diff --git "a/UCM_Captions_IC.tsv" "b/UCM_Captions_IC.tsv" new file mode 100644--- /dev/null +++ "b/UCM_Captions_IC.tsv" @@ -0,0 +1,211 @@ +image_path index image question caption0 caption1 caption2 caption3 caption4 +81.tiff 0_81 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +85.tiff 1_85 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +84.tiff 2_84 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zq0w/wCJrB/1yxVeMf8AEuuv+uh/nQMsAbb+0H/TI1WYf6Hd/wDXQ/zq4oBvrc+kdVXwLK695D/OkgJ8Y1K1H/TI1FJxYXZ7Fz/Opv8AmK24/wCmR6/UVCxDaXc4PVz/ADoESZzfWY7eWagY/wDEvusd5COPrVjH+m2pwc+WahZcafcY6eYf50DJc/8AExts9ojUCD/Qrn/rof51ZbH9p249IqqxsDp9wT/z1P8AOgCwD/xMrX2jNV5DnTb056yH+dWlAOqW4IwPKNVW/wCQXc/9dcfrQgNADGqR+0NUsbtMbjGZs/8Aj1XF51YAf88apjA004zzL/WgC2vGqLjtDVPP/Enc+sv9auAj+1PX9zVHP/EnP/Xf+tAFxf8AkMx98QVSlH/Erkz3m/8AZqu/8xf/ALYCqUnOl9+Zv60xFs/8hSL2iqr/AMweU/8ATb/2arJ/5CgH/TGqoI/sf0Bl/rQMtf8AMWiP/TD+tVuumsepMv8AWrTf8hdf+uNVV/5Buf8Apt/WgCy3Orx+0P8AWq27/iWy+83H/fVWD/yFxn/njVXH/EtOeMy/1pCLb/NqqEf88aqgj+yJecZl/P5qsjP9rD2hFVOf7JPvL/WmBZbnVogcf6n+tQOP+JXOfV/61LydWTB6Q1E5P9lOP+mo/nQBZJ3atB6CH+tViR/ZsmByZv8A2arJOdVjx0ENUt3/ABLccczf1zQBbfjVIsDpDVeHjTZD6yn+dTkn+1x/1xqvH/yCRjqZf60AWyP+JvHg8+T/AFqFX/4lsxI6yf1qcH/ibr3xD/WqZYnSZCDj97/7NQMvqQL+EdP3VUyT/Z85xx5v9asqc6kg/wCmOap5P9nP6GX8+aQF086rDnoIaiyBps+Onmf1qY/8hlB28nOPxqBv+QW+Af8AWf1oEWMf8TCEH/nlmoHINhLjoZMfrUxP/E0i9oT1qoTnSzxk+d/WgZa/5isWe0P9aqQgf2ZNn/nqf/Qqt4zqi9iIaqwg/wBmP7yf1oAtIf8AibQgdoaqj5tLuPeUn9asJxqy+0NVTn+yW95sfrQBoJu/tbPpCKqAEaWvPWcf+hVdTB1R/wDriP61TH/ILhz0Mo/nQBZA/wCJk3HIhH9apAj+yY/9qYfzq9x/acmP+eQqkM/2VbjH/LYZoEWWIGrvk9IRVQnOlJx1mH86tFd2rT+0Q/lVQ5XSoge8w/nTGW3H/E2OOMQVUx/xKU9POH/oVW2/5Csn/XEVWXP9lwj1mH86ALZ/5DB9oBVROdMT3lz+tWxzq8vtCBVRQf7PgAI/1v8AWgRaP/IV5H/LH+tU1A/sxe/73+tWQ2dUkP8AdiFVlONPiyODKOn1pDLXJ1Q/9caqn/kEjB6zf1q6Mf2tJgcCEY/WqI50mI+so/nQItpj+1GDdfJGKquSNLI65lH86tHH9qP1OIRVQ5OkRk9TKP50wLfXVPpAKohR/ZkZP/PYfzq6pzqr+0I5qnx/ZcAx1mB/WgZZJxqjk9oRioov+QTH/wBdf61K/Gqy/wDXEf1qGBv+JXAMHmQfzoEWkx/bDZ6CIVUP/IKzjrL/AFq2pH9sTdcCIVU6aUh7eaP50DLiD/iag+kIqqV/4lvr++H86toMamSegiFVcltOX3m/rSAuddYz6QCqsh/4lnp+9H86nIP9st/1xqFgW0tS3eQfzoETf8xRe+IKqKf+JUn+1KP51f2/8TEevk1SKldMiHpKMfnQMs5P9sc/88arwD/iV9esv9asf8xRzn/llVaF8aZH1OZf60AWlH/E2+kPNVCD/ZJz3m4/76q7Gc6u4x/yxA/nVYR/8ShVPXzR/OgC8CP7RlPpEKzxn+zrYZzmYfzq6D/xMbr/AK5D+RqqP+PCyA7yA0ATn/kIz9eIh0qvnGm22B1lH86tKv8AxMLpvSMfyNVCP+JbZD1lGaALa4Oqz9P9UKovg6bb8dZh/OraZOp3Z9Ix/KqeP9BtB6zD+dMC23GqzcdIRVZf+QZbjt5o/nU5/wCQldHnIhH8jUKn/iXWnvIKBFgc6pcHv5Q4qGLmwt/eSplBGp3POMRCoYsf2faf74pASjH9qT47RAVVT/kH2/8A11FWP+YpdH0jH8qrqM6fbcf8tR/OmBcPGpz57RDpVJf+QZb/APXYfzq1/wAxK69oh/I1TBP9nWo9ZBxQgLbf8hOf2iH8qhx/xK4feUfzqTONTueMjyxUW7OnWwHeUUDLOMapNx/yxH8qpbz/AGbaAjjzRVw7m1O5A6+UP5VTx/oNmP8ApqKALLf8hW4PpCP5VHAp/s2DJ/jFSMP+JjdHHIiH8qZGf+Jbbe7igRKONWuO2Ix/Kqx/5BUQB4Mo/nVkDGpXR5/1YqtjOnWv/XQcUhl1D/xMpfQRCqiHGmwZ7yj+dWUH/EwuD/0zH8qrAEWNt/11HH40AXMZ1mUjjbCKgk/5B0ee8oH61OpLarc44xEP5VWnOLG3yesgoAt/8xFhxxDVNubCBgeso/nVhXH9pze0I5qsT/xLrMf9NRQBZXH9qy9/3VVYh/xLIfeT+tWYzjVLn2iH8qghP/Ett/XzB/OgRZh41ickdIhUYb/iXRf7Uw/nUif8hO59oR/I1XB/4ltnz96UUDLakm/uz/0zH8qr9LOx9PM5qwD/AKZekD/ln/SoCB9msAO70ATtxd3n+5/SqxH+hWIP/PQVOxJur32QD9KhyGtNOz3emgJlOL+9Iz9wfyqm/NtYgAcyVbBze359Ex+lVCf3OnD/AKaUCJ2/5CF4fSIfyqONf9AsRn/loP5VI4ze3x9Ix/KmBQLOwHq4NAE3/L9eD0jHP4VFEP8AQrT2epRze3/+4P5VDEd1rZdetAEhH/Eyu8d4x/KoVH/EvtAR/GKmORfXp/2B/Ko0z9is8/3xSYyU5OoXntGP5VU24sbL/roM/lVo/wDH3f8A+5/SoAxNtZD1emBIR/xMLw9hGP5VCebCywMfvRUzfNfXo/2B/Kosf6HYr6yigCx/zELw5/5ZD+RqrgfYbD3kH8qst/x/3xB6J/Sq/wDy7WAJ/joETEZv7w+kY/lTYv8AkG2YPXeKeTi7vvXZ/SmRL/olpzj5gaQEo/5CN5z0Qfyqvt/0C1/3wanx/wATC+I4+QfyqJR/oNmP9sZoBFqNf9NuTj/lmP5VVA/0K1H/AE0FW0bF3d+yD+VVf+Xa0GR/rBQMsKcaldE9PLFV5xusbUAf8tBVggfbb0g8iMfyqJ+bGz65LjimA9V/065I7RD+VVyP9Csx6ydKtrxe3P8A1zAqqVPk2I7b/wClICUHGo3R/wCmYH6VFD/yDrX03ip2H+lXjekf9Kgiz9gssdC4oAsA/wDEwvDn/lkP5VDHhLGwJXP70cdM8VL/AMv1/wD9cx/KmBc2Nj/vg0ATg7bu/PH3B0+lREYg03/e/pUw4k1H12/0qM/8w8fj+lAAT++1FvbA/KmbcQ6avA+bP6UrnnUT+n4UdTp34n9KAHZxPqR77f6VW6rpw9/6VZTJfUs9sj9Kgx/yDx79PwpiJH+W4vznon9KaMC300H+9/ShgRJqOeuP6UoB8nTgf73FIB2f9J1FvRf6U2P5bWyHvSn/AFupHHGMfpTo/wDVWXf/APVQAzn7XqBzxtH8qjRz9msVB/iB/Sn5/wBI1D6f0pEBEFn3O7+lMY4sRdaifRAP0qEYFtp2P7w/lUrH59SOO39Kix8tguOA2f0oAkH/AB/XxB/hH8qYxAh04EZBkFPUf6RqDD0x+lRsMR6cD/f/AKUCJ32te6jtwBtGAOnSq/8Ayy04erf0qUf6/UT7Y/SotuV04dcH+lAEhOLu/PT5f6U+Mk2lmB13CoZB++1I46Dj8qmiA8iyHTmgAz/pd+f9n+lRg/6LZD1YU/P77UTznGP0pnAg08erf0pDJw3+kX3rs/pUCnMFiPV6mxma/f0X+lQoP3dh1+9/SgCwpzdXx9FAz+FRuR9lsl9X/pT0IE+ojvj+lRyf6uwHq1AImLD7TeHPRP6VC3ENgPVs/pSnme/I7KB+lNXJTTx1Of6UASE5ub/2jx+lRwn/AEOz5/iH8qeCftOofT+lMiX/AEazX/aoAmQ5u9Qb0Qfypin/AEPTx6uP5UuMS6lz/D/SmH/VacP9r+lAmTr9/UWJ7dPwpuP+Qd+v5UZ+XVGOOp4/AUrZ8zTx6A/yoGNc7RqJ9/6UAESafj0P8qR+YtSOOcnr9BTyD9o0/P8AdNADIck6ofr/ACqIf67T/wDParEK4TU39yKgYYuNPx/dP8qBCtydRJ+n6U4D5NN4/wA4pjcR6mR/eP8ASpW4fTh16/ypjGg5bU/b/CliO0WSnrTTnZqZHqf5Uqf66wGB0JoAacCfUjj8fwoHzJZccZ/pSZy2pNj+IinLx9hBz/kUAMP/ADESe4x+lIvDaeMcf/WpzkCPUjkcE/yo6S2A9j/KgBQ206i2OlMK5GnZ7tz+VOU5OoHsWx+lDH5tOX1JPH0oEBA/4mR9P8KaAC+njp1NKeE1Js9yKM4m04Y7H+VADW6aljr0/SpoT+7sQeBVd2+XUj0w1WY1y1nxzigCIMM6kT2JoOBHYAjJz/SmDIGp9+TUhBzp/wDntQMkPDahj+7/AEpgwVsfTP8ASng/JqR9Bj9KYPu2A75/pSAkHMuoHtj+lMkHy6f9f6U7vqHJx/8AWolGBYj34pgNIBfUCP8APFCrxYD0P9KeBj7d/ntTlwTZn1zSAiHD6mfb+lKmPJsvc/0prfKmpEfSnIBt0/B47/lQADmXUjnoMfpQPu6Zn1/pTUbnVD7n+VTledPH+elADAN1vqRx1Y07H+kWI/2T/SmLxZ6gc8iQ1Oc/brMY6RmgCu+Rb3/u5FTN/wAfWnj0Q9qgdv8AQtQP/TQ1MxIvbHJ/5Zk0CGK2LbUsHOWPFMYA3tgP9g0R/wDHnqDermlGPt9iPRDTAYxxb6iSepNTFh5+neymoJCBa6gf9updub2xHohoGMDZg1I/7RqQf8fFgPRTUGcWmonHO81ZAAu7MdP3ZoEV/ux6jg/xGpRzLYgDqM1Af+PfUD6uRUw4uLEf7J/lSGRnBg1MkfxGlH/HxZf7ppDgWmo45Ac04f8AH3ZA/wBw80xDI8eXqB5++akPE+ncdM/yqOPiC/P+2al6Xen8fwk0gImbMOpn/aP9KUDN3Yg9kJFMY/uNQI6FzTxj7dZDP8BpgV5OYtROP4jmryY8y0x6Zqk5xb32Ocyc1fjx5tqMfw0AVM4t9Sb1Y1Ic+bpy+39KacfY9Q93NSlc3FkR2FAxu7bDqePU4H4CncibT146E/pTCMWuod8saeBm6sQOoU0gBDuj1HH94jNLN/rdPHsT+lMiYi2v/wDfNLIN15Yqc8KaBCs3y6gfQ/0p6432K9OP6VA3/HvqBx1Y1MMfabIZ/gNAELn9xqf1/pUig5sQeBioT/x6akfVyKmxmayHov8ASmMjXPl6kf8AaIzVgn95pwPof5VW3bbXUT6sanOftVgv+yTSAbgnTb9umZD/ADqZm/4mFn3/AHR/nUIB/su79DKc/nUuc6jbY7RYoEQNzpt7gdZT/Op3B+32Y9IjUHTS7rnrL/WrL5/tO2/65UDKiNjTr4/9ND/OnrzqdmMdIzTEGdMu/eQ/zqRf+QpbdwIjTAiYZstQbsZDVogf2jZ/9cj/AEqof+Qbee8uP1qwcnU7XPaI0AQYzp996mUj9anH/IQth2EdQqR/Z12f+mv9asBc30P+5mgRXGfsN8en7xv51PtH2q0HfaearBj/AGddgDrIf51aBzfWvP8AyzNIZWIxpt/nqXNSc/b7Mf8ATM/0qNiTpl4eeZSP1qTGNRtgT0iNMRGhxaXrf9ND/OpmH+nWA9ENV4iTY3Z9ZD/OrH/MSsx6RmkARvEdO1EbAW8xju/GmlR/aVqAMERk1XB/0G9x3kP86sZP9p2+T/yyNMZW6affvjrIeavIcXVr/udKo/8AMMvPeb+tX1H+mWxPUJQIq8jT71sf8tD/ADqY/wDHxaY/u/0qDg6ZdnsZD/Opul/Zj0QmkMRsC0vx6uacqkX9mOMbDUWd2nXp9ZCP1qdSTqNqO3ln+lAESkLZ3+e8hp8gP2yyP+weajGDYXmevmn+dWJMfarQZzhKBFdl/wBFvec/Oamxi6shjOENRscWd4T/AHz/AEqYj/TbYdghoGVCcWOoZ7yf1qyqg3VoOnyVUmz/AGdeH1kx+tW8YvbPnkIaYFdhmx1A+rmrG0/brHP/ADzNVwc6dfNn/lqf51bIH2209RGaAImP/Epuf+uv9amAH9qQ/wDXHP61Wzu0mb3n5/76q0AP7WjA6CH+tICr/wAwm4PX99j9asNzqsAH/PGqu7GkSj1n/wDZquY/4nEY9IaAKiAjS7j/AK6kZ/GpkAOrwD0iqNcf2PNjqZc/rUyD/icRH/pj/WmBTcj+zbnPeY/zq0P+QrAOMCI/zqoRnS5Pef8A9mq5wNUjxjiGgCoP+QdPnvKR+tXS2L+Hn/lnVNedLl448/8A9mq/j/T04/5Z0CZngk6bdEA8yn+dWo/lv4F/6Zk81WTnSpveT+tWgM6jFnP+qP8AOkMpkn+y7psnHmn+dWBzqkA/6Ymq+P8AiTy+83/s1WFydWhJ7Q0xFeMn+z7j0MpH61YJP9pWmR0iNVozu02b/rsTx9at4A1eD0ENAFUAf2ddnOP3vQ/Wp/8AmLQA9oarAZ0u495f61Op/wCJzH6CH+tAyBj/AMSu4/67f1rQUH7ZDn/nnWcedKkPrPj/AMerRU5vYs9BHQIoKQNJuR6yn+dWW/5Cdpz0iNVlI/smb3l4/wC+qtsB/atvjr5VAFUf8gy6PPMx/nVxf+Qlbg8Yiqr/AMwi4PrKf51Zzu1ODHURH+dICuvOnXLdjKf51PIcajbD/pmahjz/AGTL7zf1qWQ/8TWD2ipjIZCTYXJzjMmD+dWc/wDEwt1HaImqZbOmzehm/rVnH/E3jA7Q0AVz82l3Wf8Ant/7NVsf8hC3H+xxVJWxpE59Zv61f2gahC3/AEzNICmARpV0fWU/zq6edTth/wBMjVEf8gmYf9NsfrV0Y/taAdf3NAEAyNJkz08/+tWM41ZT38mquf8AiTLjPzTf1q1kf2sc9oaAKpAOlEes39atjnWF7/uapgD+y15/5b/+zVcz/wATg+0NAFRATpUnp5v9asIf+JuvPSGq8eTo5PrJ/WrCf8hn2EI4oAqZH9lMf+m/T8athv8AibDA/wCWNUc/8Stfef8ArV4D/ibH/rjxQBUQH+yj7y/1q6pP9pquePLqkn/IKH/Xf/2arg/5COfSOgRTXjS25483p+NXRzqEZ9IqopxpJJ7y/wBauj/kJD2hoGUjgaU/p5v9aspg6unX/U1Wb/kEj/alxj8asqQdXHqIaYion/IPkx3mx+tW/wDmLRe0NVIz/wAS0n1m/rV9BnUw2MhYR+FAGfj/AIlchx/y2/rVpOdXA9Iarbv+JWxPeb+tWovm1kgdoaBlRsDS8c8z5/WtBWzqCgDpHVAnGmLx1n/rV4H/AImOPSKgRRAzpDn1l/rVw/8AIViPcRVU3Y0Ye839atf8xZTj/ljSGiAfLpT+hm/rVlQP7Tj4xiGq2M6ST1zL0/GrOR/aif8AXGgRVjbGlMCDgzf1qZgf7YjHpCKhAH9kof8Apv8A1qwxH9sj2hpgVCD/AGW3vN/WrYH/ABN0POPJ/rVX/mF/Wf8ArVxeNVI9IRQMonjSHA6eeP8A0KtAnOoRjPIjqgf+QRx3nH86u8LqS8j/AFVICrEpfSJD3Muf/HqvbB/akf8A1x/rVS3bZpGT3k/rVwf8hQZ7Q0Af/9k= Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +82.tiff 3_82 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +83.tiff 4_83 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +86.tiff 5_86 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +87.tiff 6_87 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +89.tiff 7_89 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +88.tiff 8_88 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +193.tiff 9_193 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 Could you please provide the caption for the input image? There are many airplanes at the airport . Many white airplanes are stopped neatly at the airport . Eight airplanes are stopped at the airport . Many airplanes arranged neatly at the airport . Many different airplanes are stopped neatly at the airport . +90.tiff 10_90 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 Could you please provide the caption for the input image? There is a piece of farmland . There is a piece of cropland . It is a piece of farmland . It is a piece of cropland . Here is a piece of farmland . +191.tiff 11_191 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 Could you please provide the caption for the input image? There are many airplanes at the airport . Many different kinds of airplanes are stopped at the airport . Four airplanes are stopped dispersedly at the airport . Four airplanes scattered at the airport . Four different airplanes are stopped dispersedly at the airport . +194.tiff 12_194 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 Could you please provide the caption for the input image? There are many small airplanes at the airport . Many different kinds of airplanes are stopped at the airport . Seven small airplanes are stopped neatly at the airport . Many white airplanes stopped at the airport . Many different airplanes are stopped neatly at the airport . +192.tiff 13_192 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 Could you please provide the caption for the input image? There are two airplanes at the airport . Two different kinds of airplanes are stopped at the airport . Two airplanes are stopped at the airport . Two white airplanes are stopped at the airport . Two different airplanes are stopped at the airport . +196.tiff 14_196 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 Could you please provide the caption for the input image? There is an airplanes at the airport . A white airplane is stopped at the airport . A white airplane is stopped at the airport . A white airplane is stopped at the airport . A white airplane is stopped at the airport . +198.tiff 15_198 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 Could you please provide the caption for the input image? There is a white airplane in the airport . An airplane is stopped at the airport with some luggage cars beside it . It is a white airplane stopped at the airport . There is an airplane stopped at the airport with some luggage cars beside it . An airplane with is stopped at the airport . +200.tiff 16_200 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 Could you please provide the caption for the input image? There is a white airplane in the airport . An airplane is stopped at the airport with some luggage cars beside it . It is a white airplane stopped at the airport . There is an airplane stopped at the airport . An white airplane is stopped at the airport with some luggage cars surrounded it . +197.tiff 17_197 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 Could you please provide the caption for the input image? There is an airplanes at the airport with some luggage cars beside it . A red airplane is stopped at the airport . An airplane with red fuselage is stopped at the airport . There is an airplane stopped at the airport with some luggage cars beside it . An airplane with red fuselage is stopped at the airport . +291.tiff 18_291 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 Could you please provide the caption for the input image? This is a baseball diamond . It is an old baseball diamond with sand and weeds . It is a small baseball diamond . An old baseball diamond compose of sand and weeds . An old baseball diamond compose of sand and weeds . +199.tiff 19_199 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 Could you please provide the caption for the input image? There is a blue airplane in the airport . An airplane is stopped at the airport with some luggage cars beside it . It is a blue airplane stopped at the airport . There is an airplane with blue fuselage stopped at the airport . An airplane with blue fuselage is stopped at the airport . +292.tiff 20_292 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 Could you please provide the caption for the input image? This is a baseball diamond . It is an old baseball diamond with sand and weeds . It is a small baseball diamond . An old baseball diamond compose of sand and weeds . An old baseball diamond compose of sand and weeds . +195.tiff 21_195 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/wBPxrmp5ImuZXhiEMTsWWMdEz2HsK6u313Tta0ltK11Agx8k6L91h0bjoQe9cjMmyRkDh9pI3L0bHekMax/KmHjmgHBxS0wGk5FNx6Up4NFAADS4zSY7igEUAKCRxSnkUnBpM9qAGMCDTDjNSPzUGcHB/OgCVDgite3jE1oQzlQJB0BOePasZTWzpjAQkMxC+YN2JNvGDn68UwJpYvsk5aJw6j5NzZxj+44/Pn/APUGTL5kZlizsGFeM9Yz6H29D3qrHeOJnkYBvMJLqejZPerssZtZmeCQMFJTcfXuj+3v+XcVDVthp9zGz2ooPP1po75qhCnjmhTSUuOaAHgUYIII7GlQ0/FAEKKVB3MXJJJJAHf2pwGDxTiMVBdTyQRo8cDTZYBgvUD1oAsDmkK96gtrh7iSX9yyRo2EcniQeo9qs/eGDQAy3stU1qaW00ZYnliGZZXYbI/Qd8k9Pan4YfK4ww4Ix371uw+ILTTtHj0+xsns4yhjkkiYbkz1ZfU855/+vXPTaNrNtqlvZmJrlpl/0e4gHyTjrznhTj1qbgSM4QEuQFAySTwKfYX0RYuqpPCTtkikXhh16H8wfxrsdI8F21ogvdckjnaMb/KP+pix3Ofvn3PHoKwNevra/wBXluLWERxtgbscvgYyfwA4oUtdB2LWvazJqIgCXIe1C5ERXDo3ff6+xFYhPpTDTc4qhD29aZuzSFqaetAAwpu7FOJphNAC5yKTOKbuxS0ALmkPqKTpRmgBQ1KcGmZIORShs0ABBC7iDt6ZqtMhJ3AnFa8EpFmdr7NjbWYHnaeQAO5JzUUm0lvNiQEY3EDGwenGMsf8+zsK5nRvng9q17OQJpt1zzlVHA6nI/lmqjW8TH7zR45YMNwX0BIxz7YqM77Zmt2YFdwbj1wcfzNAFq0AN0hblEO5h7Dk/oKlt55BOCPmMh2lT0bJ6GoYcCCaT2Cj6k/4A0+2+SfefuxqW+hxx+uKQyrSEZopRQAg4pwoxkUD0NADhTwQRTBRQBJ/Kq11aJdKiu7hVcPhWxnHY1ODmnEgdqAKljbJbzXSq7nc+8ITwoI7fqPwq4RVKd3hvYWjhdw4KPtHbqD+GD+dXgQRntQAJDLdTR21vH5k8rbY09T/AIAck+1dpb2V9o8a6ddJPdWhQPbXcSZaCUdVPoueme3Bqt4YfSdJ0+bVLq4WS7YlCoX5kXqEUHr2JP8AgKydc1+51mcgkx2yn5IQeB7n1NRuxmj4v1XUPPg0+4iaGMRLIcfdlY9T+B7dvyrmCcip73ULu+jgS6naUQKVj3dgffv0FVFbsapKwh24jg0maDTaYCHj6Uuc0hpvTpQAGm/WnZpCKAG4o5zyaWl20wEwKQ8U4DFGKQDOKPenYIoxQBYs2w7qG2bkOGxnaRzke+AQPrUhGMDGwoMgHnyh6n1Y/wCfarE5hmSVeqMGH4VankjhYiFg2GOznOP9onu38qaEV5HMDbQMHqAeqn1P+1/KoOowaGG/IJPNNXI4P50DJUlaNPLP3Cc596tx8Wsjf32CD6dT+oWqYwQQehp6u6KEJzGCSPYnH+ApAFAFMB29elSigAFGM0uMUvXpTAaOKdRikB7GkA5kZNpIIDDI9xU1pl7qJREJSWHyH+KollCRlHBaM84HVT6j/PNRlzE4IPXlGBxn3FMRp3Vsn2SU/ZOFmx5m7/V8fd/+vWeDt47UW8jzSvDyqAbixPy/U/TP60pAPehglYeGyBzTG70zO00u7IpDDdkYNNNI1APY0AODdjQaaR6UbuxpAIaXrS4zSYxTATbg04DNOAyKMYNADSuaMcU8c0pXIoAo3l9BYpmbOSPlAHLH0FOsnuXt1kuoREz/ADKv+yelVrLT5ry6jv72WJG3gQxuNyIucZOO3fPWtXVbDVdBugurBZoJT+7vohiN/QH+6f09KCmklruMAJqI2+pz25vLKzMljHIEknbIUnuF9cdz07V0fh3wrLrYF3eloNJHPJ2tcD2P8Ke/U9uOas+JNbW4CaXYIIdOgAVUQYD46cdlHYfjSJRypFMYdx1qZhio6YDOtIac3t1pnX60AANSK/GCKjoDYODQBJ2pVbaeelNB/OnDmgCXPp0o6dOlMU7fpTwRQAp6ZAyKakeAfmZgTkZ7U7OOe1MkZlUtGoZscLnGaAIbgmIGQklR1HNRW8yzROPLZoQcn1T1Yf4d+npVvAuIlY7kPBx0qstu8FzIsUh+zsd2D1dvU0ATx3aywhYgVQHnIwXPqf8APFSBwRUWMDpSZI5oAlPNNztpA1KaAF600gYxSZINOzmgBAccUEZpCM0ooAVTjg0/jFMIzQGxwaAF6VIORTcZFAyDQA4juKAc0oNBGORQAEA13/hNJtZ8NSW2q2yTae3ywNIMl09cHsD0P9MGuQ8KaK3iC4lu7zMWkWzHzGc4ExHVc/3R3P4etbviDxSJ4BaaaQtt90FQPmA7kdl44HfvxwUBY8Zanqem28VmYD9icBftikEO3ZWHbgfQn8jw4c7izEkk5JJ5Jrp7TxeV0KfTNTtReK0ZSMk/kG+nqOf51ygJC4zk+vrQgHsc1ETzS5pDTAbSEd6U8GjOaAGjmkIzwacR6daTOfrQA4inikUc0/bQAbXLBEjeR2UsEQZJA/8A1U3zAqgk/Ke5rRtJYDCbMKbZ51Mcl2DluTx7benHuaq6Zp0eo6tPp17cQoLYkv5b/wCtA67fQevp+o5XiORy51axfLfYh8xZIn8tgSvBxzg1C80iRwyQxmRSQGx296drmpWNzrVsNKiSKKGPyfOHyo67vT0HPPfNWBtHQgj1HetqU3OCk1YlqzEA5zng9qVxmg8HI6Uma0EMzjg0mKcR+dIOOtADcVYeIRxBs88dejcZ49hUSkKwOAcHOD3onk8xh1wBjLHJP1NADTzSDg0KadigBw5oK/nTc4p4NADRQVyM04jNH4dKAIJbqK2RmlcKF/M/T1q35V1EifbLSS1kdQ6xyY3bT0JHb6VraVpS6X9l1rUYYX1J2/0Kwm4ManhXb+62eeeg9+mHqdzqFrqcqa5C8F85Lbjykvuh7/TtQBLjFPtra91J50sLRrlIBm4cMFCD0BPVu+PSrvh/QrvxJKGRmh08HElwBy3qqe/qe31rT16+tbOJdG0mFYLSNcOyf8tP8RnnJ6/zAMhdSu10K10jzh9lt12gKu3eM8bvXFVMigmoycdKAHNhqi6E0u70ppoAKaTtoDc4NKRxTAb15pvI6UvK/Sl7cUgE60hGfrQeDQDxmgCUDBqRTUa808eooA19N0lJomvtQdYrGPnBb7+PX0Ht1P8AOC0g0O/W/g/0i3EgYwSMRgAnJO0AYGQOG7DtzWcyLKhDFypO4oGOCR0OOmfelkjQII4ycZyW6En0+nt+P043hpTk5Tl6WL5ktkZ1oIZLYQ+UVOcsWGGb6+3tV5Ts4xxTQgXnHPrTWkCqzMDgV1ogsbs03oeKiRjjJBAqTNMB3WmmkzS8MKAEBpcZpMUo4oAaRilzQ3I603FADqcvFNWnUAPB4pwHfvUYODUinNAEk00tzI0k0jPI3V2OSfxrtNISDxj4elsdXtDIsDbEuT3YdweuRxn/APXXLaPpE+v6gbWHckEZH2icfwA/wj/aP6Dn0z02s+ILfSdPXTNE8seWPLJTkKBwQPf3oAreJPEX9l2o0G1tzbuB5LSxrtjHGQqkdDjnH/165JCxyzsXY8lj3rqLPXdMufDcuj6tanaATHJGOrdQ3qCD3rjJ3lWMiJvnXB6dfagEWmOPpTCaQMSgJ4JHIpOlAAfakFO96aR3FADSM0A9j1pc0hGaAFNMzt+lOz2NBGaAEOCKbjuKOR9Kd24oAcOOaeDTKM4oAkz3pd4Ipme9NJxzQA5zmmexoBzRigB3t2pudv0ozSUAPzQOOe1MHB9qlHrQA4AEZoK+tA45FO60ARYyKUDt3p+2jGDzQAthZ3mqXpsrO1eS4B6dFVezM3QD/IzT7u0n0+8ls7tVWeI7XCtuGfY+ldva6honh7T7a3sbsPfXCYmvI0ztyPvMD6E8L1AH58Brlvq2hagIdThe6e4bMF1D8wuiT2/2jnp/+ukA24uIraEyzOFQetMt7iV22XFnc2rEBlWZCpZD0YZrvfCvgSK2Vdb8SbGuUXzEt3I8q1HXJ7Fh3PQVleLNfGu3sJt0AsYgfJYrhpMnBb1A44FADp9atbDSk0vQfMjt2UNNK5+d2I+bn1Pc/lxWCcGohwfb0pxbimApbtUbAY96QnvSBs9aAAHB5p1NPTmkBPQ0AO5B9qM0H9Kacg5oARhjmlByKXrTSvcUAKRmkz60oNBGetMBMZ+lJjBzSgkcGogJEd9zBkJyM9RSAkBIODTqb1oBwcGgA6Uuc0UnQ0AHelBzQOlIR3oAUigUA0YoAWlHyn2pBS0gJB7U7BFQqSp9qsA5Ge1MAHIowD1pMdxS5yKAILicQICQzMSFRFGWdj0UDuTXpHhPw3PZ2seqeIHD3kUREUbNuW0jHOB23ep/Cs3wR4ZKSN4j1cJHsBFpG5G2JO8h9z29BUPinxOdVZrW1fbp6EgpnDXDerdwnt3/AJIQzx14mkublNMWGVNOkQNG+07bpgfX+6PTv/Lko2J6sSfer91ql7eaXFp9zIslvFJ5kYK/Mh54BHbnpWfjHQUDQ8mmkkdOlJu9aDTAD8wzSYoxg0opgCnjBpCMigjvQPekAA44NLj8qOvWgHHBoATG3mndelGKTp9KAEI7igHNLnPSgYIyDQAEZFSrGLTDyqDMR+7Q87R/ePv6D8akUC1USOAZiMoh6L/tMP5D8frVcl3ZmYlmOST3piGA9qXrQRSA9j1pDAHB5p3vSdqTOKAHHjkUZyKM03vQAp45pynNJmigB2KUehoU5p4XIoAjLBR8xwM45pwmjSTyt43kZC55rT0bSbjWdQW0jjzEwxPIRkIn+Pp/hmtrxAdP0DQU0uwtIhFLLsnuxh18wYwGY5O8+/ToKAucwpyOKY7qhGWAz71VluxbyJGsbyzSttiijGWdvQCur0f4dG9hfUfFcvlRhCy2kUm1Yhj7zMOrfT/61AGa2rXkmmR6e1wxtUO5Y+3/ANeqZ6ZpZ44oZWSB2eJSVR36sB0J96iBoAUmmMKcTxTPrQA0jNKp5waXHNIRn60AKR3puMHNKG7GlNAAMGgimnI5FOBzQA0HsetO6igjP1pAecGgABwcUpo4pvPIpgJ05BqzGsdpH5hUGXqkWOB3DN/Qfj06iIttGssoDSMMxoRkf7x/oO/061nZ3dnZixY5JPegQsjtIxdyS7HJJPJNMBzS9aaelIZ//9k= Could you please provide the caption for the input image? There are many small airplanes at the airport and the ground is dark . Many different kinds of airplanes are stopped at the airport . Lots of small airplanes are stopped neatly at the airport . Many small airplanes stopped at the airport and the ground is dark . Many different airplanes are stopped neatly at the airport . +293.tiff 22_293 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a small baseball diamond with sands and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +294.tiff 23_294 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uSVHIzwa0bJJkJ80cBQAKmDxqOoxUgePPDAGoubRikSYAHv6VLt4HeoA6k8OKUPk8Ov50Glx+cMeaGcjio9yjPzD86CyNjJxz1poTYxi2eOKruBJqVlG5OAXf8hj+tbMNtZODvutvIGcdqiu9K8jXLaQTwzW6LjejZ5YjitIxIcjG1LwjZapfPdNPJGzADaORxVM/D62P3b2T8QK9nWz09lGYIenbFN/szTm6W8ddCiZs8Uf4eqFJW/P4oK2dDtJbbToYXilUxjG8rhW9xXp0ujae0T/ALgZ2noawBtbTYgoHCLxUTiOO5lRbhnHDDuRWmkzPAQowxHJPSqUjj7STgDbgYq4luXZpBKBGOWrA2PCJrlzJt3Z2/dY1ueHL9LXUkklbCu20knjmublIMpPOO1TQXLRspXqvSt3G6ME7M9jZg0eVIwecisiaQf2gq91jP6muLt/F99bwCHCOo6Z61b07xJLd6vGr26gy4jzu6e9YygbKaNTVJTHPvkJCRruNauhRz3dibu8XZ5jfu177e1WLLRv7ZvpYpF/cIw8xj39q6ya0gRRHGoVVGABWXNYqzbOYTSdJhvHvXgla5fqd+Afwp4nEe4R7kQnoGq/caXK4LRfN7VkvC4facqR1Bpe0uHLYgtreGz8xYpJv3jbjucnB9qc3ltktK5J74qURnBGajkxGPencV7DHhLpLslfEibQD0B9ayx4enfkTofr3rWV2bGMVZhzntTUrCdnuc+nhu8kLBDH8pxkkjNPXRdUhhMCCMqeeDXUb2QfK+B7VBLcl5CgDO/Tiqc+4lBEtw0fkRQx/KgRQceveq0VjGyysAd5OVPrT1tpXHyxtkdQaT54yVbIPTmo5k2W0Vk0uSMuWCkMcqR2oNjIwOP1qee4ldVVjwOmBiqjPJ2Jp3RGg77LLwNooNjOT90YFLG7Y4LVajlI4596AuVhYy55UfnSCzlXJ2960kkyMnNO8ztTAyjZyEcLSGzn7gVrBx0x2pkj78DODRcDOMEyZJAp6pKQML+RqyYi5OWOBVZiw4ycCi4WNKG8uVUK2flHHNSi6mZhy2cdN1ZHmOGB3Gp2kYjhjwOtVzsVjSL6gsgCmUcf3qzibgXiowYbgeD0zSC4mQ7vNbPuatQzSTqjysW2t8pPene4WsMyQ+HPHTIrTtwkzqvmERLk4Hf61ijls+p5rSsMlGiAYsRkYqSkeGtsZNgX592c+1WLKHDSSscLEpYnHf0omRZUE0MZUMTnn3pIMuogB5c/NXUjnHrpkkw81XUB+QKvaHYOusWTsQQZO3tWnZ2aQ2YWRgzAE5B7V0XhCzi2vMUBKW2QT2J71EmiktTpLC7igA8o/KxO788Vswp9rm4JwB1rkLMkxSeokb+ddLoV6BmFyAzH5Cf5VxyV2dMXoai2skZIjOc1k6tZKwYMMPjg+9bs9wtsASOe1YV5cZV3k+71yallnPxruHPBHWo5oCx4qWL7m4g8nNSjGKaehk9yl5LjgDHrUyIwHXmpwM9acqc9KoRCWY8EYFa2maejRg/xEbmPrWaygnkZrWsJiRlTggYxUSNIltbZe/yk9Khu7JZBtkG7/aHBqyLvAVHAYjgH2plxclsqvpU6FWOduLNoZNjHr0PrVd4T7VvTxiaJkxyvKmsVpD3XBHFXFkSiJHEQByBU3l4BwRmo0bnp1qdHXaOOnFWZ2BMgYJ60uAf4hTvlBxilXbg5FA7CKvXmkVeetOwMgYp3yhuBx0oCwAA9wMimCEbSSRmnnAQ5HSm+Zxz0x0pgUXiIOaCGVTxk06R+cd6YGyeTQMbkEc96nTP2VAP4HJ6+1VyTkVNEpMDsvXJ/lTRLHJjjHc1rxuI5P3ceGKjBFZtsiSYLHbgZya3YXhkkjBI3NwOOgqkgPA9jR2ayB+Cc4psTDOQDuNQx7mwnY9qmhBjmH1xXTbQwPXfDtpa/2RF9vt7XyyFCc/M5IrQ020tk0k+RCEZ8gkd1BOBXLaVrso0qx0W3hScF90isvzBvZvSuwsSViSD7M0SoMDPYVlPc0iYFt+7eVMHhz1qRXbOMng9qHR01C4Vhj5+PpTQ23JPXNc7RpctHVbtBsk/egdCaje5nvGAlOIx2qNHyT0p6HcSDU2HzE+1WximsvHFOSn43dO9MCIA4609eKCO3FIvWgQrdc4pqs0cmUYjJ/SnnjPpUZOamWxUWaxGMHrxUiR7kLHpSQN51uA2BjpVxFRIduc1FjS5XhClhwTWXd2o+0OBwCc1vxxrsyOv8qzdTTZKGFNCZhyoU6HgU1N2evWrMv3yKjGN61oZMmB3qOeaULjJzSKBgA8c1MFVQBj8aYDA42g/hT+CD6VBIMHn1pwDbjk8EdaYyQjPJPUVWJOR61OgBC+g4ppAUYHXNAFV492fWnGL5c7e1TMFzQ7fu+vtQBnlWzip4dwgOF4Peo3yGNPhaQqIxnb3pok0LOz+0YLMFVTzmtFkhMLmGZQRk8+lUWmKReT5ZGACx+tZ5LZ8wnAHAGetVewHkMQVRulzsBxketOikImDKPlDdaiuP3Y2c44we1JCfnXB7966mzA73RZrW11azuYgxBYKQ3Yk9f1r0jJWcnuVz/n8q8vt2VdVswyusKKvmsR/F1zXc3PiPT47S4u4meSO2wr7V6Z4H8xWLRpEq3z41eXnII4qo7YYj3rGi8QT6nrVozokazxMSi+orVZGLtWElYd7k0KkvxUpG1zUaZTBGc0jyEmpGWVfJ5p7SFVJXk9qpq2AOalVuRnvSKTL1hp4u4zIzseelE9o1rIpBJQnBBosrs2hYAbkJzgdjUtxdfaiAAQoOST3qDRWsV5FIyOwquG2sOOhqxLJxyeTVcjIznvVvYhbmrH90AZAxVuEheGbNVlmAtkHRiKcjDfknr2rJ7mvQ1IyPu81Q1TGFHeplnw2cHNU9TfOPequIz5ly4+lQ8grx0NSOcv1pVAbAPXNaGbF5wSMZFMkm5Izx7UsgIBwahyA/SmIk3BgcnpTt2WXjjFRqMyHI4qVjggAcY60DFDcYA71ExPIPTNCt1OeM0yUncfrQA8nByM02ZwFAFOLDacDnuKhlxnFMRC3QnuTV6EKiIh6+1ZzH5gK1I48KnPNVERC85maf5iMSbAO2BUDNmMYGM06Qqsr7eFLE1GxP4UmxXPI5g/lHf95e1OspxFIjlFYK2SD3rbjaK4Ub40MgO0j1z3rGk06W3vjASMk/KexrouYJnZWuqxTwxyOyqqoQEp8M8cWm39psP+mdS38OPSuVhikglRJMAq3Kn1z0rqZbWH7Gt5FIzb2wVb+GgsyUH2HV9NMZLAPtGfc//XrtoZPNdxwChwa427hWR7eR50g8uQMHfpXW2yEXU49cMD61lUQ4lwnPFRuhyDirtraSTybQPqa1f7HUKuSc1zuRsoXOaMbg4xSjKnPpWtcWTQdcEe9VWi/2cUlITg0QpIfSpVlPPNCx4P3akEeO1O4WZCxJ+8abnavNTmLcelQPHIzlFU49TQ2NJ3NaHa1upx81PjUFjjrTbSMi3+Y8ip4YSWyBWbNiVVwAT1qheNvn6cCtS4McNqST8/TFZDHILHqatIhsh25JOKADkUoJxtpAfmPoBitCBXGVGKgUHdzUxIHNMQEtQIBnn3qQjGKaQTge9I5+9QMYFyR2yc0jfMT0IzSjqv0pVGBj15oERsrHG0cVGVYhieCeMVZzkAA9KY2SMHqKYFQRh5kUHvzWpHKVDyAcLwKo2q7pZH7KMfjV10MdoMfxnJFUtiSi+0dunSq+89alk+4SevSq9SyTzjU1W11ITWjKRwwwcipjrEk5t5HVC0RyRjqapXsdvDFEYt5kI+fNVbdS7AAE4610pGaVjeuVMyNcvKnmrIGCgYyDXSwo7eHW8xdsn3yPxrkEuI4l5+d3XBz/AAntXaWYmudLG77zrx71EnYuOpiXNo15bmIcEkHNdpaJskCt8zCJQT64qC28I332I3bzQqApbYDkn2qzZSCSFJTwduKzlK5UVY6HTQoPBwc1rNyvOD/s1zVpcbZRzzjitQXQIYyE8+lc7Z0JFprWOYncc+1UbqzWI7h09qeJlJLxyMAR0NKsxdWR+akooOiDGDmo9o7GrcsGFzjiqwUnOBSuFgWNM89aUqO1JtbIIBxVhI25GOtAE9rGGUgr9DnpU8xFvFuFS28W23LsMVl3t3nK9gapIVyG5lMz/WqzNk7R0FNaRhz3NJwQc9e5rSKM5MVyAhaoxJwAeBQfmbj7ooKfJkd6ogXOTSjK9ODSRkHqKGILfKenWkCJQwz9KjcbuPU04oPL68mowTuPtTKBuAxz04pm7B47Ch+MD8TTVwQWbpQAvmkcetRtcARk5qF5PmY/gKrsS8qJ2zk/SmiWy/aK2zbnGTuNa6gNAeM7R0NZUJHXsTV3z0htmXPL9BVoDOnGMjPfgCqxxjmllm+UgkB8k/hms+8vEOyAMB5ityTjoKmxLOT1eWDBiREwmCGB4BrEDfZ7hipBNSnEsMpd9ozVL+I85rpRmbek2i3l/AmcqTmQHtXoUSrEoQDCKMAV594ZiE2rwksQobPHfvzXbXrEMimRlGcnacZrGZcDVS/nWPyvOPl9ME4pbCPdakEj7zDj61ixLCJMlSx9XYmr+jXgctASudzttB7Z4P8AOs7F3L4UhvTFW4rk52knd2qNioJz2pyp8+/oKhxKTLcMytlWIBPtViGGRcM+CPUVlyEhuOaWK9ljOFcj2NS4l8xubgyhCOlK1rt5xwazYtTeMjcoNXv7bQoAyHP0qbDuNkj5AC1JEYo28yVuB0FUJtTaQnYmKqFnZt7saaQnI0rzVGlBiiBVP51lu2056saSWQrjZwPemDnoefWrSJch2T36+vpSMCR8vSjGRgfnSqwxtPQd6ZIi4xx0HakG459T0FD8EY6dqVM7sigB8RXoR+PvQUAkwvQ9aNxLHjinZ29eppjA4wTnpTAABg9epoZu3YUh5T/aPWgCFsOx5wSeKilYhto6U4gIC55Haoi+5eaBMhZwvTtRb5O5278D6U2T5nCcHPX2qeNORjPFNEdS1EBuVSOlRXDhW3NyqnJpyY3FucjisrVbzy7lItw56gVSKeiMC71GT7bM54VgVXnoCeKyru5e4UOHywyCvTBovXDvNlhlX49SKpqWEfm5BZT8w+vet4xMRUgZopAU6DDDHaqNyLc+WYM7sfvMjvXTfZ5p4wzJ5bMMMR3NYS2TW91ukRmXdg57k0uYlM2fBiQteybifO2/KPUV1GpRHYHHUED9aw/DVg1jr0UskbtHIGGFHT611+rKgjPkIQrYPPWsHI6Ix90xguz5j29aqeGWMtwZCPn3MrMB75Fac1oFspHCkMEJ3Hnmq+gWrWtzJGGBV49+D1zxVLYhrVHQkHzFOeCMGrCuQoA5qDIeLj61LjK9agsTeCxz1oCZOaGUcEfrT16ZPSkMTaPSlK+1PA+bpSEd8Z9qLAIEOM9KAPXk1IpGOn50xjg5z+AoAZIBjB5PpTVTHXgVJx2xmjII9SKAIyAB1wKYQXHp/WpCgdjzTQPXqKAADcB6il7470mQHwOppec4oGSqOB7U1/1phcqfVacCc5PU0AR4wMdRTQTJkkYP9KlI3HA7daikO046UCZHK2BgnAFVJ5RHGW/KpnOTnqPWqwHnOWYfIvT3polsqQ3g/tNbRMNJsLyn+6OwrXh5JArNsNMFqxkI/eTMzsx75PArVWPaB696bFEUjGABxisDxDHGiCWRwoPyk45+tdHGoZsEHnvXNa9ZSXk2fMUhRjb6e9NDnscJKhdpCHztOPY1J9jcdG3ZGePWtM2TxzDaowpzyOoqxIIypRACCOTjkVqpGFzbaIAFGADeo6Cljslhk8yRdzcHgZzSQ3tt8iRYkfbgjPcdasxwyrIHklLKOQc/pWLCK1NKzkjUkOuMjqOop+pTQi0Ai3MQfSq0OMgN1rSa1UWKXCn5s4NZ9TsWxUvbuFtCePJDbfyrHiuUttRtyDv+UodvORT7kIjMHGQrqMH3NNco0pdQBtbt2FarUzkbtt+8gBwRnNTxcIM9jWbaXqq0MfUOuRjtV4Sjcw3DA5pNAmSynDDpQuO/5Co2dWfqCfrSkYPepKJtwB5JqISjzO9RO7A9TRknn19qAJwRuzg0pOc4wDUYO5ehz/Kncg8UCE3fjilUk/ShVJb2pzDHoKBjGBHI6ioycjI4qUk4OOvqajC4PPPrQAqJtbJqQkYppIHGc0wnn3oAcPX8hTicfj1qPfj6+tLvHc8UCHhgo61DICSST81DMDyfwFZ2paitpFnl5W4VR1JppBfQe372XyI+W7gGrEccayKhJCqfmNZ+mRyW0TzSsTcSnLf7PsKuRgkg/pVbEbl50MkeduT/AAgdBTURiMHhjWpbPHBajzcbiMgVVvGTK+WpPGTiqaKRAI2iyR6Vj3q5dlUE+uRwa0TPKJAjNyRUM6eaAOlQwauczd2+4Mu04AyBUMdv5TABOo+Y59a3Jbc4fP0FVUtWDsOcMaFIwcXcwLZD9qDFhtRsgjjOa6xApjUKSQefpWIZ4Y7fBUCQDABHU1dt7l49NSZhvbHQGqkjSnY1FAyPanw6zbqtzZO375QCg9c1QuLsx2BnQZfIXA7ZrAspQdXEzlyyoTJ746VKiaylbQ0ruZhr0UbgeWVDNn0BzV69uIZbaUwYZgpwqisC+uJbm4tpnKkpHsPHQ/5NWpdV+xx7dud5wR6Voo2MubczLHU5bfy/NBXblWYntQNcu1sJdsvVyAe5FQ6lbrHLLKZBtZcqgrNSORoARgBavlRFzpPDd1NLd5k8yVi3Yniuvvr6OxizJntnHYVzPh2+htdHuZOPOTJbPf0xWdqWsy3tyqjAQqAT61m4FqVkdtFeQ3CI0cnLj5QatAHANchoM0pvlYAOmdmGPI/Cuy3YOOxqJKxpF3QLw3GakwCcdKjzk5weKcMH5tv51IxwwR2xRwQcKPxppfHt9KQcnIH50AI+GAwaQgsc5wKayv1GcH1pu8xH7pJoAdjHOPqajP5LSk7nz19qVjjnFAMa/K88Dt71G8mF3E80jyYPI5qpJIRkgfMentRYkjvdTFpC0jk57Cqmn20txN9vvB+8P+rQ9EH+NW/sqOVadQxVtyg+tWEA5BqtiHdskxn3z3q/YWwY72wAPXuaqImQTkBF6mnrMcHk47f40IpInmYrKcnkGnpNGr+ZM49gO9UixJzkn+tLuLDbj86dyiMv514xKMRtypJxjn0qULzzUEa/6VJubJCr3+tSluetJggeNT2pohUdqXfTt2agZwCDzrnNysoVmKrjrWjdLcW1uSsyOkYA2Dgkf1qSO6EaATxEOufnA6Vl6swtcysxZpBlCD0rZanNEvW5lnsGWKYbiOQ1Z1o8sUruAC0mEzUEWoPEQkTclQGOOtd74Otv7W029tY4YCxQuGMJdmcDoMfd+taKJbZxxilS4l5wNuTuPGc9aZqcBkEcySGQgZbb0FXbxt2p7/KxGsajDdT9RVOa7RrYbTj5vuY6YppEmXeGW4nRgTwlPLGF4cupd1KsuPujFRSylT5inbjgAVHDOPtiSsNwQhquwieSUWyPBgs56kjGPwqIOXTczcrgAU24m865kkkbcXJJPvTgQkQJ2ncfxosM2tCvGS6Yi33hsLuz92t99VWXUCIZlVI0GRnP4VxVpdG3d1Bby3GMDvS2rr9oJL+WuPmyetZyhcalY9UtrhbiJWUg+tSBhnp0rn/D95bfYBtnBYctnsa3F5JPmZz6VhJWNk7kpUnkgD8aljRQPUkVGPqT9alVSRkscdqkoJCNpOAD6Cq5+YEkAfSpnH+0arysq8s5HtTAXG0ZGKheQ+lMklOwkEqPUmoypmUDJAx60EsjkYuTt6+tO8oRJluX9KkVEj+6CWx1pBEGPIpiGctnkZqWNB0DZ9akW3U8BRUxj8lelILDJQpQR5wB1HrURI6AcChnJOckk0meM5oGML4PANKGZhwvA9aCeaMlhgdKAKsMkhubgsOjBevsD/Wpi2f4T+FR267vOY95CPy4/pU46UCI1bJ5Bx64qTeoXuKUDk80mQO1IZ//2Q== Could