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answer
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null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/400.jpg" } ]
<image>What is the perimeter of the triangle shown below? Round to the nearest tenth.
C
64,848
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/401.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
B
64,849
null
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ETCQhNHtJAE0T+yR8xAwmITQ7SQBNAy39Xm56rELCR8xosSFUNkIIvV7dHT3zFDODBNAU5/aFuO2pajYf7JfwETPeYAj9ZYQQ+sr/atjd6oj2kxPTnwTQFKaqKne8VMfa6m48/qH+WRI+YiaLDaHY7bi6Tjdffrqaxl4PcnlkZpAAmsL+8E4T/9jawkBkngrAD9bM4SPLMiV8xIw2GEL3XlVMdkJ4ZENIVdnU0M93Xqij2+WL90sU40ACaIpaW9XNz187QKfTH20seuPKbD5zci5JZr2Ej5jxdBqFVfOSuOvC+SSZ9UC4s/bTuzu4Z91B+mMezMT0JAE0BVW0Ofn6/6pp6hsa4nXGvCR+cP5c0m0yy0fMHgathmuXZXDL6bnYjeEJqm5/iPs2NvLfne3Rkd9iepIAmmI6nT5u+W8VVR0uQpH0mZ9q5rdXFlOQbEKaWovZxmLQ8vWzCrhs4VB/uH5PgO+9UMfb+3vxB+VAaLqSAJpCfIEQX326hk0NfdFvqiSzjvuvLmFhlhWtpI+YpZLMen55aREnFSREB9cNtuypandKZdw0JQE0hdz1yn6eq+iMbivoNAq/vmwBq+YlYdDKp0rMbrmJJn57ZTHzU8xoIpVxlR0uvvJMNa39XqmMm4bkXW2K+PuWFh7c1EyfJxAtOrj97EKuXJyOxaCN62sTYipQFFiUbePXly8g0xYuxAmGVNbv6+OHL++j1+OP90sUYyQBNAXsaXVw1yv7aXf4ok9x1y7N4JZVeSRLxZsQUTqNwrnFKXz//LkkmnUA+IIhHtvRzuPb26OjvsX0IAEUZ75AiO88XxedDAlwUn4CP71oPll2o1S8CXEIo07DJ1dm86mVOVgjuwNOX5Cfvbqfqg6XnAdNIxJAcfbAxkbWx1TypFr0/ObKYuakmqXiTYjDsBq0fPe8Oayam4ghUpTQ1O/lxy/vo8clW3HThQRQHO1oGuC3Gw7Sd0ing6U5NnSSPkIcUapVz08ujOwUACEVXq7q5l/b23DKVty0IAEUJx5/iO8+XzfssumlZalcuywLsxQdCDEqy3Lt3LY6jwRT+DzIEwjxi9frqWiT0uzpQAIoTu5df5C3Dwzd98mwGfjxBfNJt0rRgRCjpdMqfPaUXFbPHbqq0DLg44cv7aNbtuKmPAmgONhysJ/7NzbS7x3aevvRmrmUyWVTIcYswaTjzovmkZMYblOlqvBabQ//eK9FtuKmOAmgSebyBfnu83U0x1ycu3JROh9akoFJL58OIY7F4mwbXz2jgARjeCvOGwhx9xsN7Gp2EJCtuClL3vEm2T3rGth8sD/6TZGdYOCHa+aSKltvQhwznUbhppXZnF2UhDHSL67N4eMHL9fR5ZStuKlKAmgSvVPfxx/ebWIgsvWmAHdeOI+SDNl6E+J42U067rpwPnmJ4ftzKvDWvj4e2tyMwytbcVORBNAk8QVCfP/FOlr7h7odfHhpBleUp8vWmxDjpCzTyjfOKiDRNLQV93/rGqQqboqSd75J8uj2VrY2DUS33vITjXz/fNl6E2I8aTUKnzgxmzXFKdHRDZ1OP/cdct9OTA0SQJOg3xPg3vWNDHiGtgHuOH8uRWkWNNJrR4hxZTVo+eGauWTawqO8VeDJXR1saxyQ2UFTjATQJHhwUxO1nS6Ckb23UwsTuLw8HaNsvQkxIUoyrHz8hCysxqFecb95q0FWQVOMvANOsJZ+L396pyl6H0GjhMcsyNabEBNHq1H4wml55Ccaoz0VX6vp4c26HrwBGeM9VUgATbDfbWjkYK832un6otJUVs1LRqeV+BFiIuUkGvnMKTnYjUNtev7vzQZpVjqFSABNoOoOF49sbcUdeeIyaBS+cVYhSWadrH6EmGAaBW48MYfidHP0msPWxn6e3duJyy9l2VOBBNAE+vWbDbTFDJn7yPJMluXapdO1EJMk2arnltPzSYicBfmCKr95q4FOhx8pR4g/CaAJsrmhn2f3duCLrH7sRi1fXp2P3SidroWYLArwoSXpLM+1o49se1d3uPnXtlaccjk17iSAJoCqqtz9xgG6nENPWZ86KYfiDIt0PBBiktmMOr5yxtDl1EBI5YG3G2ns8xBSZR0UTxJAE2BtVTfr6nqidw6y7Aa+cGpudHywEGJynV+cwhnzhvrENfZ5eWhTMwOyCoorCaBxFgqp/HpdAz3uQHT1c8uqPAqSTXLpVIg4Mek1fO3MApIiq6CQCn/d0sKBHresguJIAmicbazvZXtMy52iNAufWJGFWS+rHyHiaWVBApcuTMMcuQDe5fTz5PsdchYURxJA4+zhLa3DlvWfOyWHDHu4O68QIn4MWg03n5YbHd+tAo9sa6XXLd0R4kUCaBwd6HaztqorWvmWZtHzoSXp0aaIQoj4WpJj59TCxOhZUH2Ph9dqunH7pTtCPMg74zh6dHsb3TFnP9cszSDDJqsfIaYKvVbhYysysUWuQwRDKo9sbYvO6BKTSwJonLh8Qf65rRVP5ElKp1H45InZ0f1mIcTUcGFpGvNShrojbKzvZU+rQzplx4G8O46T5/Z0Rnq+hb+IzylKpkTu/Qgx5diMWq5ZmoEtci3CEwjxr+1tOHxSjDDZJIDGyUNbmnHFfAHfuDI7uswXQkwt1y3PJMUy1JH+qV0dtPZ7pSR7kkkAjYPNDf1sbRwqvS5JN3NWUTJ6rXx4hZiKchONXFiSgjmyCupy+XlmdwcunxQjTCZ5hxwHf9/STH9M6fXHVmSTZJZ5P0JMVRolPLp7sDejqsIjW1vol4F1k0oC6Di19Ht5dm8nvmD4ySnBqOXaZRkYdRI/QkxlJ+TbWZFrwxBpUlrV4eatfb3RQiIx8SSAjtNj29vocgWiIxeuWpxBToJR2u4IMcUZtBquX5GFzTjUpPSf21qkGGESSQAdB1VVeXxHG57IxVONAjetzI7uKwshprbLytPJTxp6YHy9pofGXg9BKUaYFBJAx2FPq5PaLjfBSPHByQUJlGfbZOCcENNEgknHZQvTsBrCb4Uuf4g363pkG26SSAAdh7XVw1t4XFyWJiMXhJhGFODislQsMd+3r1R345IAmhQSQMfhhYrOaN83BbiwJDV6oCmEmB5W5NnJSTCgjWzDbdjXS7fTh+zCTTwJoGPU0ONhd4szevenPMvK3FSzdD4QYpox6rScNT8ZU6Rt1oA3yNv1fdGzXTFxJICO0avVXThjqmUuKEmVvm9CTFNrilOxRL5/VQa34aQabqLJO+YxeqGiC29w6AnporJUDDJ2QYhp6bS5iaRa9NHO9a/X9ODwDHW2FxND3jGPQbfLx6aGfgKR7rmFySYWZUn1mxDTld2o47S5idHZXR1OP1sbB6JnvGJiSAAdgzdqe+mLeTo6b0EKVmk8KsS0pShwfnEKFn34+zikqlINNwkkgI7BixVd+GJmh1xUlopRGo8KMa2dXZSC3aiN9nB8pbobt5wDTSh51xwjty/IG7Xd0d5vqRY9pxQmoJPyayGmtXSbnhPyE6JnuQd6POxpkUF1E0kCaIw21vcO6/12dlESCSaddL4WYprTKEpkGy78thgIqbxW0yOroAkkATRGr9f0Rlc/EB7va5DtNyFmhPMWJEfPgQDerOsZ1u1EjC955xyj9w72RZfkOo3CmfOTJICEmCEKU8wsSDejj1S07m514PAFpRx7gsg75xh4AyEq2p3R5qPz08zhsb6y/ybEjKDTKCzOtkXPgVy+EDUdLjkHmiASQGNQ2ebE4QtFn4aW5dhk7LYQM8ySbHu0p6MK7GpxyH2gCSLvnmOwo3kgevkUYFmOPbpUF0LMDEtyrMO6muxsdgw79xXjRwJoDHY0OaLNRyEcQNL9QIiZZWGmDYteE61s3dkygFdWQBNCAmgMdjQPRAPIoNVQnmWV7tdCzDBWg5aiNEv0bl91hwuHNyjjGSaABNAouXxBqtpd0QKE4nQzNpNWChCEmGEUBRZnW6PVrZ6ASlW7C79sw407CaBR2tvmxB2ILUCwo9fIh0+ImWhJtg1j7DlQywBeqYQbd/IOOkrbmwaGlWIuy7VL+x0hZqjYSjiAnVIJNyEkgEZpR9PA8AKEXBm/IMRMVZphwWYYakwqlXATQwJolHY0D1XAmfUaSjMsUoAgxAxlMmgpTregj6yC6rrc9LoDUogwziSARqHfE6Cuyx0tQCjNsGA1SANSIWYqBYZ1RPAFVSrbnbIKGmcSQKOwv9sz7B7AkmzZfhNipouthAOo7XRLS55xpov3Cxg7H/i62LO5mk5fkHAsKCTOPZElhRMTDM39XmKOfyhINiEdeISY2fKSTMPeT1r6vQSPcw9OdRzg/Z0H6PMEwu9dmiTmrlhEvt3A6GuaXDTt2sH+Ti/+2NdjyOTUE4sxmfTH9Ron0/QLIP8+/LVv8psfPUpFv5fwpI5Ezv3hI5Tl2dBNQDC09nsJxSRQlt2IRi4ACTGjZdkNw8552wb80W34Y+Xe9jh3/+R56ns9hABN0jl858F5ZNsNaI/6uwG1n71P3M3PH1zH/t7B9z9QzHM4/9Y7WKEqmI7rFU6uaRdAod499O7ZSkVzK20uf/hejiGHzEIjmgkqi24d8A1bAWUlGCSAhJjhMmzGYQ+07Q7fsErYsQtwYO8uGlpaaB8Iv3cZ8jPJNerQjebtRO1lxz9+xs8fXMuuxn58kdei2Eu44uZbueHsImym6fWWPr1eLeCr2kP1+5U4A0MzOrRZ5SzK1I9hCTs2rf1eQuqhK6CJ+buEEFNDolmLRR/udqKq0DbgPb4VkNpNZVUTbn8g8t6lJadkIekmw9EP44MdbP7rT/nlQ69T0eqIho82eSkf+dZ3+cyFS8lLnH7vS9MsgII07Klk156umLYYCtbicorMuokLoAHfIQEkKyAhZjqNopBm1VPXpRBQVdoGfBxXDYK3msoaBz5f5A9R7CxYOA/L0Spq/S1s+MNPuPufb1Hd7sQfCR9dxinc9N3v8IlzSiPvScfx2uJkegVQqI/KPfXs2u9hqBpSx5xF5dh1E1cWHbsFZ9VrSDDqpAecELNAZuQcKBBS6XIF8EV2Xo7l2z9woJKabi/+wRDTzaW0zI7BcIT1j7eB1++7i1//+x3qOlwEIg/Cxtyz+NwPbuejpy8g3aqbluED0y2A/NXsrXFS6VCHnkQ0mZSVZ2IY1SbqsWntH1oBZdgNaEd1WiiEmO4ybUOFCEFVpdMZoDBZPYZL6Cp9VZU0un0EIu9d2pxSyjJMHDZ/3HW8eM9PuPfJTezr8kQq8BQs8y7i1u9/hStPnkeaeXo3RJ5WARRs3Etlh5/2IEQ34CwLKC+2TlhfNm8gRK8nEF0BSQWcELNH5iHl0W0OH8HQsQSQj9qKOgZ8kcIpFGzFZcyzGEYsQFAdlTx99138/tltHOjxRB64FewLP8TX7riZS1YUkmzSTvvL8NMogEI4Knaz3x3AG7MPq527iPLEiTv/aXf4onuuIOc/QswmGYeUYrcf612gYCOV1Z14/YOPzjrmlJZhN+o/UICg9u7i8V/+hD+9+D6NfYN3ELWkrPgYt3/vM5y3KJdEo2bahw9MqwAKULO7GkcgyFBPAg0ZCxeRZdBNWEuH1oFDKuASpl+liRDi2GTaDMMuo7Y5fBxLU2y1v4qqAy58/uj+G6ULMzHph+/nh7re4+8/+zkPvbqblv7Bs2cdmad/hu986xOcWZaFTT8zwgemUwAFW9hb0YYvtgxFMbOgvBirbuKWoq39fkIxX3BZdr2sgGYBVVXZ2eLg8R1t7Gpx0usOYNJpyEsycuWidM4vTsFikMPAmS7zA5dRfcdUih2oq6S23xctQFBsRZTOt2DQD/3ZgfZ3+MtdP+eRNytpc/gj4WMk/9xb+O43ruW0BelYdDMnfGA6BZCrkor9bgKxAaSdw8JFiRM6l0dWQLPPuwf6uHf9QTY19NPl9OMJhAiGVBQF9FoNL1d1MTfFzE0rs/nYCdmY9dKXaaYKnwENXwGNPYCCNFdU0eH1RXdvdHPKKEswMvil4296gwfu/BX/3lBNhyty5qxYKLrsq3zvtis5cW4qJq0yo8IHplEA+Wt3U9kfGFaHr8koozzXOCHtdwYd2oI93SoroJls/b4evvRkNTWdLjz+oQm4g/zBIC5fkA6Hn5oOF50uP7euyscqq6EZKc0yfAXU6w4MeyAdHQfVlftx+oYuoGaWlpFp0qMFPPtf4r47f8OTm+roHHy/0SRSfu03+e7nL2JpQTKmGTr8cpoEUIi2PRW0+oLD3hDMReWUWiauAAGITEEc+luN0oV0xlq/r4dbnqxmb5vzqE+5gZBKh9PP3W80oKgKX1qdJyE0Axl1w1cd/qD6gYeSo/Lvo7KmH99gAYJiZcHC+VgMetzVz/B/d93Hs+/V0+2OvL9pUznhhu/w7U+dR3lOAoYZvOUyTd5N3VTuqcMViA0gLQXli0jUT2wpYiA0/AtOp1Wmdd29GJk3EOL7L+6jsv3o4ROr2+Xn/715gD2tjuNuVCmmHq1GGXbr1H8Mn+NQWyVVrR58g51DdYWUliXgqXmCX/zgNzyzJSZ8ALCQv3gpc9LsMzp8YLoEkL+OvVV9w89/NGmULsqb8BXJoc0HZQ7QzPRqdTe725zHNO+l2+Xnse1tuPzBo/9iMa3oNMNXQMGgOuapqK6qSuqdMRdQM0vIbXmCX995P89va6DXM3xnh1Arb7+wnkaHh5n+FTUttuBCXXupaPQybBihqYiFJRN3AXXQoSugQEjF7QtN6LmTmFyqCn/d1MyA59i/3f+1vZXPnpxDYbJZVsgziArDAscf+uC54JH5qa+optfnH7o8H9rNY79+g/qWHpyD54yKgqJG3mtUP50bn+DpbedReJaZBMPM/YKaFgHkqdhDrWt4AYK2oJzyFP2ED4YLBNXYIyA+/XgFZr3s9c80TX3emAa3Y9fu8HPxg++jlzPCGael3xv98Zi3WUOdVFa14PENPdwE2+uoDAUIRh5uFXspV3zxMvjfX1hb3Y0rCCFXDS/862UuX349i9Ito5sVNA1NgwDyU7+nit5h5z8aUksXkW/UTvge4qG3nhv7vIf5lWI2C6lQ3+OJ98sQE8wfCt8RGzV3DZX7nEMXUAE14CcQ+bEu7UQ+9u1vc+O583Gad7P9ntdp6POiEqDr3Sd4auv5zD27gATjzFwFTf3HtVA3FRUNeIc9nRopWlSGbQIvoAohxKE80Vk+oxM4sJeanpgO2DGM+Wdz809+yGcuWEJuUiJFl32E8+YnYI4sd0Lufbz02MvU9btm7FnQ1F8B+arZU+2KKUDQgraAsvIU9JNwEHNo08GlOTYSjbpj68cupqSQqrKloR/vcQ17gUVZVpLNejkDmiF8gRA7mh14YnrvaDVjuQyq0lNZTZPbHy1ACFOwl1zBbd+7hctOnEOqOTzeRZNyEtdcdSKv1b3OgcFV0Kb/8NTm85l33hwSZ+AqaMoHkL9+D1Vd/qECBE0ymuRSyguNE37+A5Gqt5jP+x3nzWFlfuKk/N1icqjA7c/W8tTuDrzH0ugLyE8y8tBHF5JpN8izyQzxqzcb2N3qHPa/2Yw6lFE/YXipqazBGe2ADaAl5YSPc/t3PsV5i3NJNMbs4ihm5l78Uc57eiuPvt+OKwCqez8vP/YSV6z8JEszrFP/DXuMpvh/T4j+ir00eGMakOqL0C9YQpl9Yi+gDjq0DDPFoic3ySjl2DPMTSdl83J19zEH0LXLMinJsGA3TvFvKTEqTb1eXqvpxuUf/vWg14yhF1uggYrqHry+oQ7YWWfczPe+eR2rSjNHbCqqS1nJNVefxGt1r1DfG14Fdb/3X55890KKLph5q6Ap/hzvp3pPuAN2dAMufyH5i5eSqpu4DtixdIcsdQ69FyRmhtVzk1iSZT2mBwurQcN1yzKxSHXkjPHHdxtp6PF8oO2OfgwX0dW+SqoOuvBFLwDlc+ZHLuOkBSOHDwCKmTkXfZQ1RYlYIs8yqruetY+9QHWfK1q8MFNM7QAKNrK3sotA9KlUQ1JJOaVL5mOcpIs4ukO+2vzHcBFNTH1mg5Z7rlxAeaZ1TMPGrHoN91xRTOkYf5+Yumo7XPx7RzsO3weP/sfyOfbVVFI3ENMBO3EBi0pSsRxllo8u+QQ+9KGTybQZI2/QQXq3/Zcn327F6Tn2qwJT0ZQOoFD/Xvbud8fM39Azb/FCliy2T/gF1EEGnULsJtyxbtGIqW9xtp0HP1LGolGGiVWv4Z4ri/nw0kwZzTCDPPB2U8wguOEMo+5IHaSpspouz9AFVP2cMkrtBo56r1QxUXjhdawpTsI8uAryNPDKY89TNcNWQVM6gALVe6gZiLmAqs2jbFEaSzK0k9aJIMWiGzZ+ocPpP4ZuuGI60GkUluXa+fv15XzzrAIKk00jdj636jV8eGkG//rEIq5dlkmiWSeFBzPErpYB/renI9pWyaLXDNtySzbr0YxmFaQOUFVRj8vvj3bAzi4tI81kGNWbrjZpOddcfQpZMaugvh1P8p8NLfTPoFXQFD4xDdKyt4J2/9D5j5JYzKK5ZoqMk5ecmTbjsDeh1v6Rn4zEzKDTKJRnWfnm2YXcdFIOb9b2sKfVER5Ip9eSm2hgTXEqhSkmUix6DDNsQNhU5m3bwSvPPM8b7+6ivrWfoDGZ7OJlrL7kQ1xySiEJhuO/F3jf+kZa+r3RbfYz5yezbl8vrsh2XKZt+Hygw/LXUlk7gNcXnUDH/NJ5WAyjfFhRTORf8FEufOpdHt7ahjMAqqeR1x57jqtO/QwnZtvRz4AvvCkcQE4q9uzHHVOAoJ9XTplNh1UzeddwshIMaGLSrnXAJyugGU6rUUix6Em26MlJMOIJhAjFDKSzG7Vy3jOpArS9/RC/+s3jvFPTRq/Tg88fBI2W6qpdbF33Kq9fcRu333we85OMx9y25t36PtZWd+OObLOnWHSclJ/Auwf6cEV+TWaCflSFKsGWSmravUSL6HSFlJbZMY5heKE2aRlXX3MqL1e/xL4eDyGC9O98mv+sv5iSyxeQYp7SG1ijMnUDyF/Lnqr+YR2wg/ue5AefWY/heM5/tPO46sff4fJ5Ngyj+Pxl2Q9ZAR0yIVXMXApgM2qxGeV8J57cex/n7l8+zGt7W3EETGSUnkD5vHS0/Q3sfb+C1rZa3n70l/zMnMjPP3MyWTb9mB9QVVXl3g0HaRvwRVc/N67MwaDTDOt8kGEzjOoOoKOqkv2u2A7YpZRmmhhToaRiIu/8j3Lhk+/y8JY2HAEV1dvEG/9+jqtWf46TTdN/FTRlAyjUsoeKVt+wBqTB3gPs2t5wXH+ukpLBtdbRl1Jm2PToYn5teAV0XC9BCDFaoUbWPvwoG6vbcGjyOfvL3+ALly0jN8GIEvTTV/MKD/6/+3i+oonNj/6V588s5folaVjG+Mzwem0P6/f1RouMsu0Gbjgxiyd2tg9rQJppN4xi9etn/94a+r2DBQgK5vmlzLcaxhwY2sSlXH3NabxU+UJ0FTSw62meWHcJZVcWkzrNV0FT9tW7Kvewzx0cFkCEggQCgeP6RyksptisHfUlVoNOQ4pFHy1EaB3wEZIEEmJSBJs28trmZvo8kHvxF7n12jNZMi+XzPR0MrJymH/KNXz1ax+iLMlEqHMzr75Vj9sztjqxQEjlvvUH6XAOdSz47Ck5zEkx0+nwDxsDk2kzHv0MKNRGVXUrnuh8KC2FZaUkGkZXgDCMYiL3vOu4qCwZSyS9VF8z6x7/H3u6nSP2mJtOpugKyE/d7ir6/cGxj789Ii3ZpQtJN4ztEmtmgoHaLjchVaVNVkBiRgvhbtrOay++yjtb97KvpYt+DxjtKWTNLWPFGRdxyTmLyLSM7nvI0/o+69a+xtvv7aGusZ1eZwCd2U5iRgElS0/ijIvWcFJh4mG31YMHaql3+Ago6SxbdSJ5KbZhd/M0eiuZK89iZd5TVPV0sa+mnoB/EWN5a3uhopPNB/vxRVY/c1NMXLc8C5tRS9uAN9oRX6dRSLXqjl4F566man9MB2xNOsVl2ZiOsVRfm7CYq685nZcrnqO2x0OIEM69z/DEm5dSfnUJqebpu0U8RQNIR8kN9/LEFeN94K+gT8oheYyfsPA5UPjHHn+IXrefFIs0nRQzTKiXPU8/wH0Pv8Kug10MuDz4AgGCIQVFo6Vqzw42v/Eizz1/Dbd+8yZWz7Ef/hxV7WPv07/nd39by86DXQw4PXj94Rk4iqJBq9/N+5vf5IWnnmT1x77KrdeuINs6wtlNIEBAVQENRpOBkd77FaMZs0FBUVT8Pv+YLop7AyHu39hIV8zq5+bTcslLCpfgtw34o1twqRYdBu0oqh7NJ3HzH5/g477IA7SiJyEz59gHyylGci64nT8tvzlmKoAWc1oOSdP8fHKKBpCCKTWfuanxfh1hWXZDpBAhPECqbcDHnBTz6MoxhZgWXFQ+8XPufOAV9jT24hm2962iBkN4XX68rgEGXv8rP/Pq+NnPbuCETOuwM9IwLzVP/Jw771/L7sZevMHhU4VVNUjI68bvdePo6+P5++6gz/8zfvzx5aRZhpcpa3NyyNTr2K92sXfHPpxnZJJgHB5U/vod7Grx4AtqKMzJRasb/ZvyU7va2dHkiI5iL8+yctXiDKwGLaqq0uEcCqBM22jOfwCNjfQCG+mjfhVHp7Wmkzd3PP/EqWGKBtDUMhRAYYOFCNP72UOIIc4d/+TeB19l98FevCEwF6ziquuv5pwTikjXu2mv28ab//0Xz2xpxOHt4+DGv/OX51ZRdH05qYec+Af2PcOfHn49GmSKZQ6rrvowV5y3kqJ0I77uBva+s5b//vcVKjs8uLr38dZf7+M/y37NDSvSoz3QALSFp3Fa6cNs72qh9ukH+Gt5Cl+4qIzUSBdpb/M7/P23j7Gjw0nAUMTpq+dhGmVDWKc3yO83NtHtGlr93HJ6HjkJRhQFup0BPIGhEdwZdoM0IR5nEkCjEA6goZ+39g9uDcoXo5gBggd46W//4b2DvfhCKrrcNXz1Z1/n4sX5pNqM6JQQC0rKWLqynORv385DW9pwetvZ9Nwr1F4+n0RL7JgAF9v/9ySbGnrCqyh9IRd/66fcdkE5OSk2jHoFNVBM6ZKTOWVpJt//waPs6HDhadvC08+8x6Wl52JOiBlpYSzm8k9eymsVj7CjYzv/+dlX2fvKSSxdkIlh4CB7tmxhV20TvV4dBVfcwFVLUqOH9Ufzr+1t7G13RhsMn5hv58LSVMyRWul2h29Y8+FMu1Huf42zKVsFN5VkJRiHHTyG7wLF8QUJMY78FS/z3OYWBrwhVCWd1Td+louWzSMz0Yxeq0HR6DCY7aTkn8w1l51AilmPgoqr+j3eb3MzrGendyfr1u2n1x1ARSHp1I9yw5olFGYmYjZo0SgatHoT1qR05p91Ix9ZnY3VqAHVQ8PG9VQMeA6p7NKTftqn+daXL6M8XYunYx/bXnuax/76V/7x+PO8vaeBbreBvHNu5tu3rKEoxTSqCtcel58/b2qkxx2umFOAW1flk2U3Rs922wZ8x1CCLcZCAmgUshOGr4DqezzDvjCFmL78VK17k5o+NwEVtIVnc/V5RaRaRmgZoxhILy0iw6hHA6jeVg62+oZdFg807GFvqzvcAUCxseiMMyhMtIxwTgQaUzann7IQe+RMx99SSUVLTPeA6K9LZ9EV3+Tue+/k5g+tpjTdjOp141Ns5C07j4/f8Rt+88NPsHpeCsZR3q/423st1HS4o9/HZ8xP4uyiZEwxTSYbej3DVkBZ9lG24RGjJltwo1CUahn2hbmz2SFzgcTMEDzA1q0NOL1BVLTkn3I2i1ItHK5jjKHoCr71q8X0eIOEFCNZi1Mwx6RLqK2VDl/k/p42mwXFKRgO235GQ2JBLsl6LS1AMNBFe5efYFBl+DJGQW9NZe6KS7hx/iqucYVb8agaLXqjBWtCIonW0YdD64CXh7e00O8JL900Cty6Ko8Mm2FYZevuVge+mEtAxekW9JPUhX+2kAAaBYtBS1GaOVoRU93hwuENShdkMe2F+quo2O8MD01TEiheUozdcPhWNoqtgMWn5qKqKigKGp1+WGf6kMuBKxQ5uNckkZquR3uEah2NyYRxcOqw6sHtCh62jFrRm0lMM5N4TP+lQx58t5n6bk/0fs8FJamcWpiE4ZAW+ztbnNG7QUatQkm6BcNo+vCIUZOP5igoCizNsUcrYNyBEBXtDtmGE9NesOUAjS5/ZMWSR1GJHf2RDvEVLXqDAYPRiMEwQlVYMDR0PqoYMZk0R7wvp3p9+EORMm1Fh95w5F9/vOq73fxzWysD3vDZj0GrcOuqPNIO6R/n8gWp7XBFy7OL0iwkmHVy92+cyQpolJbn2tBrFLyRn7/f5GD13GQpyxTTWqClhU5fkBCgWLLITtUf0mwzRDAI2lE++euXX88PfnkmLl8QVZPOogzrEQawqbja2ugNhP9+lFTSM0Y5b+cY/eGd4cPmrliUzoq8BPSH/PdVtjtx+IY6sSzOsU3aFObZRAJolJblDp/CuqNpQM6BxDQXoru1HWfkrouSlEaaQYtGHWD/xpd49vnXeK/qIB0DQQy2JDLmLmblGWu4+Pxl5Fj1I26faDMWctpZJZFtNA16o/7w9+XUAXZur8ThDaACmvT5FGcYx9Yxegwq2pz8d2d7dLaPRa/hi6flhruaHPJrdzY78MUUVyzJtmGU7bdxJwE0SmUZVix6DX1uUIEdzRJAYrpTGRhwEFTDAaSxJ5AQbGL97+7ngSe3UN/ei9PrIxgERaulpnIP29e/xPMvXMbnv/55zi1K5AOdYDR6jEb9qP52/74XeeqtJhzeIKAhY+UqyhNNEzZi4P6NjTT3D/VyvHZZJouybCMWFuxscUQ7YwMszbFhGKmUTxwXCaBRMhu0lGRYaHf4CYRUajrd9LkDJJpkX1hMV0HcTne0u7tigrq//4xH/reNfe2ucA82RUFBJRQM4HM78LkdDKx7hF/0+eBnt3Hu3ASMx7AwUPt38a/fPszbjQP4QoC5jIuuXEmG9Rg6Ro/C1oP9PF/RiTvSoTrRpOPzp+SSZBk5LHe2DFXAWfQaFqRZ0GtkBTTeJIBGSQGW5dh5p76fQEjFF1TZ2+YgJ9EopZli2vJ4vQw2m1Hb1/GvJw9Q70hkyZU3csWaU1lYmIrR203D7rd5+T//5tU9nbi9A7Rse4IHHlrGwm+eT0GicUyhoTqreOrun/LQujp6vEFUxUzxlZ/lmqUZWCdolXHfIcPmPn5CFsUZlhHPcPs9AfZ3e6L3mxakW7AZtfKgOQEkgMYgeg4UGTeyo3mAs4pSJIDEtBUMhhg8aQ+21FFDCqd9+afcfvUy8tMSMBu0KGqQ+cULOeG0FRT86Ps8/G4LTn8/tc/9ixeuOoUblxqH9W87ErV/L//55Z384fkdNPX7CalaUk/5FF/79GrmJBtH7HZ9vNbv6+X12l48kS21dJueT5+cQ6Jp5Bdd0ebEGVOAsCRbChAminxUx2BZTCk2wPYmuZAqprdQcKjZJoEAhqXX8OkrTmR+TgpWow6NoqBodBitSaTPO51PfOFKyhLN6IBA3w5ef7MWt3d0A+DU3vd57Kc/4vfPbedgn5eQqiV5+Sf49nc+xqlzkjBMQPqEVJV71x+k3TG0+vnUSTnMTTEftq3OzhZH9P4PwJIcm9z/mSDyUR2D4nQL9kgXXpBKODH9KcPONYyUrj6H4lTryIUAipHU5ReyeoENow5Q3dRs34Pf6z/q3xPq3sbff3Inf3jxfRr7fYRUHeknf4o7fvRZzluYiUU3ijk7x2BtVTdv1/dFA6UgycgnTsgiwXT4UrsRK+BkBTQh5KM6Bia9hrIMa/TJqb7HQ4c0JhXTmFY79ECFJo35JRkYD9s6BxTzPBZF2+uouA/UogaOHEChjs089OM7+cvLu2gZ8BFSTeSfeys//uGnOLc8C5t+YsLHH1S5b8NBOp2+6Crvc6fmUpBsHjZeJZaqquxoHohWwNmMWorSLMOuYIjxIwE0RivzE6JnPv6gyrp9vfiDoaP8LiGmIgWTKWbWlZJIStpROj4rRjKyUqIXN9W+Hggd/us/0LaRP/3oLh56bS+tDj8h7JRcdTt3fed6VpdkYp2glQ/A//Z0sLVxINrNoDjdwoeXZmA97BhXqO5wc6DHG93ZWJRlw2rQSsutCSIBNEbnFacMuzX9YkXXsOW6ENOHgt1uQzu4Dafow1/bR3y3VTAaDUS6t6GGgsDIX/+Blrf4/Q9/zj/erKTd6SekSWXFJ+/gx1+9ipXzUjFrlQl7Y3f7g9y/oXHYsLkvnpZLbqLpsKsfgNdruqNtegDOLkrCfIQVoTg+UgU3RicVJJBlM+DwBgipsK6uh353IFymGe8XJ8SYaEhKTkAXaQaqEooMWjyyQCDAYOgoJgsoH3yDDnVu4q8//X88tr6KdlcAVZ/D6s99j69dv5rSrHBbq4n07x1t7GodGrW9NMfGZeXpWI7SZmFtdTfuyDwIBTi/eGhAnRh/Eu1jZDFoOXN+UnQV1OMJ8PaB3ugXuhDThwZ7Xi7Jel34jUB1MNAXiF5MHVmQ7u7e6BaVJikZDr2g6T/A87/9NY++VU2HKwDmeVz0tZ/w3U+eRVn2xIdPvyfAH99potc9tJK5dVU+2QnGI97lae7z8n7zUAVcSbqFojSznP9MIAmgY3BxWSqGyBelqka24QJyDiSmH/2ceeQadeHxO8EOmprcBINH+A2hDg4c6MEfCAEKtrnz0ehiN1JUetY/yj9eraB1wE9Il8/5X/4BX/nwqcxLt6CbhNucj2xtparDHQ3J0+Ykcn5xyrCZXiN5s66Hfk8gumV3TnEKdqOMXJlIEkDH4Myi5HALnsjP11Z1R1t8CDGdaFPLWVhoijQAdbJ3224GvL7DnOqA2rmNbdUOvAEVMDJ/cTk6gyHmF3Sx6ZV11Pe4CKhactZ8ns9ffiKFoxyVfbw6HD7+sqmZPk9k1PbgsDm74aidDNZWdeGK+T5eU5ws5z8TTD66xyDJpOe0OUnRarjWAR/bGuVOkJiG9PNZdcpcLEYdEKJjw1O8Wu/AM+LzlJfqF55lS4cbXwgU+3LOOSMfc+ydGsf7vLutA7cvBNpCzrxiFXNSRx7JPREe2txCXdfQqO1zi1JYPS/5qPd4+twB3j3QH+2WkJtoZEm2/QND6sT4ko/uMVAUuLA0JXo7OqiqvFwl23BiGlJMlF50MctTLRgUCHZt4uFf/YW39vXiG/ZA5adtw1/47T/fo83hR0VH7jlXcXaBndj88dftprLHiz8Eim0epfMTME5Ue+tDNPV6+cfWFga84fTUKQq3rcoj3Xr4Ca+DNuzvDVfMRf6Tz5qfJBOPJ4FUwR2jC0pSMOs1OCKzRV6s6OL7a+ZhifPrEmJsFIzzLuGGq9ay68FNtDrdtGx+lJ/cupOXT1vJorkZmEMDtFZvYcPG7VQ39uELqehyz+NTN6wmPyG2EamKo+EA7b4AQUB1vMsDn/kw/9CNdsqphvQ13+U3XziVFNvoRjrE+tOmRg70eKKVfJeUp7GyIBH9KFYxa6u6cfmHHiCl+m1ySAAdo6wEIyfk23m1uodASKWuy01lm5OTChKOfJFPiKlGl8LyT36DLzbewT3PVdLj7aOlejOvNO5mvVGPRg3i9zpxuvwEVRVt6kpu+vatXFSWjnnY3lqIrvYufIP95YIO2vY7aBv1C9HgXDIQ7UI9FrUdLh7f3o4z8kBo1Cl86fRcUkex+vEGQry1rydafp1k1nFKYcJRixbE8ZOP8DHSKAprilOje8T+kMorVd3RGSJCTB8KhtRFXHb7z7nzS5exLMeKDj9uRx89XZ10dffQ7/QRxET2SR/lO7+6i5vOKSbVdOjdtyCOASfBI3RGmCi/P2TU9ocWZ7A0xz6qTvWbG/poHfBFV06r5iSFp6TKc+SEkxXQcbioLJW7XtmPK/Lz/+3t4LYz8jGPffdAiDjTYctcyFmf/C6LL/gYe7dtZWflflq7BvBqrCSl51F64imcsHAuuVkph2lPo6f0k/fwz8s8HOtzmC4xixT72L6BdjY7eGZ3R7SCzWbUcvPpeSQfZtjcoV6q7I6unADWlKRgMcj222SQADoO81MtLMy08m5DP8GQyq4WJ5sb+jhnQcqIg66EmNq0mBLTyU1IIS2vhJVrvPgDIVQ0aPV6TBYrFsORJgArmFLzmZc6ma8ZfrfxIM393mgBwfXLMynLtI7qe7DH5ee5vZ04fUPTT8+YL+13JosE0HHQaxU+sjyTHc0OnL4gvmCIv7/XyqlzkrAb5QlKTFOKFqPFjtFij/crOap36/tYW9UdLZ9Osej4zMm5JB1m2NyhntnTQVOfN7r9tqYklZwE4xH7xYnxIzF/nK5dmkmadWi/+Lm9HRyMqcQRQkwMVVW5b0PjsFHbN5yYw4J0y6gKgYIhlUe3ttIf03w0PCtInssniwTQcUq3GbhyUTrGyJ2gPk+Qf7/fFn0iE0JMjDdqe3hrX090dk+23cCNK7OwH2HYXKwN+3rZ0+aKVt0tz7VxYn6CXD6dRPKRPk4aBW5cmY05ZsbIP7a2MjDyVXIhxDgIhMKrnw7n0LiFz56Sy5wUM9pRbp89sq2VHvfQ779+eVa4+m1CXrEYiQTQOCjPsrEqpjXPgR4PL1d2RZ/MhBDj68WKTjY1DI3anpti4rrlmdhGefa6r8vFG7U90Z2KTJuBSxamYTnCsDox/uSjPQ70WoUbV2ZHL64FQyoPbWmWbTghJoA3EOJ3Gxvpiln9fOG0XPKSjjxsLta/d7SHV0+RP+CqxelkJRik+GCSSQCNkzUlKcxPG1r+v3ugnx1N0qBUiPH25K52djQNDZsrz7Ry9eKMUd/dcXgD/Of9oa4JBq3CdSuysBul+GCySQCNE5tRx3XLszBG7g94AiEe2dqKxy+rICHGi8Mb4Pcbh4/avmVVXqR0enR/xnN7OznQ64l2zD6nKIXidIvc3YsDCaBxdP3yTFJiOug+taud1v6h9iBCiOPz2PZ29ra5ojsLJ+bbuah09I1DVVXlka2t9McUCX3ihKxR3xsS40sCaBzlJBrD01IjZ0HdrgD/2dkuxQhCjIMel58/b2ocGjZHeNhcpv3Io7ZjvXugj/ebHfgjvYLKMi2cOjfxqPOCxMSQj/o40igKN52UE23joQJ/eqeJtoGhNiFCiGPz9/daqIkZtb16XhJnFx191PYgVVW5f0MTnTHFCx9dNvwiuZhcEkDjbHmundVzh0qyG3q9/GVzM+6A3AsS4li1DXh5eEtLdOtMqyjctiqfDNvRR20Peq2mh3X7evAGh0qvr1qcgVUaj8aNBNA4M+o0fO3MAmyRL+qgqvLnd5qo73JLex4hjtGD7zazv9tDMPI9dEFpCqfOTRx11wJ/UOW36w/S7hgqvf7MKTkUJI++dFuMPwmgCXDqnEQuKUuLjuxud/j53YbGYRMXhRCjc6DbzT+3tzIQ6dlm0Cp86fS88NbZKP+Mp3e3s+Vgf/TsZ36qmY+tyJKmwXEmATQBjDoNXz+rgKRITyoVeHR7G7tbHNHSTyHE6PzxnWYO9g5Vk16xKI0VeQnotaN7+3J4A9y/oZHumLOfW07Pk9XPFCABNEHKs2x8dHlm9IC0zxPgnnUN0aFZQoijq2xz8p+d7bgil0Yteg03n5Y3pp5t/9zWxu5WJ/5Igq3ItXH5onQsoyzdFhNHAmiC6LUKt63OJ9M+dEj6fEUXG/f3RW9wCyGO7P6NjTTF3KW7dmkmi7Ntoxq1DdDh8PHnd5vojSndvm11PjkJoy/dFhNHAmgCzUkxc9NJ2ZgjqyCnL8iv32zA6Qsc5XcKIbYd7Of5ii7ckV2DRJOOz52aS9IYZt4/uKmZ2k53dOv77KJkzlkw+tJtMbHkszCBtBqFz52SS2GyKdomZMP+Xl6s7MIXlIIEIY7kvg2NtMbcofv4CVmUZIy+Zc7+bjePbG1hwBsOMJ1G4curx1a6LSaWBNAEy7Ib+eLpedFWIZ5AiF+90UCfW1ZBQhzO+n29vB4zLiHDpufTJ+eQOIaWOQ9saKShZ2jc9hXlaZxUOPrSbTHx5DMxwRQFPrYii/Isa3RM8K5WB49uk0alQowkpKrct+EgbY6hUds3rcxhXqp5VKO2Ibx99+TuDpyR7TurQcOXVuWTKgPnphQJoEmQbNHzldX5WCItevxBlV+92UBFm1PKsoU4xNqqbjbWDw2by08y8okTR39nx+ULcucr+2nqG9q+u2551piKF8TkkACaJJeVpw9r0dPU7+UHL+2LXq4TQoQfzn634SCdjqE7O587JXdMd3Ye2NjEhv1DAZZlN/D5U3NJMkvH66lGAmiS2Ixa7rxwHpmRA1BVhddqu3l4S4tsxQkR8b89HbzXOBDtWLAgzcyHl46+X9vmhj7+vKmJHncAlXDZ9XfOnUNphnXU23di8kgATaIlOXa+fmZB9AKc2x/i7jcOsKtVOiQI4fYHuf+QYXNfPD1v1KO2Hd4Ad67dT323J1p4cOWidK5anC4NR6coCaBJpNeGxzWcuyA5uhXX0u/j+y/WRWecCDFbPfF+O7tahkZtL822cVn56DsW3Le+kXcODPV7y0s08q1zCsmWS6dTlgTQJEs067jzgnlkRzokqMC6ul4e3NSMW7bixCzV7wnwh7cb6Y25nvClVXnkJIzuzs7b+3v565Zmet3h1ZOiwHfPm8OibJuM2p7CJIDioDzbxrfOmRN9svMEQtyzroEdTf2yFSdmpX9ubaUqZtjcqYWJnF+Sikl39NVPnzvAna/sp6HHE23Z8+ElmVw+htWTiA8JoDjQaRQ+fkIWF5SkYIhsxbUN+LjjxX30uP1xfnVCTK5Oh48HNzUPjdpW4LbVecP6KB7Jb9Y3sKmhH19k664w2cQ3zy4Y9e8X8SMBFCcJJh0/vmAeuYnG6Fbcxvo+/vh2k2zFiVnloS0t1HUN9Ws7tyiFVfOSMY6iY8G6uh7+8V4r/ZHw0ioKd5w3h4WZVtl6mwYkgOKoLNPKd8+dE63Q8QZC3Lv+IJsO9EW3IoSYyZr6vPz9vZh+bYrCravySB/FsLlOp4+7XtlPQ+/Q1tt1KzK4eGFatPWVmNokgOJIq1H4yPJMLo2dnur087X/1bCvU0Z4i5nvT+80caBnqGz6koWj69fmDYT43gt1bG7oj1bNzU8187UzC6J37cTUJwEUZ3ajjh9dMJfCZGO0Y/auFgdfeaZ62G1wIWaa2k4Xj+1owxkZNmfUKdxyeu6o+rXd/cYBntrdgcM31On6++fLhdPpRgJoCihKs3D3ZQuiUx4DIZU3anv44cv7cEqrHjFD/X5jI019Q8PmPrQ4g2W59qP2a3t0WysPbmqmy+mP9nr76hkFXFyWNqqqOTF1SABNAVqNwpqSVL5//hwshqHS7Ee3tfEHKUoQM9CuZgdP7+mMjqi3GbXcfHoeyZYjD5vbuL+Xn71aT2PvUHBdsySDL5yWS6pVL1tv04wE0BRh1mu4YWUON52UHZ3W2O8NcPebB3ixolMG2IkZ5XcbD9LSH9OtelkmZUepXNvX5eY7L9RS3ekiGPmNK/MTuOO8OZGhj5I+040E0BSSaNLxvXPncF7xUKuedoefbz1Xy/bGAbmkKmaETQf6eLmqOzpsLsUcGbV9hGFzfe4Atz9Xy3sHB6JFBwVJRn5xSRFlWXLuM11JAE0xWQlGfnXZAhZn2aLfVPu63XzlmWoO9LiRDBLTmaqq3LehkbaBoWFzN6zMpijNctgQCQRVfvBSHa/VdEc7x9uNWn55aRGnFCZEK0jF9COfuSloQbqF31xZTG6kD1ZIha2NA3zj2Rq6XdIpQUxfb9T2sK6uB29kSznbbuDGldnYTYcvHvjt+gb+/X47fZ7wiAWtovCD8+dyQUkqZulyPa1JAE1BGkXh5MJEfnnpgui2hD+o8lJlNz97dX+0bFWI6SQQCq9+OmKq1z5zci5zUsxoD3N+89Sudn7/dhPtjqHf84XTcrl+RRZJZhmvPd1JAE1RBq3CZeVp3H52YbQyzu0P8dCWFn71xgFcEkJimnmxopNNB4Ymlc5NNnHdikxshxm1vbaqix++vI/62IuqZWl8eXU+WaPski2mNgmgKcxq0PL5U3O5bllGtC9WrzvAfRsauftNCSExfXgDIX63oZHOmGFzXzgtl/zDDJtbW9XF7c/VUtHmihbfLMm28aML5jI31SwVbzOEBNAUl2zR86ML5nFu0VBlXJfLz33rJYTE9PHUrnZ2NDsIRCrYFmZauXpJRnR1H2swfPa0OqM9EQuSjPy/S4tYLPN9ZhQJoGkgN8nEvVeVcN6CFAkhMe04vAEeeLtp2KjtW07PIydxqP3UoMOFz++uLmH1vKRRdcgW04d8NqcBBZiXauY+CSExDT2+o529MYFyYp6di8tSMR/SNudI4XPOghSpeJuBJICmCUWREBLTT4/bz5/ebRwaNgfcuiqfLLtxWBHB0cLHYtBKxdsMJAE0jUgIienm71taqYkZtX3GvCTOXjB82JyEz+wlATTNSAiJ6aJtwMtDW5rp94S/HrWKwq2r8smImdcj4TO7SQBNQ4MhdO9VxSOG0C9ePxCdMClEvPxlUzP7uz3RxqFrSlI4de7QsLnnKzolfGY5CaBpSlFgfqplxBC6f2MjX3mqitb+oX5bQkym+m43j2xrxRGZZ2XQKnxpVR5pVj2qqvLAxka+8b8adkv4zGoSQNPY4UKo2+Xn3zvbufGxPextc0SfQIWYLH98p4mDMTN7Li9P44S8BLz+EN95rpZfvF5PdYc7eslUwmd2kgCa5mJD6Iry9GhnYIc3yJt1vXzy0b28UdMTbWEvxESraHfy353t0bNIs17DF0/Lw+ULcvN/K/nLlhYa+7zR9jqlGRYe+FAJ50r4zDoSQDPAYAjdc0UxX1mdh0Uf/rR6AyHeb3Hwhf9U8rctzdH5K0JMpAc2NNLU74uufq5dmoE3qPK5Jyp4Zncn3THNSM8tSubBa8tk5TNLKaoq+zMzSYfDx393tvODl/bR6QzfPFeALLuBG1Zm8+1z55B4hMFfQhyPbY39XPO33dT3uFHV8JDFm0/N5cXKLirbnXgjK3FFgU+tzOarZxZSnG6Jbh+L2UUCaAYa8ARYV9fD15+tpbbTHd3qSDbruKg0lV9cUkRekkm6CYtx96nH9vLYjjbckcFx5ZlWej0BWgd80fMes17Dd8+dw8dPyKYg2SiNRWcxCaAZyhMIsbN5gG8+W8vb9X3RSiOLQctJ+XZ+fXkxS3NsMspYjJsN+3v52CN7ONjnQVVBp1HQaxU8gVB0yy3bbuBnF8/nkoVppFoNH+gFJ2YXCaAZLBBS2d/l5s61+3liZzveyBmQXqtQmm7l9rML+PCyTGnwKI5bSFW57h+7eWZPZ/TrTAFi31yWZNv4xSVFrJqXiM2gkxW4kACa6VQVWvq9/OndJn79ZgOOSGWSRlHIshu4uCyV7543h8LkkeeyCDEaL1d28anHK2jp9zLSG8olZWn8YM0cluTYMckDj4iQAJolulx+nt3dwXdfqKPVMXRB1WbUUpJu4ZtnF3LlonRZDYkx8wdVLnlwB2/WfbDcX6so3Hx6Lrecnk9Rmllm+YhhJIBmEYc3yLsH+vjhy/vY3NAfPRfSKgpZCQYuW5jGd84tJO8wUyqFOJQ3EOJ7L9Ty500t9Ec6Xg/Kthv41jmFfGhJRmT2j3xNieEkgGYZXzDEwR4Pf93cwv0bD9LnGeoZZzdqKcu08K1z5nBpWVq0Z5cQI6lod/LTV/bzUmU33W7/sLZPly5M4xtnFrA0106iSc57xMgkgGapTqefd+t7ueuVerY1DQythjQKOQlGrlqUxrfOmUN2glHePMQw/qDK399r4Q9vN1LR7sLlC0bPfWwGLXecP5erl6QzJ9ks93vEEUkAzWLeQIgD3W7+vKmZP73TRH9MB+1Ek45FWVa+fe4c1pSkRFv8iNmtttPFT1+p57Xabpr7h+72AFxQksrXz8znhPwEks16eXARRyUBNMupKnQ6fbxd38uda+t5v8URfVPRaRRyEo1cVJrCLafnszDTKveGZqkel5+/bWnhn9taqWx34YxZ9aRadHztzAKuWZrJnBSTPKyIUZMAEkD44mp9t5s/vNPEXzY14/AOPxvKTTBy5eJ0vnBaLvlSpDBruH1BHt/RxsNbWqhsd9Hp9A/rrn5OUTK3n13IiQXhVY88n4ixkAASUaoKHU4f6/f1cufa/expc0ZXQwqQZNZRkGTi+hWZ3HRSDmlWg2yzzFCBkMrzezv50ztN7Gxx0Drgi54TQvhr4Sur8/nI8kzmpZilYEUcEwkg8QFuf4j9XW4e3tLMQ1ta6HINVThpFEi16ClKM/Opk3L4yPJM7EZpbjpTqKrK+n29/P7tJjY19NHc58MbHOqirlUULi5L5Yun53JifgIpFmmnI46dBJAY0eDZUE2Hi79ububx99uHbctpNQoZNj2Lsmx8/tRcLl2YJpdYp7mdzQ4eePsgb9T2crDXg8cfGtbVYPXcJG4+LZdTChPJTTTKqkccNwkgcUTBkEq7w8euFgd/eLuJFyq7or2+IDxqOdNu4KT8RL54ei6r5yVL6e00s7/bzZ/eaeK5vZ0c6PHg8AWH3elZnG3j5tNyOacohfxkI2a9zO0R40MCSIyKLxiibcDHuwf6eGBjIxvr+4a1XTHrNWTZDSzLsXPN0gwuKUsjwayTN6opKqSqvFvfxxM723m9toeDPR76PAFijnkoTDbxuVNyubw8jcIUkzQQFeNOAkiMidsfonXAy2s1Pfxuw0F2tzqH3QUx6TSkWvUUJJm4rDyNa5dmMjdVquamin5PgOcrOvnP++3sanHS7vDR7w0MW/GkWfTcsDKbjy7PZH6qmUSpbhMTRAJIHBOHN0hzn5dn9nTwh7cbqe/xRgffQfiMKNmsI92m54x5SVy7NJNVc5Pk3CBOajtd/GdnO8/tCW+zdTr9eAPDz3isBg0fWZbFjSuzKcmwkGrVo5UHBzGBJIDEcel1B2jocfPMnk4e395GZYdr2IoIwveI0qx6yjKtfGhxOlcsyiDFIjflJ1ogpPLWvh6e2NHOxvpeWvp99LgDH/j8pFp0XFaexnXLsyjPspFpN0jXajEpJIDEcVNVlR53gE6nn3fqe/n3jvC5giemWAHAoNOQatGRm2DiorJUrliUzpJsK3q5OT+uGnu9vFLdxX93tlPZ7qLd4ftAYQHAoiwb1yxJ56LSVPKSTKTZ9BPSxSDUU8f2ihZc/kj3BE0Sc5cvJMeqR+pVZjcJIDGunL4gnQ4/NR0untrdzpO7Omh3+IYdbmsUhSSzjlSLnoJkI6vmJnH2/GROKkzArNfG78VPU6qqUtnuYv2+Xt6o62Fvq5NOp58ulx/fIdtsRp3COUUpXLssg5X5iWQlGEg26dBM2IpHpeO5H/Kl+zfQNuAHQEk5l2//4eucnW3HIAE0q8kNQjGurAYt1hQtOYlGFuXY+Owpubxc1c2/d7Sxs8VBIKQSUlW6XX66XX7qu93saHLwj62tZNr0nDonkbPmJ7NqbhJJ0tDysPxBlR1N/ayr62VdXQ913R563X563YEP3N8ByLIbuHJROlctTmdBuoUMmwGLXjsJH18vtTu3U3+ggS5X+B6ZPiOJTJ1GVj9CAkhMDL02PPI702agMMXM1YvT2drYz3/e7+Clqi6ckdHg/pBKlyv8tF7f7WFvm4v/7uwgxaLjhLwEzpqfzFlFyWQnGGZ9JZ3TG2RTQx9v1PWwYV8fTX1eej0B+twB/MEPho4CrMizc82SDM4vTiE30UiqVT+5W56Bg1RWd+HzD27HaskqLiPdpEc2XoUEkJhQigLJZh3JZh25SUZOn5vEbV15vFHXw5u1PWxu6McVeXMKqSp9ngB9ngANvVDT6ebFyi6STDoWZ9s4IT+BRVkWFmbayEua+RM2+9wBKtud7G1zsr1pgC0N/bQ7/PR6AvR7AsN6sw1SgNIMC2fMT+bcBckszraRaTeSaNLG5eOl9ldT1eDGH4i8VsXCvJJ5mPVyR0xIAIlJZNFrsSRpyU4wsijbxidOyKZtwMc7B/pYV9fDhv299LjDd1JUNVzq7fAGaerzsq/bzWu1PVj1GiwGLRk2PSXpFhZm2SjPtFKeZSXDPn1XSQ5vgKoON3tbHextc7K31UlDb7grgcsXwuELfyxCIxzZ6jUKy3PtnDk/mTPnJzEv1UyyWUeiWY9Jr4nrG32groLaAR/+wZetzaekLAGDXtY/QgJIxIFOo5Bi0ZNi0TMnxcTCTCvXLMmg2+XnvYP9rKvr4c26Xpr7fdE3XLc/hNvvoyPyZ1R3KGxtHMCi78Ri0GIxhDsxlGVYWZhppTzLRnGGmXSLAe0UO2zo9wTY3+2mos3FnlYne9sc1Hd7GPAGcfmDuHxBXP7QBwoIYtkMWk4uTIiclyWSm2giyawj0aSbQnetgjRXVtHhDTC4AadJL6Y024TUmgiQABJxplEUEs06Es068pNMFKVZuKgsjV63n92tTt6q6+GN2h6qO93D7q8EQioD3iADMQ1Sq9pdbDk4gCWySjLrNRi1GlIsOtJtBtJtetKthvA/Nn3kn/DPk83HXwnm8IZL0Tscfjqcvph/D/7YT6fTh8sXwhMIRYPG5Qt+4FLoSNJtelbNSeLMomROKUggw2Yg0awjwaSbovd2nFRX1uPyBaL/bcY5pRTZ9Oin4ssVk04CSEwZigI2oxabUUtuopF5qRbOnJ/MbasDNPd7qGhzRbanHOxtc9HhHF7eHQip9HsC9Hti/kzCKy6dVkGv1aDXKug1MT/WKug1Gsz68Kos0aRDr1HQRv7Rxfw7pKoEQuG/JxgKEVRVAkFw+4N0Ov04fEF8QRV/MIQ/qIb/CcX+WCUQDDHC0c0HWPQaitOtLMy0UJ5lZWGmjbnRrTUddmN8znTGxL+fyup+fIGhAoTcklKSDXo5/xGABJCYwsx6DWa9gSy7gflpZk7MS8AZWTG4/SGa+jzhQ/pWF3vanFS0Oeh2D+9rphKutPOHVNz+0GH/LkWJBJVGQQGUyJu7ohD9+eCVOVUN/7kq4Ts4ITVcFj3S+cxoGHUKC9IsLMwMB83CLAvzU83Yjbrw9mJkRWfQxfc8Z6xCbZVUt3rwDy5SlUTml+RLAYKIkgAS04JOo2A36bCbhv634nQLJxcm4vKFcPmDuH1BDvZ62RsJo4O9XtodvujWlzdw+IBQIyES2+F7PGki1YDpVgPpdgNZNgMlGRbKMq0sSLOQYNJhNQxuHWox6TTT/g6Uu7aC/U4/0Q+7fg4lpQnoZf9NREgAiWlLr1VI1OpIjA2lDAunzknE7Q+fqwxuffkCIfrcgfCZzOA5jcN3yFmNH6cvSCCkRrbZ1BG3yxTCk0F1WgWtAkadllSrLuZsKfa8KfzzVKsek04zbOvPrA8XT5h1k3EhdLIFOLC3hl6fP3r+o80upjTdgBTAiUESQGJGMWg1GMwakswf/NIOhkY4lwmGwlt0kZ8HVTWyxRbeZwupKsEQBFUVjRIOHk3MNl3430TPkqLnSlpN5Kwp/GOdRpmBIXMEoW6qqhpxD/Z/Q8Eyr5S5Fj262fRxEEckASRmjcHCAtMY7+APBpLCLAuR4+GrobLWiW/oAhAFJSUkGqQDghgiASTEUYQLESR5xiLQUElNt2/o/EeTRlFpNka5ACRiyMOIEGKcqQxUV3DQHRNAprmULLBJAYIYRgJICDHOfNRW1DEQcwFVm1tCaYpBLqCKYSSAhBDjK9hCZXUH3ugFVIXE+SXkmaQAQQwnASSEGF/Oaqr2u4Y6YKOnsLSEBOmAIA4hASSEGFf+ur3U9vsYGgGUTXFphnTAFh8gXxFCiHEUoq2ymlaPP9oBW7HOo3ieGb3sv4lDSBm2EOIwAvQ11dPW7yPcoUiDKS2f/DTLEbpvu6mt2o/TH1OAUFBCaaJ0QBAfJAEkhBhZoI5n776Df+/pxh1UAQsnfel+vnVJAQnGw/wefz2V1T34o/tvGtIWlJJl0iM3gMShJICEECNSeyrZsb2GuoY+vCqgK+OcTBOaIwz4C3VXUdUY0wEbE3NKirDppQBBfJAsioUQIwrUVVDrGOpmrUktpizvyNNM3VW7qXXEjuDOpaQ0BYNcABIjkAASQowgRHdDIz3+oXHauoIiimxHusvjZ9/7e+n2DhUgaNLKWFRoxiAFCGIEEkBCiBEE6ersxh8MRbtZJ2bnkqjTHv5NI3CA7dsbcfmiE+iwlCymNEE6IIiRSQAJIUYUDAxVsoGCyWpDe4R24N7qN1hX3Y9ncM9OsVB+8omkm43yRiNGJF8XQogRaLDbbWij5dYqvU0N9AaCjDgz1refl//xLHu6XNEzI8W+lDNOz8NilPo3MTIJICHECDRklCwgwzhYPq3i3PY4f3xsI/t6Bu8Fhf93T9sOnv6/n/L7tTX0eAYDSkfeOVdzdoEdk+SPOAwpwxZCjEDBvOhcVs1/mtpeN66ASsixjzf+8mNqXpnDnIJski0afAMdNNUf4GBjE+193mgw6bLP5PrrTiU3wSBPueKwJICEECNS7Ev48Kev5L2GR9jW6iKgBnF1NVLT08qBSgM6jUIo6MPnDRBUhzbmtEmL+fBtt3DpogwsUv0mjkBRVXXELV0hhAi529nz2j/54/3/5M3qbjzBI7xdKCYyFq/hY5//NFesKiUnwcBhO/YIgQSQEOIogu5u2hr3s2fTBt7Ztofa+la6+p14g6A1WkhMySB3TgmLVp7CykXzKcjLItGk5QgFc0IAEkBCiNFQg3id/fQ7XHg8PvyBICFAUbRo9XqMJgtWux2bSS+rHjFqEkBCCCHiQgpUhBBCxIUEkBBCiLiQABJCCBEXEkBCCCHiQgJICCFEXEgACSGEiAsJICGEEHEhASSEECIuJICEEELEhQSQEEKIuJAAEkIIERcSQEIIIeJCAkgIIURcSAAJIYSICwkgIYQQcSEBJIQQIi4kgIQQQsSFBJAQQoi4kAASQggRFxJAQggh4kICSAghRFxIAAkhhIgLCSAhhBBxIQEkhBAiLiSAhBBCxIUEkBBCiLiQABJCCBEXEkBCCCHiQgJICCFEXEgACSGEiAsJICGEEHEhASSEECIuJICEEELEhQSQEEKIuJAAEkIIERcSQEIIIeJCAkgIIURcSAAJIYSICwkgIYQQcSEBJIQQIi4kgIQQQsTF/wegseBHlXj8twAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/402.jpg" } ]
<image>Find m \widehat J K.
C
64,850
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/403.jpg" } ]
<image>Find x. Round to the nearest tenth, if necessary.
D
64,851
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/404.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/405.jpg" } ]
<image>P is the incenter of \angle X Y Z. Find m \angle L Z P.
D
64,853
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/406.jpg" } ]
<image>Find the measure of x.
A
64,854
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/407.jpg" } ]
<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
C
64,855
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/408.jpg" } ]
<image>Find the area of the blue region.
B
64,856
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/409.jpg" } ]
<image>In \odot K, M N = 16 and m \widehat M N = 98. Find the measure of L N. Round to the nearest hundredth.
C
64,857
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/410.jpg" } ]
<image>Find the area of the shaded sector. Round to the nearest tenth, if necessary.
D
64,858
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/411.jpg" } ]
<image>What is the area of the shaded region if r = 4.
C
64,859
null
C
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nL3WWRM7i4uJMr819vt7e3rw2ZgyvjRlDYOXK2ZYvXLjQ9Lpxo0bZlvfq3ds0xmTt2rWkpxumPPhz1y7mz59vWmdYRqUENzc3tFrDn8stG362/TNqb12MiefIJTmHRNFg9xKtozrUpoG/4Qrzqy0nOHvzbi5bmBcfH49eb6iW6plD98rMieTWrVv4+fnRsWNHfHwMFVdTU1MZM2YMe8w80zBexZr70jB+0TRo0ID27dub3ndzczO9zm00s3i8uEwPtPPSfTazNatXm+4oypYtS7fu3bOt4+HhQc9evQCIiopiz+7d3Llzh/Hjx6MoCoGVKzN37lzT+hqNxnSHacvPNiT4YRPayoO5FwIVojCweyLRaTV8HmrohZOSpmfykrAC7cfV1dX02vhQ9lHGMSQAr7/xBocOH2bhokUcOXrUdCehKArzvv0227bGO5L79+9n2f+JEyfYu9cwlfDYceOybJOQ6QvGy8srn7+RyCxzUs7p8zVn//79TJ48GTCMLZk7d26OZXOGDhlier1y5UomTpxIVFQUTk5OLFiwIEsCS09PN8VR0oafbd0KpajtZ3gmJM9JRFGhyqQRT9epQN+mhuaIDUcv8/vxyHzvw8nJiRIZ3W3jc7hC7NqtG1PffZfZH3/MhAkTsix78803qZ3Rtr5jxw7uZGqTB0yD2iBrM9V3GXcj1atXp1u3blm2ybwPSSSWKZup3Ehe7wB2//UXQwYPJikpCYBPPvmEZzt1ynH9oKZNqVGjBmBIJFu3bAFgxsyZ2crcxMXFoWT0yS1l48/W+ND93M27HLty26bHEsIaVJt9aO7gFrg46gCYuCisQJP6GL9s7sebHy0fHBzM6NGjGT58OBozTy27dO4MGO5KHu2JUzHTA9qYjIerUTdvsnbtWgDGjB2bbZ93YmMBQ32mzHdMIv/Kli1reh2fw+eb2fbt2xk2bJjprmHq1KmmopiPM2To0Cz/7tWrFyNGjMi2XmzGZwvme5FZU/9MzVurpHlLFAGqJZIq5UowsUsDAE5fj+Xb7afyvY9KlSoBBR8nYNwesj5PgUfuSG7dAuCnn38mNTUVf39/+vbtm21/xjsSf3//AsUjHvLP9NlczuXz3bRpEy/8618kJyej1Wr5aPZsRuexNEr9+vVNr7VaLXM++cTsepnvNm39+TasVIZq5Q132ysPSPOWKPxUnQ/1rV6N8fUytIVPX32IW/FJ+dq+devWgKGrZ37a0Y0cHB1Nr3XarP8V3t7epoer0dHRJCYm8r///heAV0ePzjJOwcjYk6uFmQFyIn8aNGhgekZx8lTOFxmbNm3i5VGjSE1NxdHRkXnz55u9ozAnKSmJd95+2/RvvV5PeHi42XUzz4DZvHnzPO3fEv2DDc1bp6/HcupabC5rC6EuVROJp4sjHw00/FHGJiTz3qqD+dq+7VNPAYYvgIiI7AMcx40dy4sjR/J/X35pdvtbGXcaAD6+vtmW+/kZynnHxMSwYsUK4uLiKFeunNl5Ma5evcq1jIf75kp6iPxxcHCgZUYxxFMnT5pdJyIigldfeYW0tDQ8PDxYvGQJPXr0yPMxpr33XrbzZukjRRmNjJOPBVauTPmMXn+2ZJyCF2DlAWneEoWbqokEYFib6gRXNYxM/u6P0xyPvJPLFg/Vq1fPNAeEuVkGd+3axcaNG9m2fbvZ7TNv42smkVTMaMKIjopiwXffATDq5ZfN9gIy1v3SarW0zvgCFJYxdq0+fPiwqUJBZrNnzyYlJQWdTsf333+fba6Qx1m/fr1prMnYceOomlH5YONvv2WrpQUPP9+n2rbN769RIEGBZQn0NgyClN5borBTPZFoNRq+CG2FRgPpeoUJi/bmeVuNRsNzgwYBsC7jIXhmxtIZx/7+m6iorKW5L1++zI6MBBMUFGS2zIbxOcmyZcs4f/48JUuWZPjw4WZj2ZsxFuXZTp3scsX6JOjbty8uLi7cvXuXXY8UwkxJSeGvP/8EYNiwYVmKNubmypUrvD5lCmC4GJkyZQoDBgwAIDk5mdWPDFK9evWqqTPGsBw+f2vTaCAko3krPPJ2gcdbCWEPqicSgJbVyjOkZXUAdpy6xppDeb8Ce/7559HpdBw7dizbQ/c+GfN8pKamMmL4cI4dO0ZCQgJ79uxh8KBBpqvcIZnGE2Rm7LllXG/kyJFmB8c9ePCAjRs3GtbJmItdWM7Ly4t+ISGAYe6RzI4cOWJ6LhYbF8eKFSty/MmchFJTUxn96qvcu3cPZ2dnvv7mGxwdHek/YIBp5PrSJUuyHGvFihWAoRfgo92Cbam/NG+JokLdKvYPRd6+r7iP/F4hdJ5SZdISJSk1Lc/bGmcanP3RR1nej4uLM81ZkdNP6NChSnJystn9Ll++3LRetapVldjYWLPrLVq4UPH18VE6tG+f55hF3pw6edL0/x8XF2d6f/WqVbnOfGn8aRoUZNpu1syZpvcXfPddlmMZ5z/x9fFRjh8/riiKoqSlpSlBTZoovj4+yvr16+3zS2fQ6xWl4riFCqHzlCZTV9r12ELkR6G4IwGoWNqdN3s2BuBC9D0+33Q8z9tOnjIFrVbLjz/+mKVGU8mSJfn111955plnTFebRs7OzoSEhPDjTz+ZLUEPWceSDBs2LMdBhj///DMAb2cUERTWU7tOHXr27ElCQgLz580zvZ/TINTHOXz4MN9mVDFo07ZttrlgBg4caHr9a8Yd0NatW7l+/TqNGzemu5lSK7ak0Tx86H7k0i0uRN+z6/GFyDO1M1lmD5JTlcAJixVC5ymeL/6gXI9NyPO2kyZNUnx9fJSPHrkrMbp+/bqyceNGZfGiRcr+/ftzvAvJzHhHUjkwUImOjja7zpYtWxRfHx/luUfmYxfWc+nSJaWSv79SvVo15c6dO3Y9dpfOnRVfHx/l4IEDdj2u0Z8R100zJ87Z8LcqMQiRm0JzRwLg6uTAnMGGMRjxSam89cv+PG/7xhtvEFi5Mrt27jSVssjM19eXrl27MmToUIKDg3O8CzFKT083dRseMWJElpHWmW3atImKFSsyffr0PMcq8icgIIDXXnsNLy8vtufQA88WTp8+ze3btxk8ZAhNmzWz23Eza13DxzTWSoo4isJKo5j71lVZuw/W8WfEDbQaDfum96VZFfNf4ra0YMECpr33Hh4eHuzbvz/HUvVC2Npr/93Nf7adRKOBS58PpVKZ/FVDFsLWCtUdidGXoa3RaTXoFYXxC/fYbf7qhIQEnu7QgdChQ5mZMdHRpMmTJYkIVRl7bymK1N4ShVOhTCSNAsrwQjvDzIVh/0SxJOycXY575swZIiIi2LFjB+np6QQ1bcqoUaPscmwhcvJULV/KehrK9cjgRFEYFcpEAvB+/2amaXjfXL6fhOQ0mx8zLS2N2nXq0KRJE1586SWWLFmSrbeXEPam02pM0y6EnYviemyCyhEJkVWhfEZi9NmmcNPEV+/2aWKapleIJ82W41fpPOc3AL4a3poxz9ZTOSIhHirUl9tjnq1HDR9DOe25G8O5fCv3eSmEKI461PGjtIehxpuMcheFTaFOJE4OWj4baiiAmJiSxhvL8t4dWIjixFGnpXeTQAB2n71J1N38T5sghK0U6kQC0L1RJbo0MFTh/WX/ef6MuKFyREKowzhzYrpeYc1heeguCo9Cn0gAPhvaEkedIdQJi/aSri+0j3WEsJln6lbEK6MDyipp3hKFSJFIJLX9SjH6GUPV1aOXb/HjruyTWAlR3Dk5aOnZOBCAnRE38j2jqBC2UiQSCcC0vkF4Z/Sln7ryIHcfpKgckRD2F9LM0A04LV3P2iOX1A1GiAxFJpGUcnc2df+NvpfIrLWHVY5ICPvr3MAfTxdHQHpvicKjyCQSgFEdatPAvwwAX205IbPGiSeOi6OO7o0CAMMkcLEJySpHJEQRSyQ6rYbPQ1sCkJKmNw1WFOJJ0j9jCt6UND3rjlxWORohilgiAXi6TgX6ZZSL2HD0MpvDI1WOSAj76tqwEu7ODoAUcRSFQ5FLJACfDG6Bi6MOgEmLw0hN16sckRD24+bkQNeGlQBD6ZR7idLxRKirSCaSKuVKMLFLAwBOX4/lP9tOqhyREPZl7L2VnJbOhqNXVI5GPOmKZCIBeLtXY/xKuQMwY81h6VMvnijdGwWY7spl5kShtiKbSDxcHPlwQDAAsQnJvLfqoMoRCWE/ni6OdM4oHbQ5PJL7SakqRySeZEU2kQAMa1Od4KrlAPjuj9OER95WOSIh7Mc4c2JiShobj0nzllBPkU4kWo2GL0JbodEYCtlNXCTdgcWTo2fjAJwdDM1bMnOiUFORTiQALauVZ2ir6oBhgNaaQ/IHJZ4MJd2ceKZeBQA2HrtCYortZxEVwpwin0gAZj/X3NSvfsrSfSSlpqsckRD2EZLRvHU/KVXGVAnVFItEUqGUO2/2bAzAheh7fL45XOWIhLCP3k0CTVMsSO8toZZikUgAJndtQKC3JwAfrTvKjbgHKkckhO2V9nCmQx0/ADYcvUJymtyNC/srNonE1cmBOYNbABCflMpbv8i0vOLJYOy9dS8xhS3Hr6ocjXgSFZtEAjAguArtavkCsHD3OQ6cj1Y5IiFsr0/Tyui0GkBqbwl1FKtEAvBFaGt0Wg16RWHCor0oMiuvKObKerrQrpaheWvdkcukpEntOWFfxS6RNAoow8h2tQAI+yeKJWHnVI5ICNsz1t6KTUhmx6lrKkcjnjTFLpEAzOrfjJJuTgC8uXw/CcnSv14Ub/2aVUarMTRvycyJwt6KZSIpV8KV9/oEAXD1TgKz1x9VOSIhbMunpButa/gAsPbIJdJkagVhR8UykQCMebYeNX29APh0UziXbsWrG5AQNtY/2NB761Z8EjsjbqgcjXiSFNtE4uSg5dMhhml5E1PSeGPpPpUjEsK2+jWtTEbrFqukeUvYUbFNJADdG1WiS0ap7RUHLvCnXKWJYqxiaXdaVC0PwJrDF0nXS5dFYR/FOpEAfD60lamExPhFe+SPSxRrxtpbUXcT2X32psrRiCdFsU8ktfy8eO3ZugD8ffk2P+6KUDkiIWwnJPhh85b03hL2UuwTCcB7fYLw9nQBYOrKg9x9kKJyRELYRqC3J0GBZQFYfegiehmRK+zgiUgkpdydmdW/GQDR9xKZ+ethlSMSwnaMvbeuxyYQdi5K5WjEk+CJSCQAL7WvTQP/MgB8vfUEZ2/eVTkiIWzDOModZOZEYR9PTCLRaQ3T8gKkpOmZtHivyhEJYRvVypekUYDhomnVwQtSb07Y3BOTSAA61PGjX1PD1dpvf1+RGeVEsWXsvXXl9n0OXpAq2MK2nqhEAjB3SEtcHHUATFocRqqUkhDFkHGOEpCZE4XtPXGJpHJZTyZ2aQDA6eux/GfbSZUjEsL6avl5UbdCKUCekwjbe+ISCcDbvRrjV8odgBlrDnMrPknliISwPmPvrQvR9zhy6ZbK0Yji7IlMJB4ujnw0MBgwzN/w3qqDKkckhPWFZGrekpkThS09kYkEYFjrGgRXLQfAd3+cJjzytsoRCWFd9f1Lmypgyyh3YUtPbCLRaODL0FZoNJCuV5i4KEztkISwOuOYkrM373I88o7K0Yji6olNJAAtqpVnaKvqAOw4dY3Vh+ShpChejM9JQHpvCdt5ohMJwOznmuPu7ADA60v3kZSarnJEQlhP4wBvqpYrAcgcJcJ2nvhEUqGUO2/2bAwYerd8vjlc5YiEsC7jQ/eT12I5fT1W5WhEcfTEJxKAyV0bEOjtCcCH645yPTZB5YiEsJ7MzVsypkTYgiQSwNXJgU8GtwDgflIqb684oHJEQlhP08plCci4UJLeW8IWJJFk6B9chXa1fAFYuPscB85LfSJRPGg0D3tvHbtym3NS+VpYmSSSTL4IbY1Oq0GvKExYtFeqpopiI+vgRGneEtYliSSTRgFlGNmuFgBh/0SxeO85lSMSwjpaVCtHhYyyQDLKXVibJJJHvD8gGC83JwDeXL6fhOQ0lSMSwnJajYZ+Gc1bhy/FcDEmXuWIRHEiieQRZT1deLdPEADXYhOYvf6oyhEJYR3G0vKKAquleUtYkSQSM8Z2qmeqUfTppnAu3ZKrN1H0ta7hg09JN0BGuQvrkkRihqNOy2dDWwKQmJLGG0v3qRyREJbTaTX0bRoIwP7zUUTevq9uQKLYkESSg24NK9G1oT8AKw5cYFfEDZUjEsJyIZmbt6S2nLASSSSP8dmQVjjqDP9FExbtIV0v/YFF0dauli/eni6AdAMW1iOJ5DFq+Xnx2rN1Afj78m1+2BWhckRCWMZBp6VPUCAAe87e5EbcA3UDEsWCJJJcTOvb1HQF9+7Kg9x9kKJyREJYxlh7S68o0rwlrEISSS683JyY1b8ZANH3Epn562GVIxLCMk/XqUApd2dABicK65BEkgcvta9NA/8yAHy99QRnbsSpG5AQFnDUaendJBCAPyNuEH0vUd2ARJEniSQPdFoNX4S2AiAlTc/kJTItryjajEUc0/UKvx6+pG4wosiTRJJHHer4mbpO/vb3FTaHR6ockRAF92z9ipTMKAUkpeWFpSSR5MMng1vg4qgDYOLivaSm61WOSIiCcXbQ0aNRAAA7T1/n9v0klSMSRZkkknyoXNaTSV0bABBxPY5vtp5UOSIhCs7Yeys1Xc9aad4SFpBEkk9v9WyMX0Y57pm/HuZWvFzJiaKpc/2KeLg4AjI4UVhGEkk+ebg48tHAYABiE5J5d+VBlSMSomBcnRzo3qgSANtOXiVOxkiJApJEUgDDWtegedVyACzYeZrwyNsqRyREwRg7kKSk6Vl/9JK6wYgiSxJJAWg08EVoKzQaQ/fJCYv2qh2SEAXSrWEl3JwcAFh5QJq3RMFIIimgFtXKM7RVdQD+OHVdSk2IIsnd2YEuDQxVrrccjyQ+KVXliERRJInEArOfa467s+FqbsqSMJJS01WOSIj8M/beSkpNZ8PRyypHI4oiSSQWqFDKnbd6NgbgYkw8n28OVzkiIfKve6NKpvFR0ntLFIQkEgtN7taQQG9PAD5cd5TrsQkqRyRE/pRwdaJTfUPz1qZjV0hITlM5IlHUSCKxkIujjk8GtwDgflIqb/1yQOWIhMg/Y+2tBylpbDp2ReVoRFEjicQK+gdXoV0tXwAW7jnLgfPRKkckRP70ahKIk4Ph62CllJYX+SSJxEq+CG2NTqtBUWD8or0oMiuvKEK83JzoWLcCYChKmpgizVsi7ySRWEmjgDKMbFcLgH3/RLF47zmVIxIif/pnDE68n5TK78evqhyNKEokkVjR1yPaUNuvFAAv/bCLC9H3VI5IiLwLbV0Dr4zS8t9sPaFyNKIokURiRY46LZ+HtgQMffKnLN2nckRC5J2Tg5aejQMB2BlxQwqSijyTRGJlnev706OxYZ6HNYcusuPUNZUjEiLvjL230tL1rD1ySd1gRJEhicQGPh3S0tQDZuKiMNL18uRdFA2dG/jjmVFaXmZOFHklicQGaviUZGynegCER97muz9OqxyREHnj4qije8bMiTtOXSM2IVnliERRIInERt7tHUS5Eq4AvLfqoPxBiiKjf7CheSslTc+6I1J7S+ROEomNlHRz4v3+zQC4FZ/EjDWHVY5IiLzp2rCSqRjpKhmcKPJAEokNjWxfi8YB3gD8Z9tJTl+PVTkiIXLn5uRA14aGmRO3HL/KvUSZOVE8niQSG9JqNKYJsFLT9UxaHKZ2SELkibH3VnJaOhuOSu0t8XiSSGzsqVq+DAiuCsDm8EiZ70EUCd0bBZhKy0vtLZEbSSR2MGdQc1wzpjOdvCSMlDS9yhEJ8XieLo50zpg5cXN4JPdl5kTxGJJI7CDA25Mp3RoAcPbmXb7aIuUnROFnrL2VmJLGRiktLx5DEomd/LtHYyqWdgdg1trDRN9LVDkiIR6vZ+MAnB1k5kSRO0kkduLu7MDs55oDcPdBClNXHlQ5IiEer6SbE8/UM5SW33hMSsuLnEkisaMhLavTqnp5AH7cFcHRy7dUjkiIxwvJVFp+c3ikytGIwkoSiR1pNIYJsLQaDel6hQmL9qodkhCP1btJII46mTlRPJ4kEjtrVqUsw9vUAODPiBv8sv+8yhEJkbPSHs50qOMHwIajV0hOS1c5IlEYSSJRwYcDg00VVt9Ytv+JbHtet24dr7zyCp07deLFkSOJiYlROySRA2PvrXuJKWwppjMnRkdHM2vmTPr17UvfPn14//335ZzMB42iyOziapi9/m/e+mU/ADNDmvFunyYqR2Q/EydOZPmyZVne8/Pz47fffqO8j49KUYmcxMQn4Tvmf6TrFUa0rcHPozqoHZJVnThxgucGDiQ2NmsJIzkn807uSFQysWt9qpQrAcDHG45y9U6CyhHZx4YNG1i+bBk6nY5x48ezZOlS/vXCC1y/fp2xY8eqHZ4wo6ynC+1qGZq31h25XKwG1CqKwrixY4mNjaV2nTos+P57vvnmGwIDA+WczAe5I1HRmkMX6fflFgCGtqrOoleftvoxtvz+Ox9//DGBgYH88OOPj1333r17LFq0iH1hYURFReHq6kqz4GC6dOlCUFBQjtvFxcXx3fz5hIeHExMTg7+/P8HNmzN8+HBcXFyyrDt2zBhWrVrFa2PG8M4775jeD6hUCb1ez+mICDw8PCz7pYXV/WfbSV77724ANr3ejS4Zo94LYuiQIdy8eZNp06bxVLt2j113+/btrFu7ln/++QcXFxeqVq1K6LBhNGjQIMdtbty4wYpffuHU6dNcvHABd3d3Wrdpw6BBg6hQoUKWdS9dukSrli3x8PBgb1gY3t6GIquXL1/mqbZt5ZzMK0WoquNH6xVC5ymaYfOUveduWn3/r0+Zovj6+Cgd2rd/7Hrh4eFKcLNmiq+PT7afCn5+ypdffGF2uytXrih1atc2u13rVq2UhISELOv37tVL8fXxUVauXJnl/UaNGim+Pj7KqVOnLPuFhU3ciEtQtMPmK4TOU0Yu2Fng/dy8ccN0fmzYsOGx606fNs3seeXn66ssWrjQ7Da/b96s1KpZ0+x2dWrXVg4dPJhl/b/+/FPx9fFRWrZokW1fck7mnTRtqezzoa1w0GlRFBi/cA96K94gnj9/nnXr1+e6Xnp6OmNee43ISMM4gXLlytGrd2/atG2LVqtFr9cze/Zstm/fnm3bt996y9S2XKlSJfr07UuZMmUAuHDhArNmzsyyfoOGDQFYuWJFlvdjoqPRaDT4+xf8SlfYjk9JN1rXMDwrWHvkEmnpBWve+uKLL/K03pEjR1iwYAEADg4OdOrcmebNDQN6FUVh2rRpXL6ctQBqTEwMY8aM4e7duwAEBwczYMAAqlWrBkBsbCwTJ04kPf1hz7N69euj0Wi4dOkShw8dMr1/8uRJOSfzQ+1MJhRl9M9/KYTOUwidp/z855kC70ev1yt37txRzpw5o3z77bdKk8aNTVdjj7sjWb1qlWm9/iEhSlpammnZtm3bFD9fX8XXx0fp3q1blu3Wr19v2m7G9OlKenq6oiiKcvv2baXdU0+Zrh73799v2mbPnj2m/fXo3l359NNPlWefeUbx9fFRnn/++QL/7sL2vvz9uOk83Xriap62SUpKUq5evars3LlTeXnUqCx3CDndkaSmpiodO3ZUfH18lJo1aypXrz481s8//2zafuDAgVm2m/Pxx6Zls2bNMr2fkpKi9OrZ07Tsr7/+yrJd/5AQw7Fq1FDefustZcrkyUrVKlXknMwHuSMpBGaGNKWUuzMAb/2yn/gCVlq9cuUKdevUoX27dsycMYMbN27kabt9+/aZXn/40UfodDrTvzt27Eibtm0BCA8PJy3tYVflJYsXA1CmTBkmTZ6MVms4nUqXLs2ECRMAw9Xjtm3bTNu0atWKadOnA3D48GHmfvIJJ06coHbt2nz88cf5/6WF3fRrWhmNxvB61YG8DU58fcoUmjVtyuBBg1i3bl2etjl27BinTp4EDM/UMj/XGD58uOkOY++ePSQmPqxZd/r0adPrPn36mF47OjrSpWtX078vXsxaN2ze/PkEVq7MvXv3+Omnn1i8eDEPHjyQczIfJJEUAmU8XJjerykAN+Ie8OG6I3Y9/sVLlwxxlClD9erVsy2vV7cuAGlpaVy9+nAcwfHjxwF4+umnsz2M7NmrF2XLlgUMCSizUaNGsTcsjGnTp9OzZ0/GjR/P5t9/p1y5clb7nYT1VSztTouqhhI/aw5fJF1vm346xvMKDOdRZhqNhn/961+AoUn25ImHlbSNTVoAtWrVyrJd3Tp1TK/jHunmW6ZMGXbu3MnCRYsYNmwYzw0axJxPPpFzMh8c1A5AGLzasQ7zd5zi1LVYPt90nJfa1zZ1D84rf39/TmW6KgMYPGgQx44de+x29+PjAUxf/I/SOTw8TRIfPAAMPWNu374NQO1Mf6SmbXQ6qlatSkxMDOFmjh8YGMjLL7/82LhE4RPSrAph/0QRdTeR3Wdv0q6W72PXn/3xx8ycNcv07927dzPqpZceu40xkXh4eJh9PlGjZk3T6/DwcJo2awZA2Uxf+qdOncrSs+v8hYd3UDUzbW/k5OREx44d6dix42NjE+bJHUkh4ajT8tnQloBhetMpS/flskV2Wq0WLy+vLD+Pdr81Z+y4cbzzzju88uqrZpdfytQUUKFiRQDOnj1rei+nh5G+foaxB3FxcVmaxETRFRL8sHlrZR6at9zc3LKdk7kxnlsVK1ZEYzxYJn6+D5NX5tHnrVq1Mr3esWNHlm12//WX6bWxw4ewHrkjKUQ61/enR+MANhy9zJpDF9lx6hpP16mQ+4YW6pqp/fhR165d448//gCgcpUqlChhuEtKSHg4gNLV1dXstpm/NJKSkqQvfjEQ6O1JUGBZDl2MYfWhi3w5rBVaM1/2lniQcW7leF6VKmV6nZSUZHodEhLCzz/9REREBJ/OnUtMTAw1a9YkLCyMTZs2ATD13XfxkZHqVid3JIXMp0Na4uRg+FgmLNprs3bovEhMTOT5ESNMSWPEiBFZlhk5OTqa3T7z1WRycrKNohT21j/YUHvremwCYeeirL5/47nlmM/zyt3dnZWrVhEaGkp6ejo//fgjb/7736z99VcApk6dyujRo60er5BEUujU8CnJuE71ATgeeYfv/jidyxa2kZqaymujR3Myo/dMixYteP75503LkzNdCSo5jH3J/AeflipzfhcXIc0qm17bYuZE411GXs6r1EfOq61bt7Jq1Sqz233zzTds3LjRSlGKzCSRFEJTezehXAnDbf17qw4Sm2Dfq/mUlBReeuklNm/eDEDt2rX5+b//xcnJybRO5i7C2kyvM9PrHw5ac8y0rSjaqpUvSaMAw6DTVQcvYO0iS8ZzS5eH8yrzOblu3TomTphAYmIiQU2bsnz5cvbs2cP/ffUVXl5exMbG8srLL3PooMxOam2SSAqhkm5OfDAgGIBb8UlMX30oly2sJykpiedHjGDL778Dht5VS5YsMT0bMXJ2dja9No4feVRqSorZ9UXRZ5w58crt+xy8EG3VfRvPlZzOqxQz51VqairTpk0DDA/pV6xYQdunnqJylSr079+fhQsXAoYu7F99/bVV4xWSSAqtF9rVpHGAoYDct9tPcfp6bC5bWC4hIYHQoUPZuXMnAHXr1mXtunVmy2g7Z+oNlp5Dj6zMzQ556T0mig7jHCVg/ZkTjedWTj39zJ1X//zzD1E3bwIweMiQbOdbUNOm1KtXD4B9YWFWjVdIIim0tBoNXw5rhUYDqel6Ji6y7cmfmJhI6NCh7N1rmP63VatWrF6zJsexJZkHat2JNZ/koqMNV6qurq45NlOIoqmWnxd1Kxh6T1n7OUn5jHPr0flBjIznFYCHpycAZ8+cMb0XEBBgdrsqVasCEB8fT3zG2ClhHZJICrG2NX0ZEGw4+X8/HsmGo5dz2aLgpkyZwv79hom2unXrxpKlS/HM+CM1p3bt2qamhzt37phd5/z586Z1RfFj7L11IfoeRy7dstp+62RUUsjtvIKH51bmB/MOOVy0GHt4OTg44ObmZpVYhYEkkkJuzqDmuDoZhvtMXhJmk0mFTpw4wZrVqwFo06YN8+bPz/IQ0xw3NzcCAgMBslRNNbpz546pnMrj5o4QRVdIpuatVVZs3jKWM7lz506WwbBGmUvu1K9v6OFoPBcBzv3zj9n9XshIQD4+PnKHbGWSSAq5AG9PXu9uGIl79uZdvtpyIpct8m/r1q2AoVvlN//5Dw4OeRun2qRxY8DQW8bYPm309VdfmXrXSCIpnur7l6amrxeQt1HuedU447xSFMVUSt4oOjqapUuWAIapcI0TUVWuXNnULXjlihVZHsgDHDhwgHPnzgGYnpUI65FEUgS80b0RFUu7AzBr7WGi7yXmskX+7N2zBzDc8u/cuZMVK1bk+JO5JMXwjAGKqampjBs/nvPnzxN18yZff/UVP/30E2Bor+7Vu7dV4xWFh7F56+zNuxyPNN8UlV+BlSvT9qmnAFi6dCnLly/n3r177Nq1i1dfeYUHGfXexo4bZ9rGy8uLPn37AobZDYcOGcKxY8dISEjgrz//zFLX7cVcan2J/JOpdouIJXv/Yei3homlXmxfiwUjHz9FqVHfPn3Yv38/tWrVYkdGqZNHtW7dmosX8nZF+fnnn/PcoEGmf08YP55ffvnF7LoajYYVK1dmqYEkipejl2/RZKphAOB7fYOYkVHFOie7d+9m4IABACz4/nu6d+9udr2IiAh6dO9uShqPatOmDct/+SXL4MTIyEie6djxsQ/Su3btmuuU0yL/5I6kiBjcshqtqhtKeP+46wxHL+ft4aaxLTinchMA8ffuFTiuj+fM4fnnn8/W59/Dw4MZM2ZIEinmGgd4UzWjSnVe5ijJ/Gwip9I6YCgDv3DRIgIrV862rHnz5nz+xRfZCjr6+/uzbft2WrRokW0bR0dHXnrpJRZ8/32uMYr8kzuSIuTghRhaTF+DXlF4qpYvO9/uhZXr5RXYjRs3OHHiBHfu3KGCnx/1GzSgZMmSaocl7ODfy/Yz57e/ATj18UBq+5V6/Ab5kJqayokTJ7hw4QKOjo5Ur1bN7LQFj4q6eZOIM2e4cf061WvUoF69ejIo1oYkkRQx//puJz//Zegzv3zMMwxsXlXliMSjUi/fJn7xfjxCgnCqWV7tcGzu4IUYgqcZev3N6t+Mqb2bqByRsDdp2ipiPhwYjKeLoUngjWX7SUyReT4KG+V+MnFfbOdq2zlce+Zz7s77k/To4jsArmnlsgR4G8YcWbP3lni8G3EPSEguHH//kkiKGF8vN97uZbjiu3wrnrkbw3PZQqgpOfwqt99by+WGM7nx3HfcX3kY5UFK7hsWIRrNw4rAx67c5tzNu7lsIawhOS2dapOXMvrnv/j78m1VY5FEUgRN7Frf9IDz4w1HuXonIZcthOrS9ST+cYbo0Uu4XHc60aOXkPjHGUi3/gBTNWQdnGj90vIiu0BvT8Y8W5dvt5+i8dSVNJ++hh92RahylyKJpAhydtAxd4hhWt6E5DTeXL5f5YhEfugTkrm/8jA3nvuOyw1ncvu9tSSHX1U7LIu0qFaOCqUMY52sOcpdPN6U7g2p4WPo1HLgfDQvfr8Lv7ELGf3zX3nu2WkNkkiKqD5BgXSsa5iGd0nYOfbaYKY6YXvp0fHcnfcn1575nKtt5xD35XbSrtq+0rO1aTUa+mU0bx2+FMPFmOL7TKgwcXbQ8dXwNlneu5eYwrfbT9Fk6iqCp63m+50R3E+y7cRy0murCDseeYcm764iLV1Psypl2Te9r9Xnzxb5l3LyOlc7fFrwHWg0uLSojGf/INx7NURb0vzc5YXNnxE3aPfBOgDmDm7J5G5SGsdeBny19bEdHUq4OtGpfkVaVitPi2rlaRLojYuj9eqNSSIp4l77727+s80wHe6gFtVoVsV82XdhPyWv3KHDu+utsq90Rx1RDSsS2aoKUQ0roncovI0IekVh5prDxCelUqG0O693a5htnfx+2yjk/+upIN9ohTauPB7n7oMU5m4MJyUtPU/rOzvoaBzoTYtq5WhZrTwtq5XHv4xH/gPMIImkiLt9Pwn/8YulG3AhUjs+mQ17rV/yP85Rx0YfDxb5e3HGUwbXCeuqUMqdltUNSaVbw0rU8vPK87aF9/JG5EkZDxf+3aOR2mEIG3ug0/KXtxt/lPXgvMfjS/wLkR+OOi1BlcvSOyiQXk0C6NE4wFTVOa/kjqSYuBGXQGq6fJSFgRJxk/S+31q+I50WTeuqaHs0QNOxFrgVjQRyOz4JN2dHnB3zf52a3yd8j9bbssUxCnKcgjyqtCSurSeuMmK++aKsj6pY2p0W1crTvGo50/MSN6e8TR2RE8u2FoWGr5e72iGIDClebhS4M69Gg0vTADxCmuDeuyE6C9qt1VKpCMZclCWmpDFjzeEcl7s6ORDSrDJ9ggJpUa28qZu2NUkiEaIQcKpZHo9+TfAIaYJDpdJqhyOKkI/WH+VCdPYK3vX9S/NS+9qEtq5OKXfbPlOTRCKEShz8SuLRtwkeIY1xqldB7XBEEXTu5l3mbDhm+reHiyPPNa/KSx1q07xqObvFIYlECDvSerni3rMhHv2a4NqyCmhl3I8ouDH/201yWjpNK5flpQ61Gdyymqmoqz1JIhHCxjQujrh1qoNH/ya4PV0LjYUPNoUA2HP2JtXKl+Tj51rQKKCMqrHIGS2ELei0uLatjkdIY9y71Ufr6aJ2RKKYaV3Dh9Y1fNQOA5Duv0JYnT4+CSUxFV05T7VDEcIuJJEIIYSwiIxsF0IIYRFJJEIIISwiiUQIIYRFJJEIIYSwiCQSIYQQFpFEIoQQwiKSSIQQQlhEEokQQgiLSCIRQghhEUkkQgghLCKJRAghhEUkkQghhLCIJBIhhBAWkUQihBDCIv8PCcnwOTq11CQAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/412.jpg" } ]
<image>Find the value of the variable y in the figure.
