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/83.jpg" } ]
<image>Find x. Round the angle measure to the nearest degree.
B
64,531
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/84.jpg" } ]
<image>In \odot C, m \angle H C G = 2 x and m \angle H C D = 6 x + 28, find m \widehat E F.
B
64,532
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/85.jpg" } ]
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
A
64,533
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/86.jpg" } ]
<image>Quadrilateral A B C D is inscribed in \odot Z such that m \angle B Z A = 104, m \widehat C B = 94, and A B \parallel D C. Find m \angle B D A.
B
64,534
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/87.jpg" } ]
<image>H is the incenter of \triangle A B C. Find m \angle H A C.
D
64,535
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/88.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
B
64,536
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/89.jpg" } ]
<image>W X Y Z is a parallelogram. Find m \angle Y Z W.
D
64,537
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/90.jpg" } ]
<image>Find m \angle H.
C
64,538
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/91.jpg" } ]
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