you please provide the caption for the input image? This is a baseball diamond . It is a small baseball diamond with sands and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +295.tiff 24_295 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a small baseball diamond with sands and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +296.tiff 25_296 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a small baseball diamond with sands and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +297.tiff 26_297 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a small baseball diamond with sands and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +300.tiff 27_300 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a new baseball diamond with sand and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +298.tiff 28_298 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a new baseball diamond with sand and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +299.tiff 29_299 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 Could you please provide the caption for the input image? This is a baseball diamond . It is a new baseball diamond with sand and grass . It is a regular baseball diamond . A regular baseball diamond compose of manicured lawns and sand . A regular baseball diamond compose of manicured lawns and sand . +393.tiff 30_393 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 Could you please provide the caption for the input image? This is a peaceful beach with blue sea and white sands . Waves slapping a white sand beach while some birds flying . Waves are slapping a white sand beach throw up white foam . It is a peaceful beach with clear blue waters . Waves are slapping a white sand beach throwing up white foam . +391.tiff 31_391 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JpgrEqoPbmtEjkmypKcjJJP0queCf61JIx69z6VC2e5rZGLEDDJFNyARj+dL/HimtjtVCEJ54pQQV5FMzxxRkUwHA5pGINNP1pjEEH1piEdvSoWJJBxTj1wTSOMHIINMaPfaXPFHWs3Vppra3NxDu/dgngZBPoR6V50IuUlFH0jdlc0x0p4qhpF1Le6dFcSqqM+eF+tX6JRcXysadxadSUdjUgRycKaqNVmU8YNV6BCL905o9BSHoPxpyjP1oAkXPNI7MvPanpjH1pJBkYpDIZOYz61XPXNSScDB71GcYpAQzn5Tz7CqqDypFcMcjmrMzqI8EDG489xVRpAOFwT700IJbiVnyGzmt+7TytIgQqFyuWHviud2K5Bzj1AroNelVdNg2HIIG3HpitYbMipojjbg5clqoSE9qtzEjOapsSQRTR5tRleVj96s65YBuCa0JeFyegNZs7BmGFzWsTlkQFutR8n0qR8hc5xTDgAZBrVGYzP6UjHgjNLzyMfWmelUIbnnFHH5UH27U3vyKBBn3pjnnFOcjt1qM8HnrTGNI55zTSSenSg4NIetMD6CxSEA5BGR70/AHNNNeYfSiqoVQAAAOwp1IBTh1oAUUHpS0h6UCK033qhJqWX1qEmgBCcdKeucio8/lUyjgGgCbHyiopHAqU9KrzikMgZi7ZpjdDSio5WxSYFdyJGKM2BjNMEUkis6qFRTjI61BIzK5ZeCDVi3kkkjdCRtyGK04iYkUbNJhDk9PWptTmYWkSufmVRxU6eRIdq5RsZ//VVTVhIYYyyYHzYIHXmtUtDGq9DnnbLEnmoHJA64/rU74UH+lVXz2po86bK0pC7uODWbLkNjPFaFwcRgckis+QEtn9K1icstyFsn6GmsSV5NOcccZz3qPjHvWiJY3ftBGM0w88nFKT2pMjPrVITGHikYjHFKQR1NMYjnJqhDDnNNZ/zpzHK8U09emKYxnWkPHanH0NMY5PFMZ9Ck1DPMYYS6pvII+XPWnXEyW8DSyEhVGTgZP5VTstW03VWeG3nSVlGWQjkfUGvNjFvW2h9G30LFlqNtfhvIfcUOGGOlXAKo6fpsGnCQQbsSNkgnpV4U6nLze5sCvbUU0xjxTjTW+7UAVpTnFRHpUknJFMYcUARjtU6DpUOOlToAFFADi3JzUEjZBqSUgD3qBuBzSYyPbUE7ACpw2ao3bHfjNSwICVLnJ7U6Nih3Co4ozJJ7DrVpLfJxyB1FVEGW7iJbURZYqNuSAMgGs64ujLEEZyNi9Mdc81psiz2QUMfMXggH9axNU/dyuM5yfxrVHLWehnXBBPyiqTnAAPPYVZZvkyce1VZGIwF5zVI8+epUuMnndj2qiRnvVy5Iycdqo7uTWqOdjCOcnPNRNkN0zUrZBx6VE2e/SrRIw/SmkU9qQDnmqEyI8U1hmpGXB6UxjiqERMMU3PrUjAkVGTjt+IoGNIJ9cGoj1PUVJk4xTG4Iqho+gpoFnjKP0PpWZpWgx6RdXE6Sl/OPQj7vX/GtevO/F+r6zpWuLKk8kVsQBEABtb1Brioc8704Pc+hnZe80ehQTxXEYkicOuSMj1FTCqmnzJcadbzKEyyAkp90/SrQrFqzsUndBTZOlOpkh7Uhldh81MY9ae3LUzGaBDRUyjKiomGKlU4UZ9KAIpXyxqBzxU0o75qFhkVIEQk6jHNVLk5bNW8YYcVVuhhqBol06ESLKWbAyAKtSCOMEbvwHeoIF8uAAEDcNxpjl36DPvVp6EvVlmKVVspGRArk4Jz2965zUZC05O7cc9a3P9XG6k8cZyPyrAvtvmNtHGapM5a5SfABOe+arynAzx61J94sKgkBI5PStEefJlOQlwdpGQaruAJCDUueWAOc9KjnCo2E3EDjkVqjEjZS3HWoiMcVKxBA9fWoj9KpEjfUEimg88fnQeh4ye1MqkJitgc5zUTYp7VGT9TVIRG3XjvSYIHNPKMRuxxTCM8ZpjI2YjjH40wqTyacwx1pM5FMZ9CnisDxJ4bGvxw/vRG8RONw4Oa3yKBXn0qsqU1OG6Po3FSVmU9I05dK02G0Dl9g5Y96v0Uo6VM5ucnKW7BKyshKil61N3qGQZ5qRldutA60P1oHWkIa3UVJnnnpUTn5gKkHJpgI+G7ZqMp8tWCg7UyXAXB6ipGUGOGx71Xuh81WWGearXB3MaBE0gKrErDB2DFSRyeUM8H0GKfIoLjkE7R/Km3BRbfCrhs9qtrQm5SuJi524+uKxLsnJGDWxKAkO73zWRcnIJ5pxOWtuZ+cH6iq8pwDkGrTrwSOD1qpcttXjJ571qjzpFBjgnA5BpJWB+YZ+lPLsG6fXiosncQDgda1M2R7i4xgAUwnHWnMQCMHNMb1qkSyMnr6UhYDoM05uT0pgOTj+dUJjWbIph57U5qZ6ntTEIxO3k8VESKl69RTD0zVDIz15pm7HA496efzpuOnHH1pjR9DUDrSU4da8s+kFp3am0UALULnFSE9aibmgCAnk0lHc0DpQIY3LipUBJpnBep4+5oACeKrTE4yasscCqcj7ifSpGMUDGKqzABjirDnCkiqcz4HXmgDYisy1vCSCG2Dd61VnhkEgUJ04APJNWNJ1sSOttc4Hy4Vx/Wrk8K+f5p4Q9COc1vo0ZvQwr6EJDtXcWH3s1gzjL46gVu6pMryNtJAH61hScMWHU+tSclV6lKUHBAHI5xiqNxkg8Zq/ICSSTzWddHyyRn6VpE4KhUYgAjvULsW9u1TOfmPH44qBnHPFaozGMBjP3jTRkcYwOtPAVSQSaY4GSM1SIZC/BP60nb605ugHGaaRVAxpIIFNbuKUnb0pu7iqAjz19KTdxyKUkfhTM560wGnrxTTz1NOY5wMGmkYNMZ//9k= Could you please provide the caption for the input image? This is a beach with blue-green sea and white sands . Waves slapping a white sand beach while some birds flying . Waves are slapping a white sand beach throwing up white foams . Some people are on the beautiful beach . There are some plants and people on the beach . +392.tiff 32_392 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 Could you please provide the caption for the input image? This is a peaceful beach with blue sea and white sands . Waves slapping a white sand beach while some birds flying . Waves are slapping a white sand beach throw up white foam . It is a peaceful beach with clear blue waters . Waves are slapping a white sand beach throwing up white foam . +395.tiff 33_395 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +396.tiff 34_396 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +399.tiff 35_399 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +397.tiff 36_397 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +394.tiff 37_394 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +492.tiff 38_492 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 Could you please provide the caption for the input image? There is are some buildings with grey and orange roofs . Some buildings with grey and orange roofs . There are some buildings with different colors of roofs . There are some buildings with plants and cars beside them . Some buildings and palnts . +400.tiff 39_400 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +491.tiff 40_491 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 Could you please provide the caption for the input image? There are some buildings with grey roofs . Buildings with grey roofs . There are some buildings pressed together . Some buildings with grey roofs are pressed together . Some buildings are pressed together . +398.tiff 41_398 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 Could you please provide the caption for the input image? This is a beach with blue sea and white sands . Waves are slapping a white sand beach while some birds flying . Waves are slapping a white sand beach over and over again and throw up white foam . Waves beat on the beach over and over again . Waves are slapping the white sand beach and throwing up white foams . +494.tiff 42_494 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 Could you please provide the caption for the input image? There is are some buildings with grey roofs . Some buildings with grey roofs . There are some buildings with grey roofs pressed together . Some buildings with grey roofs are pressed together . Some buildings are pressed together . +493.tiff 43_493 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 Could you please provide the caption for the input image? There is are some buildings with white roofs . Some buildings with white roofs . There are some buildings with some plants arround them . There are some buildings with some plants beside them . Buildings and plants . +496.tiff 44_496 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 Could you please provide the caption for the input image? There is are some buildings with grey roofs . Some buildings with grey roofs . There are some buildings with grey roofs pressed together . Some buildings with grey roofs are pressed together . Some buildings are pressed together . +495.tiff 45_495 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 Could you please provide the caption for the input image? There is are some buildings with grey roofs . Some buildings with grey roofs . There are some buildings with grey roofs pressed together . Some buildings with grey roofs are pressed together . Some buildings are pressed together . +498.tiff 46_498 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 Could you please provide the caption for the input image? There is are some buildings with white and grey roofs . Some buildings with white and grey roofs . There are some buildings pressed together . Some buildings with white and grey roofs are pressed together . Some buildings are pressed together . +497.tiff 47_497 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 Could you please provide the caption for the input image? There is are some buildings with white and grey roofs . Some buildings with white and grey roofs . There are some buildings pressed together . Some buildings with white and grey roofs are pressed together . Some buildings are pressed together . +591.tiff 48_591 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +499.tiff 49_499 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FVew79PekOxeZV7g560jFCFDY3HotOBJGSoGfxrMvtRitrgPKgKj5RID90+9DA5T4g6gfssVmknDucr7L/8AXP6V5lNE6MxI5PSui8U3pvtbnAk3RxjYpH5n+dYKqyR7WORniuuEfdIVy6lxJ9liiaRmRMhVJ4XPp6U1ZmR9yuVI7g4xVVpMY5AAqHzmwcrwavYm1zqLLxhq9qcLemdR/DL838+a17Lxham8+0ahZlSerQnv64P+NcKioxBxipXG6Erk89KXKmTyLoev2XivRrhgYbtWZuisNh+nPWujl1CSezeCaJWifhQp6j3r57ZQItvII7itPT9a1HTtn2a8lQKPulsr+R4rJ0OwXkj1q/EMFkU27VwFUc9T24qvaqYbaSXyQC3THcf5/nXGwePZ5G2X9osnP+siypHPXuP5Vv2HinR57cQCeSJz/DPwAPr0rN0pFKr3NCH7MbtrlchIgeh4z3z+lbETJLbI4BO4DOR/SsyCzVrVhEY2jkAC7TkEfWtADyIfKOSqrjIFZ2aNdyVSu6QKDx8vHX/PNRxX1pJK1tHeQm4j4eMOCy/UVkXepSWDXN7KszRxgfJEm4nnBP4Zz9BWMvga4jmsNWsmeVHdJpLlpvllBwzYA7HmmvMHFvqdrtyF3L1PrT1jQ4I4CtmqdvlLVFZtu3JIByf84zV1AWwp69STxTFsBUyOcgFB/OkaOOFjIoAYAkfWnqrHqcBjxikZljGT1Y4oAeQcMVyPQnsaahJ5b9aUuVUKFLbuT7UwICMY/M0AUbrVra2mkjl3LtXIyOG9hUpEM4juCjSMACuO2cdj/nior6y+2wNGXEYIxnb0ptvPb2aLaM2WjXPPU+9TcduxoxnKfKfcdqVA6qAzDd3xwKWJ1dVcN8rdM96dkZyaokURkjOMH0z0pJAAAOvcgYp6tk4OOn+f6UxlALEc9uDQMaJAXIJ4X+Kl5bODkduaRI+gL4FPzlmBwFHAPqPWkIyY7n7PfCw2kKQWDZ478VoFUVXdsKByT0rOnWG7uYBFKdySbCe/qev0q5MJAghMPmxsDuYvjAP1pFDbqRRZPIjF125XbyTXPCQRadPfTtstkDFlfq2OnX8a2IbSOzuEXzWO9SNrf5+lc78QZhFoBg6GaRVUDsByT/T8aIq7BuyPMnkaeV5HzudyxPuaZfrLZyLHNE8ZPTcOD+NXdKtzeapbwINxLDj1x2r2XUrbTNIsgl7bxzwKBuaVAwUhQCR3GQK6Kk3HRCXKldngSvvGcH8RT85rcl+zXt6inTGgW6lxBtUpwTgAE8Gug1P4VapbtnTZ47pMZAPBp+0XUrkT8jhlI20ofoM1Z1DRdW0pwt7p88ROeShwcelUFkGOoAq1NPYl05E/mEcAkE96ELLwTn3qEc49qcDj+tO5LRaEgPfPPrUgfjjr+dUSNx4/SkG4ShRnFMmx7B4EuWuPD6pjmGVl4Prz/WunbB4xx3A/z9a4X4bXJltL+BiFO9HUZ5Oc/wCFd0nyljxgdPrXJP4mWthVkZJBJF8rL/F0IpqyTEMhclXJJU85JPb/AD3qKSZIImJYdOCTUGoXy2GjXF6GwIoiVPqSMD9cVK1dgbsjRMOAMdO3FMVGRmYuT0UAnvXkUOt63oFwgd7uGNW4jkB2N7DIx+VexCbeqSIAcjK56ZPSrkktgSmviHbsDA9do/z+dRzLuCDI/EUv3SFxyT0qORHe6QbfkUZz7/5P6VIyQhQSSPp9KDyuRkCpBnjPGe1R/K0hx09uKAIHjJkVw3A4rmdRvpIb1x5aHJwGx2711iqSx5qKe1gkViyKSe+M0rDTXUraVdw3loDGrDb8pz2NaAI9c1l6Eym3lRCp2SHBAx/npWsVVjwOaEJrURW49+vFRrGUiVQc4PJPepR8n1pN3OCcdxQAzftGNuTkD0qC5vYIB5bNh2PKryRnvip2wRgJkH34qpLbtJKZAVR/UDqO3NDAoWUP2W8uJ/PeaFE3AFc7WJ7Y9qs2V4ZoWuJB5YIySTgAdutLYWTW9vKrnLSuWfH5VNPawTW5hlTMbDBFKxTMgaxLNq3kxyJ5CH5j647/AJ1xnxB1EXOsxWqMdttH8wz/ABNz/LbXf2+mW9oWkQbVPJzXjWqXbX2qXNyMkTSsw9hnj9MVpSjrcmVtkdP8N9N+1a39oZflg+fj1HI/Xb+tT+N7+9vrqOyZHUzuEEatu6nkflXR/D/TltvDUtw3ym4+TdnnA5P8x+VQJoYk8RwXiWzyfZFdjjcxZsEDj8Qc+1TJ3lcuyv6F63EVjpKsAHMahUBHcDgc49Ku+Hry5uVkZ7gsQQNhqPTljliupLiL7p8sBlwQQMnPGe6mptB09kle6UlY2JwD1NQtQaR0Lyb4SkiK6kcqwyD+Fc5f+C/DerjM2niCYj/W27bCPoOn6V0L8OFI+X1qOdXWP9xgSdBmqITa2PM9T+FMYctpurLu6iOdccelclqvgvxDpKtJNp8jRLy0kfzr+Yr3bJYKJYwW6ZxzmrCSGLBGSCfWqUmi+fufMck5tztkQq2eQwxUkVwkq5HHue5r6L1DQtF1dP8ATtNt5SerbNp/MYJridW+F+iLbz3dley2gjUu6v8AMuBz+A/CrVV9SWoPyOa8Ahp/EPlCTbiLfgd8Ef4mvUS5EecjqcV534I0SeLxNaXMUqvA0Ts4YbWCle4+pFdtp+q22o3t9b24bFq+xn/hYjPI/L+VZzabugatZGdq8M8126lyU7Y7AVkvp2qeIPEGlxHc2loVSUB8ABSWORnPIwM+49K6whfKZ3GOCSSP8+v6VRsNP1q21aPUrBIzp8e4To8oGfUgfTH5fhUXtsVodF/wj1rFFFDbNLFAk3nPGr5EnH3Wz1X2p8rIbkhdoVcfKO3+eKr3PiWK3t5GnURso3KfX2HNed+H/FNzdeKHSViIrgnavUgjnr9P6UopktuTPSkwHLflSnkN78D8aQvgDABNOxgqOv8An/8AXWlyRFHBNIMckjBqOCUzJlwyAdpAB+o4pXcqwDRvhs8gZFAA0giTL8DIUe+aJPunccADHBpknmSeWEk2hWywwOfapnXeU64Bz9aVxkUMSJyi7fpxU3KnPOP60DHHY0oB3E/jx2piBeQWPHbGKZkFiOD6ZpJ5FRAMkOxwpAzzUI3xFdxV/wC8Tx+lIZK5RY2OQpxkH0qg88kUBnbY4JHlkHG7NXZEy211DRsv4nNVrmyWS6gkMgVIudmOM9qTGi0D04wR+IqrcQyyzRuHxGvb1qWS4it4xJcXEUcGQu53ABP1pzos21w2QOQUPWmK6TMPxXffYfDd2+7Dyr5S+uW44/DJryO3i8+4jiH8TAf416N8R0c6RbSKzFFnwyn3U4P6H865XwZp41LxFbRuuY0bc/0HJ/QGtYaQbBK7PW7G2W10y0011J2RAyf7x5I/M4qK401ZLjfCzR4GSY3IIPatCT53c7+W557UiIfLC7iwU5yO9Yj5h8UbtEnmS5kC4YnvUc08VlbiW5uEjQHAeQhRz0pREVufMDgZwcAc1xHjW8n1XUrbQYCF+Uzykjv0UfTk01Yl3eiO+EsciBwyvGRkMpyDUFtcJdKZIt3lqSuGGCOcGsfwlpd1pHh1beZ42mMrPhSSuM4wOOOldAmANzKqk9cU+o7W3F3Y4xUc8iopkfIVBngZpyEOu7JHJpXKAHc2Bj8KBFQXkU0PmJOhj4G4HpWB4vvFh0Iwwvk3kiw5U8bTy36A/nW/PZW0kW0R4U9NvBz0zXC+KXU6vbWMbEpZQbiSf4n7fkP1pWHZPQsaTONI0HVNXMYZk2wRD6kZB/Nav6FZrZafPeKcG4BcwsR+7JPPPvjv6VbfTUXwla2cjbC6rK+RyWJzj6jgfhVa5uAI4rYMeAAwIxn1P+fWs3KxpuwGpN9iZ2jBccbR0x6/iaRLy5vIE2jY5ON20ZI68VLJJblGt42VF2cvjge361QhvRazeZK7GNAB939ancLIsa9YT3GjEoM3K5aNf9rBA5/EH8KzfBfhRtOuHvbxQZwNqYOQPeukvLqGbTo5InBR1+T+lW7WHFvGgUbdo5zWyJUnYnAyM9yeAKRg2xiucgdafu4PsOPrTJ1Bg8vP3hjg0yBlyZIowYrfzf7wDYOKZAplZnVdpU7QSCD71LPHI06NFMUXOGTGQRUqqeh/nQMorBKk7Ezu6HOUIzj8RzRG/wBmZyVlKH5t4bePy61obflJIzVd7dZIfKjLR4PBXtQFySJvMUNGVcEdutNVpNzqV2jPHqaYkDhQvmfNjhj3p7SSxKWbDYHfmgQ5/mIwBn3qGeNJgC2FVQctTllLEBl6jqP8DSkxyRFFIA75OP0oGQC9hilWB3IVl3K2etNklZm2IhdWYfMOmP8A9dQXunR3Nys0bFTEn8Pr2FXbG3aGGJSQSB82OBUoNNzPubGLUbyDT7mNJLYIZJUb8l/XNUz4KggkZ9G1W905s5KBiyE/Tpj8K0dPVLq5vJ3XczS7I/ZU6/hnn8a09zKMA59sU0O9tDzvxdaeJ7fw9Ot/9nvrNCrGeJNrrg8HaO3PNWfhbp/+jXWonIyuxTj1P+C/rVrx7qF/bWVvDCwEFyWilUqDuzjH9a3/AA5appvhu2gOC8g81s+h4H6AVTfugttjF8Vavb6Qq3DvLK2/GEx8vB5/Sq817qcltDEsVxGn3wV3ZYE5yfXtXUJeWtsbtZLRZhGuXBAbOaq2OoXV3dJK1uYI2BLZGRjtg1A1bsMht9TjsY5FnJkwcqecj8aw9Cs7qbW9UvbxB5wdI0UnOABkfTJOa7lxG52k4xywqrbDTftGIyRM77ydxILDHXP09ulPQV0TXEjWltlWUMoABI4z0qWCTzYhJkNnuKWSONwCOR3ApUCq6vkjjG3oPyosIeVwBg4qJsSJ8jL1+b0PtSvJIZUUIuwg5JOMHjGP1pJpY4wquQu87FBIGT6CmK4OwWPcw4Aya80sAdd1/wA0Kdt7dbj2xEOP/QRXZ+Jbs6f4bu5EfMjoIk9i3yjH55rG8EWeLuadVyttEI047nv+QP50nsVDds2dTaS41DahIQYx7H/OKzbewZZXV9zKo5PXOaXyLmSVxdFt00pxg8Ba1UDRxN5ATJIHzDisralp2RBDaRJC67Qwduc/5+tUdW0aO6tNq/Iy5OFHX0FbSRn+M/Njk0/bhcHkDpVpE3ZxOmXzx+TDICwjYALj3ruYJRJGCqkDGR71gmGC31U4VFDD+LgH6VsQzDCBWBGe3NCCVmWB98AAc8n/AD+VDYaTA5A5NNaURKzNwB3z0qNWYgsADu5HPWquSiZdqqAAAR39aWRBIo5IPqPWmuhEu4Nj2PSnY6D1/SmISTcsICuAzdCTiqscuoRqRMkcvGPl4P8An8Ktlm25I5PYmgMEA+baO1AEEIkaYkqqgjBGOc1LLuAHy5B5PenqwZQcqwPRhSEqG+/jHagdyMsDxgdfypHhQjYOP1AqUOxUbgpz0OKCF2YA/KgDOezWGXzoWZH77DgNj2ORVme4ltrJ5mH3V9OSe3t1qrY6hb6lLcJbSbmtpTHIr9eO/wBM5H4VHqVld6xf2lrazJH9jH2uQSDKsc7UU46Z+c5/2aLCT5ixarNZwwQRojKqAlmOGJJ5Ofpir6vvGG6+4qu24Z37d/fb0z7VFuIJ5IppCbMXx0kKaPFcyjIt5hIFHc7TxWNZfEm0lZftdi0SgBVMLAgAcAYOP51p+LtYtI9JlsnlDXjAbVUAshyOT6V5kzqT+8gjkHrja35itY07q7Jup6Hr+ma5ot+WMF9AWlPzRyYVifTB61rXcMjWwW3lWFiww2OPpXg/l2zn5JXhJ7OuR+Y/wrQstR13TsGzu5GiU5CxvvX/AL5P+FS6YrTWzue2jlFLTKTjDEAc+tLthgDynhVGSF7Ae1eaad8Sbm3Ahv7GOYjksmUb8RyP5V0Nl4y0PUWUNey2bE8rIuAfx6dahwkh+0t8SsWvCfiO68QfbI7iJYmgZSuEIJVieDn6da6fau4knGO9ZWjWNjZWbtY3AuFuJfNaTcDk4Axx9P1qXVZ5Y7B4YldZZg0ayIMiM7ThjSuVeO0S4rJcQrJGyOpIKurZB981n65GBbW8zoXeK6iddq5I+cAn/vkmo9Hsl8O6PFY+ZJc4LSAlcEAnOMD61oPeiKESLkgruwRyBRfUo5Dxrdid7CyQgruadweo2jC/zP5Vr6FDLaeHogvyyXLmQnHY9P0H61xup3barrl5dW8LswxbxRbcEbeox9c0QfEO+sXittT0sRxoAihA0ZAHpnINKSuUlLl0VzqNXtNb03T9Qvo2huN0qNbRswzGOjA84xwMe5NadpE6wI0mfnAcgjpntWVY+ONFv0Ci8NrIeAswxz9en61s2cnnRCQXCTqeQ0eCMfhSs+qI51s9CRhyCQdv07UNIMHHNSLnJJ4z0qnaXUepWAuBC8SMzKFcYPDEZ/HFPoO6Yy7toryIwzKcMcA9xVS301tLTfBI7HqFPcZ9a0VhBi2hmPpk0kuwRMHLbdu3mkO5PJCLi0ywyHHPNBiaPAI2qowMis/T7OCO6e8R3ZpVEYBY4UKewrSEjuiiQq2eQSo/CmLYmJG75lKn3HalXk5GCKRNyqQGBXpjtRkBfmXaR1I4/wDrUxCbQQcnB9arXlutxaNEQfm5+XirPlk42yA+zDFD5X76ke/agCKKIQWyqpyEH60yIybTuHJPB68VOSoXIb6CmkbTk5weNwoHcaF+XGOc/kah1O6FjplxdsRiKMsM9zjgfnVk78EjG4DjPrXD/EDW/IsE09W+e4I346YHP88U4q7sS720Od8Ma22k60k07HyZ22TnOeCev4HmvU9LZGg1HUlZWFzOY42HOY4/kA/778w/jXhfn4ATAyeOK7zUvG8NloWnaVooIaCBUlkkXG0gYIA7knJz/kb1IXasZ35TqNT1ey0uPfdTqp7Lnk/hXCav43u7tmisR9nhPG4j5z+PauXubqa6maW4laRz/ExzV200e5ucM/7mM92HJ+gq400g5b6yJdP0rU9b85rG3e5eHBlCuM859Tz0PT0rLvUnsLgw3ttNbyDqsyFT+teh+GbO3065wmQJV8uRzySDjn8CAce1d+qQ3dh9nu4IZkUlZYpkDqGHUYI6dx7YqakpRZpFq1rHzvvVvusMenWlBIOVO0+or1nVPAvhq9YsunzWBLH95aSYH12nIx9MVytx8Nb5wz6Rqlvd4JBguAYZM+g6g/nUKquppyxexyn2iVvlk2yj/bGf1p4ignKhUeNicDa2R+tT6hoet6MpbUtKuLdBwX27l/76GRVaCdGYYbrVXT2FyNG1PoPijQX82OO4VV6SWzk5H1HQVbs/iLrunFFn2T4/57Jgn6Ef/Xr0aCW/nbSZ7fm0kQtccDGCo28/U9qsX+iaZqalbqyhmz/EVw35jmseZ7MXLB7o5i0+I+m3mZL2KW2l2/w/MucevWtd9e06XSZ9RtZoblIYS+wsMgAdCOvWsbUvhlp9yDJp80ls2clXOVx7Y965l/h9r1pcxuscdxArAny25xn06/pR7rF7L+WR0vgmzb+0EnYZaJWncnnLt/8AXYmvQLmC0vQVvLSGUEYJdRmsHwvp01jYSG6iKTSyfdYfwjp+pNbzsc8EfSsy5PWyOW1D4b+HtQDtbeZZStzmM8D8K5m4+G/iPSZDNouorKAOAshRv/r16Xvc8FR7Y4p6TPHxuwfcVSbQudvR6nlSeJ/FWgNs1WxeQLj/AF0fb/eH9a2LP4j6ZfAC5hktWJGT99f05/Su/aZJRsliWReuHGR+tYuoeD/DurEmaxSJzz5kR2mnzd0TyQfkR2ep2N8c2d1FOeu1GBI+o61aMZyMr07e9cdefCp4n83SNTPHISYd/QGs6UeOfDhzKk1xCpxkfvVP58/lTsmLkn9l3PQsgLxx2+lJI7rHmNNxzgDOP89a4ix+JEYcw6lp7RuDgtHkEf8AAW/xrpLPxJo+olVtr2NW7LKdhz+PWjlYnJr4lY2wVyAWKnr1pwPTv34qKRXXBHQnoaduUJndlc9c1JY8FSccUK4BJzj3qNREMsrAhunPBpu5g3rH/n9KQiQoSc7s5GRuA4pu1skLg/7pzSvLGvys6AnsTiq9y/2ZA5ZQc9+pHencCZmO0YbkdRXknjORJtfMEa/LbqFz7nn+tejWWrJeJNHKESSBS7DdkY9c9q8lu7iTUdRllVWaSeTcEB3H5jwK0o6u4nvYoxiMSByQdnzflVqz0+5vvnClEP8Ay0fv9B3r0jxF4d0waPC2nQxNJpYEc7IgzIBwzN6kNk/iT2rFsrK5v8iBCVHViOB+NdEJqSuD8ihaaba2eGC75f779fw9K2rHTLrUGXyl2oTje/A/+vXT6X4RjWNZJ2E0hwcFflHt711Hk21pbeZcvHFGoHzOQoFKVVLRC5VuzG0jw3HZFJG/euP4mXofYVf1K2Nrdx3ScRT4jlHYOPut+P3T9FFcva+KtTfU72108RXPmSsYmlbCxrnAPOOMY/Grw069si19fX4vbtgQxkcrBED192x1GNoFYzTT1FGaaNjapyD0PrUS2cSvlEAbOcj1qKz1Gx1CR47O8iuHixv8psgZ9+lR/wBn3uvTmEal9hsBkFbYfv5MfeG5hhByOgJweoqGWtRbnX4bK7WyiMt5et921tl3vg927KOepwKqN4Hh1xJbnXtOsbRnGUjs1xMncl5B8rHqMBSPc11ml6Rp2iW32fTrWOBCcsRyzn1Zjyx9yakugzoV37Afzqb9i78uxxXhi8+zNeeH5S3nWEhEW45LQn7p98ZH5it7aM8cVyfiaNtI1C2160y72h2XCAjLxE/0J/X2pNU8eWsWF0xPtEhwS75CD+pquRt6GTlY6/GPU0qtk+neoIZhNDHMrArIoYc+ozTyQcZJGTipKQsamJAi5K5zz1ofLd8GlPyj1+tRl+eQfY9qAAMy8biBmneYW5xn1x1puM9x/hTXHyEcZIxzTsBIfmOULdsE07acfeG6qkruiHAY4xwDUdpJ5cPkrN5skf3933gTzzxjvSA0A0qnqf0oF5tB3HB9CetQ+Yc9Pwpj7XBJHQ0WAivtJ0fV1xd2NvIy9fl5Ge9cxffDDSrhS2mXktpIBwrNuU/X0/CunjI8xvMTHPyn1qxswvy+ueTRqilJrQbgnAHI/OojiPah+6F6dKmC4wP1FNbOduc5PftQSVRbl3dRNuRh90YG0/Wp9rIABjA4NUNUmijiMAVizAZ28Hn3/WrLJKbDMOHYqACc8ikMrappv9q2bW6PFG5YMRKuUfA6dDxk/pU0OmrbWlvbYBEcW1vmJ5PX8OtS2hYwKroVC8dOn407LC6ZTzHt49RQO/Q4vxjYHT9Le4s38lD+5ZV6/N1/DArmvB1ur+IoZ2j3x2cb3T8/3Blfr820fjXoHi61kn8M6gp2sFUOuOuFIJ/lXJ+FbLPhm+u0BEtxcpahx/cXDNn0GSv5YrSLtBi3Ox8JqjaVLvHmB3YSbx98HqD+Bq74a0+PS5dRspmAjgcSxu/AMTDg/hgg+9T6ZBFa6dGiKVGM8jn8ar6xpVvqkUTTi43wnISAhTKvB2kntkA/n65pJ2VhPcffeLES5Gn6BbHUbs90GUT6+v1yB71ha1HHZhdS8W6gbic58nTrZ8L9Cew9cfmau3+vWfh6NdI0axEuoSr8lnbLuIPq56k/X9OtZdr4CvL9pdY8V3bPIF3/AGSJueOQGYdB1GF/A1SdieW5569zJdXbtGOrEhU6KPT2rdsDY+VHNq73eoSrwtt5hSJQOmW6ntwMfjVi60KC2kaGIGHaeADkYqi9hcRdNrj2rrSUlqZyj2OxTxPYTWUJs7RbK7s8vFAoASRD9+MEDqQMgY5ZVrprG9jv7KG+09w+7EkXOMsOqn0zyp/PtXkO54mG9WU57jFdT4H1P7NqMmmu+ILkGSEHs46gfh/SsqlJJXQRUkz1m3uYrq1juIiSki7hkYP0PoajuIzLGcZX3rP02b7Netbt/qrkmSPP8Mn8a/j94e++tdiTwBXJszdao5bUdOtFicSZkLghi54IPUY9K8YuoDYX81pklFY+Wzd05xXuurw21vbTXM6lxGhYKTwa8h120+0WwuYwTJDycd17/wCNdVLVXM5PWx6F4bnFz4bsZPSLb17r8v8AStlQFj3HHrg9q5TwDK1x4cVMgiKZlx7cH+tdM7g8ZIHYGueSs2UmKZc8YG3sQaGKk5xg+oph56jNLvUHBGDSGOKA9wfrRyOoxSAgZxwfel3kEnHFMBp4GAePSmrGm4kBQW6kDmn5z1A/CggE4ApgNwB0PfmjAwcnNAzjsfpS4464pAHyk8GhFxwDyB1pNi5zjn2pSBjjg0AMeXYCz4T1Y8AVDFCHlW4ScvGwzkN8tEkBlXbKwdTwVYVLGqW9ssMabFUYXHQUgTXQzrXUbC8vXSIu0pbAOCVPHr9B+tXl88XExeQvGcFFwMKMeo61BDHDp9rNNK8cY+80rYAHuaW0Z5oQBcRXEOMrLC3Q++KLA5K9i0QduRjmo5VcpgMS3rnoKsBcgnHOcUbQucAYAxigaZm3ttLd6VcRF8loXjIHfIIFZ1jaXFlY6PpDxYhMCzSOV5EhJYqfzA/CumghEkiK3TOWH86yJ9ck1C+ltvD9kdTuQ+2SYNtt4D33SdMjP3VyfajyKV3sazFIoizsqKi5JbgAVFBLb6rZl7a5BgkDIJ4WGR2JU9MjmktPBv2xkufEtyNSmGGFqq7bWM/7n8f1fP0FSalp66frseoxBhBdKIpUX7qyAfK2PcfLn/ZUd6dw5V3LelaHp+iQtHY24UucySklnkPXLMeTVfXb9IvKsRzJPkn2Uev1P9a07Z90WOMj+VcHrN5v1u9uXb5I3EMfbATr/wCPbqcFeWpErvRF3xDokk1vbX9uOSPLlGPyP9Pyrk7gi0kKTEA+1elaBfTarZgfYpEtCuBLKNob3UHk/Xp71bsvDel2d414LcS3ZOfNl+Yr/ujoPw5rRVXHQrkX2jgdM8L6nrADfZhb2x/5aXAIyOOi9Twfp71q6j8PIbLR3utLklfWLYrcQN0VmXkoFHGGGR9cV6BRWTqSZfNpZHK2N1FrWj217bMFMyrLGx52SDpn6HIPtkV0Fndre2UdwqlSw+ZD1Rhwyn3BBH4VzaWv9i+I7q0AP2PUC13b8nCSf8tU9uSHHrvbH3aS8v8AVbKR49HsvtL3bYJHSCTHLnthgO+BuB65xSepDVnoVfHerxxW66ajK0zHfIB/CvUD6nr/APrrk9K0291VWaCLFsOGnkOIx+Pf6DNdZYeELeKc3mszfbrpm3GMH93nOcnux/Ic9DWjcMtzqtjYIoEcZExROAipyOPTdtH41qqnKuWJKir36nk2oaTrPhLUmjjlcA/OPsrsdg5wDwKu2Hj/AFKHK3BiukB6ONrj8R/hXXeIgBeSb1+Zjkk965e5srS44lhVvcjmtopSWpEknq0bdj470q5VftUctpJ1PV1/Tn9K37bULPUYhJZ3kU+egVufxHUV5fP4ehIPkTPGfQ/MKzpdJ1G1bfEA4HQo3P5GpdFdCUn9lnteD0OR+FJnt3ryGz8Ya7paiJrmQqvAS4Xd+p5ro7L4kROgW9sSG7vC3B/A/wCNZulJBzyW6O8yc5pc8HPesey8S6NfKGh1CJD/AHZTsIP4/wBK2NrYyMMMdjUNNbjVSLAMM4/yKdg9jxUY5Oc/nS5Ycc/SkaDwDnO0H6Gg4PAAz6MKYJCTg9vXinBw3bn3pAeezR+OvDatIw+3Wyc5bD8e/f8AWpLb4nWsQSPV9Pmt3OOUGR+R/wDr16Ek86EAtuHv1qK4stL1Hm+063mLDGZIhn86dwcYvdHJ6pqOmeJdMjs7O8EkU0g89VO2RUALE4PuFH40zwn4dGkX13Kl5JLGUA2kfdOfXueK0Z/h3o5kabSrm406ZuvltuUj0we1ZVz4e8Z6Vmax1GK6jVcEKMFh7ryCaN9h2srJ/ebEel3lteyXSXbElicMeoJzg1utLgIDEx3ckjnaK4OPxpqumAJrmjPH3MiAr/Pj+Va9j400W8nWOO48sycsLj5dp+vT9aHETcvtI09W1iC2vLfTDbC5lvV2bGk2qAzBRnkEgsQCBzjPauytY4ILdYLaFIYohtWONQqqPQAdK5ywuI7y/tisMLKsbTNKVBIAOFAPbJYn/gJrZhm2Sgk8HrUsItGjUF5ax3tpJbSZCuMZGMqeoIz3BwR7ips5o6UizCsJZF3RzLiaNikoHTPt7Hgj2IosPC9nFN9qvFW5uGbfhhlEYnOQO5yep/SpdTj+y3kd4o/dykRTc9D/AAt/7L/3zWhazb02k8jp9Kd2Cdti1TSO9GaXNIBKWmkheSarXF4kMTSO6xxqMszHAA9c0AM1S0ivLZUdtskbiWNxjKsPr6gkH2Jqiq+WCQNpIwar/a7/AFZtul24WA9b24z5f1RRy/6Kf71PjWW0umsrmVpWCh45WABkU9egxkHjj29apA4smZ9q5Y4wKq+HlF7fX2oMoG0/Z4z7DBP55X8qdfzJbWkkrkAKM89K0dCtjb6LbK6Mkjr5rq3VWY7iPwzj8KTFES9s1uUKMisD/eGa57UfC9rL8yK6ydBtbg12O2mGME5IqozaCx5pf+GLuE74XjZO6nINZFzZ3Vo+2SCQDsxXg1649qkjAkAgc1Vn09ZmCn7vUito1+5LimeSSxo2Y5kVvUMM1n3GhWUy/IrRE/8APM4H5dK9TvfDVpcSgi2RW6llGPzrDvfCTLMGhnY7jyhX+taqpFk8ltjzebw/dQjNvKknseDSRarrWjgKst1Cg6DcSv8AhXZXOj39tJta3OzPDAgiqJb5zGRk5x0q7J7Eyi3urjbH4kXSKq3dpDMvQujFSfw5FdNaeNtDuQM3Elu7HGJUP8xkYrj59MsbjJkgUN/eXg/pWbP4eIGbe4IH91xn9RUOlFkcqWzsexRNHcRiSJ45UPIdGBzUbDByMr7EYrxZYNU0yQPEsqkdHgY8flzWxZePNZgdVuJI51zyHQK2PqP61i6LWxSc15nqwUjo2COcdqRpxEu6QgUYOcKc+xOf0omhjliKzjCZz7CsTYdHLG6hkNS/aGU8MTVZYfKk3rjawGKkC55JYA9KQFkyx3ERSaOORfR13CsDU/B3hy9YPLbfZpXPytDkZJ9cVqhgrgdc+1R3l6tlZzXMgJWFGfGDzgE0wu1sUvB2k2OkQ6ktk1xIXmCO82Oi5wBj0JYfhXQ7s8E1naHbva6FCJCfOkHmSE92PU/zP41c3ZJPHFIHua1pL5sQHcfyqwKx7a48ufOfl6EVymo6pf6DqNzBBcsieYSqHBAB5GAfYinGPNoJyaO/nhS5gkhkBKOpU4OD+B7VjWM8kLvDOwM8DbHwMbh2P4jBrn7J/FOuRh5Lx7K0bkSsoRiP9kAAn9BW9b6fbWSx7DJLKqlDNKcswyTg/iT+dDVtB3Zuh1KB9w2kdaikukRS2QFHUms2V5xAwt1VpMfIrNtUn3POB74NU7Dw0Ltxe6xeG/kYY+zplLdfYp/HjkfNn6CpsNa7k66vJqMhj0qA3QGQ1wW2wqR23/xHj+EH3xVmHQo3kWbUpPtsyncqsuIkPqqc88ZySSOxFaqqqIFUBVUYAA4Apadyr22CsrX7eR7IXlurNcWhMiqgyZF/iT1ORyAP4gtatFIEzkr4xalFZW0Uiul5IvQ/eTG5sH/dBrra5yw0Wax1+VgY102NTJbf3kZzllHoBhscDhwB92uiBB6HNNi06C0YoopAJim7euKfRQBEYx1xzURgUksRz0q1SYp3AznsUeTcwzjpWfc6JDcy7nhQ4H3tvP510BXim7OOlUptCscFdeEIGuM25kU9SGOQKxpvDd/byYO2ReT+7OT+VepGIc8dah+yJlmxya0VZoTieQGKZJCjwujDqGXFRPa2tzgTQo/uRmvWJdLjnLGVFdcYCsMisabwtaPI7QxeTxjK+vsDWqrJ7k8i6DbO9+2KzGIoFbHXqKskI7sgJ3DqOmKgt7cQNuLEknJ9KfG8jbmk8pX3HBQHG3tmuQr0KOp30lpeW4CHy2G35Vq+srqD65+lMKRySLI8as68hh2qQzQhgpI3HpxQFxyPliW6HoKo6oBcLaWMYJa5mXcM/wAC/MfwyAPxq/jccBarWAW58SXDnBWxiEY/3mwx/TZ+VDBbmvKpVo40baqjHTsKjA5IHTFEhy7McsMY/wAaaG2B2PGTjFMRPGAq7jzWHquq2+n6pJcS+Hb67KEAXMSrOFxjB2KSV7ckZrZL7V54AFVfDLSSxyXmVxcOZB67T93/AMdC00gvqZmnePtC1d2Ed8qMvVZTtb6YPNbcV7b3Kb4ZBInqvSrOreHNE19NuqaZbXJxgO6YcfRhyPwNYkXgFdLUjQNXurJc58if/SIvoM4Yf99VKsXyxezsa+8McZPPqKI7xdOvR5jYtrggMT0jk9fowH5g+tYcj+KdOQrfaRHfxAcy6dMC2PdHwc/QmmQeJNAuf+JZdXMlrLIAvkXyNC6ntw4HIp2E6ct0d3RVHSjIlkIJzmSE7S3Zh2P5fyqw86r0/OpGSkgDJNRPOBwv51WkkL8kk4OeDioWkycUCuTtKXJOajDup6n8OKiJwucdfSmCTezBG5BwQfpn+tFhF1LtwRnkVMt0h6gism6jlnt3jimaBzjEg5xzmpIjLtIcqTuONv8Adzx+OMUWA11dX+6wNOrLDfxA8+o5qRLh1P3yR6GgLmhRVVLvP3lx7ip1mjbowzQO4+iiigYmKQrTqKAGFOKYYwBjFTUUAf/Z Could you please provide the caption for the input image? There is are some buildings with white and grey roofs . Some buildings with white and grey roofs . There are some buildings pressed together . Some buildings with white and grey roofs are pressed together . Some buildings are pressed together . +593.tiff 50_593 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +594.tiff 51_594 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +500.tiff 52_500 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 Could you please provide the caption for the input image? There is are some buildings with white and grey roofs . Some buildings with white and grey roofs . There are some buildings pressed together . Some buildings with white and grey