A
64,860
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/413.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/414.jpg" } ]
<image>Find y.
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/415.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 scale factor of trapezoid A B C D to trapezoid A E F G.
A
64,863
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/416.jpg" } ]
<image>Find the perimeter of the figure. Round to the nearest hundredth, if necessary.
A
64,864
null
A
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<image>Find x.
B
64,865
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/418.jpg" } ]
<image>If G H \cong H K, H J \cong Y K, and m \angle G J K = 100, what is the measure of \angle H G K?
C
64,866
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/419.jpg" } ]
<image>Find x. Round the angle measure to the nearest degree.
B
64,867
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/420.jpg" } ]
<image>Find the perimeter of the triangle.
C
64,868
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/421.jpg" } ]
<image>Find the measure of \angle 4 if m \angle 4 = m \angle 5.
A
64,869
null
A
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CtKVr+ee/QxxaN53x3ZsYXUuxEGIN0bYIg3wjb+VYL+XPH+9IFCVt1WDz8XvK2/qIhlXRrRhLyY6J5LzEHj+/xqjbQknITIjnNtY069AMN7VEpx0tAtpgTxbnLyeQraXV6I9aPLd6HgT0aASxV7h250Hpe40eIcQakJ5dpHURVtDZ10lZb7w2toBtJ+9V8QgBqEfDk3zs9BYNq6I7MS4gLuIG+bjQvkXDUh/SYjLv3aMIGxwcbY0usqsdtXlujnj5eYHkFhHxda8SSQhxFeQXSnlv022diLCCtwd7KkvaJh5MEyVtGrDqr7vK2+887WGwdZQWY+1c1RSQnpwGuNHUtXQu05ZW45fz33+H2D7er9QHWEZhXj7FlI2kZQl7eSkgiLYBc9ieoFKlI8viyqppBLQdztSNht7kq9lzk2OJnaMjVmRwLe4+de26UghxFag2ayzsVl/rIgzy8qgvRpWkKF7dJFIUlRGVmMe881mAfLqJwtbSUKiK8drYgtp34MlySU3IBexwtCtdtlbZ4+4TcTqCIjx51L+R2ofbwqsHY5/xAsl5dhyJQy7FEjLObuaDby5Qf/AU5o7xx8mYarpUqeS5ybGivrsb9cgnOjqFuhbKCCGuhO//uKPWrPH2YO2LsILWXg5qJW1f7xUlbRXx45GS9M1L/apn7KMrJoZ6qHXg1aprUvaA3GoNQZVSkHGbCzvXs2zLbdxGTGRcl1Lt9RaNCBoWQhNyuLjrH24+AFnqWVZ8toWoNs+xdE4o3kaZ59DguZkARvnSGwMHLqSreUdo0qxRW4YFuTPpahZrYwuYdz6LwJbpDOiqvS4xUyAqMU859doYomEF9raWfDPBh9QV0exOkeevW3vY6fz9k97cwqinv+YqAC60f/Eztr/Th6ZlPtkWODzSjwkdt7P4yiH+utSJqP99yfobAUz/3ziC3I1PCjR/bnUfE3xKtScqMY+B20oMZLZN0b0IK/hwuBeXH24Mztt3j3bNHYVLmwqq0fAbTxkuN1weiq7JOw/fv4HbkrnexK76XxYW9XB00cw5zsLOnY4hvXC/H8Pxi0lcW7+YmfWsWfZWEB6lP931WtBnaCeWXvmHX+Z+CLeh/+fTealj/aq7zCQxbJ+zigPZNUu5WLYbzWfTuuNSjcdU67kpsaapRwOMq0q4aoQQlyK/UMr49beVPy8b5qFXIfR2t2XhwEYM3Jas3PxZ/Yqv3v6+MXMpJkcZDS8PdjHKLyhvd1tWjvUi8Id4AMavv80f03yrZ8lp0YBm/o3geCI37+RCq4qfp4V3CB+tCEFu9XiTw6u+ZNbqD5labwkb3uiMs5rC2tNq4FCGfv8PO25n4f/iR8wLa4lGK5PlknD0OEcyNH8a6vSnoJqPqN5zk5CVmsaDOlpNUtfWq3MWbC2pkFjX380gZVEDurqy8JZ8Q2ptbAEDw1N12rpbV/h4d5LydnVN3/VJZ18ntg5uzKi9KZzLlfDeptvlfpmm389g/vzFvPfeNLw8VaN7ezx9vbEiguy8ImSggS+CJXZubRg4cSS//7qAg5uPceXFTgQ5q17JySi8l0RcphSwxMnbAzdNFcDSjc6TJzG1hlacFt7Ny6l00BRNnlsR91PSkFS4mWfcCCFWYWd4qjLimuRjZ9ABkm8P9mRXZC7nciWM2pvC9RYORpMPNQQ1HYFkKIYFuTMrJpclEbnlfpkeOnyczz9fzrRpk0uJMIANjdv404KTRMamUUQTFa+JB6TdvEl8Njg3b0UrN/W2O4smrejpb8/BKze5ebeIIOeSaFqW/S+rP/iB8xJAsWn3bCvalercKxdLT/q+PJm+1X8pqkHNnxuybBKi7oJVAL5N7XW6Sl1Q1744dEZCaqFyukagoxWLxjYz6HrsbS35+cWSNczeat4lbaoDQY05GlZl/qhmyhb2UXtTiErMI/1+BvPmf8Hatb+ycsViwoY8We5j6/l2JMRDSty5GFLUgtACon/7nDFj5vHTtUqKtGwa0aiBSpwly+Di+lWsvNqAQZ/M4TU/ayRX/ubvG3m1fp7ao4bPDaAojdjr97Hq1oOunsb9JV0eQoiR54WnbYxX/rxyrJdRRFytvRxY198NkPvgmmtJm2o0vHVwY6N4bzTB3tZSrYX9jW+PMWrUZNr5t+aHNV/RqlXLih/s0Jr+I9oiOX2RK6mqzrmKtEUuiam5ZTwXZJl3iU4qhObN8W6gqEGWkHF2CwtWXKH+4FeYOSyE0DB/IJLdJ2Ixnobgmjw3OUXx1zgRa0eXJzriXQdVrQ4uWftsO3lP7bK3s2/Ns1naZmSvRsr61HnnswiPyDTwivSLtkcg6ZvOvk6s7uOE96Wt3Prze/qPfYvnxg7H3r6qfX1n2g8IpYM0gtPX76uIkg1NOnWli1UWp37awb6bGcoZbLKCBA6tXMfWVDs6jOxJ24dX9op64cgGTzJ3+uN4WzvSNrgXvhQTsyuca0Yzgqn6z01OPrGnTnGxQV/GDfDRbPPRyDB7IY5KzGPiwRI/24mhxlcS9eHwkqhqxs5kszKS17Xpu665efMWvyyZQRNHS+488THzot2IStQsHVDPvy8TyjE8t/F7ig/m9qP+9f8x/ekRPDlmBq+++gr9u47m9fXXqd//NT4Z3UaeV5bd5dBXX7P+egMGzX2RQd7yvGq9Nt0J87OGmKMcvGo89kDVem4KHsRxbNdVXJ7sx6NN6ua2V906q3XAl7+XdEB9McrLKD/o3u627Bsp/4IwJyN5XY5A0jX5+QX8umkHr772Lp9+MoeNX8+kwFouH7O3Jmr2Syw8GTBlNG3+LmV4buFMu+fnsHnNO0x+pi1cPs2RY2m4PzGc6UtX8NvSYbRzsgQKSdi7mg+2JdBw8CvMHNisZHe+ng/BYf7ALfYcvYnRZIo1fm4KJNw/vY8fEx9j5otdaWisLdpVYFFccMdYrkv0zs7wVOUG3cJu8mGfxsx7G+OUVR1bBzc2+ZI21fenLj3fxDvJvPvuAnz9fJj+9hRcG7oA8PPhu8qrL42fjyyJfe9MY6HtG+z6pC+N6qjQ6Iyim/w0cSa/BX/KL692oO7VS8gxvvBPT6RnF6lFW7r0kdAWqkbyo/ammLSRvD5HIGmT3Xv2M2HCm0ya9BwLF8xWijDI8/2q759GKSaLpvR/YxoTmtwj6m5x1cebGUWJSeT3nMy8Me3qrAiDGUfE3/9xR+klsW+kR53xdLgUk6Ps2gprbMMvr/kZZTqlLFIK0m4TFZ+DTaMWtPJ2qrSIXTV6PDbOyyCNNdUh8U4yixYtByinQaOE8IhM+myUpybqwlWYQD/UhU+w1olKzFMzFa8rIgzyXXiF5eLulKI6YiSfR9T2Txnceywjx7zM0NAxvLDsDKkVhADp2UVqG6jGLsKHDh9nwoQ3GTCgL98u/6xCEQYICmignFU473yWxht3AtPGLIVY1TjGkKbiNWViqEedMpKXxu5nwfx4Qr7dwr+RxzizbQIuW79l1an75R5vyBFI1UG1OWPDhm8rbM4ojap1p+q5KDBfzE6IVW0UF3arXyfbhuuWkbyE9MgrXOg8iOdCvLGzsMal4wDGDZFw8HIyklJHG8MIJE24fDmC0aNfVjZnVBYFl6a1l4PyqmZJRK7Z1YYLymJ2QqxaOjTlCcN5SdSW0kbyC7beruIRGiDL4dbhX5n/2gv0aBtEQP+pvLtkJ8dic2oxEdiCeg4O1EvPQrk3JSskM+0Bro71ypjZqEbDxni1kp9fwJKl3zNj5nxWrlisYXNGWVTbtFXbtwXmiVkJcV0zjqmKYUHuyq67JRG5HLiQXvNfJsviyuq5PP3a/7H5aC4t+wXRwzGWXWu+5OWxn7PxenYNxdgS545BDM38hQ8+28XJixc4sOorFuxvzahgL7UTUDV3b0ym7wouX45gSNh4APbs/rnyFuUqcHW2Ucv1i6jYvDErIV5/Ik15u64Yx1TForElxjLz9t2rcUnbg8i9fPTNOWj3PKsOb+J/K5ew/rftHFw6BLf0I3z+6Z/crGFDn0XDR3lnw3uEZu9i+ph3WHSmCa+vm87IluqRpDGOQIKS5owZM+ezbOkCZs2cWqMouDQiKhYoMBshjkrMU86fM4VoWIGrsw3LhpV03X28Q8OuLTXy+O/o31yVuNLvpWfo6/GwgdTCnmZPDGW8nzWSCxe4fLemrdWWOLUKYdrStfzz3yEOrZvO+O5N1MrXjHUE0s2bt5j88nSuR0axZcsaOnUK0NrvLh0VG/umq0B3mI0Qq0ZbphINKwgKaMDCbvKBimtjC/j58N0qHlEKhZcrnnRo2VA9b1vPg4AejUByg39jdOdJYIzR8O49+3n1tXfLbc7QFqrn4ubwtEqOFJgyZiHECamFapUSphINq/L24JKuu4kH06pXnyrL4V5cDtUe364lVKPh5cEuBo+GE+8k8+a0uRw4cJQNG74lNKS3zv6WalS8JCJX1BWbKWYhxLv/KYk0Rj5ad5o3qkNpI/nx629rXtJm6ccL2w7x33/LeaH0fDRZEXnZxYAXrTwd1e9K2MtLAUG0DZjD9gSVtIUsiyurphHQdjhTN0aSU8Uun2oli6GvVg4dPk5Iv+EaNWdoi7AebsrbB/7N0PnfExgfJi/E+YVStbpUQ0dbukTVSP5crkQrRvKyjGhOn04Dj3b4e5YaXePVg7HPeIHkPDuOxCGXYgkZZzfzwTcXqD94CnPH+ONUiVGNsVSyKJozfvttH4eP7NC4OUMbeLvbKrvtpp3IMOKacIGuMHkhPnEtQ3n7xWC3ig80EcaHNNGOkbyskIzYS+z45ke2pnozfE4YXR1KKapFI4KGhdBEMf/sQYkJeVSb51g6JxTvKuxhjWEE0unT55XNGYu/+FAvUXBpwrq6KG+rnrMC88DkhXjFsRKHtS5+zgZejX6onZF8ITd/nkZb/370fHIqc/fZMO77ZSx8yqsckx4LHB7px4SODkiuHOKvS1fZ8/mXrL8RwLSF4whyr1yFVaPhdf3d9B4NK5ozvv2/H2rVnKENggIaKHP8inNWYD6YtBAnpBYqP+gvdHGuIy5ltae0kfx7m6rTdWeJXaNW9At5lM7N7CHjMhvmfs7Xx5Ip14SxXgv6DO2EFf/xy9wP+WSvjP6fTOeljvUrHQGfXyhVRsOBjlaM7KXfaFi1OaPK+XF64vXHXAB5KZspW5wKymLSynTkcobytuqGiDkwoKurMu+4NraAneGpGj7SBu+nprFyxTL+d+APwnct4IWm11nz6gK+v5hRTnedPa0GDmWoK2TezqLpizOYF9ayyrlhf55PV35J6nMEkq6aM7RBv04uytuqG8wC08ekhXjn5SxAbqXo7W5bxdGmR+lx7tWOsixscfPvx6SXemEjucLmfTco23Igo/BeEnGZUsASJ28P3KrICxtqBJJqc8ae3T9rtTlDG3i72yrz+z9dNJ45cgLdY7JCfCkmRxlxje/R0MCrMQylx7lP2xhf/o58cTo3L13h4qVbpJXJP1jTpF172iIl7UIsd0s9XJb9L6s/+IHzEkBl064yDDEQtHRzhrFEwaUZFegCyFNKotPOfDBZIb4Sm6u83bejcVop6oPOvk7KkrbdKUWsO5Rc9qAHsex86zXGTNzO1fyKS6dsWrjTQDXxK8vg4vpVrLzagEGfzOE1P2skV/7m7xsVNyWUHoGk62hYtTljy5Y1Om3O0AbdWpdsKIdHZhlwJQJ9YrJCrJqWMMVOuuowslcjpZH8tBMZZSMt+0b4tnaCwjRSM0s7BEvIvJNIEtY0a+2hIsQSMs5uYcGKK9Qf/Aozh4UQGuYPRLL7RCwVBcXbTt5TRsOznmis02h49579as0ZumhR1jauzjYiPWGGmKQQq1ZLDOtU38CrMTz2tpYsH9dc+fOrmxLVS9os3OnUNwAryVl++ukoUZmK/ISUgoQTrFj2O2lWjzCyrw+Klg5FvXBkgyeZO/1xvK0daRvcC1+KidkVzrX8stt6+hqBpGjOOHDgqN6bM7TBwA7yc/ZcrkRUT5gJJinE1+NL0hKqO9HmjLe7rZqR/OJdql139rQa9gpz+tcncsOHDH7sWZ599R2mjBlF19A5bLhen9C5r/Os/8OuRNldDn31NeuvN2DQ3BcZ5C3fCK3XpjthftYQc5SDV8tGc/oYgXTo8HGDN2fUlu5tStITZ2+IqNgcMEkhPhQhP3kDHa3MslqiIoYFuStL2kobyVs4+TNu8desWTCeoV3gypGTHE9tRP+xr7Jk8wqWPa9oVS4kYe9qPtiWQMPBrzBzYLOSRo96PgSH+QO32HP0JqqZYtURSLqIhhXNGWvX/mrw5oza4u1uq6x22XdV5InNAYvigjs1n4JjpFjPjQDEuPLySM8uYtDyGGWeNnaGn16+rL7/445SiK+/7qNVz4/LlyOYMXM+Tz3Vj9enTqqzAqyK6uuVPd/fbJqRzBWTe3dVbQQDW5quwU9NUTWSB/h4h+4Hj+pqBFJ+fgGrVv9klM0ZtaWzT4nT3X/CGtPkMTkhvhpXctK2a+5YyZHmS2kj+W0ndTvSXRem74rmjOzsHKNszqgt/s1KvqxuJRcYcCUCfWByQnwmRr5RJ/LDlfP2YE9lSVu1jeSrgS5GIP26aYeyOcOUomBVXJ1tlO+P4pwWmC4mJ8R/x8mjh6H+IhquDHtbS74YVdJ1Vy0j+WqgzWhY0ZyhmB9n7M0ZtaV7M3sA5ReZwHQxKSFOSC1UbkL5NzW9KEnb6MJIXhVtjkBSbc7Q1fw4Y0P1HBb1xKZNFfYsdYvUrJImhQ4txEadJowPacLxm7msjS1g3vksAlumM6CrdtqOv/y9pJ26pqbv6fcz+OrrVWTcz+TwkR11si64pqiew/EpBSLVZsKYVESsuqnh7S4iYk35cLiXsm513r571TSSL5/wiEzWxsrfj5qOQFJtztDX/DhjQvUcvptR+/dEYLyYlBCrbtSJukvN8Xa3ZeFAecRafSP58qnNCKT8/ALmzf9CrTnDHLG3tRQbdmaCSanVjVS51czjLUQ0XF0GdHVVK2nT3Ei+LLUZCKqYnOHt1dRoJmcYkjbucncPxbktME1MKkes+PC39xRCXBPeHuzJrshczuVKGLU3hestHGq0waY6AmliqGbphPz8Ar77fi1//nmEZUsXmFxdcE3p6esIEbnKc1tgmphMRKy6q+xkZ2XAldRdShvJz95a/a67neGplY5Ays8vIP1+htr/UzRnACbZnFEbnOxKXj9ROWG6mExEnF9Y4qMrKiZqjsJIfuLBNHanFPH13jsa+3VoMgLpu+/X8szQgbg2dCE/v4Cdv/3B2rWbmDNnmsnXBdcEnyYlV3eq53j1kVKQfIMz4ec5ezmSqxfPcyoyA1z8eKxXJ7p0DaRP/0fp7GFf6dBXgW4wGSG+lyku3bTFyF6N1EraBnbJobOvU5WPq2oE0uXLEaxZvZEnBjxO4p1kFi1ajkvDBmzZssYs6oJrS+zdghqliopTr7F7zfcsWn+RzNJ3ZkRz6vdoTv2+k+8/a8vwT+bw/rA2D532BPrCZIRYtbzHPEvXJKT++Sl93vqTyuMmSxr4dyekdx8GjRxAbx+nMhGQva0lHw73Yu2yaEBuJP/HNN9KN92qiobz8wuYMXM+ANu27+F/m3fx/YovRBRcBarCm1NQ3c7HByT/s4WP3lrJkXQpYE+zkCGM6duB1n6NqW9dTFZyHBFnjrJtyz8kSP5jx5w5FNh8zZdDmpmOONQBTCZHrIp5lq5lc+NCRBUiDCAlM/IMO9d8ycuDZrD0n3TK80Gt3Ei+LKrR8LJhHmXeg+++X8vt+EQA/vj9EEuWfiREWANUc/R3q3XV94Dko2uY8uL3HEmHBoHP8vnmX9n7/dtMHtOfvt070aVLV/oOHMZrHy1j1/aZhLpaAkn8sWgn/2Tr1pFPoI7J+BG/tzFO2U5b/JkZbvZIo/lp9Ct8eiUf+6ffZuX4dpTtw5JRlBVH+JZfWX0wTi7aHd5g1+bn8K8g2FV9XbcObsywIPcyx6RnF9H48yhAbvq+4+3WavdfvhzBqFGTyzwusPsjzH73TbE5Vw75hVLWHUpW2ocqmBXgyBtPeVTRZSej4OZuZoz/kkPp0LD/dNZ9MYx2TpUFKMUk7VnIgFkHKMKHyRtX8U5350qOF2gTk7v6UEygMDsyE4mIzAccaN+jJz27tKhg06UTPXo9QrO3pjL3YDpcvcy1u6Px9y7/VHh3qCd/x8UoS9pi2ziXEYHKRiDl5xfwxeJvlT8Hdn+EPn0eo1WrlrRo7m32dcLlkV8o5a0NscrORFWWROSyJCK6cnP9omi2fPQdh9KlWLV7keWfPlOFCANY49GlOz04wEnSiU7OAYQQ6wuTE2JzpfDmVQ4WAbQguEPjyne+rT3pGdoBDh4D7pGSUQQVCLGrsw0rx3oR+EM8AO9vSWB0oAuXb+cD4N3QptIRSFFRMTz77DMs+OhdvLyamqRlpbZZdyi5XBFWZfz62xyZ1bqcNFwxSX/+zOKzOYA/k94fTXcXzco5LTxC+PJoD4qwwMa5Yc0WL6gRQohNggckRUeTDWDTitZeVZnDSCjIVfgPe+LlXq/Sozv7OrE82IVpJzL4JaGQXxLulnvch2FNy/y/Tp0CROqhGuQXSsukI8rjXK6Ei9HZZWf/SW9zdMspigCr3sMZE+iieTmatQNuHqL00xCYjBArfIjNkxziImPlN/398GlQxWWoLI2I0zfltzt2JKBx1RFTOy97IKPSY+5lmF8bbkWG+rF3C8qtckjKeEB8evmbbtX1Hb4Um1tGiKUxZ9n6Tw7QiCdHdsdLlKHVCUxGiBU79maJ5C4Rx+RRqvOjrWlWhQ4XRZ/kf0cyACe6j+yObxXH5xdKmbM3pfKDkDu3Bbd3MYqqlfTsItKyyhc81XFaqkQmFZCZX/Y8upH6wChbjDPzSwv9A+LPneEqAK3o6d9QNGfUEUxGiBWYo8+ELCmas4lSwJXgDp7lVEuUUJx8lhWfruOcBGg+lKlPNa+yhvG/xDyNvugqvFwuRUJqYbldYrmF0grns1XkPvZ3XEGd/BKuaFO5aQMbZp7K0Oh3lB1+oHJl5OJPW+/KU04C48HkhNj8fCakZMdEcgGA+tTPu83Fi2WjV1l+OrE3L7J7xTZOpUvB6hFeX/w8j2mwkVOd4ZVL/7rH7gsZQN0c8RPW2EbpeFaanr7li2dLDzscy7kKcKtvUyMf5qPRmpn8dG9TqqpBlk3SzYe9cx2a0sjcPgp1GJMTYvPjAXduRiOvYYjlf3Om8b+qHuLah+nfTGdyF802clSNZ6piV8oDSNFNrniSjx2uDmXVpYG9VYWjsSryHfF2tzOKFEp5fDHKi93fxVZ6zLr+bmVriSVZ3I16mHapZ4N1NfISRQmX2H/xLlKcadOnJ/4NhIrrE5MT4iRz2zCSpXPjfFzVx7n48VivR+gZ3IcBoV1p1UDzt75dc81rs6f42eOsInDtPe3KvUpxsrNUM7RRRRuTnusyrb0cODbOixk7k8tNuywPdmF8SBPt/UFZKuE/fMHMTXFY9XiH358WIqxvTE6IK9qRNlnyE7lyOgOwptXsH9g9qQ3a/hh5u9syK8CxylTDJB87vntJNGhog6CABhzxc+bEtQy+O5rG3nvy8zp2hl/FXXVWDfHu4AQncuCfSGLynsDDoaqwWEr2pT18syUOaMGol3vjY5wXCiaNybzkk3zMb5MOQHrnFhdyABrRrZW71kVYwRtPeSjn2pVHSxsLPhzuVeH9gupjb2vJgK6u+DcqyVlX2tps4U77Xn7y2zmn2HsqpVwfkRKk5N7cy7ypP3JNYonbyFd5o7e7qLQwACYjxOXlDk0fKZlx0fwHgA8Bzau2qqwp3u62fPRUxbPnbhXJ1KZoC7RP1e37dvj1CSHQCiCe7R8s5+cr9yku71BZPgnhvzBz/GL2pUuxCnyVVXN600iosEEwudSEeZFL1MUrFAF4daR9M92WK60+Lre57OpgxY/jvLCzsSQjt5jH1icAcrvM8ttuBfrCxu9J3nvrOM8uO4ck/QifjvyX30eMYFhvf3w9nLApziEpOpLT+/9gW3giEixp2H+mBqZAAl1ickKcnlf3akprjCydmEvyUjWbnr546/Ci4MCFdGVJ1ZwQNzr6lETfWwc3ZtTeFM7lSspM9Dh0+Dh3796jQ3t/Wrf2FV4TusaiPh1fep/1Nt8zd8kBbkvSubR9DZe2l3OsSxcmvDeVV4a0x93klKBuYTIvf3NXeb3m2tgCVht4LXojI45Ll/IABx55pAUuOvoz+YVS5u2TO6yVZ/o+LMidSVezlBM9AlumM6Cr/Jigx7ozJGy80ov4iScf57HHAvFt2YI2bf3EZA4NqHY9tnUTekyax/aQYYQfD+do+CXOHr1KgsSFNkGdaN+mA917BdKrRxs8qlGaKNAdJiPETV3Mr4tIkhjDmSKAxnT2c9XZJktVI5AAFo1txuXlcrvMefvu0a65I97uttjb2zFnzjSmvjYbgL/2/81f+/8G5JaYCz56V1hhakhFDSXlY00Dn84M9OnMwPE6W5JAS5jk12F6tjlsGhWTdCOSOwBW/nRoqZvaW00GgoLcLnPhQPlm3rlcCR/vSFTeFxrSm9Fjhip/btW6JatXL+WXjSuECFdBdadoC+omJiPELT1Kco8Vmb2YFtZ4D1/Ef/+F81/Ehwx0102CuKoRSKoM6OrKwm71AXmK6OfDJXaZr06ZoLz9yCMBLPxkGZcvR+hkzaZEQmpJe3kTl+q3SwvqBiYjxKq9/mKis3ZIzy5SRsPlmb6Xx9uDPZX1xhMPpiltIr08PfhyiXx46Ouvv8SypQuYMXM+v27aQX6+OVuYVk6uSkTcqIEQYlPFZIRYdXKz6kRnQc3ZfPyeMhouPQKpIuxtLfn5xWbKn2dvTVReXocNeZLA7o/g5elBp04BbNmyhuuRUbw7+2MS7yRr/wmYAKqGS271hRCbKiYjxKqXzJFJIsKqLenZRZWOQKqM1l4OrOvvBsDulCK+3lsyAXrx4vnK264NXVi4YDYDBvQlpN9wDh0+rp3FmxCq3ik1cXIT1A1MRoihpPPoVpqZGf/ogMoGgmrCyF6NlG3n885nER4ht2f08vQoc2zYkCc5fGQHv/22j3nzvyD9fkbNFm2CKLxTzLWF31wwKSFWrSUW1BzVaHhWgGO1omEF9raWat4TM3YmV1rN4uXpweIvPqSdf2tGj35ZbOQ9RFFD3NLN/MozzQmTEmLVWuKE1EIDrqRus3hXSSrhpX4V+0tUhbe7LftGyiPgc7kStd9bHvb2djw3drhyI2/V6p/MeiNP9YurIr9lgWlgUkKsagIen2K+H+DaEJWYp4zCZgU41tobeEBXV2XKaElELjvDU6t8TKdOAezZ/TPZ2TlMfnk6N2/eqtUa6irx90qCiYoM7gWmgUkJsWrlRHQ1xvsISvjxSEluuDbRsCrzRzVTlrSN2pui0dWKvb0ds2ZOZdKk53j1tXfZvWe/VtZSlxAVE+aDSQmxva0lYY3lJ+y1O0KIq4u2o2EF9raWrBxbki+etjFe446x0JDebNjwLQcOHOXNaXPNaiNPMTA1rHHNZt8J6g4mJcQA/duUXAYLqodqNPzuUE+t/u7Ovk4sD3YB5CVt6w5pXjfs5enBt8s/47HHAhk9+mWzKXNTnMPdm9kbeCUCXWNyQtxapdVZ0dUlqJrwiEzlB395sItOIrCJoR7KK5ZpJzK4FJNTrcc/N3Y4K1csZu3aX1my9HuT3shTPXcDdeQjIjAeTE6IVQddXo0TQqwpS/5KUd4e01s7ueHS2Ntasnxcc+XPr25KrLapTatWLflhzVcADAkbb7IbearnbnWGtwrqJiYnxN7utsqNoX1Xswy8mrpBeESm0vRdV9GwAm93W7YOljeInMuVsGDr7Wr/DsVG3icL3+PV1941Sb8KRX440NGq8jl1ApPA5IQY4IUuzoC8sUPYCFaNIhoOdLTSWTSsyrAgd2Wn2JKIXA5cSK/R73n00W4m6VeRXyhVpomG+oto2BwwSSHu7FNy8l6MzjbgSowf1RFIs/u56W13ftHYkpK2gduSa9yAY4p+Ff+p5If7tnM24EoE+sIkhbiLX8nJeylWVE9URFUjkHSJq7MNy4aV+E6oGsnXBIVfxdq1vzJv/hd1OlURHlmSUvNvJjbqzAGTFGJ7W0vlpe9PF0VEXBGajEDSJUEBDSo0kq8JXp4e/LDmK9r5t2ZI2Pg661ehOGcn+diJ+mEzwSSFGGBUoAsg3xCqbpmUOaDpCCRdU5GRfE2p634Vl2JylF+OinNYYPqYrBB3a12SnlC91BPIUY2GFw5spPdoWEFpI/nx629rZYNV4VeRkJjE5Jen15mNPNVzVfUcFpg2JivErs42aukJUT1RQukRSAO6GiYaVqBqJH8uV6JmJF8b7O3tWLhgNpMmPceECW/WCb8KkZYwT0xWiEE9PSGqJ0qoyQgkXTM+pEm5RvLaoK74VYRHZIq0hJli0kIc3N5FeXv3hQyDrcOYqM0IJF3z4XAvZb64KiP56lLar+L06fNa+93a4uj1kmBBpCXMC5MWYntbS6XRzJKIXK1+sOsqtR2BpEu83W1ZOFDeUHIuV8J7m6rfdVcVCr+KD+YtMiq/ivTsIuadl+eHF3arL9ISZoZJCzFAkH995e3fz9asg8tU0MYIJF2jaiS/NrZAIyP56tKqVUv27P4ZMB6/iqNXSlIxA7u4GG4hAoNg8kLc2ddJ6fj13akMs960W/VXSZ2utkzfdUFpI3lduOiV51dhSFQ3Tzv7Ohl0LQL9Y/JCDPBan5IdeXPdtItKzFNe+mrT9F0XlDaSn721+i5tmqLwqzh16hxvTptrkDI31U268T0a6v3vCwyPWQhxcHsXZYSlavdoTuhiBJIu6ezrpCxpq66RfHVxbejCt8s/M5hfheo5aajGGoFhMQshtre15PXHXAD5h1qbpVF1AV2NQNI1I3s1qpWRfHUxhF/FpZgcNQtSQzXWCAyL2bzrT3cviTTMLSpWjYbfeMqjkiONi/KM5HVd+aLwq/D2aqoXv4rN4WnK2/qwIBUYJ2YjxK7ONmoz08wlKr4Uk6M2AqmumYyXNpJfvEs7XXeVYW9vx5RXXlD6VejKeF71SkXXhvwC48ZshBjUIw5ziYo/3p2kvF1XI65hQe7KkrbaGMlXF4VfxfXIKJ34VaheqdTV90agHcxKiM0tKtbnCCRd8+5QT60YyVcXVb+KkH7DteZXoY9hrYK6g1kJMZhXVKyPgaD6wtXZRq2k7eMduitpK4/QkN4cPrKDAweOMm/+F7X2qzCl90ZQe8xOiF2dbZQ5x90pRTrp3DIGVKPhrYMbm0TE1dnXSc1IftvJe1U8Qrso/Cra+beulV+F6niqdf31N55KYLyYnRCDvFZTcZn7xZE0k+u2yy+UMmOnPJ9pSNN3XfD2YE9lSdvEg2kGMf2vjV9F6fFUI3uJaNg4kVKQFseVi9eITMihWMd/zSyF2N7WUs1cRpfNAobA0COQdIm9rSVfjCpJUby6Sb8pCgWqfhWTX56usV/FukPJ1Xxvirl36Ev6jPiJK/my2ixZAFAQyY/PP8NzayOp+Oszj6jtnzK491hGjnmZoaFjeGHZGVJ1+PKbzie0mgzo6qr0v512IkMnfgaGwFhGIOmS1l4OaiVt2jKSry4Kv4pJk57TyK8iKjFPzYJ0WJB7lX9DlnGJDd+epuOLoXSwt9DGss0bu9YMn9KX2DWb+D22fCmWxu5nwfx4Qr7dwr+RxzizbQIuW79l1an7OluW2QoxwDtPlzQ36NLPQJ+YcjSsyrAgdzUjeX2VtJVHaEhvjfwqvvy95P+rRvUVk8/NPb+y9l4wo4M9EDKsDaxo+NgQXvU7w9L1F7hfJsqVkB55hQudB/FciDd2Fta4dBzAuCESDl5ORqKjVZnmp1RDVEf07E4p0vvmj7ZRjYY1jbjqMqpG8vP23dNbSVt5qPpVTJjwZhm/ip3hqax9GIEtD3bRqM1cdv8iG1f+S4vxT/JYQ6tS9xaTefMUm5Ys4Ln+obRtO4ghLy3ky82nic2t+wFFCVn8s2Q8bbss4Wi2lp6XjQ8Dnu1J1rb9HE8unf21oJ6DA/XSs1A2ccoKyUx7gKtjPZ19GZq1EIO6n4E2pggbEtX8o7GZvuuC0kbyH+9INPCK5H4VK1csVvOrSEgtZNReeblaoKMVE0M1aTMvJvnEfran+hEW7EO9Uvelhq/mhbCZfLTmADcdA+jXz5u8U/v4Yf4sxry7k+s5JiLGskxuR1YWIMnIO7uCPm2DaFvBv84fnUJ9fLA1Ho/2ZQCn+N/BWNSb5i1x7hjE0Mxf+OCzXZy8eIEDq75iwf7WjAr20plgmr0Q29ta8mFYU+XPdTVFYcwjkHTJgK6uaiVtxlCO2KpVS6VfxeAh45j5f8eU960c66VZukiWRPiuMxT59SK4TanoOT+SrUt3EClpzvClv3Lst29ZuXI1+8NX837/xtw/uIL3N0aQr+XnpX9kFESeZHt4ZVPYpeSmpZKOPd5dHqVfSK8y/4KbO2Fd6lEW7q0JftSSc5tOEvmg1H0NH+WdDe8Rmr2L6WPeYdGZJry+bjojW9pp+wkqKb0+s0RhuTjxYJrScnHqIE9DL6taGPMIJF3z9mBPdkXmci5Xwqi9KVxv4WBwhzmFX0W6VUvWffslTVs/wSvDB2ps+i5L/Jc/wrOwH92GFurhMA+iz7P7ah5W3Ucw6cnm2D28XrZ26cCY14ay6eAqru0+z81JHehYr+zv1jaytOv8FR5PoYUbnfp3w8euthfwUgoyU7h97SRrv/iB85UmZovJvHePIlzoNfUDPu6j4ea0hRttApvDVyc5cWMUHTuoni+WOLUKYdrSEKYtrcXTqAZmHxEr0LflojZRjYYn+diZTTSsQJ9G8tXhUkwO86LduBv6Pk0KE0k6+YOGfhVSsmMiOS+xx8+vMerSXUTKjUjisKZFcHtalOoFqdeiDd0dgNhIbqToZ0ajJP4E82Yt4J2Zu7icUcvXXRrNTyMH8EiP4QyeuJQdkVWlCnNJjE4EvGjl6ViNP2RHi4A22BPLyat3MfTZIoT4IeVZLhpy86c6qI5AUq0EMSdKG8kbqqRNQXp2Ea9ukuesc22d2bRiHiOGD9LQr6KAuIgb5ONC+xYNS31IpRTk5iLBBgdH24ovaSW55BYYWl5qgIUTrQaPZerrE+X/JofSpvQ+pSqyIvKyi8GhOS2aVKdD0RInz+b4kcPVyGQMHXYJIVbB292WfSPlQqbY/DGGyKoy6tIIJF0zslcjtZI2Q13V5BdKeW/TbeXG6dbBjWnt5VANv4oC0pPTADeaupbOS1rTqPsYvlzyHlO7u5XZxZcV5Mt3+20a0ahBiUzLEvbyUkAQbQPmsD1BJVKWZXFl1TQC2g5n6sZIcgzdM2LRhKAXJ/PWtJfl/14dRJfKnFtlOdyLywG/5ng5Vk/OLOwccLGC/Ku3STHwx1wIcSlKb/4Ye9ddXRuBpEvsbS35cLh6152ujeTLY92hZGWp2qwAR7UyQi9PDxZ/8aHSr6Jc43lZLqkJuYAdjnalw0ErGvgHETZkAKH+LqWEWELG9X85UwRWj3aho3vJYy28ejD2GS+QnGfHkbiHlQISMs5u5oNvLlB/8BTmjvHHqa4VK+emcDM6H5vmtmSe3s6nr71Aj7bB9Bg6m09/rryUz6KBG162QHQ8iQYu+RNCXA5vD/ZU67ozhp348qirI5B0SemrGn0Yyaty4EK6WvXK/FHNyhxjb2+n9KvIyyuntkH2gNyM6n+ByDIu8uOy30mjKU+N7IaXqqhaNCJoWAhNyOHirn+4+QBkqWdZ8dkWoto8x9I5oXjXwa17WWYaiYUgPbmCKRO/5/B9d7r2C8A56jg/fTKDQS9s4IK26o91iBDiclBEVqoj3Y3Ru7iujkDSNQO6uqoZyevri/RSTA4Dt5WYLS0f17zSUrVWrVry6KPdtPK3ZTmRbHz/M9ZcL8BtxOu8079pqWjZAodH+jGhowOSK4f469JV9nz+JetvBDBt4TiC3OugCgOygjwyJCCx7s2cvdvZv3mZSimfB5Krv7Bg9QUyDJ1yqYK6+errAW93W1aO9SLwh3gAZuxMZltjO6MZNVR6zI6xrMtYeHeoJ3/HxShL2mLbOOv0NUpILVRuzgEsG+ZR879nUQ9HF803nmQ5kWycPZdPDqbQsP90fpz7OE3L+2TXa0GfoZ1YeuUffpn7IdyG/p9P56WO9avuGJPEsH3OKg6UE13K7sc83Ow6z5o5s/mjnPI1y3aj+Wxad1w0flaaIW3YnQ82rwJnLzq2clEKmrVLB8ZOH8v+I19xbsdx/p3Uhb5luhMf0rQRrga2AhBCXAmdfZ04Ns6LPhsTOZcrYeSqWLZN8TEK0Zu9teRDL4zFy6Iwkld8kU7bGM8vr/npxHsjIbWQkatilZtz+0Z61K6E0KIBzfwbwfFEbt7JhVYVn2+lRXjdF8No51TRc7Sn1cChDP3+H3bczsL/xY+YF9YSjSRflkvC0eMcyajsoAxuhIdzo9z7+lfidlZzrN1a0sWt/Ptsmrcn2Meac9HXiUgspG9D9dSdIq2Bgz32BlZCIcRVEBTQgOXBuUw7kaEU4z+m+RrUzNuURiDpks6+TiwPdmHaiQyll8j4kCZa/Rv5hVKmbYxXivDyYBcGdK2t4509nr7eWBFBdl4RMig3Yi0R4Sz8X/yU76b3xtuusi8aGYX3kojLlAKWOHl74KapAli60XnyJKaWY8UpTTrLjzuuUkRz+k3oV+4XgYV3czRrZdEi1rY4OtgAaSSlFwDqQlyUkcYdiSVNHm2Fp4GTtEKINUDRZacQ4/c23eabCT4GczYTY3Y0Z2KoBwdv5LI7pYiJB9Po6OOocXdbVeQXSnlrQ6zal6J2OjJtaNzGnxacJDI2jSKaULpBTl2EP2LVO8F4VPFplmX/y+oPFJ1qDzftnm1FO0267yw96fvyZPqWc1fxRdi04yqZtGbQpMmEeVRW+GsIHHAuE/JKyEyI5zZO9PRthL1B1lWC2KzTkKmDPNXK2t7aEGuQGmNTHIGkS3RlJK8QYUWZ2iQfO622xdfz7UiIh5S4czGklA5CZemcXbWMz6shwsgyuLh+FSuvNmDQJ3N4zc8ayZW/+ftG3TW5gnSOfjSCtm1DGfFzdNnuuIJM7t4rBCtvfJuWltpCkmNvU2TVgQFdmxjcYlQIcTVQLWszhBjnF0qV0bCpmr7rgtJG8gu23q7V7ytPhL+Z4FPbZarj0Jr+I9oiOX2RK6nqZguy1EtsWncVOrzAJ2/3qlqEkZBxdgsLVlyh/uBXmDkshNAwfyCS3SdieVDVw40WR7z8vIBC