roofs are pressed together . Some buildings are pressed together . +596.tiff 53_596 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +597.tiff 54_597 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +595.tiff 55_595 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +592.tiff 56_592 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +600.tiff 57_600 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81BLqcNlNFp65YgYkYg4/TvUsa0L99p9lfLtiZF3nAYHnPtWjp+mR2sEbOoMmMBu/Tv+VUtP0YR3/wBraV2VlGB2A9MVe1dWuNOeG3kYOTtGAcnjpU36FJdRlxLIl1tVt8Ug4IxiMjOfrXOajp1wJRcGRSpbJZT1NZVs00TvJcBhsJyNxG73/lxWpYakL2XygCp6YPOfx9OKqxF7jl1maKKUJESiDGSMDpWXcadLqMaXSfNvXd8x5GO2au6pNJFI8flM67c9MfiP0oGo+TYJcMECtnEe3t/nFO1gL95o1no1uXBZvmGSMelQRWFrrEQkU7RjBKgjB/rWpf31oFVLxAyk4Kn+tO0v7GkDCwBVCTjPIzWTk2rlWMiye30a8jsY4pNz8ncOvvWvJoFlcTm4EWCQcAkkAk5yPepUs7Cecyy7Wn6561ooyhQq9AcjjpTv1Cwyxgmt7UtNNIZEBUAgAN6EfpWBYaxcah4gmtp7HEUYO4spJX0/CrWuaxOqGK2QtI+R78cf0qpdXOp2dgLidRuccrgDmi4zopIYnQEKA2c564rndbvp0tHNrF919h3Ajn2o0XxD9tLAxhMZ3c8Vd1d5J4VaCQFeDg4x06+oqOo+hBZ2CXtrAZsFo8NweM8/rzVa5kvLW48qKARo2QZAOw7kDpVPT9VntFZZJEdS2xSrZAyR61Z07XJZrt7a4jUyR9x9etaNMlGRCt62q5VQCx2tnIzXWW4eOJdxy3Q0kV5bXJdonRpGAOMDIOaotqYbUFQDZCw6sec4J/pUSbew1oXr6KF4vuxGR/u7lrk2hN4zx+Y0kgyxOOAc9PpW/cal5MSyMN0eMA4pRZW1yiyMhiAZTt7nPTP/ANeqh5iZJ4c0o2cAM27fu3Yzx7H9a6TAkjKg8kdcVQ82OC1Db1KgfeX1rPTxGpWaSJSfL4IbinuxppIybi0Sw1f7TeShF3kogGd3PB9q0bjW4Z5vsDkIHQjf94A+vvWbqJm1yz+2xA5T70QXv6ik8NabO1z9qnikKRchQvU1TJN250zydHiSP52RceZwM98/59a5Gxhku9RPkfO6sMA9M5r0C7voLWMtOVGAMq2B9faqdpHpjhngiBEjEnnnP160JjaOfsryW71RNPnh3qpIBfkKAfyPQ12LaXZNGI/Ij2gYBC84+tV0j062lL4jQnr7YqCTxFYwTLD5y5Pr25xz+tL0GrLcNWje10oQ2GMxccuQefr1rnNJhEGoKfskkbyDDOpyAab4hupZrhJxKrREdAvKDOfzxilgti+mrNA7gvyC7ZJPTin0Jb1LVzqdxZ6jKXuVmjVdoUcMp/rVOwtJNSv0vEwidPm6gjrx3o0zTxdMyXVwgdsgFc7sVpm1m0qfzGljNsVwBjv70vQCzf6hFp8DZLGRgM4PHH9Oa5x9Wu4CLoXBMZ6IBkH2qe81mz1iRbVkGEI2kDBPHT+VZhj3/wCjWaruXhkcZxnr/wDroSBs6Wwaz1G3/tK4gCAfeb+9/nmqsVlp17eSraSESFic7gOh4xjFbGnWUcOmfZ3jK7k5YJwvPt35Nc5p6WFt4gZbfzWY5AB/HmmI6K402CKMBsBCigsec447+tULqy02ex8uB0ZwMDJ6nB5x+GaoeJtVnhUweX8pPOTnA9sUnhz7N9olLPKrPtPK/wAj+NAzJuBdzo0Uil5DIcsAcD/OK2tOtjaadI6RvmThtvH+NQQWN1cT+VjiQhwzLnA/+vWjPqP9jiMTqDvYjK8FSAP8aTfYDDsE1CPVPIZ22E5w3B/A8flXbxP5KBW+Vu2T1qjZ3lndW6yBUV87snHysfWsHxBqU1rOYZNmXyQwbj/61DVw2Ovjkt7hUeRI3YKO+cHvTLq3F1GI34BPzcA1yunma2sBNvDkjqG3Bee1bGl6wLrMfXHB46H+pqJRa2KTuUtU0SSwgb+zId5zlmwOnWmwTmGOOO6Id3AjPPGT2/U1rX+sraW6sY9h6ANgAjt/jWNqS2d4Irq4kJYEblHQj0qlqJ6HQ2elaUEG2AD5ixU9M/Sq1xYaVCJjEFjkf7zHnH51y+qahcWio1tIRFxhwe57fXr+VQXT3ruylXbcoMjEgKvHBP8AntV2FcvyadBaR3LWtxI0zDPAx+HH1rMWK8e2O8qsoB4Y8geuKZbyXNkzSPIpXOUA5Gef/r1NYW95fvNLt2qABuB5HPejRCNOzke1tVM6JKGXch6j69KhvdRutSdIrTYHwS2zqAOlXGi/svTw17GZFPyrjg49aytKvIHuy0KsrgfKo784AJoA6nQkl+xCK4T5lBX5jnvnFM1RI1heKDy7WY/xYwD7CspdVvNOJN2GG+TPHcH6dKi1S31G9ZLhHd45G4B6L2pdR30NvQ3+xr5Nxcq8nX5cAYPatuW7htYvMYBVIyD2NcV/wjepXGpuYPlEeMnG3r7E1qandnS7AwXAdspglhjBx1NFhplXXbpdSt1aJRuXPI6kfTrUPhje8U5QM2BtJb1/TpWbYzW9jci5l3lJAGUBhgevGK6vSL+OadrSK3MZChyW/i7jj/PSmxdTlk069ku0ikmTzXY7iHGPYD61u3/heS4kjmi28cv6k+3rRqltpkE8UcyyJIzjBVcf55rRk1G5iUII40XbmN2fr7YPfFJgvM5e/t59OuVaRwIwwJAUEr9R3rV0vVUvN9ukZKr0AXG7Fc7qkWqXF1JLJDLtYFgSO2M/Wrng62mXUEmkY4XOAx5pu1hLctalaIsUdwoNpNNjCMDuGfUVcu5oBpP2eeZXcqO/f1rqtS0W21aOLfLJG8ZDKVPf6Vz2p+FYpYXjtWCyscmQt9/0+lTdFcrRzdhpUNv/AMTNrvYinjMfJH0qRtSmvL0NYyoNx+ZWUA4rXht00vSRZX67snnJyMdP61zV3FHBOBZJtVicOT2+opknocMjQ6eVkZS+3kkZ9fyrG0qJ21Rm/s8LtY/vscEE9uaqabeB7NkhEhKD5j1x/Ws6DWr4aiE5A6dCMg9sev8AhST6DZ13iDSo7jSpGWAvKg4OCTjPrXFaNJP/AGjh4mfacEqucYr0uwnjmtxudX5GQvNVdZ0+JrRhHKLTn78eN30HpVX6DceqKcLzLfSxGJfI2AxygjJ/zzWD4ptbqXY8cShcgb9xyD7CrWgXlw1uxuSxdX2nccn6+9a0sltMjxSSgjOTtHT2rFPlY2row/DlrdWaxRNl/MGcg9PqP89Ku6ro9rP5k11EWVO6Hk+vY1rxkCDMLIVz1U8fWiS2a+tpYXYCNl2gAc/iP89KftLsOXQ5DTru1nhNrD+7VOCdxG8Z46d6WHUbeylESKAq/KQTnv1461v6Z4QtNPkaczyF5ARkjGM1iaj4Um+1b4Wzg5AXjjOO9aWTJ1RPqMVxeXETx2vmwMowxHT6g1l26Sy37WNxbsmVH7wjaQPb2rd1K4udIso1C8AcOMHJ46j6n9ah0jVzqiSiWJGkIx5je3tQtAMS5gSztowsiSdQd53bSSecetXIkc6eyKkZcqFJQZz+fNV9d0uYKZTiNSewP4HrVGwW9+2IlvIwQDkluuOTiq6CGvpeoCCRpYnKDhQF5H/1q09Fv4tMiELpukL8rnB6V10NtJNYeSWAdl4JHTjmuak8IXTaoHTEkUXRyfvcelS3dWCzWp0V1bxatYeXKQA2MHAJHt/Ks7S/CCafcNNIyyE4K4OO/fOap6rPJYiJ4jgRgZXdj6/X/wCtW/oGoHULGKR3Qsy5KLxipV0itGzH1ex1A3kItYt0ZyCccL7nPfmr1ncLp9on9sPGJcD5Cw454yBXRuyqpLEBe5PGK53xDocd/b+es+3HI54I/n2qk7g42N601SCaJWglQqR1HH5VyetQ395+8s3S+gLbWVckgY9Kz4ZL6WHyT5aOn3YjgZH1+gp/hlLqPU23Rsi9flbP/wBYU7WFzXNa88Lf2hYozoVmjhCIqqF5z/kVFp1prNnexxPbNJHJ8u7qsY9Se9a+raveaYiSLEHzjPzdF9elVF8YvHPEk0ZbzCQrJyM49qkqyMzXJb+0ukju4hNGeVxztzwM1jzWt5f6gsLpIYAQTJnGwduT9a9IuE+2WpPkhmxkLgHP51wd9qerSRzrHF9ngjABRRw34U1qKSsdjpZiSKKBJIpImQhmLfNnGMYxz3rnNUtIPDF1NfI/mK/EcbH5lP8AhXP+Hb2+Ouxxvu2s/wAynoPqP89a9Vu9Mt9RtmgnjR0cHJIyRmkNK60MPw7q0mtW7yAbIwcKcjP1qHWr19PDTLGx2nn0P41tWelwadZta2xCLzg9x/nmubu3uXe9tr63ha2UfKwJyRRZMbukUITF4niMbsEYYBdQM0tx4IZbQRJcmRRyvPT161Lot3plm4itkJeTlcn15rpruy/tS0MfmtG/BDxkgj3z/wDWp7EWuZGg6Bb6fF+8nSc+gPA/z/KruoaFBc2paKFN3JGU5z25z61R0/Sv7DuZZ5bxXMjkbWP3eM/0qGfxJcjUfs32UFA2Mq3A780td0PS1mWPDOjXVhI8l7Jk5Jjw3b3rS1FbLUImtZ5mToCmcY4z/KrVswmgUs4AZQcY7Vx+qWuoJr8c9tEWJIO5flB7dKE76jeiMm7uLyGQwtIWUMA3OGx6d/U1NYJPHdvdSSeVCB991PI6c1uXsWjw3CX1wTISvGOQf89al1KF9R0cS2cCzRyrlARg4x9PrRdE2Zm2HiCEAW1okcY3fdxjcT6ZrfSaSaPdD1x0zXnlnoOoS6o9sqbJF7OSAOOtej6faLbQIi4BABbBz+APpSkkgTbOT1bxNfwXS28ZG3GDgZOe4pW8QahAIvMErQuQATgvj3/Gusn07T5Q7vbo0md24jnP61mXF7pn2vyWCkA7mOcjqOaaasNpkl2LW+0+OaeJm43KGOCP8/0rjZ9ZgsLp1slAPAYkn8TW/ruuW8CCCKNlRVyVGMHnNcleWP2sCaNNxlPyhfT196tIlnZaNqkGsERXEZkdQSVA4H1p2uLHo1mjabaIFLEkkFsH1+tYfhCGQ3obDIqnbtC5B47nnAr0AqGZtwBU/eyMjtWbumUtUc1pGrXc9qlxdpsQ8cDAq9Lr0ULqu4Hk89M1q3ltG9uIYoYvKIIKYx/L8a43+w5k1VUdQkWdygDIBosh6o3NXtdOvrNLi4cjdggDJ5qvY6zpVhAlrDc/dGASmPwp9yiz2D2rSoJtuFyMfjXHWuk30VzIFtnlA9ASPw/SmldEt6npQu7e4iEbsSkhAAHfv+FZuuavb20f2FJAj9AVP3R/jzXBhNRS+aLEvPJAJ6jtn86sx6He3V0UuY3RW6ySZ+Ue9VZBzMtaVpF/c6itx8xjR+WDAfh712E+p2umXUMMiBHfGCvfP/6qxLKWS2vk06EqYdhy4Ygg+2B0q0bKWLVIxPE91FK+VkbBEfHr1oYId4qtrme1hu7fewB5CtWRaXdpNczWpjVGkwZGQkZ+hHToK9CieNoPJ8xQdvHSuYk8J29lP9tiUuzfwjp/jSvoU09zorOQiNVXB44weameG1EZllURgnLdsnrzXm9vrt7a6skCpuUkDHXv7V3uoB7jTXUgsSnXoaVtRqV0QrPoy3TS24UTA43pjk1fS9dpV/jRyBlf4eO/415Nc6fqNuWaDeVJ3r689Tn3NegeFnlGn4uUkjkU4HmDkjtzQ0EZal6/1WC3ikDOoOdvUf4/WuL1UyRXKSXF3G0LnbsHp2rf8T6U1zZy3UcgEsaknC8svrXJ2tzFPp5FxCPMi4DOSzHHtjAqlsTJu+po2HhUx3i3JlEaNyqg9f8APtXSS63p9u/2czdV5A/r+tc9BrkkFki3q4bn5AMYHrntWLeW6PdefFI7LNwG9Se3Hei1xJ22NvXNOu9XCS2khfnqDzjGRx0q/o+k/Z7X7RcxxrMI/LOB2yD7c1BoIvra1Y3G3MZ4ZhtyKS+8RD+0WgCxsyhfmGRkkf8A66TvYatua0t2bWMSHLDB46YH+RSR6nHNE08bFiDzgZx6U3yotXsGQkqG+6QcMPfNZsVlBokcylTcln58xPu4/nxnpWcSmyvP4cheGRlupJMOXCnqBjtTNO8ULBF5U0ciGLgqw6D/ADioY9W+wW23zvPYHHX+Ljj9evtWs9haatp8LTRQwvIvzEAZOcHr+FPpqT6F/QbyPU7WW5kt0SXzCARySPXPatIhWfBB45GKp2Npb6bapaxyD5R7ZNTxmJ1aRBnAwSRgjB6VM7lxK1/HJNb+VbMobvzjtxXN2/hq4sZnvLmVGVQckHp74PeuolVrjctvPtkbgdsf0603S7bUYbeT+0GRnDEIV5JX3xVQukS1c801q8uzdvvy+z7rAYyo6ZFQ6feXUlygGCzEKD0x9K9H1Hw9aajcrNJxuGCRxjjAqLRfCtppk3nSypcYPygp+vOcVq5IizItDS0Blktmy+Ns23oW/wAal8Qag9hYeajFTj5SPX0P4GovEEcdhakWYNv5khkZl78dMe/9KzbS4/4SO3EMkThFHJz0Pf61Nuo79DM0zxLcmfDs7Achc55rftvEMeoTGJucAj5lGW9qhOiaZp9jcM7EFgQvPftx61zWlwM3iCNYGdVDcN1z7UWTFdo19VsriS5V47hUhJ5A7ZHWptN0y5uZYJ1vpTDHlQqnkc4/Kr174Z+2SrK146KOq+oqK2kttNsp7bS5HYp8zeZ17ccfjR0HYktfELDXPsIs1b5tjSFSpGO/5CtPxFaPa3H9oWtsTNs8slT685x0qpoF3HNbPK0QNy24DCgMTg9yaZbeIrmO9kTUIZIUBCjeD3OP6UD6GFojtLqc11dQKWhO0txx/TjFdYb+T5RaGKSNxl/m+ZRzyO3T6VzviaS5gmkMEa7HySuzGfrnk/lWXbXskYjtPK8pplONnqaom9jQbU4zrAma62AZBXHfPWumHiG0jt/3jMwHU478Y/lmqcPg3dYBmdRdEZLDt+Oaxbjw1K7myhnZ5VbO5wMjP8+9To2Vqjp7PT7Mh72yQPOU3JnG4Z/Sk1kzS6UkDTrb3UgBIeQL+o6mr2jxQ6RYQwXLokoXDMTkn/P9K4zxO9zeXCtZSGaMPhQvAz14HWhA9EWdPlk0uLy7i5hmZj8pY8Dgcc1bt/EizXIgULuB+ftx/LmsKx015tNknv2dSDtwwJxx6cVlGCRZkaCNSVfOAeuPryKdibnWXuuPcvLYh1imcYVsEZHsf/rVydraXqX20uowdzfNxjr1rubLRLe5tY7i7t/9IQZ4PPt7VwWt+c1++5WyrBTkYAx6DtR0BneXFnBqFgqIBI7DqpHHv71zU9q+i3Eby/6schSMDg+1bvhSGRbMvJgOVDMSMH25pL2DU9R1KOM2qwRhNz+aARjPQe/FK9h2JLHU4NYlexnjbaFydo4/OsHVdPWG8UwW0zQrgCTOST1P9eKXUJ9RtLtUtrXaM7GaOMgMOx/I1rWuj30+qW13JOEhUbime9AblrSrS8tyNs2bd48gsuWVvX09a2nhhlZTKqyDAGcdW/z/ADqSeRFjO0gDjlRzmuK1vX5UnkghdY0J5JGPT0/zxU8tym7G3e+HLK9bzSmGDZyp25+vapLmzgttNLT5YxcxjBOG7cCrf2qOGOFfM3jaNzM4yox94+vOOnrUGtWlxd6fJDbzuk6fOoRsbuoGeM4qE+gHGW13fNqvmMDGFTeUwf8APQfpXa2klxLphZotjOPkDAZIIGM+hrl7aW8s7aKe7tlkaTKB26ggEncT0zjiuj07UJ3kEN0yI8i744+jAD1qpbgjDs4tSTXFlIkC52naeB/kcV2KNK0IR5Mlh1IoVxtAIUH1xxSBg7MsYAAxwOOv/wCqi40rEMscsUaBVLtkBvn2/U/4UyMqGIyGCArkH6cVU1C8ubC5eWcebbMypGkYO5PUniobvVYoCRtBRiWLA59AR/I0OLvoK5utbWV8hSTBZvvKcZBPt68Vwuu6mthJE2mSgWuflCDG0jII/n+da+hRR/2nLqcdy7LMThD1BzzzWhrOlWt9HmWJQgQsGVRnNaIl6nJR2V74jhSSKblSS+5j26EVcW6GjzRwJbq7s3+sbHynpweaWXVLLRILg2W6WQDlFwCOx/DvWdqGt3E15G0gjMAG5GQDBBGM5p2uI6sXswspHnKeYrHk5IPPtXNWV20N9PPdQRrb4+ckckZ9O9WiwIhneYBTgMqDAIxj/Cql9qlrfFbB7XfEjbVkjOGbp09sUrA2dnpi2joslsMRg8H/AAq1fX1ijJHeGGQDBVJMHBHQ81nrEdP0sJBEWVU+8TyT+FcDfX1xcag0Fwm7Dc/w4A96Sj1L5rI9WiFnfSed5ET5UDO3JNVbnw1azXK3VqsMcytu+aIEdOmBiuV0TX2iuYrAwYkxtAXkH9frXaHUYLNsXD7GPJJPFJ3Q01JalrypBGFbG4DDccZ9RVCHQrNNT+3uHa6xt3bjjFXEvI7hhskRlIyFz196lKA5bPbr3qb2Lsmef+ILe8k1p3h3zRxgtw/3QOv/AOr2qt4Tsb+WaVplkC7+pXjPXvXej7Ba3DuwhWVx85KjJHufxp7XcKplNpUEAY9+lVfQjl13Ob8UwXJ06QRufmPYdxn/ABrH8M6NM8TyXO4OMj5lB7fmDmuua9td7KznA6q3b/OKIZhMzmMcqSDmk5vYXKijDLJYWYgublTI2QZExz+BqhNolzc2omtbiK5ucE7wiru5GPX+lZepTw3N+JftR2KCrqoy+Me9aXhg2y3Rltb1jDGmGikPOc9apN2EzU077VYadAt7EscxGG2qMAD+tSHVoZZERcbweh5/X8aqa/ZS6hYoLeUksT1GCBWdpOiTWDLcTXJ81FKbAQoJ/Ec9alxuh3sTeKrq8IgS0IALgblGcHpzjpT7yW5itlVJIzcD5R85GePbHc1kfb9RfxALVICo3bnI/n7cY4qTXY/O1GOO1uFEucgb+PpVktlC71HWrCMSSYXdkNGEyDz6/jWdfXrXwjmliTzTjISPjH+1+tekQWsc+nx+fHHPMqDOOTnrxmuMD20niIRw26A5IcgsM+ox0oTQNHQ21zcwQfarhEhVWIbMYJZMDGCPfNbMUaHMqoAzAckYyK5vTdTm1CYRzTKCH3eWQCpGOPcetaV34n063uTavLlkJDkDhOOhPc9uKzaKTRalMZn+aJfMUBs7eQOQD/OorgxwBrkIrPjBPfbWfFrNpNd3Ey3Um0RgLHIML16gYzzVgX8EmyOTKiXiMkZB9vr/AI1PKF7mO/iO5JkaNEZIm2nAPH1qpH4lmklmCHegXcq5Clz9T07VbbS5r/7TG0P2V0bj5hluOvSodN8IxxXgcytIsZ5BHysfStEkS2zT07U4tUQ28hfp+8Vjyrf3Tz2zWZrWko9szWshOG2oquTkn/Iq3rcUekadJNZWwillk5CpgE9Scj+tc1o+o3VzqKvI5UbsMoXIHPpVpE+pp6NBcWEDkAyyKOVU5xkdx6dfyrZi1pU0/wAy4hkEhG0K2Qce/IpsmlEedewOXUxgbQAMn6HFZtjo0msK7XnmRbSQEB96TsNGbLpNzfTrNDE25sMBwAw7Aepx+VdDaeEYYbMXk0odSgOGjyF75681XlC6KoLXLq6ZRMjI2569/Sr2j+JIr6dIOBGWwC524PbgetO4W7mJaaW+otIhmUqoIAjOB3PI+lbdhoxsbQSpHFcXEa5jMnB46c1twz6YiyRo0UUzE8JJnJPp6d6zYYV0YytNdmVZOiufuH2pXHYW11cLmK8lSKfZueNW5UZxXOifSn1R45V+XJZcnkt0wTTb+502+u1mIZXiJYt6+3P1rITSb6e9EkEUjxlg2EU8jPpTEdfaWkttfQ3FtbRtaSNtDqeQOlTeK4ItsEY3Bx12vgn2ORW7ovmmzjjcEOqYBdMHpWF4psb0I1xDG0zPxhASF5PpUp6ltWic/oVxdprYZFOzdtI28fga9MjkOwlhtOMcmuL0m8k0nTUur1FG7gquAQemP0rfS5fULMz28wXcOABnNKWrCDscd4wa7e/JRvMAXJC9hzxWpoZkjsAs6uQ+MK3QmsVlvp9b2uu4ZwTz+Hr/APqrVuxcxuIzdRBEIyrDt2B9On+eKp9ietzH1eyvW1aMQE+WzcMvQDnP0ruNNsp0tUiuHUuQPmwRjvj61RjvbKEJ5ssY3Db16/5zWl/aMUEe4nIHp+ntSY0V7zwpZzymbdtdsq4CYyD6Vg6xpUmgWATTEkcu3zyL17f1roLXxXp098bVbhfNIyFbjNV9R8VWVpdeQ0YLHGVYcj0NCuNqPQ5/wjcX016y3AklAO0MwJ2/X0rrr/w8l9cJPHcSxOjBiATtOBWZe6i2mwxSWVpuWQDBUcHuc10NpeNcWiTkAMy8rupS7oIpbMl8iFY9zRqHCgZUZY8Vyk/hUXGspdiUeWpJ298//rrR1m9nh8tY4sLKfv4JwfXA7Vg2OsX1td+TegrvfEanoPU5pajk0dHpunrpbyqrMwkcsQT09gKo61A9gJLyxskmuG+8dh3dz1H+eKw9W1uWPUlniuJGWIjdCo4z9Qe9anhrWptTklDptEeeSeT7Y/Ki1txXT0OZuLz7JHG9okSbkxuXluBjHPqOtO03TYNav0a5naNpQMhlOZFAGCD24B/Os1BLcbYQxIxySpwc9u3tWnqWoT6VJa29oAkeMsRg4GMHHvxVGfmRLBbanq8kFqpgjywRt+C+OOmOea1NNm06yneKW5HmwttJbI5pvhGFTPLdvM4kGAVPQ56H8efzpNe8PzyXM15C8biWQEoBtOOAcE/Tn1oaTHcZq7R6reW32RiVLbWUPgOcg5PpjHX2rpNKhksNLERVpZQcuN+7qe2fzxXHafp97HqDJHgbc8bRwehAzXbRzm1sd4tpJZPuhEByf/r0mraIFrqR68bJNP8AKuJEjEgyQz7SQK4NLqPT9WSSNgInwWUDK4P09jXca5p02q6ctkiYD8M8r42HrnA715qkBiuAj5IDbSSOuD1q1sEtz0iPWbGKyE8syLESAMEnk+wq7AqyqJoHZE3ZJC53D0rj9W0yX+zo1soy+0jciDcQexI7VtTzTaFoMa72efywxRhkD1H+fWpcRplzWdB/tSPYpVFUfKR3qpofhMWG5pSkjPnK9vzrmY/E+oSXQlOSmf8AVjhcDn/JrWsPG7fbxC6qISMEDnmnqHu3Lsng531H7VDKYogwYIp5Htn9aTxTpsjiNreZSwwpDEYPHHuTVu78WW9thdnyMvI7jNcvfPd3IeSKQSwk/ONx478U1cHboW7jwukka3AbygMeYqHd9e/P/wBatHQNds2uWtokYLGDtJAOB/P1NV7q/wDJ05IkX7hGec8Y60/w4NOnndUgZZDy3JA9+tJgtzqrLUbe7kZIZFfy+DimanrEFjbvNKx2A7emTmq1uNP0sSPbIgLvtk2nODXEeJ5p7i9MmfMTHKKMKPwyfzqUtS3JpFrUdehvpVjntmliJwvVQa6rRvIhs4hEmxFwQp5x+Ncd4bsWuNrzQsdnADH+ldRqs72GmNNBHlx2GPlH8v8A9dNrsQn1NgRQoDsjCM3cDkj61wPiuO8fVRboMAgbFXnI+tRaf4mnW6Pmud3AJY+5rsbK9stb+URK7xnIDr0I75p7D3POr2xls54luQ8ZIVtrZ5HselaM2vzWluI0JdCxUhuSB/8Aqrf8YCSCNXjiVnHdlU4Ax04ya5FJrnUY5WdHby14GOKaJ2G6dC5uftiyqwGcr/Fz6VYiYajqYEkJZt/3wpwOaueH9PurW6S7uID5IyGxgbfUEdfWtabVbKztpJtOiDu3GdueaBHYwLG1gqfKAB14wPpWBpltrUGpSia4R7Vs7QH6Z9u1c7f6xqrwwybyFYDIXgfiK6HQprSRZZIZcTyY8w7uMgdQOlTaxd7lzxFdTWml+dC+JUYYJPy496yre/W6sRJM8Mt0Bn92cjOO2eaua3bSnQzAZJ52zyw4Ld+g+lcLNHJpscXkxFdy7mR85H401EUmX2vnt1unuIY9+8AF1AK/nziuh8K3bXccjNbLCAeCBgOazLaQXsULNZJcIxPmY5fp0q7rWoX2kQQJEkat1KxqTj/Zz9DihoEzjY0fyWZTI53EBNh9c8Vd0uRrqW2tLsyzWz4UoGJAAA5wO/H4V1lqNJntHtoCFbJX5gAfp/Oov7Nn02zZlhTcVC4RskD6n8OKE7itYr3HhiRWjjsLkRwltxEjksTx04xWpY77KfybmeAoq5Vf48epFcpDrUsdykZlkYg/NuOMY4xWnqa3M9sbizBa5dQHkgPzADt9PWk49xp9jel1CwEshhQPMuZH29W4J/PiqMesyz6aL2IeQ8qnAdgQp5/M8Vytub2BJrpon2J8pYLkE+5FdDZ6PdahYSQ3XmJGqZWPZgn0Of6UWW4rs0tL1uP7E4v7qNnXOZG4DVj6ZqNu0kwuoIJzHKSHVQQB2x+VVYPD2oOtzaQY2Bwf3gwSvTI9elW4dG/4R/Q57q+UMXYADccnIPHHSqDUzYtXWy1m6ntC2bjJ8tzxuz7da6iHWNPnkS3uQjy7QG3rlf8A61eewp9pvo4wQqbgFIAGPr611v8Awh8lw8NzBIkI/iBycn1/QUOwJnQ32i2Woaa0dtDDCSOJAvr7+9ecXWmzaVdiJVD85Lr0464NeqaUkn2d47lEBVyDtHDAdCKnudKsZo2D26LlcZxSUraMtwuro4JYLPVdLMVssRuscpwAOfXHPasN3udKneFj8iHBjDZGR/nPNbg0eWw1PzbKWJ7dclmXjaB2xnmo/EliilLqW4V1k5Izgr3xjr3qjMpyCa+tVkiZwCpLELnH41fs7v8AslYFZ9zNna23n/63Ssq4ZDbqbeaOISDDeh9j+VdToOjxeTEZhHKcA5Izn/61JjINUspL+MiNyJNgZWcbS34j8aw9N0zUUWcSDEhX5Vbv6/yrpfENhOrxTBlWCNSNy8beOBj0rm/7X1A3qRwtlTIMGNcjP49f/rUdAOz0mCSHT/PuAFnwDjG3oK5XUtUhk1lyQ+zdjy9/ykjtgdq722YNar5w3OQMg4xkVmXegWd7cvK6R8/3VA2//XqblW7HL6rptktl9oMbQu/B2tkdB7e+af4MeZLhikqmADDBhzT9RurK1SKykUvGGyWB7c1s6K1las6QQ7I/vea/4076CW5D4h+2XTB4IWHH3uMHHP161x13efYX8uLBBGTzznOfwr0y8vIPJ5dRE2Rn14rhZ9Ihu2uri3nBijBK7uWJ69h359KIsJGz4UvvtEMsdzkFsH5hweMf0pl/oNzBfZ0uMRxlvnJxgcds1z2kXV1/a8SJIygnbz39q9Phkdo13Z5XtQ2EVc831K/83bYSIcx8uw9P84rP0q+uYLgGEMSpwfUCvTpdA0u6kaea2+Y9cNjNYmqeGrTSbae6s5HBYYCdx+PftTug5WiS28UQxhFlXLHAcHj8at7dM1ONHaNSFYNuc9PfOa4/TtLudSmUTRsVDY38AnvzW9q9pJa6aI44SMg7nU8kf59aVgubdrDZujJBBGo3Z+VRx3qXUraKWBnMSFkGRuGcVyWhSXVqY/KtZJS7fO7dVB7n2rp9Qv49MgWaQySNM21QOQtQ9ylaxy8lnZ6dfxoUYYCuxlyRurW1u6DabuZwIimRIwPJ7ce9XL+G1vrXyrpCuWA6jcOcZHXrRBJp8/nWSRl1iIhdNvy5GcdsHn0pKVwscjp2gtdSK6BWCsGbdn5hjI/x/Gtq5vZ9P1cxT24W32qIXjAG/PBP1BPT0roRFHEAkSBVxtAHAArH1Owhur+GVrt4HiOcAZ3D69KvmvuS1ZF2O+EdsYgoPlpwhHX2xXP3vid45iqYaRXwDt4z0/x7VX1DUfnKQJvZcgg85/CmQafaXskDPN5d27cIy5AOMnNOwXN/RtZuri1LXOCqvt3BcBhWiNV0y4/czSxShusbYPH0Ncpc3s1uG02LCEkLx37Z+hrMXRtRjnachtvLbskH8utKw+ax2l6NE0opcSW2ZHbYrIgIA/DjvSXmr21rpzvAUKjorDGPwrEg1dVhksJGZvn2sjDHzc9/r3qxF4UBileeQbHXIRuQv09aYX7C6N4knutQMMrfuyVwRjH411F/Ix0+SSElmAzhT0+leWO5027FvA6TKmDnA5rufDmpSXikOwYquCAPu/54pNdQjLocFdXd5DqDbmYZbB7ZHT8qu6lYXbvCWEm+bDrubcAPY+1egXUelTxrc30CokL4HmLgZHGfpVuKWxMZjRUxCMf7oPpQpByeZwWmWFxtk82KF4yNoJXcVY9z9DXS2l6lhaRf2hLGkkfBB+UdeD+v6irbyo96qQPbfZMF5gD8xfsR+Vc74jnnKK8cTRRjPDMpGSecU3qLYo+JNdmmKxAl7WTDDjofarXgyBzcTEQgKB8rNzxWfojvqD+Tdx741IIDYwOefeuvGq2Vm5ibyozzkjAobBb3MrWrjU7O7doEIj7yKePpk9KydP1m7fUFVpSFLFsEA7gfX36V0EEr60Z7W5tlFsuPKlPG/wClVtY8PeTpqC0jjeQY3MCckf8A6x/OkrbMGuwo0Sy1uRbkyAEf8s1wav3Wl3C6e1vYzqAgOQw4A4659efzrP8ADmm3ltCJFuANzHepP6D3/StrWYZpNLYQuA5GCxcjrR1sPpc4Vbtyr6fJIWKtnzA2cfTHatLStJ2O6/bT5YzvKrgfr2/xrAFndQag0SghgdzFDjjtg11emagk7fZQv75kJYt0xz245pslEGqzwWylrWSPzPu7SmS3fr6966DQ2uvsMTXKeW5AABbOf85rlZ/DzQ3yzyyxlHk4jzjd3wB+FdPDqtvHeLZQKV2qMDbnI9uaTKW5urgHPA7H86ral5cdrJJLIyxBQG54A+lOF0qJ5jYVcZyeKwfEWsfZET7OcHqw7Nxzx2qVuaNqxYsLcfZDdtLLIzfONwA47Yx/nmue1LX764umtIFBUHIXbk/j7VtaDqcuoWgVizqcfMOCOmatFbDTZGuGjUSMcKMcsO5/nTvrYztpoc9a6TqVzZpNbstu27Mi5xu55NdgY42t0hlUMAvORn9KrRXkN2m6IEgZPQjAzTk3yl1fKgEYYHt6VDlqUlYgKrHMHwoY8E9yvpVD+01hiZlWTarblb7obOfbp1/KrskMU8ZilXeowMn+dZstoZhPDBP5sTEAwMPljAxkA+vf8amNhO5UutVjuGiVrySLBB2hQQSO5z64rWnQ3cJeFy8oT5YxgjPr/k1gyacbWRppYQ6KxAQjjjv69uK3NEuoboloQqEncwXjPFaWSegk77nEmC6W9VZFI8xsttPPHFdnoahIwgQ5QYBZeRnsadceHTPdi6N6QAeYwOoz61ZlguSr/YxiXaMFsAN1GP5USkCViZdO02W4M5t0aTPLEkj8q0FKRgvM4G0554/yK5y30zUXmFxIfKuWBDbGyucHBx3OcVpnTbh9Mnt5b15LqUYVwdnIxgdx9aS1KRTv20P7YLiQ/vFkPzKwPPv+daRWDUrDY5J3rhthxu+hrg9P8MarLLHZ3UE8ULEkn+FM9z+Vei2Fh9islhWTftGAxPWquKOpwdx4MniuvMsmE8W7klxuQ+//ANarNhfxabPO20YSQxFwSNzADOc9ec/nXZ2kXkSTyoFVJGLso7N3/Ouf8QaQbueyuVgBt1+adlbGMkdu/wD9c073E421FtzaarftDNcytJJDgwkEI44O5fT/APXV59Jms2L2z77dgA1u3XsOCf1+gqfTtEWz1OS8MplO3aiMPuD2NP1O6toxOrTNHKybdy8lRnHHpjNK+uhVtLs8/wBSgvPPJR5FdSVePccIDgAZ/GuiktIpLSGyvpdty67UBbvj/wCtV6wuLS0jjhjuBKQM7nfJZu/NXZ4YLlXRWCOV+9jO0kdR/wDWpuRKRwd5at4dkCoWO8ZZge4GD/WrVhpg1zTzLLM+c4C8ZYde/wDSuk1i1jltbdXtzcIeGl4yox159azdUmOnWiGxgJgXD54yp9R7YOKLitYy45dS06cMoZLON8HfjjtXQWfiK0uGJLlX7Dr1rCvHW+0gPMrRLt+UM3GfT3qHwzZwtduVlyRzg9BRbS4HcrcQWlvLcSMsUQO8kdCT/n9ay5PE1oiYd1lU98cbc/SnXbXTXkdjHGcPxvC8Vz1/4auEviqudp+7wO/Qe1KK7jb7GjcanYi4328COkgzvU4CjnNLba/py7NkIVnC7tvuPU1jafot7bl1uIjhW6FCdo/Cql9aJp14n2hC5Uk4A6+mR2qmTc9A+W9gBAGecZ5/LHtWVZeG1gvftEs5aQkkDnHB5qbQpo722hlKYZfmVQcYPTJrWZvkLbSdoOCBWexe5zviq9SKBbR4QyN84IO3HuMc1Rgu49Uhxc7iUUYwNxP4d6mvLkyhoJmivJSxOGGCq9QBR4ageRnea2WONCMHHzHB70+gnuXfD0kEs00MKOvl8NkcZHH61c1HTVvJFcgovtkAnjqK1ESFFAjRV45AHWkxJJcOT91TgKTgH3qW9blW0sVrbT4bOMLGrABcHBJHtVmNUJypypPH5UGUYAUgKBnGelIoUBQpAGcDH6VNrlLQpyRyOmFJQsQcjioLmO7CebA+5wh3AY4PXI7/AK1dLgtk5x0I7U0vHJJJAsnzj7wU/MoPSp8xGRp9vdalZSpqO3B/1ZUDcvGc1Folqmm6vJbKJHfacsEwpHB/PqPerdg10NRcSWhit48iHHHfGTzycVtxSBTu4+U4YqvJPfitFoTa7GytGZNnmLuwOD1x/kVmanqUtlpzyRIzE/Lgdvxqhrmn3738X2MlhKAAOQQD7/rWPq091b3P2G5QyocbgCfwzmqSBszYtdvo5fLE8m0nkE/pXd6Lfy3EJeYFMcgnkY+p7Vh2vhGO8G9ZDFGD8mVyR7Hp+db1rYxLpsltAWclSFLZGPyqnYUbk954jsrUNvmRpB/cIJPrj1x1p8uoQG3H2hz5chC5zy2e3FcTPpd2zsXkVoIeJHZiCvHr9K3nieFfsxdMSQqLdHJ3M46gkcAUrIfM2VpPEJ03dbWyKtvHKUTeCS3Pck57+9dBE0t5pA22Uc3mMC0ZIA9c59RXNW+j3H28XF3GYIgpd0GGVe/GemMfpXWWV1aiFTA26JQAkiAYYe2PoaGEddyrcW+sPqCSW80CW67cDHLEnkH9PzrK8WT28sHkpt88qWPGG44/pW1ZrfW19dBvKayJLxBAQ2Sc8j/PSs5bB9VuZdRRZf3i/JDcRgMjD09B/PNNPUHscFp2qSpKYS+Vxhd3Y1uPr1w0yQNIqKRtb0z/APqxVay0bz9UlSQBmhkMbmNMjvyazr54zcqpQxGLqu3AHbnFUkmzPVHf6ZePdWkqwxq4ThQOOg/xzXKXmuXh1JRNCwhWT7hAyR2ye9dH4VKvpilY16YJHVvr61leK9Kv31KGS3gdosbgUUkD61KSuW72JdWIu9Lj8q2cAgmQJjAOao+G4JFuW2xtBk4IIJ3ehresbuyS1tbW8dPOkUEIV7461qCWK3tTsZEGOMkZPP8AKhuysFr6kWpWk9xYbElMUq8gq2OazbfVY7axCTTmeRCNz7s/j+FRX12NVtpDa3W905bbx/OsaDw7fR27x3PyrI3ytk4z9R7UJAzZk8VIgLRLuBPDZ4AxjmuY1vVI76+XapJzuDY6dKW50S5jjbeD5KfKmQeKisbNo7iP7RiQbxjaefwqtibs67wvp72tnl2LBvmUYA6+tX9Ru3htWkCssadQVPzAc8VbhRECrtK45HpUOpLaXjhJrkxnBXglcD6455qFuX0PNrF4rnWcyb1UscDPOPevSLMrHbYjZNyjJx3rEPggKHms51eRclXc4H6VQRdTh1eJIbhHjiG0srjA9Tg02r6krTct33iGZZpLZGCSIxZcjrjt9a2tHvp7yyE08JjdvUYA4/lVKfSbDW/9IjlJlYAErjBI4rdhskS2WAsJEAAO/wDi/wA8VLKVziNa8Q3MOoMibgEG0hhj9K2vD91JNArySLtbn1I9qdfeGIb++MmY4k53FSOv07//AF60bDSbOxthCEWQn7zjjJ7dKHawJO5HYy/bbFZWPzqSrHGMn1HtVlAm5mVBuI+ZivJqKe4SC3LsEQKo5JAA/GhZI2+dW3x5HzdcdhWbGSKrFsKCADwtQXqXReMW7R+WCC6N1YZ/Tpwamupfs8e4yKmOTn0zzWVafabq83yj5A52OVwQvOAOOvqfqKYM2Y7hJEVXJVv4l6/hU8lpb3L75rdWKDIYgYYf5wOa46HX4xfvBjYhYnz2G08DuPbp/nnoEuo7URPcXBkbbtUycA7vb04/DNUlYFJM1pAYozLGuWCkKvY8Vw0Ov3X9rNaNbeWrPs8tlPysxrrrfyb2VbhHaQbGj3eYdoBxjp1+vWobCO8DXD3tskUnmfu5I8PkZ6/QD8/SmD12HxeVaQiKTHlkbdrc/ic9ar2tna2n2iaGaW7d3yvmvnZ/sil1eJrhJkaOVnEZZdinkc8Anjd/9asPT4pNJ0p5wlw8jn/VMOVPG3j8etFhNkh1Zb64eynlmgKMeh5bjoQRyOvFX49SsZrpLCFAYoMMvlOCpHrx+PHsfaqdhdjW4p/tlhsjTCs0g2FcYzz1/Gp5NFgllklgdIgUC4VfTPOfp+gFNC1FuvEMUM5V4zhflLFscj0H4VJFraRMiEhA4Gx5cj2OWzyelZs3hs3EaRvIjLu/1g6nHQ5+mK0hpNslpFb3AWVlO5TggAjpz+VJ2BXNaKOO1mkmRIkFx/rGwFZm5/Osq+0zTvEcjxpJsmglw2EAAPoT3p17fXcMcAtbF5BK2xjkfuj6/lzmk1DSb6azia1vSLlWDMzDaHPHoKFcplnC6deWdjaRzEvy5CgjGepP51bmvJJL97JbabCIXMuCEJP8PTmrUUnlwqkrFn2gFh696hi+2jVLgySRtZsAYv7wOORj8zQOxxsnhXUjqS3IUFWbG3fyo/z/ADrZ1XSZbjS2jh+eZF4Hf8MVZ1zUJ4VhhgmMMkz7VkC7gfUH9KfZm4V5Hmn3ZACoBgLjOTnrz+lEtRWWxheG9Ev7KRzdRmNDzgjk/UV0RjvTfqu6L+zvLIKMPmLVS1PXTaRJ5SCWR2KeWHGc9elQ6a99Jqt3cSxyQw8Ksb87z6j0FPzFZLQr+Krl4dPV4mKozEblOVI+nTvXO6baXklk93bK02zlT02+vFdxcC0vraSOSKO5AOdqkcFexOeuaqRbdOkS102zDLOwMpEmRFzg8+vPSqT0E1qYeh3dzayJ/aE0xMrYUtnt1ANT6zYjVHW/trsSRQgkqoJOR1wO54q54huprV1giXBK7iETgZz39ayvD0b3PnWc/wAqYO5F68+/btU+YvI0vDOpG6REAkMTbirSNy35fjV99N0qGSW2fy0luVIVd2XJ9R6VIv2fTrZD9k4iU7GVRlR7n1xR+4v1i1W3txNcIMRfNtyCff0yTRcpeZmW+kz+Hra6kEpkAJaPHTGM854qzb63vt5JHwXQDKRfNsHv+BrRuvs93DJp8sisWUK8aNhlHr0+lRafplvp0TQW0Qxj5nkHL/X9aWg7djGvr28J86xhlKEZwODjtwa2tON00Aa5iDFucqRkexrC1HWZINRihWAhd20ow46np9a6K1e6WWNPKjW08skvu+YHPAHtTYluf//Z Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +691.tiff 58_691 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scShCdrN8zA8jjIpIV0TWerzz3otpLURkgkkk5HGe9ahLY6Vy9zdXCeXIkrK/IyD1/zxWto1xNPZs0sjO28gZ+gq+lxXOp06QvbZI5T5RzVsZwMVjxR3UQAXcoPOAa1hIryYHP1qSjhvE+V1m5zn/Uxn9ab4bbK3PsVP860fF7spUozKSVBKnHY1m+Gz/wAfOfVcn86a2JN04OCBx3qxZZ+2xEZ49vaq44yO1bvloMEIAR3AxQxolb6H3qre82zZ6g/1rMeKWDULl/tMrK7ZCFjhfpW7cj/iQQsRklU5xz+dTuh7WPONQsrmW+uHjt5XUHOVQkVqWcDSW8ecqAoBP4V13hokXF3g9k7e5rjtceSG3zHIyMJMZU4Pene6QtmzQyI144UVVlmMmR0HpWRpU8srS+bK7gYxuYmtuG3/AIpB9FNK1ir3LqqEQBVA7nArnNYt3/tmN1X5XCjJIAJ9v0rpEbPGQGrB8Rj5Y+O/9KI7hLYTw0MQXCkEfOOv0rdBrD8NcQXHH8S/yNbnRhyfrVkm4jGSNWOAWUHpWdqvVW6/Lg1rzWb2NgZpGUiJRkL+VYF5fR3dus0edgB68VMkNMx01JRdGKOLPYsDVXVLfULuWYRxzSW8YDEAEgcdagk2x3BcHknPtWzaa9NpcyTxIHRl2sp6N/hQmk9SXqQ26gWcGVwRGuc/Sp7UAXA+hrrNLkivdPhuZoYZJJNzFjGoPWrdrBamaU/ZochOyD1NXyXFz2OW7+9c7LopF4GjlyQ4Y5GO9bviTUo7W6hghiUv5ILdgOW9Otc6dUuBd5OzZxhQKjladiuZNHZjSrx9jJDnzV3odw5HX1q3p+mXSNIWhAHA+8OvNalq+6209wcfuVOP+Aiqk5ndWMUzRmOYMdpPzD0+lact0RzC3FjKtvPlTt8p89P7prhbnWBDdGJYiwThmJxWlr+oXi3c0ULSAFyD1weelY5jivJg0kLRtjDyIcj8RUOxd2a1s0dzAsw3BG6rx+P8qz7kyJKwwRFu429Kv2UluIBDbtnbnqOvvWXqF1tkMaDnPzGspLoUtNTRtrawvJYluVXy+5JI7HuPeuh0rQ9Oj3CznbjDEctgmuLt3ZW3E/Suy8JzswnZ8cBc4/GqjJXUSWtOYvRWavKVLyAByvzL+tQ6qkemWX2pnztfbjG3tnrWjK/+kMFHRqxfFtq15pSxowDLcK4B6H5T/jWzirGak7mJcXttq+ZGRWwBhW5x1q34X0OC7muEG+H5Qxxznn/69YVpYzxzsX+ULXV+AbSe2v7xnuTKnl4C5zjkdayjuaN6GqfC0S7/APSJDj/ZFW7iytbCBXnmZUY7eRnJrQnZi7DmsnxUryaErZ584Dn/AHTVtaEJsrmTQGIMjhnPVvn5pL++sZNMFtbSZII2rg8AH1NcKbhvssghbe4bHH8jS2VzdGbMokxnmob0KT7nU6JfQ2V9cLPlVdBh+wIz1qxPb+GZlxLGJVznl3HNcdc6nbSySQF3UHjcozV+Bo1tlw42AdTQm1oNpNm7Y6Bod5cuLJWtyqhmCksD/wB9Vf8A+EctMEm5nPb7orO8HvGJ7ho5PNBUnOenIrojNliBnGatK5LbWxhazo9rpmnm5WeQgMAQwHTBrmoJIdSLSGEEBfuuAea7LxG8b6MizKvlmRQd3Q8GuVt4UgndY02qR0qGlcpNsseGdJt5Z5IpY2h3At+7bPII/wAa6Y+HbEHBkn49x/hWX4dOL1j1+Q/zFdGZHJfI6e9UhMy9VBGi5LZII79ea5SaCR5UkSYrGow0eODXV3yNPpbInzOxGFH1rJh0G/VNpjODz88g4/WnNO4oNW1ONiBurjaUIB6Ada0Xjis4081d+f4dufxrpI/Dk6Mz/uFLHnBOf5U6bwr9pKmW4A2/3Uzis+WRV4l3RGEmmQFEyjBiCB05q7bMiyNlSDs5/Oqenvb2QNpHcpKYcqwGMg+hGaga8Il3KnXI610R0Wpi9WYniK3guLu2d45MiLG9OwyetYl1aRwwwzpbyMH/AL2QcZ7iu5jGmum6+GHzhclunXt9ak8/Qo+EgD+gEZP86zktbmkdieCTFhZtsK/uE4I6fKKhHLt8wwx7mnXTqzbUBACgbePl9qqqgDHHXrxWl9CLFC5tpri4mK28rhmb7qE55qOLR7wZIspgSOSUI/nV+bWdWs3SKDTRNbhcCQZJz9KS11jXpXKXVrb25H8R6Y+uTUcly+YpweGLtJPMjtnGeRl1A/nTH8I3U85lYIoPVd45Nast9qWwhNUsoWzwcA/0qNb65wfO1m3B3ceWO35VnKKe5SkynJ4OunG5HhVgOMscfyrT0rS5dIWQ3BjcyEcIc9M+uPWoGvcjnXD/AMBRqeNRtEixLqDztuByytwKIwjzXFJu1i5LcIZzhWGTmo7+2bVIxDFtU53HccZGMdvrVF7+w3bhcc/7hqpdLp95PHP/AGlPbyxDCtED+Oa2dmjNJosweGZIQ6efbh5MEFpDwB2HH+cVt6DpEmlSzTOYmEqAZjOc8/SuQ/svStgR9WmZQ5ZSYjlc9QPb2rZ0a60zRxIFvZZt/ADoQqjOeBU8sVqmXdvQ6N5G+0Hj361DqNnNqmnpBGVRlkDHeeMYPp9azpNfsWl3iX/x1v8ACkk1yylt2iF5JExHDxqwKmm9UStGVz4RuXbDSW+AM9T1/KnJ4TuwMCWAD/eP+FQC9t++t3n/AHy3+NKNQt16azef98t/jWdi7lOX4ey+d5izxDdzgEn+lSHwjMLc2zXEPTk7iD/KnPcxmTeviG8GcfKY2I4/HvVG5sNLurl531i63Ou1h5RII/OnYDoPD/h5tFkkkeRZA6YXaeRzWiwHXb37Vh6TfafpVu8Rv7i53AAGVW4FT/25Y7v9Zke6NV6LYixqahp8mo2MUUTKuG3fP+Pp9axz4SuPtAmM8RcA7RzgH16c/TFTz63YT2ph+0SRHqHjVgRVI3Nnj/kM3mf91v8AGpki0aen6LLp955jvE4ZSMLmtYj5v9Wp7VzdtqtlaSFjeTTkjGZFbj6CrX/CSWWQd31+Q00iWGSIOXSNiMqSw6/SsPVPENxZuIzq8PmKMmOKLfn0BOMD86yNxzVKfTxNM0wfDHHBHHH/ANam3caSNNvFm9cNPeu+BnYgUZ/76p9rr1pMo+3NfLIWwFU7gfxP+FYYsZY3Zo3QsQMAjrirMVs58p5yCUO4IAMZqbItWsbnmaNFcieC0nEnUnzPvH1P61J/a8QzttcjPG5zxWT2ptVciyNg62xBAtoCM5ww3fzpp1u5H3Ehj/3IwKygcUuaQF6TV7585nPPoAKrG8uW6zyf99Goc8UlAEvmyN1dj9TSbj60wEFgDxnvSnqQOfegB4ajOaaM0uKBi000uKNtAhvFLS7Rt6HOetJigBd2KXdTMUuKAFzSUuKaaAH7qTNNApwFABRmlxRigYmaM80bfejb70AGTS5pMe9Jj3oACaMmlx70bfegCM5oFOIpMe1AhNp3Zp2KUA+lPCEnoaBke0UYHpVqO0mkzsjY4GelTLpd44ytvJj6UAZ2OelGKvHTLjqQq8d2FOTS5Dg+bF/31QK5RAoINa0mkx26r515GpIDBQpJIpBaabuVftzsScHEZXH50rjMggdaQda2n062Q5DSMOnJFM+ywowDRZ9fmNVYm6MwA07bWlPHcQvH9m0RriArlpcn9BU1lBqcr+XNoECE5Ktg4I/Pj6UWdrhcyNtJjHaukTStVWRmFlabGbJVlU4GOgOajtdF12O5laRLSSJnyqlV+Uc8fy71Izn+vakI9q6/+zNTGc21p+QoS1mSQLdW8fzD5TGB+tNaibschg+lAFdcLZN3KYwemBUktg5VRbRo8pPAYACq5Rcxx2KQrXYDTNXJH7q0X8B/hVu30xel3Eomx8xQ8H3qLlHCBadjCk5HFd9Fptt5jHZx9aivNPnZUFjHCBzvMmDn0AGKYHna6hbsiuGJVm2Zx3q4ACPWul/sK+LE+RYbiMf6sf8AxNTLo+prCYl+yIuMfKgGPpxQ2ug0cpjFGK3rjw7rsvlhL63TyiP4QC3rk45/GmTeF9Xlu0uBexJIq7SqEhT+QoVmIwytN212Uel3cQzeeTIhGMocEH8hUp0+LcBsbn3p2E2cUBUV1cRWkYaXOCccDNejfYEVG8qFDL/CHPGfes1dK1lU2C5tCo4wyBv/AGWk9Bp3MtbfT2gWRYSoI+7IxBqvthjGRCh+ozVDVfFUluFVLO2O4A5OT3PvV7QbubWXmZYIo2TG4KysOc/l06VSsQ2zQt4mazDW8EIk3cl0GAKhlju5bxYGvYIpIvmAjAHbHOB/Om6jc39lGqh5OrDC8ccVwV5dTC4fzGbd0wTUu1ylex6hBpN3PAjPrDt/tKvX8iKLnTLa2iaW71aTYoyxZwB+WTXl0V9cJGEEhC84H1q3LqKvYNC7fOykCpugudWupWM8zxRX8Bx91nO3P6VqR6eXjd/O4Xn5UavKEV5V2xqzMPSvbLd99jndgNGDx9K1RDMW+1zRdPwHtfPlBCszID6eppq+K9LdMwWfynvhVrjPEknk65PCy5jJGB+AqtY4aZS3QdBis5Oxasd8IjNZxzpEuCO7HmoLxbqOSBTFHtY4LY6dKt2m5tMQKxICqfzFacaK8gDuo+Tv1zWi2IZz8PiG8tnktWMEZj3eWCvLAED161IPEuoOo2zxqMdkFY2qtAmpzRnaZRI2zjnr2rKLyRP365xWTbNbI65fEGoyA/6Vx04Rf8Ky7zxbfW05j+1Sbup4AH8qr2O1ISEAUk7iPf1qKW2iumO9V39mxyKhNlW0JYfFWpPGU+3TK543ZzjNdPo2oXN1OBPLJIQp4Y9On/164eGwXzmCSqSrAHB5FdPo8wguD8m8iM4XPUgiqi3chrQ6dmUySjZjHpmqGvvNb20cts8kbbsZRsdjU0dwZIy0kRRjtyMewqprUxkg8sK+1SCSR0/zmtZbER3MSHVNalndPtUwijUEyM+cnvxmui0O7lvFMryNKCxAYnPHFcfbrPAsrXDhhjIyc4/Guo8MBRCBgY3Hp9BWSd2ataG1ZyZmlBU8MRzmue8WaheaeA1tO8X7sn5W469a6iBFEr+zf0rmPF1vFcT26yLlcHj8aqWxMdzk7bxFqqy5fULh1PXLmtW11++uPM3XNwhU45kOTVFrCBVby48HPG00lvayROWHT0NZO5aVia/1/UoGXbc3HXnLnmpbfW9Qniz9pmDcf8tCKbKiPCu9Q2D3pjxBbdljPll8KCB0qkwaHxa5q8EM0lyzSeUpZQ7Eqf1rq9M1PT7yGJZL6U6g8Ify47dljVtu4ruyecVxjxyDTpo5pAz+U/P/AAE10HhzwzrYht78WCNYPD55uDOvQrn7vX2rSN7GcrXNjUJpRbytEzI2zIZTg9a5uS/1EgbLyZeecuTn9a6G52HT5HRcARt1HpiuTSWCVneGXdg4PtUSbKic5rOySGCWN1dPu5X/AD711Pw9maS6uYtzFigJyQcAen51z6Wr/Zmt5LVGQsGGZjlSB2x9a0dHvbvRf+Pa1tTnOS/Ldu45xx06VcWktyWmzZ8dGWK1tHR2GZWDFfTArjIbIXeQ2cKM59662fVpNRtlW8hjWVZCcRjKlSO+aqPGEhxsVD3C9KictdCow01MZdHIdOcp3HpSSWFoYpN8yh0yBhxnP0rYU/uuuOK5W6dluZ13ZPmHn1oirsGrbEmkLKbxUhuBBKzBQxl8sZ+uRivTtN1/SotPiibUIQywoDuY5zt55z61wn2eDAbyY/8AvkVZsraB5GDQxsAueRxV86RPs9bl/wAQ20d5qMrgBgQpBHptHSuQguvLdR5e454AOK7QAYxx0wPYDp/KuDHFyo9H/rULW5TVrHdweILuGxS3XTFJCgEmcc4H0qaLxNeqwJ02PH/Xcf4VjrJtOD0qQyImNzqo9ScU+dhyI3rqLQ7o3E4lma4IeRPl4B5PpXJfbre5uRvjdRnAbP8AStEajZwQuRMrnaeFOSTis22exku4zHHKrM3AK8A5qb3Ha2xrTyRWVsZGzsX86525vIWleaGSdZCMKBwP51t6wM6dKD1GP0NYmgn/AImTDv5bURSCXYZpcu++Yy3csAI3F1faSfqa3fMto2yNcuskdrj/AOtV3gPgg5xR/eHA5qxWK6GIgbNbuT/28itC1JEMkYuprhXIP7x92CM9Pzq/YAfZkySDk81ZGVJGMj60nIaSOJ8TNLaXEUaysBJFllDcdTTdMtZpLSOdL6aMnPCk8dvX2pfGhA1G36cw9v8AeNWdFydJhIz0P8zQtEG5agj1BJV2axdLuI/iJ/rXTWE9zaxhbi4W7I/jkXDc++awFIV0fspBOKmfVLlnKxWispIALTAfpindhZFTxDdyRXUk0W1d0gyuOORVHTb6a5dldVwBnI4q1dafrd1cSNsswjnIVmJ4/L2q7ZaPJBDiRYkkIx8pyCf8KzaKRUkIWIEkDnvWz4huZLPwhDKgId1jQMjYIHX+n61kTqPKUEA/NWh4tlQ+DLddyBsxYXPJ4q4EzOM05Bqd20czyYCZyG5/Wumha8t7A2cOp3yWzL5ZjWbgr6dOlcx4dONSf/rmf6V1APQA9fSqbZNkXtK05YYmkFzctvVkZHfK4+mKyPEljBYaWDArIXl+bmui0/i1Tjnce1Y3jA502NVDMS+QACajqV0MT7PHuyWlz6+Yf8a0o7KIBT+96Z5kY/1qnke9aoOI0Pqo5z7VLZaQ1YkiPHX35qG8uYIlKySorf3dwzVgc9cVy+sSML+7QOSu1DjsOlCV2EnZEOpXW+5by5SUwMYbiksrFLuAyNKy/NjAGat2drbyWkTvCrsw7k+tWkghjXaibFJzgMR/WrvbQi3Ub5MoPNzn6oK1La28lmy+7Ix0xVGFB5y4Vm5+7vPP61r5AGQKhspIZKG8tz0+U4PpXFuqBIGXazMcs4Jz1967Sb/VuMHoa4o8RW/+e9VEUjoz1NH4UEYY0lSBbsfvv9Ku9qoWYXzGJJG0Z64FX+cVLKRm69xpMhH95f51kaSMa5LgAD5+AMDrWvrnOlSdfvL/ADFZWmHdrspbJJ35JrSGxEtzoiDnrj0oxnuOtA5XoeBQOR0FMDVsHRrcKPvKTkciroyOcY556Zqlp4b7MuOnzcDtVzqFBwQRSGcd4tLrqIG44+y8gcZ+Y0uif8gmH1BP8zSeLiTqEef+fbH/AI8aXQznSoxxwzdfrVdBGiePTk0ivtkjAUkbuoFKD+efShWCugPBLAD35oA385OM5x6CgH5hggc9KAckcZI96UZDAgDqOtSUeaaldvPL5gdghJUIW6Yxn+daMOiQXFpDK8svzoGOCPT6Vj3IUxDg7jIxBzxjjtXV2HFhb/8AXJeT9KroQU4NCgt3Lw3E6vjGcj/CtOysGllKPdzlQpPRf8Kdz3NW9MLC8Ix8uzg596AL9sgigEY3gZP3wOfyrnfGzA2lqu0ZMhOSORgf/XrqRnbkFa5bxqM29oeOHI/QVI2ZpQHqM46f/rrXU7o0z1Kr/KsskDnOOa1IiRGnXlV/lUstC46jHFctrG3+0L7Of9WmD+K11Xbj+VctrQxf3Q9Yk/mKcNxT2LGn/NYQ49D/ADNWscdaqab/AMg+IfX+Zq4elN7iH2/FwncZ9a0wM9elZduMXKHnqOK1DnOAeetSykNcZDegFcQ/+pg+p/pXbkgxsR6dRXEP/qofqf6VUSZHSd6PxoPWkzxk8fWkBasRmR/Tb0/EVePtVGyGZHx/c7fUVe9s5qWUjO1z/kFyf7y/zFZOlZGuP/wKtbW8f2VJ67l/mKyNMJ/ttiOuH6/SrhsTLc6LOCOR69KPUZGQKM8AcUMMjOM1QjX04kWwIGeTxVl87cDoDmqmn7fs4OOVZsHv0H+FXCfm6cH0NSM4/wAVgteq5G0CEgZP3upyPajQv+QWnsW/nT/F3/H3b5AH+jv0qPQudLXnB3kU1sI0x0HWhVBdGKgsOM98f5xQvPzdfpSqW3crjnj36UwN5lVxgjIPvSjKtx7HBpR3I6n3oxxn8KgZ5bcjAx6SOP5V1dgf+JfBn/nmO3tXL3gwXHpM/wDSum045063GcfuxVklr/ZzirmmAi6PHVT/ADFUmztyOcdquaY2bgMRjKngjkdKQGqu4oCy7SR65rmvGgzY2rYwfMP8q6b2Pc8Gua8ZADTYOORNj9DSQ2ZXJ59K1IgfJTOfuisztWlAf3Ef06VLLRJuy2AfyrmdbH/Ewm94V/8AQhXSj8BXN62P+JjIP+mC/wA6cdxS2JNO5sIx9f51b7iqumnFgn1P86sk9hTYIlt/+PiP/eH860sgjI557f59qzbc/wCkRA/3hWieD0ANSxoRgAmO2K4pv9RD9W/pXbHnPcn0riX/ANRB9W/pVRFM6P8AWg8iiikBZsuZX/3f6ir/ADVCy/1j/wC7/UVf4NQxoztc/wCQVL/vL/MVj6Wf+J2T/vfyrY1z/kFSfVf5isjTVI1zDA87uv0rSOxMtzoQCAMYpuCsDBPmYdNx/nT9pB4HFLhgCQOopiNPT8G364+c4/SrRx3OB9aqacSYupA3Hgd+lXAuM7h0/OkxnKeLVxc2xznMEtRaBxpo4/jNWPFiMbm0VQW/dTAAfSoNCX/iWckj5yP5U0I0wPl5pR1znpTVLZbcBwcDHcUvfPXn0pgdAACcHP1pAx+YEEY5BPenDn24o9TwR7VIzzS8glle4ZI3ZUmcsVBOOe9dDpxH9m2/Gfk5q94VAMurYGT547+7VvCytQCDAjE/xZIIz+NTz2dmPl0uc76jirWmtm5z2KntWsml2+OV3fiafHYQwuHSMA/U0vaIORjSDg45Fc34zH/EshOMfvv6GupnaO3t3kKFgik7V6muU8YyLLp1syZCM4bbn/ZOKcZpsHHQy+/I/KtOAfuUOOcVcsPC8t9KyC4RNo3ZKmt2LwbMsaqbuPI44QmpckUkzmhkZzXO6wpbVWHUm3/qa9FuvCU8SqY7qJzn58rt2jHX/OK4SVIpvFYty8UypGUYxOWVvlJ4PHr+lOMkJq4eH7c31vJEH8swkHOM5yT/AIVqvo7xqu195Lqv3cYBOCfw61LaxWmlyqkEEga4ODg5HHrnp1rQuLWPUbOS3kLKrjnB5HNS6mt+hfs3axSbRhbXAP2lWVW67Dzz9afJbSKitCvmZcA44wD39/pVqOyWG2jgUlggxuNSoVgXAPzHtmpdR30KjT01Mq7R7XT5bp0w0YyEPBIzjr+NcLICIIf95v6V6BrhZ9Iuif7lclp9pb3VuqThwWdlV17H5a1pNyTZlUVnY0R0oxUrw7VYqwYL6GqUV4JDjypFx1zjj2p2ZNzSsc+a4/2f6itVbZ2QNkHI6Vj2kyxSsXBGRtxx7VsrqllGioZSWA7A/wCFZyv0LjbqZHiQfZtNCHkzMAMfw4INZ2mIH8U2SNnbJNGrD1VsAj8jUniXVY72KGNInXZITuZuvHpXRafo9m8unagBIsyJFLlGxuYAHnP0q0+VK4rXbsd5B4Z0m4naL7Fjbgsd7f41zmsaFD58ttYP9ndZvvHLfLk8c+3eug/4SiVI/wB1axjHTLH9a5O4v4rW/vbq6u2DXTiXyy3yx9c7R15z+lE5XXusIRs9TStrC2s4xCS0suSd7nbk/hx2qoy/vVDOF2ZDqB19Oe3eqkWp2l8f3c4bk/JnBqaVT9lkFu2JCp2ZJIBrHmlfU1tG2hzKXMtz46t45JC0ccpWMf3QRXT3GnWpga6bzFwCziMgZxXI6cGTxdaNPIGu/tGJFVflAxwQa7uWBXVoXXdBJ94ZxV1Lxa1IhZpkD6QPsazi3ZYZUBWXsQRxg9M1x+uahfC88i2tFgjiOwPGjZk9znOT9K9A1LUbybS47ZER1iceWoG0IvAxgdhUEkIj3bSr8ZB7c+uM0c/K9Ng5LrUyIZpTDGWc7toycY5xTbmeZbaVlkYMEYg++KeJ7ZtOHnPGlwSVcW+SqY6YbpyO2a0ry3gFhcEQKh2PgZzjqRzk59OtFmtWGj0Ob8Eq1zbaorSOpkK5dThgSG5B9a6aytJbS28uW5kuGDEh3HIHYVzPgM4hvzn+JP8A2auu8wbeOtKe7FFaIaG28kg+xqJ7iNBmSRIx6scUk5+UiuQ8SOZLiC3BKiR9rsPQY/xpQjzSUSpPlVzftNatb2d4EkXepYDc4+bHPH9KxPGJzp0J7+b/AENZlrbQrCMITnsTwKrarcTtYpBJKZEWTKluSOD3ro9gk7pmPtbqzPTbKe3065IeSRnZF+VQM84I/irobWWO4tY59xCOu4Dpx71wWranBZyl7p5CCqn5RndjA4ycdRnoevWm2GpapqtidOtHtvK8nO6TABXoV/z+lY8j6Gkmkdb4o1IaZ4euZ4GUSbQqDcB1IHf615Xounz3Gqw6khjaOWRlKK+WUlWxnjvg1bub5Ynk0mZLWcQkqCE389SVbOfT8qq6Lqt2mtWdgkgW0jcyJCFGASpPJ6nqe9WkkmiE7yR0YUFutSxkg5GeKQxGMc8/0p8akH5ulcp2D8uZASw2Y+7jv9acR3zSY45FO69aBGdrJP8AZV0OP9WawfDm0Rbng81S7DHpwOnoa6DWyP7MuBjkxt/KuV013WwYI+0b2yM4zwK7sFWVGXO0cmKp+0XKWdWne3kRUIKsucf3T6f1/GqkdxNLA6+aIlzkAHqen9KguHdnCtK7j3PH5UxB5Z4weO9XiKqq1HNdTGnFwiol2GORHLSOHY9/SrLD96qlkOfXFZzXL7CSq0ojlutrhVG335rnNL9hmqhfKQLgnf1H0r0HS/m0qwPc26f+givPdRiKW6sSu4vzgexr0PSv+QLp5x0t15/AVM37qNae7LpX5CBXA+IraaC/kdySkhJU/wA678AsM1TvLCC9j8ueMMvb2NTCVmVON0eYwySRvvSQowPDA1v6LeztMIixIYdc81pXPhC23BoJHQH+E8iqp8rw7Ki+U0jODuYjAA7AVUpKRmotO7Ktpn/hOYc9fOA/SvRWwD16da87t23+OLZ8Y3SocZ9VFegygKcjgnqamp0NICkjPWmk56VGxz3p0fJ5PsKgobBaxwgRgf6LhiLcABBI2Pn+oxS3zf6LKCckq2T6nmpge3T61WujmGT3U1XM3oxcq3OW8DthL8e8f/s1dfGwbOetcb4I/wCX7/gH9a63Hp09adT4hQ+FEkqhqy9T0aHUYwDlJVOUkXqD/WtVc7eaYzqC2cqF7npUptO6KaTVmciND1S3KxKkcqngMrYI+ucVS8QaU9jpsUksoZ2kC7VHA4PfvXcRyRXkEM0LnY43KRxkc/4Guc8Z/PpkbDn94G6dBgj+ZFbRrykZSpqJ/9k= Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged in lines . There ars lots of houses arranged in lines and a road goes through them . Lots of houses arranged in lines and a road goes through them . There are lots of houses arranged in lines and a road goes through them . +598.tiff 59_598 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +599.tiff 60_599 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 Could you please provide the caption for the input image? This is a chaparral . Lots of plants scattered on the ground. . Lots of plants scattered in the loess ground. . There are some grey plants scattered on the ground . Some grey plants are scattered in the loess ground . +693.tiff 61_693 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5mMvIgLnbt4I7Vv2mpXQ0+G1Z5PlOQGH8PY5PSsu0svMLyvxDHw2Rzk9BirAykh67TwQTjHoP505voZ3aLkbG4YqS+cEB89P881k24IkhB7JIv4810Om6eUmjllZVBOVwe/0qLw/aWN3Jcw3MZMjTFYpA2CoI546VMXuEUzLcBd1dt4d3n4eakypGAjSAkk5bOzPHtxWcmiaf596sqSJFbMBukmwZM8jbhfStK08M6auZovNIcDgycVqppClG5zCMBj0zmui0WKK703U0bCNhGX/AHhuNXX0K0WKTy4VDsCBuZiM9uM+tH9nXGn6ZIbNVMrld+1SScZ46n1NRJplq6NC2QpZwRlfvIOV6CsDxu6pp9rGCd3nbhx1wD3/ABroLCwvUtUZvOlJGdp7e2K5vxwJY9MjSW2dD5u5XJ9AeMY461kk+a5o3pYj8UPJH4ohWM+VHJNsMI7jd97p0Of0NaQhiDcxoAeny1Y1bS7e71FbyZHLxlSjBiOwYfqabtDvsyQ2Nw56juavnWxPK9zZsjpMUSpdxRtKVBUIn8OB6d81jXtla/b5JbaeTy3+6OSMnBxSiH/SVkZXO3hMjpjgfSoLuVoZFLB2V3J3beB/SlFOb5Y6sJe7qzzxx5OFypYjjBBq9pt8bK580oHVhgqR2q9qtjax2rTRh8KB8pOOcipdC0xbqJrmUAoDgDFDehnytPQW4vLW4uHn+0GN8BgpZeT+ftWJqk5uJY2DFo8dN2ea7ZbeCI/Kqfgop7WsDjOxBk8/KBUqSRdmcCgKqBtLD2FXrFIy26dyEHBBBz+GK69bKKYPDbmJWbqOBn3q3Y6G0FsxHLnJAUg49s0NiUHc5WRdJZNguJ1PJyVOP/QarMkUdjKBPI6lSUGw8N9cdK19Q0W62Sv5BQN0ycY6n+eKxoo2eEQAAhiVwOmeatWtcTR0ED3ieGNOitIphMIQSRAXGNxOM9Ksxz3/ANlUT2dwHwMnywoP61N4Jl83QzG0YBicqePyz/ntXSIPl+Yc+lZyq2laxoo6bnLiSdmDNbyhuvDL+nzURyXEwkK2888gYghNmPcH5utdO0cbAhkUgdOKzdTa107TLm6ZeI/mKrwSSf8AE01VTewOHmYsE/iO1ZxbxPDCz7yo2Z5/4EKg1C31WW2L3No6ooO5iY+pyAeuc81qWWqpeWKTw2935ZyFPyk8cHvms6LWtYkmuI3sFhjXO1plZcjtz64o5m+grWMu0Q2moS3UrMQsICgkF5GDqwHH05Nbd5rl9fXqJb6S6yxgyASy/wAJxz9Oneo5dZvXlDCwgZMfwuCQfXkCtGx1qNo909rLCxOCVXePx25IrRPSxm4a3MT/AISe7YETWi8f9NSOR3HFRrrJlgDtp0DwsehlxuAzweO9aOvvp0+lT/ZXtknI2jc2wjJ54NcUHcQRxS4Bj4AHce9UrIG2bk+uoQQ9gmwrgASH884qnbQtdTKsEJLOcgFuuMk5OOMCqltcEHMsSSRgglGyD+BHStOxvIoroXNt5sbBm8sJIuRnIHOQf8al6jsmXHuprWMI+noHZtg/enj/AMd4qtpenR2czpf3Ecb7iQgkIOSARzgjGKnF/FEZlLzeY0hZvNjY7c9RwDTkhsr68aYXluQyqux5NpGPY4Pen8I0i5GBGG5s5vl+/veQYzj+7irnn3kURdZ7cKB91IycfhkVzWteXBtsY3eSRB/e9cYK/mapQ6pcwh4RK5DHOWHPT1/AVNr6oq9tzbvdakVFg+0B5J22KiwkHnjOd/FWbjV00a7EI1FZTtC71tyenbl+f/r1xV67Pdb1B+Xkt7063YHa7ozlWBBPUU7EuR2I8Ras8rNG10uRj5LV8gfrUV/dXms2n2e9i1WRMg4W1bt7kV0Wlanbamg2P+8XrGeo9/etZQvpitFBGftH2OXk1G/n6WmqqmFAUW44wAO6d8U0T6guSlnq2T/0zjH/ALJXVkDP40YGOaPZRH7VnKmXU3Xiw1XP+9CP/Zajg/tiJPIGnX4tgu1ENymeev0rrSpX7oH50gB2DOCe/Hf2qowUdiZVHLc8ovL6S6t47YDaZHG7Hf0/z7V1dlC1taRW4GCF+b29q5fSrUXOoRgLnYck56D612JOFxkn1rlk+htC71Y0W8sscvkbd6oW5OK420ea/ic3NzO+GwB5hx+VegafJBE8rTypGvlsNzHA6jivPtJ/1Uoz/EKqGw3uSjTrYfwk/VjVqCwtigPlnPs5/wAaXtU8H+rFVcaSJbe2SKRXi8wMDx+8Y/pmnxsg1P7NKrxSYzvAwQx9qVelVL63Q30BRpZGZAWESNlSCe4/CpaCWiNXwhL9l1TVbJmyqvvH5/8A166zzhvZfQ9xiuAtLtdM8UqZElSNlclWXnaee/XnNdzYahDqNp9pgDBCerDr2rGrHW44PQmlkIBZQcegXNct4oFzdaOY7e3nlZmGQqk7R1/pXXNIoHJHT86z/NRIzhsbmyBtHrWdN2ZT1Rm6FAbfQ7OJlKsIwSCMEE8/1qXUmxakc8ntU2sTfZfDuq3cY8tiiIuDypJxke/zVzGm3NxNpkbXE0kpYk5ck8Z/+tXQotrmIUuhOfU4+uKuWoIhyCdxP5iqZIHfBPTBzn/ODWhCNsSqSRgYxnFDGhx5Xp1OMZrh9QmR5yY0dV6YY5I5PNd2QpQtvG4HBX1964rVk8vXLobTksMLz1wKqBNTYpjKbS+TnitLSIRLdKNo2g5PtTLe0ZrJ5Wi3xLkMxbHIH+fyqa+kXQpLY2yiR5o94LH7oParWpnYtXJzdzMcH58ZHsAKibkYPNAXbxnPqaVRl1HvSNUPksLeWM/uYw+OGxgg+vFYRV4/lYHn5fm7Eda6gdKekST5jkjR0ONwYDpnt/8AWpClG5yo27nDEkMOvrSojecEAARmAQDqST0qv9pK5UJzu49RVkMFYjJDcHjjBpmTO18M6HNbu13dxPHKMhFJxx3NdSA3pWN4Xu7m80nzbmfzmDlRkYIA9fWtwdeK2jtoZvcbtP4UbT0p+eKBTFYZsOBil2HGBgY7CndqXp0oCx574atj5E0oQ84w3tWzHEzPycUtrAIYEijwAq4OO9TRxknjOa4m9TsirIhurdWi8pkEkbjawI45rkvC89rZ31zLd2Yu0CFBEz7QCf4uhzjFbd94khhvBaBGZQdrMONuOD9a5vT1KXVyOMMcqfUZNaQulqS7Nmgcdqmt/ufjUBqe3+6frVFFlelaejZ/tFMZztPQe1Za9MVPFI8RDxuyMOhU4NIqKvdDPGjPFrllMoVSgUBh97kn9Bj9aueHdQupI5EuVPXhl4VfbArO1eKS80m8uGYySwIrBnOSBuA4P41V0S7vjeI+9vJbhh/CM0paoztySszszdIq/dyRk8mqclwpjCgfXFOCKT+8bj8q5RLq4m8UTW6TTCBWI2IemMD371nGF2VJ2NHxNrKpow0sQuHuHE7MTwACV2/moqe00yeHw/Y3ZhcQSxgq+eDkZ/xo1PSBqcUSzXDAwghX8tdxB55IAz3q/JrSy+H7LTo7RYUhUDKnrx6eprdpKNjON7maNyOpVirjoynB6YrQUYxyOKoxfNMo988Cr6gY9M8cnH4Vk2aoZJIIo2duEUFjjviuUSaV9QM5I+0NJ5hZgG5yeMdPXg1019ExtbhOQVRmIXnoCT+HFYljBLK0MkSqBnYrA5DZz19O9OOhlVbNjVY9+mNNFbLEJITvWP5RnJH4dR+dc7r2H1uzt+8MEMbg8kMFG7J7n1rotREkVhBYLuuDM6oyRHG4Z5AI+mc1gaoRL4uuOSVj4Uk5JCqFGa0h8LZKvoS96dEMyim1LbjMjH0FI1LFNlkSG2nkkDFREw+U4OSCB+pFPxUV3eLZafc5Xc88flKCMjkjP04FAM5SOIl0YHnnPt2qZ50A2xgu3/1qmvWga3hjhg2OsSh23H5mxluPqcfhWW5YfKSfpTSuZM9P0fVtDtLPyILrBA3uMMTnAyelF7rug3bwNJqMiiGQSARh8N7NxyK85068axuxMqb/AJSpX6ipWMVzO8pEnztkL2PrzWnNYjlR6EPHGjNMF8yUKxY7jGcDngYqQeNNFIJWaVhnHERrze4s1VHkQn5T8y4+6PrTIVQIxySuaXOFkeoR+LNMlGVM5Xk52YH86ZdeL9NtELOJ2wRwqDPP4154rbFJ538Y781TJfzjJJ1Jyc9qXOx2R6PC5dFIBG4dfWnXF6LeOQsNsaDJb/8AVVqKIMA27IPU5pZ7SN4njkAKvwwIrkOk84uoobW6DQyPIsg3I7Dsf/r0tpI2/dgcZzW14psI40tpIvlAJQRgdT1yKy7QIJCoOTgnPtW97q5k1qWw25c461Yt/un61AKmt+/1oLRaHTNS5DYwAOO1ELL5bxsq/NzvIJK49MetXNP08XiSkuVKbePUHP8AhUt6GsGk7lK4kZdG1EKjsrRKrFRkAF1GT/nvVHwzZwXUUc7E+dGShXqCBjH86u6pZsoa2ErKrEbsH7wBzg/iM/hWbol5Jpd7d26LG4LZw+RwR2oveNkZ1GnO5103mM4RUIzjkDNYlppg07VGuv3sj3KkgHHdgT/SrkWsSxlma1fBHWOUN+hxWeviPdqcVo9iXdHUhmfaxA+Y9uCaUU1sKRe1K+SzvZNLkJN3s42DjJXI5+lVtu2OPIxlQR7iqN0J73xTNqc0GyKTJUFg2PlCgcVrGNVtEk8xWkYnMe0gr78+v9aub10FBBYFVvEd4hIqclGzg+xq3wBz+tVbX7zse2O1WTkf/X71BaRVv5vs2lXbg4JiKcc/e+X+tYmmXDpLDC1xPDEMBjuwozjPH681ra1KV0d4sgefKkfJ6Dlv/ZRWFa3axuPNIeJJCdgA3cEHPP44rSOxDa5tTp/EWpaemsadDZwsxtVafK4UEj5ucgk9D+dcullPbajNJcMjPIpfKn1Y/wCBq1FeWNwLy4umeWVVCw4UgjAJ4OMdSoP49aq2d1NeK80+N+dgAGOBz/U1TehO8rosCrFsOGPvVfpVu3GIx71BoiWsnxAjGG2YR/JuYbierccflitxChtnUhd+4EHBz78+lZ3iBg9npdig/eNJJKw+u0D/ANBNCYpaI59lyQO/04qO4tpQiSbfkI4JrY1LSG0qITOxaIkBTjk5/wAmrdhBJdWUcqw2JQ52+ZBuY8kcnNSpdTNQd7M5MRk8AHNacaeXCsRLcnJzxtrdOkyc7haFsk7jC3/xVH9jyFyxli75CxED8s05TTG6cjEvZNkQgXJlc7iwHUYqFQoGARluT3rTvtDn81JUlMrHK4SPbgfnUA066hjjLxbNzbQM8mmmrEuLRVAPJ3d8c9qrXAWOXYH3DruByK3odGmJYlwhDdCuc/jU0mlKFWSW5d/LHCmNMdPTHNHMhqDZ0+niESM907hQPkRTjJqn4jlv1s0ktADjIkAXc2PUfSs6y1cfYjJdSeW8R2SbvXpVuz1eOdvuSsD0KQuQc+4FZ8rT2NHJNGJHrl7MyxSRwTuDuBnU8EfQ5qrFbTpdPO3k/MCAi5AHOeKJ4ng8TTRyeZnGQZOpBAOauVpsKK6jxEzR+Zxkn7oq1b6feG2a5FtL5AyTJt+XA6801GDRR8Y2rj9a7CxG7wNcjH/LKb+po3K2OXgQyBmR1CjAY7vXP59P5Vr6ILpprowQlkSPe+5vugdB78Z/Ksiz1e/jGEuXAUBR04AHAqwupSIt1PJd+VLImGfdtLDuKn1G7W0Kt7eQH94JPkK5LMMda59pon1hHjcFHTBOOAen8qi1K5W6+S3DeUMfMeM49BVRFwB3JHJqoqyMXI7aFF42cqP1rnrP/SPE9zJjIUuR+eK6vQYhDpEN1OgIIJyewGf6CuU8PjzJ7qZvvHAz7kkmhbFbtG9yTjOD2xWg8IZArAnbxxmqCAM6r0BNak0jzSb5NpchV+VQOAMDp9Kg0K4jaFC6AYBwRk5P+cU5ZFZA3A9g1FxdJBAELgyMxbaepAHH9az4r9JNuwEnbzx90+hquXS4r62IvEBeTToVQbgkxkdsgAKBx+PJrnIYThXBB3DgCuku50eLaQNuMEEcEGsbU5YILKPyNpkfjIbO0Y7fyptu1kZyXUXThizVucuxY5+tWhsDhnIAHJJ7VDbqIrSJTxtQZ/Ks64uvOkBTOACDxTKvZF+bULck+WG4OOnB96sW+oRMAqo5wMnjoKwsZOc4FODYPUjikRzs6+ORUEhSXLD7hU45GCGwRyKp3tndxeL7U3lvJHGEVoy67Q6hRkj15qhpl5K10sRkyJcIS5+mOa2U1u51/wASyTXSx+XaqYoQgwFXdxnrngUu5fNzWM3xa0scNpbyyhnYtIyjoB0H9av6KuNHtR/sk/qaq+Obdhc2V0R/rIdp+oOf/ZqvaOgbSLU5OPLGcUn8CKj8Rc7+9JyCB+Zp/lnuxyPajy+2TzWZoMOD27U0jse3NSGIYHX1oMY9T9aAIwuB059TTWhEwKHqVI6/59Kn2AeuKVIkdmDLkFWHX2pgcPczi73PtEbypiXnhmByG9u2a9d8LmT/AIR3Tg+ABbIuO4IGDmvOpNDSNHvb6CTT7Nv9VDnMz59c8IPr+RqW1tUkgdgJY2jby5I2kOQeqtkYzkfqDW/Mo3Ry2b1L/jkAeMLM5+9a4/VqyTWhZ6Fb3VyZGYxuMYfrt98d/wA63IPCdpLx9vlY4yQIwMVLkmzSOisc1F9wV0tlrFpb+GLmzkZ/OZZNqKhOcrgUTeGFguoYofOe26yyllyOvCrjn/PWkv8ATbDSgssd+FnV/lWVl4OO4x9KNtR3TOV06ZLq58hAwZueRxxU2s6bcNagIm9g2cLycdM4rQtLS+XUhNIUKH7zKqjIx1/PFdZpixhyrKvm9VY+lRzai1aPO9F8P3Go3YRw0Sc7mKHGRzg+laus6bo+nXcMVnbGa5I3MGkPlqPU+pz2BrotYu7uF/KyAnfb3rnL63a4iyjbZV5Rv6fQ1oo31IVludLp8kOs6LJZyBI5dnlssfygZHUelc1baTFYT3FrAsilcM+/nnOMA/hWtpkmk29pYvp4kW/bO+PBZm7MJD2GRwfyHate5gjvBDexDAyN4PHGec+470W6Mq/Uzh4cuopdwlhcDtkg1Dd28lioa5CorcBiRz+Rro0MrLvOAzcgenpWR4kgebTnZwjon8JXnJOODS5Ew52jj9YmhvbiL7NKCY49ueg3ZJI/UVVg3KWZjliccVFIVQumeFPQVGE3DeCVx07Vp0FuXruF50CI33hyBWRPZyCBnkBREIzu4PJxwK0IvOKh18wJkjOOtbsdm13p3kT7jvJIC8t0/wA/Ss27FWuc1cXkDwMqNkkYxyKoKoT5eCfbvUl7avp9/JbSIU2njdzkVEWwOAcmmzOTuPHTBxQ/NIM45xTtpPXnPJqSSSJir5AHHrWx4ala31IooyJcBiAB/KsdOAT0xXQ+HLHz5VuFkI2t271MnoVDc1PGVuZ/D5lOd0Lqw46A/Kf5iqXh9y2jQDPQMv8A48a6LWxENIllniedEG5oUcr5g6YOPrn8K5nRpEjvbjTIlYRw7mDOMNyemO2AaSXuG/2jXxwPb2o6dual8pcg5/Wl8tRzg1BZB6nn8KOo5x+NX7CxF3drDtJJBJ+bFS39pDbzvCkTCVVGFL55/qPpVW0uK+tjMB457fnVcSyNfvEPlCRo3XHJ3f4VJLDdoGCjHHB21haDqFxd6hci6cFxGFAAC9CfT6mmlpcXNrY6ya1i1KwMU85njfBDqRnI6HI7/wCNc1do+halFJIpezkUpK6qc7Tjn0yCA3vzXVxjYm1YsKOwPSq2oQQ3tu1tLuzINqqoJYn2A5NWjNozLO5Md1cwERqUbCqHy0g4IYD05rpdM3RyPuBCsueeO9ecXgvbO7EBISWFRxDIGwmTtDMO4zj8q3dC165muoo7qUsucHoM54pSVmiUzuhL510tvAkks5G7y0GSB6nsB9ap65pcNxC8d9a5mjXcobqo4zyKq3N3qOm6tbHS3SOa8iaASPGXwV+cYHc4DAdeTWqRfyW4j1aR5LsLh3eIRsysMjKjgYyw/wCA1q4+7cm+tjAhP8IBCgd/SrSSFGWReChyKrndG5BHI4OPXvUsbZ4H41zG6L9/BHfWnnJjIUkf1Fcq+UZlPaup0yQ/vISeByK5q+jeOdozjchIJrem7mUlYZDKbeRnibbvwTj+8O498cfgPStTTdUMDmOViY2OcnnBNYoX5eTT1Uhc5/KtOVXuTzO1jsvM3EMh3L7Go7jbJHskB2twRiuatrq4gOInPP8ADjIrVt9RuZQN0acHknilYDO1Lw2JQpsUXO7DKTtAFUoPDywNG94cKMhu4zzj6/8A166e3ui8rLIwAPAxUN/PCYsBtzc/hRZj0sZtjb2hjW2BYlWyC3Q/5FbVtZxW6/IoGe/Un8aw2nCwLGFVQDkkdT71q6feG6iKuwDrSaFc5vxppTyg6gNzspCBVXhVAJyT9a4dc5BPAHQetewXjWhtWW7ddjjG3PJ+lef3eioZZGtM+VklVYZIFTJ6BZmPgYxT1HAPY1bmtFhhkfJ3xDLL/hT7CzF0qnJO5dw7YqBWZRm/dws56dMA13nhm0jktoGWRY/JRcqMZY4zg1xur2vkx20HUyPx9On9a6HSJZIL+5jePyoVXG/7oyDj6HNPlvG5cdHY6eeZ0bKAg5xj0Nctp1jeJ4kvr50ZoJt22TdnJLA/X1rpIZrd1BheP1O01aQjGNuPSs03qbaGdsYr9xvyNBjJ4CnPer7OAcEYzQyx4ydtLlHzFC01yy0vUmabEsirsMSbS6kkHOD7A/nVyTUYXjM8sbYALFmPauX08WreOtR+0FQoUFNzYGcCt29v9NhjAlnjaORig2/MCccjj2NXqtCN9Wc9ceNIJJ4Us7fyrcSBrh5EBLDPbGfz68VPB4s0WWZV/s14y7Y37QBz645pI/C+gXTMLa5LHPKRzhsD6cmrlt4M0+OZJE89vLbcFdht/EYq7x2JtINAg1RrCaS9nAt0fYkh+aQ4GcAdPxJ/OtmKOIWaXUVsyR3MW0Sy8vIh7Z9D6DAp3htrC40L+xnMcExR13hMFscq+e555z6HtVOe61DxFFZ2egosNnbxCOS8kUhVI4IXI+bAHv8A1qktCHoZOraPGlk0unxCOSPLMiZHmJghl/I1y1jDObmIwo/zfOjAdVHf9D+Vep3eiPp+mxTyXUs6qmZZFQbiRk8Dpg8cfrzXGXFrvMmnwOBDct9otDnjI5eP8fvAfX1pSXcdrnVybr6zsby3Y+bDNHcqVGSCD82PU43cV0lxBIliz3usLqF08gIKwhNiYPyjHbnvXG+FDcxwTW85O2MjYPTPXB+tdKDleaaelhNa3MK+hBujg4Bwfr/n+tMiwgPH45rRvoN8BfGChzn27/0rLBDOFUMzE4H/AOqsJaM2hqjR00ZaRwMcAVgaoRJqE3PG7Gf0romI03TWd8eYRkj1Y9BXKyszvvJyScmt6a0MpvUhcbQF3cClQsTycKetGwk571JFDvIzya1IF8wRsAnr19a0ISEl3ZwjctzzVRERWL43BepPSopZmeQlTx6UCLctyqTDYx6YB71Vlc71GT6/WmbfzqOXVNPtB/pFwCR/BGN7H+g/E0mMluroQQCQoW7EAVXF/Lb5c/uWAyAGBP5VcttZ03UtD1CKOF7eUKVjz8zMSOCD657frXF2aSDBfKo4JUnjPY1nJ2QzRl1a4nl/ftuYurEgDPyjAqR9WuY42ESLt9WPaoPsLyFRCDtK+n3h61JPp8yWTMUxzxyD07Vk3dgmyk99PIsiv5f7wYbC/wD16tadFduix27SiJRgtGo3DJ78Z71mqjKeR9RWvpkzQ7iHZTjG0H7w71bfYaepDqNvFFrVtCJZZifvPIxLA5PHt26V2I8O6exzsuHJ5YtcPyT681xuqSBtXs3wqsVGdv1616RDt5Uc9lHHNS27KzNElqZY8PaYh5tm+pnf/GnnRNIIVjbBj3Jkc/zNbCWTucyEKD1A5NTJZ2qLvIDADOWPApcrYXRzzaHozH/jyRm7Abj/AFofQ9Jhj3z6fbxJ/fkAA/U1o3XibRbFWX7ZEzrn5IRu59OBgVxGoeIBru4EiN4l+Q9C2eNvXnmrVNiczr7XQdHnBMdrZtjBO1AeoyP0NX00PT1P/HtAP92Jf8K4DRdS1GKWZ1mfbEuSJHxg4A6dzgfpUmoeKr6+tmiL+WGcH5OCMDp/WnyE856DDpmnIFkht4eOVdQP6VYCov3VA/CvLdL8RajpsJt4yXXOQSc7foOmK7bTvE9nfOkW4q+375GAT3+lPlsK9zMi/cMrRZVlOQ3et7QHtbf/AEFGYQ3jMwQ8iKTqwHop4IrDVSx2gEk9AK07a3uLWEzxTxpKTtMZBPy9zmoiy5HX6lqFpBZvACJGKlQAeAa8g1/W7u41BbdUWF7ORSshHzblAwR6D+ldgxCrlsAAc+grlL6Bde1ZP7KiMskfyTzdIgvbLeoq79yTrNIu47yKC7QBFlBDqP4W7j8+foRW6o44rltKsjpqeTC7TeYwMhK+n9xevtk10ZeRI1DDaxH5VnDdpFSY99uCp5B4IqqIrTTozPKRv7Ej+VUrnU0gJVTvk+vArHnu5Llt0rZP6D6VpyJshSaJ9R1Fr2TusQ+6tZ+CT7U4n5sGpBtTDN+taWsTcYsfrwKkEixDj5jUcsu49cCs2+vxFbyKn3yOADgn3FAGk0rOuDgD0FNEXDuSEjQbndjgKPesjT9SS3Zo70j5WB+XqQ3PT86u6lqsOraQ1pFEscOcgn7xIxz6dc0m7Ac/qepyX9x5NqZBB0Cjgv7mnWemRq4Nx8zf3e3/ANem6XsUSQsgWZD8x9R61oEVLkaRj1LaBVACgKB0AFaRtE1nR/sqFY7q3O5GA+8ueR/n2rLjfcKtWtw9rcJMh5U9PUelZltXRWitlt8IV3P2YdBVqJyrBWOEfJ2nByT6/wCNXr6ewt1mu2jSS1uRjLEbo39s1z8l9FbvHk4yOCeaXKyEV9XUWLRL5fJ+9ls/rWazyTqgIULnOc9R2/rWrcTRX0f+lx8KeJEb9KyEfL7Cu0/09KpbEsXbmSAjnYwz6V1S+M53LfZdMXKkcyS9O/THtXNyt5M0JAb5+h9OabpTMzTliScjkn60eZUex1MvjLWpE2pa2kJ/vAk4/OuevNYuZ9PntJACJJRIWDnGRntj3/SrEgYrhe55+lZU4IYhenUHGKpMHGxaisJDbLMzR+UWKFsE+n0/nSSaUIpHNpOLgKm5gAVI9eD6UlrKws3iYHGc4Ht0/nUpuJFiMXnSIh7A4rRzb3M7JFdpg0rsJHbcOpGCD/j1pm4MUbBJ6GmhNuR075Peh2fcAM4+lSwJF3eZvJGzGBWho8kYv1LybIgecDoKz1BUYbnirEUkaH5UJOeecZpAekxpFboQgA45J6msy7123gA8tZLh5G2IkS53t7Hv+Gay7Z9U15IXkhitrLcSZpMkSDHRVz82OvPFb2n2SRSuLKJpJ24kuZcFvpnoo9hWbkkapNmS+m3N8fM1ubyoc5Wwgbkj/bb+g/SugtLRpYEiigS2tF5VVGB+A/rVuGxt7NfOuXV3HJZugPsKoX2uFiY7cFR03HqfpSUXLcHJLY0GmtdNQjPzdcZyx/wrEvdWmuyVX5U9B/WqRZpMlzz9etPiEfO9toxwa2jFIzbuRFc8k0bRj2po78fhVC71SOKXyYwZ5+mxein3PaqEaOcdB+NVnn/e+WvzPUelvd6ib0uixi0QySpjG1R7nvx7Vmv4l2ny9NsxvY8NINxJ9lH9c0MEdRa6VNdKCVwueprG8T6Ottta1O8kEy73yR9B2A5/On6Y2ui4N1d6jKu8YMIwcj0x0X8K663s7bUNNVAu1AcTojcsfc9fes+bUrldjyHa4cMdxBHfoanhnMSFSpK84yeldvr/AITZ723e3dRZLFtCA4YEDoPUk1w8kLi5W2Yqjt2J6deD7+1D1J6izXUQnt5LVHM4GHA6MPSunm0ueHTYb47WikbaQucocAgN74Pasu0torPGxeT95j1NWmvLuW3+yzTv9j3bhbg4XPqfXp9KWhqk0hkZIkAXJ3HGBzzT7+RrWyklIBYcBTn1xVyzuPskqSooynK44x+VV7643ICQ8k5cH73LEkADnp9TU9S+hzM4nfb57OEHIU9vw7U4XDTbUJyqjAFa+qabPpLldQXY0ih40U7gVPuODg/yrGjUIxYHNaXMWTKWUf0qNVYynOSO2RSl9z8HgVPHI0Tb165/OpENuYpLf7MZQfnYFM+maTSvv3A9x/Wi8me6liZzwpGFHbmrmnaZdIHlCb1kPATJI+v50bIqO5YX7wB9aqapb+WokTOCcEYyBVlnEN0IZTslyDsbg+tWJzG8BGVY5xgj9am9ma2ujItokFnvfJkLkDjjAA/xpQpIzk5GcEir7Wr3AjYzlQuSFVcDPr+g/Kj7LNlUUeaGONoXk/1q+ZGTgzMaMhxknDDd1pq7pHDd8dK6BbOMh5J7S9EqtwiwkjHvisq8lht5dkadTtO9SGT6ihMmxCqnKjJJx29asQRh7soOByc+v+c1YSxnVcAxjtyDVmHSZoLn7Q80ZAX7oTnn3zSckUos7yHTZLhhLeOVTtED/nA9hTrvWLazj8m1VWI4+X7o/wAax7zVbi7ygPlxf3VPX6mqOPXmiMLBKbZPPeT3Mm+Ry3p6D6Cq3Q8nmn44yTUZk+b5R+Na2IFP3hk4x+tKQW9hUYBLetaNrZy3GNqZX1PShsCtDCzttC9e5qrbeE7tJlEEsQiDEiVhzg+o7mujuFh0iye5lSSRY+WEa5P1xWAPF1nP9o86WWNGUGGLYOeuQSOmeMVDk1qirJ7nNaja3k+u3Fm0x+Zsly+RIB0b3+nbpWnY6fDZLiMEyHq56n/61N1/WILuG2iWPF7ZgeXMhBVk/un/AD/OrFpcx3tskydGHK56HuKmUm0VFI0I3DgDnj3q9ZXZtrhHJcR5w2D1FZMchjcjAw3GD2/Crg+6OuD7YrJ6Gm5WvNX1DXpf7Nsl+zwSSbRPKMSNz0A7Y9uawNc0B9H24dTCz+X5mfmDjnJrQ8QAC1ikgfy5PM2O6N0zjnHrzWx4h+wy2k2kWYlNza5fzJfnY4xzntu6fXAx3reN5GMrJnK2dx9ogywxIp2uPQ1OelYVu80ExcuQSNpHXNbUDefEWUr8oycnHftUlKVyxC/G09qm4KsuOGGD7iqecMCKtKwZciky0W726l1eKztr2QtHbIUj4GSenJ6ngAVz95pbWKEGQHJO3HBxWs33TVe5Y3RXzcHA7cZ+tK7uJxVjARSr4GeeKndSiDA5rSa3SQBVUbsjFJJYyLGyvCSxGQT2HtVXIcWZ8AB5Izj1q1aXuovGWivBGoO3AiU1Xf8Acwsc8jnFSae2Ypf+uh6/hQwjuWotMnvNQhuJLnfMxC/cAz2HepHQxuyHqpINXtOkjS6tTJIqL5i5JOO9V73Z/aFyEYMokbBB7ZqbmtrCw8xir+mf8hS0/wCuy/zFUIf9WPxq/pxxqdof+myf+hCkUdS7KJJTj5toBOa8u10n+2L8nr5or0y5dBespHO0GvNNeIGq6l3zMP60Q+JmUtjoGyMdM0KGllHmSy4PYNj+VIADt56ipYhiZenWpLLYYZxnmldlRCzMAAMnPasyz1SC6YKjbWPQNgZ/xqHVrae8LRq/RQ0adA/rz3Pt9PWutK7sczLVtqCXuoJawZYuDtbOAfp61oJbyTNsRTz271f0mynvLaxmn0+2tmtlBjdlLODxyB0A44yDS6r4i0vQFdAwmujyUU5bP+0e1KTS0Q43e5ZstFWNd1x1/uilu/EmkabcR2j3C72YKQgyE92PauL1DxHq+ugpF/odoeynkj3PU/hiqUFlDbsP45PVv6Cob7lKLPQLPW/7Q1iSygtJJY1I2zxncpBGcn0HbrXKeI/C8VjfC5hk8uKZiFjwCEPcA5oW4u4LKSG3uZIlOWZVyQxx3H+e1XotQt9R8NXVrcTpE8K+ZHJIuArD/wCuf1qLtlNWOc1OKys9JaD7Wr3ZkDIEXPye57etS2Nza2drElpDPM0vJ4xz3yTxx7VR0XT4btmuLhjIytzGR+RPr/8AWrpFjReV7cdMcCjbQaQ+G3llUtKYo8jhQ2cfjxn8q1Wt0gRNs6sSM7hlc4OOOnt096z4JQhCHPqOf/rVI0jZ5zgdBWbTbLWh0C2FlrulRWE1p5UMK4aRCoy3tjnJ75//AFc54htpG0uISbGvbE+RM3AyMZVvoy859QRWppV/9mn2s+I34bB/Wte90y0vpUmuI9zou11/vITnB+hGQf8AE1rF9zKUTyOZMux5BGBjGM+/6VPYSDLREkN1HuK7PxTp80uJlEX2ZUAWJBg5GfmJ6nGT19a4SVGjlLw5BQ70B/UUO1yVozVxk4zinxPtbaehqOGWOaBZV5Djj/ZNKaDUtzSfutgHy7sjI5/P8KrBWfp09akTEqjd1FJMxjA2so+tIbY9Ywo6VrafJDduFcDzFBEm7+JD0x75/nWIJ2ZA6lSMYYVHBc/Zr1JhKWwTjB7Gk1cL2KeswC3MpUkfvdu38+lN045jl9pDRrFx56sSMsz7uvSjThhZ+MDzTiq+yQviLpUBscHBxmrwjR0IJA9sf59B+dV3mVrGO3EEaujMTKM7mz2J9BWjeXZupVbbGoQYXZEEyPcDvUM1RHbLaQ3CC6kcW+RuZBk12Mfh7TkkjljEoZGDqd+c46Vy+ks6aghjj8xtrAKACfunnn06/hXc2vmfZY/NcvJt+Ztu3J9cdqFuTNs53UpGj1I7R/CBXneuc6lfnod6nH4V6Dq5/wCJgD6qK891n5tTv8eik/8Ajopw+ImXwnQoVAAxzt4578VLH/rEHXnpUMa/u0P+yP5VLFxKmP73eoZaP//Z Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses pressed together . There ars lots of houses with brown roofs pressed together . Lots of houses with brown roofs pressed together . Lots of houses with brown roofs pressed together with a road goes through them . +692.tiff 62_692 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged in lines . There ars lots of houses arranged in lines and a road goes through them . Lots of houses arranged in lines and a road goes through them . There are lots of houses arranged in lines and a road goes through them . +697.tiff 63_697 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged in lines . There ars lots of houses arranged in lines with some cars parked beside them . Lots of houses with brown roofs arranged in lines and some cars parked beside them . Lots of houses arranged in lines in the dense residential area . +696.tiff 64_696 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im+/vXnnO/8AjkJ/i56ficCurF1D9kkNqTBcNnYsvCkkk/KehPPfH0q/4S8NR/Y0nu0ySd2A+Qx5BVh7fzzXUjSLJYzEtvH5TfeQrkH861auF7HnZjN5tg1eLEnRHb5HA6n8KsaMt54bvTqGnRw3aOu0xy8Ptzng9M8f/Wro9W0GG1gkubVxFFEhdopF8yPAGeBnK/gce1c9p+u2V0vlsptmH97lD9D/AIj8aTvHYpNPc7nSfHOl6i629wxsLvoYrj5Rn2bp/I10mI5FBIVh1FeZzWlld2Ti4TfnDIygEsO4B7fUelVNPvdU0jDaNqHmQdTaTnco9ge36UKS6j5Weuev1zSMwUcj8K4/TPH9lK4g1eB9NuPV+Y2+jDp+PHvXVLNHOolikV0blWUgg/QiqEOcs4wCQKaoCuGIywGBmgnn6Uu3OOlICRWBwDxVqJV8tpZGxGg5PpjkmqaqWYKBkngVZupTBCtsgLEozFgM4AHJ9+e3vSYzgb7SXke+uEuLqASyM0axT7kYMeBjiqmlSwWN1JpjSeYyEJKyjIJ4wM+uT09q6sWc2POd1nTrGVXG3sc+/wCHHNcfY3H2nxZKlxb/AGZpMr5an7zdifUnnmiyvdkNdjrdL0vy78z7v3KjKj1ard1cRqZLqQDy4Rgep/yasSgW1qsKfebj/GuZ8QXoWWOxQg7fmYZ6n/61XFXYm7GfPO88ryyHLOcmqczipSwCVUcl2xWxAICx3HpWjp1obq4HG5RyR61WiTcQorqNOslt4s4Bb29aG7CLtrGokaWUBFhHCnsPWuW1TxJbT6hIG8wNH8kcezr2yM9D3/xrqmRZsxM3HvXJ6x4OW5vWu4ZjG5HKY4PvmsvQu5c0+8ivIBJESR0IbqKvcY/+tWDo2nXenzrtkt5LaRckqST6jHbFb7RFvaoNF5kTyR26mV2CRqMsWOAB71yGv+JH1F5NM0ld6thXuA3HPBA9u2e9QeMdZZ3OlW4Y8jzWAPzHso9f/wBVZafatEkhktGBeB/344O6TrjB/u9AcHkNVQi3qKT6FLVtJm0WRYZxHJ5ih0mQkjHcD9K9K8Ga9/bGl+VM+bqDCvnqw7N/nvWVJaw+JvDC+XL5s4GUdsAq4HII7emK4zRdTn0HWI7gBhsbZNH0JXPI/wA9xVNWdkJDbe9v7C4a4DzW8nfqv4Y71P8A2w6pDKEETx5DMjFfMU9jXYXelw39t5NyhYH7rAcqfauR17Q5tNVWSRXh2licY284APvnPFYpsbgXG1+2N6WaITKVyXjZstnPB9+ao6ZYx3WqfabnIgBLEAjO4njr2HBP0rJt/uMeMscAVpRbliwZGVQM7Rzk0vh0RDdja8S+IJYLmztdMvZglvGGaQOcux559eMfnXXeA7rUdcsbi71Fw0KERxEKFLN1Y8emQPzryuRJby6iijBeeZwir3LE4/nXoGteI4/DOjw+HdGlDXEKbJ7heit1bb/tEk/T69NFdqyGu5vamt1fz3Vjo1/EkluB5rtHuAY5+Q9unJ9PxriruC40u5RtW0G22jlpIEKqxz1yDjPtXd+E9LbTPD8CSqRPN+9lz13N6/QYFbTosiMjqrIeCpGQaH2HynmyXej3oc2rSaXOegGDG5/2l6fjwfeoo7AWbGeS1WSNT/x82pMiEnuR94frXTat4LsbrMln/ok2OqrlM+6/4U7wvps1rpTWRaImBsBVBBOepJ/3s/lSaugV1uc9KsF1b52pcQk9Vw4z/j+tUIYNR0iX7Rol1LCufngJyG59G4/P867C/wBBt5ZGlVXtbk9ZYflJ+o6N+INZE9nqFmSZIRdRAf6y3GHH1Qnn/gJ/CoSa2NL33NLSvF8z2jz6pp8iQRN5c11CpZEb0deq9jxnrXVWl9bX8AntLiOaI9HRsj/6xrzeNxcrOtpKCs0Zjn2NtYqeCGB5HA71v2nhu2tmW5tzLZTMmAIX4Uk55H8WOnJIrS6fSxFmjurJVaVmJGUXgfXv+hqSRx5zYdWK4B2nOOM/yNYUN5LAjZbezRlSxA+b3Irn7K9n0i6e3tBE9qXxHF5nzIc8pjuOpHce9SPc7csMc8ehFVnhiEyy+Wu9edwFSo6TRq6MMEZ4qB2IyTVIhlW8n8nzbqQgqi/uxnqewripEL3UlzI253GMntW7r12WkS2BGF+d/qeg/L+dYUp44NaxVkS2QO5C4pI14z3NJzI+Owq5bQ+Y4AHXgVYi/pdmChnk429B710QXyYlLjYW6CorG1HmRxAfJEMt7msDxPqeqxaipsYBPbJ8pXbk57n/AD6Vi5alKJ0eCI9+0uh6qOorm/GfiH+zdK+wQvuuboH5u8adz9T0H41DN4vTSLGOS8iP211/49lPI9C3oP1+teeajqM2rahNe3B/eytk46AdgPYCrjZ6ktPYvaRquq2zrb2VwQrHhWUMB9AelekaXJPdWM6vIDcRyMgY9MkBh+HJH0Ary7TZ7lZ1t7GMG6nby1bqeeMD0+teu6RpiaTpsdqh3v1kfJy7nq351M7GkThrTw1ql3qc6avFIybsmSFhlif4h7D6ccVqXHhKIwhY5ppnTAQyS/NjPI3YOBjPaux2DcGHB7EVA8LICV5HtUp2Cx5jDLc+DtXQNh4ZhiWJSfmGcbue/XFT+L9Lhmjj12wYSW0+PMK9AegPt6H3rs9W0q31S2eKZAGIwJAoLL9Celcahl8MXkmm6grTaReZBY84z/EPccZH4+lMDY1sG0uIxc3Xl20bBXVcj3zn8q4bXr7+0NQkaNNqk4CLyMDgfXitvxLMfs06+ZGxdwJFQMB0ByASehOK5eCNSNxyD2PTBrPRDk7E1rDvOODtOPb61pwQxyyeWymONEBYr8zEZHQevNUYpNgI5B6dOtWftTtaTR5A3AfjzUX11M7mba3s2m3xuItvnIHUMedpIK5BHcZyD64rX8K6d/bWuQxOhMEf72X0Kjt+JwKxTAXzkgNn8K9U8D6P/ZmhrM6nzrvEj+y/wj8jn8a1UuxaVzrRNnG71/OpQQVGCDVTOCeKVSV5BxSLJ3GTjjpUcKCAzMmQ0pBY/hj8up/GkVwihew6c1IpB6fSmIQqTwcMCTwRxUD2qtkr+7J7NyPzqwOp5PrSHoeKAMmbTohMJZbaMyKcrIVBI/GpkbHPeo4NcjGtTad5LNEqglxzhvTHp/XNUta8RaTp0m0tIHK5GxPlPXj9KSV9hc3c02YYLdsZrC0TRY9E8TLq4RruEyOzRcB0Y5G4Z4bHPp+NQad4ssrvJ2vHtOOeQeK1kuory6geKZVjjyWAcqWOOBjoR9c9OnNIHZl/wq51DVNXn1q+MU88263gPylUGemRz2GPbPeoNf186bp2nzW1sZbjUHIt4JjtO0NgMfQHg/j7VoS3VpYWbC4ZQ5TzRvHAHTOenFcJ4a1AXviiLXvEk1wNNVpIoZ3VmjVuyZ/hADH/ADmtU7mbVjU1C0vbe/njvI1LFfO8xGBVlLYHHUc9iOgPoazpumPWuo8WX0VxqciQSeYi7Q0h6sQMfkMn8WauWPzyVohCRrtI963NLhCbp2HCcD61mwR5YcZ9K6e0tR5kNt2Qbn+tTN2Q0h19d/2NoMt0QPOYfLk4+Y9Oa4FfFZa3cbSJTnYTjH4963fGol1J0tbZmbyGO9F6Me/5V55cW4sLkIyvuP8ACwxisJPoXra5QvpZ5bsy3EhklflmJyTTE9ulT38TRlSSCG547e1avhnSZNfvY4pVUWdsB5hUBSQT0z3Jq4trcS1Oh8DaK0R/ta4jzuBWBSOcd2H6gfjXoSFXBKvnt0qnGgjiREGFUAADsB0oYuobysFgMjd0ND1KLwOBznHtSrtXqORUEdxl8OMYxk44/P8ACpick9PTpSAjmhRwSOG9fWsbVNMh1KxktblMq3IPdT2Irc+mMd8U1o1YZK/Q00wPMviGlvY3NvZQQxwnBd1jUAHoOnrx/nNc/FYy+Uu1W64Pbn0rWWOfxF41uriR/tMVvIzBwBgqGIQAehOPwzXbG1trLSn+