7t3NLJWDlpF37Qx7kqXg40+bxqUClqI7XDwRi1XXnnTz0oMhRxUIIa4G9raWfDPBp4wY66tp4M/zJUMnTdn0XReoGskvicitsZF8RSKs/ffCmfYDQukgjeD09fuUBMVSsq9f4EiRNS0GBNJWg6kdinrhyAZPMnf643hbO9I2uBe+FBOzK5xrdXYEky0tHutNoJWUu9u3s+3K/Yez5aQUJBzj60+3cxcnAsf2wr+U1hbFXWT/BWeeGhdMKyO4qBQ54mqiEGMefhjXxhZweXmMzqspzGEEkq5ZNLYZl5fLS9rm7btHu+aO1XrPSldH6E6E5dTz78uEkF+Zu+U8r/Z+kqYWAEWkxMWTj5S0fSuY9m9F1ozOdH9lOi91zuPQV1+z/noDBi15kUHe8udbr013wvx+5Ovooxy8Opou3evr5DnoGhu/p/hg7iUmLjzCpyNPs6HLI7R2ySHq2FUSJPY0G/EuX4xtVaoyJI+bx45xsWEwK3o2NnhaAkREXCMUYqzIGSuqKXRpEmQuI5B0iauzDcuGqXuJaIq+RRgAC08GTBlNm7/3cyBa0YGncBuTkhl5niOHT1bw71/isnNJ2LuaD7Yl0HDwK8wc2Kwk8qrnQ3CYP3CLPUdvUmczxRbOtHv+A37bvIDpY3vinvovR44k4NB3GNOXfsvmj/uX6RiU3b/E5h/v0G/mMwRVVFusZyyKC+7U1esSo+D7P+4oW1oBjo3z0roNZX6hlH5LojiXKyGssY3O6mHNhc+3JyiNktb1d6uypC08IpMZO5PVStT05lctS2LfO9NYaPsGuz7pSyNjCN9KIctN4tqNVIosnGjeoaXmJXEGIZ+on99n2G+d2bRxPB2NZCCrEGItUFqMtw5urNV5cT8fvsvEg/K0hC6E3txQ/WIDuP66D271bUjLKsKtvo1aJcrO8FTlmCPQswg/pCj2OGt336Xj6GcIqnpnTlAZRfEcXHeYtO5DGd2loVGkJUAIsdYIj8ikz8aSS92F3erz9mDPWkeu6dlFNP48CpCbyOx4u3Wtfp9ATlRiHu2+iwXAxQI1L4KwxjbMfqoJ52NydH61IxCAEGKtEpWYx/j1t9XyiB8O96rVJp5qtC2EQLt8uCmez65U7Vkc6GjFyrFeWmsEEQhKIxKNWqS1lwPbpqiXt41cFVtj5zZzHQiqD6IS8zQS4RFN67Ftio8QYYFOEUKsZbzdbflmgg/Lg10A+e58n42JfL49odrNH6oDQVW7wwS1Z9tpzeqIOzSxNQqTJ4FpI4RYB9jbWjJ1kKfSoBzko3ueXxFNVKJmhUJRiXnKaFiYvmufXZG5Gh234FK2jlciEAgh1ikDuroSO8NPmarYnVJEu+9i+fnw3SqjYzECSbco8vgCgTEghFjHKFIVignDABMPptFvSZTacMuoxDze2xiH9dwIrOdGKE3fp/jZi2hYBzzTRDN/gbDSHgUCgQ4QVRN6JCoxj9lbE5V+ESBPOzzezpnB2yseUiqqJbRHenYRq/66q2zoqApD1A0LzA8hxHomv1DKn+fT1ZoEqiLQ0crgZvR1nZq+7kdmtRZdjAKdI84wPWNva8mwIHdiZ/gpB1xWxblciVoFhaB6HLiQTr8lUWoiPCvAkVMvNqsw9RDW2IZtUwxn/i8wL0REbGCs50ZodNwkHztWv+Kr49WYFuERmSz5K0UtFRTW2IZZTzRWpnryC6VcjM7m6PVsMvMlNLC3IrClA8HtXYQIC/SGEGIDo6kQAxR/FqDDlZgO5QlwoKMVs/u58VQ3VyGwAqNDOIjUEYY2rkd6dpHIE1eAIgf8xZE0tdI0IcCCuoCIiA2MqiWjJiwPdmHAIy6ipO0hUYl5HPg3Q82cB4QAC+oWQogNTEJqIT7Lois9prQ7GMhzna/1caNba2ezi5LTs4s4H5XNimNpaukHkL8u43s0FAIsqFMIITYCShuPqxLoaMW2KT7EpxSw+0KGstFDlUk+dowKdDFpUVZsqlX0GswKcCSsq4tW661lGVfY8vNpkmWAtR9PTw6hleHnTApMECHERkJ6dhG/n03n2p0C0vMkuDpY0dPXsUxkpzjuu1MZ5Qq3QpSrO4/NGElILeR6fC5bz2Uoh3WqEuhoxeuPudCvk4v2n6ssg3+WzWD86siH/yOUL49+RJiHcYzWEZgWQojrMJdicgiPzOKni9kVRtMvdHGms48jzRvbGb0wp2cXEXk7j0uxuRy8kVsm7aBgYbf6DOziokNrShkF1//HpBHLOa98Wf2YunkVb3URuXmB9hFCbCJUJcogF+bHW9jR09eRlh52NG9ka7BURnp2EfH3CrmVXMCZmFz+jiuodN2KL5Qufs66z/0Wx7P9ranMPfiAbsMfpXjHQf7FlYHf/MjXT1U+304gqAlCiE2QhNRCzt7I5kxMbrn51NLMCnCkgb0V/k3tcLKzxKeJ3C3O292uxqKXXyglIVWeToi9W0BOgZTIpAIy8yUarWmSjx0DO9SnQwsHPVeIFHPv0FcMnbqTtObPs25DV44MmclPOZZ4Tl/DwVfbIZITAm0j6ohNEG93uZn5sCB3FiEv8boal1dh5FkijJWX0U3yscPVoXwZSs+TlJvH1QTVSL1DC4dafQHUFlnGedYs2kMaTXl65nAea5LBvw0sIUfKvbh7ZNGOhgZZmcCUEUKsN+RjvId+choJYD9iEYc/7YNrZWNki26xffpM5h5IBqtHmLr+E17v4VbtN621lzyqVEyWTs8uIi2riKtxeSRlPCA+vUijKLWmQqvKrABHmrva0NSlnsHTI2XJ4ermDWyML8aq+xheC22KhRV4tXWCxCyKrtzmrgQaipBYoGWEEOsNe1oNHsmolf+wOVVK/m+7+euVRxnjU0E9lOweJ5d+xrwDyWDVngkr5tdIhMvD1Vk+Ml71kn/Rw/8qJojcyyzibkbJZtmZGM0mWvT0LTEyauJiQ6MGcpGtCw0oRbcO8fX/XUJi1Zm3Zw+ktQ2AEx5+rnA4CxKTuJsnxd9Z1CcLtIsQYj1i0bAzI8cHsPmrqyD5h/W7Ixk6rRP2pQ+UZXP9l6+Zue4aEjwI/XA2M/p66OXNUghm61Ij8hTRtMkiS+Lgdz9xosgSt7HjGNNBUZFRD9cm7kAs5MUTd7cInI27+kRQ9xBf7XrFgQ5DR9DfBqCYW+v2cfJ+6UqBByQf/oE3Fx7hPk50m/Exi59thZ0BVms+SLh/fDML9ySBTSjvTelBQ2XKyBqXRu4PN+hSuJ2Sb7BVCkwXIcR6xqJpEJNfaSf/Ie8Q6/fHUzK9TkrOlS3MeHMrt3HA/8UPWfZSB5wqyyMLak/+NX76fCdpOBE4ezwDm6pee1jh0qQp8vg4nejkHESZkUDbCCHWO848EjaY7lYAOZzdcIh/8+Uf7aLYP5j9ykrOSyxp2P9NlkzvhYdIHumYfKK2rWdVTDH4juCtZ3wpvXVo1agpHQDI4XLMPR7of5ECE0d8zA2AZYvevDx6C2c3xUHMIX47+wyPBNxkydtfczBdik3wW6z9Ygit7UQorGuKbx/mqy/klSzEbGB84IZKj8+OTuE+4KGPxQnMBiHEhsDCnaAxQ2i/6f+4Rhxb167D0fEU66/nYdXuef7v02EEOImLFZ0ju8vfK3/mUPmd1OVzIZ6kYsSVikCriNPJQNi07cuLA37lnQPpSE7t5EcA1wEs/PolHvcQFl+6R0LGqW0s2hYPVp2YvPQV+ntUVM9cwH9bFjF/RxJkxHM7VUIXYf4j0CJCiA2FhSf9JzxNkwM/cxfAKpDpq2cy3EfUR+iFgii2f7eL21jTbPxEXn6qKy4VZoIkNE0IgB1JwB0SUx+AR5miQ4GgxojrXwMhy/mP7esPyEUYQHKPpPtiG0g/FHDrt/V8dS4HXJ9k5sRulYgwgCX13dyRt6rc5b8EzSeqCASaIITYEBQn8udnH/HJwWSoX58GVgBxbF1znFhpVQ8W1BZZ8km+/eYERTgROPVZ+leZ8LXArnFTWgKQRdSdTMr3iRMIaoYQYn1TnMzfX37EzO3xYPUIr69ewVfjfACQ/LOX3f9mG3Z9po4slWMrf+D3dCn4jmbWSL8y5WrlYeniTjMrgGIS49PQrOFbINAMIcT6RJbN9c3f8t76a0ge+kdM7dKS7mFP4gvAddb8GE6S6BjQEVKyL+3hmy1xQAvGzHmGzvYalgi6NKKls/xm/tXbpIgrF4EWEX7EeqOAWzs+Z+ycA9zHg9B5n7H4eX9515zsNttffpm5x7PA6lHe3/0pL7QSm0ECgbkgImK98IDkoz/y9gcHuI8D/q/M5TOFCANYeBLywpO4AUj+YeXGi9wXX48CgdkghFjnSMm++AtTX/uFSIklbiPmsvKtwFK79FY07B7Ks77WgJS0LXs4nFidLgOBQFCXEUKsU6TkXN/J7Kk/ck1iScP+0/lx7uM0LW+T3t6fsAk95C5fkpOs2XEd4fMlEJgHQoh1SHHycb6c9g2H0qVYtRvLonlDaFdh63I9fEIH8aTCInP1Lv6+J4qkBAJzQAixjihOPsHiVxeyOb4YXAey6P8mV9m6bNGoOy8oLDKLjrPxz1uIBIVAYPqIqgmBQCAwMCIiFggEAgMjhFggEAgMjBBigUAgMDBCiAUCgcDACCEWCAQCAyOEWCAQCAyMEGKBQCAwMEKIBQKBwMAIIRYIBAIDI4RYIBAIDIwQYoFAIDAwQogFAoHAwAghFggEAgMjhFggEAgMjBBigUAgMDBCiAUCgcDACCEWCAQCAyOEWCAQCAyMEGKBQCAwMEKIBQKBwMAIIRYIBAIDI4RYIBAIDIwQYoFAIDAwQogFAoHAwAghFggEAgMjhFggEAgMjBBigUAgMDBCiAUCgcDACCEWCAQCA/P/fCel5q3wQssAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/422.jpg" } ]
<image>Find m \widehat Y C.
B
64,870
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/423.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/424.jpg" } ]
<image>Find x.
A
64,872
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/425.jpg" } ]
<image>If J, P, and L are the midpoints of K H, H M and M K, respectively. Find y.
C
64,873
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/426.jpg" } ]
<image>Quadrilateral A B C D is a rectangle. m \angle 2 = 40. Find m \angle 6.
B
64,874
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/427.jpg" } ]
<image>In the figure, m \angle 11 = 62 and m \angle 14 = 38. Find the measure of \angle 6.
A
64,875
null
A
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0ZmZMnzaNUaNHVam2pk2blr9OSUmRMDZw1pbmBHs1INirQfmx+wa0jOIwSSZ5Z1wmOukyIZ9FkXlZaex5ujsRNbEfbdwevLH3559/Mu6NcRQXF2NhYcGcOXMY9s9hVa5p4cKFTHlrCgBff/M1YWFhVT6XMBxyBy1MOowB0q/kMWBuFHGnzysH7GyIGtuXvm3vP704Pj6e0NDBFBUWYmtry/fff0/vPr3v+Z2XXnyJ3NxcfP18mTp16m3vfzbnMz755BMAli2PLF9GU5geCWjTYvJhDMov/VPztvHX7pPKAQszvni2O2N7trnn94b/czg7duzAzMyM+RUWCroX73beZGVl4ePjQ9T6qNvef2L4E2zfvh2A6Jhok11zQtyZBLTxkjCuYPryWN7/337QKv+TvNrPj69HdMZMc3tjLz8/n4faPER+fj7/HP5PPv/88we6xiPdH+HUqVOYW5izb+8+3BvdDNvTp0/xaM9eFBUV0c67HRs2bNDNDyaMmi4CurOXC529JKDVJGH8N4sOJDLi+63lM/Z6+Hmy/PXe1LOxvOVzW7du5aknnwKgb9++9O5998cTbg3d6NevHwCzZs1i7mdzAWjdujWffDqLhx5qy/59+5n81mTS05Rx0O+9/x4vvviirn88YSIKiouJTqp8QDdt6Fhh01hXCehaJGF8B/vPXSZkzjqys64B0KyRE+sn9aely80tlCrOsrsfV1dXYuNiAcjKyiKkbwipqal3/Xxwl2B+++03rK2Ne5NVUbskoPWbhPFdpGbn0n/uehLOXFAO2Nuy8Y0QerVR9p/77tvviIiIeKBzVQxjgPPnz/P666+ze/cetCU3/yBYWlrSp08fvvn2G5NeFlPUHl0FdKdmzthZW979O+K+JIzvIa+wiCe+38byvaVrF1ua8/Vz3Rn9SGudnD85OZn9+/eTmZlJmzZt6NSpk9wNC9VJQKtDwvgBTI2M4eO/opXGngZeG9CeL57oeMfGnhDGSAK65kkYP6CF+87w7H+3QH4RAL3aNyVyTC/sbeQXS5gmCWjdkjCuhN2Jl+j32Tpysq8D0KKxM1GT+tO8vp3KlQmhH+4Y0GmZUFh89y9JQAMSxpWWkn2dkDnrOXr2IgAW9eqwcXwIj7S8feslIYQE9IOSMK6CGwVFDPtuK6v3n1YOWJrz35E9eKlrS3ULE8JAVCmgNRqa2VrT3rM+HfybENzSzagCWsK4irRamPy/A8xeEQNaQANvDApg7j87In09ISqvSgENNKtjYxQBLWFcTQv2nOaFeVuhQGnshQQ143+jHjXIXwYh9E3FgN7+8RoO21pywsm2fMmCuzHEgJYw1oGdZzLo81kUeVeUxl5rTxfWTexLM2dp7AmhC0WnL5Ec/BH1wjpg/81wJaBPXWRffDIHz2Rw/NoNgw9oCWMdScq8Tt85UZxIygDAxqEu68f3pVsLaewJUV25v8dwYeyvuISHYTem+23vl99BVyGg/+/Rtrz3RMeaKv2BSRjr0LX8QoZ9u5V10WeUA1YWzB/Zgxe6tFC3MCEMXPbby8mavxWPZWOxCm72QN+pGND745OJuUtAP9+pJT++rv5O7BLGOqbVwoQl+/l81cHyxt7EwYF8+ngHaewJUUXnB35DXmwiTc98gKYaE60KiouJScpiTlQCS3YqW1rNfb4b43q101WpVWamdgHGRqOBucM78t9XeoGlOWhhzvIYBn25geulTT4hRCVoteQfT8WymWu1ghjAytych70aENzs5p6EAZ4N7vGN2iNhXENe6tqSrVMHY1GvDgBrDpyhw3srSM66rnJlQhiWojOXKcm5gY2Ph87OGRuXXP46oLGTzs5bHRLGNeiRlq6ciAijZZP6ABw7l4H3zEh2J15SuTIhDEfBgSQArNs31tk5D5/LBMDF1kZv1peRMK5hXvXtiJk+hN4BTQHIyb5Olw+X8/PeMypXJoRhKDiYAoBVQBOdnTP2Wi4A3npyVwwSxrXC3saSqPEhvDawPWiA/CKe+3ojb/8Zfb+RN0KYvLz4VDQW5lgG6OYxRdqVXIpL/+D5tHLTyTl1QcK4lphpNHz1ZCe+fenR0saeln9HRjP0603ckMaeEHemw+ZdmehTGeWv2zdx1sk5dUHCuJa92r0VG98KBXtbAFbsPUXHD1aSmp2rcmVC6J+aaN4d3H+2/HWAhLFp69XGjVPhYXh5KL8IhxMv4jMzkr1npbEnREU10byLP1m6r6WZBh8PB52dt7okjFXSwsWe2JlD6envCUB21jUe/mA5iw4kqlyZEPqjJpp3Ry5fBaBZ/XpYmZvr7LzVJWGsono2lmyc2I9R/f2UA/lFjPhyA9OWx6palxD6QtfNO60WjhYpS3J6e+nHZI8yEsYqM9No+GbEw3w5sgdYmIFWywdL9/HYN5vJK5TGnjBhNdC8O5F0GcyUdQl89WhYG0gY643Xe7YhavIgsFMae5G7T9L5w1WkX8lTuTIh1FETzbv9O0+Xv25fOhlLX0gY65G+bd05ER6Gp7vyN3b86Qv4hP9FdNJllSsTovbVRPMuNiG1/HWgHo2kAAljvdPK1Z748KF091UaFpmXc+jw/gr+iD6ncmVC1K6y5p15M93dwSakZykvrCxo6WKvs/PqgoSxHnKwtWLTpP68FOKrHMgr4IkvowhfGaduYULUorx45S72/PM/kOz3PhlP/sjVj9aTt/YoxZeuVemcx3LzAfD2cNa7JW1lPWM9N3fTUSb8shOKSgAY1rU1v4zsjrWl/gzJEaIm5G85Rf7uRPLjUsg7kkrRhexbFoa3cHPExrsx1n6NsQpsjGWHJpg3uPtWZ/k5ediM/gnMNAzv1obfX+lRCz/Fg5MwNgDrjqTR/8sNcF1p5rVv1ZC140Jwq2ejcmVC1J7iS9cojE6hICb5wQM6qAnmLkpA71l5iOA/dgPw3pPBTBvoq8aPcVcSxgbi6PmrhMxZS8r5bABcGtizbkI/vZrOKURt017KJT8miYKYFPLiUig4kkLh+exbA9rVERtvD35KzWByc6U5vvKtQQzS4SgNXZAwNiCZuQWEfrmB3YeVxgY2Viwd3YvHAzzVLUwIPXK3gH6/eX3mt1KagWlfPou7g379y1LC2MAUlWh5eeEuFmw8rBww0/De8If17p9cQuiTksxcHv1kNdtSM8HeFu1/nlG7pNvIaAoDY2Gm4cfnuvLpM93A3AxKtExfvJun/ruNguJitcsTQi+ZOdfhSF4hAB31bOZdGQljAzWpbztWThoAdawBWLz9GF0+WkNGTr7KlQmhf67mFXIpUxkO5+MhYSx0bJCPBwkzw2jkpiwDGH0iDd/wvziUlqVyZULol5ikzPKmnl9j/Wx6SxgbOG93B+JnhtGprdIZvpBxFb+I5SyrsPutEKYuNiWz/HWgp36tSVFGwtgI1LezZseUgfxfz7bKgRv5hH22lo/XJahbmBB6Ir4sjDUa2sszY1GTLM00LBzZnY+e7qIsEViiZeqvu3hm/nYKZcCMMHGHkpVHdw2c7aino+U4dU3C2Mi83c+HZRMGgK3S2Ptly1G6/Xs1l69JY0+YrgOlfRQfPb0rBgljozTEvzHxM4fg5lIPgH1HU/ENj+Rw+hWVKxOi9qVfyYOcGwD4eOhn8w4kjI2WbyMnDoU/RlDrRgCkX7yCT0QkKxNSVK5MiNoVnXxzo19/PV4+QMLYiLnYW7Nr6gCe7P6QciA3n8Gz1/Lp+sPqFiZELYpNujnUU98WlK9IwtjIWZmbs+jlR3jvyWClsVdcwuSFO3nhp50USWNPmIBDZSMpLMzw8XBQt5h7kDA2EdMG+rJ0XD+wsQJgwcbDPPLJGjJzC1SuTIialZCi3Bk3dXXAylx/1wGXMDYhjwd4cnDmEFwaKNvN7D6cgn94JEfPX1W5MiFqhlYLR0qXnfXR05l3ZSSMTUx7D2cSIh6jfauGAKScz6ZdRCRrDqepXJkQuncqIwfylH/9+erxsDaQMDZJrvY27Hl7EMO6tlYOXM9j4OzVzN10VN3ChNCx6KSb06D9G+vnNOgyEsYmytrSnCWv9mTm8M5KY6+ohAkLtvPSwt3S2BNGIy7lcvnrIE95TCH0WHioP7+PDSlv7P2w/hCPzl7LlRvS2BOG71Bp8w4bK1q62KtbzH1IGAuGBzXlwLTBONdXfll3HErGL3wZxy9IY08YtoTSYW3tGjqi0ahczH1IGAsAgjzrkxD+GH4t3ABISs/ioYhI1h9NV7kyIaqmoLiYcxeVJQD0eU2KMhLGopy7gw17/zWIx4JbKQeu5RHyySq+2nJc3cKEqIKE1CtQVAKAr54PawMJY/E3NpYW/Dn6Ud4Z1gk0SmNv7PytjPp1DyVaaewJwxGTfHMkRXtPuTMWBur9Ie35bWwfsLYA4Lt18fSes46rpZs6CqHv4iqEcVCTBipW8mAkjMVdPdXBi33ThuLoZAfAlrgk2kcs43RGjsqVCXF/CamlYWxvi7uDjbrFPAAJY3FPHZvWJyEiDG8vVwASUzNpGR7JpuMXVK5MiHsrW5OiQyP9f0QBEsbiAXg41mH/O6EM7txSOZBzg96zVvLNthPqFibEXVzNK+RS5jUAfJtIGAsjYmtlwbIxvZgSFqQ09gqLGfPDFl5fvE8ae0LvxKZkKasEAX4GMJICJIxFJWg08PE/gvj5td5KY08L/1kdS8jcKHKksSf0SEzSzWnQ7SWMhbF6plNzdv1rCPaOdQHYePAcAe8uI/HyNZUrE0IRX7agvEZDoJ6vSVFGwlhUSbBXAw5HhNG2mdLYO52SSeuZkWw7dVHlyoSAhFSledfA2Y56NpYqV/NgJIxFlTVxqsv+aaEM7NgCgKKrufT4aAXzdp5SuTJh6vaXjqTw9jCM5h1IGItqqmtlwcrXezNpSCBogMJiXv5+E+P/2I/09YQa0q/kQc4NwDCmQZeRMBbVptHAp8M6MP/V3mClNPY+X3mQ/l9EcS1fGnuidsUk32ze+evxbtB/J2EsdOaFLi3YPjUUGwelsRcVfZag91aSlHld5cqEKTlYYXePAAMZYwwSxkLHurVw5WjEUFp7ugBwIimDNjMj2XkmQ+XKhKk4VDaSwsIMXw9HVWupDAljoXPNnO2Inh5KSFAzAPKuXKfbhyv4cddpdQsTJuFw6UiKpq4OWJmbq1zNg5MwFjXCztqStW+EMC40QGnsFRQx8ruNvLn0gDT2RI3RauFwejYA3h6G87wYJIxFDdJoYO7wjvz3lV5gaQ5amL08htCvNnK9oEjt8oQROpWRA3nK/o2G9IgCJIxFLXipa0u2Th2MRb06AKzef5qO768kOUsae0K3bl1QXv/XMK5IwljUikdaunI8IowWpeM+j569iPfMSHYnXlK5MmFMYisMazOkkRQgYSxqUfP6dhycMZTeAU0ByMm+TpcPl7Nw3xmVKxPG4lDpzDtsrGjtWk/dYipJwljUKnsbS6LGh/DawPZKYy+/iGf/s5GpkTHS2BPVdrh0WFu7ho5oNCoXU0kSxqLWmWk0fPVkJ75+sWdpY0/Lx38eYOjXm7ghjT1RRQXFxZy9eAUA78aG9YgCJIyFikY/0pqNb4WCvS0AK/aeotOHq0jNzlW5MmGIElKvQFEJAL4SxkJUTq82bpwMD8OrdExowpkL+MyMZP+5y/f5phC3OlhhJEWAgaxhXJGEsVBdSxd7YmcOpYefJwDZWdfo9P4yFh1IVLkyYUhiK4RxoAEtEFRGwljohXo2lmya1I9X+/kpB/KLGPHlBqYvj1W1LmE4ElJLw9jOlkYOddQtpgokjIXeMNNo+Pbph/lyZA+wMAOtlveX7uMf32wmr1Aae+Leytak6GBAC8pXJGEs9M7rPdsQNXkQ2NkA8Nfuk3T+cJWyaLgQd5CTV0hG6R6MPgbYvAMJY6Gn+rZ159jMMDzdlT9Y8acv4BP+F9FJ0tgTtzuYkkXZQHU/CWMhdKuNWz1iw4fSzbcJAJmXc+jw/gr+iD6ncmVC3xy8ZRp0fRUrqToJY6HXnGyt2DypPy/29VUO5BXwxJdRhK+MU7cwoVfiykZSaCDQAIe1gYSxMAAWZhrmPRPMZ893Vxp7JVoi/tjL8O+3kl9YrHZ5Qg8klDbvnJ3tqWdjqXI1VSNhLAzG+F5tWT1pINRVGntLdhzn4Y9XcTFHGnumLjolGwBfAx1JARLGwsAM8G7EkZlhNG7oCEDsyfP4zPyL2NTMe39RGK30K3mU5ChT6H0aG+YjCpAwFgaobcN6xIWHEezdGICMSzkERCznz9hklSsTaoip0LzzN9CRFCBhLAyUcx0rtk0ewHO92ykH8gp4fO5a3l99SN3CRK27ZRq0gTbvACzULkCIqrIw07DguW74NHJi8m+7obiE6Yt3czg1i59GdjWonYFF1cWXhbGFWaX3vVu2bBmzZs3Cs4knixYvuuvn5s2bR9E9ZoFaWFrw3HPPYWlZ9eahhLEweG/29eYhdwcGf7URcvNZvP0YJy9cZc24vrjYW6tdnqhhZdOgPV0cKv0X8Pqo9SSeSYR7bGyQl5fHjOkz7nuukJAQPD09K3X9iuQxhTAKoT6NSZgZhrurAwDRJ9LwDf+LQ2lZKlcmapJWC4fTs4HKN++OHTvGunXr7vu55OSbvQhLS0tsbGzu+B9NNbcWkTtjYTS83R04FB7GwC83sO9oKhcyruIXsZxlY3ozxL+x2uWJGnAqIwfyCgDu+4hCq9Vy+fJlLly4wLq161iwYAHXr99/h/LkpJthvGHjBlq1alWtmu9GwlgYlfp21uyYMpCRC3bwy5ajcCOfoZ+t4aOngnm7n4/a5Qkdi6nQvPO/T/PuzJnTdO/2SKWvkZKSAoC5hTnNm3tV+vsPSh5TCKNjaaZh4cjufDiiC5hpoETL1F938cz87RSWyK6nxiSuwrC2wBpak6IsjBu5N8LcvObuX+XOWBitqf19aOfuQNjXm+BGPr9sOcqJC1dZPbYP9e2ksWcM4lNKewLWFrR2rXfPz3p5NSfh8K1DHx//xzCOHz9+z++lpaUB0LRp06oX+gDkzlgYtaH+TYifOQQ3F+UP6r6jqfhFRHI4/YrKlQldOJyiPKZo6+7M/fpnZmZmODvXv+U/1tb3/0s5PT0dgOYtmrPkjyW8NuY1Bg0axKSJk1jyxxLy8nQzHV+j1cq/24Txy8jJZ8Dn64k+odzlUMeala/3YZCPh7qFiSorKC7G+uUfoaiEf3Zrwx+v9Kj0Ofr36098fDxeXl7s3LXzjp/p2qUriYmJ1K1b944NP18/PxYvXoSTU/Vm/8mdsTAJLvbW7Jo6gCe7P6QcyM0ndPYaZq8/om5hosoSUq9AUQkAvjU4DfrCxQsAXL9+HQsLC/z8/PD29sbCQnnKeyg+nqdHPF3t60gYC5NhZW7Oopcf4b0ng5XGXnEJby7cwQs/7aRI/oFocA5WGEnRvoZ2g7569Sq515VFiOrXr8/evXtZu24t6zesZ8vWLdSvrzQNY2Nj2bt3b7WuJWEsTM60gb4sHdcPbKwAWLDxMD0+XUNmboHKlYnKiEu5GcZBNbQmhY2NDW9NeYuJEyfyy6+/4N7Ivfy95s2bE/FuRPl/X7xocbWuJWEsTNLjAZ7ETB+CSwN7AHYlpOAfHsmxC1dVrkw8qENlYWxnSyOHOjVyDSsrK8aPH8+bk9/E39//tvcHDBiARel6FEnJSdW6loSxMFkBTZw5FP4Y7Vs1BCDlfDZtwyNZdyRN5crEgyhbkyKokXrLZtra2uJc2rg7f/58tc4lYSxMmls9G/a8PYhhXVsrB67n0f/T1Xy++ai6hYl7yskrJOPyNQB8m6i7hrG5hbI4kblZ9VYJlDAWJs/a0pwlr/Zk5vDOSmOvqITxP27n5V92S2NPTx1MyVJWCQL8anAkxaqVqxjx1AhGPDWCkydP3vEz2VnZALi6uVbrWhLGQpQKD/Xn97Eh5Y29eVGH6DV7LVduSGNP3xysMA26fQ1NgwZlKvSWLVvYsmULiYmJt9dx8CA3btwAwL2h+23vV4aEsRAVDA9qyoFpg3GurzT2th9Kxj9iGScv5qhcmagoPrl0GrQGAmvwMYVbQ7fy12tWr7nt/e+/+7789aDQQdW6loSxEH8T5FmfhPDH8Guh/EE8l5ZF6/BINhxLV7kyUeZQ6Qa0zs72ONha1dh1QkL6Ymev/MW8dOlS5syew/nz5zl37hwzps9g2bJlALi6uhISElKta0kYC3EH7g427P3XIMKCS9euvXaDvrNW8dWWey8qI2pHdEo2AD6V3GapsurUqcv4ceMAKC4u5tNPPyUwIJDgh4OZN28eoAx/+/esf2NmVr04lTAW4i5sLC34a/SjvDOsE2iUxt7Y+VsZ/dseSrTS2FPLhat5lOQos+J8G1fvebGZuRKBZVOb72TMa2N49713y2fbVeTq5sYPP/xAv379qlUHyEJBQjyQRQcSGfHdZshXNqXs6e/Jstd6U8+m6htQiqpZlZBK6KxVAHz/yqO83K1mdt74u+LiInbs2Mm5c+ewsrKiS5cu1drz7u9kPWMhHsBTHbxo3sCefp9FcSXrGlvikmgfsYz1E/vRwsVe7fJMSmyFNSkCamhNijsxN7egR4/Krwz3oOQxhRAPqHOzBhyOCMPbSxlPmpiaScvwSDYdv6ByZaalfBq0uRm+jRxVrUWXJIyFqAQPxzrsfyeUwZ1bKgdybtB71kq+237nCQFC9xJKd/fwdHXA2rJ6s970iYSxEJVka2XBsjG9mBIWpDT2CosZNW8zYxfvk8ZeDdNq4XB6NgDeHupOg9Y1CWMhqkCjgY//EcRPY3qDtQVo4avVsYTMjSInr1Dt8ozW6Us5kKfMiKzJadBqkDAWohqe7dycXf8aQh3HugBsPHiOwPeWk1i6iI3Qreikm807/xpaw1gtEsZCVFOwVwOORYTxUFMXAE4lX6b1zEi2nbqocmXGJ67CmhQBNbgmhRokjIXQgSZOdTkwfTADOjQHoOhqLj0+WsG8nadUrsy4HCpt3mFtQRvXeuoWo2MSxkLoSF0rC1aN7cPEIYGgAQqLefn7TUxYsh/p6+lGQumwtrbuzmg0KhejYxLGQuiQRgOzh3Vg/qu9wUpp7M1dcZABX2zgWr409qqjoLiYsxevAOBdw2tSqEHCWIga8EKXFmyfGopV6d5s66LPEPTeSpIyr6tcmeE6nHYFikoA8KvFmXe1RcJYiBrSrYUrxyPCaFXaaDqRlEGbmZHsPJOhcmWGKabCSIr2EsZCiMpo5mxHzIwhhAQ1AyDvynW6fbiCBXtOq1uYAYpLuRnGgRLGQojKsrO2ZO0bIbwRGqA09gqKeOGbjby59IA09iohoXQ3aOxs8XCso24xNUDCWIhaoNHA58M78v3Lj4KlOWhh9vIYQr/ayI2CIrXLMwhlIymCGhnXzLsyEsZC1KKXu7Vi85RQLOopd3ar958m6P2VpGRLY+9ecvIKySid1ejTxFHdYmqIhLEQtaxnazeOR4TRorHy3PPo2Yu0mxHJnsRLKlemv2JTsih7puPf2PieF4OEsRCqaF7fjoMzhtKrfVMAcrKvE/zhchbuO6NyZfoppsI06PZGNg26jISxECqxt7Fk/YQQxgzwVxp7+UU8+5+NTI2MUbs0vROfXNq800BgE3lmLITQMTONhv881ZmvX+xZ2tjT8vGfBxj6n03kFUpjr0zZSApnZ3scbK1UrqZmSBgLoQdGP9KajW+Fgr0tAMv3nqLjB6tIzc5VuTL9cKB0gSAfI5wGXUbCWAg90auNGyfDw2hWOnQr4cwFfGZGsv/c5ft807hduJpHSY7yl5KPh3E270DCWAi90tLFnrjwMHr4KVvAZ2ddo9MHK1h84JzKlakn+pbmnYSxEKKW1LOxZNOkfrzaz085kFfAU19GMX15rKp1qeVghTUpAiSMhRC1yUyj4dunH+aLkT3Awgy0Wt5fuo9/fLOZ/MJitcurVYfK1qQwN8O3kaOqtdQkCWMh9NjYnm2ImjwI7GwA+Gv3STp/uIr0K3kqV1Z7DqdmA+Dp6oC1pbm6xdQgCWMh9Fzftu4cmxmGp7vS2Is7fR6f8L9uWVLSWGm1kJCmjKTw9jDO8cVlJIyFMABt3OoRGz6Ubr5NAMi8nEPQ+8tZEpOkcmU16/SlHMgrAMCnsYSxEEIPONlasXlSf17s66scyCtg+BfriFgVr25hNaji3X+Ap/E270DCWAiDYmGmYd4zwcx5rpvS2CvREv77HoZ/v5WCYuNr7MVWGNYWYKRrUpSRMBbCAE3o3Y7VkwZCHaWxt2THcYI/XM3FHONq7B0qnXmHtQWtXe3VLaaGSRgLYaAGeDfiSHgYHm6OAMScTMdn5l/EphpPY+9w6ZoUbd2dMdNoVK6mZkkYC2HA2jasR3xEGA+38wAg41IOARHL+TM2WeXKqq+wREvihWwAvI14TYoyEsZCGDjnOlZsf2sgz/VupxzIK+DxuWv5YM0hdQurpoTULCgqAcDXSBeUr0jCWAgjYGGmYcFz3fjkma5grjT2pi3azYh52wy2sXcw2XRGUoCEsRBG5c2+3qyY1B/qWAOwaNsxun68hoycfJUrq7zYCmEcaMRrUpSRMBbCyIT6NCZhZhjurg4AHDiehl9EJIdKZ7IZirIF5bGzwcOxjrrF1AIJYyGMkLe7A/HhYXRs2wiA8xev4BexnOVxKSpX9uAOlw5rC2pk/HfFIGEshNFqYGfNzimDeLpHW+XAjXyGfraGf687rG5hDyAnr5CLl3MA8GniqG4xtUTCWAgjZmmm4ZcXu/PhiC5gpoESLW//upNn5++gsESrdnl3FZuSpawSBPiZwEgKkDAWwiRM7e9D5IT+YKs09hZuOUL3Wau5fE0/G3sHTWgadBkJYyFMxFD/JsTOGIKbSz0A9h5JxS8ikiPnr6hc2e3ikkubdxoIbGLcq7WVkTAWwoT4ezhxKPwxAlu7A5B24Qre4ZGsSkhVubJblY2kcHKyw8HWSuVqaoeEsRAmxsXemt1TB/JE9zbKgdx8QmevYfb6I+oWVkFMaRj7GvkaxhVJGAthgqzMzVn8cg/effJhpbFXXMKbC3cw8uedFKnc2LtwNY+iq7kA+HiYRvMOJIyFMGnTB/qxdFw/sFEeBfy44TA9Pl1DZm6BajVFV2je+ZvISAqQMBbC5D0e4EnM9CE0qK+sF7wrIQX/8EiOXbiqSj23TIM2gTUpykgYCyEIaOJMQsRjtG/ZEICU89m0DY9k3ZG0Wq8lviyMzc3wbeRY69dXi4SxEAIAt3o27Jk6iMe7tFYOXM+j/6er+Xzz0Vqt43BqNgBNXOthbWleq9dWk4SxEKKctaU5S0f1ZMY/OyuNvaISxv+4nZd/2V0rjT2tFhJKFzQypeYdSBgLIe4gYrA/i8eGlDf25kUdotfstVy5UbONvdOXciBPuYaPCQ1rAwljIcRdPBHUlAPTBuPkbAfA9kPJ+Ecs4+TFnBq7ZkzSzeZdexNYw7giCWMhxF0FedYnISIM3+ZuAJxLy6J1eCQbjqXXyPXiUm6uuRzoaRprUpSRMBZC3FMjhzrse2cQYcGtlAPXbtB31ir+s/W4zq91KKX0ztjagtau9jo/vz6TMBZC3JeNpQV/jX6Ufz3eCTRKY+/1H7Yy+rc9lGh119hLKA3jhxo6YabR6Oy8hkDCWAjxwD4Y2p5fX+8D1hYAfLs2nt5z1nE1r7Da5y4s0ZJ4IRswveYdSBgLISppREcv9rwzBAcnpbG3JS6J9hHLOJ1Rvcbe4fQsKCoBwNeEpkGXkTAWQlRa52YNOBwRhreXKwCJqZm0Dl/G5hMXqnzOmHMVRlJIGAshxIPxcKzD/ndCCe3UAoCSnFx6/Xsl320/WaXzVRxJEdRUwlgIIR6YrZUFy1/rzeSwIKWxV1jMqHmbGbt4H5Xt65U177CzwcOxju6L1XMSxkKIatFoYNY/gvhpTG+lsaeFr1bHEjI3ipxKNPYSSu+MAxuZXvMOJIyFEDrybOfm7Jw6mDqOdQHYcPAsge8tJ/Hytft+91p+IRcvKw1AXxPZ8+7vJIyFEDrTpbkLxyLCeKipCwCnki/TemYk209dvOf3YlOyKHuu4WeCzTuQMBZC6FgTp7ocmD6YAR2aA1B0NZdHPlrBDztP3fU7MUk3d/do39i0pkGXkTAWQuhcXSsLVo3tw8QhgaABCot56ftNTFiy/46NvfiUbOWFBoI85TGFEELojEYDs4d14IdXe4GV0tibu+IgA77YwPWCols+m5CqjKRwcrLDwdZKjXJVJ2EshKhRI7u0ZPvUUKwclOFq66LPEPTeCpIyr5d/JjqlbEF507wrBgljIUQt6NbCleMRYbRqojwPPn4ugzYzI9l5JoOLOXkUXc0FTHMadBkJYyFErWjmbEfMjCH0DWwGQN6V63T7cAVvLjlQ/hl/CWMhhKh5dtaWrBsXwhuhAUpjr6CIhVuOlL8f4ClhLIQQtUKjgc+Hd+T7lx+Fv+3+7NfIUZ2i9ICEsRBCFS93a8XmKaGY2SuNvSbujlj/LZxNiYSxEEI1PVu7cfLdMJo3dsbbw3QfUQBotNoS3e2ZIoQQVZCTV8j20xcZ6O2hdimqkTAWQgg9II8phBBCD0gYCyGEHpAwFkIIPSBhLIQQekDCWAgh9ICEsRBC6AEJYyGE0AMSxkIIoQckjIUQQg9IGAshhB6QMBZCCD0gYSyEEHpAwlgIIfSAhLEQQugBCWMhhNADEsZCCKEHJIyFEEIP/D9NKe5E2eh2ywAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/428.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/429.jpg" } ]
<image>Use parallelogram M N P R to find z.