0qhjjVpJCeR6k/zqGritdHmkllNChMilcgkcdBUTAKQozyetd7Zy6DfQgx3ELnpiQ4Yc+hq5P4b06QNG9qEOc7hkMp9v8KjkYuQ4XS9JGrXHlxN5cuP4vukD17110HiHUNCjSDXdPkEK/Kt3Ad6ke/8An8Kjj0VtNvVu1gF4qHcPLYRyA+uPut/47VXxJ4pufLEOmAgAH7RuQiRPYg9B74x71cVYdmjtNP1Sy1KHzbS5jmTHO08j6jt+NW+9eGfarmG+a5jY21x1DQ/Jj8u1dNYeONZjBguFjmwP9cUwfxA4NN2Q7npm75j/ADpY8AlQ53DnryMn/P5V5fc69f6jMSLuWGN8ZVWwPQ4rqPCWpOLBILp2GGCqWPt0qPaK9hcyudaCQvNO++do6k81CiIm4JGqlzubaMZPqamV1XJ6N6n0rQowYdGvbUzk3CO0shZWUEYycnPPHJ+lZnjvSbCWK0CXEcV6Bj5yAHX3PbnJ/A12qIZ3VAOp5+neud8SeDm1m/N2l26NgK0ZHBAzjFJabEtHnekafObuW2TD7MkkH8OPX1rtPDWjTXF2HuVCxddp/iA71JaaBPpkMcEN68ZWYSSBox8w/u+wrpRLHpulz3so4RC5+gFILEOo39jc61b6JLIpkmUgQ4JL5HI9vTn3qhpOqz+GdLuNDksVeAM5ijuE5j3HPzD+LrXHeHo7TVPEP2zxErul+CY4/MMZcFtow3A4weMjOBj0rpNVlXzEtop55oLZfJhed97lQSeT36/kBW0Y2Ik7szppSxJYkknknvTI16e9Nb5jUsQ5zViNDTcrcu728hihTeHXB3H+6B1zXRQTi00uW+cHe43KrDB9gfxqpZW2I4YOhY7nrN8YajDFJDZfaRFsw52ybTnt0OQB6+9ZS1Za2HxKN+5wDI/JPqaydW8NpqV0s6TeWyDBXbmr9tf2s4DwyJsPYH7tXVbqByTWTumaaNHBa54VuvKWa3ZZNiksg4P1H+FXPB/ibT7OzTTpo1tnznzScrIT3J7Hp7Vc8b3/ANl0gW6PtlnbacHkqOW/oPxrn9L0jTJdPEF3dyJeTHOI0yI/7ob9SR7+1VF9WS7I9PLAgYPXvR0ByAfevN7TVNW8LyKkh+16fnCkHK/gex9j/wDXrttK1yz1eLdbS5bHzIfvL9RViNZO3p71NkKMjke1RIAy4/rTweAPU0gJgw9ckfpQOp64HpVc5UM4Vy+3hQev0B471Lu5wfz9aBnE+ELIWtlzGBJKBK7Ecj+6PyJP4moPHepiDTI9PRv3lwdz47IP8Tj8jXSW8CafaO0knQF5HP515X4i1GPVNZnuYjIYjhU3nsBjgdh7UIbNTwDo39r+JY3kTdbWv76XPQkH5R+fP0Br0+81mHUPEMOiWaJM6Evdzf8APJB1UH+8Tge2fXp5bpXikaN4dlsbCN4b24kLT3RI4XGAF9D157ZOPbufhxpn2fSpdSkz5l22FJH8C9/xOfyFK3UlHQTeHoF86WxJt5pCWxlmj3HqduR+mK8u8UeHtbtLiW6nsRIhO43Nsdyfl1X8fzr2mmnk47AUrlnzcPMaNh1A5NaFs6jT+QTz8wxXreu+CNK1iGV4oRbXZXiSH5Qx/wBodD9eteZaroV/oF2NPuZEeJ8OGQ4+XJ9R7dKiabREkQWsXnw7Sdvv7Z61pWzzJtm5Yx8HnAI9frUSwKlsHictn5Qm4dwTyOuKeC0dl9oRWLgAFM4yTmueSuZ7nc6D4isb6IWrXQS8Q7Whk+Vs/j1/Ct/IPvivKtGt9Pg+z2Oo2kj3crrPll6E/dB9sdfqa9At52t4wgztHQHkD6V1J20NktDpLKBliaUHBY4XB7VNv7SAN7isi11dlbY20gdlPIrUhu4LrAyA35Gi4hlxGkkXOHHv1rP1SyTUbN7KYlYJFKPtODgjHH4VoyoCTzgDuKxtZujb2TKG+eT5R9O5q0rkt2K7a7ZroFvpi6fC01oBHb3DKDsA/iXuG/zmuelfJNJnGaZ1NbLQgAPzq7YQ77hMj5V5NVlTJ6Vuafa+XAC45f5jn07UNgzVtsqQ+0b8Yz7V574p8Ja5e6xcXcEZuo3OQS6hh7YNegwKwXIGRRfagmnadcXc4zHChYg9T6D8TxWY72PD4bW6ju2txHIs6Nhl6FT7+leqafDM+mwG4BjnCDcM55968qnupri+kvGkZZ3cyF1OCCTng16V4WF1Fb27X88szXOVbzWLbc8r/h9WqXTsy4yOZ1fS5f7ZN7cz/boojl494VlwOgHTjg44zUltp1td3CRRXBSQnJt5x5coz6A9fwzXRXPgSzGqnUYXlkfzPNMUjjaSDkjOCcGodajtf7QWyu4HcOgeN2j+UnJBAb1HX8amzei1B26mrb6Zb29gbNkDxkYZX5Dfga4/WfDP9nONQ0e4MT5/1G45H+6f6GtKyur2GP8A0G5M8QGfs95k4UkgFX6jO04BzxUcjQ3U4RribTblmH+vI2nHZXHB5x3zVX6BYdofjRSVs9XTyZgceYRhT9f7v8vpXZxMjLvQ7lI6g1yU3hf+0YGS/VQ6qPKuIyd35dx7GsaOfXPBkoSVftOnk8EZ2j6H+E+x4prUD0jJ6sMDPanZGc1k6TrdlrEG+2mG8YLRtwy/UVenn8hWJyenB7mk9Boy9UnX+zL1QylhbuSueR8prxsmuoudC1i0N4cuIEiYtKW4ZQOnfsOlc7IE+zKR98Njj0pXsDJdK02XV9Ut7CA4eZ9u4/wjufwGTX0DZ28djZw2sCgQwoEQewGK4D4ZaGYraXWpVGZMxQ56hQfmP4kAfga9FBB5FDBEoYHkkD1pHbam48AdfYd6izyemDQkm5AVyVPQEEUrFXJSRzj6VXu9Os7/AALq2jlx/fUHj0qcSKevHfmlBBPBzjrikBycPga08yfz55SjjEYjO0xiqNx4Ov8ATdJeLSb13l3bi7fKzDpj/vnH5V3bDAz6c81ma7dmz0eeRXKNtwGUfdz3/mfwpKKQrJHD/wBtJZ26m8RJ548gspBI68H06UuleJ4b0SeaEi2sQCTjIzx/9euGnllhu3YuWds5PXr2NRxlk+b7hzyMUOxLlY9Ls7+1u5N8ARZ8bSduTjnjP61pW5umnSIxht7ABlPr3rzrTbqWKdGj3nLZ+U5Jr1TQT51sbpldFUYBfqeOTRFj5rl64kaF4oIslj6ntXL6rc/ab5gpBji+Rfw6n861bm+UWkt8pOZBsi/Hv+Vc30Wt6a6kSI3OM01B3oc5bFSRrlhVklyyt/OnRO3VvpXSWqK3mTOPkUcfSszT4tsBfHzyHC/StG8YQ2qwL1Yc/SspvUuKKUWsKkpUgdcgKeRz6Vy/j/X4Li2g023cEsfNmI44/hB/Hn8BWZrOnzabeS3rXDbJWyjZ5yf4ce1ctexyM6XDSFg525PXIA71MKlpWsEolzRbL7dqkMZGY1O5+OwNek3M8FtaMZJViRRneSBt9CPU1w/h7UNP0vT7q4mnDXRGFtwpBbsPm6e/epNMlvPFXiK1huMm2jbzJEXO1VB5z9Tx+NatiR6xaSNcWsUskex5EVmX+7kA4pXijliMcsavGeCrDOfrStKkYXdIig8DnHPpTlycZ796xLMybRIDFttyIh1Cj7tY15ps0KtHNAJIW65XcpHvXXtlR0LHPY0MoKY9ePqKT13Gjg4Irix5027MS/8APtPmSE+w7r+B/CpL3XtunTRXlh9nuGQqrP8APbuf97t9GxXS3GkQTuSo8ts9V6E1h39rd6cgxA1xARhivJ/EUaoejM3Trtby2giuNP8AsjAN5MsR+WJV6HPYdv8AHNWo9Th1C3SzXWrRbqNt5kmgKq42/wB7OB+lUorSI7jptw9ozZ3wjmNuxyh4/LFcxf6NJaTeWVZCQWDopePHqSBlfpz9aG29CXdHcnU7O6VrHUI3tHlUoY7j5Q4PBCuOD+BzXOap4CGWfTZ8dxFN/Rv8fzrsdJgTxDoK3Zh2RTZAjnUMGAOD+tUJ9Fv9J+fT5mjjX/l3lzJEfp3X8D+FHNbcq1yTSPFlppsNvpep2MmlvGgjQt80RA4yG/yPeuugmiuIkkgkR4mHyshBB+hFcP8A23ayobXWrP7Nu4JkG+Fv+BY4/ECmDQpbFvtPh3UXs9/zeVu8yF/w5/PmndMLHf8AGM54689qTtn8q4yLxjdaewi8Rac0Cnj7VAC8TfUdR+v0rqbLULTUYBPZ3Ec8X95Gz27+/tTJLdNzKrDygpX+IM2D9eAaXPpmgZx2pDJN+MZ+lUtV0pdSsfKd3jYjIYfw/h0NWlALAHAXuanZs47/AEoA8n1jwNdWEW+Fo7je+1Soww6nkZ9B71kzeHLqG1FxKNowPkbrXb65rFnqSvbyTPbW8b+WJwcAv7d/X8Kns7VI7CCPzvtAQcSE53e9KaYkk0choehz3c5WSIxhSPvAggnpjvXpssYsdOgsYuWwF+vrUGmQb5zIR8qc/jTLy9Efn3zY2xjZGPU9B/jRFCskZGsThrlbZGykIwfdu5rLkYICSQAPWnEliWfkk5zVeVg+QRkHtXSlbQzERhJ8ykMPUHNXrWFpZkjH8RxXKXt/b2DGG1URmUgyeW23kHjOK0NJ8XxQSS/aoSXICIY+ee9DY7HoVnErS5UDZGNq1jXOpym/k8yE+SThM8ED/OTU1xrmm6ZYR2IuE8+QbSA2dvrk/pVe31O0ucBZVJHY+tYN23LVmYniDzb5fmkhjsUIZZDkMWAORXG6ukAtoDby+YNzbuMbfu16Vq2kw6tbLE7tGQch16/SuOvfCWo2kBEKLdrknMfB/EH+lTpe43c4/celes+BdFOnaL9rlXFxdgOcj7qfwj+v4ivPdA0uO88QQWl86wRq26USnYSB/Dz3PSvbABjAxjt2qwBhnOQcelPEjbuGI9sdRTRwOgJxQPUdqQy0siyZIYZ7015F3+Vznbnp/Woxnjjr3pwY9MnkdKQChWC7d28bs54pWXOBnrxmlyp+XGMdATQe/wDKgClPpltcSl2jCueNw4P51x3ieRdJUWk0jRx3CnypEPOB1BH5D8a70jDbg3Tt61wHi21i1TVDI5crbrsAzx154/H9BQwZ6FZ6dHY2EFnEMRQIqLg84GOv5VKVDDBwQc9RUvmBl+U8jtTO2KQzNutFtrtT8gQkY6cH8K5a68MXmmM8umzPbZOSIvmjb6oePyxXfAYGKXGR9e1Kw7nh9/bapa30t+8TRPncfKG6NvXI6gH0IPXrRsuYrq2vdLiMUkifNJYsdjHrjHb6fpXsV3pNvcE7kCk/xLxmuT1Lw2lndGeEXMUpGfOtEOT/ALwAw3rg5p6iaKtr4s1jSo1/tzTzNbgDN1b4yB6len8q6rS9a0/WId9hdJNjkr0ZfqDyK4iXUJ5LRobhRfW7/IZ7UFJcHg5Q/wAwfwqCw0HTJ4prm2u7qKRSqxy7yHiwOByMgdOD2AqnpuL0PT9wzhakSEXG5Dym35uSP1FYFneSwQJHLI0wVR874yffIqgPiNpNvc/Z9ksiZ+aSNeh/E80riYzUvBc0F3Dc2EwnSGTzRa3Jxk+zj9Mj8aXV7u4ljgFjp01reKBG0bxgeZK5xliOGUcc/WussdVtdUtlntZVljYcdiPwp8pAGFbGe1aKfcixReOS209oocM56t0z6muZ12djcW2mwsV8tfNmb3Pb/PrXU3U4hiaR8bUG4/0ri5ZWkleVuXc5JpwQmyORsVUd1GS7BR6k4qWVqjMQlQowzkVoI47UIlNxLiUkl+AemM+9Nis3kLBDH+6BzlwM/T1q5eaTJYI804YxZ2oynjP4+1V1EYsdsTMWJ/ebuADnjH4Co2GQpGDIM8Y9KvwTyQzJLG5BHbNV4YDMwCEY7KT/ACq+8OyHnDbTz6isrjNXTfEd2186Syq6YwFI711ttOZolkI257Vw9jeaNZuFnnPmyA5YLkJ6Z7j8K7PTvIktl+zTLMvYowP8qwalz+RojB8d/Zo9IRjFE1xJKEVyvzKMEnB/D9azvDtz4gs9KiubS4EsTMSLec5BQcfKe3Ibv2pniXS9V1HUmk3KbNX2IFfIQdyR69c4p1l4lt4T9mNufssQ2xSRjDbR0ypPX3B/CtVotAfmdTp/jWylkW31KN9OucYxMPkJ9m/xrpoikiCRGDK3Kkcg1wVzNZ6hZMYEivh2jJ5/Hup/CsTSX1qyu3/swT2SdfJnJaP6cj/69O/cR65nBwe/XvS55FcfZ+NxDIsGuWUlnI3Hnp80Tf1H611NvdQXkImtpkmiYZDo2R+dMCXuccnqc07J+vrTegyP/wBdQSpG5RmUb16EdR6/yoGlckurgQ2sj9No4BNcPc3McNlcTz/NsUs2f429Pzrrr17J4xHdt8uN3Uj8SR9a4Lx1NZwx29rZg4f95IyuSuOcD6k5P4VElcdrHptk801hBLcw+TO6BniDZ2EjpmrCMxQFl5xyPT/GnFSpIbqOo96Q8nnv1AqxEgcEELy3oeKeoyoOOKrkgAnbnvj1qSN3xkcrjo1JoaJm55x3pnbGM+tHm/OQVwM8c0jYJ9jSAo3elWd4zyPEqzMpXzlUbhkEZ5BHc9c1kpo1zpelLbwf6ayk43YQnJ/Lp/KujHYAZJOAKsrZnGXbHHIX/GncLHnOqa1pelytBNOY5wAWjRSevr2rmI9O0TWpVexuntrgg7o5ASG5610fxE0ifWryE6bLbyC2BiMG7bIXPXBbAboOAe1cnpfh7U4r0pPFcWiKp3uRggY5x784/Gk00Te7Ow0yA6Lb/ZllWQqS7AYzz3x1H8q65JXj09J7jO9gDtJ5Ge2aydBjFzbWqEs3lR7W38uADjBOT1x6mrst3Jc34imtniig3PIxZSvHOevfj9apdhblHX7n93HAoI34dx6DsKwHOBVm8uWubmSZjjec49B2FU5W7VulZGZA3zNT0BzgDmhRk1o6baebcBiMKvU+/agRp29jBcaf9nniV43GGDD86x9R8D2F1Fi0kMDjj5+Qec11AiKJ8v0pVJUcjK/SobuNaHnGo+GItKjt/tF35PmNsDv90tjPXp+dZF9u053tllE79gvzZyODWh481Vb7WRaRN+5tRtIB4Ln735cD8DVHwvpxub0z52iHlGHZ+oP4cUuQpO5zTlt2SeTXpXw10rZa3GqyZBlPkx/7oILH88D8DXI6/LDqviBvsFskYkKoqIu3cxxnPvkkfhXsGl2Mel6VbWSY2wRhDj+I9z+JyahqxaHSadaPcfaDCnn4xvxyeP1rmdW8E21ySbRVt2P3ig4P4V2Htik7kf5FIZ5NqHh7UtMn81G3RxDIkjO1h6+9Os/FM8SqLtPtCdNy/K/19D+n1r1R4I5QVZQ3Heub1nwZZ3o823UxTDn5OAfw6UrCt2MyC9stTi2ROspYcxOMEj/dPX9RUmm6dbaddNcWpkgLLgojkKeeuP8AIrN1Pw9dW1hK1vZPcC1CtI3AKdyR3/KjTZtWCxL8l2sj7FWVuQMbuH9Rg5BBxTSe6H6nXRa5tmSK4Q/Mv+tHQemannvordoxKxXzG2qdpwT6e1cnqU6gCGa2lR2DboHO1mODtKMDhiGx0Ofal0u4iudHaK9tZLxImDFFDSugOQGIPToR601FtXHFpOxvXLyefLK81zaBc/vAiNGUUZ5Jzjue3WuEvJ31DUMj7kxN1Kin5SoOI0OODgDr/tn0q/4g1Syj0SR7NiLy+kZJiNwUIDnoe+AgJ9zS+FdBMtglxMSgnOdw5wBnGR+Z/EUnoDd9EdZZeOrbzRb6zbSabcHgNJ80bH2b/I966iOZJ0EkTq6MMqynIP0NcBcWl/HA0dzbx6nbngtGoWQe5U/K34Y+lZWk2N1ZzytoWtGMp963mU8H0dCOPrilzdxWPWAD25qT+HHFcNZ+PxZ3IstetDbTDrPAd8Z98dQPzrsLO+tdQhFxaXEc8Z6PGwIpgTlQfx702ONo0wZCx9SB/Sn9e1DEKpJ6AZoGAkMbB8cqcnH6/pWjK4SFmHp2rn4bkMz7plbcx2qQBgenvVqXUzDFFEyHOMEjqAKVhXOL1bwxfXE9oysl5Z28xlkgPySS5IPOeD09RXT2NtZXzzGOC8tIooVUQXIxukJOduc4AAA4OOavRTQy8hgcc+9K5IXKtuB7elbe0bWplypPQpWVlHp32hoUJeQ8ZPp0FZOqTm2sfJJPn3DbnPcKP8TW+ZCFPYD17VxWoXX2y9kl525wv+6OlKKu7g2VyeOtQNy1OdqavJrURNCmT0ro7O1/1Nt0z88lYHkRLC13MZAlopmOxipJHbiuQg8VaxaXMl7HetuYn5H5GPp0/wD1VMlfQEz0vX9aGlyxiG2knVTtkEK7tuRnn04/nUeoeIoNP0iW8f5HCZSNh95iOBXBJ4vnlZZvs+Z2P7yTOQxPt271c1EL4ms4oluhbTxkkQuMhj0zkc/SseazLsmcbI7TzNI5LSSMWJ/vE16BotiLHS41/wCWjLub3JrlINHm0nU4pNWSSK0Rs+dGhkTPbp0/zxXp+mwaXeW4ntp1u4zwSGBUfUDj8605r6jSscz4b8PCTxVd6hImYIH3RY6F25/QE/mK7uRnQLsj3jvggYpUAThVAA6AdBSOe+MCs27lIcCp6cfyp3Q1DtG4Nk9MYzx27fh/OnL2xxSAeDuAJABx0z0pwGBTA4J547U9cnHYH0oAjlhSWN4nGUcYYeorMt/D0FveyT2iNuKfc6455x+la3fj04q5ZoPKMn944H0H/wBfNK9hnOXEMcqtDcRK6HhkkXIP4GsbTre/0y/up9PMVmFbCxS5lE6AE8NjK9hjPc8cV2OrtGURSuWzwe4ri/F+orp2iuiHE8/7qP1AP3j+X8xVayRStbU5HV74eLPEX2nEduGChoFPCKBztOMHueccmurtCtvYTyTSIkckZiiXdyAB2HtxXJeHYfIXz2jDGfKrnso/xI/8d967aaS3ksoYYwHeE5JTor4xz71EnrYhHUvY21ypa1cIeuOo/LtWPqehxz7Td225lPyzxkhl+jDkVNDqFvIRuzBJ/eHStOO8lQZYCWM/xKapxaJUji7nSbmKXzfLh1KNRwJlCzDHo2MN+IH1rldSlutP1VLjRYbixfHzooKOWz0KdCOnTIr2BoLS7yYj5bn04/SqF7a3FrEWWIzY6bRnHuRSSs7lX0Miz8Y3enW6rrsLSN93z7ePjoM55xwc9PSm+KvGVoNFiXTbpZJLlsErwyIOuR2z059T6VW1XRZ722ijgmRGT724Zzzyc151fWxtJWhWQOysR04IqkDL8OqyfZrmBJpQ0owo3fKBnkYOf8itvTfEN6tssLzgtGoRWkOcYPfP41yMJw2ehJw3rWnFEzvk5UnBxUshs9PsboXVusiOpbjcV6A963IN32UzyOcjOK5LwvaSC3aEYLM2MgYxXWXh5itI/bP0pxGzO1bUCunALkGbKjPXHf8AwrlnJHWtHVLtbm8bb/qoxsT8O9ZcjZreKsjNjCcmpkXgkColGea0rGDzJlU9ByfpVAaVpalreODGWmOWz6f5/lXLa9oHh5tVNra36xSI37+IsBg8YC9s9c9etd7ZRr+9uZOFAIHsO9eY674N1CK/nuoTHJbyuXVt/QE+vfr1rG5aRFd+GTYzbre5RoyvAYnOfw7VesNIlimtnjkDEY3452Y9/p/KsdLG4s8faZ8bQBu8z5QPT+dUD4ivra+aS0nwg+ULjKsPUg1i1dgndnoepambFATbiWLaTIC4Hyj271zOl6Ot1O99oupSq6/61QCm0ntwAD3OOnFb3ha/XxVbXEV5ZJthA3kjcjE5wMH6E1afRLnRiz6OyxwnLyW7ruRj6j+IfgT9KpXRpuVx4j1TR7jydStWvLZQpN3CmwjPYgnB9O1dBp2t6bq8ebK6jkOMsnRh9VPNYo1iJV8vUrdrV2H3nw0R/wCBjp+OKr6l4dhvkSW0CRTD5kniYqRyO44ORnt+NVe+5NrHXgMc5IxnilGea8/svEPiHSJfs1/bNqEIYoWUfPkeh6H/ADzXVaV4l0zVSI4bjy7jvBL8rg+mO/4ZpDua4AUYAwPQetC8cg456ik689f6076jigY4Oecjgc8VYjvJETAAdegXofpVbPJ/OjsX6Y4z6n/P9KBFe6mMtwzZBHQV5Xr91P4j8SLaQDasZMMasR2yWJ/L9BXe+I9R/snR57hSBIRsj92PT8uv4VwnhnSLi4huNRjAyh8uPIyW7tj3xj8zVbIbvsakWmT6cnmzxSLbnaEGOnp+n61aks2dRMq+csrho0AIAPoxHb3rVvLqRYbS2uIldZTskDEYGOnHvVT7KZdYg8uFkWIAs/IQj0GO9ZLuKw/JFSwXU1u26KRl9h0qMqRTf0rrMTah1WKUAXMe1v78f9RWil68MRmEyTQKOWLY2/X0rlQxFSRzvE25HKt6g1DgmUpM6xXs73B4Rye3H/66zL/wxBPIZZLaKf0O3BxVSPUopWAu4FY/89UGG/8Ar1r21y20fZblZV/55t1H4Vm4tFJmFc6Dp82FkskVgc5VNpB/ClsfBkcc4fy2bnkynAx2465rqEvmZlSW2ZSSBntVxnRQeaVgbKFrbQ6VCxwu8kgBRj6AVja3qL6dZPJy91cnagHVQepq/qer2tuvzYklXlUB5z7+lcpcyyXtz9pnwW7e3sK0hElyIxkRAMcnuaiNSOcmmgbj9K1IHRLg1uafEwtWZVJdzgfSsqCAySKoHU8/Suqt0EUQXAGBUy2Gjm9Wv9ctZXtI4nUKoKhU3K45xyB3PX6VzeleKtYS5f7QwYFsNAU2/hj/ABzXo8kCzEMwOfUGvLvGGpo+sBLG5MkcS7XKHaC2Tn68cVnOLeqKTWxe8fJbmCzMcPlu7vu2H5TgDt261wxj54rvNOstF8Q6Olqs8iX0SZjhQbTvxzweCOPWuatbeTw/rtrJrdjOsUb7ym372OmCeCM+9LpqM9P8J6T/AGNoMMEq7biQ+bN7MR0/AYH51vZHsR0rg9S+ItqsW3S4mlmI+/MNqofp1P6Vt+DBe3Olvqd/K8s12+U3dFRcgADtyWNKxdzWuNOt7oEuhUngsvBP19e3WsmXw81p+80m4e2OeYwMxsfdDx+WK6LFDZGCq5ycdaTegHLnU57T5NUtDEv/AD3hy8ffkjqvT3HvVW+0DTtclS88zeCPvwsDu/H2rsXhikT51BBrEuvDqCR7ixeS1uG6vEcbvqOjfiKQ9DmIrnxHoTOqyLe2yvhY7hstt9m/xrd0vxlp1/KLeXfZXQ4MU3Az7Hp/Kob201QWSG5hSZVJy9uPmA90/wACfpXPiytpJ2uUYSZbn2OOhHUH2NHqPlutD0ZNzDoCSeMd/Ss6+1uK3ne3WIt5R27g3BPf9ePwrnrXULmzQJBMyqvCjrt+melUdRu1tLWSfdu2rke7Ht+dDfYpRtqzL8V63JrOowWMMRAiO0KGzudsf/q/Oup0RU060RXTyobeMrvlxgtnJP4n+lcn4Q083V9Nqc5wkHCuwyPMbv8AgMn64rsb60uZNOZIZAke8mTJHK9cA/XFDvsZ31uZyRveyvMbdUTeZfLYkljnj8CDWpYBo4QjE/Ku92ZjnJ9OKpLJGpfy/nkUrhCuCWAxxgc8Z5z6VplDNYrHtxlRvVvm69jSaBMtanpv9nTRQXE8HnTHbHHuwztxnaO/Jx/Ssx4yGKkYI6g9qvXRv7XxTZa1qVg1+1sm0NC4UHGcEqc/MNxPB59BXR2N1pfizUrvUJFjWzgtxF5TELN5mcsxAOVxwoz1rdMyehxTJjpUZ4q3Oqxy7eck4wRUTJ7VdwK5PvikEjqchsYqRkqIr7UCLK6pfIMLcuB7nP8AOmS6leSriS5kK+gOP5VXKCnCMYp2Qhg+Y4FT7eKI0wM0rcCnYCF+afGnam4y1W7SFp5kRRyxxSGaelW6R4mkHBO0YFbMkP8ACOPWo4LLbMkjfLFDwi5+97n8a4vXPG7Wmt3CpEzLEAqgHH+eayu3qOxF428Q3FpM+k2haMlQZpM8kEfdHpx1rz7qcEVp6tqU+uXkuoTRqjkKuxe4HFUrOCS9u4raAbpJXCKPc1fMmtBJWO9+HWmbYrnU5FxuPkxHvjq39PyNdB4utnuPC9+iKGdU38jPAOW/QGr+nWEWm6dBZ2+dsS7Qf7x7n8TzU06RzoYplYoR821ivt2rJvW5rbQ8MsNOfUNSt7SEHfK4UY7ep/Ac17tbQw21tFbwLtiiQIo9ABxXGeEvC8mm6je3c5ZTFIYoCV+8ndufUY5HvXZucEepOOaTGiYZxx0xTQedvp29Kbkjocj0NOV1PscelIY7Iz70zOCTilYd/T1prIrYLAEqcj2/zzQIlgtxczoh+7jLH2rG1XwhDNqH20llCg5kjcqyqB39a6fToisTyEHLcA9iB/8AXrn/AB9rH9naEbaNws95mMeoT+I/lx+NQ3qPm5Uc1d6VdW5aW3Ed7ZhS4lRwJMd+Put+GK4zXLsX6wx2Z82LO5ivBz2BB5HenW2r3ukhpLa4ZUHLR9Vb6ijwlYNq/iMXEqARQnz5AowM54A/H9AapNbi521Y7nSfD0emWNqgAadUHm5PBY8n8un4CrN5GZl8rzG+c/KoA24HqPetN2CxlycAAknFZcM0N4ouYyrxEBwy5pXHYpCx8y9VXUxpbc7ugYehNTXV0LS5WVYxLLKyo6q2QqjnOK5XxDqF5LqhjcPBbwnY0bHJkB6k461f8NLI9yzruMEScOzEHPOPw7UnLUSP/9k= Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged neatly and a road goes through them . There ars lots of houses arranged neatly and a road goes through them . Lots of houses with white roofs arranged neatly and a road goes through them . Lots of houses arranged neatly and a road goes through them . +695.tiff 65_695 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged neatly and a road goes through them . There ars lots of houses arranged neatly and a road goes through them . Lots of houses with white roofs arranged neatly and a road goes through them . Lots of houses arranged neatly and a road goes through them . +700.tiff 66_700 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged neatly and a road goes through them . There ars lots of houses arranged neatly and a road goes through them . Lots of houses with black and grey roofs arranged neatly and a road goes through them . Lots of houses arranged neatly and a road goes through them . +698.tiff 67_698 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged in lines . There ars lots of houses arranged in lines with some cars parked beside them . Lots of houses with brown roofs arranged in lines and some cars parked beside them . Lots of houses arranged in lines in the dense residential area . +699.tiff 68_699 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 Could you please provide the caption for the input image? This is a dense residential area . It is a dense residential area with lots of houses arranged in lines and a road goes through them . There ars lots of houses with white roofs arranged in lines and a road goes through them . Lots of houses with white roofs arranged in lines and a road goes through them . Lots of houses with white roofs arranged neatly in the dense residential area . +791.tiff 69_791 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +792.tiff 70_792 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VEWzjEEZyZJHHJ9hV3/loA8p4BAHqalsRV8pzCsDTEktn0qzb2/lttErMp6jP6UNkPkgbeOvamsWEauWO4ZA29BUgTsIkV1VNoc4bd3NZN5GGIQOzqvylQOAfatXiGFEkyTjk9efWqqywxy+WjKXbk/L1FNCRWNokrRblPyD7metWJF3BT94LxsXoKldhkklRj+VMWREBywPGQe9MYunzicyuJF8mFSXYDDMe38qo3GoQ6gx2tIQVyoXgjHrWbGWRGw3DDBHrTlj2sCoAAGaaQWIQCcn5hnnmlGA2BTn3MSX70KueMVQxVGWOOop8eSdoyGbj2qIcttGd3oKvxW5MkZI3qTztpMBQscVnD5kiqSGZwEJPXjJ781C2w2i75C1wx6ei1ryWUTP58sJkwB+6Hyj15xWTeCEyB4Y3j5OTj5fwoTJTIrQN9pHln5l7evrRcwi3uXTKnB7VGuRcRncR82MiprmAQuW3hsnIpldSEDCDkg+lNAYjb0GaczZOTzQG5A7UAIdwGP1pmN2R1Bq1LF8gCHdnr9arfdFACIm0cYx0OBU0KrK+wsEUjq1NVS7bQRnGeTimtg7aQEjRlBnbyDjFNSJYlM8g4UjFDF0YFshhxg1KLZ5wDH85PVfSgC5FfGebz7ZQWx8qMMEmtKLVYnm2yKy5C7kA+Unvz7GqGiNAiTo5iidSQCeWU/StT7Gt9JhCqoVwWUbVC9iPrWbM3a5U1mBbwtfCTy48YC444rGt133UeMZHIz3rZlcypNGp2pFgbfX3rOnsp4pEmBBjY5DL0q7lRZKkC3TvI0ypJn5gf4KkWwBZZUlYjBIkx1NWo7BGXcyhX4LbhyTTfNMUTzGEqobaBj9aLjK0VtMC3JIxgNuxg1YWKKyhLTTMqgY3MRjNGPOxsbBxkp6e9QT23nLAxtJJ8gjYXxg9M0gNFA7wedHiRSPkB/iHqaguSlk8seGJZgSVXgA06IrqMc9mv8Ao9wI2QKrcY7c1Vt9WMlqLSaOPzVGwtgguBxmlYVyzLfkoJUVXjUAKcc/XFOSyuJbhLh0EauPlUj9ajsZGgZEEHmidj5DgZ/AjtVvWDPDbeWZx/aVydoQN8qr6D3oJu7lMPFJqEkWdqxcA44JzzVAuF1B2d1AA2Bc5JPtV+HSZIyGclQV3SgnPPsamttJjt8TytlsblCjJ/AU7j5kc2BkfrVhVJViOwyMc1CgOVx3OK0VdTaMsBAbcGA25/M1Vy2MlRIraVRsabC7srnGaoqhMdas1j+5yHXO3dI4Peq1pE98mETdsGzOOtFyUykC8MivGMsBnIFaFpqU8d0gddoc7mIGB0qW5sZbXTyXYLnj3xms/wC0x+UQ8bvJj7zNwD7Ck0Vuak11HdQMPtLZTB2R8HNV4bWQkph8MP4+MD2FZYKuQGzGd24MvUGtmx1KRLSQlRLIPvsSc7fxoQmrGciFJXV0DAA8nsexqVYBcIiQqzsqkyN2zUIuHSFlwuXPJ74qJfOUgoznPYHrTGOG4Ep0zxTSuGwRg9xVuzge4lBwMKQWJbA49aZdW5S6kjU5OeD60B1JYkWS3yQxy38I7/Wq4tyWKnIbqF9quxyvb2sUZZSpILLnOCaWOCRrvaAdp3DcadxGbHIYpgwUEr6jOantnSK+SaTBA+ZhjOKZcReRcFMglepFW7GNpTLGsJxJHyxPAXPU0D6FZmWdppZcgkllx3NVmMq/dcqPQHtViaPyZQn3ZMcj0qN1GCN2SvX0xSAS3gkdsRkBmBJJ9q6qxka90+JboGIAAjawJwPauZW1mltyY0yWOBk4zViC0vUkgEbMFON2P7vcZ96iSJkrnQWlmk0ssu4tFJ1C9wPaoJU58lxiMY2I3U+5q5dailkEhgt1aTOW2fw8e1Rt5Mcm91kbHzKxO7ORUogTzLeNt64diMkCqEcl5cXFxcl40gVtvkuMYA71eF6kbRiGCFZSCQx71VuLy/uJVBtwkYGXBAIBqkNNleRzBAbyFmkLnC56D1zVL7at3LGWllVwOUXo1Xvtc4twxKSOCR8q4x9ayIR/pwYqAxJyPSqsWtTQs74fbnlERjijQttXrUkE6TXA+1wgtG2/zMAfL1/lxVFLciW4hDFnZvLGPU96tTm3N5IgLm1hT55Q2FDenvSYrHTWDpKrIjrG/Tysfc/H6YrkfFFhLa6qs7MzLtHz54z9a6C31W38qCOG4VpZ/l8wLjP1qDxFJ5+mPDHDuZXwzt2I7ipRMdJEdtDez2UV0BKuF3MsjAg/hWhZwQLOzrcTPLsIeEt1z29qwNAmupHupp7mQwRgBl7M3RQDXQW0vn3clyAI4xtzgcMfTNJhLQw/7LWYebaTLIofaQvr3q6ts1sRHu+XILRgfe+tc1byXmkzFraTj+NOxrWt/EmJg0lptUjLMDk7vb2qnctpmhq15ElhIq7leTgAJtwRXN219PbOI2kkMRYEqnatXV9TN4iRogSLhuuWJrOSFlZSBhjyrVSQRVkTXV2biR9rv5L4+UjGKpttGas+Uzq7FskMFOBwT9aJrcQy+WRvK8kKc8Uxj7OG2mj3SyMJA4XaBnIPFTLEyRyt8ojb5Qem85qtaxwkXEpLIFQkYP3T/Wp7bzzL5shWTy13Lnoc/wBaAIruER4YA7enJ5JqGFiZo1LFAT94dhV4xJcEPLNmRm2jjj6e1VpI2gu9oBJU4AIzRcQ6C1WW82wTZQHqR9761ba3eVZECkuGwkg7/hTGsmihZPM8lZFAIUZar9sUghh2BkReNoXJNTcTKGn2z73efAjiPIYdSPetANFawyy71IfLKm7PPWpLm7htLZDc4CE4CqOAfesW+m066MjQqyTIcLt6N70INxI7ae8ia4EYPmZ5Y8jFXraF47AiWUwl0AG44JI7DNYqPNFtkjkZHXoAf6VZuLma/i/fZKgjGByDTKsJFGkqMUJMnUF6iR2EUm1f3ZwGJHStNF2RoC6q5TAwO1Pt7T/SWRljKn5igPJouK5Hp1kzRuzTER87cN1NTiRI3Xe7Sy4yiDO1APX1pEWFpZPJG4KcPjnae4+lPlkFqk05tw7lRsJOVxnge1LcTKkFwtvqZuBJgDmfPf0AFUrrWrt9VF0AYoV+UR9QB7imzTNPKzuAGOOFGBxUJG7PWnYqyN+2v7K9OFkMMmCzbhk/gOwq7HIotnb7RLLEcbmZCM/Q1xuWgmZ06uNp9ce1bkd/GNIkj81hKGGzuT70kiXHsUf3f26Q7mijJyMHODStbXAAuY3WRd3VfX0pITbiEmZGZz0APFTWVwVnMBB8kHJwelMoltoZDdNcHaBMhyM4IPQ1KlpbwQGF4p5sgjYCFGPb/GrV00LWRmt1U/KSVfqQD2rLN2hvFkjO5FjI+ftmgQ+G4t7V18jTWROcNI/NWo5lv7MxtF5UhBfAJOQP5mssoTApErDcSVU1dtL5bZndIPMwFCYPzIen+frQJobosCzXZEjsYg4dkztBIB5I79K6dLuxjtUeWRWBICoq9T2rGsXDTzXTwBp2JjaMfw5+laciqyR211IFuNm4KBz7Y7VmyJbnJyESN5mDtPUe9RtGOc0KcKeu3vT5GBVQGDKBgYFamw5nSKIN95jkYX+HoeatAQzwIzRstwQBgfdqgZCIHjAGGHJxz+FT2OryWZbeAQE2q4GT9KTFY0odKlPLR/uQS452hj2qVbJU+aKMAgc/N1qtb60J5WEobynX5U/2vrSXmpGNlt2CyXDDLFeFX2pJsnUSW1tbaPe7FnY4wPug/SiCQzXqkMnlKhJBHoKbcxzlVEcTbByxXnPtUFkkrXEgRtrMpjyf4QetMoswlZbfLNxy5YDAA6596vWskJgjcOrsV4ZvSq80IRSSV+yKoUqeC59z6VkugjG6MMDn5VJwADSFa50XJIcxkkt97PGKzf7TMpkV9uzO35eo96itdQuESZJGVn5II6AVmqpUs565PNOw0ixOft17JngZ+9nqB3pggkLbxgLjOTxgVPHZq9mJmZgXbZgCpL6MwwxqyqJOmM/MRj0phchijWdwoZS/ZDwTSxyR293sm8xYgdxjI5zUCW8olXKsHyCo7mtG6UPhCo8zAO7IJY+hNAMBeJLcNP5UgAPykN94fSp7VhD5hnlAlnO5YwPm56DNOt7T7KgbaWkAyN3Rf/r1JEpMqmVQ7MMnPXPtUiKOzULKKZbEK3nPubC525HrVe51KeddjoEwACBntVu81IL5lskckI6B1GCay1w3U9OcnvVWGvMcCsrcZHHJPanSQukkKEALJja3YimxpHvHmNsHPNOguRDMGddwAwM87fegC6llBNo8nzRmWJjhx256Gs2FAQG61pXcsYsWWNl3SHkKMVmqSvApiRKYhs3ggYPNNDup3J8pIxmnE/Jj1pqjPG7A70DQJJIWXc/HQ/SrEsMcUrRjLk4IPTHtUDxEBXyoDZA9eKlVHIJyG28nPekBatFgm0+5ldQkg4XJxj05qTT7UKkpcbY8jk9TjuKSOy8+G2hLFAyl2Oc5+gotGLPIrSKDGNiZGR+NJiGW2oyaXc+bAkjWm8+blMliTya2bVBLqUt8WfaxzGpOR6Aj0qhpkRtBdfaZULOdxA+6QOvWl0/xJYusz3FsomDhEWIcbKhomSvsYruJBkAhsc46YprhWVdo+ppB6djS/dHpitTQnuZvtHlIqg+WgXOKhu7eOCVUEm/5csdvAPp70qYD5272HzcnAPqK0NNhhNw91cHaIwW29QPQ0mLYr2Usdtb58lt7Zy+3OBS2llHM/wBpnl272yo7ketSm+N2Wt7K3Yoh3FyMk/h6VeaSOCNPNiDNtGAq4P5UhCi3glkAjLRxKOWPIY/X1qdI7ctL5cbKWxkniqT6olpcJG0UhdsYiGO5/StNJ0c5DZbcQy7eMj+dQ7isReQZtyFtig8Ec1n6hZSM7FUMgXkHOAPatYBY5gzyBY8hpI9uMZ9azkv4NVmmgQkFXI3r0xng00wRmrC6zwogAeXjHpTrqFBKqqokUfISD1P0rajs0RN4P7zoZD6U1LYJKztIWGcoWHSncdyoRdFDhf3anKbOOKzJI2hVZvOEj7jwTkite7YtE6g4YKSKwm3O7O5yx6mqBE1tfQQ3pe8VpMj75P3fwrYiuI52PkRukZ6Sbev0rm5FDZBHOO9a0eoPa6XGznzJGYKoJ6L9KQ2jQYySAPuIA6qeppwVFJbeFOdoLetYWrXrX0iwwBkiU5J6Fj/hTpZ3ksY4XUrIjdfp70JBYsaq+5lUrgjv6+9Zw4I5p7NJKV3tkgYB9qFPlyE4DcdxVASeQzRCQ8qTgYNLbWTXNzsDDAyc/Sn2GwXUqfO8WwnAHSrFm/2S0urhCAFBWMMOcmkAl24OnLu8pJC2GGOSRWYfpxWnbwtqNkfMRSyNnfnHUc02X7FDatFHcF5UO5cjjmmhJmcRmnRoznAPB6k9qVcEHdinqxERQY4BOe5oGEkYChFJYqe/erESGeWTZGI8rwo9/ftUfmW/lAIrs/G5j2+lOglkgVmjBIkBVs+lSwNSAfZ7QM8iqVyGPUgegNV7KFI5TcNuSNRu9d3vTZnaX7PbQNhdmWdumavKhMBCyBgFClV44zSEAeG6lKwIsgKkfPwCPWqRgKKJH+zuinAc4BPHT8K0EgnF3vjmSOBF2qCBwaEW0ldxI0UaRycs4wrHH5UribMG3t/NIZjsQ8KSMkn6VJdWUsJOTuXH3hUiJJb3EsGx5Yzjbt4OfrU9tbPFp8pkzvkYhIjkmruO5WsBFdOPO/dxQjcxA61buUlvRJBp8BEbn5pQMbx6D2qaPT0S0EDSEKxJIT6VEr3VgkKqp+zq3zKTn5fWkBSeW4toVigJhfO3dGeOOMVeh32pWSRWllCAGQDdk96RtWtUDpDCZGAz5bDFVHupb2SFIYFgA+6IidxPvQA+PT2W5luLl1jQnJd+v4CqTzPDcp9kmYRxsW3P/F71JdRzhwZt+3oPMPf2qFArFgy54OAOpNDQ0TJqFyLaa3Z/MDrtD4+b6570umYghk8ttrAgsT0IHaptNkjM4aWNVSJDuOOn1pyWcLySIrHCAsz5/IUWC5oJexNAiswWR8kL7DvioZNZt4LkW8+7GAQ681XuDEEgeCZWnAxkDkD/AArNktihBcDLDPWlygrGncXMVxdMfkKBdzFHwX7CqThZTJJGu0dQvWqiRfvkAwATyemK6JgkcIQmJd3AI5yKpMHoZCxkxq8u3YpBwTyRmpxZPe3HlRqFijOd3qPanx6U5YuSohIzk/XtU8tzcIZQBGY9uAgXn6UAykbTEkxwFVT8vOc+wqNhI6hSOnc0+CSAXBkRTb7B0PzAk9a1oraznCySS7GZN23sv0ouJuxh4j3nJyB1C96QkF+wHQCtSbSjLcj7PgRY+Z81H5NqP9FjUyTqcliuBRcEypBHJ5o8v5DICpYnjHfFSta5tWeW52x9I17kVZtLGSLdIy7SFKgD1NWNkUZUYVRF0DIDupXGVLVM2z2wR0jY5Z/4m9qrX6QB4xDkBVwQeta7XkFxHulnaPHynYMgk1Bcw2duhMksbyKOAW5NCEY8cfmMoBwCcEntT4fJywdipUcY/iNPs9891+5Ij3dCRxin3GnzxOMhWDHkr1p3HctRraxRNCYWErMM55xVpLWOMPIgLg8EZ6mn29usSyOy4MgGM/eqPzW2qGDcsATjgVIh5hRzu8tTIFxz6Uyy2q0rFAARwwbOB6e1PkkRLlYcgMMEcdqeWi89RkJnPy/TvQAkypc7YHKSqRuKBufbNU7v7JbWj27W5BBGJGGctVe9mSy1iKeJUXGFkcHOQfarFtOl80plcCDf+73HBx/+ugLETS3d3fyXNuRFCikKz9h6gfrTLaVvJjC3BNxKCdzHJYf0qxJYTS+bJJLtAXJCLgYrOFqjurQvjC5LsMflTBGxJcxREwli0uAjHHc+lSSSrbvsEeV4BfPT8KoQsnkbyFXcQoZRljimzqYXPlxbmlPzPuzt+vakgGaooF4oRVHybt2ME5qpEjGZfmCZ756c1M0fl4keVpSRgnHQUtpFuu4+Q6h+VPQimx9CW4h+1RSvHIGMH8J61ask8m3jubgoC+OAMsvtTpHihMi2rJHIZOXccD3plvZRW6+eLrzSHJyD19TQIcsUc9zPfzQsICo2xDjOKivLxzB5SQRiP5TKsZ5C56Grg8y4kcCQLBjAUcE1Nb20EkrGRVhXB5PH0+tK4mVV0eMpJNbktCqljk/oKyXuI5BkJyw6HtXR6hJZwaRLBBOJJH/5ZBsbq56eyEFqrk/vN2CoHQetNMIvuVZN6BomQfMMYNalmJJrUGZ0CA7VjBwT7k1TnD3AVy298AEjt9TToLeKS1fz5WSOJgI9v8RNDKNVUENsSHMmR9wnPHoKzoxdzxSuqbQecAYNaUCptZwy+UhxvPVz6AU+5keOEW4hdTIBj5v0oTFcxoIpMyS7Qq7MEZzk1Zs2lidLllATOxSTncT2HtU1rpskasZFKPnavH6mrsSQ28MMahJGi4Uk+vU4pCbKOo4hlTezBnBLeV04qvZ3K3BiLybXj5cEcEf1q7dwvJOyMibB82W5A9vrWdNGInZQDjgEYwf/AK9MaNrzd6ZiJKe9I0IcDYNyglvofeqKQXQtFZXZJNu1eevNXJ90NiBHzcY25X1pAxkTpGm0gEng4H3jVDUdPQK0qDcS248ZJ9vYVcikMVo/2qRGVCFEhXnNZi6xPHeSFdkkedo3Lj5RTBISK+zHHBMAIl+7Ioww/wAa0YbxVnZLfdPMUDb2Pas3Ybp96RrGjk8k/Kp9KjhhPnjDFEHJcdKGM1pLpY2kZX2zKm4t1OT2AqrA++KSZ7mVpbdNwUnhvw9qkjNmIju2yyKCzs2QfbFOBsUidkR1aQYVTyB9f8KBFm009ri7ju7uTIZA2O//AOqsi4aa01GRijGOTlNwxlfat2O5hWaOLa5LRZ54yRWFfXE13dF5m+58qjso9KEgRDdSC4uDIF25AGKi2MgyuMDsfWnAc4NPtoJbiYrHtyg3kueMCm0Uad1PJcvtS48tA37xXOAf8akWW1njLnsNoTpwO/0qS9No9oZmjVwR8rf4Vk2rCGR2ES7ivy/N057frSJN3akECLBDwoOAeoqOSCNS7SykowGY15xjrWfqN1dAoEkOxgDuAw30psF2bdMzsNu08Dv9aAsX5X82PD2yiBvutuxj3NQwWs1pG8pKhjyhHU+9NtprC5cRRSsyqMCPpj3qd9wuGi3+a7YG0dEFICGNo1Xyp1BZzzgd/c1KlvFF5jL/AK1Tgf3R6VKFjRirITj5slv6U/7PCiyvk4l5O4/yoFchjt38/eAEUpj5Tls+tJM0pmti9uHRSXZHfnI7/Sm/bI3WFYyQ4OUJ4596rSz30F1HPsEkQXa2eSR3PsKAJ729jfSkkVVWVZDuwOPpSadayXERkX/WsMhnPyke9XrWCK4sgkcW4SfOxJx9cGrC8wi3lgwnABx8uPXNK4r9Ckui3AaXekRj7lQQAamOlFYEARWkBDgHgD/69VLTVYRdTSPPK0TPtBzwMegq7/aVs8pVp/Kfg7SckjsM+tK7HqSLbxvLGuVIwWKkfLkUl1cW05VZPLZsjZhsc1HeXsKmSMgALGNi9Cc1UtNNiMkbXIwnQsev19qdhF9ZWmwHjKhe2az0nZ5XiWDy41By7evtV3fBDK1ojNKN+Ek3dAf51LKqqdkZ3qR196BopbGVl85CV2lgw6ZqRxC2ZGRBj5iDUl5KNOjKTAvlgEA71Sj1S1u70W5XfCcYfpg+lMB7TNKoKHbu/j7Y9B70+KYxl8sCkeNzKOcmopHhgLtEo24JXef5e1QvemIRzAhg5w0QPHSnYBsjWxkkEk8jL5mee5qjdfZRCRGSWLdh0pjFmLAcBmyRURB7j8KopI1NHvoFtnt5zCDu+UPxuP1rTuLa2Z0ExI2gYjQ8CuUaFWHIzir9vq1xC+6aESgrtAJ4HvUg0bMkNu0pkbHONqYxj60yUv5wB8pIl4UEd/Ws9dV2ji3TYSN7elXftcEsgBdDgqAWPBGOTSEPdHijMxTz5duF3tt5+vpWTPvcjzIwkm3J6/N9Kn1C5dL0Na3QdCvReQMVEJ3lKTMryuoAIPf3q0BC8OCqqwcsARjsfSkisriebYqEYGW3cDAolUpKrxtwxyuOuav3H2izikt0lUmY8ZOWXPWkxlJYriGIxSSMi7PMUetWdOubPaftEXKAsrE/eJ9aZLcyXQ2yhUjUYUHjFIbWIW5PmqWAzgdSaAI57tp2y/yj+6DwPpUkFlJcW7u0J2FTtJOMmoFhUyqZG2oBkn+lXrRszIIzJKoUh8ngf4UgGW2mwRIs4d43zh2Pf1AFXbaJxOJnmcRf3emT70C1APnDBH3guagtpWv5skEWyId2epakI0JIY0DzebE5U5HlEHg9jmqWp6q9uxgitizlcsxH3R7UxLU2lk4yPLLbnLDLZHQCkvPPkdrkwMBhQOck0WEgtbxbyQRm1diDuO30HSrEUiXN1HeCFvLVGUo/AGe59aSxs0XS5rxXKOSy4zg4HtWfc3zXFsICQACSccd+Kdg3eh1BMMNlDsTbAzKFUnG3PbHXNF21tbQSrM7NGcnO7HJ6CuJkaWfy0BOyPou48nPWrk08yR28zqWbOSXJO7Hao5Q5DajtIYVSGOwWRwFLHPQf1pFs2v5Y5JbYjyz8uAAB9aypdXuLtt4UwDIV3Uk/KO1bbXjQaW32m7aEt/qZCuSoPcimJponk06JP+PotIzYwAPnH09qlup40s/KiDv/AH2PzbfrWWl5qtlJsci785R5M2P51pSQxC2iSRT+9xvLt0PXNBLXczLVIY7uS5jyYgoCLnkGtiHKvvJBVTySM9vSmRaeseQBuyQT/jUrArsUAEFu3SpuDZi6qPtlybhA6wgcMBn8xWVDbLJJvV1k+YH5Fxge9dclvHOoYvmAAqyDgZzWfdWun6PcW8zs8atJsRieB9R3FUmNS6GVqFsts52HejH7uOVrOYktzXWXktlqtvN9nnQ+WMs27BIHtXLnAZGMRCg5+b+KtCou4+NXZ1eNc4PXHHFRTKUkIcruwDwa0bScKkjfMFKnK4zuc8ACob5SkrNOqqSOFRen1pjvqUlbchG3v19Kmtoo7lWV5PL2DOTUYicR7xgqe4PSi3CbmZvmwN23scUhirBmDzDk/NjHTimxrGZlOzPsegNPN0fszR7NqM4dsDtnpVpbZGuFaHIRlymf4T70mA3ZEk/+pLIv8HQ1citZShEcZjjySM859KeIv3vnSMZJTyyqcLinQ6g9xLJbCJohkeWfQetK5OpX/s62WAKs43hsbxzlqmigS1/eGMSTE4znJz+NMgSCzmkgDrNctkqinr/9erDD5VWQgdSPUkdqQxk9pbLL9oYM47qBxmorlLUMzGLfJkbUj7D3qyxKlApyoJ31nTX1rLLu+dfm25KkZweRmmAJby3G6QRDaw2qrdqsRxJbk7hmQjLkdMelWPML4LEhewHGaq/a40tpHVSVwflJ+bPpQBFd3hjhke3U4O0c8nrzx9KlluXhso5JI8F2+RAeT6E4qCOze4cS7vJb0+tT/wBkfvVHnk7T2U8fjQGhU/se6mHmy3Mg3gPtf171qWF6kTJ+6Vo+FR3GcGq175W+VpL6TC8FQM8e1aGm20YtYmZIywPI5wPSk3YmTKd7p09oXmgm3kZZlIxtDdqx+CW3Y3dSBXXPaPcWt3GJSfMYfMw6AdhXL3Nu1tdPCCJAvUgVS2CLGRQ74p5d21oQGBHentG81pACGOdzAHgY781VYlcgHjvmtgzwRafbQM5DECRmC4O0claC2ZsS7yd3EKjJQtjJ9ansoCkL3skJmijG5ct2zzUkLw+e2y2MiyyfIm3OFq5PbyTqYUWSffnDD5Y09sD+tJIVylFrjLOJzbkEyHAB4VcfzqC+u5J4Tskfdnhm4GB3x681DNAYZWhYqzL1KnikZ+AMdqLDsi/ZeJWs4kjnt5JcDAbdgH3rbtbt79BdRlRAhwxB6/SuWiiW6kWIkBm4XNCl7IEW7So2c5DfLn1xUuInFHcicSAmMlNrHYhGNxPrXF65FPJqJM8m49MA5UeuKkF/qM8Lq8xKnggiqRjKP8zl26kk01EUVZkQiMTMyEgkYJz1rbtI21C181ZFwnyvuPQ471ltkjAPNR211PYSsY8PC/34j0am9C9zqIdLWLy3kdXKqMbTx9ay9Z819QWPAZyuRs5yPerB1+2jC+XBM52/dJwob3Pesx9QuWu1nVgpUYAA4xQiUne5PBCBGsaSNHcScGMjHT3pnkyW0is8RCg5Oe/PIqa1ulnnHnRn7SMnepwGFaCpIZdsyqyZwueQAPf1p3ArpC0ZWRoN4jBAUc5JOefpmnRyS2toQwjjdmJCk+vvUpLNMCAxbPIzgYrGvJmuCivgsvXApAjYkkdFWNm2uy54A2mqs8q28uTKQZDg89vwrNJLxjfISV+7k9KluLWa2hBmTG7BDGnYdhLaFoDFdwEb2LJuYfdPrSOLu4laYSuZBwoHQ+oFJG5aBIecKxP51e05GkkgnVXSKJ+VPf3FJgR20ty9wIhIAuc5PbOKlWwW4a5EO8ruLBM4C981Zi0xlt1E5XeRxg8Y9eKnW6mswECRC3RNq7RhmH49aLktmS8cskYaZtyjp7YqG3Kw3UciLvdWI2sfWtiZ4L1w8kbCJRnAOAKqSWZW7zFH+4HOcc0DTLh1OLaWaMoi9S3rRNfRBUczMQThUTndVK6tlSCRZYnZWIbC9KzHXypd8O9UByA1Fgtc1ZbeK+SZmTD9mDYX8a0oLxrNYYI0WZhgjaSy8j1rLTW45I/LeDywOoTox7cVbs721tiYZVS2wdqx9SffPapaJaLV/qdwI4o5Y1RpG2tt6KPb3rJmgt1lLCaQqwwD3J9KuefDc3puLlHe3jBCJnv0qL7FHbXKSlfMBY4XOcelUgWhmeSWjLgZ2nAXvWlJB5xh5GxYxulkwM55xSxW8VzOZTuiA4dAev0pzgTHyQkahl4OMYNBROkchhEMKPDD0Vlxlj6k+lZt3bz2cQ23MnLEuq8DHrWhAshgAUNHInylc/L+FM1F2CCEFS+zld2SR6ihC6mGVwuQc0qp5jpGPvE4AqVomS3QkHk9RzmlspZLa6SVAGwcFRyaooTULZbW88uNiVwDz2OKsu8slpaI6KAqMSxH8PaqV07T3KySMxLnLewrda4T7dDa28Ydgo3sDwi+lLqJlA2ggsjNOxDMAYk6En6VXeGeXEnlEAgmi7labU53y2A21dw6D6Vb0+d3Z0AMhYHJB6U0wMzJPSjYMgGnhHVm3IRj2oICON4ODQO4GIjOQ3AwKjCktjvV+4KmEIkgcs42kccY5qrPEYHMbf6zqe/WmA6K1Mp3xoX7YXnFWvNFl5NtGH3vyzM2cVTt3uYwTBIV7HBxQ8FzIiyLExHJ3d6mwG1btGqMWdWIOevQViwrNdhzDEW+bPyjnFXYbZ76MSQOkJEe2Ve5qlaXc9nuSAbc8MPWmFiOSN14YYPp3q3Heulm0cq+aFPy7+QOOBUbCWUGWRSyjgsB0NXIoWbTSCiskrDap4Oc9TSBlazsGuhl2KKqkkDqfStJ7tbCyjSMeZKAFwOgb0p1vb+WgTzNxxyy8fhUN5prTv5iNswMBR/nrSEXIIriIQ+ahMart3N1/AVpxW628LybIyGHDfeJ/Csu/wBVitLczmRXOcBVOST2yPwqlbeJhEqlYWeMMN6jjGe4z/Ko1JcWzZ+zRqreRG+58ZXHPPc1Umgltb6aMhwvG3Pf3q8mpWFvay3Udzk5JDYrIu9dWZDHGzTMAT6DJ6c01cI3JJo5HiIjkw68bSeKxJUZJQrAgk9Cc81c0G5aSG5gYHduyrHke/NWnskuPJJbBU9cdcVdytjPkiLSW7hMSHKOqjjAq0unQXEpkmYEochM8n/eq7JHGHLLGcg53Ad6qC0ht7mW58wSSkblhd8ZNILj47CWSCKCOFiu7LHOCxz0+lajRQ2kbxwpIXDBiM5B9QK5sT3N3crI7v5cbBmijYrke1dEdZtRGYNzJOyjywwzik7ku5EsT7A+CMnnI5AqtLNAJ5IC+ZQM7fTNVby5g+3CRLq4lcgHYn3azZB5khcsWJ7nrTsUkb6zGGJGfAjA5Oe1VvtHm6jbmGIEy/J5jL91fSs+NJGMcMjMYZGyFJ6irkES2kQMyiVt3yKGIKLnrQKxeuUtI4JSgbbGSME9DntWQnlrIzBjFKi/IRyGNSP5JY4Rw4OUU8qc9c0stnK9uJBIvAyVPG2mNECBry6WNgGccklsAAdBWgH8q5KWSJLcMmHkHQfjUFhZndI7KGJwu/P3R61bBEUwitgnkr94DqaQMosLeHUHa7uty7QWbbkse4FalpBaIpmhgd435B7Y9/SopYkZgBCpVDkAdc/jT5LqJ4kglZlJbJVBwfrQSyjceZe6wlqiqhZdq7mAAx3qW60xYiIftAmnGMqnOB6Zq3fxRzW0jxI3mLHhGQ8/nWPpk8dnHNuBE/VWOTk+mKBrUu3FlMlskh8rbGMlW7np/KqLRrNB57bUJIUAGnyaheTSbJ9nK7SrDj60+OxfyiCWzjK8cfnTuMo5CMu3Bwc8jrVm2mZLpy7Eb8jHapXtZlkUrHjvhR0qBkEkgQOBMSd7PwM0DH2pk8ifY2yXGAPbvTbK2BaGa5cxxSHAPc1atljs5szIJdwJRlPUdxRBI9zds90rIF4jjK4CilcC2rJDKFikPlIMlccZ96llVuCMYAzjGKgntHeNLWAKpLbjk5zz61PDBKpdDJ9zPU5OaVxFZlmSXzVGOc7c9DU7I0m1tzDjkZp5EUilgSWDADjGTjPNOaM26MYlVmd9yrjq2KVwuf/Z Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of dark green plants . Lots of dark green trees constitute a dense forest . There are lots of green and dark green plants in a dense forest . Lot of green and dark green plants in the dense forest . +694.tiff 71_694 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 Could you please provide the caption for the input image? This is a dense residential area with lots of houses arranged in lines . It is a dense residential area with lots of houses arranged in lines and a road goes through them . There ars lots of houses with brown roofs arranged in lines and a road goes through them . Lots of houses with brown roofs arranged in lines and a road goes through them . Lots of houses arranged in lines and a road goes through them . +794.tiff 72_794 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +795.tiff 73_795 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +793.tiff 74_793 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of dark green plants . Lots of dark green trees constitute a dense forest . There are lots of green and dark green plants in a dense forest . Lot of green and dark green plants in the dense forest . +799.tiff 75_799 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +798.tiff 76_798 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 Could you please provide the caption for the input image? This is a dense forest with many trees in the shadow . It is a dense forest with lots of green trees in the shadow . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees are in the shadow . +796.tiff 77_796 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +800.tiff 78_800 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 Could you please provide the caption for the input image? This is a dense forest . It is a dense forest with lots of green trees . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees in the dense forest . +893.tiff 79_893 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 Could you please provide the caption for the input image? There are two white straight freeways parrallel forward . There are two white straight freeways closed together with with cars on them . Two straight freeways parrallel forward with with some cars on them . Two white straight freeways closed together with some plants beside them . Two straight freeways parrallel forward some plants beside them . +797.tiff 80_797 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 Could you please provide the caption for the input image? This is a dense forest with many trees in the shadow . It is a dense forest with lots of green trees in the shadow . Lots of green trees constitute a dense forest . There are lots of green trees in a dense forest . Lot of green trees are in the shadow . +891.tiff 81_891 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nEgzggc+1SiNSg3DaR3oBjG++PlX14p0cyuDC7cZ+UnsagkYQtlSdp6DFCFShDlQx4zjgUGblYSaLZIS2RVZmDN6ketWWjlI8suAufv7sn8BSPAud3HHX1NBKepBtIDKpGCO/WqMiDAJzxWhwXB5wKr3KFZCCCB60GlrmkszBAGGAR3pxyrgc881QhuorpV2MpwODmrql8DH3qZSZYjYlwn3T1Fdn4Z1d2IsJzn+43oa4sPu+8QXAyMVatrp0dJ4zh0NOLsxyV0erA+dGVc8nj6VXizFK0Djg9Cap6XqS39os6keYOJBV2Q+aoPVx+tdKMLBCn2S79I3/Q1ekjDgqR8pHWqjHz7fn7w6/WpLK4MqeW/31oGRWzCN2tZTx/CTSzR7kIPUVJeWuQJl++nIp6OLi3Eij5h1FAipA29TE/UVHJHlWhbofXvT5lMbiRaklUSxB16imBkW/mRtJZkbmi5jJP3k/wDrdKtxXEnllHhP4HNMu4GmRbqFf9Jh5H+0O4/GnxzpNFHPFyrDIpIYW7G4mdZBwnAFSSRtJA0RyZIz8p9R2pr5FwHXoy/qK0LeRWGeMHrTuIp22+5jw5xIh5FYXjWW/h8PNNp0hinEiqzY5Ck4Nbl2xtL3zlHydHp91BFeQukgBhlXDelG6A5HwZr01/E2lahOJLuJd0Tk8uvofeuhEpguMgcHg1x1v4En0SWbUrSdhPaTbwWJJdfT8jiu3uYhNBHcKuBIobHoalbDRy3iPTVhn89F/dz9fY1y80W3OMjB/wAivSPJjvrN7SYZ4+U9xXC6nayW00kb4yh2n3HrWM49S0+hjt8qb3O4seD7e9KEcrvZkJzkY9KViVchD8pHPvTUGw4BGMZB7GswLNuUV228buTx0NNumKOoDDGKZlom9m6HtRMpWVRu3Ajigq5XkUsMg4xSQxDeSHDH+IHvUrx4GQuW6k0iF1lC4GOu7HNBjOLJSoiUBcgHse1MMgdSO/Sq7TNJPtY/LVhQuOPSkTHQgxtY459qdcZnt93Vl60kpKkHPIODRG+1iD0oN07nJ6fJ9mmj5OFJJ9666CeG4VJYiUz29DXMTFY7sDyyQw7etbWkMrIwQHHbPXNaSIjuayptJfaRx19KlRgrBgpweKRJflKlgHA5FRs67tnPPc1BqbOi6rJpl6CeYmOGHqK75JUwssbbkcZUj0ryxWLKI24YH867LwrqAnhaxlbDZzET+orWnLoRJdTpo2KS7yP3bdRUzxi3lWdPu96fAEaHYRz0NER5a2k7cg+orYzLTTL5asfutxn0ql/x53XB/dufyNLDKqO9tJypHH0pWhaeDy3OSvQ9z6GkMmuIwy5HQ1SgJil8tuh6VYgdpbZ4ScSpxVeVTIgYDDA8j0NMQrp5Uu4fdNZ5UWV5s6W9ycr6K/p+NaaMJ4MH7wqpNbrdW0ltIcE/dPoexpgMkbygCeisD+HerEbeVL/st0rOike5tmjlGJ4/kkHv6/jVy2b7VZIx++Bg/UUhl1oluFaOTkMOM96qWL+TLJZT8j+HPcVPBKWXGcMtZ2syOXSaJNrJySOpoEuxpTMWheIk7wNv+8O1NtZFuLcwOfmHH0qnBfxXMCsh2hhhvXPrVaeaS1uBKuB2YU9Bk0yNBKGHBU1meIdPW7tVvYhllGHUdxW/OBdwLKg5x81U4SqEwyDKtxzUtdBpnms0W1yPyqswbBjwM9V9jXSatYC0u5YVGAfnjb29KwJVYncMBh1z6VzNWNLkEbl1aN+D/I0oyQQeoHFKXyN20Hs2f50wjPznH4UhPQVZTIoRiEVup71Bvmb926RxAH+F9xP40pznJHy+tRvkDIGaZDkPZdvbn0qRSdoGOcc1Gu51GBzjsKAjkkk/KPSkzJskOPLIIyTVcqeqjGOPrVgFiAccfzpsg3AknGR34xSKjIoXttDJubH0Iqk7taoDGSMe/Wt6WHcjAj8K53UrOY42/d6H2rRM3lG2qOgsp/tEQfcvmDg1bMYdVbdkDketY+jRNCu1uhHUd63VHBGSPTAqQV+ozcABnP8A9arttcGGZJImwwO5az5CUcgYIH6U+Jwp+b7p6UDPVdI1SLULVbhBhh8si9watyN5jh0OGU5BrznQNVOm36OzfuZDtcH09a9A3KGV0OUYZB9RXRGXMjFqzJLmIOizJ1HNT284liDKOR1oVk8oDGNx61WGbS5/2HP61QiW4zDKtwnQ/e+lSyKjL5qYw/3qeyiSNhgFTVO1Jile2l5B+6T3FADOYJ8/wnrTrhMESp+NSzRAgoe38qigfcDC/agDPvh5MiahGPlGFnA/u+v4UlvJ5F3KgPyNhx9DV3aI3aKTlGGDnvWSB9kv47OQ9iI2P8S9vyP86GNGm7eVIJR0PWmXqkos45To49vWnwYcGNuvSnwjaWhfkH19KYjnkje21HYP9VKevYGtdLQlvLYfKehPer8+nwy2u1VClemOxrlLTxxp02sNo0hZJUYx+ceF3jtSVkO509gPs5MEhyD0z6VDe2xjYkdOo+lOlDSYlHBWrg23Nr1+Yc4oaA5jxJeadb6OLm+JTaQqsFyQe1cfcBC4dT8rc5HSvQLvTra8ge2u4lkgcgsjDrWD4l0qK2ZJreILbSKFKqOFI6VlOL3Kizj3jCucD5T61Du+cpyVHQkdavEeYrK3UcVADlTHjnqBWJViIx7Np4MZ7jofamEZ+UYOOhqX5XYxvwP7voaYBn93kHHc9RQTYiYc4DgN1IpynjMhyfWmyruYSLgMODkc0qjcoBx07mgiUROeQMBQeM+lPYqCWOPQCmSZBxtHHApu5dh+bBPSgz2NBk7nkEc1TmjDKQRkn1rUZH2Eg54qJk3oAUBYdW6UzvKUSbIgGP0Aq0uWQZPT86FhYj5QOOuacMQkq+APWkJhIAyhgQM+g5zUIf7wOfoacWJJ45HTHWmOSBkAgnj6UzO5LCS67ffpXdeF9UF1bDT5TiWIfIT3FcEhIPH51ct5ntpkuI2wykEEetOMuViaueqQks3l9alnhM0ZRvvL/nNZ+nXq39jHdJwxGHHo1XBcklW6sOCPUV0mRLYy/L5bH5l4NR6gAV3xHMkZzx/Ko7jMUi3Ef3e/0qRsFlmTlX4cD9DRYBbWcXsas3DYxj0NQzoY3Dr1FQHNleZ6RSHn2NXpXDS7SOGXKn1oAjmAmgDr94VlapEtzYrcYPn2jCVCO+O349KvIfKlKMflPIpJY8SAkfu85x60wILeZLiGO6iyAwyQRgg+hq5Lho1kQ5b6dKpSf6JfZ/5d7np6I/8A9erMT7JNjdDQMtxykx5HfqK8I+IGnTaR4uubrzPLt7hhNCUHU4GfxzXuA/dS/wCy1YPjHw1D4i0Oe2wBcgeZbuf4XHb6GlJXRLKXhHXZNe0qG6Mm14gI7ge/Zq6hHFrOGZ/kbpXnXw80m+0O8uYdQTbFPEuBnqRmu9v0EkeRwMYA9DRF3VyizdFWDFB1/nVFgl9aSWk/Rhx7GrWnO1xbGKddrrxk9fY1XnhMEu4cEHmhgjgtRtHglZG4dDg+9Z0wJAdcc8GvQNesI7qyF5EPnQfOPUVw0yeXIwYjB9q55RszRO5Udd2CCA4/UUx9zYPHPp3p7xtuwh5XnNNB9cYHP/1qgTQx1IIKrlSORTBGyMp7E/lU+QRg8KaQkGPB69qZLC5U7lOBgrmqIf8Ae7MDB6ZqwxMuMsff6VHsDA+x4pGUjYWdCcFsH0NKZwxAwCAeorMguhcIhyMMMjcOatQvnIKj60zpjNMuXEsTQ7EUkngtiqwiLL6EDqxz+VPLGM5GNpHSgxmZTh+Bz05+lBTEEKq3D5YfxCnlI1UfxA9aiSRWYjnjqKlUgL8wyCcZNMlIrSZiJG4Edqlt5Fbgg7TwRRIqkjKmoCpR25PsfWkB0/h/Um028EEjEwScHP8AOuzKsJgy8qe/tXl8Tjy1+bBXpXoHhzUY7uwWF2zLF0z3Fa05dCJLqbqxHyTGeQelQWZME7QSdP4asRO0gI6DtUN1EXQSrw6fzrUgnuLZZ42jbr1FQ248+E27ttkjPB7ip7acXEQcY3jg1Wvd1vItzGpznDD2oAS5iJGcfMKajiaEg8GrbfvYlmGCCOaoyL5E27+E9aYCNEtzbvbS9+h9DVW3leSJo5f+PiFtr+/ofxrQmGVEqde9Ub0GPbfxDJUbZlHdf/rUmMuxnz4dp6ilQ+ZGUb7wqrE4R1kB3KwyCOmKsS/IwmXp3poRl3dnPckyRrtkiPJrVsXSaASYBfgNn2qeBVeXfnhlwR61mvusdQO3/UyHn2NHUe5YuwbeVZk79R61JOguYVk745qJ7d5JQWOfQ06CQQSmF/unpmnYRWixFIY3+43BFch4g0w2V0wUZR/mQ/0rsb2Ha2VHHUVTvLU6nprQ8ecnzJms5xurFJnmj5UgZ+dew4qPcuAeSCfWtK6tXEjK3yupwcis5wI22461zFsRjjp0HoKOoUrwaMHG4cn09KFHzbR1HQ54pkETxFJwxXIPbNOfbuwoOBznPeppx5q8Nyp5xUWDgNnp2FApQOB0HxG9pAIbgmRAwGM8gV6Jb3QnhV0TCEZFeMElWBXg5r0fwbdTz6exnbcythc+lVJWIhdOx13EkXmbdvbAHWokRSS3YVZtZzGpD/exxjpSkBJMlSwP3h/WoOqxB5aqdycZ9R1FKzBFyfunrVrBTgHcjdCBnFQsQcxvgjHWqAgZ22sq9B0NQuSfmzwfT1q28LBQBtwec1CqoOCDyeBSEwhPKg4+hrQ0++ewu0mQk7W5zxn2rKOUfuD6VIsm/DHp35oTsI9Ws7mO6t0nhf8Adycgeh9KuKw79Dwa4Dw1ra20xtZ3xBJ0Y/wmuytL+3u4y8E6SoGKEqcjIrpjK6MmrDgrWV7n/lm55rUkRZU56EVWdBcRFD94DrUdu5kia3ckOvQ0xXG20n2a5a2f7p5U1JcwfLjqO1c74y1mbSdBN7BCHukkWMKegJOM/SpvCPiceI9K/fqsV5FxJGD+o9qOtgNS3fBML/hTNvkzFG5RqdOmCJU6ipGAuYAw+8tMDLijNpM9ifucvAT/AHf7v4fyq9AwZTG34VDdQtd2mYzi4hO6M+9QxTmWNJ1G3+8v909xS2GX4GMUhib8KfcwrcRSKeGPT6+1Rt+9iEi/eWno/mIGH315ANMRBZTs8LQycSx8c1U1E3M2nXD22FukU7d3QNVm9jMLrep0/iA9KsxwpcOJ1bAdcEDvTA43RL28sbmKy1TUBcNck7d5GUb0+h/nXQhmt5gwHesK48CwTave3xuWi+XeHbJK+wPYDGfxrctVuJ9KglukKzFQJARg59fxqb9BmJ4p04FlvYEyj/ex2NcbMnyE45BxXqUBSeGS0mGVYY5rgtVsGtLmWFuing46j1rGpHqXF9DCVSDknmjuFHUetTTxlBuVunWomP7sHqR1PtWYND2Yb8o3VcEVVdjwqnrU5YZVsDHtVafIzzlgaBvVHku1iRx16V2HhC6Zb5IiCTjnB7VhjTnV98oxF0B962dBWGLUY9kuQDyR39q2qIxjuemtwu3AC9ai3bRyeD0zUscqlem5SKSdVUKByD7VidNxhdoVUgko2cqDUaMyOWZcoelSKhEbY21BGu1SjPmgZcjuYxHgjgn5aiYCQEom369qqbjGw5AHYVY8xWCkHrwRQKxHPbMqEnLdwR6VTLlNo/h7j3rWRnAMa5JXke1ZtwpY5Ix3IoZLJI34wDkc13PhKC1GmSG2YmYNmZCenvXAW0hPyD8zW/od++l36XK8o3yyL6j/AOtVQdmTLVHo9vLtIzyw/lReAxus8Y+v0qFHRsSxsCjDch9qtxSLKuw9D0roMyhq2mw6zpMsL/8ALQA59GHINedaXbXfhjWra5E63Msp2XEMa/cGcYP8/pXp0J8icwP9xumaa+lW5nkl8pRK643YqtGBJ5fJKj9043D2PpUEbGCfaeFap7CbKtbSfeXikuYdyH+8DSAjf9zKHXoetUrqMWt4swOLe4OHHZX7H8elXYXE8Rjb7w4qMxLPDJazDKsMUAMhk8qUoehqQfupgw+436GqcbM4aCU/6RBw3+0OzVbjPmx7T170ICdyNwjb/Vycc9jVW2k+y3T2rH5TyhqZVE0TQP8An/WoZbOVrRXcgSoeCOpoBFt5QJg4Te3cHpSRTNcO8c2AemBTbZ/Ot1ZRhhwwpJ02MJl7daLAVJomilz0INZ+t2Iv7QTxqPNQEMB/FW7MVnhEi/eA59xVJWEUmDyGqWhpnmtxGwBVQD9fSqSxbW2Z/HHFdbr2mC1ut6jMcp3LjsfSubmjBzgYwegrnaszTcpnaoKnOc4pjxbztII9M96s7R1HB7g0jJkHkVIbHCyWlxK4haUN5XQKPWr2l6bDDcZxmXgkk8CtGKxjyFUEMvUnvU12sVjA8/AwuSa1buYI2o5kEaovX1qWQv5YBYH05rjvDurC6S5Mrk4kwhNb7TuF6nHtWbRqppokM7LLwxwfSrYGMsOeOD3qlGjTNnjA7VO155cZiiAL9ye1IXPYWTYqb5HKqvOTySfYUCQLJ8rEYGc1nu3ly75pSz/w54x9KsKPk3McD09aDZO5eMwdBgEnoGHWhi0q5YDd6kVFDFtwS2B1wKVH3S8k/KeBTE0RyRlJFdePXNWoJ/JGcA5OeaRwChI5z1zVYg5GOmcHPagk7rwpqQuM2MxAxlojnp6iuljBSXafWvK7W6e3uFkjYq6HINemabex6jYJcIfnHDj0NbU5XViJI0LqPzIgw++vIqS2m+0Q88EcEUyGYY2t09ahfNnciQfcfrWhIl7C0LLdR/eX73uKth1uIFlTnI5FI7ZcBjmOQYHsao28xsbw27f6tuVNADZkME4kHTvU0q70EyHp1xVi4iWRDx15FVLV/LZoH6dqYFW+U/u9QhGZIhtlUfxoev5daVJAjLKjbkYZBHcVZ2+RMVP3GqgI/sty9mf9U+ZID6eq/wBaGBotxiVenerUTpIBnpWfbv8A8s2qRHMUhjPQ9KAI3b7HeeYM+W5wasTyxouD0bpUc6l0MG3O4fKfSqtuvnRvazv+9WgZJDKYZvLP3W6GnXUGzkD3BpTbubdS4w69/WrETC5t9h+8tAGXPAuo2Dwt98D5T6Vwl1bvFKysvzKSCK79gYJgwrF8RWAKi9jGQ338dqynG5UWcbIgXkL1qMyptAdORxirckeeg/CqzDDENjHvWJoCLA+eg/SsfxLYiTSpHBbheinrViKUjhid3qKp6tdzARqGVoSMSA9qEzkaOH0ITpqCxqSFLA47V6ZFEpTe/wB0DI9DXJWtmLa5NwXXHZh2FdDFI52oZAY2HABpvQETSsWdiPlTruPAqq8pSYBiFA6571LdRfaIXjZicrgdsVgyXcxQxSLhwMD8KEh7E+ryO0Aliw2OuOtdHpEkd3pltPICHZclR0rg5r6RbWfjcCccnke9bPgnVSLj7NKwOBhST6+lU1Y1hLU7CXaxLBihHqKqth3JLAHvWhMoV2LEt6+9VXAV/MRccYORUM2Ild2Y4I44pjEA5I4PU1OUG/OOtLsTHzAAE8mghoijDDGe1dJ4c1X7HdhG/wBVJww9651lERV9wKk4/wDr1JGcP8vT2NCdmFtD1Una4IOVPTFWsC4tyj9QK53w9qAurMRucyRjH1rbif5seldSd1czaC2kLqbZ+o6Gi6tWniP/AD0TkGnzwlds8fVeo9quRsJY1kHpyKBFKGR7izBU4liOcetRTqCFnj+oqSUfY7tZl/1b8NVqVFKgr91vTsaAKxxc24YfeFVJ4vtVqUB2zRndG3oamjY29wVP3WNOnXypBIvQ0wKUM/nxLMBtcHa6/wB1h1FWnBmiDA4YdKp3IFrdC5HEE+Fl/wBlux/pViJvKk2noaBk6sZYflO116Vn3gZZ0u4xlkOHx6VeP7uTePut1psqlJCUTdHLw+Ox9abEi5HMk1uG3DBGR9azjN5dyJFz5bdcVFaK1rdNbSE+S5ymf5VoG3GwpgY7YpANu4PMiEgxg9cdqqRossT28oyjcYq5aScNbvVa4iaKU+1JjRw+q2TWd00O0jHKn1FZM0ZaPdkZWu/1myF/Zeai5mj5GO471xUyhDyPlPX2rCcbM1i7nIWeoQXqko4OOOvIrmPEWoM149upyijb9TWhrEdraW0UtlKts0nLhDkGuXDF7thIfMLfxAd6qMTnfmOh1O5WIQlgy/dw1dZotpeSwgSyOFUbo2HPB6VwzpJ5rYRsjnGK6vw9q0sSrZXMbKF6N3pSRNkdbaOxYxyAll6Njg1W1LTxMCyrh8fhUoZGJ8t8MoGMnpTpZZGTeVDMo6A8H3qENnF2+yPUjHcYJU8qa1tMsjb6206R9CGTHTNZ2oKYb5LphhmfacjtXW2iL5aSDBYgciqk9B03qb7P9riDk4deu2o8nYN69ehNMSZkUOF5PB9xT51EqK2QCBn61mdQm0hMufkXpntSSKR8p69sUIQUIKtnHU96aw4HNMTEMYnUhscdvWkQiN8LjjjmjGMNgnHpURkyd3yg9xnpSJN7SL9rG5WXqM4bHpXokMkc6JNHgq4zx615Nby7eVzg9a7Dwtq21jaynCN90nsa1pytoKS6nbIBtwe9V4n+y3Jib7jdKerYODx2NLcwCaLcv3xzWxmOuIfNjKHo1QWDna9pN95enuKntZ/OgII+deoqrdg4S7i+8vUUAPuYCVIPUd6jhcTQtE/3hxV5JEurcSL6VzfiPVF8O2Tai0TyKCF2r3J6U7gaAjWRJLWYbkcEHNU4GkAe1m5mg4Df317Gsnwz4o/4SGOYSokV1G2dinqvY1tXyM8SXkIzND1A/iXuKW6ugRagcTRFD1FSQOUbYeoqlFIq7JozlHGQfarUpyBKnUdaaBk97bLcW+9Bh15HsaqwTzXiJ5TqnltiTIyW9hT5LkhFKfebjHt61Ukb7Bdo8IzG/DEfzoBFq5XbiVOq/rUu5bu33qPmUfpUeD5oZjmOTj6Gmwt9ludh+63SmAyM+W5U9P6VyviLTRBcM6r+6m5Hsa7OeEK+4dDyDVS7to760eFxzjIPpUSjdWKTPmLX9Jl0+UKgLxnoR2qtpMbNesrxAqRzntXQagt42qhxJuTHEbDOanWImVSYY402ZZf4s5rNSsJRuZsljHFdk+ZhZV4jHJq3FZrA5mmcKNmSSaYdVtYbqWO9jELRDchJyWFZ2o+I7W6gMUKsVfhgePyp7kslj1YpqDeWwZDwGzxW9FqInUIs2XPGK4OG0lY7Ys4cfKDWnbu2n7JHG5sEKD3NJwJsb+t2LtpkrKwYgbgf1xV/w1Os+jxsrDcBjk5xWH/bDNocwliy+OB0BFczZ6jd2ExktZNg5+U8j8qlxYrWd0esB2WQK2SCeg6VYtrgzLIjLgKcLnrXAaD4juJ5ja3coy4/dtjv711ls8kk3zNskUY571FjSNXua4xJGcnj0zS5AIXBI+lVAGhOeCRywB4qbzBkMCSxHOKRummEsnyMoXr0qttZTjIA7jtVrAYkMSAetV3C+dtIyvrmgUkOgOCB1X1rTgm8uVWHA/lWfEVQsAo5Hyn096sK4deW5HTjtQJHpuk6gmoWSMp/eRjDg9a1oX7GvONC1I2N4kgYMmdr4PavQEkDYaNgUPIIrpjK6M5KzGz5tLlZl+43DVY2BizLgpJyR6GleMTRFWOQRUNk5jZraTqOhqhFa2ZrC+MDn925yh9Kh8SWDato97p4QGR4yYs9Ce361fvrY3EB7SJyppbCVbyACTiWPg0BueaR+CtS8I6dFriXJnu7dg88KD5fL/iA9a7u3mV0jmQ5imUMPoa3tgkhaOQBgRtYHuK5GwvbFb6bQoJUcW/+pZWyCO6/UdKS0C1h75tb02m/bDNloeOjdxVi3a4B8syKR2yKkuLcXtsYTxKnzRt3VhVWCVpog5G2ZDtkX0YUxli23RX0izcjqn0NaBhSWJoSOo4qg+JHjYdTx+NWomeSPg4kXkfWmhBYvtZrWXkoflz3FS3sAkTcoweo9qqX7Hy0vIVO5D8wHX3q5FP9otldfukZNHkAy1mFzB5T8OP51A4aNs45z0pZQbadZV+4fvVZnUSIJl5B4NAH/9k= Could you please provide the caption for the input image? There are two white straight freeways parrallel forward . There are two white straight freeways closed together with with cars on them . Two straight freeways parrallel forward with with some cars on them . Two white straight freeways closed together with some plants beside them . Two straight freeways parrallel forward some plants beside them . +894.tiff 82_894 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 Could you please provide the caption for the input image? There are two straight freeways in the desert . There are two straight freeways in the desert with no car on them . Two straight freeways in the desert with no car on them . Two straight freeways in the desert . Two straight freeways in the desert with no car on them . +897.tiff 83_897 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 Could you please provide the caption for the input image? There are two straight freeways in the desert . There are two straight freeways in the desert with no car on them . Two straight freeways in the desert with no car on them . Two straight freeways parrallel forward in the desert . Two straight freeways parrallel forward in the desert with no car on them . +896.tiff 84_896 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 Could you please provide the caption for the input image? There are two straight freeways in the desert . There are two straight freeways in the desert with no car on them . Two straight freeways in the desert with no car on them . Two straight freeways parrallel forward in the desert . Two straight freeways parrallel forward in the desert with no car on them . +895.tiff 85_895 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 Could you please provide the caption for the input image? There are two straight freeways in the desert . There are two straight freeways in the desert with some cars on them . Two straight freeways in the desert with some cars on them . Two straight freeways in the desert . Two straight freeways in the desert with some cars on them . +892.tiff 86_892 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 Could you please provide the caption for the input image? There are two white straight freeways parrallel forward . There are two white straight freeways closed together with with cars on them . Two straight freeways parrallel forward with with some cars on them . Two white straight freeways closed together with some plants beside them . Two straight freeways parrallel forward some plants beside them . +899.tiff 87_899 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 Could you please provide the caption for the input image? There are two straight freeways parrallel forward . There are two straight freeways with some plants beside them . Two straight freeways parrallel forward with some plants beside them . Two straight freeways parrallel forward . Two straight freeways parrallel forward with some cars on them . +900.tiff 88_900 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 Could you please provide the caption for the input image? There are two straight freeways parrallel forward . There are two straight freeways with some plants beside them . Two straight freeways parrallel forward with some plants beside them . Two straight freeways parrallel forward . Two straight freeways parrallel forward with some cars on them . +898.tiff 89_898 /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAEAAQADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDJ0TU/skwikb9y5wR/dPrW1rGkwanZmMACUjMZ6Dd71xzDncOneuo8P6p5ii0mb5h9wn09K52jdHFz2U9tI0U8RjZT0qxa3aWkyPuKyoy9BnjvXodxawTnbNCkgP8AeGcVw/iXTRY6kJIE2wSrnrnB5qGgsdBZavBrAMWwQzdVyd2f0qO9thLGVcBXB49j/hWJ4bjDakrMOFB59DXYzReZGZQDnBBHcinFhucW6mN2VwR2YU+MLNH9lkYA5zC5PCn0Psf0PPrWnfWnmIJIyGYDPHcVkYB+U9O3tVtXQbFR1aKQqylWBwQRgg07hhV2VPtkJY/8fMS/N/00Qd/qB19uexrPB2nFEXcGJ9xvapAvmDABJxnineU0kTuq5VMbiO2ajikeGVWViGU5BqhDOUb0rQ3i6iMo++P9aPf+8Pr39/rUVzGkiCeIBVY4ZB/A3p9PT8u1V4ZXt5Qy9R2PQjuD7UAWFZoZA6nBBrdhuFuYRKvDjhhWO6oyq8ZOxvu56j1U+4/lii0uDaz7sZU8MKTRUWbAB9aMZ4pxRCoZSCpGVIpBx9azNCvc2yXCbWGGHRh1FZuoBo9kUZ2o4IkYn72c1skA1U1GBZbbazhP9r3pCaKdioQfexwCSwxwO1bIOUB6GsO3vIIIhJJJkoduB3461p293HMmVbGemTUMEaenXz2F2kvJT7sij+Jf8e9dFqVjFfW4ljwwK7lYdCO1cn1Ga39Av+ljKeGyYifXuv8AWtKc7MU43RgDzbCfcM5zXZWF4t/aLIGBlQc+4rH12y8tjIq8N1qjo161ldAE8E5rexgjtYZFZTHJnY3X2PrVeWMwyNE/4H1p6lGCyR/6txke3tVhkF1F5Wf3ifcPqPT/AAqdijOxnKH8DUONjeWfunp7VYxkbSORQyCeLn76/qKsmwltN5cvlPwh6E9Aar63osOp2jjblwOB2zTsbgVP3hV20n81drH51/UUpLqNHle/7VE0w/1ij96PX/b/AMffnucRIzRShlJBByD6VWhmaCZWXGR68g+x9qvOqFVkjz5L/dyclT3U/T9R+NZLR2LOw0q+TULcBsCZcBx0zVuSKOZCksSyL/dcZ/nXDWl5LZXKyIeR1HqK7e0uEvbdZoyORyPehqwxjaVbiH9zCkDdtoxT0ZxEFYDI4PvUww7MjHBHfGKJkA+bseuKEgM+6gXG9VO0/wB3sfWucvrXbmRVxzhx6GuvxuXGB7j1rIuoCjtn5gfUdR6ZoTA5tXdHV0YrIhyrCmXcCuguYVCoxw6D/lm3p9DgkfiO1WbqAxSZByp5U1FHJ5TlioeNhtkQ/wAQ/wA8g+ooa6oS7FS2uGt5dygHggqejA9Qfai6jiD5hbdGw3LnqPY+4/XrS3dsbeQFW3RuN0b/AN4f49iPWoQc1Sd1oKwI3Y0rrkZFNZcHIp6MCKYD7WfyyUkz5b/eHcehHuP8R3qxLEQTnBI5yOhHYj2qk64ORVu0m8xRAxG4f6sk9D/d+h/Q/U0AXNNvPLbyJT8jdCf4TWg6lWwev86w5UwdwyCDyPQ1p2F356eTIcuPun19qiSLiyzxiuf1q8Mp8tT8o6/WugI2nmuZ1m2SKUt82W59hUop7GUjNJIO5HP1FbcAO0xDjA496y7JlWTJGO2c1olztXb8qdSW4B56e9ZzM2zRtbqUKiB/l4yx6VpiQkKy/KR0IP61z9scbVGRjnB7VuocRAVCWpUWdlZ3Kaxp2XA81flkX39fof8AGubv7Q2szLggjoabpt8+n3qyDlD8rr6r/j3roNZtku7ITxENwCpHcGuuEr6ETjbUr6DqizqbaVwCRx9fWt5CUODwQfyrzZJJLW5Ei5BBrv8ATr1NRsllXG9RhhVMlFy6j8xPtMYwc4kA9fX8ap7iCHXg96vwttYn7wIwR6iq00BhkyATG33T6ihMbKsy8B16imhj8ssfDCpiNpx/CaiIMT57HrVEnk7DNS2lwI2aOTJifhwOo9CPcf4jvUSnIprDuOtZtX0NC9IhiYrwSOQw6MOxHtV7SNTawnyeY2+8v9az7aQTxi3ZgHH+qY+v90+x/Q/U0mCpJxgjqKS7MD0RZI5VR0IKPyCKcTFFFIXZUT7zMxwK5jQdVEJ+zyn9233ST0NM8bknSImVmGJsEAdQQf8ACpGWZ/E2mLdeVHKZFIwZE6LV63a2urdmt5BLEeCQTwR9a8xj5G4L7GtjR757LUIpVbgNhhjOR6VDkK51F3aBw6Hle59D2NYMqNFIUYcj9RXVzCG4fzInVHHRWbsex/CsrULZXiDKPnXgf4VomDRkxFHQ20pxE5yjn/lm3r9D0P59qozRPbyskilXU4I9KtsoxkdD19qkKfbYPLOTcxLhP+mij+H6jt7cdhQ/dd+gblAHcKZja2e1A+U+1WEgM0MjoQSnJXvj1/Dj86sQkUZnJRcFgCQPXHYe9QMNp9qVGMbggkEHII7GrNw0c4EowJG/1igYGfUex9Pr7UgJY5ftERJ5kUfP/tD+99R3/P1qL5onDKcY5FVkdoZAynBU5Bq98kke9BhG4x/cPp/h/wDWpga0Fwt3Du6SL94f1qtf2S3ce0/eHSs+CZracOPxHqK3QyyxLKhyp/T2NQ1YtM599JeEfLjYvPA/U1KtiWRdynaOWB6n2raHOT2oKg1nJXG43M2CzKnLgc9auO4RCzHCqMk+1R3UEk4wp27CG9mHOQao+cs7mwm3bVIDvn15A+n1qVEErF63u47nBQkE5xkYzXTaDfB1OnTdGyYifXuP61xyqunSx7yvJHGOTWhFI2FlGVbOQQeQatOzDc0Nb0/7NMSBkE1Dod++n3wBb5G4I9RXS280OtabudR5qjbIPQ+v0NcpfWklvMVwQVPBNdC1VzFqzsegCQYVkOUYZFToVmjMLnAPKt/dNcr4d1MTL9llfB/hJ9a6NH6HoPapaGiEoUcxtwRxTSN3DVdlj+0RZAG9B1HcVSb5unUVSYmePsNhz2pwORVq4s5oZ5YJE/exFg20hhx1II4I46iqQypwelSUKflOR0q+H+0xGXrKg/ef7Q/vfX1/P1pk0aTQfaYgBjCyoB909mHsf0PHpVaKR4JQ6nBByKmSGmWlOxu+K308vXNHk0+VsT4BR8Z5HQ1hOqMgkjGIn4x12N/d/wAPUfQ0+0uXtp1ZTgqcijdBsZU2mXVjL5U8eGXrt5/lVk6bcRac91JmNMgDPUn2r0O1mjvrZbhApcjB45+lLNDBPEYZY1eFhyGHFZ8oWPN9OkmSbMe5nzkZrs7mJUgWcqdxA3qDSS6BDbsJ7UDaD071ftkDR+a4BI/SmkxnMXdq8ZMwTCN1B/nVA5R1ZSQQcqwPINddOgZAQMxyDKHHFc5eWvktwP3bfpVp3EyvdxLcRG6jADA4mQDG1j/EPY/ofqKqwTPBKrocMp4q1DI1vNkANxgq3R17g1FeWwiKyREtDJkoT1HqD7j/AAPektHYNxlyInkLQgqhAO0/wnuPpUKNjinK3Y0jqeoqxCsuRmlt5jE5Dcowwy+o/wAaRGz1pHXuKALksfoQwIyrD+IetS6fdeRLsf7jcH296q20wZfJkYAZyrH+E/4Hv+B7U6SMqTkEMDgj0NDA3iNp6jB70vaqOnXQkAt5G5/hP9KuElWIas2rGqdxGznJ5qjcWqvN5w4kx1PT8qvjBB4OajcY5qRso3dtJdSRMXyq53L0z9KuIMIFA4FQi5h83y94LDqKsD5vpQJJFvS79tOvBLyYz8si+o/xFdBq1hFe24uEwxX5lYdCMda5XFb+gXwINjLknBMWe/qv9R+NXCVmTON0c8pa2uRJHnKmu40+/S8s1m/jQYcdyPWue1ux8mUugyjenaqmjX7WV4FJyvTB6GtbGKO9ic/K6cEcio7mHGJoxhGPI9D6VHA6ptKnMcgyp9KuI4wVcExtww/z3qdmXued+IvEemXVpp9npVoUazO4XLj5sY+4B3Hrmucu44nVZocKj9UB+43cfT0/+sam1fT1tJllgJa1my0THqPVT7j/AAPeqKP2NAIWGZ4i21iCVKn3B7UjDIpHXHIpUbIoGS2s/lsUcExuMOo649R7jqKmkjKPtyG4yrAcMOxH+faqbDuKt20olQW7sAc5jZuin0J9D+hwfWoejuG5o6TqbWM3OTG3DD09668NHNErqflfoAa8/OVJ4IYHBB4INbmhaqYZFtpTmNjhSe3tTa6gjphIUJQp8oIHtUZj+zuxUHy39D0qx1Gdu4Y4NZ2p6xBpYQTMfmPCjGcetSMklAnt8bsKOm08/hVC5tI3tyJCxZuuR196zG8YW/m7Es3aI5BO/HX0qTRdQtpYzZrG6NnMe47sj0qb2YbmVc27RSGNjyOUb1pLeZCrwz/6pyN2OqN2Yf55Ga2ruBLpGQcOp4yMEGufmjZGLY+ZeHFXuhbEVxA9tM0bgZHcHII7EexpAcrirkYF5CtueZVH7lvX/Y/w9/rVDlGwacX0YMGBU5FTW8f2h/LDAMR8gP8AEfT8abJA9xZTmBv36DcExyy98e4/ln0qTT5LGTT4bOztJJ72ZgWc5+Q+2Ov8qtK4m7FdlKN0q5DJ58eOsiL/AN9KP6j+X0ou2Mj/AL1WW5XKy57kd/r6/n3qmrNFIGUkEHII7UgLTLsYOvSty1uBe22TxMnU+orIDLLH5iqApOGUfwn29j/9b0pIZXtJw69v1pNDTsbHTND8oQOp7+lP3pLCs6dD94ehpvqe1ZmidzIhtM3xLjYrkAl+Mtjk1omBLWeWFDlFcqDnOQOBTpo1lADDODke1BB3biOCfTiptqMUHB5pVd45FkRiGU5BHY0wkBsFhnsM04jjnvTGdfE6a3pWeA/3ZFHZv8DXIX1tJbTsrcMpq7pOoHTb0O2TC42yAenr9RW1r2mi6t/tEJycA5XuPWtoO+hhONncraDqYuI/sszYOfkPoa6KKUt8pyGHBHpXnMUjWlwCDhc8iu20+8N5biYEb04cDv6H+lVuSjklEZjktLnP2aY/exkxt2cfTv6iudvbSWxu3hlADoecHII7EHuCOQa63ULJ7WdopB06Edx61Rmtv7StRa7QbuIf6O3/AD0HUx/zK++R3FT5D2OdU7hg/hUbAo2RQQY2weKlCmUYUEkAkgDsOTQMaDkU0jac9qb9xsHpV6ZUubf7RGAHXAmQDj0Dj2Pf0P1oAcr/AGmIv/y1jHz/AO2o/i+o7+3PY1HkoQRVaOR4JVdDhlOQauuqOgljXEbnBUfwN6fTuPbjtUbaDOm0bWfOjEEp/eL3/vCsbxtDIZ4bgD9yU2k+4/8A11nRyNFKCDgg8Guia3i8Q6T5EjESIdykHof8DRsBw8XMe0VbtLh4LpZIyVKHgqelT3uiX9rlvs7iMH5iBnj3p+nWMk08YWIlRyxxjge9ZMR2TKtxbx3MeAsqgkGsfUbNiTKoBZR8wx1HrU914gtIIvsiwuHj+UA8g/Xn61NFOL62SWIgpyNu3lT6fSriymcsw8pxj7jdPY1ZuU+2Qtcj/Xp/rh/e/wBv/H357nFnUbLyiTjEbdv7prPglkt5gQQHT1GQw/qCKprqhIhikeGRXRirKcgjsaT7RJpuqpqenp5ZBy8Y5Xnrx6HnirN5boAs8P8AqZDwM/cbup/p6j8arKe1UnfVA0LJe3F7cyXFwd7SYYuRjtjAHpj+X1oYBhmkdc8ihG9aYh1vMYZOmVIwynuPSrroCBtO5SMox7j/AB9aoOvcVPaTgAxSthCc5/ut6/4//WFAFyyujbSFXGUPDLWuyAYKEGNhlSKw5YjzkYdeoq7pt50tpW+Un5CexqWiosucgFfzqtqTuulyqgByRnB+YDPJFWnUqcEYNV7gssL+X97bwT0BqCzDgDblO87R1x1z9fyrfQO0KlgxOO4rO06GLD5Rmfbwd3RuM5GDnoa0o7i5R9uxXQj727GP8alCXcbjmul8O3/mxtYztkjJiJPbuv8AX865tg2dxGM0RyPFIroxVlYMpHY1Sdimrl3XdP8As1wzKMI/SotC1I2l2qv9w8MD3FdMGi1zTPMwPMxtZf7rVxF7FJaXJyMFTzW97q5z2toeianp631qVAAlXlG/pXE3ELRuQcqyn6EGuw02/a5UwTsDPGBkg8OOzD2qrrum+ZGbqIfMB84HcetSUcZq9qL2BtQiXEy/8fSj1PSQfXv7896xIZXglV0ba6HINdOjvbzCRACcEFWGQ6nqCO4IrG1fT0tpFnt8m1myYyeqkdUPuP1GDTEuxDdxRyItxCoVH4ZB/A3cfTuPy7VWileNjtYqSCpweoPBFCN2NDrjkUhilcipLafymKuC0bDa6g9R7e46io0bIoZe4pNXGWpotrY3bhjcjAfeHY/56HIqxpt81ncK/b+IetV7WUSx/Z3YLzmNj0VvQ+x/Tg+tNdSrHIKsDhgeoNJdmB6Cksd1BGyYYP0+XI/H0oUIsu/b1G0//qrldG1V7VxEx/dse/auoD7iHXBJGTzzU2Hc4jX7KS11H5jxKdwIxitjw0rpaSb4yIiMZb19q6CSKC4iIuo0MZ6hlzwOf6VDcvb6bbs7rthQbhtWk0CKV1BEykMxPmDBU8E1zN7aNDLs7jlG9RVhfEct1eNI1uvk5woPUehFa13bpcwAYweqt6GqjLoJ+RzttOqhkkUtDINsijqPQj3H/wBbvUN1btbTFchhjKsvRl7EVJPE0UjNjBHDipYSlzELZyAckwuTjax/hPsf0PPrQ9Hce5RByMUjDByKV0aKRldSpBwQRgg1ahRbmAxKAJ1yy4/5aDuPqOo9eR6VaJI7ZEnfy2bazDCE9N3YH69KhkRo3IKlWBwQRjBpv3T7VYlm+0BSw/eBdrNn73pn3oAntZTOix/8tUHyf7Q/u/X0/L0pJFAIdOhqkCY3BBI+laSyC4jMoHPSVR2P976H+f1FAGna3Qu7ZUc/vUHX+8KdtzkHGOlYyO1tOGU9DnNbwCXEAmjOQRyPQ1DRcWV0hRW3RoFJ54oY7cenqaefTtVHUXKoqdI3BDMO3tUllhZ1f5QwJHbPSndOD1x0rIsZVRwwGQpwfpzyRWw6gMw9KVwTuXtI1A2F4pYnyH+WRfb1H0q/4k05Xj+0IN2R26EetYI6ge9dJol2t3atp03LKCYi3cdx+H8vpVxlYicb6nNaHqbEx25cLPGc27k/+OH2P8/rXeWV6t9bhwNrjh0PVT3BryBGKN1rsdE1d3InXLXEY/fp/wA9UH8X+8P/AK/rVkF7WtMNrL5qD9zIeP8AZPpWSvllJLa4z9mlwHwMlG7OPcfqMiu6/calZ9d0Ui9R/nrXHahYyWlw0Ug5HQ9iKBHKX1nLYXbwyYyvRlOQwPQg9wRzTFIYYNdHLbDUrUWpA+0R5+zOf4u5jP16j3471zLK0TlWBBBwQe1DBCMNpzTwcilCmThQScZwBUYOxvagYpG05q8r/aYd/wDy1jX5vV1Hf6jv7fSkmxewG5H+vTHnj+8Oz/0Pvg9zipHI0MqupIIOQfQ0pLsNE5+U5FdNoGohx9nlPzD7p9a51wroJY1wjHBUfwN6fTuPxHampI0ThlOCOQRS3QbHoQbDDB4Pp6UPGLmB4JEVsrjkcVR0e7W9gwT+8xgjPerwZo3BPPYe9SxnG6jpVppN80jzKkLglIzkkEdqtQ6xbXkgjjByAAEcbc/Q+tYHiSWS5165MjEqj7FXoAKqwthwVPQ5FQ9GK9jqdRthITLEvI656sP8RWDKnktkDMbdvSuveIm3jmkxl1BJXpkisO+tljckD90/UehrVO4FSQC9gMnW4jXL/wDTRB/F9R39uexqirNG4IJBByCOxqZGktZgVYqVOVYdjUt3CkiC5hUKjHDIP+Wben0PUfiO1Je67D3K8hMrM7YyxycDHNRgkHFOU9jQ68ZqyQI3CiCZoJgwwexB6EHqDSI3rQ656UAaTJHIgIZvLYEoT19wfcf4HvT9OvDazbXJEbdfb3qlZ3AQmKUnyn64/hPZh/nkVPcRkMc43r1x0I7EUMDenjx8wwVbnIqrJGrrtdQyk5waj0u93gW0rf7hP8qtSIUcg1m0aJlRLOBONmevXpUmMDk8U/HWjAxzUlIYBk8mnxSvDKssbFZFIZT6U0DLZPNHOecA/wBKYGDd2zW8pU8jqCOhFNtLqS1nSWJyrocgitmaFZ4vLbA7ox/hPp9Kw5omikKsCCDgg1qYneaLq8caiZTi2kYCRP8Ani5/9lP+eldBqNgmoW3/AE1UEo39PpXlum37WU+cb42G2RD0ZfSvQdE1JFVLZpTJFIN1vIe4/un3H+e1AjnLiMxMwZSGBwV6EGqmq2ov7dr6Nf8ASE/4+VH8Q7Sf0b3we5rsdc04TIbuMfOo/eAdx61zCvJaziWPGR2IyCO4I7gjg0AcxFI8MqsrFXU5Ujsas3UaSxi4iCqrHDoP4G9vY9R+I7VY1jT0gZLm2z9lmJ2A8mNh1Q+47eowazUbPBoGCNg4pxGRTXXuKVWyOaAJLebymKsNyMNrrnqP8e496nlj2NjduBG5GxjcPX/H0OapsO461atpRJH5DsFGcox6K3v7Hv8Age1Q9NRlrTL97C5DqTtPDD2ruY5YruBJYiDkZGK87dSGOQQynDA9Qe9beg6k1vKIHb92x49jTYGnrnh9NX2yxMI7lBjJHDj0NYkHh0Wkqm7Ytg9FHB/Gu1Rtpz1U0y4gFwjKxGeq1DimFiiwjkjURr26DoR6VQmswmYmVmRs4JOSR9atNJDpKbrqRUXOeT1qGO9trqRniuUkRwejfdNO9hnPXloYZDC+SOqN6iqttObeRkkXcjDa6/3l/wAe4PqK6SeGO+tWUt+8U9SCMH/CuenhIZkcbXU4NVuhbEV3b+RINrb42G5HA+8P8exHY1Ep3CrVvIskZtJyFBOUc/wN6/Q8A/ge1VZY3gmZHUq6nDA9jRF9GDQxhg5FT2xikJikwu/hZCfun39vX86mixeQi3OPOX/VH+9/sf1Hvx34okbT7VQh8sbxSMrKVdTgg9jV20k+0IICf3i/6snv/s/4e/HeqjytKF3nJVQoPcgdM/y/AVFyjZFAF512kOpx9O1bdnci/hw5PnIMdevvWUJPtURm/wCWg/1o9f8Ab/x9+e9RRSPbTLIhwQfzpNDTNwRFn2Dr2FNdCp2t2qaKVbiIXEeN38Q9KhJLYJPTis2aJ3J1wqrIhwEIypUHcagOJQNvBBOMdKMlehx3oDCNtxBO8nPHrSGOuoAjF1B2NWdd232iPKj96o4/2h/iP5VtxvHNBlWDRnjrVGeEwyYyfVWrRMykjmGBVq1tH1EQt9mmYiB2B3d427MP6+1Nv7UOpmjXBH31HY+v0rLGVNWSes6VqH2lTBOR9ojHOOjjsw9ax9b0z7LIJY1/cueP9k+lYWh6k7mKAPtuYv8Aj3c9/wDYPse35d67q2uYNYsmVh1+WSM9VNAHFxNGqyW1yCbacYfAyVPZx7j9Rkd657UbGXTrx4ZMHbyGX7rqejD2IrqtR097O4aJx7q3Yiqz266paCxYD7THk2rnjOeTGfY9vf60eQHMKQRTGG1silZGhkKsCpBwQeCDUiRtKdqjccE49gM0hjR82McmmspRuhHYg0g+VsdqvTEXsBuM/v0wJh/eHQP9ex/A9zQMEf7RFuH+tjX5v9tR3+o/l9KYDsbIPBqtG7QyqykhlOQfSrjhXQSxriNjgqP4G9Pp3H4jtUbaAdXoepC5i+zyNmRR+YrY3chSMjqDXndtO9ncLKhwyniu6sL1L+2WRD82ORnoaGhnAeKbue512eOZsJbkqqg5GPWs+F2QhgxBHPFdx4j8PtqpW6tTi5RQrJ0DjPr61y8egaiqsZbaRABySKiRLNuxu7iay+0SIpCvtAVcbhj9akvrZbqETRcyKM/7w/xFYdtq0tuHtYIj5W7DFuOR1rYsb2KSVFXKZ5bd6+o/ShO2jKMeRNwyOGFSD/ToNmD9piXj1dR2+o7e3HYVo6nZ+U/2iNfkP3gB0NZUiMrCaIkOvOVPP1+taNX1QisCVNPb58kkknkk1YuEW5h+1RAA5xKgH3W9R7H9Dx6VUU44NEXcGho4ODTsZFK65GRTVP51Qh8Er28odcZHr0I7g+1X3VHRZIs+U/3c8lT3U/T9Ris5lyKntLgRsY5M+U/3gOo9CPcf4jvQBesro2k4J5Q8MK2X+WPKYKPzmsKWIglTgsOQR0YdiKv6XdjBt5ef7pPapaKTJz2J6ikOCeRxTpF2np0pOCM1BojQe3ijZ5FUDcPm4xk0x0WaPY3XtToZRLGAScjPB7U2QeW2R09cVRJnSRtE+COcdD0YVj3tqI2Dx5MbdM9vY1080f2iEEY3DkGsySMEMkg+U8MB29xVJkNWOfRijAg4Ndho2sOWF0nM8a4uEz/rF/vfUd/z9a5W6t2glKnkdQR0I9aS0upLW4SWJtrqcg1RJ6peW0erWKujAkjdE39K4+eF45CpBV1OCO4Naui6vHCFdeLSZsMv/PB/8D/npWjrenfaIzdxKN4HzAfxD1oA5DWLcahbHUI1/wBIjAF0o/i7CT+h98HvWBFI0UisrFWU5Ujsa6iOR7WdZUwccFWGQw7gj0NZOs6alu6XFsSbSbJjz1Q90PuP1GDRuCKl0I5VWaPapb78Y/hb2Hof8RVZWIODSq3rQ69xSGKy7hUltN5TlXBKMMOo7j29x1FRowPWhl7jrSauMtSx7TtyGyMq46MPX/PfIq1pOovp9yGJ+Q8MP61UtpBKn2dyBzmNj/C3ofY/ocH1pHUgkEEMDggjkGkuzA9DjlV1WVDlSM8VJtL79xyp4wRXK6BqnlMLWU/KfuE9vaunLkJ8uDmkM88160ez1OYFGWNmLLkcfhUdsXSZJB1J4Fdpq2hrqqeZvbcF+Vc5Gf6VylxZy6WfNu42VFbHy9T9KzkibHRBgV8qVQNw4Vj1Hesa5tjazbc5RuUY1astet72dIpoCkjYUNkHn3rUu7Rbi2eJxiReQfT3FXBjZyu5rSbzUUMh+V0PQg9Qfao7mBYyskTF4XGUY9fcH3Hf8+9W3jILI6kOvDCq8TrCWt5j/o8hzuxnY3Zh/Udx+FNq3vIF2K6nIpJI2QglSCRkZHUU+aF7eZkcAMOuDkH3HqKsQsLmEW7kBh/qWPY/3T7Ht6H6mrWomRWzxuphkwFfo5/gPY/T1/8ArVDNE8UjIw2upwRTT8pyOlSFi+CSSQABn0oAt2U3mqtuzYcf6pj6/wB36Ht7/U0rgjEi5Bzz7Gs8/KfatOOX7VC0h5lUfvR/eH976+v5+tAGpaTi8hwf9ao/OggrkMKyUka1nDoTgHINbIkS6hWePHo49DUNFxZaeIWzeYq5U/eUcfSlAmmZQu3y8HdzzWrqtg1pKUxmNvun1HpWLHJ9lm8sfKp6ZHSgZZWPb8vOexqlewn/AI+E5PRhWgB5inBwR0NNYAcDk/xDt+FGwNXMKaFbiLYSB3Rj2Pofb/PrWHLG0TlWBBBwRXS3EHlMWA/dt+lUby189Nw/1ij/AL6H+Iq0zN6FTTL82kx3DfE42yJn7w/x9K7/AEbU1VUtHk3xsu63l/vr6H3FeZEFTWzo+oKn+izvthZso/8Azzf+99PX/wCtQB0usaf5EpmRcQueAP4T6VmRNFtktLnm1nwGIGSh7OPcfqMiuqsrgahbSWdyo81BtkHr6MP51zuo2D2dw0Tc91PqKYjldQsptPu3glA3L3HIYHoR6gjmoVbIrppLcapaCzI/0uIH7M398dTGf5j3471y7KY3III7c0hpiMNpyKeOcY5pyI0uQqliAWIHoOpqIEo1AxWG05x9auh/tMW//lrGPn/2l/vfUd/bnsaSfF3Ebkf60f68evYP+Pf3+tVYpGglVlOCDkGpa7AmTElGDDiuv0bUxd24Rz+9ThvcetcrIqMgkjGI34x/cb+7/Ue30NR2lzLZ3KujYYH8DRuGx6Gr7GPOFPfPSuQ8dmVxaYC+QDndn+I+o+n9a6Kzu47y2WQdOhX0PpT7i1gubV4LmISROeQf05qRnmcIJf5Sc5zkV39l5j6fGSzPLsBLSdPcZ71XbwtawyCeEMUHJQnNasTpLb7AxGORipSYJGPqFmzwR3CgCXkEDvjtWJJGJFz0U9/Susus7VOzcBy/Xn3rBvLYwsZlXKH749D61omJmfGDcRi1Yfvk/wBSf7w/uf4fl3FUwdp9quTRl+Qfm6gikmH2qJrgDEq/64ev+3+Pf3+tL4X5BuVyNwqMfKcGnKcHBpXAI4qgAjIzRDK9vMrocEHimqexpzJld2OD0NMRoyKkkSyRjETngddjd1/w9voaLO4a0mIPKnhlqnZ3IiYpICYnGHUdfYj3H+etWp4SHxkMcZVh0ZexFAHsN5aJeW5jbvyp9D61w+qWv2eR1nRiV+XCjJOe4rubebeuD1qtqdgLyHK4Eq/dPr7Vn5FpnCW1x5JSN+4yM+lLfXc1tMCtuzxHGJFIOPw61Le2+3dlGypxj0NNtZRIzRyMA68YPegYqMtzHuK8NyR0xVCaEwSbDwM5QjtWls8gMFXAPUe/rUc0azxYP4e1NMTVznL+1BBmjUAfxqOx9foazQSpro2UqSCAWHBB6MKx7218lty5MbcqT/L61e5BuaJqckpijV8XcI/ck/8ALRf7h/p+XpXXOkWuaeHQgP8Aw56q3cGvLI5GjcFSQQeo7V22i6zuzcgcjAuox3H/AD0A/n/9emIozwvDKQQVkQ/QgiqusWovrZtRiH75cfalA7npIPY9/f611+s2K3kH2y3AZguW2/xL61zUUr2s4kQAjkMjdHU9QfY0gOXhleGVXRtrocg1PdJE4WaHCq/WMH7jdx9PT8u1WdY05bWVJrclrWYFoieq+qH3H+B71no1AxFYjg0rDIode4oU5FAyW1mCMUfJjbhwOv1HuKkli2ttJBPBVh0YdiKrMOcjqKs28nnIIGxuB/dk9j/d+h/Q/U1L0dwLmk6g1nON/MZ4cf1rsVdXjG0ghhlW9RXA45yBgjqDW3o+omMi3dvkb7hPY+lDA6Ly/wB7xkDHXPf1xVDU9V07S7hY5Jx5j8sqjOPy6UTXkkaM2DhR1Arzea4muruSaVmMjtuOe1Sx3O+k8TWMiLHExDN1O3pUkapLAFTDxuOCTnPtXBJ98YOfWux0KcS6ezTSfdO0Adcf5/lUKWok7lS7tmtJdhyYzypPaqRLwyiZAMjgqehHcH2IropUS9jdG3ADoWX9RWJJE0btE4+YfqK10aDYp3ESjbLCSYn+7nqD3U+4/Xg96iU1ZQiFmjkyYJPvYGdp7MPcfqMioJomglKtgkc5HII6gj2IoT6MBlyhtwHk+UFQwPqDVixcz2rsUc2hYK0uw7Y27HP9O4/CoZwt3p7Wzk7l+aFvQ9wfY/ofxrqPDupXPiW0tvD9gLexhSH/AExmQMXGcfIp9eCT1BP56RSZLbRy88TRSFWGGHoc5+lW7OcTRi2kYA5zEx6A+hPof0P41NrWj3GialLY3OCyfddejjsf/rVlH5TmpGe0glTvT8avRSCRaz1bb8w+6eop6MYX3A/KaTQJlXWdM8wG4iXnHzjHX3rlLiAbt6geYvPHcV6IpDpn1rmtZ03yH82IYiY9v4T/AIVO5a7GFBcrKnz4OODjqDTjFszzxioJV8iQyKAB/GKtArLa+YpAwM5z1FBRTuIRIu9Pvj9az5I1dGVwdjfe9QfWtWNy5YEYx0NV7qDb+9X/AIEKEyZI5e5gaCUq34EdCKfY3klncpNGfmU9+h9j7Vp3Fus8YTPP8B/pWI6FGIIwR1FWQejaJqkarGqnFpMcJk/6p+6H29P/ANdQ65pgt38+IfupD0/un0+lchpWofZZSkoL28g2yIO49R7jtXoGnXaXkH2G6YS5TMb9pU7H6j+lMRy0ZieOSzuf+PeYjLY5jYdHH07+ozXO3tnNY3TwTLh0POOQR2IPcEc11epWD2dw0bDjqreoqnPbDVLMQYJvIR+4P/PRepT6jqPxHpR5Btqc4pBGD+FNYbWyKQgo2DUqI0qttUnaNxx6etIoRFaRgqKWY8AAZJphG057GhSY3BBI54I7VduNtzF9pBAkJxMvv/eHse/ofqKBBv8APjMo/wBYo/ef7Q/vf0P4H1pFODkdD+lVYpGglDKcEdM9/b6VacKFEkWfKfoDyVPdfw/UfjUrR2G9TaspjdKBJJ80Y5HqPWue1bRJbK5e4jw9vIxK7R90nnBH9atW1w8EqyIcMpyK6ixeG5gMgJO/hgT09qGgOBiiZyEVWYnoAOa7XQdO8q0ZZx+8YcBv4f8A69a8UMSMAkYx7Dn86fNbEsXXqD0rNRsCViCSFUG0gZUZDY4NZeo2gnQOi4ccr/hV7Vr0WWnecY5JGDAbE/r6CmQzfarWO6VWWJxllbqKpOw2jl3UOMHr/KmopnQWzD94ufKJ7+qfj29+O/GvqdnhjcRjI/jH9ayHj8wcckDP4VTVxLQpY2nHaoVku9Mv01HT5GjmQ5ynUetaUy/aYmmx+9X/AFo9f9v/AB9+e/FRTg4NCdwZ1eq63oer+GbSRYXi1PGGCjPOeSzHrnkjvzziuVI3D3oYZFNVvzq27iSsevQSbW2N0qyvGVblT0qgOTsJww6GrMMm8bG4NNolMtwStG+1unarUsSTwsjgMjDkGqK/N8p+8OlT28x+61ZtdS0zl9SsHtJmQ8oeVJ7ishJTYzDcf3THp6V6DeWiXkBjfr1VvQ1xt3atHI8Uoww4I/rSLTIpFRjvi7jkelRdc5GR3FQwTGCYQyeny8dR6VbYdSMEHvSGZs8Bgc4OY26e3tWZe2xlUuP9Yoy3+0PX6+v/AOuuidFZWRhkH17VmTRNE+3PTlWqkyJI5n7prf0XUsbbWWXy8Nuhl/55t/ge/wCdZ99agfvkXCk4ZR/Cf8KoqxU1RJ6iQmtWLI67LuI4Kn+Fv8DXLyxyQTfxJIjfQgip9D1ZpjGc5uoVxt/57Rj+H/eHb/61bWqWkeo2i6ja/N8vzAdSP8RTEcjrNot1CdRhADZAuUAxhj0cezfofqKxYZnglV0OGU8f59K6eKQ202/arqQVdG6Op6g1j6xpgspUlgYvbTDdE56+6n3HQ/n3oBFe6jiO2WHiOTnZnJQ9x/gfT8arq2ODQjUOuORSGKwyKktpghaOTPlPwwHUehHuP8R3qNSCKRhzmk1cZZkRopCpIJHOV6EHoR7Gr2nXxtpgcny24cf1qlbt9ojEBx5g/wBUT39V/Ht7/WmpkNkdKS10YHewTxsgO4EEZB9RT5bpIkLyOI4kGWdvQVy2mXoikEbt8h+77GrXip5G8PSiIhV3KZCTjIz09+cUmgI7vxbp5uQIIZJIs4dtuA2fY81asL6C8gaO2bG0nCMOcfhXARjKquODx1rY0e9SyvlkmcJGTtckZABrJvUE9TrJ5o1t4ldlUN03cde1YVzD5LBkOYX5U+h9KtXE+m6pOsKXL4RvlU8Kx/HtV37GotTbOxYf3j2PqK0ixtHPEvDMJUwCOxGR7g+xFRXMKgLLFnyn+7nqp7qfp+owatyxNDK0Mg+YfqKiQiItHJkwyfewMkejD3H+I702uqEuxTBz9adcQNBIASCCNysOjD1FE8LQSlWIJGDkdCD0I9iKlSZHtmhlzgZaMgfdPcfQ/wA/xzS1A9cv7bkyoOe/+NUw275hww61tRsksYYMGUjII7isq8gNvJ5ifdP6VUXfQlrqSxyiZQR98frUu7cNw+8OtZ6vgiReF7irqNnDihoEy9BKHXB61U1XThdxb0H71B/30PSgHY29eh6+1X43Ei5rNqxaZwF1B8pXkMOnrUNtNvBVh+8Xrx+tdVrWmBgbmMYH8YHb3rlriJ1JkX7ydx3oLJyCwBHbrUU8Qlj2nGexqSCZJowwPXgj0NKwxwfw4oAxHTlgVyR8rL6ise7tjC+RkoeVPrXU3dtvzIgAlUcj+8Ky5YlkjKt9xuc/3T6/41SZm1Yxred4JVdGKspyCOxrudE1kY+0ZAjY/wCkoP4G6BwPQ9//ANVcLNC0MrIwwRVnTr57O5WRcEdGU9GB6g1Qjs9c0wQP9ohwYJDkY7H/AArJjEU0L2VycQynIf8A55P2b6dj7fSui0q8gubdbSU7rSYYgLHlT3Q+47GsXU7B7K4aNuR1U+ooJOTu7aWyunhmQrIhwwpqkMMV0N1bDVLPaATeQL8n/TSMfw/UdR7ZHYVzQyppMaFIKNntTxzTlRpVYqpO0bmx2HrUaM0TggkEHIIPINAxD8p9qus32mEzD/WLjzR6+j/0Pvg96LlFuYTdoADnEyAY2sf4gPQ/ocj0qrDK0EodSMj16EdwfalJdhpk0bbTg9K39PljvoGtbpRIuOVbowrDmRQFkiz5T/dz1B7qfcfqMU62uHgmV1OGU5FK90Bp3vhWOW4eSydYY3YkRHJCD0U9eOnNc3rGnzafeLBIuI8blbHDev5V6FZXUd1Csq9+o9DTdT0qDUrcR3C8Bt25TyPpUNBY86jOG4611mj6ml1Cbd3DXXRMjG4AeoGOlLL4Vskt2dbt49oOS5B4/SuesJodPv8ALyCVRxuiPX3qVdAkdNe2jXEIIXEqdB6+1ZBAdMHiughuIrpA8Lhl789PrWfqdrtb7RGoAP3wP51qmDRmhPPQWzf61c+UT+qfj29/rVDlDg8fWtB0Ei/QfnUdyn2iJp8fvU/1w9R/f/offB70vhfkG5//2Q== Could you please provide the caption for the input image? There are two straight freeways in the desert . There are two straight freeways in the desert with no casr on them . Two straight freeways in the desert with some cars on them . Two straight freeways parrallel forward in the desert . Two straight freeways parrallel forward in the desert with some cars on them . +992.tiff 90_992 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers . A part of a golf course with turfs and some bunkers and a trail go through the turfs . A part of a golf course with green turfs and some bunkers . There are turfs and some bunkers and a trail go through the turfs in the golf course . Green turfs and some bunkers and a trail go through the turfs in the golf course . +991.tiff 91_991 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers . A part of a golf course with turfs and some bunkers and a trail go through the turfs . A part of a golf course with green turfs and some bunkers . There are turfs and some bunkers and a trail go through the turfs in the golf course . Green turfs and some bunkers and a trail go through the turfs in the golf course . +995.tiff 92_995 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and a trail go through the turfs . There are turfs and some bunkers and a trail go through the turfs in the golf course . Green turfs and some bunkers and a trail go through the turfs in the golf course . +997.tiff 93_997 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some trees . There are turfs and some bunkers and trees in the golf course . Green turfs and some bunkers with some trees in the golf course . +996.tiff 94_996 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some trees . There are turfs and some bunkers and trees in the golf course . Green turfs and some bunkers with some trees in the golf course . +994.tiff 95_994 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gMWj1OPCuqbdwts98bhQDTOdaE9gahMJHNa9zZ3Fods8Lof9oYqpIn0OaZm0UtnUYpMYqVlwxprDjNBNxmBUkLFSQDwaZ/FT1UB+OKBp6l+K4IQKemM0SfPwi/iarhsAc1IHYDA5qTdSuiRsZ3ZApgG40rg9+abnAoQhTuHHT0o2cbsim5Jpfb0oExjLk0hLDpmpwueByew61tWfhu/u4w4hVARxvODQJRb2OaZCc8c1H5Z711F54av7WMu8AdR1KHNYTwkE4/KmS4tFVGAGD+dBPzkileIgnr9Kdj86CRByxyKcqlmwMYHep7QJuIc4wOKkjTaS2OtA1G4kUSkgY+arAQg89AetNGATngnpUiqQrb84oNErFlXJGCQfwqBhtLE5OfamxyqDtOamYZQlcmlawylJCpGVA3VCHCNtYVYP1xTJEDDnjNUS11K8uH6VHtZOcYoHyNsP4VZ25j569jQJO+5oaBpq6hqKRt93G5j7V6bb2UFtGqxRKoA7CvOfCt5FY6ridtquuAx6Zr0hLlXUFSCPUUJG0diwFGOaTGDkUzfkcUbsc1RQl3ZQX9u0U8YYEdx0ry3VtNfTb6S3bkA/KfUV6tG/ODXN+NLATWSXaL80Rwx9qTRE1dHnEycdetQlOOD+tW5PQiqxODUmDREUwf8AGlA2ng0M3QdcUzOe1NATcEdc09WIbrmoY8sSKerHeOKRUXYvsARjP40wIrHrzSbz0x2qMMQ3NSVckeMLgbsk+lRtuUhQO/WgvmTNPhHmXUa/3iKpD3djt/DehwxW6XMyBpmGRntXYxRgRg8Csu0URwooGAoArRW4VUwetOJoSmMEGud1nwpbXxM0B8if1HQ/UVvLLk8GpG5ptAeUajo11p7bbmLAJ4ccqayXh2scD869kubeK5t3hmQNGwwQa8tvbYWt9PbOOYmIH0qdjKUOxkrlGyelXU5QYqrMArZByKmibhaZEdGS5APNSIQ/Q1Cxy2DikVgp46UWKuWHTy2wwANONwUTG3rVffu6kmhhxilbuMQnJz3pQuVyOlRgE9qlAPAHSmJa7kDxB0zjkVEJfl2EZxVvcPu5qGWFcgrTE11RGeQCD0rX0nxNPpjCKUGWD0PUfSsMsQ2KkCq/DcehoBTPVdO1O21CESW8gb1HcfWr2c15Ba3lxplwJbeTDD06GvRdC16HV4gpOydR8ynv7ig2jK5tg80lxGtzbSQSDKupBp1GDQUeUahAbS7khb+Biv4VnTYB6V0XiwKusOFxyBn61zkrdOaRjIhY0ikAnNPZcJmoec0GRIhw2BT84IIPNQ4PrT1bAPrSRSLpbJx0pMEYzQcHk0wNlwpPAqUULj5s9qck3lTxPjAVgaV129OmOtQP096aZSPWLSdZbdWRgQQCMVMHyeTXmekeIrnTWWN8vB6HqPpXeWV9HewrLE4KsKrY0Tua6ODU6yHHNUoBxU7vt64oGTM+Vry3xBcxy6/cMh+Xdgmux1vxBDp9uyKwadhhVHb3rzeR2kZpGOWJyaCJskfBXIqJH2PtPSlzlAe9NIDDNCOd6Ms9RnrQD6VCkhXqf0qYMCwNO5SsxASD/SplK4BNKFUrn0pAAwODSLSHKNwOentSswQbRToQF4Y0skY3bj3pXHYq/wAXJpyLvcDpSMmJMVLJGQAVNO5KRDNbbxxj6iqhjZCAa0VYhemSPaoH+bp26UxOKepCo3Jhvwpsc01jOssLlGByGFDq4YAAilxvUq3agSZ2ul+NomhVL8FHA++BkGtGfxhpccZMc3mNjhVBya802jOKUJ82cUrl+0Zevrx7+8knk4LnOPSqTr83XjNThAMA8CmOuMgHnNITdyIgEYqAqM9asexqI4BoMmMI9KQAdCaVuDwPejGWH1oQky6enXrSAEdKeyllBFKsR781JtYRzuULnmothC81OVAIBz9ad5ffqKDVIpvEpAIyKuaZqd3pcpER3RnkoelMZDwAOKaeOo5p3Cx00fjNlXBtzn/eqpe+LbydSsQEYPccmsQqpU01QgJ9adxNsDLJJIZJSXJ7saQsCewFKxGOBUWC3A6UGbfQUyegpUI7jn1FKI+crn8Ku2ejXd4cxwHb/ePAoFZsrDaR/eH8qTpgg/hXQDwjcLHnzI93pzWTdadPZyiOdSufut2NCG4EfmFsDpTkB3A1VGVfB/CrSbiPm6+tAJlnYCuehHrTWYYC0z584I70i48wbvwoKLKojKDwfpUcoII4z70YKPwcileR/usARjikhj40VgM8etNaAAHj6VIqArxTgF8vBPPvRcDPaMHnuKrnCyZU9auy4QnHIxWeXG4EVSM5Ek0OCCO9NQAN7mrEjAwLiqxJ3UEvuWAcGo2A3c0m7Iz0pg5PTipAVsEc/hURHHSpiQB0puA1O4nuQYGelBXnNS/KMcUhUOMihMaRZBA4NWbYK7YPXtVLJDc8mpI5Nr5GeKk3ii7cwKpBQf8A1qgQHdhsAdzUsUu/O5vpTGQMTk446UiyN8M52k4FQMGGcmp+AcVWkYnimJ7DMtzzxTQw3fN1o2k+tG0A570zB3JThsUjDaQKA/OKXguM+tMpI6Tw5oyXC/a7gZQH5VPf3rskVFXCgAD0rPtVEFjbxrjGwHiraSHpTRslbYsbdy8iszU7GO8sJoWHKqWQ+hrQNz5cR4rI1LUfslhNM5wzAqo9SaGD2OBkUZJ7iljkYYyTgVGH/eknoetOcc/KcelI5n3RaS4ViMnmpvNTflQKyuQ3FWYzgZYU9Bxm2XPNO7kAVICCOuarjBAwcilJ25FKxoi1lcAZqvOTkYPSovMxxTWkwMnpQkJsWdkEYwSWxzmqZUKQO/enO4eQls47UiJls9aoxbuwY7FA96RWzk8U2Q5bimg4pA2TKfloBwM5pmcL15py4IpMQvXApDx9KdtC9f0oODjpSEkMBXBNIH7YxStz0xUfOaZd2i3t2xkHBLd/SqNzdi2AJ61FPqkKyMuTlfSsO5unnkJYnHanGDb1N2+x0cWoKzBgcntVtZ/MHHFctYsTcKc8DrntW6hI4UnjrilJWYKTLh3Hoaay5Ge4ojfPU5qQOAwOBSG3dEbZCg8cdai+YjIrU2wXJGTskI59KoyJ5b8+uM0XJcRoUCkYOvIBNSY+XHFSJggg9KY0jo9G1yKS3jtrhwkkYwrMeCK6GOVdvXP0rzl4s8rwaRZ7qIYSaRcdtxFBVzu7zUYLYEzSgEfw9Sa47U9Tk1GbJ4ReFUdqpM0jtl2JY9yaNuOOaVyW7jCDSooIwTxUpXgZFKiKf/rUzOxGEDHAqQtg7R0pBGVbetOOTyRRcLWGAnPORSmQ44Jpdp7rn6UhVQemPrRcWqI2c4PP6UiyMyY2/jTtoB601iq8gGncl3JkhHU802Q+WCF69zTBKcbc8elMZsnpQFuw1MbuaGXJ4oxt5IpM7c+9IF5i8knIp6qQM4600AHmlIbOB0oBoeTwM01x3prE89M0LkdaEFgzjjNN5z70uTnjn1pVyTnGBRctI5EtnnNN5GM0pjfYTt+X1pCDg8V0GiY9GYEc4rWsLmRnSJMEfxEmsY5FXdPZxdKEwM8HNTNaBc6Ppj+tSL8vbNATgZpwBxjHPYiue42mODksccU6NRK+13wBUStzzUkbgEnGQRTEOlXY+AQR600EZ5FWre2W4Rx5gVh90VVcbGI9O9AyRefp70pHHH61Ep4OT+VLg4ODmmAhXByaUdcUmGOeeKQkikTcezcHHWkRAFzmo93rSmQ+1ArDxkdxinowzzimEgIG9abv7kUbg2Wsgr0FRtgnGBSoQBzxSsyAdKQED5BGKikOR0qZyAe5qNnUjAqiWVsZOelSAqopDwORzUfPrTIeg5iGHNIBke9CqTTguBQKwqjaKC3SlCk9KNmOtIqzIhndwak56d6aMg57U5fm4zz60yooTBzkGnOAYGye3HNR4Ib1NZeos4cHLL9TTSuUnYljs12hCCUHPNOutPghPQEMMjHXFX4p82jAKQVcZBGaa8LSqJHOARgg/wBKNg5dDC+xq75UAL3OasafYkXQfcMKemasyvHzFGh+tXbKApBuKgMT+lEpOwo3bJZFOQOcUKDnJ/OpHAYjHakQHv19KyLd7jC3JH86TeMjt61ZWIEDIFIYU+n1p3HYLe6a3kLDnI71O7i69Ae5qtygwRgUzryCcUwv0LL25iBOVdfY01JlijcyMqjGcGqF7qCW0ZXd82OBmsGe+eaXc2SAMYJ61UYtib7HTtMHAZcYPpUDSHPWsa21Bv3atk44Cr/M1sYLjhcGk009RNXHLIfWpA248cVCFJx3qVEIz1oBJkrD5Oh/Cot+DU6DKjJJ+lNkTaeM0BKIhlOO1NLZ70wtxjik/hBoM3cGYjgGm5bPJpQeaUgcdaZImc0bM9qcFHrTgADSHYETdjtn1oZdo9qepBB3HHpSYBGaC+UToOKQgev0qNsc89Kzm1ZY5HUrwOhpqLew0aT4CYziq+/LYBx+NULzUEaE+W53H9KzkupYzw5696pQdgabOlLBUzu5Hesy7hac5Y/Qiq1neSNLsc5Q9jWiAMEMwUe9LWLIk3cs2tm8crEsDbnOT2pbyYsqqu0Arg+w9BWxodqrWlwLp1UucKG9K5iTT5DdE7yVJ64x3pqzKeiLsUIAUjBXHArQhACNz9BVZISmACcVaRtvGBWTuzSCSQrAJ/8AqqLO3JxU2QTimtGx7cUIpoA/HIpD3Paovuk9aVi2OKAE3K/Hao5ZFgRjnOBTWBzhQKzbhXLBCxVmOBz1qkrkORm3c7XUzSbcH0Haq1bC20cd2ywSb8DDMRx9BVF7CUSPhcKvU+lbqS2JUiG3l8mUPt3Y5ArorFpZYd8uBnoBVWz0R2XzJDkA4A9a1EjESBfSsqjT2L21HqOOlOGO+BSBvwp4+bjOagLksZRF9+uahkfJPvSlQe9MKEE9TQFyu4KnrilBBXGalYZXlaZ5anPBWmjNrUavXjtSkkYJOKcsQByc4pxjUnvTuLlGg55zQz8YHX1pxTA4ppGB2FK47Ch8jGPxNVLjUobZgmdzd8GpZj+6YknpWRHYmWUhieeRVRS3ZVyWbUvMgb92VycA5xWOx5/xq1PbyxPtY/KOfaq2xsHjj1rWNlsBGcelABPejYetW7eINGcH5jx+FU3YoZaSLHIGYZBFXm1BS+1xmPHHHNU1VZpfLjVskgDiopI9jlT1HvRyxb1JcU3c/9k= Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and a trail go through the turfs . There are turfs and some bunkers and a trail go through the turfs in the golf course . Green turfs and some bunkers and a trail go through the turfs in the golf course . +993.tiff 96_993 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some trees . A part of a golf course with green turfs and some trees . A part of a golf course with green turfs and some trees . There are turfs and some trees in the golf course . Green turfs and some trees in the golf course . +998.tiff 97_998 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and trees . A part of a golf course with green turfs and some trees . A part of a golf course with green turfs and some trees . There are turfs and some trees in the golf course . Green turfs and some trees in the golf course . +1000.tiff 98_1000 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HNtkYsp71UEWxVePknrWnCimIBjzUyYmy2qs2CrY9ql5yCaEG2NW7ZpJJcNnjmsbENEisu/ngVG0ozxUDSN5mMdak2AKD3NOwWF8wnmlL/Lx1qMkDIoQdSf1p2GhhJJJqs6nmrLEKxPWoSGYmqQyAJz0qxHGe1CJz71PGpHPahyHGNxqptIBpSwVjin5XnjJqNeTnpUliO5iQyHkCqk198oKnqKnup0hQgntWUP3rZAwPSrihF63uGYZPJPrUsgJ5qOFFVQRTnzSbFcZg9xTScU8/dpn3jgDNCE2PB+WkLYo+YcYpjZznFArosWyF5kRR8zHFTsjwzsHz8pqrEzKyspwwOQalLNMTliWJ5Jo6lJ6l2Zt9lkDvWcuFPStSYAWIUetZuMP0oCQ4THopqwjBkzj5h3qkBjtViIgoQTimSkFxMUiIjTcxqkbe5nT522fStRcCNSeabIA5BAxTuWUIofs6EDGcVEY8xup9a0SgzUDQkEn1pXEzPi3xYGMjNaCP8oOOajWH5hnoKnCdABQ2Kw7zHxgHgU3czMM0KCG6U6bMcRIXLdhU9QURz3CRuASM04y7uVGcVmxW88txvcECtVY1A4xxQ9AaI8b/mxgUsiMB7GnhCeBxT2U7fmPSlcfKVlTOM8VJsU8gdKcwwpbvUkaM6jHQ0rgkRrGeuKcSEQjvVhyEX1qsVJpFvQgZiKjeY5wFzU5jycmm7FWqTEmVXtvMJaTBJHA7Cmw24bqANtW2G40Rxtn0qrk3GiIKcDk1G4IOKmwVk96cFAYk8mpuBTK54pxAVeOtPPU44pCOKZLGAlh707YpXJPPpSgcUw9cCmhJAMBqUE9QcGmleM05e1MpF1ZtybCe1QYwxwM0seGf3pzcHrzQxsrFgR6Uq9DgHFWY7UnkjFL5RzU8wJEUcrAYNKZtvOKnSE46cVG8WB0pcw0G8bc0jncOKZtOetIeBkE0CauOAI7U9ByajWUntT1Yn60xEqqN+CQPelcp0C7m9aiOWI604EDFSUKm7PApQxLkYwKmULwB+Jp+zkjAouBCD84GPakkBK7d1TqgclTUTR84GaQyHYXxzVobkVVHSk2hOgyamAXCjvQ2NCYQqeKgI259O1PlJVvl6d6jZs0A2QyFqjIJFSsMjIoHzEc4FMzbGLGzKW9KcHK4GM54qZwBEvAxUQwBkikO4MhDbzxnpULv83P44q4GWTYXOAOPpVSVQJWCkEZ4ppktkR9qbnmpiu3NRZANUgsGflPNRc5zUhxjPSo1LE1SESYJApU5OO9KpBqRU3cjrSbGghfbIOKHGZufWmqCJMgnAPSpiRuJpNmliwzjAAqPdimLLtGO1NkbPIxU2JJtw6BqZvXOGz9agJbcMU8nI5xTsFxX2kcU0FR0pnLHinhQvBoFcUqoGaFHHSgBi2ewp+cdqLggB4ppUMOtBYEnFJ/DigslEnGAakEzBQw5qug2nnvUyrnjtSEWIpldckYNPMkZ9/6VDGoBAqUxx9M81LGhrYHekHAyeuaZLb7SCrmmEsUGetCKHPIV6DKmmsNrZPApVIDA81HMdzcHimTIRpsZAqEy/NUbk5pAKqxmy3C7PIoxkelSvGC+zBxmqgJQZFSGVwmec1LGtCW5CoojUAfSq4GGHrTmDOu48n1qJMluaaQhZWGfeoiNx61K6mox1NUgEkxtwKbGh6k9aHp8ecCqEKFxViArg7hTB8wqVI84xUSZcULIVUcUwLuBIqbySxxg8dc0kgC/Iv6Url2IShK8g4pFhdlYgfLU7SDbtFN3BYiuaaM2VQ2G54p2cN1yKd5YIznmmEY4piA8d6epDdabjLAGpAgBoYIm2hVzRjPzY4pygMvTpTghJwBxUFJDRGueBUZi5wKsiFlOD+FAT5sk4FFyrFcx8A05cnpkVO6eWSOxqCQH86BNDwxK+9IW4z0NIq8bqRxjmgQC5YnkcCk8z5s460INxPy0zGWx+VAxxbIyeMVBI3BwasBMyBX6e1QXDBThOB700IhUZPNOwaFGeSKVhjoaZFyaKFpThRkjmiZDGAPWmQTsjHnBqVn39f1pMpMhbONucCkXj2pxOetN4JzQAr4B4OahJxmnNnmmHriqRLGfebrU8aErxTVQYzipwQBjpii40NQYfAFW4UO7PpVeL5PmJqdJ88Ac1DNUiZ5Hb5SvHtVO73wquByRW9BZ5tg5b5iMgelZ17AfuldzVKepoU8YJDdBUbc85pAWkJY8LTGY78AVokYj89gKCOckUzdsPPIqYyIQO9MTEBUcVOig81X2clqtKwKA4wcVLGkTIqkDjrUsGFkCt0z1qFJNuD1p7yhc5GPSpZSLUsZZiwI4FQqYzGcHmkF0fLAI61EYgI/MVxgnpSSGEhAYDOaiGCxNQOSGzmgyEYJPHpVWJLBIUf4VG7Blz0xSFiV46VAXzkEU0iWiYFtw20jvt5ApiSbRmlfDDNFg1GiVmOc4NRyEOcnrTSfmx2phYg4qrEskX+VO3HHTimZOeOtSmNljyScmlcSRGchs4pckig5PXmj69KQmNZiDSq2OvSgYJGelNYDcfSmmNXEcgt1pgc5pSDnAxj3pCh9aodydWBQDvTjgnJNQKu05zUqlGB3MFwO9JlLUnjQOQpbFacFvCGQgZA6kVk28gLqRzXSWqJDAGKctzWU3Y0RZ82NYwA33fWqVxtLPImDx2ouJlRyvl7g49elULmb7OgMakdiM9azjqyjHMhQYHSmFyTkninMoNJsyD7V1IyJEIdTkcUoQK+RyKgBIIHpTy5B607CTLW7am0CkjyTgmogd4B709Xy2MYqWirkw3IxGfpQW3j5iSQajL/JjHz560+JgTnFSFyZQdvXH1pTnAUduc1I4UoCCM1GOuOtT1GyqVZmOT3pygKp3dasYHQ9Khl55FMkjYnZgU1YycdakjAJ5PAqwpROQcD1pjKjqQeeKjLHFSyP5kp5zVctliOgpoUhApLZ7UpTngVJEN3XpQSFYii5IkaEmlknZ2AzkDpS78DNQ9zhaLBck5Y01/lPtQGweOKRzkepp2Ew35PFLjAyTzURyGBFKTk5NMkUdc0uN3Sm0KWApWGiYRsTjrT/ACMoQQOaYspHapRcngAChloS2jEUo64FdXaqzwbjJxt6Yrm/MQjOcGtnTrlTCsLuPx7VjUTaNBZVdQWO0MOnuKpzQh1EhJz1xV68haSPAfqfzrPlR40GDwB0qIoZjMMdaReM+lSld2444pjcHHauoyImGDTCx69alxjk8imEYFUK4iStuGKsqpc7x071VXjnFXIj+WKljQuOpAqaGMZznioQQQ3PQVNbt8uOahlEpUR9s0A/KfU9KXcSxHUetRu2w+xpAxrkA9aiZjn73GKUsM4J470yVgThegppCCNS3ANSSOipsGSaFxGnvUBwzE9qAuKx4HNRbcnPepn2rgdTTCMAHvTQhils47Uv1p+QDUbOMn2piHOTgBSOKQkg5pA4IoJzQK4h5puSDTiRjik+tBID5sijaKbk9qUE45pjF70KtKAO9OBxQMMHFSRRb23ZxTCRTvN2pjtSKQkpETc5PuKek8oYFOcmoyxYZxU0DLuVeOaTRady2uryqQspHB+6BSXN402doAzUMkSKx4B96WKJpc7RnFLQtn//2Q== Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers . There are turfs and some bunkers and trees in the golf course . Green turfs and some bunkers and trees in the golf course . +999.tiff 99_999 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 Could you please provide the caption for the input image? This is a part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers and trees . A part of a golf course with green turfs and some bunkers . There are turfs and some bunkers and trees in the golf course . Green turfs and some bunkers and trees in the golf course . +1091.tiff 100_1091 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked in lines at the harbor . Many boats docked in lines at the harbor and the water is deep blue . Many boats docked in lines at the harbor and the boats are closed to each other . Lots of boats docked in lines at the harbor . +1092.tiff 101_1092 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1094.tiff 102_1094 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked in lines at the harbor . Many boats docked in lines at the harbor and the water is deep blue . Many boats docked in lines at the harbor and only a few positions are free . Lots of boats docked in lines at the harbor and only a few positions are free . +1095.tiff 103_1095 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1093.tiff 104_1093 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1096.tiff 105_1096 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1097.tiff 106_1097 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1191.tiff 107_1191 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some plants and sands at the corners . A desolate intersection only with some plants and sands at the corners . A desolate intersection only with a few cars on the road . An intersection with two roads vertical to each other . +1098.tiff 108_1098 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked neatly at the harbor . Many boats docked neatly at the harbor and the water is deep blue . Many boats docked neatly at the harbor and only a few positions are free . Lots of boats docked neatly at the harbor and only a few positions are free . +1100.tiff 109_1100 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked in lines at the harbor . Many boats docked in lines at the harbor and the water is deep blue . Many boats docked in lines at the harbor and some positions are free . Lots of boats docked in lines at the harbor and some positions are free . +1193.tiff 110_1193 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 Could you please provide the caption for the input image? An intersection with a road cross over the other roads . An intersection with a few cars on the road . An intersection with a road cross over the other roads . An intersection with sands beside it . An intersection with two roads are not vertical to each other . +1192.tiff 111_1192 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 Could you please provide the caption for the input image? An intersection with many cars on the road . An intersection with some plants and sands at the corners . A busy intersection only with some plants and sands at the corners . A busy intersection with two roads are not vertical to each other . An intersection with two roads are not vertical to each other . +1196.tiff 112_1196 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1194.tiff 113_1194 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . A desolate intersection only with some houses and plants at the corners . A desolate intersection with two roads are not vertical to each other . An intersection with two roads are not vertical to each other . +1099.tiff 114_1099 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 Could you please provide the caption for the input image? Lots of boats docked at the harbor and the water is deep blue . Lots of boats docked in lines at the harbor . Many boats docked in lines at the harbor and the water is deep blue . Many boats docked in lines at the harbor and some positions are free . Lots of boats docked in lines at the harbor and some positions are free . +1195.tiff 115_1195 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1198.tiff 116_1198 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1197.tiff 117_1197 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1199.tiff 118_1199 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1293.tiff 119_1293 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by plants . A medium residential area with some houses arranged neatly and a narrow road goes through . Many houses with plants surrounded in the medium residential area . This is a medium residential area with houses and a narrow road goes through . +1292.tiff 120_1292 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by lawn . A medium residential area with houses