A
64,877
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/430.jpg" } ]
<image>Find x so that p \parallel q.
B
64,878
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/431.jpg" } ]
<image>Find the perimeter of quadrilateral A B C D.
B
64,879
null
B
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8fHy0fnbIkCEsW76chYsWVbtlGD16NCCtAq5fv14vuwS6pTRKqi9hriMBiL2Vq6665N+9YauKlo7BVwAAD3R2Z+U/+vFO6FnKcgp49OsjHFs2Uett2e5du7h+7RoAJaWlvLdqVZXrJSVSEsvV+HjeW7WKCRMnEhwcrNXYHTpUJi4lJibSr18/7YwS6JzSWClgyzxANwIQlpipfh3c3VMnY7Y0moUAALz5UBAHopM4G53MiUuJvLsvgpUTtcumk2dnq19/s359jfddv3aNzz77DKVSqbUAmJmZVfta0PQUx6YjszTHrJNutmGXEu6oXwf7OOlkzJZGs/mNNpHJCF00gnav7oS8Ql4LPccYPy/u71j3/2xbW9ta9+Z37tyhwtvp6uqKnUaizvx58ygoKCAgMJBXXnnlnmczbt9Wv/Zq4io/gqpo4wGoD5fipC0FMhld3VtX8pa2NBsBAPBxtGX7/GHM+M9+KCtn2ueHuPzO1DrTRUNCQmr109cWB3D69GmysrK4c+dOtQJw5swZ9et27ep/OCnQDZUegB5136wlMYmSC7C7tZVRegCgGRwC3s0jfTrw1Ch/AJLT5czb9Kde53NxkVqaR8fEkJqaWuVafFycWgD8/f3VlX8ETY8+PABXKzwAOghAa6k0OwEAWBcygM4+0hdz+8kr/O9MvN7mmvTggwCUl5UxKySE8+fPk5uby6GDB5kxcyZlqjyBkFmz9GaDoG507QG4nJ6jbsji3914U7ebpQBYmZuxe8losJR2KE9tPMHV27l1PNUwFixYgLe3lK565coVJj/8MN27deOJJ54gVRUkNGjwYB5//HG9zC/QDt17ADQOAIUAND8CvBxZM2uw9KawmGnrDlOqTaecWjCvJk/fycmJPXv3MmjwYGQmVf9zmJubM2HCBLZu3Spy/A2M7j0AlS7A3u2ca7mzddOsDgHvZumIHuy/lMj+v64REZ/Gv3b+xaeP1N8PHxsXV+v1tm3bEhoaSmJiIufPnyczM5Pu3bvTv39/LC1FkYnmQMn1dCw66NIDIK0okMno7GqcHgBo5gIA8N28oXS9dpuszFzW/HqRCb28GdtTP+64du3aiZP+ZojaAzBEhx6AJMkD0MPayljzgIBmvAWowMXWkh2LRkrKr1Ay48sjZOTXXuJL0LpQewB0tFcvUyi5pvIA6CIFvSXT7AUAYFSPtix7qA8A2Vl5hHx91LAGCZqUkhjVAaCuPABp2WoPQC8jPgCEFiIAAO9N6UtwVyle++DFG6w+EGVgiwRNRdllyQWYtnAjqSP+w52FP5D78RGK9kVTniBXf5m15WJS5QFgUA/jzAGooNmfAVRgZiJj17Mj8V0RCgXFLP/xDKN6eBr1Ca6xYPlAZ9oUl1F89RYl8akURd2sct3E1gqLjh5YdHXDoltbzP3bYu7niWl7x2oLfURqegDaG/fvj8FKgjWU789d4/G1Uq3/jl7ORL81RbScMiaUSspvZlESmUpZTBolV9IojrtF6Y1bKAqrng2Z2Fhi3tEDy67uWHRvi5lfWyz8PXno+z/ZdzkZZDIU/1tg1IeALU4AAB779jhbj8UA8MRwPzbPHWJgiwQGp0IYolIpi65dGEYO6siNNpb42VoT9cVsAxncPGiRApBfUobfa7tISM0CGWz75zhm3tfR0GYJmiMVwhCdRllUKvmx6XgW5YIMpnX2JPT1hw1toUFpMYeAmthamLFr8SgwNwUlhHx7jITMfEObJWiOyGSYdnTGeqIf9stHkf7GRFAt+QP6Nl2X6uZKixQAgL7tXXhvxgDpTX4RU9cdRtHyFjOCJiY8qTIHIMjHuA8AoQULAMDL43oxPEhqYf13bAorfr5gYIsEzZ0IVQ0AgOD2xlkFSJMWLQAgNRy1cZRKO7//8wWOqrLGBILqiEpRCYC1JR2d7QxrTDOgxQuAu70VOxaOkEKFyxU88sUhsgpLDG2WoJkSnSwJQC9PR8Ma0kxo8QIAMNHfmyXjgwDIuJPLE98eN7BFguZISbmChNtSAVk/L0fDGtNMaBUCAPDJjP74d5JKdv16Lp61R68Y2CJBcyMqRQ5lCgB6iQNAoBUJgLmJjJ3PjgQrqXDHP78/SVRqdh1PCYyJ8OTKA8Agb3EACK1IAAC6e7Rh/ZwHpDfFZUxZe4DiUoVhjRI0GyISRQ7A3bQqAQCYP7grUwd1AyAu8Q7//PGsgS0SNBeiUuTSCxtL2jnZGtSW5kKrEwCAjU8+gKe7VOhh/YEIdoUlGNgiQXMgOllaAQR6iuV/Ba1SANpYmRP67Cgwk0KFH1l/jGR5/RqOCloXxaUKkm7nAMIDoEmrFACAQb5uvDFNKiCqyC1gxteH61s3QtCKiErNgnLhAbibVisAAP+eGMSgXlKr8FORSbz1W7iBLRIYirAkDQ9AO7EFqKBVC4BMBtsXjMTE3gaAN3ae59S123U8JWiNRGiUAeut6jolaOUCAODtaM2Op4dJKaBl5Uxfd4icolJDmyVoYqIqYgBsrPB2tDasMc2IVi8AAFOD2/P0mEAAUm9l89T/ThrYIkFTE61KAgoWB4BVMAoBAPjs0fvp2k5a+u06Fcs3f9beLUjQeigqLSOlwgMgIgCrYDQCYGluwu4lY9QNR5/edJIr6TkGtkrQFESmZIOqr2QvIQBVMBoBAPD3dOCzx1ShwkUlOmk4Kmj+hGn2ARBl5KtgVAIAsGR4dyb17wxA1PV0Xtx+zsAWCfRNhIYLMFjEAFTB6AQAYMu8obi6SB1h1+4P57eoZANbJNAnUaoQYOys8XIQHgBNjFIAnKwt2PHMKDA1AYWSR746wq3cIkObJdAT0aokoD6iCtA9GKUAAAzv5sHLk6WGowXyfB79+oiBLRLog8KSMtIyhAegJoxWAADendyHvt28ADgansD7v0ca2CKBrolIkQsPQC0YtQCYyKSGo9haAfDK9jP8nXCnjqcELYlwzTLgwgNwD0YtAADtnW3ZNk8VKlxaztTPD5FfUmZoswQ6IiK50gUoPAD3YvQCADDzvo48McwPgITULBZsOWVgiwS6Qu0BsLfGo42VYY1phggBUPHV4wPp6CX9hdh6LIbvz10zsEUCXRCdLAegr6gCVC1CAFRYVzQctZBChR/fcILrd/IMbJWgMeSXlHErMxcAfx9HwxrTTBECoEHvds589Kiq4WiB1HC0TIQKt1gikrPUHoAAb7H/rw4hAHexbIw/o3t3BCAsLpVXdv9tWIMEDSZMwwMQ6CO2ANUhBKAati0Yjr2q4ejqPRc4dDnNwBYJGsKlZFEFqC6EAFSDq60loc+MlBqOKpQ88uVh7uQXG9osQT2pqAJk1sYGN3tLA1vTPBECUANje3rx/KTeAGRl5vK4aDja4qjoBNxbRADWiBCAWvhw2n0Edm4LwP6/rvGfI5cNbJFAW/KKS8nIlLw4/qIMWI0IAagFdcNRa2n5+PzWP7lU0V5K0KwJT5ZT0QgiQEQA1ogQgDro4mbPxqeGSG+Ky5iy9iBFpSJUuLkTptEINFC4AGtECIAWPDmgMzMe6A5AfNIdnt12xsAWCerikkYVoN6iEUiNCAHQkm/nDMbbwxGAjYeiCL0gGo42Z6JSpBWAlYMtLrbCA1ATQgC0xM7SnJ2LNRqOfnOUJHm+oc0S1EBFFaAgb0eD2tHcEQJQD+7v6Mrb0/tLb/IKmf7lERSi42izI6eolMyKHAAvsf+vDSEA9WTFhECGBLQD4Gx0Mq/vEQ1HmxvhSVmg0uVeYgVQK0IA6olMBj8uGIFZG6nh6Ds/nedk/C0DWyXQpEofAOECrBUhAA3A08GanU8Pl9SgTMH0dYfILiwxtFkCFWoPgEyUAasLIQAN5OGgdiwaJzUcTb+dw5yNouFoc6HCA2DvYIuzjYWBrWneCAFoBP95tD89OrgB8POZOL46EWtgiwRQWQVIVAGuGyEAjcDC1ESqImQl/ZVZtOVPLouGowYlu7AEuVyVAyAEoE6EADSSnm0dWPf4YOlNUQlTPz9ESbnCsEYZMRcTNT0AYv9fF0IAdMAzQ7vx8P1dAYi5cYvnRcNRgxGeXBkCHCRWAHUiBEBHbJ77AO6ubQD4Yn8Eey4lGdgi4+RShQtQJnIAtEEIgI5wsLYg9FlVw1GlkulfHyE9RzQcbWqiU6QVgKOjHQ7WwgNQF0YlAImJiSxauJBFCxfywQcf3HP9t19/VV8/dar+zUGGdHFnxZT7ACjJLuCRrw4jIoWblkjVFkAcAGqHTKk0nl9RhUJB7+Bgbt++jamZGRcvXsTV1RWAmzdvMnrUKPLz8/Hx8eHQ4cPY29vXfw6lkoHv/8q5mGQA3gkZxIoJATr9OQTVk1lQgsszG0EJC8YF8tVjAw1tUrPHqFYAJiYmTJ02DYDysjJCd+yQXpeXs3DBAvLz8zE3N+fr9esb9OUHqeFo6KIRYGcNwMrQs5y9kaGbH0BQK2GJmRoeALEC0AajEgCAOXPmIDORfuxdu3YB8MH77xMREQHAihUrCA4ObtQc7Zxs2T6/suHotM8PkVdc2qgxBXUTniQagdYXoxOAjh070u8+aZ8eGRnJ999/zxdffAHAmDFjWLBwoU7meaRPB54c6Q9Acrqc+ZtFw1F9o+4DIJMRJBqBaIXRCQDArFmz1K+XL1tGeXk53t7efLZ2rU7n+WLWAHxVf4l+PHGZTWfjdTq+oCoVRUCcne1oY2VuWGNaCEYpAP+YMoU2bdqo35up9v2an+kCK3Mzdi0eA5ZSw9EnN5wg/nauTucQVBKuygEQZcC1xygFwMLCAt/OndXvQ0JC6N27t17mCvJ25NMQ1Wl0YTHTRMNRvXAnv5iibKlEm5+oAqQ1RikAmzdvJuziRfX7iHD9VvV5fqQf4/r6AhAen8bynX/pdT5j5KJGI9AAsf/XGjNDG9DUxMbG8sYbb1T5LDw8nNjYWLp166a3eb+fP5Qu124hz8pjza8XmdDLm7E9vfQ2n7ERnnhH/bqhRUB+/vlnPvzwQzq0b8/WbdtqvffatWv8+MMPnD9/nvyCAtzc3Bg6dChz5szB0rJ+VYjDwsI4c/p0rff06N6d4SNH1mtcbTAqASguLmb+vHkUFRZib2/PwoULWb16NQCbN23inXff1dvcLraW7HhmFGPe/wUUSmZ8eYSrq6bjKkpW64TIlIoqQLIGVwL+4/ffuX7tWp33HTp4kGeeeYa8vLwqnx8+dIjvtmzh9z/+wNraWut5Q3fsYMOGDbXeM3nyZL0IgFFtAV55+WWuXr0KwLurVvHMs89iYyPV9tv900+Ul5frdf7RPdry0oN9AMjOyiPk66N6nc+YiFJ5ANxc7LGzrL8H4PLly/zxxx913hcXF8eTTz1FXl4eMhMTevr5MXjwYPXv0dWrV1m6dGm95k5JSQGkQDUrK6tq/zk76+dcw2gE4KeffuKHH34AYOKkSUyfPh1ra2vGjBkDQFZmJr/++qve7Xh/al+Cu3oCcPDiDT4+EKX3OY2Bi6ocAD8tPQBKpZKMjAwiIyP55OOPmfHII+Tn193n4YMPPqC8rAyZTMYnn3zCoUOH2BEayt8XLtCxY0cA9u7Zw2+//aa17RUCMHbsWK5dv17tv3dXrdJ6vPpgFAKQkJDAv/71LwDcPTz4+OOP1ddCNGICvv/uO73bYlbRcNRGWvov+/EMYcmZdTwlqI3bucWU5RQA4KdlCPC1a9cIDAhg7JgxrF69moyMusO1MzIy2L9vHwBDhgzh0UcfVV9zcHCoEkdy5PBhre1PT08HoLOGZ6qpMAoBeH7pUvJyc5GZmLBmzRocHBzU14YMGYKnp/QX+dSpU+Tm6t9P7+tix+a5Q6U3JWVMXXuIwhLRcLShXEyqPAAM0GMVoCtXrqBQSNWexo8ff8/1vn37qn+Xzp3TriiMQqEg445kf5euXXVkqfYYxSHgrt27a7wmk8n4+8KFJrRG4on+vuwb2pNtx2O4npzJoq2n2fTkkCa3ozUQrtEJOFjLIiCdOnUiMqrq9mvqlCnExtZc2DU+vjKSs2OnTtXe06VLF1JTU4mPj6ekpAQLi9prEqSnpVFeJol/VyEAxsX62YM4GZdGYmoWm49EMzGgPY/27WBos1ocag+AiYxALbcAJiYm9xysWVpZ1fpMWlqa+rWZWfVfHXPVF16hUJCTk6NON6+JxITKJrM2Nja89dZbREREYG5mRr9+/Rg7bhy9evWqdYzGYBRbgOaKrYUZu54dBeZSw9GZ3xwlIVM0HK0vUUlyADxc7LG10N/fNA93d/XrtNTUau/JzamsCn23m7A6EpIqS8dNnTKFL7/4glN//smxY8dYvXo1EydMYFsdMQmNQQiAgbmvgwurHrlfepNfxLQvDouGo/Xk71RpBdBTzzkAmsv+gwcP3nM9Wy5Xp5UDWnkVkjQEQC6X4+bmxsBBg9Srk7KyMpa99BJH63GoWB+EADQDXh4XwPCg9gD8dSWFlT+HGdagFkR6ThHkFgLgr+cy4P3798fR0RGAffv2ceLECfU1hULByy+/THFxsfozmUxW55gVLkCAJUuWEB4Rwc6dO4mMimLu3LmA5LJcu26djn6KqogzgGZARcPRDq+GUpSdz3s//8VYPy+Gd/MwtGnNngsaIcCBehYAa2tr5jz5JP9Zs4bS0lLmzJ7NgAED8PT05Pz58+ogM8376+Khhx7C3c0Ne3v7e2pRvPPuuxw5epTr165x+tQpMjIy6jxTqC9iBdBMcLe3InThCEkNyhU88sUhskTD0ToJT9LoA9AEZcBfeOEFJk6aBEBRURFHjx5l27ZtXL16FU9PT5588kn1vVZ1HCqC5IZetnw5CxctqnbFMHr0aEBaBVy/fl03P4QGQgCaEZN6ebN4QhAAGXdymf3tiTqeEEQla3gAmqAOgIWFBd988w3vf/ABEyZMwMfHhy5dujB37lx2hIZWudfOzq7R83XoUOkVSkxMbPR4dyO2AM2MT2f050h0CtE3brH33FU+P+bD4mHdDW1WsyVaJQCerm2w1qMH4G5mz57N7Nmz7/n8miqZyNXVtcGFZTXRdDfW5HpsDGIF0MwwN5FVaTi65PtTRKVmG9iq5suFVDmgfw+AtlQs07t3106058+bx6yQEN57771qr2fcvq1+7eWl+/RxIQDNkO4ebVg/5wHpjarhaHGpaDh6NynZhZDXNB6ACsaMHs2woUNZVE3x2LCwMPUy3V/L4J3Tp09z9OhRjh45Uu31M2fOqF+3a9euARbXjhCAZsr8wV2ZMlAqUBKbcJvntp81sEXNj4saIcCBTVQFKD8/n7i4OH797Tey5fIq1/6zZo369ZAHHqhyLTc3l5ycHAoKCqp87uLiAkB0TAypdwUXxcfFqQXA398fDw/de4WEADRj/vfUA7R1lxKXvv7jEj+F6f4QqCUTYYA+AH379gWkxjIrV64kLS2NbLmcTz7+mAMHDgBSVt8o1el9Bf7+/vTo3p1RdxX1mPTgg+rxZoWEcP78eXJzczl08CAzZs6kTJUnoJm1qkuMqjVYS+TUtdsMfucnKFNgYm9D4qrpeDloX22mNfPYt8fZeiwGTGQUrp+LlXnjDsnGjRvHpYgIOvn68ueff1Z7T0JCAkOHDKGkpHoXraWlJTt37aJPnz5VPm/fvj1lpaV06NCB0xrL+qysLMaOGUNycnKNdg0aPJitW7fWmVjUEMQKoJkzyNeN16f2B0CRKxqOalLhAfBya9PoLz+AqapjlHktp+3t27fnx+3bq12Od+rUic1bttzz5dcc09y8arUiJycn9uzdy6DBg9Udq9TPmJszYcIEvX35QawAWgRKJQz+8FdOR0lx428+OpB/Two0sFW6YfuPP7J3715u3ryJt7c3j86cyeTJk7V6VrZoExQUMbp3Rw68ME7PllZFqVRy4cIFLl68iJ2dHT169CAgIABTU9MGj5mYmMj58+fJzMyke/fu9O/fv94FRuuLEIAWQrK8EJ8VO6S4dzNTTr02mYGd3AxtVqNYuGABe/bsuefzJUuW8OqKFbU+myTPp91zUgWnpQ/2Zs2M/nqxsbUjtgAtBG9Ha3Y+PVxqOFomNRzNLWq5DUdDd+xgz549mJiYMH/+fDZs3KgusbV27VqOHz9e6/OafQACRSPQBiMiAVsQU4PbM39MAN/8cYnUW9k89b+TUityPVNQUMCUKVPIy8tj2NChrKomaOWbb76hrLR2QXr8iSfU4bH7VLX15syZw1tvvw1IZbYKCgrYs2cPv+/fz9ChQ2scK0IjByBYNAJpMEIAWhhrHx3AsZgU4hLvsPNULN8GtGPe4C56nXP16tVcUuW5d6mmcGVRURH/fu21OseZ9OCDagFIUp169+jZs8o9fe+7jz179nDjxo1ax4qscAGamuDvKQSgoYgtQAvD0tyEXYtHqxuOzt98krhbOXU81XASEhLY8O23td6jmaRibm5ebV17W1vbKumxAapIuV07d1YZq6KabvsOtZdGq+gE7OPWBktz8WvcUMQKoAXSy8uR/z42mOc2HIPCYqauO8yFf0/G3KTuAhT15bWVK2v0eVeQcPOm+vXBQ4e0Km754KRJbNu2jbNnzzJ69GiGDxvGH3/8wdWrVzE1NWX69Om1Ph+hqgPo10QhwK0VIZ0tlH8O78HEftJyPPJaOi/tOK/zOU6ePMmBAwfqdEVVlLUyNTPD19dXq7GHjxzJ8uXLAYiOimLdunXqL//yf/1LHXFXHQmZ+VAoVd4RrcAbhxCAFsyWeUNxdpFSTj/bF8a+qJqjyeqLQqFgpcoVN3fu3Fpz2yui2Lw8PevlB3/+hRc4cfw4y5cvZ+SoUcx/+ml+2bOH5557rtbnwjRzABrYCFQgIbYALRhnGwtCnxnFyPd+gXIF0786wvV3p+NuX3clmrrYtGkTsbGxuLq68tKyZWzZsqXGeyvq2nWoY99eHZ27duWFF1+s1zPhyRoegCaoAtSaESuAFs6Ibh7830NS6GmBPJ+Z6482esycnBxWfyR1Tf6/l19WN76siYosts5durBj+3YWP/sskyZN4qUXX2TH9u0UFRU12iZN1B4AMxP82jrqdGxjQwhAK2DVlD706Sa1pDoSdpMPfo9s1HgfvP8+WVmZ+Pn7M0uLLLSKhhmhO3awdOlSdu/ezcULF9i2bRtLly7lH5MnI78rdbYxVHgA2rs5YGEqfoUbg/iv1wowkakajtpKS/+Xt5/h74Q7dTxVPfFxcWz57jtkMhnvvP22VqWt02/dAqRceTMzMwIDA/H398dUlQATERHBY4891iB7qiNSVQVI20aggpoRAtBK6Ohsx9Z5w6RQ4dJypn5+iPwGNBxdsXIlZaWljB8/ngEDB9Z5f3Z2NgWqBhguLi6cPXeO/b//zoGDBzl27Ji6wcXFCxc4f77xnorrd/I0PABCABqLEIBWRMh9HXl8mB8ACalZLNxyql7PHzx4kOPHj2Npacmbb72l1TPW1tb86//+jxdffJHvvv9e3R0XwNfXlzfefFP9/gcdtLgK18wBEAeAjUYIQCvj68cH0kH1l/H7YzF8f+6aVs+Vl5fz+uuvAzBv3jx8fHy0es7CwoLnn3+eZcuXExQUdM/1iRMnqqvZ3tRohNlQwpMrXYC927k0ejxjR7gBWxnWqoajfd/cDaXlPL7hBIM6u9PJpfYa9bt37eK6qqR1SWkp761aVeV6RTTg1fh43lu1igkTJxIcHFynPTY2Njg5OXH79u0aG2rWh8iKJCAzU3q0dWj0eMaOEIBWSJ/2Lnw0cyDLt5yEgiKmrzvM2RUPYVZLqLA8u7L0+Dfr19d43/Vr1/jss89QKpVaCQBU1rNvTLGMCiqqAHV0d9BL6LOxIbYArZRlY/wZ1bsjABfiUnn1pwu13m9ra4urq2uN/zS9Aa6urtipml78uncvs0JCmBUSQnxcXLVjZ6lcgG4a7bUbglIJ0WnSWMIDoBvECqAVs23+cDqv2EGuPJ+Pfvmb8f7ejOzettp7Q0JCCAkJqXGsbl27kpeXx5gxY9i0ebP686SkJI4ePQrAtRs36HxXItCFCxcoKpRq9ze2scX1zDwokrYi/kIAdIJYAbRi3Owt2bFoJJjIQKFk+heHySzQbcNRj7aVgrLvt9/uuf71V1+pX09SNdVsKBcTKg8Ag0QREJ0gBKCVM87Pi6UTgwHIyszlsW+O6XT8sWPHqrcDO3bs4NNPPiEtLY0bN27w2sqV/PLLLwC4e3gwZsyYRs1VpQqQ8ADoBCEARsBH0/sR4CuVsd7/1zX+e+Syzsa2sbFh6dKlgORK/Oijj+jTuzeDBg7kW1UhEQsLCz788ENMTBr36xZZ4QI0N6W7R5tGjSWQEAJgBKgbjlpLef1Lt/7JJVU8fb3HqqY+/eLFi3nr7bfVba408fDwYMOGDYwdO7ZB82lS4QHw9XCo1aMh0B5RFtyI2HjqKnO/PARAl3YuXHrjHzppqFFBeXk5J0+e5ObNm1hYWDBo0CDat2+vk7GVSjBZuBGKSniwfxf2LBmlk3GNHeEFMCKeGtSFfZFJ7Dh5hauJd1i87Rzfzh6ks/FNTU0ZNmyYzsbTJD4jV+0B6OXjqJc5jBGxBTAyvp09GC8PKYJuw6FLhF5ofHhuU1C1E7A4ANQVQgCMDHsrc3Y+OxrMTEEJj3xzlCR5vqHNqhNND4BwAeoOIQBGyIBOrrw1XdVKK6+Q6V8eafYNR9UeAAszeggPgM4QAmCkrJwQyAMB7QA4G53M63vDDGtQHUQnywHo4uGAiRZFSgTaIQTASJHJYPuCEZi1ker9vb37PCfjbxnYqupRKJXEpqv6AHiJKsC6RAiAEePpUNFwVAZlCqavO0ROM2w4GncrF4ql6ka9xP5fpwgBMHIeDmrHwrGBAKTfzmHOxhMGtuhewpJEJ2B9IQRAwH9n9qd7BzcAfjodx9cnqk/rNRQRSSIJSF8IARBgYWoihQpbSWG+C7ec5HK6/hqO1hd1FSBLM7q52xvWmFaGEAABAH5tHfj8cVVUYFEJUz8/REm5wrBGqYhOkVYA3TychAdAxwgBEKh5dmh3Hrq/CwAxN27xwnbdNxytLwqlkqvpUrkyP29HwxrTChECIKjClrlDcHOVAm3W7Q9nb2SSQe25kp4Dqv4GvUQrcJ0jBEBQBQdrC3Y8OwpMTUCpZNpXR0jP0W1vv/qg6QEIEGXAdI4QAME9DOvizqv/uA+AkuwCZnxtuFDhiKTKFme9RSMQnSMEQFAtbz8cTL+e3gAcj0jgvd8vGcSOyCS59MLSjC5uIgdA1wgBEFSLiUzGzkUjwM4agBU7znL+ZkaT21HhAejR1gnhANA9QgAENdLOyZYf72o4mlfcdKHCZQol19QeALH81wdCAAS1MqNvB54c6Q9AUpqc+Zvr13C0MVxJz4HSckB4APSFEABBnXwxawC+qhj8H09cZtPZ+CaZNyyx8gBQeAD0gxAAQZ1YmZuxa/EYsJRKSD654QTxt3P1Pm+4hgtQeAD0gxAAgVYEeTvyycyB0pvCYqatO0yZQr++wShVGXCsLPB1FTkA+kAIgEBrXhjlx9i+vgCEx6fxr51/6XW+mBRVEZC2jsIDoCeEAAjqxdb5Q3F0sgPg018vciAmRS/zlCqUXBceAL0jBEBQL1xsLdnxzCh1w9EZXx4hI79Y5/NcTsuGMskDIDoB6w8hAIJ6M7pHW158sA8A8qw8Zq0/qvM5Lmp4AAJFERC9IQRA0CA+mNqX4C5Sa/ADF27wyaFonY4fkajpARAxAPpCCICgQZiZyNi5eBTYSA1HX9p2mrDkzDqe0p6olEoPQCcXO52NK6iKEABBg/F1sWPTU0OkNyVlTF17iKLSMp2MXeEB6OUllv/6RAiAoFHMvr8zM4f0AOB6ciaLtp5p9JilCiU3b6k8AF6OjR5PUDNCAASNZv3sQfi0dQRg0+Eofvz7ZqPGi0rNgjKpHqG/yAHQK0IABI3GztJcqipsLjUcnfntMRKzGt5wNEzjADBIhADrFSEAAp3Qr4Mr7z5yv/Qmr5BpXx5B0cAyQhEarcB7i0YgekUIgEBnvDIugGGB7QE4H5PMa7+ENWic6BS59MLakvbOtroxTlAtQgAEOkMmgx8XjMDKQfrSrvrpL45drX/D0WiVByBQeAD0jhAAgU7xaGPFjoXDJTUoV/DIukNkFZZo/XxJuYJE4QFoMoQACHTOg718eHZ8EAC3M3KYs0H7hqORyVlQXuEBECsAfSMEQKAXPp3RD7+O7gDsOXuVdcevaPWcZh+AIBECrHeEAAj0goWpiRQqrGo4uvi7U0SnZdf5nGYnYFEFSP8IARDojR4ebfh69gPSG1XD0eLS2huOVhwAYmOFj6PwAOgbIQACvfL0A135x8CuAFy5eZvntp+t9f7oZDkAweIAsEkQAiDQO5ueGoKHqqvP139c4ueIxGrvKy5VkHxb2ib0FC7AJkEIgEDvtLEyZ+fi0WAmNRyd/vVRUrIL77nvUkoWqAqN9hJFQJoEIQCCJmGwrxv/ntIfgLKcAmZ8dW/D0TCNA8AgEQLcJAgBEDQZbzwYxAA/HwD+jEzk7d8iqly/lCyqADU1QgAETYZMBqGLRoK91HD09Z3nOHO9suGoug+AnTVeDtaGMNHoEAIgaFK8Ha0JnT9cajhaVs60dQfJLZIajkarBKCPp6PB7DM2hAAImpxpvdszb3QAACnp2czd9CeFJWWkZuQA0FO4AJsMM0MbIDBOPp85gGOXU7iaeIfQP6/g4WCt4QEQ+/+mQqwABAbB0tyE3YtHqxuOfv5bmPpakHABNhlCAAQGo5eXI/+ZNfiez/u0czGANcaJEACBQXluRA8m3Ne5ymcebawMZI3xIQRAYHC+02g42q+nt4GtMS5kSmUDKzcKBDokWV7IpjNXmTOgC96OIgagqRACIBAYMWILIBAYMUIABAIjRgiAQGDECAEQCIwYIQACgREjBEAgMGKEAAgERowQAIHAiBECIBAYMUIABAIjRgiAQGDE/D+ioS7oAGznNwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/432.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/433.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/434.jpg" } ]
<image>Find m \angle P.
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64,882
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/435.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/436.jpg" } ]
<image>Points S, T, and U are the midpoints of D E, E F, and D F, respectively. Find y.
D
64,884
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/437.jpg" } ]
<image>For the pair of similar figures, use the given areas to find x.
B
64,885
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/438.jpg" } ]
<image>Find C D if A B = 6, A F = 8, B C = x, C D = y, D E = 2 y - 3, and F E = x + \frac { 10 } { 3 }.
A
64,886
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/439.jpg" } ]
<image>Find E C.
A
64,887
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/440.jpg" } ]
<image>Find the exact circumference of the circle.
C
64,888
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/441.jpg" } ]
<image>In the figure, m \angle 1 = 50 and m \angle 3 = 60. Find the measure of \angle 7.
A
64,889
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/442.jpg" } ]
<image>Find the area of the shaded region. Assume that the polygon is regular unless otherwise stated. Round to the nearest tenth.
A
64,890
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/443.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/444.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/445.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/446.jpg" } ]
<image>A B C D is a rhombus. If E B = 9, A B = 12 and m \angle A B D = 55. Find C E.
A
64,894
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/447.jpg" } ]
<image>Points S, T, and U are the midpoints of D E, E F, and D F, respectively. Find x.
A
64,895
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/448.jpg" } ]
<image>Find y. Round to the nearest tenth, if necessary.
D
64,896
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/449.jpg" } ]
<image>If T U \perp U V and U V \perp V W, find m \angle 1.
A
64,897
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/450.jpg" } ]
<image>Find the area of the triangle. Round to the nearest tenth if necessary.
A
64,898
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/451.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/452.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
64,900
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/453.jpg" } ]
<image>Find the variable of c to the nearest tenth. Assume that segments that appear to be tangent are tangent.
A
64,901
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/454.jpg" } ]
<image>Find the measure of \angle 2 if m \angle 4 = m \angle 5.
B
64,902
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/455.jpg" } ]
<image>Find m \angle A B D.
B
64,903
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/456.jpg" } ]
<image>Find m \angle 1.
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64,904
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/457.jpg" } ]
<image>If Q R = 2, X W = 12, Q W = 15, and S T = 5, find W V.
B
64,905
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/458.jpg" } ]
<image>Find m \angle C.
D
64,906
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/459.jpg" } ]
<image>If K H is parallel to J I, find the measure of \angle 2.
B
64,907
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/460.jpg" } ]
<image>If P Q \cong Q S, Q R \cong R S, and m \angle P R S = 72, what is the measure of \angle Q P S?
A
64,908
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/461.jpg" } ]
<image>In \triangle C D F, K is the centroid and D K = 16. Find F G.
D
64,909
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/462.jpg" } ]
<image>One side of a square is a diameter of a circle. The length of one side of the square is 5 feet. To the nearest hundredth, what is the probability that a point chosen at random is in the shaded region?
C
64,910
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/463.jpg" } ]
<image>In the figure, \triangle A B C is isosceles, \triangle D C E is equilateral, and \triangle F C G is isosceles. Find the measure of the \angle 2 at vertex C.
C
64,911
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/464.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
C
64,912
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/465.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
A
64,913
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/466.jpg" } ]
<image>Find the exact value of D E, given A D = 12 and B D = 4.
A
64,914
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/467.jpg" } ]
<image>Find y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/468.jpg" } ]
<image>Find x to the nearest tenth.
C
64,916
null
C
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cZwZw/14S3l9uZfdEL9waVCnpXYsS9+hZTWo68Wv2FXlrxlXti7wNQxITE8OSJUswNzfn408+0fr6xsbGTJ48OeffM2bMYOWKFezZs4fo6GiqV69eqLm+CjvPyB92Q7aaShVtCJ/kTeOqxXtgSUkFam4vDmdvJ+A8M4DspIdgZcGRKd646Mkjj6Ga8ucxPt94kDoO5bky51WlxzE4ixcvZu6cOZSzsaF5s8ePRB8/fpwHDx7g4OBAvXr18J83D0dHx2duLz09ncaNG5OaksJcf3/eeOMNrWf6NOgkH63bB2qoXb084X5e1K5grfV2dFmpfWbJqZod+yd60vKzQHiYSrt5IRyf5sNzevQIJERpyszIAOBBUhIRERFPXefWrVvcunWLxIQEAL766isOHDiAu7s7gwcPfmxdMzMzqlerxuXLlzl58qTW84xed5DFgccAeN6xCrsm9NTLAp9S/aDnS3UqsWOsB13mB5GakIzb3CCOTPehVnn9eiQSojR4eXtjZv70UFq2dCnx8fG4urrSvUcPHB4Vbpw4cYKdO3ZgU65cntBUq9XEPwrXypUrF3iObLWat1dF8HPYWQBeer4G28f00NvinlL/dHzn56rxx/DuvPylplLObW4Qh6f7Usla/x6RhChJjRs3pnHjxk+9LGDTJuLj43F2dmbEiBE5y/8Jw0OHDuW5zsGDB4m7fx+AOnXqFGiGjGw1fZf9RcCBvwHo3LwOQSO6YmGq+8UbhVVipxw9S+/mtfhhqDsYqbh6K45O/iEkpWYoMYoQBsXDwwPQvGyfNGkSGY9e4ickJODv7w+AlbU1PXr0+M9tpaRn0m1BaE5gvtymEaGje+h1YIJCoQnwVqv6LHpUKXfm8h2plBOiFHTs2DGnzeinH3+kYYMGtGndmmZNm7Jv714AhgwZgr29/TO3k5CSTnv/YHadvAbAO11f4Pf33ctMU1FRKBaaAKPcG/NRP02l3MFzN+n19Q4ypVJOiCIzMcn/2d6G33/H3d0d0Bwxv3r1Kunp6ZpTlz7+mEmTJj1z23cSU2k5O5CjF6MBGOfjyvdvti/Q99vrA8WfR3/s3Yz7yWl8FXSM7ceu8Nq3YWwY6m4wfwAhSkJIrk7MJ9na2vLrb78RHx/P8ePHuRsTw3ONG/N848Y5zUb5uXzvAR3mBnHjdjyoVMwe0IYpHobVK6F4aAJ8+VpL4pLT+CXsLBv3XuRda3NWvtFW6bGE0Gv29vZ06tSpwOufiU7AbW4QcfeTwEjF0kGd+KBDo5IbUEcp+vI8tx/faY93ywYAfLftFBN+l0o5IXTFgSuxNJ0VoAlMU2N++7C7QQYm6FBoGqlU/P6BOx2a1gZg/qYjfBZ6SuGphBA7zt+m9eeBmk/zWZgRNNaTAS0clR5LMToTmgBmxkYEj+yGS0PNZ16nrt7Hst0XFZ5KCMO18fg1un4RBClpYG1BuJ8XPV8w7MIdnQpNAGszE7aP96BRbU2l3LDvw1h9+IrSYwlhcFbtvcQrX26BtEys7K05Nq0X7etL0Y7OhSZAeUszdk/sSY2q9pCt5vVl2wk+c1PpsYQwGAt3nGXQtzshM5uqlW05Ps2H5jUqKD2WTtDJ0IR/K+XKV7CBjCy8Fm8lIjJG6bGE0HvTA44z9qdwyFZTt0YFDk/3oWEVKdb5h86GJkDdiuUI9/PCyMYKUtNxmx/Csev3lR5LCL01fPUBZm04AGpoUq8qh6b5UNNeCnVy0+nQBHihuh17J3iCpTkkp9LWP5i/YxKVHksIvZKtVvP6yt0sDTkOQGunmuyd5EVFKdLJQ+dDE6CVYyW2j/EAcxNSEzTfnXwjPlnpsYTQC+lZ2Xh/tYPVu88B0N21HmHjPLHR02q3oioToQnQpXE1fh/eDUyMiIlNxG1OMLHJaUqPJUSZ9iAtg85fhBJyOBKAfu2fI2hEV8xNy0w0lLoydcv0aV6bVe91BiMVV27dx32eVMoJUVj3H6bTfk4we05fB+C9Hk1Z+24nTAygqagoylRoArzduj4L32wPKjgddYdui7aQlpGt9FhClCm3ElJoOSuAE5G3QQWT+rRg+cA2UpRTAGUuNAFGd3Ziet9WABw4e5NeS7ZJpZwQBRR5N4kWMzcReeMeqFT4D2zH571dlR6rzCiToQnwaa/mDO/ZHIBtR68wYMUuSud7NYUou07disd1VgDRMQlgbMSK99yZ0L2J0mOVKWU2NAG+7t+K1zs+D8CGPRd479e9Ck8khO7aG3WXprMCSIh7AGYmrBvRnSHtGio9VplTpkMT4OdBbni1rA/Ayq2nmLjxiMITCaF7tpy9Rbs5gfAgBSzM2DLOk34uBfvyNPG4Mh+aRioVGz/ojJtzLQDm/XmYOVtOKzyVELpj3ZGreHwRDKnpUM6SvZO96f68g9JjlVllPjRBUykXMqo7zR9Vyk3+bS/Lw6VSTogVEX/z2tdbISMLu/LlODnNhzZ1C/6d5iIvvQhN0FTK7RzvQcNaFUGt5v3vd7H2yFWlxxJCMXO3nOa9FX9BVjbVq9hxdIYvzg72So9V5ulNaIKmUm7XRC8cqtpBVjb9l24jRCrlhAGatPEIk37dA2o1DWpV5Mh0X+pVLKf0WHpBr0IToLqdJeGTvLEvXw4ysui5eCt7ou4qPZYQpUKthvd+2cfcPzXfsdW8QTUOTPWhup2lwpPpD70LTYB6FcsRMckbbCwhNZ3284I5flMq5YR+y8xW89qKMFZsPQlAe+daREzyooLVs7+WV2hHL0MTNJVy+8b3zKmUazc3mEt3k5QeS4gSkZaRTc8vt7I+4gIAPV+qz46xHlib6cS3dOsVvQ1NgNZ1K7FtjAeYmfAwPpn2cwK5GZ+i9FhCFKuk1Aw6fhHMtqNXAHi94/Ns/rALZsZ6/d9bMXp/q3ZtXI0Njyrl7txNxG1uIPekUk7oidjkNNrOCeLAWc0Bz+E9m/Pr4A4YSfNGidH70AR45cXafDfEHYxUXL4plXJCP9yIT+almQGcjroDKpjerxVf92+l9Fh6zyBCE2BQ2wZ88YamUu5U1B26L9oqlXKizPo7JhHXTwO4cus+GKlY8KYbn/ZqrvRYBsFgQhNgbBcnpr2ieSTef/YGPkt3SKWcKHOOXb9P05kBxMQmgokRq97vwpguTkqPZTAMKjQBZvo0Z5hncwC2Honi9ZVSKSfKjvBLMbh8tpnUhGQwN+GPkR683bq+0mMZFIMLTYAlA1oxoIOmUm59xAXe/22fwhMJ8d+CTt+kg38QJKeCpTnbx3nRu3ktpccyOAYZmgC/DHaj50uaR+hvt5xk8p9SKSd01+rDV/BeGAKp6RjZWHFwijddGldTeiyDZLChaaRS8cewzrR/VCk3Z+Nh5kqlnNBBS3df4PVHTUXlK9hwaroPL9WppPRYBstgQxM0lXKho7rTvIHmEXvSb3tZEfG3wlMJ8a/ZIacY/t0uyFZTs5o9R2f44FTNTumxDJpBhyZoKuV2jPekwaNKufe+C2OdVMoJHTBuw2Gmrd4LajXP1anM4Wm+OFaQpiKlGXxoAlSwMmP3RC+qV9FUyr22dBtbzt5SeixhoNRqGPRTBAsCNO+zuzSqzoEp3lS1tVB4MgESmjmq21kSMdkbu0eVch6LtrBXKuVEKcvIVtPnm52s2n4GgE7NahMxsSd2ltJUpCskNHOpV7EcEX5eUE5TKddufggnbsYrPZYwEKkZmXgs2sKf+zTvq/u0asjWMR5YSlORTpHQfEITB3v2TvAECzN4kILb3ECplBMlLjE1Azf/EHYe17yf/mZnJ/4Y5o6pkRRv6BoJzadoU7cyW8f0ADMTkuKTcZsbJJVyosTEJKXS+rNADl/QvI8+yvtFfnzbTZqKdJSEZj66Pe/A+mGaSrnbMQl08JdKOVH8rt1PpsWsAM5diQEVfNq/DYteban0WOIZJDSfoa9LbVYOdgeViqgb9+k8P5QHaVIpJ4rHudsJuM7cxPXoODBS8dU7nZjes6nSY4n/IKH5Hwa3a8D8/7UDFZyMvC2VcqJYHL56j6azAoi9lwQmxvwyrCsfdnpO6bFEAUhoFsC4bi8wpY/mJdO+MzfwlUo5UQR/XbzDS59vJjPxIZibEDDGg4Et6yk9liggCc0Cmu37Iu97NANgy5Eo/vfdbqmUE1rbdPI6necFwsM0sLIgzK8XvZxrKj2W0IKEphaWDmhNf7fGAKwNP88Hv+1XeCJRlvx0IJLei7ZAWiZmdlYcmeJNxwZVlB5LaElCUwsqFfw6pAMeLTQvpZZvOcGUP48pPJUoC7786zxvLdsBmVlUrmTLiWm+uNSuqPRYohD0PjRTU1OJjY0lKSnvCepqtZrY2FhiY2PJyCjYUXEjlYpNw7vQtonmJdXnfxxk/rYzxTqz0C8fB55g1A+apqI6DuU5Mt2HxlVtlR5LFJLeh+aY0aNp6uzM+0OH5rksJDiYps7OuLq4cP/+/QJv08zYiC2jutOsfjVQw4Rf9rByj1TKibxGrj3IJ+v2gxqcHKtwaKovtcpbKz2WKAK9D83KVTTvGcXeu5fnsmXLlgHg27s3VatW1Wq75cxN2TnBk/o1NZVy764MY/1RqZQTGtlqNW98H85XQZq3b1o+X4N9U7ypbGOu8GSiqPQ+NGvV0jSz34uNfWz5iRMnOHLkCMbGxowZM6ZQ265gZcZuv38r5V5dup2t56RSztClZ2Xju2Qnv4SdBaDLi47sGu+BrYWpwpOJ4mAwoRkXF/fY8iVLlgDQw8ODunXrFnr7DnaWhPt5aSrl0jPpsXAL+y5LpZyhSk7PpNvCLQQevARAn7aNCB3VHQtTaSrSF3ofmnXq1AEgJSWFhw8fAhAdHU1oSAgqlYqxY8cWeR/1K9sQnqtSru28EE7dii/ydkXZEpeSTvu5wew+eQ2Awd2c2TDUHRNpKtIrBhOaALdv3wZg+fLlZGZm0rFjR5ycnIplP84O9uwZn7tSLohIqZQzGHcSU2k1K4Djf0cDMN7XlZVvtEWKivSP3oemlZUVtraa0zvu3L5NSkoKa1avBmDsuHHFuq+29SqzZUwPMDUmIe4BbnODuJUglXL67vK9B7jO3MTf1++BSsVnr7dl3istlB5LlBC9D00g58j47Tt3+Pnnn0lMTKRVq1a0aFH8d+zuzzuwbng3MDYiOiaBDnODuP8wvdj3I3TDmegEXD7dxM078WBsxDdDOjHZw1npsUQJMojQdHBwADTPNL//7jsARhfyiHlB9HOpw4ohnUClIvLGPTrPC5FKOT20/3IsTWZtIj7uAZgas3p4N4a6NVJ6LFHCDCI0a9SoAcD6DRu4du0azk2b0rFjxxLd55B2DfEf2BZUcCLyNh6Lt5GeJZVy+mL7+du0mRMISSlgYUbwWE/6t3BUeixRCgwiNGvW1Hzk8dxZzXlzo0aOLJX9TujehMkvayrl9py+Tu8lO8mWaqQy7/dj1+g2PwhS0qCcJRGTvPF8oYbSY4lSYhih+ehcTYAGDRrQ08ur1Pb9We8XGdpDUykXcjiSgSulUq4s+37vJfp+tQXSM7Gyt+bYVG/a1aus9FiiFBlEaOY+7WjEiBGlvv9lr7fm1faaVu414ecZtloq5cqiL7adYfC3OyEzm6qVbTkx3ZfmNSooPZYoZQYRmlcuXwbA0dGRvv36lfr+NZVyHenhqqmU+yb0BNMCpFKuLJkWcIzxv0RAtpp6NStwZHpvGlS2UXosoQC9D83s7GwWLV4MwJgxY1ApdLaxiZGKTcO60OYFzfurs38/yBdSKafz1Gr44Lf9zN5wENTgXK8qB6f6UMPeUunRhEL0NjRv3bpFfHw8c+fO5XJUFA0bNlTkWWZu5qZGbB3dnaaPKuXG/7qH7/ZcUnQmkb9stZrXV+7im9ATALR5oSZ7J3tR0VqaigyZ3rYITJ40iW3btgFgbGzMFwsWKPYsM7dy5qbsHO9By9kBRN24z5Dv/sLO0oy+LrWVHk3kkpaRTe9lOwg9HAVAD9d6bBrWBXNTvX2eIQpIb+8BlyIjATAxNWXq1Kkl8umfwqpobc7uid5Uq2IHmdn0W7qNbVIppzMepGXQeWFITmC+5taYwBFdJTAFoMfPNH/66Sfi4uJwdHSkUqVKSo+TRw17TaWcy8xNJMUn033RVvZN8qZ1Xd2b1ZDcS06j8/xQTkZqyl2G9mjGstdbS/GGyKG3D53169enRYsWOhmY/2hQ2YZwP29NpVxKGm3mBXNaKuUUcyshhZazAzSBqYIpr7Tkm4ESmOJxehuaZUWzGvZE5KqUaz83iKh7D5Qey+BcupuE68xNRN24DyoV8/7Xntm+Lyo9ltBBEpo6oF29yoSOzlUpNyeQaKmUKzUnbsbjMnMTt2MSwMSIle91Zny3F5QeS+goCU0d0cPJgbXDNJVyt+4k0MFfKuVKw56ouzSfHUBSfDKYmbD+wx4MbtdA6bGEDpPQ1CGvutZh+aBOoFJx6fo9uswPITk9U+mx9FbImZu0nxMID1LA0pyt4zzl1C/xnyQ0dcx7bg2Z83pbAI5fuo3H4q1SKVcC1h65Ss8FIZCaDjaW7JvkTbfnHZQeS5QBEpo6yK9HE/x6a84rjTh1nZeXSqVccfo2/G/6f70VMrKwL1+OU1N95FQvUWASmjpqTh9X3u3eFIDgQ5H877twhSfSD3O2nGboyr8gKxuHqnYcmeFLEwd7pccSZYiEpg5bPrAN/R5Vyq3efY7hqw8oPFHZNnHjESb/ugfUahrWqsjhab7Uq1hO6bFEGSOhqcNUKvhtSEe6P6qUWxpynOkBx5UdqgxSq+HdX/Yy78/DADRvWJ0D03yobidNRUJ7Epo6zsRIRcCwLrR20lTKzfr9AAt2nFV4qrIjM1tNv+V/sXLrKQDcnGsR4deT8pZmCk8myioJzTLgn0q5JvWqghrG/RzB93ulUu6/pGZk4rl4K7/vvQiAV8v6bB/rgbWZ3lYuiFIgoVlG2FiYEjbBk7o1KkC2msEr/+L3Y9eUHktnJaVm0HF+KNuPXQFgYMfnCRjeBTNjucuLopF7UBlS0dqccD9vqla2hcxs+i7Zxvbzt5UeS+fEJqfR5vMgDp67CcCHPZvzy+AOGEnzhigGEpplTA17zVfGWtlbQ3om3RaGsv9yrNJj6Yzrccm0mLmJM5fvgApm9GvNV/1bKT2W0CMSmmVQg8o27PHrCdYWmkq5+cGciU5QeizFXbiTiOvMAK7eigMjFYve7sgnvZopPZbQMxKaZVTzGhUI/6dSLimF9nMCuWzAlXJHr92j+awA7sYmgokxP3zQhVHujZUeS+ghCc0yrH39KgSP6g6mxsTHPaC9gVbK7boUg+tngaQmJIO5CX+O7sFbreorPZbQUxKaZZznCzVY/UHXnEq5jv5BxKUYTqVc4OkbdPIPgoepYGnOjvFe+DatpfRYQo9JaOqB/i0c+WZQR1Cp+Pv6PTrPDzWISrlfD0bRa2EopKZjYmvFoSm96PxcNaXHEnpOQlNPDHVrxOf/VMr9HY2nnlfKfR12gf8t3Q4ZWVSoaMPJaT60qFNR6bGEAZDQ1COTejRhwqNKufBT1+mzTD8r5WYGn2TEqjDIVlOrenmOTffl+Wp2So8lDISEpp7x7+PKkO7OAAQdjOTN70uhUq4Uc3nM+kPMWLMP1NC4TmUOT/OhdgXr0htAGDwJTT307cC29G2nqZT7ddc5PlxTwpVyl2PJOB1dortQq+HtHyNYtPkoAK6NHNg/xZsqNhYlul8hniShqYdUKlj9bke6uTgCsCT4OB9tPlHs+8n855NIGZncfm05WZfvFfs+ADKy1by8bCc/7jgDgHvzOoRP9MROmoqEAiQ09ZSJkYrNw7vRyqkGAJ9u2M+incVXKffwj5Okrjuk+YdDebKT04ju8w3ZtxOLbR8AKemZdF8Yyqb9fwPQu01DtozugaU0FQmFSGjqMXNTI7aN7sELdTWVcmN+iuCH/ZFF3u6DHw4QM+wnjP55L9HGnGqrBpF5N5HoPsvJjiueE+wTUtJx8w8h7ISmzentLi+w8f3OmBpJ8YZQjoSmnrOxMCVsoieODppKuXe+3cmfx68XentJC8O467cOc+c6WL7ROme5uXtDqn79PzKuxHCn3wrURfzO9pikVFp/FsiRi7cAGNPLhVVvtUeKioTSJDQNQCVrc8In9aRKJU2l3MtLtrKjEJVyCR8FEft5AFbtnqPapqGoLB5/T9GytzNV5vQj9dRV7g5YhTo9q1DzXrn/gBazAjh/9S6oYGb/Nizo91KhtiVEcZPQNBA17a2JmOSFhZ01pGXSdWEoB64UsFIuW839kRu4v2wHNp7NqbJmMKp8DsJYvdmSytN8SN53gXuDfoFs7c5HOns7AdeZAVyP1jQVfT2oE9N6NtVqG0KUJAlNA9Kwii17J/5bKdd2Xsh/Vsqp07OIfednEtbsxa5/WyqtegOVmfEzr1NuREcqDO9O0tYT3P9wfYHnO3Q1FueZAdy/lwSmxvw6vCvDOz5X4OsLURokNA3Mi7UqsHucplIuO+khbnOD8q2UU6ekE9P/O5JCjlPhgy5U+LIvFPAgjN1HHtgPbEfChv3ET938n+vvvHCblp8Fkp30ECzM2DzGg9dfqqfV7yZEaZDQNEBuDaoQOFJTKRd3Pwm3OUHcSUx9bJ3s+BRu+y7n4Z4LVJrsg90nXlrvp/yCPth6uRC34i+S5u3Id70/j1+ny/wgSEkDKwt2T/TCu0lNrfcnRGmQ0DRQXk1q8NsHXcFIxc078XTwD86plMu6k8Rtr69JO3WVynNfxWZMp8LtRKWiwrevU66DE7Hzg0leuS/PKj/sj+TlL7dAWiYWdtYcmeKNW4Mqhf/FhChhEpoGbEALR5YO6gQqFRev3aXr/FCS/r5LtOdXpF+5S5Wlb1Lu7aJ9v47K1IhKv7yFpUs9Yqb9zsMN/34yadHOs7zzzQ7IzKJKJVuOT/PBpbY0FQndJqFp4D7o0IjZA9oAcPTvaDzH/UZq3AOq/TgEq5eL56i1ysKUKmsGY96oOjEjfyV163k+2nyCMT+GQ7YaR4cKHJnhw3NVbYtlf0KUJAlNwRQPZ8b5uAKwx96C0X2aYdalYbHuw8jOgqq/v49JjfIMm/knn67fD2p4oW5VDk33oaa9NBWJskFCUwAwv28L3nmpAQBBd+N5c/H2Yt+HqpIVE90bsqpueQBaPV+DfZO9qGRtXuz7EqKkSGiKHN992IWXnTRHrX89GsWIlbuLbdvpWdl4T9rA6tuaJqRuTjXZNb4nNhamxbYPIUqDhKbIoVLBuok96VxHc/T6693nmLHuYJG3m5yeSZexawiJvg/AKy3qEzyxJ+amcvcTZY/ca8VjTIxUBM3oRcuq9gDMDDzGopBThd5eXEo67Ub8SkRcEgCDOzmxfkRXTKSpSJRREpoiDwtTE7bN7IOTXTkAxqzeyw/hF7XeTnRCCi0//IUTKZoT5yf2cmHlIDdpKhJlmoSmeCpbC1N2zemLo6Xm6yTeWfEXm45dK/D1o+4k8tKoX7iUkQHAnAFtmStNRUIPSGiKfFWyNmf3nL5UMdMcrOm9MISdBaiUO3XlHq4TVnMzW/MVwsvfdcfP07lEZxWitEhoimeqVd6a3bP7Ym2suat0mRPAoav5V8rtPXuTF6dtIB5ApWLtKA/ec2tUKrMKURokNMV/eq6qLbs/6aM5vJ6tpv0nf3L2dt5KuS0HLtPus81kGQHGRoT6efOqa53SH1iIEiShKQrEpXZFdk32ASA9M4sO0zeSkJKWc/n6Hefw+GqLpjrOzIQ903vTw8lBqXGFKDEqtVqtXbW2MGibj17DZ2EIqAAzE0jPxM7GkoTEFFCBnaU5u2b0plkNe6VHFaJESGgKrf0afpH/rfgrz/LqtlaEf9Sb+pVtFJhKiNIhL8+F1ga6NWJJ/7aPLatfyZbDs/tKYAq9J6EpCmVYT2dmerkA0LRGBQ7OegUHO0uFpxKi5MnLc1EkKyL+ZsBLjpQzl+INYRgkNIUQQgvy8lwIIbQgoSmEEFqQ0BRCCC1IaAohhBYkNIUQQgsSmkIIoQUJTSGE0IKEphBCaEFCUwghtCChKYQQWvg/TP+KIg7KSFQAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/469.jpg" } ]
<image>Find y. Round to the nearest tenth.
D
64,917
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/470.jpg" } ]
<image>Use parallelogram J K L M to find m \angle M J K.
B
64,918
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/471.jpg" } ]
<image>Circle O has a radius of 10, A B = 10 and m \overrightarrow A B = 60. Find m \widehat A X.
A
64,919
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/472.jpg" } ]
<image>Find the circumference of \odot S. Round to the nearest hundredth.
C
64,920
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/473.jpg" } ]
<image>Use rhombus X Y Z W with m \angle W Y Z = 53, V W = 3, X V = 2 a - 2, and Z V = \frac { 5 a + 1 } { 4 }. Find X W.
A
64,921
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/474.jpg" } ]
<image>Find y in the figure.
B
64,922
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/475.jpg" } ]
<image>Find m \angle V.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/476.jpg" } ]
<image>Find x.
A
64,924
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/477.jpg" } ]
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", 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B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/479.jpg" } ]
<image>a = 8, b = 15, and c = 17, find \cos B.
B
64,927
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/480.jpg" } ]
<image>Find m \angle W.
A
64,928
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/481.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 \widehat A D C.
D
64,929
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/482.jpg" } ]
<image>If x = 7 \sqrt { 3 }, find y.
C
64,930
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/483.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
A
64,931
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/484.jpg" } ]
<image>Find m \angle 2.
B
64,932
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<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/486.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/487.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/488.jpg" } ]
<image>Find x. Round side measure to the nearest tenth.
D
64,936
null
D
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", 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<image>Find m \angle Y.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/490.jpg" } ]
<image>M C = 7, R M = 4, and A T = 16. Find S C.
A
64,938
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/491.jpg" } ]
<image>In the figure, m \angle 2 = 110 and m \angle 12 = 55. Find the measure of \angle 2.
B
64,939
null
B
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R7l65hwfX1NPoHlhVyU+ycvviQs4sSSbJbjp8217FYWXQ63BZDJxclMic3DiWlbdzx9Jqylp7iKgaAUVlfb2XK/6zla8dn8XNC/NIcZqHURGJUFu2k3Z/sG9gXHYJxak2GRgnRjUZzS/EEba+1s0tr+3io1o3nmA4VlXR6+Cq2RnccvoEClPsWGSOyrgSiqg0dAe56+0antjQhDcYif2azaRnTraLX59dxAn58ZgNQ6uMRPxuPH6F2PgegxWXy4bJIK8xMXpJYBHiCAkoKn95v5YH3q+jwR1E6VdVyY238KuzijhnSgpJdqP0qYxTWm8fyxtlbdz6ZhU72/xEel8nRr2ORJuR/5ufw7dOyiXZYTrCz1aIQ0sCixBHwJZGLz95tZLVu7tx96uq6IAvzEzj54sKmJRix2KST7wiWm2p6wryq+XVPLOpBV8oWm3RATaTgfwkK/deOPmge1uEGM0ksAhxmD27qYWfv7GLqg7/gJH6mXFm7lhSyAXTUklxmKSqIgbYu2vo5W2t3L60iqr2QGyru14Xrbb8+YJJXDojDfsRO1BRiENHmm6FOEwiqsofVuzhL+/X0eQODZircuG0VG5bXEBxmgOrVFXEfuh14LIYOKUokWNyXDR0B+np3ZasatFJud9+oZzqDj/fOTmPBJtc3sXRRSosQhwG7kCYH76yk2c3t0aHg/W+61IdJm5fUsglM9JIcZhkq7L4TK9tb+OXy6rZ2uTDr0TY38XbbjZwyfRUfnN2EdnxVpl8LI4aEliEOMSq23u46fkK3qvqwhfqu8lMz3Rw/8XFzM2Jw242SFVFHFCLJ8Sdb1Xz7OYWWrxKrPEWoCDZhhJWaeo3ZNBi1HN8Xhz3XTSZqRlOCcLiqCCBRYhD6P3qLr77YgVbm3wEw2rs359bmszvzpvEpBS7zFURn+mlra3cubya7c0+/GE1Vp0z6XV89fgsvrMgD6Nex09ereTVHW34lejrzKjXUZRs496LJnNKUaI044oxTwKLEIfIY+sauWNZFTWdwdgnYr0Ovn1SLt8/JY+s+EN1Eq84GjS5o7uCnt/SSqtvYFVlarqDX51VyMKiRBJs0XH6XX6F371Tw98/rKc7EAaizbipDiO/PLOIq+Zk4JTJcGIMk8AixAgLRVTuXF7NP9c00OINsfc+4zDr+e05E7lidgbJdpP0Foj90jSNF7a08uu3dlPW4sOvqLFlRItBz9dPyOLbJ+eSm2j91KA3XyjCk580ceubVTR5oicx6wCHxcA3T8zmx6dOINlhPvx/KCFGgAQWIUaQJxjmpufLeXlbG92BvvkqufEW/nJxMadNSsRpMUq/itivhu4gdyyr4qVtbbTtU1WZkeXkzjMLOakwgXir6YCncwfCKqt2dfGdF8upaPUT6X0R2kx6zp2Swp/Pn0R2glVeg2LMkcAixAjxBMN8/ZkyXt3ehjfY11w7Lzfa/Dgr24VV+gjEfmiaxjObWvjN27upaO0h0K+qYjXq+eaJ2dw4P4fcROugxvArEY3yFh/ffrGC1dXdhCLRvhazQc9ZpUn85aJiciS0iDFGAosQI2BvWHllexu+fmHlCzPTuPPMQgpT7Bhlp4bYj9quAHcsreLVHe20eZVYRQRgdpaTX55ZyPzPqarsT0TTaHKH+OlrlTy3pTU2Hdds0HN2aTL3XTRZQosYUySwCHGQDhRWvnNyLj84ZQJZ8WZprhWfoqoa/9vYzG/fqWFn28Cqis2k56b5uXzjxGxyEyyYhni44V6aFp0B9Ju3q3nww4ZYM66EFjEWSWAR4iAcKKzcvCCXH546gQyXRZprxafs7vBz+9Iq3ijroN03sKpyTK6LXy4p5IT8BOKsxiFVVQ7EGwxz5/Jq/i6hRYxhEliEGCYJK2KoVFXj8U+a+N07Nexq9xMM91VVHCY9316Qy9eOzyE73jLi83kktIixTgKLEMMgYUUMVVW7n1vf3MWy8g7ae8IDzpI6Pi+OO84s5LgJ8cRZjIfstSOhRYxlEliEGCIJK2IoIqrKY2ub+OPKGqraAwOqKk6zgZsX5vLl47LJihv5qsr+SGgRY5UEFiGGQMKKGIrKth5ufXMXyys66dinqjK/IJ5fLinkmNw4XIewqrI/ElrEWCSBRYhBiqgq//dcBU9tbMYTCEtYEQcUVlUe/riRP6/cQ3VHgFC/qkqcxcD3T8nj+mOzyIqzHLHt7gcKLVfNSed3504kzSkTccXoYjzST0CIseIPK/bw/JYWCSviM5W3+Lj1zSre3tlJp39gVWVBYQJ3LClkbo4rOvH4CL5mnBYjP19UABALLaGIylMbmilKtnHTSbkk2OQWIUYPeTUKMQjPbmrhgffraO9RYmHlpvk5ElZEjBJR+fdHjdzz3h52dw6sqiTYjPzglDyuOyaTzCNYVdnX3tASimj8++NG3IEwgbDK79+toSDJykXT07Cb5cBEMTrIkpAQn2NdrZtrntjGzlZ/7NPyuVNSeODiYnITrBJWBNubvfzijSpW7Oqia5+qymkTE7l9cSGzclw4zYZR+Xrp8it87ekyXt3Rhl+JjvHPirPw+NVTmV+QcFiagYX4PBJYhPgMdV0BLntsC2trPYR7D6KbkenkiWumUprukAm241worPKPNfXct6qWms4gSqSvqpJoM/Lj0/K5em4GGS7zqKmqHMieTj9XP76Nj/a4USIaOh1Mz3Dw+DXTmCKvdTEKSGAR4gB8oQjXPrGNN8vaY586011mnr52Gifkxw97XLo4Omxp8PKLN3exqnpvVaXv1xZNTuL2xYXMyHLiGKVVlX2pGnxS5+bax7dR0daDqoFBr2PRpCT+cVkJuQnWI/0UxTgngUWI/VBVje+9XMEja5tiOyisRj2PXDGF86amyLr+OBZQVP7+QR0PfFDHnn2qKsl2Ez85fQJXzs4gfQxUVfYVVjVe3dbGjc+X0+AOAmA26PjKcdnccWYhKQ7TEX6GYjyTplsh9uOBD+p4ckML7t6wogPuWFLAkpJkbBJWxq2N9R5ufbOK96u76A4MrKqcVZzMLxYXMD1z7FRV9mXU6zh7SjLfa8/lrrdraO9RCEU0Hl7bQFGKla8cl02cVW4b4siQV54Q+3h9Rxt/WrGHVl8o9sn5q8dncd0xmcRbjTJQaxzyKyp/XV3LX1fXU9cdQIlosddGqsPET0/P57JZ6aSNwarKvswGPd+cn0N1e4DH1jfiCUbwKyp3Lt/NhEQb55SmYDXJcqg4/GRJSIh+qtt7uOjhLWxt8sVO0D19YiL/uKyU/CSrNB6OQ+tr3fzizSo+rOnGvU9V5dwpyfzijEKmZjqwm8ZmVeVA2n0hbnhqO8srOgmEoz1cBUk2nr9+OtMznRjGeDATY48EFiF6RVSV657YzgtbW2NNtsWpdp66dppcoMehnlCE+1bV8o819dR1B1EifZfKNKeJn59RwCUz00h3mo/K14YG7Grr4ar/bmVDvZewqqHXwSXT07jv4mIyXDIJVxxeUtcToteja5t4a2cngd6w4jIbuO/CyZSmO47KG5I4sI/3dHPRw5v57Ts17O4MxMKKDrhwaiqvfXkWXzoui0yX5ah9beiAwmQbfzp/MjnxFnREdxK9vL2NF7e24A1GjvRTFOOMBBYhgMrWHv60soY2X98k2x+eOoFjJ8RjMcrbZLzwBiP8evluLntsK+/u6qQ7EGZvDTrTZeavlxTz10uLmZ3jGrONtUOh1+k4IT+er56QTYI9ukMoGFb5zVu7KW/xEVGlQC8OH7kSi3EvrKr87I1dVLUHYhNKFxYmcN28aJOtGB8+3N3FRQ9v5g8ratjTNbCqcsmMNF79ykyuOyaTjKO4qrI/Rr2OG0/M4bi8uFh4r+8Ocudbu2nxho7wsxPjiQQWMe7966MG3q3sJNjbWBhvNfDLMwvJipMzgsYDTyDMHUuruOK/21hZNbCqkh1v4cEvlHD/xcXMzHJhHwdVlf2Jtxn55ZmFZMf1LQ29vqOdZze34AmGj/TTE+OEBBYxru1o9nHPe7UDDjW85fR8ZmW75PyUceD9qi4ueGgzf36vltp+VRW9Di6fmcarX57JNXOjQ+DGU1Vlf2Znu/jmidkk9i4NhSIqd721m21NvtixFUIcShJYxLgVikSXgnZ3BGJbVc+YlMhVczJwWWQp6GjW7Q9z6xu7uOrxbayq7sLdr6qSm2DhX5eVct9FxUzPdGIzGWT2DtGloa+fkM38/L6+riZviF8tq6bZI0tD4tCTwCLGrb9/UM+qqq7YUlCS3cQdS4rIlKWgo9qKyk4ueGgT96yqpa47EKsO6HVw1Zx0XvvyTK6YnUGqVFU+xWWNLg3l9u4a0jR4a2cHT21oik2FFuJQkcAixqUtjV7+8n4tHT1K7N/97PQJTM90jPlJpWL/uvwKt7xeybVPbmP17m48wUisqpKfaOXhy6dw9wWTmZLpxGbSS1XlAKZnOvnWSTkkO/YuDWn84d0atjR6ZWlIHFISWMS4o6oadyytorYrGFsKOqskmctmZeCUpaCj0tsVHZz370088H4d9d3BAVWV6+Zm8MpXZnLZrHRSnWYMUl77TAa9ji8fl83JBQlYe5eGWnwKf3h3j+waEoeUXJ3FuPP6jjZW7+4m1LsUlOowceviAjLizLIUdJTp6FH43ds1PLGhiSZPaEAFoCjZyh1LCllcnEyywyTHLgyBw2LgjiWFbGvysbO9B02DN8vb+aC6i3OmpGKTs4bEISCvKjGuhMIq96wauCvouwtymZIuS0FHm6Xl7Zz3r0389cM66t19VRWjXseXjs3ipS/N5JIZ6aQ4zRJWhmFKhoMvH5dFkq1voNy9q+po80mVRRwaUmER48pTG5rY1OCNbV8tSbNz+ax02RV0FGnzKtz1zm7+t7GZ5n2qKpNSbNxxZiFnTEom2WGUoHIQDHodXzouk+e3tNBVFyaiany0p5s3y9q5cnYGTovhSD9FcZSRq7QYN9yBMPevrqfT37eb4eYFebIr6Cjy+vY2frW8mq1NPnxKX1OtSa/j+nmZ3Lwwj4JkGxajNNWOhGS7ma8en03167to8YZQIhp/eb+W0yYl4bTYjvTTE0cZWRIS48a/P2qgsq0ndv7J8RPiOLM0GZtZPgmOdS3eEN95oZyvPlPGujoP3lBfWClOs/P41VP5zTkTKU6zY5WwMmJ0Orh8VhrTMx2xQYvbm3t4blML3bLNWYwwqbCIcaHRHeTfH9XHLqJ6HXz/lDzSnGa5eY1xL29r5c7l1Wxv7qFnn6rKV47P4jsn55GfZMUsQeWQcFqM3Dg/l+3NPTS6g0RUjb9+UMe5U5KJS3dK9VKMGKmwiHHhr6vr2NNvG/OZJcnMz0+Qk5jHsCZ3kBufK+Mbz5bxSb0XX7+qypR0B09dO41fnVnEpFRZAjrUzi5N5oQJcbFtzrVdAf6zvolOv/I5/6UQgycVFnHU29naw5MbmvGGIgCY9TpuXpBHikOqK2ORpmm8sKWV37y1mx2tPfj7VVXMBj1fOz6Lb52cy4REqaocLhajnm+fnMvaWndsvtG/P2rg4ulpxOcYZWKwGBHy8VIc9e5+bw+NnlDspnb57HRmZjnlcMMxqKE7yDeeLePG58vZ2Oilp19VZUamk6evm8YdZxYyMUWqKofbifkJLC5OxtHbE9bWo/Cvj+oHTJMW4mBIYBFHtXW1bl7b3o6/t7rishi4aX5O7MRZMTZomsYzm5o5998b+e/6Jpo9oVjztNWo57sLcnnui9M5qySZRLsMgTsSTAYd3z45l3Rn9L2lafDkJ81sb/LFxggIcTBkSUgc1R7+uIG2fkPivnRsFpNS7TIkbgyp7Qpwx9IqXt3RTptPiQUVgNlZTn55ViHz8xOIt5mQv9Yja2q6g4tnpPGPNQ24A2E8oQhPbmhmSoaDVKf5SD89McZJhUUcteq6Aiwt78CvRKsriTYjXz4uk3ib5PSxQFU1nvykifP+tYknNjTT0q+qYjPp+cEpeTx7/XQWF++tqhzhJyww6HV888Qc0vvtvnt+SwtN7hByLqI4WHLlFket/21sps2nxHocLp6eRna8VZYLxoCaDj+3L6vi9R0dtPsUIlrf3e6YXBe/PLOQEyYkEGc1SlAZZfKTrJw+KZFGTxBvMEJbj8JrZW3kJVmJt8otRwyfvHrEUSmgqPxvQ0tsZ5BeB1fPlRH8o52qajyxoYk/vLuHnW09BBQ1tpxnN0V3onzthGxy4i2YDFIgHo30Oh1Xzk7ntR3teIORWC/LFbPSJbCIgyKvHnFUemNHG7u7/LElhFOKEilNc8jOoFGsut3PbUurWFr+6arKsblx/PLMQo6bEE+81SjDyEa5E/ITmJ7hoNkTIhRR2d7sY02Nm3SXRU5yFsMmgUUclR5b34g7EIn9/Jq5GcTbZGfQaBRRVf6zrok/rtzDrnY/wX5VFadZz3dOzuMrx2eRHW+VwDlGmAw6LpuVzvo6D83e6AGUT21oYkFRAjaT5Ug/PTFGSWARR51P6jysq/UQCqsAFCXbOHViElb5ZDfqVLb1cPubVSzb2Um7T0HtV1U5MT+eO5YUMC83njipqow5F0xL4b5VtbT2/r0uq+hgV6ufNKdZdumJYZHAIo46j3/SRKc/HPuUfuXsdJLsRhkiNoqEVZVH1zby5xW1VHX4CYb7qioui4HvLczjhmOzyIqzSFVljIq3mjh/WgrVHX46/WH8ispzW1oozXCQ4pBqpxg6+cgpjiqt3hCvbW+jp3crs8ts4NIZaTgtciLzaFHe4uOax7fzk9d2UdbaQ6BfWDm5IJ6XbpjBzQvzyEuQJaCxTKeDK2elk9RvSOMzm5pp9fZNnRZiKKTCIo4qz2xqoaXfBfG8qSnkJMhW5tFAiaj8+6NG7l21h+qOAKF+QSXeauAHp0zgumMyyZSqylGjKMXOyYUJNHlC+EIRmjwhlpa3kx1vIU52DIkhkleMOGooEZUnPmnCE4xWV3TAtcdk4rJKdeVI29Hs49Y3qni3qpPOnvCAXpVTJyZy2+ICZme7cFmkV+VoYtDruHJ2Bm9VdOALRVB7tzhfPD1NAosYMnnFiKPG2j1uqjr8hHu3Mp+QH8+MTCdmmddxxITCKv9c08B9q/ZQ0xUcUFVJsBr50WkTuGZuBplxFmnEPEotLEqgOM1OszeEEtHYUO+hsq1HKmliyCSwiKPG8opOvEE19vNLZqTKGP4jaGujl1+8WcWqqi46/cqA0exnTEri1sX5zMp24TRLVeVoZjHqOW9KCpsavLT5FBRVY0VlF7Oz40i0y/tTDJ589BRHBU3TeKuiPXZukFmv4/RJSTKk6ggIhlXufW8PFz2ymdd3tNPR0xdWku0m/nDuRB6+opQT8hNkCWicOGNyEq5+je9v7+zAEwwfwWckxiKJt+KosK3JR3VnILYcdExeHOkuizTbHmabGjzc+mYV71d307VPVWVJcTK3Li5gRqYTh9kgQWUcKU5zUJhso647iBLRWF/vptEdJDvegkGWAsUgSWARR4W3dkab+vZaNDkJh1mqK4eLX1H56+pa/vZBPbVdAZSIFutVSXGY+Onp+Vw2K510lwwNG4+Meh2nFCXySZ2HTn+YYFhjVXUXpekOab4VgyZXdHFUWFbeQU+ob3fQoslJ2EyyO+hw+KTOzRce3cxv3t5NdYefUL+wck5pMq98eQZfPT6bLGmsHddOn5Q04PDRd3Z2xnb0CTEYEm3FmLenM8C2Zh9KJHqbnJrhID/JJjfHQ6wnFOH+9+t4cE09dV0BQpG+9Z80p4mfnVHAJTPSpKoiAJiT7SIzzky9O0hE1Vhd3UW7TyErzjLOlgeDNG9YxksvL+X9Typp6AphSsiieM5CzvnCRcyfnIzdOK6+IYMmgUWMee/s7IgeY9/78zMmJ+E0S3XlUFq7p5tbl1bzUU033YHwgF6VC6am8NMz8pmS4cRhkl4VEWUx6Tm5MIEdLT24A2E8wQhraropTLaNn0nU4WbWPPR77nliFeXN3fhDYSKqhq6ulpqKTbz/1nLOvukWbjx3OmkOOU5kXxJYxJi3tLw9thwEsHhyEjbpXzkkfKEI975Xy78+aqC+e2BVJdNl5ueLCrhweirpTrM0U4pPOW1iIk9uaMYdiJ719U5lB+dPTRkngcXPjv/9kT8+upxtjV7C1jSKj5nOpEwL3trtbNxWS1fdBp7/453Y4n/P108pIMkq17H+JLCIMa2jJ8TaWg/BSHT+yoREK1MznJhkWNyIW7O7m1uXVrG21k13IBw7/kAHXDQ9lZ+enk9JugO7VFXEAZxUkECKw0ijO4iqwYrKTroDYTLiLEf6qR1yat0yHn/6A3Y2edHnnMa3fnQTFx47gQSrHi3soerdf/HHPz/PhsbNPP/IK5w89XqOy01AjonsI1d1Maat2NU14OZ52sREXBaDlFJHkDcY5pfLqrjyv1tZsauTLn/f9zsrzszfLinh/ouLmZXtku3K4jM5rUaOz0vA3tsQ3+pT2FDvwa+on/NfjnURGj5cyYbGTvzkcOY3b+LiBdPITU0kLi6e+KRsZpz7bb5z2SzS4/R0bXyX1ZXdeENH+nmPLlJhEWPa2zs76el3sVtcnIxN+ldGzOrqLm57s4p1dR7cwb6gotfBpTPS+Mlp+RSn2bFJVUUMgg44dVIiL21rxdt7ttDKXV29Qx7NI/vFVD8NG97ijTdXsmZzBfUtXfg1M86kLAqmHsOCcy5g8ewc4ga5HBXp2snqZctZufpjtu6so80TRDXbiU/Lp3jmCZx54TkcPzEF234bZiPU7t6DNxCClBkcOzOTJGf/oYk6DJZEpp90DHnPbaHJXUP1nh6C8zQwyxtrLwksYkxbX+smGI4GlgSbkXm5LiyyHHTQ3IEwf1pRw6PrmmhwB2M7sAByEyzctriAc6akkuowSa+KGJJTihJxWYw0eaLlg0NRYVG7tvHyA3fz79c3UNvhI6iEiUSi51jpamvYtf0TVr3+Iq9c/G1+9PXFFKfYP+NmGKRuxUPc88AzfLCzBXdPCCW8t9FcR31NNTs3fcDbL7/EaV/9Ed++dC5ZLvOnli/U3q+PzojRqNtPwNdhNPf2fmlhIv3ecyJKAosYs5o8IRrdISK9W1Smpjtwyqj3g7aispM7llWzof7TVZXLZ6Xzo9MmMDm1t6pyZJ+qGINSnWbyEi3s7vSjRDR2NPsGDH08aL4dPHfXHfxt6Wbqu4Pse9/XImFCkTChQA0f/fcufm108uuvnUx+omU/r2eVlhX388u7nmbNrjb8/Q7v7H00tLBKMKwQ9G/htXt+ic7+e75/7hTSHP0rNwYyszOwmrajtW9jU6WbU/JSsVn7f0WFmo1baPD4CetzyMqyYpIGlgEksIgxa1ujl0C475PZzCwXFqNUV4ary6/w+3dreHx9M43uIEq/vcr5iVZuW1LAWSUppEhVRRwEvQ6mpjv5eI8bJRLBE4pQ3eGnKNmG+aDfvz42PfEXHnlnazSsYCf3pIu56rKzOHFKJpZgK1WfvM0z/3mWD6s6Cfhb+eSph3jl5BK+OC+H+H0Cgtaxiv/841U+qWqlJ6yhs+ez4NIruGjxiZRkOVA7qli/7Ekee+YDqjsDBLt38sbDz7Bw7nc4rSiZvjxiIPf4EyhJ+piGzmpe//s/KUn5NufPzsJp0gFBGj94lPufXEt9VxDzxBM4YWI8TlkOGkACixizNjV6Y8tBADMyHZjluPphebuig9uXVbO5wYMnFBlQVbl6TgY/PHUCE1PsWE16qaqIgzYt04HNZMATjL7Wtjb5mF+QcNCBJVLzBk+89Am1HQEimpGsxTfzqx+ez6y8JOxmAzotl7yiKcyemsJtP/wb71V1EujawLK3yjm/JI24JHO/17dK/YrXWFnZglvRQJ/Kgpvu4MeXzGFCsi26E3FCLhNKplFg/wk/feRD6rpC9Ox6m7c/uYZjspKw2vsezVR4Dled9y7bH1rNnu0v88fvbuOtY2ZTnG3FV7ed9eu3U9PsJmjM47zrLmJmRry0r+xDAosYszY3eAhF+gLL9CznCHxCG186ehR+985untzQTKM7FDs8EqAw2crtSwpZUpxMssOEQdbaxAiZmuHA2u+9uq3RS0BRibcezKMqlC17k08aOvFHNHSpJ3Pdl5cwIz+1t4oB6IyYrU5SZlzAmfNeYENjN4GeALs3baLZdww5Sea+m6LWzdb122n3BVABQ94pXHBaCbmpTix7n7rBhNWZztyLljD71a20dbfjV1rZtrUa3+kT0Oz9lpkMicz94o/4Tved3P3MWuoay/hw6S7WGnRoYYWQEkGz5XLK13/KN5eUyOC4/ZDAIsasrU0+QuHoDTbVYSIn3ioj4IdgaVk7v1xWzZYmL95+VRWDXse1czP4/sI8iqSqIg6BqRkO7P2GO25t8g1Y3h0WpYzVq3fR6VXQMJB/ygWcXJjSF1b60RkTKMpPw2aphB4VpaWB5mCIsAaxTT7hZhoafYQUDdDhKCimKN7WF1b6Hg1zRjFFGQ5W1rTjV8K0t7QSVMKAZcDvM8VNYvHNf6Rw3is89+JS3t+wk8YuBXNCHlPnLOCcy7/AojlFpMWZkWLxp0lgEWNSXVeAFm+ISO9ddlqGA6tJqiuD0e5T+M3bu3l6YzNNnoFVlYnJNn55ZiGnT04ixWFCL1UVcQjEWUzkJ1qpao8ellnW4sMbjE6/He4rLlKzkU21bvyKBoZcjjl5Csku6wGGjZkoPP8n/HF2B35FRWdKpig7ngHZRgsQCKlomgbosTpdmAwHaDQ3xONyGnt7uzQCPj8RVf30n0dnwOJMp+S0a/jeCZdwYyhMRAX0ekxmKza7DYtRRgQciAQWMSZtbRrYcDsj04VZtjN/rte3t3HnW7vZuk9VxajXcf28TG5ekEthsh2LVFXEIaTTwdQMJx/UuAlFwvgVlco2PxNT7MNsnNfw7CxnjzeIooEubiJTilzYDtgEosOaMYkZaVrs53qDYWC40Tuw2wy9oV0jrCi94WV/X14hrKi97ycdVpsVg/5A7yEdBrMNp9mGcxh/0vFMAosYkzY1eGPLQQAzspyyQ+gztHhD/Oat3Ty7uYXmfaoqxal27lhSwGmTkkiWqoo4TKb19rG4AQ3Y1uRlYVHiMN/HYZrqGukJKWiAIbuQiS4rn3WkmE5v4DO/lDGdnCwnJrMOQiqehnragwoR9nPjDLXQ3LF3XpGJrLxcbGaThP4RJld4MSZtbvTGzg8CmJ7plB1CB/DKtlbO+9cm/v1RAw3uYCysmPQ6vnFCFi/cMJ0LpqeR4jRLWBGHzbRMJzbTSPWxhGluaiOohNHQYU/LINFsHBgs1AgRVWPw49gcTJ87lWRHdFlJqVzNqspuPKF9H0HDvfFjtrT6CEQAcxFz5uXidMgQlZEmFRYx5qiqxtbGvobbrDgzGXFyOvC+mtxBfv3Wbl7Y2vqpqsqUNAe/PLOAhRMTSbJLVUUcfqVp9ujZU0QrLFsbvQSUYQ6QUztoafOhhKNdI/EpyZiNRjRPFR++/hIvL/2AbdVNdCsmnAnp5M84jgVnnceZ8yYQbz3QbhwDqadcwlkvrKGhs4Yu/w6ev/8hJib9H2dNS8Pe250brF/Jw/9+g52tXsIYSF94KedMSyNe9iSPOAksYszZ0xWgo0dB3dtwm+kcsEVyvNM0jRe3tHLXO7vZ3txDj9LXq2I26Pna8VncdFIu+UlWzEbpVRFHht1ipDDJxq52P8GwSkWbPzaXZcj5WfPi9UVQVQAdDqeTSMN7/PXBB3h2TRWtbj9KOIKq6dA31LK7cgsfLn2Z1875Ot+76VympTrYz2Yi9K6ZXPn9b9Hqv4cXPqmnY/Mz/ObGdbw8ayqF6U40dx07Nm5mZ20bnpCe5LlX8/2bzqE03cl+jxQSB0UCixhzarsChPrN2y5JdUSHOAkauoP8ank1L29ro9nbd2wBRJfN7lhSwILCRBLtRqmqiCNKBxSn2XmvuotgWCUYVmn2hChJ0zANdXk34qcnEOn9EKPDou7iid8+x/JNu2jpCfeGoGgtR1XDhALR0fxrn/k9twd13Pn9c5mSZudTxyDqTMSXns3N95Rw8ltvsPSN13n7k0o+Xl7FeoMO1AiKopFQsoDLz7uES84+nuLsxAMcgCgOlgQWMeY0efq2MwNkxpnH/fwVTdN4bnMLd71TQ3nLwKqK1ajn6ydkc+P8HPISpaoiRo90lxlTv/duizdEWFUxGYZ44roWJBTau0tHo+W9p3i1sR5//Ewu+PIlnL1gNkXpNpTOPWxb/RpPP/4GGxvcBP2dlL38dx6ZNZUfnV9CuuPTX1dnMBPp3MPOsm1srWzGGwyhqKD0/Q46d23kw3cTyMgrICc1HptUfA8JCSxizGnxKAMqB+kuy7juX6nrDvDLpdW8uqONFu/A782sLCd3nFnI/IIEEm1SVRGjS5rTjNGwT2CJaDDkftUIkYjWG1giNNfUoE85iW/95idcckw+yY7ohxotK4vciTM5dk4hd/78QVbu6iDgr+GtZ17jgvnZJDoSMA943B6qXruPu+5/mQ017XgDGvbc2cyfWUxOsplwZx071q2jrLGb2g1v8M/KzWy67hZuuX4++QkHmgEjhksCixhz9l3qSHeZGI8rQqqq8fTGFn737m4qWv34lUhsB4TVpOf/Tsjhm/OzyUuwYpKqihiF0pymAdXRVq8y4NDNwdN6+1eiVNXCrEuu56xZhaTFmWPBQWcwYbGbyJh7BV+5aA07/rGa2q4Qvm0rWVVxGdMz4jHHmmU12lf/k9/d9zxrKtvwk8zc637A965ZwKRUR7QypEZQuipY9rff8pdXttDSUc37D/2OBzPv5vvnluxzYrM4WOPwMi/GumZPkH47mkl3msfdOTc1HX6+8vQObn65gi2NvugSUO+vzc1x8ex10/nZonwKe0/AHV/fHTFWpDkHLudGl4SGE1h06PvfzSwlnHByEcn9wsqA3210MeX0k5ic6IweMBisYtv2Nvz+fheWng0899CrbNjdjj+iJ2vJTXz/hiXMLswgKT4Ol8uFKz6BpLw5XPiDH3PlMVnEmTUUdxVvPv4SW1rdfGoHtDgoEljEmNPcr4fFpNdFD+YbJ0tCqqrxn/WNnP/QZp7a2Dzge2E36fnRqXn879ppLCpOku3KYtRLc41QYNEZMBh0sd1F+pQCipJtWA5Y4NBhySthYoq192ygELXVewiFQr2/ruFe8wZvlTXTHVTBXMLii06iKDMe877XGp0Ra/JsLjz3GNLjrOiI4CtfyeryLrySWEaULAmJMae530UtxWkaNzuEqtv93L60iqXlHbT5lAGNx8fmxnHHmYUcNyGOeKv0qoixIc1xgB6WodJZsJj7zuDRuRJJsBg+veunP1MqqYkWjEYdRDS87m7UyN45MEHKNmymxeMnAhhyZjC3IH6/BylGv6CZjNkzKHCtoKbdTzC4h7LyNvzH5/EZqUkMkQQWMaaoqkabV0HtDSzjYTkooqr8Z10Tf1q5h13tfgKKGlv+cZr1fPvkXL5yfDbZ8VaZ9ivGFLNJT4LViEGnI6JpB1FhceFyGmKHD+qMhuh14bPeDjozZtPeqoxGJBLpOytIc9PQ1EUwHA0whvRssuzm/c5q2cuYmUWqzYwRCKLQ0dpJJByGz45NYggksIgxpcOvEIj03bDTnOajuuG2sq2H25dWs7yig/Z9qionTIjn9iUFzMuLI8FqkhNexZijA1IdJowGHZGwRqtHGV5g0SeQ4DKxdze0pqqxwZIHFkJRtNiBhXa7A/3eRhjVh9cXZm/BxWixYPq8N5jBjMXYG4C06HP43KcghkQCixhTWjyhgQ23rqNzJH9YVXl0bRN3r9xDVcfAqorLYuDmBXlcf2wmOfGWcbMkJo5Oe/tYgoBXieANhlE1bWjLmnonWVlJWEwGIAw+D+6wSkTjwFWRSCedboVIRAMMuBISMBj23hKtWM36WCNvOBgi/HnpI+zHr/SFFIvd3heAxIiQwCLGlE9vaT76AktFSw+3La3incpO2nzKgE+KJxXEc/uSQubmRHtVpKoixrr+O4U0Lbq1OaxqQ1zeNJGXn9V7QnKYSFsDDT4FRQPrAR5Gbd1DbXuQUATQOZlQlIfZ2jsAxuAkLs4SW2JSW5toCioUa2A5wOOFGxpoDijRgXI6O2npiRhNshw0kiT+iTGl2bOfwHKU3LWViMqDH9Zz4SObeXFrK63eUCysxFsN/HJJIf+9ehoLChNJsElYEUeHTw2P8w2n8VZPwpQp5Dms0YpKzw42be0cuE15AI32jRvY6e4hqAGWIqaWuLBZ9t4SbRQUZGO3mNAB4bqtbG7w4Q8f6OurNG3ayh6vH0UDDDnkFzqxHCjdiGGRwCIODcWPp6OFpsYm2rt8BCNDOdb9wDr94QF9HCmOo6PCsqPZx9X/3cYv3thFeUsPgXDfEtApRQm8eMMMvr0gNzoEThprxVEk2TFweFxnz8BercEy5Z/AvIlx2E06UNtZ88pydnV6+43Q7ydYwbLX19HU7UdFh2vWKcyfEI8jNmHXSO7MqWQ5rdFliOAOlr+yoff370fPNt5ctpk2dwANMBbM5Zg8F47P6tIVQyZLQmJEqJ4aNqx6j1Vr1rN1RyV7mjvpCfYeRqbTozeacabkUDBxEiUzT+S0RfMpTXcw1CM3QuGBl4tYk9sYFQqr/POjBv6yqpaazgDBfkElwWrkR6dN4Oo5GWTGWSSoiKOSxagbsJlHiY3YH+oDTWLRkrm8uKkFd6uf7vX/5Z5/ZPPzG8+iNM3ed3qy0swH/76XJz6qpSuogjGHhRcsZEKic8AN0TJlEQuLX2J7s5vOYIDdr/6Fv+TG8f2rTyQ/wdL3aT9Qy7t/v5dn1tfRHdJAZ2fqaadQnByHWd6yI0oCizg4gTrWPPswD/3vLbbWdeELBAkpCuHIvh3yOnRNDewp28AHy17iyX/mMmvJtXzjK+cyLd026KPYw+rAi5lJP3anuG5t9HLb0ireq+qio0eh/+aI0yclctuiAmZmu3BZZPlHHL2Men3vScpRYXW41VgTOUu+yEVvbebvK6roDLax6Zk7+damNzjh+FlMzHKCp4mKj1axZksVTe4gEc1I1uk3cPXJBSTbB/ab6KyTOP/6c3mv/FE+ru0m5K1mxd9+ws6VcznumKnkp7nQeevZsWYVa7ZU0+IOoWpgmXguV583jfQ405i9No1WEljEsEWaP+ShX/+Ox9+vpLm7B+Uz1501tEiYUCRMKOjH5/Xw3hN3sn3dx3zt5z/gkllpgzqSPbzP0tJYPKU5GFZ58MM6HlhdR01nkFC/qkqSzcSPT8/jitkZZLksA9b2hTgaGfUDKyxhlWFvBza4pnD592+ivvP3PL+hEa+/i/qtq3hl5xqMBj1oEZRgIPqe0wwkzbuBH33rHKZmOvfzoclI8rFf5OZvNPLLe19jW0sPQW8ruz95m4atq6LvzQGPB8aMk/jqj77Mgokp2OS9O+IksIhhUbvW89Ctd/DQql20+cMDLzBGO0lp6aSnpZJg16P0uGlvqqOhxUNwbxlBixDqcdO45VXu+bmG9c8/5fhJSWSaPnvMUnifC5lB/9mzoUabTQ0ebnuziveru+n0D6yqLClO5heL8pmR5cRplqqKGB8M+oED3iLDOkuol86Is+hMvvPbJCY89CD/eXUdtd1BAj2hgb/Nlsm8C77KN798LnMLkg8YLnSmRKZe9BPuypjMf/79BK+v24M7GCIQHvh4GFzkz7+Er3zjOhbNziPJYhhT16WxQgKLGDq1i48fupsnPqyirSccqw6YUqez6NLLuOis+RSnOTGbDER3BapEIiHcezaz+s0X+N8L71HZESCigRYJ0LXzNf76t2NYc8YCfrYkg0TrgRtbIvssCRkNnzPNcpQIKCp//aCOv62uo7Z7YFUlxWHiJ6dN4LJZ6WTGWcZk1UiI4dq3whIZ9pJQL4OF+PzjuexHU1l0zQ42rN3Itso62rqD6OxxpORNZd4J8yidkE5SnDV66vIB6TDakph40lX8cNbZXLtrKxs+2UJVXRsd3iBGezyJGYXMOO5YphdkkpzgxGIau8vUo50EFjFkkerXePyVbTR7ld4Liw7X1Mv48a1f5/TSDBIc+9/JkpKcQlbx8Sw85Rn+eMcDvLOrm6AKRALUvf0k7XsaufD4r3Kc1YnpU/91VHQKZt/lLHqxG92Xhw11Hm59cxcf1Ljp2qeqcnZpMj8/I59pmVJVEeOTcZ8qabRP7SD3FOpN2OKSsDqPI2XCbBaGw9HjPHR69EYTFkt0uXWwbze92U5ckg1nXAp5U08kHFGJqBo6nR69wYjZYsEkp6IfchJYxBApVL67nM1tPpTeDTu6uGO54ZZvsGRWHgmWA79pdQYzNpeZvOOu4sc/qKf+p0+zrT16uJjaU4ZvR4AV2y5nZpID0wG2A+57Q1dViH4eG32XCr8S4f7363jww3pqu4KE+o3oTXOa+NkZBVw8I42MfU6sFWI8UTUGVFQ+7wigodDpjZhtRswj82jojWasxpF5NDF0EljE0KitbN5QhSe4dylIT/L8CzizNJ34zwgr/elMDrIWXMV5s96ielUDnpAGhCBUw6ZNTYSOS4cDTIg06QeGluHMazgcPt7TzW1Lq/loTzfd/vCAqsr5U1L46Rn5TM1w4uh3wqwQ49G+ZwcZ9WNjmVccfhJYxNCEG6ltCPSbRGkgt2QKSVbzkKYQ6m35HDcnH/tHzXhCe8dHhqjfXUNYmcqBWm8Nej39r2bDntlwiPhCEe5bVcu/Pmqgbp+qSobLzM/OKOCi6amkS1VFCODTowqiS0Ty3hCfJoFFDI3mxeuLDLjAaJ+auTIYZnLyMjAbjejYW63RcHd1oaoHGqe9/wa90WJNTTe3L63i4z1uugJ9O6d0wEXTU/nJaRMoTZeqihD97dtkaxjDs5XEoSWBRQyNzonTru93ww2za+0a6q8tJslp/8wtyftyzP8mf/rHJQSUvoCiTyggyXXgNeJ9qxLDHzI1crzBMHe/V8vDHzdS3x0g1G8eTVacmV8sKuD8qalH5UGNQhysyH4a6SWxiP2RwCKGxlRAaXEC5rIOeiIqoOH95L/85cmp3H7DCWS7TINeGjIkFjBjzoSB/1Knjw54OgCjfuAo/vC+HXuH2erqLm5fWsW6Og/d+1RVLp2Rxo9Pm0BJugO7SaoqQuzPvoPi9q2iCrGXBBYxNLoEjjv9eDKX1+MORA8C04JNfPiPW/h+7Rf52lcvZUFR4uCOhtfpMQ7xMCGHxTBgjHd3IBw70fhwcgfC/GllDY+ta6K+Ozhgym9uvIVbFxdwzpQU0pxSVRHis7gDYfoPybab9Ogl3Yv9kMAihkhP4klf5OqTPuT3S6txB1VAJeRtZPMr93PLBy8z8+TFnH3heZwxNw+XaWQnPqY6TPTPQi3e0GHfKbRyVyd3LK3mk3oP7mBfVUWvg8tmpfGjU/MpTrVjM8u0SyE+T6svRLhf31qK0yxHUoj9ksAihkxnL+C8H/yUhvZbefTjBnxKdA06HPDQ2bCD1S/WsGH5//h3yXGcdtZ5nHfWCRQlWRmJa1DaPn0gLZ4QkQP36I6obr/CH1bs4b/rm2hwD6yqTEi0ctviAs4qSSZVqipCDFqLJ9Rv1yGkOWUHndg/CSxiGAw4ck7ia7/7E6l/+R1/f3kLLf7enT6aihLw0h3w4fnodeq2rOT5hwuZe+o5XHDJecyflIR1sEcz70f6PhezZk/osOwUemdnB79cVs3GBu+nqipXzc7gB6fkMUmqKkIMWYs3FJvFYtTrSLIbJfCL/ZLAIoZHb8aZPZdLf/oAs099gf8+8j+Wrq/Dq6ixLcpqOIjPHcTncfNWYzkfvvoEpQsv5OobruCUSYlYhlFySXdZMOj6BxblU4OnRlJnj8Lv36nhiY3NNHYHUfp9rYIkK7cvLmRJSTIpDpNcZIUYhhZv33s42W7ELCPuxQFIYBHDpzNii8+g9LQvcsu887l247u8+vwLvLZyK02+fmfmaGFCPR5CPT4+fulv7PhwBWd86ft8+7I5ZNhNQ7o4WU164q3RQxVVDZoPYQ/LsvJ27lxezaZGL55g3+wZg17HtXMz+N7CPCam2LHKYWdCDIumabT5+gJLqtP8OYcRivFMAos4SDoMZgfxyXZcCy5lwtyzuLp2C6uWvcYbr7/L+t2dBGPr0yrhgJfO2g288ucfUt92K7/62gJy4wY/JVdHtI+lrLUHNaLR7A2O+JJQu0/ht+/s5n8bW2h0BwdUcCYm27h9SQFnTE4mxWkaUO0RQgxNZ0+YQLhv8KT0r4jPIoFFjBAdepMNZ4INh+skLiqYw5JrvknlB2/wwtPP8ua62r7lIi1MwF3H2kfv4u7sTG67sIRE2+BHzqU7zRh0OhQ0PMEIvlC0+jES2eGNHe3c+VY1Wxq9eEN9VRWjXscXj8nk5oW5FCZLVUWIkdDqCw1oXk9zmj9zDpMY3+SVIUaczmDC6ownKb2QOWffwC33P8q/fvdVFuTHYY694jQUz27e/veTfNTmIzSEIkn/ibGaBi0e5aCXhVq8IW5+sYKvPbODj/e4BywBFafa+c9VU/jNOUWUpjuwSVgRYkS07NODliZnbInPIIFFHEI6jBYHccl5zDz7Rn5z3y2cW5KENVZMUfHXrODdDV34h5BY9h3G1uI9uJ1Cr2xr5YKHNvHvjxuo77cEZNLr+PrxWTx//XQunJZGqtMsA62EGEEtvtDAwOKQwCIOTJaExGdT61l+3wO8ubOTQATAQMap3+Bb55eSMOhlHB1Gq4u0qRfw3W9to+xnz1He4ScCoLRQUdZE8LQssAzu5bjvScfNnuhFzzLEP1qzJ8Sv36rmhS2tNHkGXjhL0+zcvqSQUycmkuwwSVAR4hBo8YYI9xuklOY0SWARBySBRXy2cBPb3l/Jym1t9EQATEwv+RLhYQxr0xlsZJ50Fifmvsnubn/v46l0dXaiqNH+lsFcqtJd5gFD6Jo9Q2u81TSNl7a2ctfbNWxv8cV6YADMBj1fOS6Tm07KpSDZhkW2WApxyLTs80Eh1WXCJFNuxQFIYBGfQyEYDBEKhQj1BgyPp2fYSzA6Wyqp8SYMeoiWWMBoMqJn8AeeZcZZBiwJ1XQGBj2LpbE7yK+WV/Py9rZYZWavaRkO7lhSyMlFCSTbpaoixKFW2xUccLp5htMiFRZxQBJYxGfTJ5AYZ6TvGhKmftsWmgJzSHEZGfzenl6RNtq7lH7j9PUkp6VhHsLOgEkp0crHXluafAMuevujaRrPbW7ht+/UUNbSQ4/SV1WxGPR87YRsbpyfTX6STQZXCXEYaJrGjmYfgd5ybbrLTJIMYBSfQQKL+GzGHIoK4zF90sLedaCeTa/zxrbzKZpvw2ka2sXFu3YFHzX2EOytrmDIYXJJEibT4AOLw2xkYrItdp5PWbMPXzCC5tr/klJdd4BfLavm1e3t0UFz/aoqMzOd3L6kkJMKE0iyG6WqIsRhUtsVpNXX936cku7AbhryRyAxjsguIfE5HMyeP4dUa99wN81fxrN3/4P3atwEh9DLorZ/yEP/eJOqLv/e1SCME07k5GIn1iEEH50OpmU6Y1WZQFilotWHss8piKqq8dSGZs7/12Ye/6SZRndfr4vVpOd7C/J45ovTOas0WRprhTjMtjd76VH63rPTMhxYh/DBRYw/8uoQn0NHwvyLWVISjy12aGGY7m3PcucP7uCxlVV0h/aeH3QgCh3bXuKPP7yNx9fW41V6f7cugWMuPp/pSQ6GWKhhRqYTc++ykAZsbvASCvc9iz2dAb76TBnfe7mCzU3eaGNt76/NyXbxzHXT+emifIpSpLFWiCNha6OPwIDA4sRqlFuSODBZEhKfS++cyZXfuIQ1VY+woaWHsAZauIfWrW/w1x9uYNnckzll4XFMnZhHXl4uWck2wt2tNDU2Ule1jU/ef5cVH25jT0snvli40ZN47HV87fwSku3GIQeGmVnOAYcnbm7yEoqoqKqeJzc08YcVe9jZ5sffL6jYTXpuOimHrx6fTW6CVXpVhDiCtjb58PcuM+uAqRnRoYxCHIgEFvH5dCZST/gqP7u5lZ//8RV2tAeIaKCFA3jaatj8bjM717yK2WTEaDRiNOjRImEikQhhJUQw4Mcf7HcYInripl7Oj265irlZriFXVwBK0x3YzdHAoQGb6r2Utfj4x4cNLC1vp9WnDOhVmZcbxx1LCjhuQjwJNulVEeJIUjWN7c19FZaseMunBkIKsS8JLGJQdOYESi/4Cb9PnsDf7nuU5TvaCIQ1QCMS8uMN+Qf3QKZkpp55Azf+36WcODEVu3F4Fyib2cCkFDt1vdsiK1p7uOyxrXT0KASUviUqh0nPt0/O5SvHZ5OTYBnSbiQhxKGxu8NPR4+CqvU13NrM0nArPpsEFjFoBlsSExdez22l8znjpWd44dW3+GhnW6ys+1n09nSK553KuVdewTlzi0hLcmAyDH72yr50RPtYVld3E4pEUFSNhu7ggF6a4yfEc8eSAublxpFgM43I4YhCiIO3rcmHv1//yvRMJzbpXxGfQwKLGBK92UFC9nTOuL6AEy77Gg07NrF5yza2l1dR39pJt8eHP6RhsjpwxCeRmVdI0eSpzJ43k8K0BOLinNhMhoMOD2FVpTsQpv+8uL3/12k2cPPCPG44NpPseKmqCDHabG3sm78CskNIDI4EFjF0OgMWRzwWRxzxCRkUzT2Vc0IK4UgEVdXQNNDpdej0BoxGEyaTGYt15A41q2jp4falVbxZ3o4/HBnwa/Pz47l9SSFzc+NIsBqlqiLEKLS1yYtfib539brokpDsEBKfRwKLOAg6DCYLNpMFm+PQfzUlovLIx43cu6qWqg7/gF4VgCSbkfsvLmZqhlPOIxFilApHNMpaegj2VljyEqwky4RbMQgSWMSYUNbi4/alVbxb2UWbr69Zr7/uQIRgWEWue0KMXhsbPL0Nt9GfT82ILhML8XmkBidGNSWi8rfVdVz88GZe2tpGqzcUCysJViNnTEqMzW6IaBrvVnYOaOYTQowu71Z24gn2LeWemB+HQ3YIiUGQwCJGrW1NXq74z1ZuW1ZFeWsPgXDfEtBpExN54YYZ3La4gDhrX6FwWUU7PUpk/w8ohDiiNE3jnX6BxajXsaAoEadFAov4fLIkJEadYFjlHx/W88DqOmo6AwT7BZUkm4kfnprHlXMyyIqzABoFSVbaegfFralx0+oNkSJnAwkx6uxs81PZ1hM792tWlpOceMuINeSLo5sEFjGqbG7wcuubu1i9u3vAOjfA4slJ/HxRATOznLgse3cA6Ti1KJGtTT68wQh+ReW9qi4KkmzYpcwsxKiyorKT7kCkX6U0aUCFVIjPIktCYlQIKCp3r9zDFx7bzJvlHbT7+sJKst3EH8+byD8vK+WE/Hji9tmuvKg4ecCx9MvKOwacAiuEGB3e2tmBJxgGosMfT52UIMtBYtAk2ooj7pM6N7ctreLD3W46/QOrKmeXJvOzM/KZltG/qjLQ8RPiSHOaaPOFUDVYuauTbr9Csl2m2woxWjR0B9nS6CXY+2FicqqdiSl2TDLYUQySBBZxxPiVCPe/X8c/1tRT2xWMzWUASHOauOX0fC6ZkUZm3GevcdtMBhYUJlDVEaAnFKErEGZNTTfZ8VaZninEKPFeVSdd/nBsOeiUiQnEW4d+UrsYvySwiCNi7Z5ubl9azZo9brr2qaqcNyWFn52Rz5QMB07z4KbVLipO4ulNLfSEImgavFXRyVmlKRJYhBgl3t45cDvz6ZOScFnkFiQGT14t4rDyhSLct6qWf3/UQG1XkFCkr6qS4TLzszPyuXBaGhlxQxvlv7AwkQSrkXafgkZ0rdwXjJBkNx2CP4UQYii6/WHW7nHHxvFnxVmYnunEIh8oxBBIYBGHzZrd3dy+rIqPaz10+RX2DqvVARdOT+Unp01gSroTh3nohyMm2EwcNyGeOneQgKLS4A6xscFLusuMWc4oEeKIWl3dRVu/XX8LChOiJ6gf2aclxhgJLOKQ8wbD3P3eHh5Z20RdV4BQpG/9JyvOzM8XFXD+1FTSXcM/IFGng0WTk3ijrJ2AoqJqGq/vaOOkwgQJLEIcYW+Ut+MOhGM/jy4Hye4gMTQSWMQhtbq6izuWVbGu1kNXIDygqnLpjDR+dOoEStIdw6qq7GvR5ETiLAY6e6LLQs9vaeHmBXlyarMQR1BtV4AVlZ34QtHloCS7kePy4uT8IDFk8tFTHBLuQJjbl1Zx7RPbWbmri05/X1jJibfw4KUl3HPhZGbnuHBaDj6sAGTEWTh9clKs0bbVp/DyttbYhVIIcfg9t7mFJk8othx0/tRU0lxmOaRUDJkEFjHi3tvVyUUPb+beVbXs7vTHloD0OrhydjovfWkGV83NIDPOMqJHyut1Oq6bmxnbeaBp8J/1TbFBVUKIw6snFOG5zS10+aPvQaNOx+Wz0km0S3FfDJ28asSI6fYr/HHFHh7/pIm67iBKv16VCYlWbl1cwFklyaQ5zSMaVPo7fkIcM7OcrNjViRLR2N7s44PqLs6dmopFelmEOKyWlbdT3REg3FteObkwgdJ0hwyLE8MigUWMiHd2dvCr5dVsbPDS3a9XRa+Dq2Zn8P1T8picasdmNhzSnQFmo54rZ6ezrs5DZ49CWNV4/JNmFk5MksAixGH21IZmOnqU2M+vmJ0enUB9BJ+TGLsksIiD0tGj8Id3a3hyQzMN7oFVlYIkK7ctLmRxcdIhrars68JpqfxpRQ3dvQPplla0U9XeQ6It7rA9ByHGu0/qPKyv9xDoHcU/McXGgqIEHHIoqRgmCSxi2JaVt3Pn8mo2N/pwB/uqKga9jmvnZHDzwjwmptgOeVVlXwk2ExdNT2PPqlo8wQg9IZWnN7ZQnOYgXk6GFeKweHpjM61eJTaK/9IZaaQ5zbJjTwyb1MjFkLX7FH74yk6++kwZa2rcA5aAJibbePSKKdx17kSmZjiwH+awAtGZLNfMzRgQTp7a0ES7LxR7nkKIQ6fZE+TNsvZYw7vLYuDCaanygUEcFAksYkje2NHOBQ9t4h9rGqjtCqD0NtMZ9Tq+fGwmL9wwg4tnRIfAHcnll6IUOwuLEmJbnBs9Id7Y0U6PIluchTjUXtjSRkO/rcznlCaTl2iVJVlxUCTuikFp8Ya4663dPLellUZ3MNb1D9Fj4m9fXMBpk5JIdZrQj4Kar1Gv49q5mSyr6OidfBvd4nzpzHRZQxfiEAqFVZ7Z1EyXP9psq9PBFbMz5FwvcdAksIjP9cq2Vu56ezdbm3x4e09DBjDpdXzpuEy+dVIuhck2rKbDv/zzWRZOTKQk1U5nj5uwqrGh3sPKXZ2cPy0Vq+wYEuKQeHV7G+WtPbEG/OMnxDMj0ylHZIiDJoFFHFCzJ8Sv36rmha2tNLlDA6oqpWl27jizkIVFiaQ4RkdVZV9Wo56r5mSwtclHpz9MKKLx55V7OLkggcx4y5F+ekIcdXpCEf7+YT2t3lDs3105K50Up3lUfZgRY5NEXvEpmqbx4pYWLnhoE4+sbaS+u28JyGzQ838nZvPs9TM4b0oqqU7zqAwre10+K51JKfbY2vkn9R5e3t5Gj4zrF2LEPbWhmS2N3th065mZThYXJ+OUZVgxAiSwiAEau4Pc9FwF33qhgvV1HjzBviWgaRkOnrxmKrcvKaQkzY7VpB/1n5oS7CZunJ8T252gRDTufW8PrV7ZMSTESGrzhfjXRw20+Xp7V4CbTsohJ8EiW5nFiJDAIoBoVeXZTS1c8PAmHvukkfp+jbUWg55vnZTLM9dN5+wpKaSM8qpKfzrgkhmpzMl2YTJEn3NFm58nPmnCK1UWIUbMwx83srOtJ3bdWFCUwKmTkrDLqcxihEgPi6CuO8Cdy3fz6vY2mjwhIv16VWZmOrl9SSHzCxJIdhjHTFDpz2Ex8t0FuWxq8NDqU4ioGn/9oJ4Lp6dRnGYfk38mIUaTms7oh4DOnr5DDm+an0N2nFRXxMiRCss4pqoa/9vQzAX/3sx/1zfR4A7GworVpOfmBbk8fd00zipNJmWUbFcertMnJ7GwKDF2nlCDO8hDHzXgCUiVRYiD9eAH9ezuCBDpXWc9d2oKx06Ix2KSW4wYOVJhGaf2dAb45fJq3tjRTrN3YFVlTraL25cUckJ+PEn2sVlV2ZfVqOd7C3NZXd1FY+9Aq4fXNnDZrDTm5MgZQ0IM19ZGLy9ua8PdO9XWZtLzjROzyXDJziAxsiT+jjOqqvH4+kYufHgzT21oprFfVcVu0vPDU/N46tppLC5OInmUblcermNy4zh3akpsTb2jJ8zfPqinOxA+ws9MiLHr/vfrqO0MxKbaXjErPTp3xSC3FzGy5BU1juzu8PPl/+3gh69WsrnRiy8UiR1MNi83jmeum86PT82nKMWGxTj6dwANlcmg5zsn55LiMKIDNOCZzS1sbPAMOGVaCDE4q6q6eLuyA1/vkRdJNiNfOS6LVKf5CD8zcTSSwDIORFSVx9Y2cOFDm3l6UwtN7r4lIIdJzy2nTeCJa6ZxxuShVVXC4TArV6zA7XajjZE9wsVpDq6cnYHDEq2yeIMR/vhuDZ09oc/5L4UQ/QXDKveuqqW+OxgbEXD9sVlMTnNglCVWcQhIYDnK7Wr3c/2TO/jxa7vY2uSjR+mrqhw/IZ5nr5/BD06dQGGybdCjs8PhMG8tX87XvvIVli9bhqqq6MbI0pFRr+P/encv7L2mvlPZxeOfNOMNSgOuEIP1zzX1rK7uIqCoAOQmWLhmbgaJdmmNFIeGvLKOUmFV5dG1Tdz73h4q2/0EFDUWVJxmAzcvyOOLx2aSm2AZ9FpzOBxmxbvv8sTjj7Nj+w7c3d389cG/43A4Dt0f5BDISbDwzfnZ3L60mi5/mGBY5Q/v1nBCfjzH5MbJp0MhPsfGBg8PflhPi1eJXVf2nilmGCMfXsTYI4FlL7WTnWu30OBVGHQ7g06HwWzD4XCRlD2BnFQn5lFws6to6eH2pVW8s6uTVq+C2m+5Zn5+PLctKeSYHBcJNtOgZiTsG1S6OjtRFIWTFyxgytSpmExj6xRWvU7Hl+Zl8e7OTt4s7yAYVmnyhrjtzSoeu3IK6XFyzpAQB9ITinDnsmoq2/yxa8vZJclcPCMNl0VuKeLQkVdXL7XrAx6984+sbPQQGkJg0aFDp9djMJqxJ+dSMvt4Fpx5Lovn5eE6zKcXKxGVhz9u5L5VtVR1DKyqxFkMfG9hHtcek0nOIKsq4XCYFe+8wxOPP8GOHX1BBUCn0zHv2GNZ/f5qWpub8fp8RMJhImqESCT6jwbk5uYybdo0pkyZit1hHzVLRy6rkTvOLGRrk4+qDj+aBiurunh0XSPfnJ+LyyLTOYXYnwc/rGdVdTfBcHQpKN1p5kenTiAvwcoo+LwmjmI6bax0Sx5ioY9+x2XffJQdHX6G28mg05swW63YnSkUnXQFN373ao7PcXA4ZieVtfi4fWkVK3Z1faqqsrAogV+ckc+cnLhBVVX6KipPULZ9O539gkp/ycnJpGdkkJ6ejsPhwGAwoDcYMOj16A0GNFWltraWutpajCYTRUWFnHve+Sxashir1TrS34IhC6saD35Yzy/e2EWnP7q1Od1p5rnrp3PchHhZGhJiH+tq3Xzxye2UtfSgaho64I/nT+TLx2YTb5PPv+LQklcYABEadlTQFgqjHsSjaKpCsEch2ONl4+sP8IuGNm75zbc4Nd+F+RCFFiWi8q81Ddy/upbqjsCAqkqC1cgPTs3jqjkZ5MRbMA2yV6W8vJyVK1awdctmOjs6D7gD6PovfYkzzzoTh9OJXt+7Dbo3Del0OtA0QoqC2+2moqyczZs2cu/dd7Ny5Uq+9e1vkZuXh15/5Pq+jXodXzwmkxWVnby6vY1AWKWld2noP1dPJVOWhoSI8QUj3Ll8N1XtfUtB509N4aJpacRZ5VYiDj2psADgZtlPLuSWF3bTHdQAHbaJCznn2FzsBzwWXUMN+fF5vXi6mqkpL6O6te/gLwCdycWki3/FX356JgXxlhHfkrWtycvtS6t5r6qLNl+Ifl+a0yYm8otFBczKdhFvNQ7pPI9gMIjX66Wrq4v169ax6r33WPPBh3R1dQ0ILwWFhfz9n/+goKDgM4OHpmmEgkH8gQA7tm/n73/9K6Dj17+9i+zs7CO+TLStyctFD29mV7sfVQOzQc+tiwv49smyNCTEXr9/Zzd/XLmHtt5G26w4C09fN41j8+JjB4sKcShJYAFQNnLvFV/l3xvb6IkAGJn6tYe454apJNkPfMPSNBVNVVEjERR/C2VvP85f//4Sm1v8hHu/qwbXbL7x4IN87dhUHCP0ISQYVvnnmnoeWF3H7o4AwXBfVSXJZuKHp+Zxxex0suOtB3Uh0TSNQCCAv6eHbrebTRs2sGrVKla//z4d7R0AnHv++dx2+23EJyQM6jEVRaF2zx5+/IMfMu+4Y/nmjTficrmG/RxHQkTVeOjjBn7y2i46eqJLX6kOE898cTon5ifIxViMe2tqurnhqe1UtEarKzod3HfhZK47JlOqK+KwkVcaoLbsoKIxSHjvepA+leIZBaQkJ+IyD/ZmlULSZT8kKy7Md3/5CpXdQVQg4tnBe6t38cWZiTiMB//t3tzg5falVby/u4t2nzKgqrJochI/P6OAmVlO4oZYVdkfnU6HzWbDZrORmJREZmYmC045Ba/Xy5bNm3l/1SrWrV3H8uXLOfe88wbVl2IymcgvKODyq67kn39/kC9cfjlOp/OIVlkMeh1XzcngnZ2dvLitlYCi0uZTuPXNKp64ZipZ8dajbuqvEIPlCYa5c3k11R2B2FLQJdPTOG9q6iB2BQVo3LaBXS1+Qr3XV13cBOZMzyPOahr2+yrSVsEnZY14g3vnSulJmjiX0mwXslHp6CV/tUCgopyqHiVWFcE2kdJiBybjUN5OesyOJIqWXM7ip1ZQtyFI9KT1ALvLdxFWZnEw3+6AovL3D+r4+5p6avapqiTbTfz4tAlcNiudrDjLIakI6HQ6rFYrVquVpKQk0tPTOXH+fHw+H263G4Nh8Esner2eJUuW8NC//s1Ha9aQkZGBzWYb8ec8FA6zgduXFLCx3kNFWw+qFv1U+ft3a7hjSREJ0lAoxiFV0/jV8t18sLubUO8nurwEC99fmEt2vGUQH4pUKl97gN+9upO2nuh/b8i7iF/d803m5yZiGc6lSnOz7vHf85sXttLs7d0i4TqGb/ypmInZLqTz7OglV2EUasoq6Fb6Gm4NuSWUxpsZ5ODXAQzOEqYUuTBtaWdvAgp0dqCpw2/n3Vjv4falVaze3U1Hz8CqylklSfz09AKmZzmJsxx8VWWwLBYLFouFxMREFEXBOMTqkdPlIi0tlfa2dtTIwbQ6j5yJKXZ+cvoEvvdyJR09CqGIxsMfNzIx2c6XjsvCccB+JiGOTg9+UM+TG5roCoTRAL0OfnpGPlMznYPcRWcmJcFEj7uL9q5Q9ENWcCd7vCGO1RhWYInUvsULy7dSXdscW8LPPelUjsmKRz5XHN3G+V+vCmoX5WV1BJS9m5n1pJRMJdtqYni3JxNOh7X3PJ5ostD0eoZT+/QrER5YXcc/P2ygpitAqF9VJc1p4ien5XPJjDSy4iwYj2CfxXAGx+l0OuwOJ4GAH1UbHYHFoNdx6cx01tS4eWx9Ez2hCJ5ghF8tr2ZCkpUlxclYhpNihRiD3ixr4973a2noDvWdFTQvk3OmpOI0D/bWYSR7QjYOswkdvYHF30RdcwBlogaDXnLfy8fGV15hfV0n/t5Lti5uNudfPI+cJNswr9lirBjngUUBZSfllT6U2HqQlcIpJThNxmGuryq4PT7UWBlEhy0hEd0Qt++uq3Vzx9Iq1uxxf6qqct6UFG45PZ+pGQ5ch7GqMtJsNiuBQGBUHZzoMBu4fXEBuzsDvLOzk1BEpdWn8P2XdpJ5jZnZOTK6Xxz9tjZ6uW1pNbv6TbM9bWIi3z9lAplx5iFdc+y5eaTZTFTqiF7HIk3U1/lRFGCIhzqr9e/w4rIyWjx7jwQwknv6pSwuTh9Cv6EYq8b3x8VIPZHarVS0h/r6Vwy5lE5JxDzcaW+B7Wyt6OkXgIzkl5RgNA6uCuELRfjt27u58r9bWb6zk7Z+jbXpThP3XjiZBy4pZl5e3Ig01h5JLU3NJCQmDqn/5XBIi7Pw5/MnMiXdjqE3nFR1+PnuSzvZ0xkYEB6FONo0e4L86NVKNjd4Y2MailNt/OqsQial2Id8VpAxZwLZDjOmvf+Z5qOxvpWgEh7iM+thy6sv8dGeDnp6z0/Rxc3l/IuOJVuqK+PC+K6weMvwlm+lxt/XcKtPmkRpnhXjsF79Kk3vvMR7e7zEDv61lHDiiVlYLJ8fgHZ3+Lnp+XLW1Ljp9CufujFqwOPrG3lpa+uYDioAWtBPU1kVZakn8tzDW9EPMtAdLhFVwx0Ix6psqgZra92c+Y8NZMVbpMoijkqqBo3uILs7AgR6m2yT7UZ+d+4kZmfHDa+h355LXroNc6WOnpAGhGmuayCgKGgMfqeQ2vweL725nRZ3X3Ul74xLWVSchssk78fxYFwHFqVyB5Wbd+BRwrHeEFPhFEpcJob++lfp3vo/7v7bcqq7g73j/fUkz7+QMyfHYx3EjqNfv7WblVVdeIP7PxygvSdMp9871Cc2KlnaKkkJhKgKJRKp8TIaE5imRYPLXkpEo7LdT3VHYDQ+XSFGRFjVYj0rZoOOO8+ayCkTE7EOt+pszCEv24HZpCN6UJtGd0M9nUGFCIO9CQUpf+1FPhxQXTmG8y86RnpXxpFxHFhUmndUsH1bI0Eltj+InNIpJA2xf0XpqOCDV5/kP0+8zrpd7QR631D6pOO57qtLKIi3DuoN1eaL7kw5kIiqDfuco9HG3l6FYk9GMdiIbhIaG+ssmgbhUdRzI8Sh9INTJnDR9NToDsRhP4qd3Lw0rKbKWONtuKmOhoDCdA0GMz1Ca3ufF97YSlN3qHc3p5EJZ1zKGZPTcUp1ZdwYx4HFT0VZFVt2+gnHQoIereED/vdo2eduj1PDQXo87TTV7KKiYjdN7Z10e/yxwKFzTOLCH/6QS2ek4xjkPJcfnzaBjh6F9XUeekIRkuwmRnrzz6i41WoatqZNaFmlJMc50Iaxy+hw8wYjBPrt0gKIsxqxyBRccRQIRTQ8wciAQ1MXT07i+nmZpDo//8DUz/bpnUJqRwP17iCKCrbP/TSnsPPNF1ld3Y6vd+1eF38M5100l5ykwX0YFEeH8RtYlN2U7XRT3q32TbglTO2qJ3lkzSC2IWsqmhohrCgEQ/37TfTY807k8u98jxsWTSHVPvhPJnNz4njy2mkEFBVVA8PwdkOPep988gm/X9bNXT+5hgnFU4/oAYiD1RNS+b/ny/hgdzfK3lAK/P68iZyYn4BZgosYoz6qcfPj1ypxB/uaYE+YEMdvz51IQbKtd0TDwbHn5pFuM7Fr76qQ0kRdQxBlisbnfSrTOj/k5Vc30dgV7KuuLLqURZOld2W8GbeBRe0so6I+QG2QfsssGorfg+If5oNaJ7Dg2m/w5S8sYEpuGglD3MVjMujIGgcnBD/+4TvMnD6V6cWFpKQ4jvTTGRRNg3svmMxVj2+jrKUHVdPwBMPc9XYND15qZX5BwqBPwxZitPioppu739tDgzsY61spSLRy19kTmZrhGLHmcmPOBLJ6dwqFNCDSSkO9D0XRwPpZXyNM9bIXWLGrDW+sujKP8y+aS3aSbZxvcx1/xu3fd6hiB7t8Cj3aCC6TBFuo3tlM2BaHcwzPRzmU2lpbWfnuCk49/TScjrERViDaEzw108ndF0wiLyE6klzVoLKth68/W87q6i6UUTKxV4jB+Kimm++8WMEn9Z5Y1TDFYeL3501kXl4c5pEM4L07hfqOOwnRWN/Yu1PowLTutbzy8gYauwKx6kr+oktZNCldqivj0DitsESoLdtJh6L0q64YyL/gFr57diEu64HeqBpaRCUS6sHb0UT1jnWsXPYeO1r90WUlLUDDmkf444NF3P/jxeS5zEflks7BeOrJJ3HFxTH/pJOwDOKwxNHEqNexsCiR+y8u5sbny9nTFRgQWh68tFgqLWJMOFBYue+iySwuTsY20sdQGHPIy7b32ykUprW2Hr+ioGE5wHUyQu1bL/BOZStepbe6knAsF1x0DFmJ1vH7aXscG5+BRXVTUVaDX4n0pXt9AqUnnsoJ83OI+6wDLjQNTdNQI2GUsy/kkvNe4rc/uY93d7sJqRqRQBcVS9/goy+fTIbTPLzDvY5S9XX1vPziS1z/5S+RkpJyRE9oHi6LUc8Zk5N4QEKLGKM+K6ycU5qCy3owO4IOxE5uXgZW065Y462/sZbmgELRgSb0ez/h1ZfXUd/p7/1gGa2unD4pVaor49T4vKqGd1G209tvGi1gLKB0SgJ2mxmTyXTgf8xmzBYLVrsDV0IKOXO+wA3nlhBn7ct+ka4qqhqDhI+WPcgj5L//eYzklBQWLlyIdYxVV/rrH1ryEqyyPCTGjCMTVmDgTqGoSFM9DX4FZb+/X6X+nedZXt6CZ291JfE4LrxoLtlSXRm3xuXfe6RpBxUtwX67g8CQXUpp6tBPaNYZXZTOm0aq1dT3zVT9eH0DtwiOd5WVlSx9400uv/IKUlJTx2R1pT8JLWKsOXJhJcqem0u6zRSbu6L5GqlrD7LfCf09m3jtxY+p6+gh+lRNFCy6lNMmpsrclXFsXC4J+cvL2N0Tpm9Gmw7npFIKbcZBDTEaSIclJZUEox499DaGRaKHH0peifnPI4+SX1DA8ccfj9k8xBPPDkilrexjypp62HvYti6xiGOm5eAwG4Z+8VXbqFi7g8bY+U064grmMD0vDvN+XhiDWR46sSBhZJsXhRiGIx1WYD87hcJN1NcFUGZrDBwtrtK04gWW7WjG3b+6cqFUV8a7cRhYFKq3V9CtKPR9/jWSX1qK0zT4cy0GMBoxDqgYWLCaDWO+ijBSNm/axMqVK7nlZz8jKTl55L4vkVre+fuv+edHzXjCADpSzryDB4sycAyjaVBteo+Hf/0Aqxs9hACI59Sf/puirDjMB3infFZo+dozZfzu3ImcVZqCdailOyFGyJtlbfzijSo2NXqPWFgB+nYKVfYmFq2bxvpOQso+A/oD23n9xQ/Y0+GPVVcKF1/KaRNTpLoyzo2/q6jaTllFI8H+60H6DIpLUzEP86aiBfwE+p9UqLNic+plWzPg9/v5y733MnPmTObMnYNpJKfa9pSzZVsDTc2ttLW20tbqIT4zB4txeBfgQMUWttY30dTa+3hdTtJyLRg/p+x2oOWhXe1+bnyunL+ursNzgPOhhDhUVE3jr6tr+c6LO9nYcITDCgzcKQRAmKa6ht6dQrFnTduqF1i6tRl3KHqNjlZX5sjOIDEO//6DFZRV9gxouNXZiyiZ5Og3I2BoNK8HX0TtV7Gx4bDr0Y2/7+6n/OfRx6ivq+fLX/0qSUlJI1p1UnbtoNIdou8oqBxKpiRhNg/nG69QvX0nXaFQ7OJpyCimNM3CYIo1BwotjZ4Qd761m1teq6TFE5JVQnFYeINhbnltF3e9XUNlm5+weoTDCtC3U2jv11XpqK/DG+xX7Q5V8MYLq9jd3kP0Em2maMkXpHdFAOMwsCh7ytjZGRrYcJtfSmmcieEeRhrxeOhRtb6bkdGOw2FghIZEjlmbNm7kf089xbVf/CITJ03EYBjJ2Q4qzdvLaQqEYrN09ImTKc2z7bff5PMfrp2ysjr8ob1b3XU4JpVS6DAPuq9pb2h55IopzMx0xqaEdvYoPLquka88vYPK1h5pxhaHVF1XgK8/W8a/Poqe17P39TY51ca/Livl3CmpRyCswP52Cim9hyBGw4lG5wcv8vrmJroHVFdmk5lgGX83K/Ep4+w1oOIuK6M2EO43ME5P6uRSMi2mYX4zVPxeHyG1LwHprA4cBt24HhrX4/Nx7933MHPWTE4743RsNttIfwUqyqrxhcKxoGguKqU4zsywPogFK9ixy0tI2ftoRvJKS4kzm4f0urAY9cwvSOC/V01l0eQkLL3LjN5ghGUVHVz9+LYB5xEJMZLW1bq5/sntvLS1jc4eJTZu/9SJiTx8xRQWFyfjtAyjIX2E7D1TaO+HgEhrAw09CooGhHex7IWVVLf5+qorZ17KqUVSXRFR4yywhNlVVolPCfcrzVspKJ2MwzTcTxwaHrePSL8Ki85swaIf34Hl4Ycfprm5mS99+cuHZkicUk1ZRRehvvUgskumkjzEgLFXuHo7OztDxPKKPo3ikjSsw2jeNRl0lKQ7+McXSvjSsZmxBuBgWGVDvYfrn9zG85ub8Suy7VmMnOc3t/C1p3ewqrobX2+lUAfccGwm919czLzceGwm/RG9Lhlz8sjqX7UMtdDYGkQJq3jXv8rrGxvpDvZWV5KO58Lzpboi+oyv10GkgbLyNkLhvpschlxKShMxD3c9CBVfz8AyvxZRUDRt3PYrrF+/nueffZbrb7iBookjvRQUpbaVUdHgj21nRp/A5Kl52MzDCZ4qHTvKqO8Jsbe1KdrX5OzXIDg0Br2O7AQrvzqziDuWFJBsjzYbh1WNqo4A33lxJ3ev3IM7sL8hFEIMXjii8acVNfz4tUo2N/kI9c7/sRn13LGkkNsWF1Kcasc0Gk4U790pZO4rsdDUGEQJNrLixXeobPX2fmgwM+msL3Cq9K6IfsbXtmZfOeW7+zXc6pPQJxUzJc+Kcdj3VB0G/cASq+apobI+RDgDLOPrO4zX6+W+u+9m7jHHsPDUUw7ZRNtg7+GVSt96EKUlccMMGEHKd1TiDfXtVjBMKKU03sKw+nd76YBkh4mvHp/NhEQbP3p1JzWd0W3Pzd4Qf1xRQ2VbD7cuLiAv0YpetpWJIWrxBPnV8t08t6WFZo8S++CU4TJz19lFnDMlhWSHefT00xlzyO1/ppDmpaWpE+/md3j143q6/NFPILrkE7jw/FlkJUp1RfQZV68FpWoHO91K7FM0pkJMRTOY7DINr+8BAAMpGWlYDf1Ci1LBs3/4Dxs7fH031HHiX//4Jx0dnVx/ww0kj+TMlQEUdm/fSVf/gJFdQmmyeXgBI7ybHRWdBPvWg0gtLiXDamYkakNxViPnTknhv1dP5ZjcuL5mXH+Ypze1cOmjW3hpaysBWSISQ/DGjjYue2wrj61vpMkTioWVGZlOHr68lEtmppEymsIKAHYmDNgpFKG1sZwVz73O9hZ3dKAcZiadeSmnFKXgGObOTXF0Glef/40lX+Te5y8itLffRGdFZ3GQFX8w+/t1JC76Kf+Z8x2UfrNYdEYXqUm2YUzOHbuWLV3KKy+9xLe++x0Ki4oOyVIQAGonZeV1+GMNt3oSJk9hgn3wO3oGPFxHGeW1fkKxJGulsGQSTvMwBwnuh9WkZ15uPI9dOZWfvl7J6zvaCYRVfKEIGxu8fPO5ci6b2cmPTp0QfT2Oo9eNGJo2X4g/vlvDM5tbqe0KDGjgPrs0mduXFDAj0xVr+B5djGTlZfXuFAqhEaFtwzM811FFuy/6ftYln8hF58+S3hXxKeMqsOisiWTmJY744+odKWQ7Ukb8cceS8rIy7rvnHs457zwWLFyIxWI5dF8suJOyyv47ekwUTikhbpgBI1SxnUpvsK8aZsijeEoClv0eITt8JoOOSak27r+4mPtW1fL3D+rpCoSJqBrNnhAPr23k4z1ufr6ogDMmJ8l0XPEpb1V0cNfbu/mk3oM7EGbvZySLUcc3Tsjh/+bnUJhsi1XxRiP7hAmk20zs6l0VCtaUsSsS6Z1qa6H4rEtZKNUVsR/jKrCIQ6Ozs5Pf/Po3FBQWcvkVl5OYmHhIjyVQ9uygoqN/wMihZGrKMAfGhdm9vYLOYN/ykj5lMqXZtmEPEvwsep2OzDgLPzotn/kFCdy2dBebG3yEVQ1vMML6Og9fe3oHV85J5wenTCDDZZGJyYJOv8KfV+zhqY3N7OkMEOpXVZmS7uAXiwo4dWIiqU7TqO+FMmbnkd3vTCEtHGZv67ku5UQuvECqK2L/JLCIg6IoCn/83e/web385Ke3kJGZeYjPUFJxl+2gzt/Xi6SPn0zJBPswB8Z1UlFW2295CSxFpUxymhnhAssAiTYjiyYnUZpu5y+r6njo4wY8wQhhVaPRE+KfaxpYs9vNrYsLOGVi4igt74vDYWVlJ795u5q1tR66+1VVTHod18/L5KaTcpiUasdqOnLzVYbEPoHc/mcKxVgpPusLLCyQ6orYPwks4qA88tDDrF27jl/cditFh7JvJUZh545dePo13JqKSikd7sC40E52VHr7NdwayCkuIcliPuQXf4tRT2GSnVsXF7CwKIE7llaxrbmHsKrhCUb4uNbNl/63nWvnZnLzwjzSnGaptowj3f4w966q5b/rm6jp9A+oqkxOtfGLRQWcPimJNKcZwyheAvoUYxZ52Y6+nUK9dCknctH5M8hIGN4sJXH0k8Aihu2dt9/mqSee4Kvf+Dpz5s7FbDYf+i8aqaW8oo1QqP/AuCkkD3NScbhmOxXtwb7ziHRJTJqSO8x5LkOn00GS3cRZpSlMy3Byz3t7eGxdE95QtNrS4A7xtw/rWbGrk2+cmMOlM1Jxjre98uOMEtF4cUsLf/ugnk2NXrr8SqyqYtTruHZuBt86KYfiNAc2k2EMhlg7eXnpWE2VvY23AFaKz76UBYVSXREHJlc+MSyVlZXc8+c/s/jMM1m0aDF2u/2wfF3VXUFZTU/fjh59PJOm5GM3DafhVqWrfAe1/QbGYSk8iHkuw2c16pmYYueXZxZxSlEidyyrpqy1h4iq4Q6EWV/n4Uev7OSJT5r41km5LCqWptyjjaZpvL2zk/vfr2VtrYdWX2jADqDCJBs/X5TP4uJkMlxjrKoygJGiK37Lf87099tZqcMSn0ZqvFRXxIFJYBFD1t3VxV13/pqcnByuvuZqEpMObZNtf+FdO6j09Buhb+wNGMNqOAlRuX3g8pIhu5iSpIMbGDdcOl100Ny5U1OZnuXkTyv28OSGZny91ZZWn8LKXV1safRyckEC31mQy7y8OMwGucSPdetq3dy/qo4VVZ00eUKEwmrfa1Kn4/LZady8II/SdAf2MVlVGcgUl0Z23JF+FmKskcAihiQSifCnP/6Jzs5OfvXrX5OZlYVef7humBEatpfTGug7jt6QU8KUVMvwTtpWatlR1kYwtrykI35SCXn9Dmc7EmwmPZNT7dx1zkQWT07i7vf2sK7OgxLRCEVUmjwhXtnRxoc13ZxVksy3T86lJN0xqreyiv3b2drDA6vreG1HGw3dIfzhCP0P856T4+LbJ+Vy+qQkMuLM8ncsxjUJLGJI/v3Pf/HB6tX87Bc/Z9LkSYehybYf1Uv5jup+h1fqiJ80hQn24U0qVj1llNX2W17CRMGUEuLMh77h9vPodTpSeqstx+fH89r2Nv7yfh0VrdGm3ICiUtcd5IkNzbxT2cmlM9L45onZ5MqI/zGhyR3knx818L8NzezpCuANDQwqRck2vnliNudNTSUn3jJGe1WEGFkSWMSgrXx3Bc8+8wxf+8bXOfbYYw9Pk21/4Up27PT0O6HZRP6UElzDDBhKxfaBy0uGbIpLhzvP5dCwmfTkJli55phMFk1O4n8bW3jwwzrquoOoGvhCEara/fztw3pe3d7G1XMzuHpOBjkJFgkuo1CzJ8jTG1t4bF0ju9r9dAciAw5OTXea+cpxWVwxO50JiVYcFqNMPRailwQWMWgzZ8/iZ7/4ObPnzMHucBz2rx9p3EFFc6DvhGZDFsWlqViGOTBuz7Yy2gKh2PKSLn4SpfmO4c1zOcScZgOOZDs3npTD+VNTeHRdI4983Eh7T7T/xh0IsyMY5g/v1vDIxw0sLk7mqjkZzM11SY/LEaZpGhvqPTy1oYU3y6NLP3snHO/lshi4Zk4G1x+bxaQUG/E2owROIfYhgUUMWnx8PCeceCImk+mwNdn2F6yqZE+/HT0650SKC4Y7MK6DbVt34+s3MM5aPIupCUem4XYwdDqItxpxZTi45fR8Lp2Rxj/W1PPMphY8wQiqFj1QscsfpsHTyItbW5md7eLyWemcOyWFONvh2aotovyhCG+Wt/PkhmbW13lo8yl4g32D3wAsBh0XTU/j6ydkMyXDQbLdNIZ3/whxaElgEYOm0+kO/zJQTISWmjo8SqRvhH5mPgVOE8PZ3at2b2D9djfB2OAqI4UzZ5JqtYzICc2Hkl6nI8luYm5uHL9NtnHVnAzuf7+WpeUd+JXo7hJvMII3GKHVp/DRHjd3v7eHC6elcuWcdPITbXJTPIRqOwM8t6WFZze1UNURoNOvEFT6dv0A6HWwaHISN87PYW5OHKlOMyaD/J0I8VkksIiDFmzewLIXX+XdD7dQ3ewmYk4kq3g2J59zKeeeMIE480iMDI/Q1dmNovZd+PVJKaSaDMMIGCrd61axsc1PMNYOM5F5J+ThsI72uNLHqNeR6jRzcmECUzOcbG7w8vTGJl7a1kp7TxhNg2BYpcUbor1HYVe7n0fWNnLqxESunJ3O/IIEGfk/QjRN48MaN09taOKtnZ00e0K4A2HC/cspQJzFwDmlKVw5J51Z2S7SnGbMRr1UvoQYBAks4iAoNK9+iD/c8zQf7mym2xckFI6AzkBlxTbWr3yLty/4Nj/+v0VMTDjYyoWu3//2/huDAYOOoV/sI/W889pHNHmDsf4V0+STWFgUh20U9q98HrNBT4bLTNLEBGbnOPn2ybm8sr2NJz9pprx3V1FE1ejyh+n2h2nyhHi9rJ2SVDunTUzk9MlJzM52SXgZooiqsbnBy7uVHSyv6GBHSw/tPQq+fXb8AExMsfGFGWlcOD2VCYk2EmxGCSpCDJEEFjFs/u3/4/e/fZS3y5rxha2klcxlWlEaBncN2zfuoLFlF2ue+B2/scdz11eOJ9M5nGm0exlISU3GqI9e5DUgUr+b3f4wuRpDOKhQpeujp3lhbROevfNXdHZmnH46E+PtR3T+ysEyG/SkOswk201MSLJxzZwM3q/u4okNzbxb2RlbLvKFIvhCEVq9IT6p9/D3D+vJSbCwoDCR0yclckJ+PE6L9Lvsj1+JsHaPm7d2drCispM9XUE8wQjeYBglog1Y9jHqdJxclMBVszM4uTCBNJeZOItBluOEGCYJLGJ41FqWPvwEqyub8elzOfW7P+Sb580iO86CXlXo2rmcf/3uPl7d3sDaJx7itQWlXD0zBfuwyyx6UkpLyLSuptkdIgxEat/h+RVXMOuSUpJtg3vgSMv7PPy3l9ne0hNr3jVknc6lZ00kwXF03KT1Oh3xViPxViNpLjOnTUqiorWHZze18NzmFpq9IVQtemZNV2+TbqMnxPbmHv67vokUh4kTJsRx+qQkTpmYSLLDPK631nb6FVZXd/FWRSfvV3XR7A3hCUZiE4j3lWQzcsG0VC6flU5pbyPt0TCdVogjTQKLGJZI/Wre/rgBd0BHzkU38u3LFlKS4cDYe1VOTryEm79XT9UP/svmto95673dXFycgN0x/JecpfQ0Fkx6mrJOH15FA6WZ9x74NQ9Yf8w3zp1GqvWzA0dPzQoe/t3veWZ9PZ69s1x0Ccz7wuWckBOP9ShcEbGZDNhMBlIcZqZlOPnmiTm8UdbG81taWV/rIRiJfh/2nlnkDoRp8gTZ1e7nxW1txFuMzM11cdrERI7JjaM4zY7NNHb6fIYjFFapbPezvtbNO5UdrK310NGj4A1G8IXUAXNT9jLodMzMcnDhtDTOnZJMdoKVBJsRk0GWfYQYKRJYxohA00ZWLH2b1Wu3UVXXTGdPGKPNRXzqBEpmHcfCsxdz7IR4zIPaaaDirV7D8uUr+HDdDmqbO+gOaJgdiaQXljLrhDM4e9FcclwmDvRwkZpKdntDhHWpzJw/l5zEvrACoDM5SJt3KvNyXqCss52qnbsJK9M4mJeczlbKRdcu4q3yZ9jW5ieCir9pPc/d9V02Lz+FM85YwPHzZjI5NxHb3htFxEdj2Xo+em8pL7/6Hlt2NdIV3LvTyEDawq/yfxdNJ91xMMtVo5/JoCPZYSLJbiI30cLlszOo7wrwXlUXb1V08GFNN97e78vegXS+UIQWT4ja7gDLKzqwmwy4LAYmpdiYnuVkWoaT6ZlOipJtmMdo/0tY1ahu97OtyceWRi9bmryUt/TQHQjjV1S8oQh+5dM9KRAd6ndsXhynT0zi1ImJ5CZGQ4rTYsAg5RQhRpwEltFO7Wb7iw9w38PL2FLXgacnSCgcHTql0+nRG7ez+eMVvPb8syy45vt85/I5ZHzWzVftZMNT9/CX/7zDjsYuvD1BlHCEiKah0xuo2LGJte++xovPnsYXv38TF83K2H8jqhLuXVLRY7Ga91vu1pmtWM06dDqNsKLs96I/JDoT6ad8nZuvr+eX/1xFTXcIVVPwte9hy4pnqV77Bv+1W7HZXbicNsy6MH6vG7fHS4/Pi9vr73f6rQ5HyUV861sXMSPbNbyziMYgnQ5cFiMui5FMl5nSdAdXz82g3avwQU037+zsYEVlF2090WUjDfArKn5FBRR0Oqhs9/Puri6sJj1Wo554q5HiNDvTM5xMy3QwLdNJQZJt1J17o2kaNZ2BaDhp8rKlwUdZi48Ov0JAUQmEVQKKSiiisp+VHgASbUZOKkjg9MmJnFSQQLrLgstswGExjLo/rxBHGwkso1qAimfu5Lb732J7QzfByMCrqKZFUEN+wiE/Po+b1/7yU7rCv+VX18wmxb6/5REf25+4kzv/9jY7Gt2E9rkqa5EwIX+YkN+HZ92L3HNLJ8rv7uCyGSmfCi2G7GzSzQZ2a+1s27AL34J04iwDg5JSvYHNDQFCET352dkYjAe/lKC3ZnLcdXfwm8S/8qf7X2Jjk4+wphEJ+ugO+ujuAHR69HpdtDlXjezn5mMh88Sr+c73bmDR9HQcY7nT9iAY9DrirEbirEYyXGYKU2xcOC2V7kC4dzmkk7d3drCnKxibyrp3q3QwrNIdiD6OXgcVrT0sr+jAatRjMepJsBlJd5lJd5pJi/1jIs018OcW00hseY8+pzZfiBZviBaPEv3RG6LFE/2x2Rei2R2i0x8hEI7EAkowrO13iae/nHgLC4sSWTQ5iXm5LhLtJpwWI3azXiopQhxGOk076M+94hBRdv2PW278I29WtBNQNXSOfE66+HIuOGMek1IthDr2sO2DN3n2meWUtQUIa3os6Sdy01/u5otzUrDvE0eVisf54bfu5q2dHQRUsOefzEWXnceCORPJdOrwNleyccXz/O/FtdR6FFS9lYwF3+Uvf7qWGcn2gduSg9v459e+xgMfNBJMmMdVP/sF3zyzlGRr9AYUbPiAx359B/94exdd2kSu++u/+O7J2bgGv53nM2govk5adq3nzWef4sWla9jZ6t9vA+RARhIKj2XRpVdz+TnHMikrCbtJegz2pQEBJTp4zhuKsK3Jx/o6N1savWxt9FHV7kf5nO+1XgdGvR6jvvdHgw7j/7d358Fx1vcdxz/P8+yzh1bW4dXKsoyPWBjbMgRiLIZgDocmeBLSEMiQxEkbTEqSNilHgE5xwQkNJgkpAykM7TANx5SQdEKaNMA0BAqU207BYCxsgw9swNZlo2ul3X2eZ5+nf6zkQ7GF7Njo5/B+zWjGkne1oxmN9Nbz+z2/rz3izSlvDh6Ol5TrKOZYcm1LjiU5jiXXthUpUinU7tuzgyhSUCoPgOwaKEdJTyGQV4oUhOX/C8L9vI1y5WSYY1maUZvUvIa0jp+cVsvUKs1tqFRtsrzUwxBCYPwQLMYa0O9v/aquumu12nOBIneGPr38B7pscbMaJ5bn3USBr8Jgv9pW3qlrr/uZ1uwcVKCkZi65RXcv+zNNmbD3UMC8fn/rRbryrpfVkQsUm/opLfvRlVo8r1G1FQm5tlQKiioM7NTany7XNXc+rx05X0rN0l/cdq+uPGvyiNjw1fHEzbp82U/1SlegZGaq5ra06MRZDYr3va3XXvw/rd28Qz15R1M/e71uu/Y8zcmkDrgn5lBEpaIG+nrV192uza+8qJdb39DmrW+p7d0+DQwW5Ye24qkJqqmbpKkzZ2veyadoQfM0ZTMZ1VTG+et4jIpBeUloeMmkJ+9rQ2d5z0dr+4Ba23N6q7s4hmD8Q45lyRmKGXvoTB1Lkixrr3+Xr+wMf/YoKt8+HEXaHSOlQ3hty5KmVifU3FCpExrKS1nNk9KaWOEq5dpKurYqXIfzUgBDsCRkqsJaPfXUm+rNB4pkq/a0JbronOM1vb5yzy99N6F0dUIzFy3VkjOf1KaH31RvsaC3n3tG6/pPL5+iOfxYb52ef3ab+vOBIqV0/Ge+rLPnTVd91Z6lo1g8pcr4MVrwhQt1+kNr9JtNPSrkt2nVCxuVOzWryvjeSz6usqddor+/vFc3/vODau18Uy8/3qb1z8ZklXwVCwX5YUrTzv6Gln3rHDXVJg9rrEiS5SRUWVuvypqMspObdOLZRXmepyAIVYpCKbJk2bacWExuPKFEqkKpONNvD1ZiaJlnWBglNLs+rcVzMruXVnYN+FrfMaDWtpzWtpevwnT0F9VX3N+S3B6lKFIpiOQd4a+hKuEoW+lqZialeQ3lDcPzGtLKpuNKxct7cZKxcqQwdBAwE8FiKP+tVq1rz8sPJVlpHX/mGZpeXbHfX/p2YrIWntqsCY+9o75iUX77eq1vK2jhpAmKD63jhF0btamjUP58zjSddOqHVJ3a3/4BS25mvk6YmdZvt/aq4HnavnWbCsEpktx9XzdZpxPO+zv907Gn6KEHHtSTq1r1Zke//HiNjjnpDC0890JdcM7JmjW5RokjOSfFcuSm0nJT7/8E6Q8i27KUci2lXFtKlT82rTap5oa0zm2uUyEI5QWRgjDUoLfX3pKh/SUdOU9dQ+935Dx15vZ/OuxYpOPlw/J2741J771PxlV9ZVzZyrjS8fJyU9yxd28WTsZsDnEDjiIEi6Gizg51eSWVIklOo449buIot47aqpo2RbWuozZJpeBdde7yFZYiDRdO0NWhncN/7SYmaUpjQrEDbTZ1qpWZmJQ99HJeX58GSuVTUvd9hqVYOqMZ8z+ppU0LdeFgQV4QKrIcuYmUKiZUqyrtsvTyAeBYlipcRxUjzmjZe9kmCEMFoYb2mIT77C8Z9EJ5Qbh7eccPw/J+lZIkK5JjWYo59u79L45dvvKTch25B9gfs+exNlfVgD8BBIuhwoF+DYZDR33bNarLurJHucnGTiYVH/6pHBWUHxixwTCMqSKTUZ0qFFY3qi4R02h38oZhac87sdg+Z6yMZMVSqsqkVJUZwxeGDxTLKp8BU55EfODvuCiSQpU3qgzvT5H2HHU/PEnK2mt2lG2VJ4gD+GAgWEwVRrsH88lKKJmwRr07ISoU5Q9fU7dcuSMe7zZ/Wd//yWfkh5Eiu0KZhsoDz98Je9Td4ykMJclWdbZeFc7huf0U2B/LkhyNnGTJdxyAPQgWQ7kf+ZKu/9EiDXolycmquT49yoC/UIOdHerxS+XIsTKqr4/vsz5vJWvUcEzNmF477FmjtZvz8oJIstKa/eE5IzbcAgDw/iJYDOXUN+u0s+YMXRK3FYvHdMAVobBfa1ZvUM7zFUmys006rj6uQzqnLezTqw/8Uis7cvJCyZl8ls49s0EVf4qDdgAARw2CxVS2q3hibA/1t/xWv356hwaKoSRb9S2na15VUu4YL4mEfkGDfbu0Y8tarXrkV/rFw6u0PRcoSh+r8/72Ei2aWqUEvQIAGEcEy1Eu7HtV9//4Xj2/vU9eKCk1V+ee36JsOj7qplpJUmmrfnntNbrvpU7lvECBV9Bgf5/6BqXauYv1+a99TV/4WLPqUqNPQQYA4EgjWI5i4cAG/eqmFbrn6S3qKYaKrJRmX/B1fe7E+rHNx4k8de/Ypm1b25Xz93zYqZ2rk1pO0YITj1W20uWWUADAuONC/1Eq7HtND6z4ju54eI3a+n2FkaO6j16iq/7qDM2oiY89MvZzWFfYt0Ur/+tftPxbV+uOxzaqt1j6wwcBAPA+YpbQUSjsWaOf33iD/u3RtdrR5ymMHNXO/4quu/7r+njzQUwfjorauXWz2noG1N/dpY53tui1F5/W40++ou05X6GVUNWUFl30/R/qklMblR7rphgAAA4zguUoE777kv59xY26+39eU3u/pzByVX/qV7XsHy7Sx+ZOUvogpw9HUagojBSWAvl+UYXBAXW+/HPddMM9emF7Tn4UV93pV+iOWy7SidkK1hABAOOCJaGjSNi1Sndd/4+667HWoVhJaurHL9P3rr9YZzcffKxIkmXZsh1HsXhCqXSVarOTNeusi3XpF+errsKVFXna9dIj+t83cioER+TLAgDgPREsRwm/4znd+d3v6d4n1qs95yu0Jmj2BddoxbIlWjirXunYwcfKgdiJWs375CLNnZBUTFKU36RXWnfK88L3fC4AAEcCwXIU8Hc8rX/9zo2676k31DkQKLIzmv+V5brh2+dpwYcmKnUEJiHHJ89VUzYh15EUFdXZ1qmwxOZbAMD4YEuC4cKdK3X3ipv0H89uVNdgoMht1Jl/fZ2uWnK6jptUKXcstwOFHXrijlv08Poe5QNbjZ+4XJd+epZqUqMchevWqrYqVp7YXJI8zxPbnQAA44VgMZm/VQ/ferN+9sxG7RwMpIomfery5brs/BbNqEuNOkF5H1FRHetW6bln2tXvO5pz7FJ5pfeKD1fx2J7xc8lUism4AIBxQ7AYK1T3M/frvsc3lPesxKZq8RXf1RUXtGj6xKQOahXISSsVLynwPXlFWz3dvQrCUJFGmYcb9qo3Vxqa2BxTTWaibOdQhhMBAPDHYw+LqcJdWvno09rak1cpctS4+G/0jT+ff/CxIklKq7ExI9cpr+90bnxdXUVfo22hLbW9ptfbi/JDSc4kzWyqUWys57sAAHCYESymGlijlau7lPdCyZmuRect1IyJFYcQK5KU0KwT5qgm4cqWVFz3qP57bbfy/gGWhcJ+rXnwd2rtycuPJDt7khbMSivBwXEAgHFCsBjK39yqDd2e/FCyKps0p6lK8UMOBkvVC87SydmU4rYU5V/Xf95yq369uk2DwYhoCXu14Tc/1q2/WKOuQV+RYpq+aLHmZyoUp1cAAOOEPSxGCpXbtk2dXqBQUpR7QbcvPV/3uM4Yz1qxVL94uW775kc1sdKVJNl1Z+iLn/uInrv9GW3P+erd8Ihuv/oNPd5yiubPmarsBFd+X7s2rX5Bq9a8obc7c/JDKTblE1r6pQWqr3SZ2AwAGDcEi5Ei7ezcJa9UKs8mLOXU9VZOXWN+vq1CV06lcK+rJ3al5nz+2/rmpk7d/NB6dRcG9e4767Rq51a9+oSrmGMpKgUq5geV9wJFkeRkW7T0mku1eFZGySNw1gsAAGNFsBippIH+AZUO87knbs0cnXv1D1U9/W795P7faW3HgPx8Tn5+xANj1Wo647P6y4uXaPHJTZqYHOuVHQAAjgyGHxopUmHXdrX3Fve9SjJmlmJVk3RMXVrOyIPlopIK/d16t32L1r60Wq2vb1Xbrn4Vo7gqqmtUN+U4ffjkkzR72iRlM9WqiBMrAIDxR7B8UEWBivm8CkVPflBSJFu27ciJJ5RKJRU/jLOJAAD4YxEsAADAeNzWDAAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMB7BAgAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMB7BAgAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMB7BAgAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMB7BAgAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMB7BAgAAjEewAAAA4xEsAADAeAQLAAAwHsECAACMR7AAAADjESwAAMB4BAsAADAewQIAAIxHsAAAAOMRLAAAwHgECwAAMN7/A306dN65+5fKAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/492.jpg" } ]
<image>Find m \widehat S U.
A
64,940
null
A
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ka2QT6VUFdfhMDrlMJiP5Ol5ZekfFXdxRcddVn//Wj+5ndHSUW1as4smNT6lYmZiLJs8m0ohoC2W3l2hcjX7pb/bVRwb7h6k/fBqArMUpWCLCNa5IhIKB/hF6ui4CUPaFEvm+u4agDZ+De4/h9JyfUlCi36seEVyaTlzawyebSK8taMOn2rO2JyIynIU5qRpXI0KB2+XitGcTafrCFPKWLdK4In0LyvA512Tl3FnlbkNuYQZGo7Z/zck1HmGm+bVjDgsL6im6gHeu5bx383K57OO6rqD8bq7cU+t9XKiDtT3/9s/Pzev92/7P6z6qRPhTk+fcHlOYkdVfkfC5nqC78nE5XXz2kdIGOTE5lqTU+Ou8Q4j5s4+Oca5NWUl/w8pC4pJiNK5I/4IufI5XNTHYryza0/PaHhFcmus7vZuXK9aValtMgAi6YVfVHuWAeIPRQEGx7+9y2TaUMPaFPNyW+c3fiOAyeUB8XGI0yytk9flMBFX42AZHOXaoCYCsRSlERM38BMGZmihcgBznLi53vvsiF/uGAVh1+wqMpqAbUPhFUP0rVb93HMe4sgnTH1c9Qkyn8biytsdggApZ2zNjQRU+B99VhlyWCDOL8mVtj/A/h8PB2WZlWUfOkoVk5MhxKDMVNOHT1dJLS6NyXm5OQTqmea6pEWImWhu7mfBcbVfcXaptMQEmaMKncvdR7+NCFdogCwHQ6JlotkSYufnO5RpXE1iCInzcbjeHPlC2U8QnRrMgPUHbgkRIGLpow9qhdMAtXVNCRKRsIp2NoLjbVX/oDBcvDAH+X9sT98pBzI09uOKj6H/idr9+LaFvTfWyiXQ+giJ8qjzn9hgMBvKL/Rs+hgE7pgvD4OlKIEKT2+2iuUHZRJqalUTBjYs1rijwBPywy24bo676FADpWclEx0iHT+F/Ha0XsA3bAVh9VykGOR9+1gI+fD774ATjdmXZX6Gs7REqaapXJpqNJiPlcpdrTgI+fCa3U5jDw1hcmK5xNSIUjNvHOXe2B4Dim/JJSNFnYwK9C+jwOd/Zz5mTbQDk5KdjCpO1PcL/mk924vRsIi2XTaRzFtDhc+CdI3iaOpCvg3N7RGiYPCA+Jj6K0jVLNa4mcAVs+LjdcNCztic2LpL0rCSNKxKh4ELPAP3nlWUdt3xpOSZzwP4IaS5g/+WajrRwwToAoOu2OCK4TJ5WCLBmg6ztmY+ADZ/Lj0rNL5btFML/nE4nZ5u6AMguzCQrL03jigJbQIbPmH2c2gMnAUjLSiQ2PkrjikQoaGuyMuZZ1lHxFbnqma+ADJ8jH53EbhsHoECOShUqaaxXTk0It5hZdecyjasJfAEZPlV7awEIM5vIKczQthgREoaHRunuuADAivIlRMbKSvr5Cri9Xf3WARrrWgFYnJeGOVzdv4I7ORpHejzuhEhVv67QVvOJdtyedR1fuKdM42qCQ8CFT+Xuo95vAn9vIp3O4EMrVf+aQnvNJ5VNpMnpCRSV5WpcTXAIuGFX9fvKdoromAgyFsnaHuF/ne3nGR4aBeDWO2QTqa8EVPicOd5OT0cfAHlLMjEYAqp8EaCaj3s2kRoNrFlfqm0xQSSgfnoP7Lp0VGqBHJUqVDA+NkHrWSsAS27MJSlNOuD6SsCEz8S4k8OfngAgJT2e+MRojSsSoeB0QydOh7KJdLWs7fGpgAmf2k9OMjqiHN6Uv1SueoQ6JjuRRsdEctNtxRpXE1wC5m7X5Noek8lI3hLt1vZY6nsw9NvAYsZ+syxwDGb95we50DMIwM1rl2EOlyNbfCkgwmfg/BANtWcBWJibSrjFrFktEXsasNR34kyMlvAJcpdvIi1fJ0MuXwuIYVf1u3W4PIc3SU8uoQaX08mZRmUT6cLcdBZreLUdrAIifKr2Kuf2REZbyFqcrHE1IhS0ne7BPqrsHyz/yo0aVxOcdB8+rQ1ddLUp5+XmFWbI2h6hiibPJtKw8DBWS/j4he5/kit3H/E+lrU9Qg2jI3Y6288DsGJVEVFxso/PH3QdPs4JFzUfK2t7klPiSFwgXQKE/zWe6PDuH6yQTaR+o+vwqTtwiuFBG+D/NshCTJpc25OYEkfJqjyNqwleug6fqr3KdgqjySjnNAtVdHf0MTSg/MK79Y4VGGQXqd/oNnyGBmyc+KwZgKzsFCyR4RpXJELB5CZSg8HAmvUy5PIn3YbPwb11OB1OAAqkDbJQwcS4g5Yz3QAULstmQWaixhUFN92GT/W7ytqeiMhwFuWlalyNCAVnT3XhmFB+4ZXfLSua/U2X4dNxxkr7aWV1aW5hBkajLssUQabpZDugLGYtW1uicTXBT5d7uyp31XofF1sisZywzuh9rkgzE3nTn25o7B/F3Dk461omchJwRVumfc58qhej57iFmZIa9Vlj/4id3m6lCWXZF5dpun8wVOgufIYGbBytPIUBSLY7KXilesbvdSxOpu/Hd037XMThDmJe/2zW9Qxsvo2xFZf29djuKWasIge3xUzcrw9g8hyvqacaLyc1zkx3nJnw/FjGHU45rVAluguf/W8d5nxXPxY3lFvHZvluAybT9EO0ud4yNRqMUz7TVZLG5O9ow+/n8on+r3HqV5uL0KuxMS6Mcc8NjlxZSa8KXYWP2w2Ve5XtFGERZjLvu5XBWXwfuWPCcTqnv3wfW5aG89EvzLqm8ex47476zxt6aBUGzwSl1BjYNY43tcH5Ael+qyJdhU9TbYv3gPj8ZYsYW+W730CO1BgcqTE++zyAsVLfHrMgNfrGXGp09vbC+QGf1iGuTVe3kfbtPAwol82FyxZpXI0Qwp90Ez6jQ3aOVjYAkJ6VJJe/QhuynUI1ugmfqr11jI9NAFB0g0z4CRHsdDPnc2CXMtFsiTSTXZCmcTVXF/fqIcxNPbjio+j/57ValyN8xK11ASFIF+HT0tDJubPKnpr8okxMJv12CTBcHMXUOwSzXBQnAoOMutSji2HXAc9EM0DhDTLRLEQo0Dx8xuzjfPbJcUDpRCqnFQpNyLhLdZoPu2o+OMHoiLKSuagkOK96Pj74Eccbj9PW0cqofZSM1EzW3FzB393yJa1LE0IzmofPfs9EszncRG6Q9Uay2W38+2/+N7X1tVP+vL2rnYNHq6k6XMU/PfrfpSOHrsikj1o0/a7vaunlrOcYg9yCDMLMmmehT732tz94gycmKoZbVqzixuIbvRPqlUcq+aDyfQ0rFEI7mv6073/7MJ4mARQF2Yrm8fEx3t23F4AISyRbfvICSQlKw8MDh/fz77/5NwD2fLqHOyqm350tRDDT7MrHOeHi4PvKaYWJyTEsSE/QqhS/aOtuxeF0ALA0v8gbPACrS1djCVfOtrGe79GkPjE9udWuHs3C5+i+Bm+XgMIgnGgeGh72Ps5Mm7pi22g0kZmmtAKy2UZUrUsIvdAsfPa9UwOAyWQMygPikxMunbJ3rqv9iud7LiinM2akBtcke6CabBIo1KNJ+PRZBzhVexaARXlphEcEX1ucrLSFxMfGA9B4tomxcbv3uaaWRkY8Vzx52dKUTldk3KUaTSac9+08gsul/KZZEmQTzZNMpjDu23A/L73+G+xjo/zjv/6IL61ey8TEBHs+3QPAgqQFPHTvwxpXKoQ2VA8ft9tN1bvK2p7Y+CgyFiVf5x364k6MxpEahzvh+kd+rLvtHmKjY/n1thfptHay7Y0/ep9LS0njp5t/OmUiWohQonr4nKhqpr9X6SxQUBx4R2cMPrJyxq/tH+jjrQ/eZNg2fMVz1l4rL257kScee5IIS6QvSxTzIIMu9ag+57Pvbc9phUYDRTdkqf3lVeN0OvjxL56i8UwjJqOJ+7/6TX7xL7/kmX98hltWrAKgrqGOZ//vsxpXKoQ2VA2fwf5hjh9qAmBhdgqR0RFqfnlVvfnBW3RaOwF48O8f4r7195OblcsNRct54rEnKC5UmtIdO1VH49lTWpYqQDaWakDV8KncddTbf71wWfBe9QAca1AWUIabw1l327opzxkMRu657R7vf9edqlO1NiH0QN3w2V0LQFS0hUU5wd1/vbO7A4C42HjCzVd26lyUceku3/m+86rVJa5trn3JxOypFj5Nta1YO5QfsvylWRiCvP+623Mdb7rK33Ns/FJDxOgo37aiESIQqJYA3olmg4GiAD6t0HKyh4jKViyHO6/5utRk5cqub6CP8fErO692dJ/zPk5LTvFtkWLWZMpHfaqEz+iQndoDJwFIy0widgZrZPQqYncDca9UEvN6zTVfl+7ZNjExMcHe/e9e8fzkQkOA/MUFvi1SzJ2MulSjyjqfqnePMW4PrbY4G9Zu4P0D7+N2ufjdX17F7XZRcVMFLreb7W/9kVNnlDtcRXlF5GdL+IjQo0r4VO72tMWJMLO4UL9tcXxpcVYOd5Tfznv738PhdPDKn1/mlT+/POU14eEWHvzaQxpVKKaSgZfa/D7saj3VRfvpLgDydN4Wx9c2fnsTD339Ecxm8xXPLUhK4V//2zMsK1quQWXiauRul3r8fuUzOdEMULQsNIZckwwGI/fedS8b1q6n5VwLrR0tmM3hFOcXk5ocGleAQlyNX8NnfGyCmo+OAbAgLZ7EBXH+/HK6ZQ4LpzCniMKcIq1LEVcjoy7V+XXYFQptcYQQc+PX8Nn/zqW2OHlL5cQ+IcQlfguf7tbznDnZBkBOfvC1xRFCzI/fwmdqW5zQmmgWgUemfNTnl/BxTrio9rTFSUiKISUj0R9fRgifkzvt6vFL+NTub2DoonJAemGJXPUIIa7kl4mYA561PSaTkYKS4Dy3xzQwSvKTb/vs8xxpcQz81y/67PPELMm4S3U+D59+6wANtWcAWJSbhiXI2uLY1hVDuAlzcy84XD75TFP/CG5z6Kz81jUZd6nG5+Gz7+1LbXGCcaJ5YmkKA0t9ewTGgh/9P59+nhCBwKdzPkpbnFoAYuMiycxe4MuPF8Jv3DLuUp1Pw6f+4Bn6egaAwGyLI4RQj0/DZ//bygFbBqMhKIdcIvjJjI96fBY+Qxdt1FU3ApC1KLjb4ggh5s9n4VO564i3LU4wNwMUQUqmfFTns7tdBzxtcSKjLSzKC962OHG/rSGsyYo7IYr+f/qS1uUIX5Nb7arxSfg0H23Dek5pi1OwJDOo2+IY+kcI6xnEOeHUuhQhAppPUmLfzkudHAqXZfviI4UQQW7e4TM6PMYRT1uc9Kxk4gK4LY4QMupSz7zD5+CUtjgy0SyEmJl5h8/+XcomUqUtTvq8CxJCC2633O5S27zCp72x+1JbnMKMkGqLI4SYn3mFz5S2OMvlgHgR+KRvl3rmHD4TYxMc+lBpi5OcGheybXGEEHMz5/Cp+bCe0RE7AEukLY4QYpbmHD773lGGXGFmE7lLM31WkBAiNMwpfKztfZypV9ri5BakYw6XtjhCiNmZU2rs21njbYszNGinZv8pX9akaxbjOKY0C65II3Yf/b0jE024LW6ffZ6Yvc7281qXEHJmHT4up4uD7x/1/nd3xwW6Oy74tChdMwCpnuNCas745jMTwnz7eWLODP5t4isuM+t/6aP7TjHYP+KPWoQQIcTgnuXSTueEE4dDdnSL4GQwGgi3mLUuIyTMOnyEEMIXZIArhNCEhI8QQhMSPkIITUj4CCE0IUuTdeTixYu89NJLVFVVcb63l4jISG65+WY2bNjA6vLyGX/O1q1befXVVwF47bXXyM3N9VfJQsyZ3O3SiZqaGr7/ve9htVqveM5gNLJ582Yef/zx635OX18fq1evZnhoCIAPPvyQpUuX+rxeIeZLhl064HQ62bRxozd4EhOTuPPOO1m5ciUGoxG3y8ULW7awa9eu637Wz372M2/wCKFnEj46sH37dtralI26N5WVUXesjt//4Q+8tXMnv/n1r70HXP3i+eev+TnHjx/nLzt2+L1eIXxBwkcHqquqvI+fe+65KcfRrt+wgbKyMgAaGhpwOq++uvypJ5/E5XIFdd80ETzku1QHWlpaAIiPj6e4uPiK54tLSgBleNba2jrtZ7zxxhscOnSImNhYfvCDH/itViF8Re526cDIiLJRNyk5edrnzWGX/m8aHh6+4vnx8XH+589+BsDmzZulE4MICBI+OvDII4/QbbWSljp9j/vJKyODwcDi7Cs7wr6wZQudnZ1kZ2fzwx/+kF/96lf+LFcIn5Dw0YGHHn74qs+1tLRQWVkJQFZWFvEJCVOe7+7u5sUXXwTgp08/jdksO7JFYJA5Hx2z2Ww89OCD2O3KQf3feuCBK17zP55+GpvNRnlFBevWrVO7RCHmTMJHpybGx/nud75Dc3MzAKWlpTz22GNTXnP48GHefOstTCYTzzzzjBZlCjFnEj46NDY2xgMPPMAnn3wCQF5eHtu3b8disUx53ZNPPIHb5eK+++6b9i6ZEHomcz46Mzo6yre++U2qq6sByMzMZMeOHVfM9fz5T3+irq6O2NhYnvrxjzWoVIj5kfDRkaGhIe677z5qjxwBoKCggD/v2EF6evoVr/3lL38JQHxCAi9+7u5WzeFLbaxf3rqVnNxcNm3a5L/ChZgD2ViqEzabjb+/917q6uoAZZvFtm3biI+Pn/b1y5ct48KFmXUNMRqNnOvo8FmtQviCXPnoxKaNG73Bs3btWl559dUr5ngul5KS4t3z9Xmjo6PehYtRUVHExsb6vmAh5kmufHTg8OHDbFi/HoCylSv529/+Nq/1Oi+88AL/6+c/B+RIDaFfcrdLB3a98w6gnNuzdetWWSgoQoIMu3TggGcFs8loZO+ePdd87ZqKCvILC9UoSwi/kvDRgR7PIWIOh+O6pxU+++yzEj4iKMiwSwcmJ4dnwhwePqvPDp/l64VQi0w4CyE0IVc+QghNSPgIITQh4SOE0ISEjxBCExI+QghNSPgIITQh4SOE0ISEjxBCExI+QghNSPgIITQh4SOE0ISEjxBCExI+QghNSPgIITQh4SOE0MT/B4p+aJXEQ2nBAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/493.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth.
B
64,941
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/494.jpg" } ]
<image>If X N = t - 2, N Z = t + 1, X M = 2, and X Y = 10, solve for t.
A
64,942
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/495.jpg" } ]
<image>In \odot Z, \angle W Z X \cong \angle X Z Y, m \angle V Z U = 4 x, m \angle U Z Y = 2 x + 24, and V Y and W U are diameters. Find m \widehat W V.
C
64,943
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/496.jpg" } ]
<image>Polygon A B C D \sim polygon A E F G, m \angle A G F = 108, G F = 14, A D = 12, D G = 4.5, E F = 8, and A B = 26. Find the perimeter of trapezoid A B C D.
C
64,944
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/497.jpg" } ]
<image>Find the area of the figure. Round to the nearest hundredth, if necessary.
D
64,945
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/498.jpg" } ]
<image>Find C B.
C
64,946
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/499.jpg" } ]
<image>Find x. Round to the nearest tenth.
B
64,947
null
B