arranged neatly . Some houses with plants surrounded in the medium residential area . This is a medium residential area with houses arranged neatly . +1200.tiff 121_1200 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 Could you please provide the caption for the input image? An intersection with a few cars on the road . An intersection with some houses and plants at the corners . An intersection only with some houses and plants at the corners . An intersection with two roads vertical to each other . An intersection with two roads vertical to each other . +1291.tiff 122_1291 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sRVlTBlbnPoKqTvoZJtHpjIJEKN0IxWNPbNbvg8r2NbYXPrTXiWRSrAEelcCdj107GAfYUYI5JzUjxmOVlByoOBSY7VRYh6Vx10o8+9yejmuwKnBrj7lR9rvlPAzk1rR3OXF/AjuUaH/AIQu1VWAIkUkDryprJClgSDwKi069lubaCxhtwykDLjOTjvXS2Ph2S6gmk+ZEQZ5719Fg8ZRo0lGT1PMnFyehhY/dDnvSkfvBz6V02meE2uBvu28uEjKlWyTU2o+HdMsU3NLcsxHCqufzrq/tGh3/An2MjlCPmfmqk1uHBcdR2rs18JgzxN537pgC47mq2q2Gk2MqwIs/mEZ5pf2nQjtf7hexbPPLyNmuYdqk4Oa958D3EZ8H2AMq5CEHJ9zXkN2IZC5gUYU9c1ueBpw0OwOTtm5Brx8Xio1qjnHbQ1pRaVjdvtz6jcqPu7z83rzUKw4GN5FLfNsu5WzwWOahUgn7x/GuNwu7nRzk4OFwc05QGbjqewqnMVVSSzfnWZoVpcRavNdmXMAYhQTnrUunZXbGp3N4oFJLNg+lVLyFWR5IWXefvLnrWD4juJG1MkMV4AOD1rH81iwHmHP1qOXqTKqk7FXWU2wEDJAYc4roNJlD2CbeSqqR+Fc3qD5tjlieRnNbFnfJZWEjjbvKhY89PrVpXijGD1uzqLu5KXrkqDkA/oKglnSSSNmACqeeM1h6bqVxfS3Md5LGoEJ2EAA54xUmM4XzGYg85NbRSsa9TSuJIzLlPmHU4WsbxIwfS3YA4GO2O9Tx5iY7Xbk92zUWqqJ7QRySYViOSeKe2omZWjylrHG45HHBxipponKLujyuenqabDbR2I3DAGOSDkGrK3iSoQigovIPcGudvW6MWzMlsEkd25XjIxUcdqkbcDdnnntWj5m/arcgnJxUM5cSsUAHpntVpvYkb9ieS1fEXGMmqVvayM4LLhVOMn0rsdO2RaMDcspLZ5/DgViSurKyowBocmtCnE7setKTge1ITjntT403jcw47CvPPYMS43C5cFSOcjNQn2roLm1S5jweGHRh2rClieKQxuMMP1q07lpkZOK4+4CHVr4yZC45x1rsCK4+7wNbukY/KVx+lb0d2c+L+A3/DmrfY7HZFhcyAbiOQveurn8TquYbW4XyimMFTkN615lp91hxDk+30rWDc1s1Znnc1j0iDxNYQtbxrcF4+srFTUieM7RZrmIkeQ67VJQk5rzUPjrQZcH2ouxc53ieKraGLZ5jPKxLZK9PQU3UPEtlf2TCRB9qA2pLsycVwJlJcc8025vFtY8tz2xRq9BqTJ7nnzsHdznP41peCUktZDc3EoSBjlQTjdzXNW+rCW4MaxhY3/OpotPeS1kuDdsPKJZY+2AapReqZcE9z0C/lWa4mKYIZiV9+arIJsAkE8elcZe+IHa6ULK0YRBjA5JrptH1WXUEYmVUCgHnvScnFalKzdi68c8rEIjY+laFrEyWqqQB3Ix0rnLzxO9reGGCaKTAwcVXm8R3cqkDaM9xxUTu0NNIZryOdSYDJJ6VjG2nt7tHLBt3TPar9xfyXE6SOAGUYyO9IcsUfduHoaFsZOzbMvV95gL7MfN2HFVpJZdkaFsqAMg9BV7WHJBiDHYSOTyBWYymKMKDuOM5qofCQiaIv8Aa3cyAbBkH1rb04zSSFjk7q5aEtnIya2orSaBI722n+UDLc9CO1dCVlYtOxq3Vy1vKsRyGPJz2FZ00zz3Wxi4UnJDD0qzpkaXF0Li5YszHOetVNVmA1NGUqSDjAHQVMnbQp6q5ZmuLZE8qRWxjjFRrOjGQLF8g6Y4pZYQdoYg7uQTQziKZYoRjHJJrmitDF66iqn7sbCPf1FGCcgyAYHAPrUyIVQliuM9jVSYLJnJ6cdcVS1JWhpzi2fQS0k4MsTY+U4Ga5y0laUvyc5qxdBvsm0btpPT3rNtj5VyN/HseK0t7hd7nrsa5wznC+lWq5vV9SnEi2lqu84+YqMkVf0aTUGj2XlvKueVdlxxXnuEuXmPX5lexq9qgurVLmPB4Yfdb0qyI2x9000kA8mo1Q7o5qWJ4XKSDDD9a47Uiq6tLgDJ6n8K9Jv/ALK9uxmlRNozuJ6VwOpwxi5M0cqSA/3a6aL1uc+LlenYzbCL9+7EEMO1ao4qvZRq4aXG1+hFWDxW7d2ec1pca7ECoXkOMjNSONxABp01jcRbTKu1M8c9aLolCQ5Zxu6+9aDaLFewRzXKODzgZ461QiGDx29a211WMWMELoSYwRkHrzVRdmap6HNzWFvaSo8anhwOT2qMawtpHPbiNZCScPnpmtSeKG7EkivsQYwH9a5WeA/a5I05CsRxWiakyoytsESPe3aICA8jY+bpXoNr4aKwWunS3yxLKcy7Orfj6VwlhcxW1yokjDqG5NdjfaipuIbpBtt5IwEIOdhHBFb0oKc0mRUm4xvEdr/gmzt7kw6ddsZQoI3nIJ9M9q5jdPGht3PzqcE966WO886ZFRy8jEAAck1n6/ZvbavKMAAjdx6mniqcYJdzGlUlNNtEaHaqg+nWpkYKATWA08gYrvJycVpwzExhScsOvpXA42NOYtXMAeVyRgAnv1rOu5IpFCfJGI0xkDl+a0rhJHiGwckZrMnszNKVXAz29KcARnRsG3sJAgHGO5q9p8JmibMh2ccA9frXVaD8PrDVwUOoyGXGf3acD86zPEOiXXhHVIrYuHRlDhsDpnFbNNr3TSxJZak9jMrRIhwMKAvT3qGWSO53ztCxm3ZY9ic1Ks0CMhUqZGXOKQnPSsL3Jn2CEpKitOpEi54HSnkRY4DEdgajwR1qRcADvSaM7jgCwHy8VRnxHLg4yecir7yBFGGOfTbms7UFkKn5dpHIJOM0RWoWIFilnkJkbKKM5zgKM1k+RJcXDDORn7x6VesYXnk8qSfy0PXd0qy9irHYspI9AK3cuXQpM6rwprdpby7LiMrLM3+sf7orpdW1qSxu42m8xrYrwUwQTXkJ1N1G0Jx2z2rQTxLdfZjHjeAMAPzisHTle5spu2p6B/wmlhvCbJPcACuN8QeKJZr+QWjSRRDgDODVWx03zIft63KsT95O6046FFOxkeV8n0NNKMXqVFTZi3V+biLaSd2fWrFkwltAu4hlJ6Cr/wDYFsN3zPx71VW3S0umiUnaVzzVOSashTg1qx1hduwaNg3HOauyOqqT7VBpj4jdcAnOCadcBnOwA+59qT+IyexHBMs0hfadq8A1aeZnABYkDgAnpUIVI4wgGMULjd0p9TMcoweanXAHIyKhLAnaBUwQsMLkk+lDGRTAfZ+MEHPyg96yT5LQzFlJmz8pX9c1rTRJAE3vtlOeD0FVILZ5GeVpANpyeOvNUti1roZcemXsw8yK3kdP7wFaNrf3elARzxEwP1SRcqa7O38uGwjeO4G1ux45rlteieYRbfm+YjNVCo2ayioo6u21fSLOxZ9PtFW7dOW2dK5XUJJ7mcs7lm6sTTYUKhB7Yq5tViNuCR1NZ3b1Zg5NmP5RBZgoweBxUli3luUcnPoRWjNAFVmAwevHeq6LglzwT1pN6EstrI0aEoxbI4B7VEkRL5J5Y9aqtOrklc/LxnFOxL5W7PuOaErGiZ7V4VvtC0HQYxd6hYxzMNznzRuPpXAfFrXdL1e7046ZdxT7I23mM5xkjANcJKryx4LNvY9M1nzI0MzI2cjit4tXv1LvctWLym5ATknjPoK6EA+vNcrDI8b5UkGtqK/fK5XIC5Y1lUTvdGckayoxHtTzgDgVSOondEigYc8n0qzNKqjC8ms9SWlbQkSTHUdOlQzT751DouF5IPemO7rFvXG4DoabMGmgiuGCp2YKaEhIda3pt751jgiIfsRkipOFcnaAc1WsvKtrppSGk3cq2KsSl5clUx7Gql0sV0OXEJS4CvxzwDU72pDMoBGDk+4qKSKfzlOWJ7GrUl1PbSp5wDKVyGx1FW29LDbualhAkKSPE5KOo+XNasJBXtWBp10skhGcJ6Z6VtxyxJ1ZR9TWTvfU6aL0FYcSVj3Cn+0OeAU69q1Wliw7eYuD05rPuZFYDY2SD25pJlVWuUpWF1HC8iYydxOK6SBg0LNJEoRxnPp7VydrtNyVC/OpP41qPMUgKNKAo6jNXNamMXZCTMhmIjyV7ZFRkkc1UbUY4pl2c4/iFH9oxE/NuzVWfYxaLYPOSTV2GVhGwUkJ/eIrHkv1jCnacnnFTf2xGYVjAbrnFDTBItThrmUs5Jx90mrlhGzPKm5CFGMZrDmv7gOo8vavpjiljuWia6kP3mNJp2GtNTbkt3jYPGXeL0PY1DdyJ5CgsoOc4zyK55ruYx7d7EZ9arMXY5OTV8r6luV1Y6FLiAD5pFH408zQA589QT0Nc1sfGdjflTlSTcMRt+VL2fmZ8p0wvoF+UygkisWTUpBM+G3JniqckcijLIw98VGFYnABzTjBIrlR1NgUu7XeAgI5YY5qG8k8mbyowSoA3GqFpaXBgfaCnHB9adb2c6ufNJxjk7qz5dW7jIJLgrL5gwWBICkdKqFJGc/KdxrcS0iS2+baWLZBquyTRzl4gZY89SMZNWpW2JuLZacXjAnG3d3rSn08PCyxsnYEjtWXO2pXOVwQhPQGo1tb+MMm7bu681nq9boLdzVNpBEIlDBsDPWp3QHDlh9Ky4I7pWCyOcL0ArQRjwP6UtV1uQ0WVtVaBpXfIH8A6mqyF0ljDQ7Yz0QHp71OrFMcAg84NOlYHATOf5Uk2NGtoGiR3ErybgYh1jIquLESag9rCQh3kAselbfg2OYvch2wq4IrHEiRa/cyTCQQh2G5Oufara0NGtEckJFWciTOQfwxVa9k8yNIlDYU8ZOauXMT3UolIKknnioHf7NAyTDO77rYppW1IWmpUS1mBA2tzzxWjHaF02tvL+nrWeL1xxuIAHFW/tZtxG0RDO3JJySKc0x+pbTS5TGNwc89Kpvb3FvKRHk5OADWtHdSsyksRnrim3cbSzDbnI/i9aiMtdRcyMw2V6ql0tzy2Sw7ZpBo95K25yFz6mutivJINGFkiBdx3Ox6n/61Q7Y3tFORvU4IHpVOpbYtGAdBYY3SLnHQd6bHoLY8x5MDrzXTtBp8tgCzSLdBuNrcEe9S2cOkG/jN8sxs8YdFkySfXPpQpN9Qujkk0uadSfMiZR/FUsPh4thjOuPpXSlNPt7q8FombUg+UHPPtVLG4jHFKU5LRCTRVGmFcRiTPGNx7VLLocEL4kl8wkZyBnNSsT0FWr1JhHazkAIylBjrkf8A66hXB2sZosrVYVZcZxkgr0qv9psEzmZfwWrF8t49sRbW8shbjKITj8qwH0fVFUu1hcgDkkxNx+laQpcyuyVG5ppqWns5D7sDoSOtWo5bWdW+ygMwGcZ6CuV2vzlD+Vaehblv8gZwORRKkoptFcti1cxNJFwoIY0thYbm3GLIB6+ldCLOFhwhC4yCTkVG6xxxlIgFOeSOc1mql9CYvUhdlCMpiU4HGKZe2oMMU/kkoOvGAx+tOJHzKDkkZxW9fxeZ4It5FGSt0RwOxH/1quG6NtJGCbMSQGVVRUfk7jyKyb83YYJCEwP4h3q3+8IPDYprRysPuN+VaKFtyVEygdRXo4FRz3F7bspeTr0rYFvKf+WbflVDV7WVIEdkIGcdKpQjfYdi1ZSyTW6ySHLHvVsDA61lmf7LZRgff29KS0uibgGSXO4dAKy5XuZmsCSKcpaiJQalCgHGagLM7LwS5Md2hwSdp/nXOavk6rcoTwsh4/Guh8EcNdDPOBWHrMONbusf3yat7FPYyBIqxksiqo71iaoUbbs5U9qkubiV5AocgHkjPWkSWKeNRKMY44HahK2o27mP5JIJHT3qWG3lkmCBT+PatgCBYivl7gKlVFKK8alSetU6gmxyrsUAjkDFSCdkgcKc8cZpcdjxmkVV2yDGRisURazLgbdAoY846impEkKbVJxknJNQpcIqRxBSXPAA5qRXzkMCpHrQ0y3YdnJ7cUxmPcUu8Z4pCVOM0IzY5NrDBFJkbsDtTVOM03ILdaYyxlSOlb+qCCDw5Zliu5Zz355X/wDVXMSu0UJcdQOOKotPe6vdRIAWZR0HTAFVBXLXZHs/hgQr4fSSBUG4kkj1rSnYyafOWVfuHjHtWJ4Itf7P0LyJX+beSQT0reuGjNnMu5RlTjn2reNrDscdHYwNGp+zxDAHVQc15hqLpY+I7sgEKrkYWvWrZGECBwd2Bk4rzDX9A1O5127kt7KZ42kJDBeDT5U7obIU8QsxEaowUnHWrFxdSoQI0znq3pWFdafd6fKiXcLxM3KhhjIrpRCJrRckcgZPf8K55xULWM2gijQb2G4ts5JNdbFJt8E7ec/af6VyJmV38mNypQcjHWuk0ZxdxLYMrujMGCg/xdKUXZq5pEzhLycjtTPOIJ54rS1O3jsLiaP7Gw8vjJfvWJe3yWsBfylJzjBrRySK2LKzEPyTVXVX/wBC37clW4BrNbxCcArbx0v2yfUbb5hGEzkKOpobtuTKSsY1yZpsM2PcAdKS0yLmMY61sG3LR/dA3DkelQwWyCRT/c4HvQp6WM79zQjmKgcCpfNBOccVULc57U5W/Kshcx3HgeQGW5XplRWTrhxrl0P9urXgy6jhuLhncBAnJPaszxJIy6vcvGQeQf0q3saLYyG01N+5ssRxnpimC1tzIwH3scLVY+InVY0YiRcfMQMYqhPqjCcSwud/IJI4xT5ZMb1NFopITvQD5xj5u1aWnC3kvII7hMw9H2nGazLfUke1UzkLzgnFWtMFtqepxWInMYlJHmAdPSkr32J5TQ8Q/wBiWEsI06R8OpLg84OazoiJEz0U+g5NaereB4LHSbi8W6lkeJdwBHBrnrW7VI08t8so5Bqpx1uiZKzOi0DR7iS6XUUQPFEwZtx7A1d8YmPYb+1Ft9n4wQ2GPrgd6ZZ/a7nRYbmNNgQHcEJy+O9cpf6fq1/cF/skuz+FcdBTjrJ3NHCyIjq64H7s8e9Nk1ljgRrj1zRH4c1RnAa1kVSeSR0r0C1+DqXNvHN/ax2uoIHlVXJEnlPOTq9x6r+VN/tO5Y8MM+wr1JfgtB/Fqsn4RipV+C9kOupz/wDfC0+WAWR5bDd3tw6oGJBOOlakVo5u7a3tGPnynZzxz0xXZeI/AcHhvQjeW9y8skTKMOo5BNP8C2MOoag8txaKHh+ZG64NZtuLuloOKfNqdBHamCzjjmUeYigMQe+KCqKgAXv61oXsRVnBPeqZj4XLEfjWq2GHROv61EMHPPf1qfaDkZ/WognJ+Y/nTA88+IgH2yyYdPLI/Wq1qcwRc8bRmr/xGTH2I46buc/Such1SGKGNGzuArKqm4qxMjUlaNAflJkbOCPpWpol1Fbs7XO8bkwpXqDXOy6xFNHGqJggkbtvOK07WdJoFYDjHpWTulqVGxqXN2JpCTK75XB3VxuqyyzXJRFbYvTA611Fjcww6jbGRPMXzQCuO2af4ih2avcPCVEZc7Qvp7VcNXdlNXOEEE/Tyn/Kp7e4nsJVMiMB2DCtlLaaebHmFfXJqhrqlBbhskjdzWjSehPKbCTJJCCFGDUJjzkgYArm4LueJsq56Y55FTvqN3kKJB+VZKjJbE8qNrGDg00nGcVhtqFyDjzP0qS0uJ559rSNjFDg1uTym7oF8Ve5jdWbcAAq9T8wJ/Sq+vap9pv3SBCoYBcfhitDwlCi6netNIExAxBNYkkMtpqiXEsJkQMH2n+IVppuWugoghUcon41Uvo0jhyqgfN2FaYQEAHnFR3FstxGUPHelfU1SMLzZPKMYf8Adg5xVnT702V/b3B6RuG471ZXS42PLMKd/ZUWPvNV86FyM7fWfiVZX+h3NlFZMryx7ASRxXnlkwF1Hk4BNWzpkSrksSarPb7LxIkz1GM0cyeiE423PdvCNhEukQMCrLsJ/Os2VNsrAAcE1J4OivLOCKG8kUqVxEqf1qa6t9rM6cgnmohboOd+pRwO9b2keLNKttPSC6vI45YyVKt1HPFYRGB0qBrW2YljChJ6kqKtW6kHZ/8ACa6AB/x/xn6A0xvHOgD/AJfM/RCf6VyC2tt/zxj/AO+RT1t4O0Kf98in7vYVifxr4r0nU/DFza2srPKxUqPLI6EGqHwruRi5jZ/nOMAmptRtoRpVziJNwibt7Vn/AA0jAe5lRN8sfKj19qibXLobU1dHb37YeQEc7jWeZPlBqS9unEp+17IpTgsmRxWXcajbxqMyr1/vCqi9DN7ml5mV6c1CZlEhU8GqJ1e1VB+9Q/8AAxVSXXbRJV+YH1IancDC+I0ga3s9v94ivPWfcRx0ruvFt5bX9tCEYEIxOM+tcnHbxFsbKG9B8txdOKTN9nml8tcZU4zz6V0qR+TbqRjYFzmuXEapqEYXpkV1rxSNZqiHKkdB2rCaW4rWuyv4fQy6xEz7zG528DOCa2tX01k1R4VZ8KdoJB5pmiW4t7u3Zw3LjjpjmuovbmI6pcQODvaUlTjiqjK4LY49rSNGBUuWX+8DzVC/0f8AtCGN2YxlSeMV2c6EqwB9qpPEXCD0NXcLnnH9hakrMUt2Kg/epW0TUvvmLr716YIVjicY5xVI2zSAgdafOw0PP10LUZG4hP502zge3vCsg6Dk9q9GUQxLPAgzME5xXG+WkjSorAE5GM8is5yZE3YZbSRm+2B2CyABmB966HVYbJr9RHM/kqq7flzniuds7CRpUt1cB2b+I4xXRazZtZ3McEhUssYyR396mT0shJ6GJgCkApDI3+RTd7nuB+FOzOrmQ4Ag9qXGadEEeZPNJCE8lRzikuEijuZBbyPJDn5GkGDilYOZDDGGGDWbdKV1OPHtitMMcg46dqg8oXGpq7MEVAPxpp21Jm1Y9I8JyPm3V5iXOcFj+lb3JlKkDaK57wpLG17a7XwQxro5CqO2euePelS6l1+noU7m16FOc9qqm0mwcIa1lj53t97+VI8mAOc1sc5hCJ4pxE42s5+UE9auJC0bZYc1bkSKQxs8al0bKt3FSFFdefwoAy9R50654/5Zt/KqHwrUia5JUgcYOOK09QiK2Vxkf8s2/Him/D+6hbTiEwu18EGs6j0N6S0ZhfEWPHis7XIDxqSc9K4y6jZeFkLD2rtvHzN/wkbFgMFBj6VyhIxTTdkDRnBHPB3UxoZQ2ME1qdaXjFHMw5UZJt5S2Cp+tSFAgwPxNaYAPXp3qncKoY7R34ovcGrGa3GoRn3FdfaXRWAIwBx7VzCW0lxfKEHC4Yk1vW+TgHtWdR7GTOksljkiSaQhVRxls4xWzqW1b6ZoQjKkgZCT1yP/AK9Zdnax3WkqChIR8lezVoajDHa63cvK2LfA+Q9BwDTpoLaDIzgTeaipEPmLFs4PeqSX9hJJt8xhz1K1HPqMd4JVMgih4ZABkn61mxyJJNKzKPLjUgbQOtaBY21dLiby4YppXI4VVwTj606FopYGMXyTL96Nx8w9RXOW17dW9wskEp3rnac06B/MuVYylZM5ZmbHNMLGmCEnleJDvJ+biuIaB3vpHRNreaxJ9s16DZTQ3LOpYeZnGOze9clNFNFeTLLEU/eHaCMEjPWs5XS0Ikr6Gl4c023v9WjiuFyMZ4OORV7xiiJq6qvQRgVH4SDN4ggGccH+VWvHEPlarGRyDH/WpS0HZLY4figHPanG3kjfbIjKeuGGK09PawRWkeEyHBXDHgH1qpO2pZQjt5ZOiGkaB0I3IR+FaQmAyVHBoNypQ72H0NRzshzsyh5B9/yqK606JES4Fz/pGceVs4x9aS6v5oZMDaUbpjtVee4ZIEnkb52yFAqryFztrY6TwdeiLXbVWyU84L17k4r0eSAw3Uhc7m3fgK8s8I3trZ3kc0/zMHBxgcV6VPq1vcTPOrEKxyM1ScYs6JKc4rQsHlc9qo3F3HA+1sk4zUVzrBt7djbP83fjtWLp6zazqMdqswjaU43MelKU76REoxhrP7jY/tW3PygjjtmpE1ON2AUH3xWD4z8Kw6W6to0tzc3MS7roD5to9Se30qh4Vu2uWbzPmfGCKJRqRV7hz0725fxOznv9O2lJZgVJxhlPIrO097KxmmmtI0iVm+UZwuO3FcJ4zlli1cRLJ8iqD1rRibzvCtq2SX8zBI696mcJOKdy41KcU0kaHiZZtUumu49jRxRhWIb0rk45VlkKq4BAzzXd+GPDl/rel3MSSRxxdi5OST9KzNR+GOpaNZ3Goy3tu8cClmVQ2SPxp01K1mKco6WOW81v1pQ7EgZqzb2JuYVkVgA3Na9v4Yd9Pa9M6AL/AA460OcVuyE7vQxyrZAPSmSRhx71rSTWtrB/pG0ntjrSq9rJB5kSZDDjmlzj54mGbg2iZCZ6Z4q3ps3mReY3djVG8imMvmu3ybugHFdB4ejiawO5ASHbtQ4pq6Mb3dzpdJmEWi54wZMZ7074gSrHfwwAkB41c+56U9fLWBAsKAA5K9s1dudNt9dmjmuYy7gbclugFVD3Szj9Gt4LkyJLlsjgGi9jh0qCd2USSE/IqtjA963Ly3t9PZorWMIDkHvXGahKC7qSSScYFJydyZOyKP8Ab9ysu/YgIORgCrljrYuJme7iEjEjGOP5VhXCFiTgj0FWdHgdpTL/AAr+tOVnG5MZNnZjUowF2wBdpyMOarX159tYPIAGX+LOTVAMfeo5XLfIM89axTZp0N/wmwHiG3xyOf5VoeO2zf2/GMIf51j+F7hbTVEmkQsEB4U1a8T6gmo6gHiVgFQLg1otiVqdLdvA8koj003so6lAMKOwya8zjXZf3ayIYh5p+Qn7teiXPiJNBliiexSRXUnczYzjH+NcTM76jqt1d/Z1hWWTcqr0o5bRbHLUparex2cSiPDO1c68k91vkznHYdqv6lD52oFGYqMYGapJbXMUmY1LY6kDtVxslpuZNq4+03ywzEtwgzg0+ONrp13Z2enpV60sykUjuPL3rgjsKtW1mu1Xh+ZQe561HPqxM3tN8BWlzpkd/NdXEe/JxFEWCgEjk9q3dIjQaXbrICytHhuOfrXSeHf7Vh8JMiaarpJGSrGUDjHpXLWFwPsSxk7do25NaVEnHU1iUXIVbjb05IrOimaF1lRirA5BHar0u1fOwODnvWSzhj8o4B6VzR0NKusYnpGjeKhNpF1CkKSajsLAEcy8fqcdu9ed2aqdWa8tz5L8+bEBgE/57U2K5khlV4WKyKQVI4xU1o01zqklzLyznJAGMmt/aXi0ZxepkeNFL6pFIP4ohx+dbMds9r4Wtdw2sX3YP41t3NlazXEDSQI+Bj5hnFN8Q4TTkOAEUjNDleKQ3pqdb8NpvN0uf1DDP61seMF3eFdUH/TB/wCVYvw1ZP7OuNmMbh/Wuh8SFP7Bv95AXyWz+VXB7Ck9TwuwjnXT4+BtxnryBmussTv8PuPQGub+2jyRGjDZjHA7VtWd9BHoTIzjc27ArjrXb+Y6TV2czqunyTFWBOD0pkam3txGWwEHT1q2NSjkYqTwp60pvLUYJI5OBWib2ZkVpP3ljvKkd+lbHhiMNYluv7wrxWXeSxPbkIc47CtrwjuS0k3L8pkJU1pHZlo3kX9ztYcjoa1bL/UIFYD1NU5drIF7k9qck3kwqueDnIqkUZt78143fqK5C7hVGlfAJOcZrqbrMl0AOM5rnZseawYZGazluJq5gTQeaoHCtnn3rQtrdbVNoGM9akeCJnD4yR0FKxyDxSu3oTCPLqxJJFRMg89qgwyjn7x5NS21pcXtwFgheTBwAozk13/h7wNtxd6uBwMrDn+dNRY27nL6bGLa1aZ+GYd6zZZy9wW9T3rY8TyWkN/Ja2EoeJfTsfSuejWSWZQoptC8kf/Z Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by lawn . A medium residential area with houses arranged neatly . Some houses with plants surrounded in the medium residential area . This is a medium residential area with houses arranged neatly . +1297.tiff 123_1297 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by plants . A medium residential area with houses arranged neatly and a road goes through . Many houses with plants surrounded in the medium residential area . This is a medium residential area with houses and a road goes through . +1294.tiff 124_1294 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by lawn . A medium residential area with a road goes through . Some houses arranged neatly with plants surrounded in the medium residential area . This is a medium residential area with houses arranged neatly and a road goes through . +1296.tiff 125_1296 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by plants . A medium residential area with houses arranged neatly and a road goes through . Many houses with plants surrounded in the medium residential area . This is a medium residential area with houses and a road goes through . +1295.tiff 126_1295 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8fNzWdUqJi6Lqki+J7KxZo3V5CGYe2a9LIjaRgQOK8ZvZ57G5DxWOy4U5R1PAPrW3Z6zqotovtE0nmNy1ZKSRClrZnpkYjjG4bVNaEd9GbVhsG/+Fu9eYjXpEBjkdpCO4PSpovElwuNsihR2PWhVLF3TPQ/O4JJyKRZ0YgEjrXDR+LbgyOJREU9B1/OrcWsTHTZJwqNKG+Ug8Cn7RDsdmwQx7lIyKjZ8LntXHf23flSRJDip5NbuFgjZAkjlMtg8bqftEI4O+uCHF1ljJEPlXPA/CqDap+72sSs+8Mz/AMPtipESSGZiMFcfMDVHVbU6jHDHAvlkMd2DxipRlzFu4lsG0PU54J2aSTaw8zlzk4OT+tcTLKCQEXAxgj1rVuLVrSaNSBkHB9KpXoje9K26MkRPX1rULlBSA33RUm4twQOeaSWNopSrdjiiXCnAHFUBbsLh4blXglMTDkN6V7N4e1C/Gh2xldRIy7uB614kqZAMYPTmvYtBuDdaRby/MoCBeR14rGd0y4bnU29zLdIwmAbGMY4qvfajNDcNDGQNoHan2EbFHdWI5ArP1OE/bZRuOfWpu7GhBd39xeQtDI+AvzDbwTjtWfp0xW5QxowJOPWpTF82CT+dT2MHlzR4c4LjjNQm7jsdr5weFGdMFema8w1KWeHWdTunUyK/MUe7OR0x7V6dcFI4QQy4xzXl2sXtpBfytK4QMAMgZ5JNayIZoaZfeZaBYmMeBkxdCKuR6gYAMSYfBIOeazbFoJEEkTqwcY3D0pJ1hQSl/mAXJxSTEloYOta5cXF2Y5Z5BEcl1b+L2rmZoXYzNHu28gKB2rUvF3P50StICeVJySKRfLiYyZbOOUzwKtMybMJVMWxCXUnkgdq0bDVZdKcMJ5styGRypAq3tilUTqmJE6gjoKzLu2W8nAiQxtjnJ602wTPTtJ8R6FYOWlu5rq7kIkL8kDI6Fuma6IfEG1BCx+Uwbo3mDivGbTTrqa0a2ExhXODhd26rT+GzbNHAdTOJTxiEn9ahya2NE/I9Qk8ZPqV09rDMgCj5wuDnPaoXYiORuhA9K5XRNGWxO+KQN5fySHGC2a6RC720z4YgHB5qG29y4lE3unKW89szMNwRjWMZDukxKWDsW4PA9qZqMNtOyvLFllyoJ7CoLXylTy4R8ik0kjCb1LaBVXBp+5eSagLPzhR+dMDt0O386LCuPkkODtGDUtpfXsSMkc21D1zjFVHcnjIH0pAW2ceuRTsLmZtR6peIQHeNh7qDmq+ra3qTRRxWXkxbz80ip92qcZCREyMST29KW3uEXckpIQ9wM0WBzZq3GhTxKFm+Z+7KMZrKW12yN+8OB1x2rtLfXIFskilgeVo8IWPUj1q1NptnNpzvZxKjSLuBHWheRu4Jnl2rq1zlvKxCgyxIwf8APFZ0SRC1hacJt6AAfMT6V2d3p6lGe4BDHKlSPSsE2sKyrtJ+Tkbvu/X61qmZNWOdlWOeFolixMCfl7iq66e8p2pGQWHyhu9dKbOFHFy7qG3YHqxolsjPbn59zjptb7tVcVzH0iwE169pLJsYqcYGRnHQ16f4MsbuTQYhOSAjFV3cHbXB2NjLaXiTxtkn72fWvQ9M8SQadp6RTRtLcZ+VIlzx7+lQ7dS4s6q1sWRMNJjnPFRXek/aJS3mkNjByKx/+EwuGH7vS3x2LMBkVYg8XMQDd2UqEnkphgP60rx2LuRXWjywRs+N4AJyp5rjVm1GHUY53kIjVwRH6jPevR4tUtL3etvOhcDlc8ge9UZ9BtryRJUbawYMQOQaTiuhTd0WbkidI+w2ljzXn16LGDVWe5mRAFChT+JzXolyjRI/HCRnmvKtY0ddW1a4kd2Gzagx9M/1okTLY3oBEwLw4MZ6Ed6Y0bLPISp+YVX0aE2VolqX3NHxn1HatsBWHYms3uXFXRys6PCJFwWdjwcdBWe8YPzJtyRgnHFdLeQRSHIbaQeh71k+RlmjkVvXOetaJnPNNMzzC0iZUjcPvccEVIloxi3oAxzg5qxvRJAsak9uRU0Uyxy7SVUZyP8ACnclEkEACRoUYAEEMvB/GtNLaR2kVQrDHy565qrBdeZvMSrIFA+YnjntVqxvWDkbFzjJ9BWcjspx0J7KCdfnmDKx4wSDVqN8W12uTwc1ZtUe6O1UGetEtlLBBO7qADgZB60IJaHLXNqLgtjJI7Dg4qnFZLaMUTIB5we1aN1u3ZX5SO4quqEk5/M0zlktRVXjGTmomjAfgmrSRFqDCxYBcZ6UDtoU2hHUZpoBUGrhQgfNwaZtUDrRchxKrBiaAMcnpUhyW4pDwOTzTJsXQ90dShYFvJEZyO1dZoE8lxdNEqjG3kkdPpWKLS4UDMTAdOldT4YszbQTSyqVd2wMjnAoitTpVyjrkSIrgoWkYcehrzDVh9luVcqxYv0z8oFew+II0a2wo+c9xXm2pWS42uxkcn5Mr1q+pM1oc+/l3SSvGuwDHBOSPf8AnSwQJZfOkryK7YZyflFSzWo+yuUYK5G1znpS2trstmguVHzgYOTwPYVRkW28woVzvUddgwcVq6XKsacL82cAtzgVTtNLuHeN45GSMcbNvJFay6c6nO1z7AVEhpO9yx50jf8ALQ/hTDJJkkSNn3qT7NIqgqjHHbFONvK2dqt+VZ2ZsYOt3RFqogDfa5DtUpkE/lXVfDe4up9OmjumZjE42564I6Vj3GmSXACrlGB4IHIrr/B2mSWkD7mJ+bGauO5KTubeoQtLaS4XB2kGvP7nTbiK1F4lzGTNIS8S9UxwM/lXp7w/uyDk5zXCXdjKjXAIwqvtqpF2uYGnWspuXeVupzj1rbVvLOFGGPrVW3sWRw5P3TVt4TJ8wI68DvWRcdEc3qQuptRjjQqtqFPmZHJNQS206KBG53929q6A2pEw3DgdqqTweTBPNIDswWx0qkZzhfUwbkC1h86WVSyg/wAVZd3qVvLp5lWZfNByiZ6msPVLo3t5I6bkjJ+6TVbYEX5QMjoa0irmSR2GhTOY44RMp3gk5P3WP862IJtQtrqNXjjNtu2sR1A7GuQ8OOz6iFkwWxla9KNsEhLgFiFyeKmSNINm3oUZk/eqMqVq7rEP/EskwDnIp2hwG10+IOMMVGfyq1qSGXTpgOTtyBRbQtu55xcRMG+pqAKeQcfnV+7STlgMVmbZQx+XNRYxluWN+0DpSkkqeRmoUVm+9U6xll4X86ATKzhuo6GogOcVda2fAwBUZgcE9KBNMiC5qKdQil/Srao4U8Vn6vMbawkY5yeMU0Fj1l7SF1AaMHByAfWo5UH2iJQCOCetWdxPWoHb/TYxjohP6itjYzNQAfKEDOOrNwK5iS02SlJS8ik4V1X7v512F/C0pQIuAT8xFU7iJYwxZQVXsf4vrSsLc4hrXMvkyQloOQSo+Z27VoW+gyhFk8sZK4Bc8pS20Ua6u8uSYVA2rngMetbs0kUiQvEpGGwVH60aCURdI0oKyxyEuqDcPmPWt8WkQ/g/Wqem2j2rzSNM8gkOVDfwj0rRDN9aYyP7LEeqn8TT1tIf7mfxqVSSeRUg47GiwFf7LEvAUj8akRDH9xmH0NSdTQEzRYZCTLk/vH/OovIDsWbcSepJq0Y8DqeaQADPWiwFYWkIPC0otYeTtqwzKoyeKqXNwEypyD7UWQA1jA3OOa5zxcLe00eUFdwYbSucdeh/Otf7SScoxwehJrgvG2owm9aJQ/mbcMCcqR9KBN6HCyW6dSDzTBCgGCKmMo20zdkkmt1GyMWzd8I2KT63EoDZ7FTg161LYpHBIcnJGK8u8EQtN4igKuAFBLAnHFesXrBLXO7qwH61k0aRJwHwAJGAHYAU5llZSvnEA+wqil+jXBUvwvWr0EqSgkHjtU2LKf8AZUZPJz+Apv8AZMAP3V/75FaoC9c9KQ7PWiyAyv7JgByET/vgUq6XB12L/wB8itPcgPWm7koshGedMtjx5S/98iozpNuxP7tP++RWrlPWg7D6UWQGR/ZEGDlE/BaqX+h2E1q8ckSNkHqtdAVXPXiql4g8piozxSsA5pJV5IT9a5288Rtbau0Pko7JGM4bHU101wqrEzOwX3Jrx3xBPJDr8+oRbTFnklhz26UmDdjpk8fM16yNaqEDFfv06bxN9uLRiAqp4J3ZrzBZZrq7LJk5bcccjJrtrG2WJ43LqHOCVA68elBKbL9lcMl88LQh0fncW+6a03ujatlIhkc8t0rKhjH22RhIWBJI9BVyUpJKEfJ9eKi5okXl8WyoCDZ7sejiqmq+OLm3s/NiswmDyS+apXsKooCAg4rFv7R7628veVQHLYPJHpQpMiTaOo0T4hrdQhJ7ceduxw4rtbfUHuI0dYlCuMjLV4tY6HGJWCvnZht3TbXqXhWaW+0VWAxtcqN4wSAapNijK50g852VVRCT/tVX1G8m023aaWAFRxw3NadjZzQ4aUDaB2rE8YSobFFRur8iqbsrlmc3i+JVBe2kAJx1FMh8a2MkmxYpCxGeBXHayHktlEYwyYYNnpWFpqXYvPMEmRuO7A5OahSZnKVnY9EvfF9sowUkwSO3Ss258XQyFnEbbkbKgGuQv55BPtyGDfKwJ6HtVMyOsT4QBl+QnPOc002wU2dwPEsDQhljkY53YFcL4l1OK61PzYx1QZz61agncWxEYC4G0sevvXIzylpmwSfmOKpOwXuWTcDrilWfdkDvVIq3FKgfrjpWqmTY7Hwdcvb65HiMEuMAk/dNekanq8RtY42VyxcZKjg4ryTQL9bHVY3lDYIwB65rub64eU2ygcEnOe3FZSZcXoNXXYkvnBSQRYBb2rpNN8S2RiIAkAHT5DXJSWgEzv5XmEgEEnGatKzQDoMdgDUc1hps7A+IbTG797j/AHKT/hILP1f/AL5rlftRxgD9aAxfgnH41PtGXY6n/hIrEdS//fBoHiPTj0Z/++DXMhGUZyDT1ABzkH8aPaMLHSDxFppON7g/7hp6a7ZO+1HYk/7JrmjyM8Y7UyNzk/pT9owsdot/FIPlDn/gNVLrUYUQ5LKMckiqlhKdq5qtrjIAuVJyegqr6COZ8V+JnuJ447Z2EcQ+b0YmuC1e7F3etIFCKTnA6CtvxLH5U8JXALoG49elc1d4Eue2KpK6M29Tf0WCBLOSdnXKjPTr7VsQs9ysLLC0a7c724wK5rRb6KGaOGYLtJ+83QV39pJCbQRCRDxgUpDirklrHDbpnOQDn61ZDK2WU/M3OT2FUdSY2ln+5UycfMB2rMt9XMyDamFXjJ71nY0cki/f3JWNkzls1lwSKkhLEkEYPPWnTztP0A9zUSqM8nBp2MZO7L0T4I8pNq/zr0Hwmnm2LZI++a87gGWHBr0jwYv+iMMjBJGKI7lQOudgItu7tXH+L0X7LE4IyWwQK6e7VjPFjG3p1rl/FZX7EgyCwkx+GKuexaOOlB8vDgbT61nSRx28YKsC7HAIrSuDkBQOMVm3UavEAxxj3rFMzktTEEfnGUOAXP8Ae6ZqKPZNdLBswzn5uegFaLGMAQAEAD72KpBGTUZJFzwp4wORirQkhl0huAiW4wqDkg8+/wCFYIso9+Qd7McAenNdf/Zv2bTW2TOJWwHPYjv+FYdpEsd0POVWBYhCvJzVJg9DNFpJA6ySwOyKfmGMA0+3tfNn3LE2wn7vYCunaNjJ5ZTCMvIPapY7VQSFUDGAABQ5mfMYBshBcQ7AwuM8Nn5QBXZxNIkSb23uVyazhEkLtNcMu0D+Lsaw5/ELi7Vk3cKU2enPBqW7lRZ3BVdyZflhyvpUNyFBG1vwNcSdauZgHdmWROBjpmrVnr9zhjPhxjkHjFPlNLnRi6ijuVh3jewyOadNqFvBu82VVIG7Georz37YTcSS5JJBwT2pk93K4RXbJx+lLkHzHp0E6zoskT71apVYgcVyXhrWPLK20qsdx4J7V1Qf5s+pqHGxpGVyQsdgB79qdEfmGB0puQXxjiljBEhwKkZvWUO+3V1696g1iEkqB1Azg1JaXEkUIVcACotUmaSUdB8vWtL6COA8W2McIgnExMhJXYew61yN4ACvOcir7ajcX2ZbuTzTu6t64qjecEV0RVkYN6lQsVOB27itWy1u5hkzkM23aCewrHbrzSA4pWA6WXxNdzysMDldvXitOzbdaRHOdwyTXExymNwwwT710uhXy3EfksdpQcA/xVLQO5uIvTA596kMQwcduabvCgD+lOWZCh5HFZsRWE7teIOy9a9b8FBRpm7jO44968wt7WPzjJu64IHrXp/g9R/ZwLDq5FC3NIo6K4ClRzlgK4rxKSY1J7tXVXLrHEy4OcnmuP8AEb4tlP8At/0qpaopHNzHjOapyR+cgUdfWpLydYYvMkcKndj0FZses2G4J9pjJPHWskiG1ctQWjMz7gMKcgnmqjQ7dRj2oWyuG9M5rSiurV2CrIhYjOAal8uF5FlX7wXIx0JqtirXFvYd8IZlUEL19DWDHpe6cSjC7WJx610Fw7SAbWwxHXHSs6VdiYDlj0J96LilG46OJY1ZS25855OakEEjozIQB71z0l5ImVgJZ8HLVf8AD32x7jDbmHVt3pRYy5C1JbStF5k2GTGdgHWuTv7GeOUzrGyKx5B7c16L/wAIx4muVTWNkUejj5z8wyU+lZ+p2y3URidQhUnBJ4NVy2Gl2OGvY2/dlAchQHI6ZqS2gDxOzq3IAGRxmtSTT5PtEixMqoMZU1XudPmeMkPIroflBbC59K0TC5nrp0m6QnCsnJU9xVOWB3u9kYDEngD+VdHFG7xAPHm5yN2e9JHbwRlpGQvLuyzJ0ApMVzLszLa6rbmT5AGGdvQCvRIsSYx61zbQLPIsjqscS42DHP41v2s+MYXI9aykaQeppRxqAVPX1qdYlAGMc96qJMTk7c/So7/VIbK1Ys4EgUlFPU1nY2bSOhtogyYBG4iqmooFuNpxwo/GpNCulu7OByGyVwSR3FJqpUXbBhxgCtOgkeLWkTL5gYrhD8wq9Jo7yQRSiQDIJxnPSrGmwQtHf3MsqIUBPTOcjgVlrOFsvJ81wXOCvtXSc5Te0csdrA+mO9V3QxttdGU+4rpbe6sxblQgAiGCT1NDWlvqMX2oo2CMLzzU2C5zapuPAY+wq5p2ntcz4EjQsBuRj0NIjPaXRbGSjdM9RS3F9PNIjISoRdigdhTsuozaHiK1X93Ir+YvytxnkU+31OK7mEcQf5mzlhgYrnk027cBxbyMDznHWrM6XEKjETKqjB46VNhWO906NnlA3RYI4zIv+NejaW9vbaRDD/aECyecHbbIOBnpXzqLqUc5yBU0V5LwOw9RUNJalp2PozW9UT+zLmSxkjmkRGKlGBG7tXm63utSBrbVWR1OHRlHIPcVL4Mle78G6wwyXD7AF4P3R/jUl1ob6VfIGZj5sZJ3Sbu4/wAaHrqO90YPiZlOh3Az0IAH41wtuyo5Z0yOnpXaTLJqWtNA0DtYhtrNjjIq8PCtlGctAGUjg0KN9SEjFhlZrNXRU+b5enT6VvW+oQpaxsY2ARcHjoB3xVqz0G04LQKEQYHOMVz99dtFql1bmKQoG2I4GQFpuNyloav9tW7SPtik+XvilbUIZl8qONvMZeAR0NY2lzM0z/uHQK3y/ISXPvWosMryrMyuCDnLLgYNTylczGCyhhRQ8btg4yBUUniP+zgIILcoF+8zL1FawI5XBw3fFZOsxWxtWjmXa3UFeTTsJ6LQ9lste0s+AIrJ7uIXrWu37MW+fdjOMV55rKQvErNgMDkV3Nr4u08+EY9liBcC0CbmC9lrwfVfEF1f3gdmwik7V9BTl0JWiOnjspnKz2ys+WO4kZBqW40O4Zke7WaQZACxocZrO8P+LJ9M0oRGJZWMhYFj/D3/AFrq9P8AHlvPtS4gMRL4J6gD1osCSMmbQpIUykUh38MQfmAqjdWkMCCDbIiHjCjkn3r0m4eNoQ453DiuHu9Y0yC9uobqcRzwuVIIPIpNBKKMxLaf7LIjY2opw+3OPxrM8Pandx3DLfO6wBT5bONoP4963ZjDqenI6STxxyQFgiPgbs8dvSqXiXSre20EytPdTPHKqxCSYsFUjnAxgdPWjluJK2puQXsMnEMsRJ9XFUNTtoPtEd0b22MoYKI924g15y5J6A4roPD1g00Dznb5gPyHqVqVEpyudTp3iNtOb7RK4MZbYUPGD6iujvLiO8ZZ1IZXRW471weoWbyhHmhkkVV/g4ye5rpLOWO30iE5ZUSIct1A96bRUJHnO+aC1ljIxl8tmqrO+Q6ofrirMtpO8yxhX3t1yOtWLWSS0lkgdA/HOP4R61uZGV5jebufknt2rZt3lSIpAOqc7exqS506CL/SI1V0YbRz1Prinad5Ns8kJLsrKG24qQMaUNAx89MNk8iqqt3rf1PTzcXMTbMnGCqmsi8jZLhh5OwdgBgGgaOo05yLO3UyZOMnHaidY5N6PyjZyPWqmmqyQRZXkDJq1sO9d3Qd6bYx9vo+nySlDCOACfmNaMPhzTmI3W+ef7xqqVmijVlQ7nbmp9O1RnuYo3cKWbBFQylY9D8D6PbQ2l3ZQxokdw6hg3Sn+JvDtjokg+zmMljhgnX6GrHhhRMtwq5yMHOaTxREYIAxzgt378VL+EfKYFzbxDS2+y7V6cAc5ptohaBY5OTgZrLW9g+0fZklJmJyU9q2IM7QacBEF6WP7mI4UcHFZTQEyAAcdc10LWEzMrpHmM53t/c9KgnhhtJYRLOiPM2xMjqfSrAyrWVo3KN2PpWosilOce9Sf2R/00Wo30uZJFEZLJ/E46L9aVhoa6opycYAqu0Ub/M6rtHTPerp04qd0jBx6VXliOWOc+2KVgMnX1muNPUWiuAOSQ2K8zkQmVi3y47GvVPEkDL4bnCkKfLDZBxxmvMnheWcjIJVe/HFCWpMifTULrjdgLyc1oRq5g3oDkNnHcis2zhkGVU53dcVpAmJSihllicncp/hrZWsZnT6N4lvGvEt5vnWR+h6rx/Kr93aWE2oy+dawtIy7mdkyTnvXK6HHJLr9rIzGQuxJJ9BXV3yudSO1Tu2Efh2rNo0T0MuEoiRQpwEyuB9a19TFvcWZiuI1mC4bB6VjWcW27JY/dDFfrmrQE0gVEO7ew3fWkCLUXh3SJYATYxZx6d6kh0Cwt5C0EAjY/3SRWxawMIlQKx454qf7Oy4Ow/lUsuyI00dmkDrA04RB8oHGfc1wfifV/Lt7mxELRPu2nnGK7xvGl/oQvLW1SHYckmaMsQ2BjHNeM63qdxqF9NPdPulZjnAwKTaJZv3d3avamWQgTOAdy/yrnUZxdbk3Ozc4Jzmuim+z6iirFH5ZC7QrdPrVO6ghiZEDgOmecdcVoZlaO4aKUzSRsqDkA9Bn2p8t1A+2W1lQTuQpz2HpVzyYbuBTGzAcFgRj8qxTHHa3khlQOByMGkB0nlrag3LfMwXJwQc1zer37XmoB8HYAAoqWedRHGyx4XdnrnIqC4mM2XWFE2sGI7k/wCFDVwO20m1Z4IVnRAZoQRxg470zUPskAuQir+6IRM8kmuZfVp33OZXEoC7GHGPYUxbzzJmnlyT/H7n1p8pVzorO8urkQb2RECNvLHB+tJo8LXd494sX7u2J+ccZPaubN0XRIxIdofOT2BrrrGSIQvb23mbcriUL94jk4/Gk0NM7rwfrDz6Vc3DxFZo28sj196n8T3bT2MJYbefu+lc1DK/9i3d68jWyxSiN42OCMkYJx9c1Nq2pwQeHYbv7Q1ym7G/GNx6Vk72LuZ4tI/OS9GBJnB461t2vzY5rl7LWEvpkhWCRQeQzdAa6mxUuMngCrgQjTgucQT27Hl8FffFJFFazJuuLdZXjbfGzfwnHWqkylDnqOoNa1nEksHQbiKu5RRBzU4fFjIv95xVw21pEm+Z0GDyc4pv2RHicoAVByB60wMkse3rUU8eVLoPqK1bu3tbMRyOmVdgp5qXbp7phICvq26pbGeZ+PLqXybKwjJxIpdh64rg5ULFM5Bx3716r4wtLWS/t7gxZKRlV9ua4edfLnafy03chBjpUpmU3ZljwvJbaddRT30YMJz8xP4dKvSQRiK6lUKC4AQKfmIJ9PyrPmnRdOIvIhudCYdvAFZsN4yRJlJi65BZRxirTQI7LRZW0id0cRMUTMRfHU8kVs/23HNPFHcRKl5kgKo4KketcpohbzJWCiRcBlRxkk0a7dx2UsckarywkAB6HuKLlI6YTwWyvOkYZsfIpAH5VSfxMsDxNHFEABsA44Pqa4q71iWZo3LgjH3c8Cqy3AdwSw56+1Fg5j2fwrqr38U3mOrENxgV0bsFAYivL/B/iTS9MtjHdS+XIzfexxiu1bxBZXqj7LdI6DqV5xUbFx1PNfFuv+T4jvUtVBUNiTzBn5hwce3ArjmWWV3ujAxTO4nadoya73VtE07UL24mjiYySliCG6tWIkf2sDRknlES8bsYA5zg+oyKSM5FSxu3vwYTMi4UHd0JIHSprR0UmN1xMDjLDk596gsbSIBXjADuOI+9XLpB5OySE+d32npVskgJaLfb4d5o+QUHHPrVbO64AuYgxY8nGMVdt4DbSxtI5VpV+96fWmX9jIsHmRP5mw/Ow7UXAJLFfs+92Xb0G3qPY1lyWrea0aHIHJNa+l20klyiSsxglGTkfkas3UCwHyYVDFnweOaLgc9cxvvVlUhUUDgdaS1geVJ2XIGOAO5rp3hjbegi8xQBlQ2OfrTotMfzE8pQFZFJAHAwadxnL7WlZIwgRd2CwHJJ9TWpH4ju4UFvEEV434kA5NS6hFGiNCibCGJB9T61lXdmTbRTwKSjNg8cg45FFwOl0/xfO2pSxXqRm0nDB41AA3EcMTWyZ7e/tG0qFRJDbqJfNQ7lwex9K4GGwuCwYRSn6Ka9D+HkMdroHii4ukKt5CJGrDBLZboPxFK1x3Fs9PtrdECqQxO7rxmtf7ZDHhDIqnstU2G+NWzgheK57UpnW43q/PTGayUncp+6jro7+Kc+UGyx7VJD4o0+yMkL+aXXglVyBXE6bfvFqCFzyQc5H5VE8ckC3EsyMN7lgCeCatNiUtDrdXn0zxHbxwvcTWpjYOrAkbvXNdFZ6laQ20cUTkoihQzHk49fevJgd0iqrlkPOM9KtRXgtCszyMsSMNxHSi7EnqepajPHcRCPeQPWqMt2qH5T8oHpWPpGu2WqytFHKGkUZxjtTLzVdNAaI38KupIYFqNzRNFPxLqiCa3TySSyEhyeOvSuaEcfml5ZR8w5B7Vo3t/aXoK28yu8JIyOpH+FcrDcu2qlZCCD1HUUrGM9Wb1zPb3FoY4ghYRnbuHP0FX5o3NoIwowVUD5cVyT/aV1AqclixCgdMVtzXt09kY5SiSKwCnd1FFhpmnE08E37sYB46dRXNtD9rvZzKp4JfAFWfMvTFtlaQsMgHdjtVvT5GltiY4gWAxvJ6+x/WmPcoroqfZgyx5kfLAd8VVvtE+yQBkJaVxuI7AV18KQ5VpGOEUc/j0/lWM11c3F3KJY22eZ3HAX39aaY7HK5eNgpBA967Pw1cq2lyxiaMTFsquea5rW4XWYylfLXHC4qpYk7yQQv+16U7Bsdrvn81o1ByrZyhxzjtXKX97cw7ot6of4sdT+NbmjX0kO37S2FJAG7of/AK9ZF+IDeOHXdEZCSR1AqbCexY8yezcxBUOG+Vh2q1HeLPH8pEZOUkL9zVVZ5NQnPmxeWVwxI6E0kmmmYHyyS4bcSehpkl25jkkjWMuAidWHXFQrbtGUmEjtGx5QD7xqC2vDA+65OQVIC9dv4VfjvxOVSBWQOMHeMjHtQxFa9u3a/heIskEQAUCtXTI555x50bNI/RuMn8KedNElp5gQDC4+pqawuBZKsgV96sA7D+H3qblItR6Vc2plU27I65OCORiqyXMsNswKBWYk8nkVsXl7PJKSZN8kg+8epNYs1sTMYpBkgZLZ7UuYtq2xjSGGWSYyMTMFOPQ0yGJohGvmHYrbmHpWhBZJHetMYzjPc9KuSxRwiWQomxuMHvRzED9F1ATXkkIXy0UZTI5NXru4liVirEhyAxA6DNVdNcSJ8m3AGBgcg1YnO2aFfMC7m5XGd1DZa2HvOpiGM428Vzd4m52KnknpnOK6eRVLN71mvpgXzJEOSRUImV2Y9uP3waRvmU4HNXbxHVg6LvRh35xV2DTYmOXALHvVia2O0KOgqrk8rOUiL8jBJUFTirs+nvPZeXGzbiRnitOLTEN0/wAp2g5z60n221W5FuolU92xwtFx2G+DtFMGo3NwzlUSIg8VjXfhZ5Jixe5BYnlbZ2X88c16XpeiSXNldxwzANNbsisxwNxHBrb122u7K0tUmnVXiiQsqNwg2/41cVdajt0PDbTSpbCa4RnYl1IGYyvI+tVYrGSK+jeTgO+D64716B4g1qKT7K7Ok2ZtmwcMuR196wr618yXzYm3E8KO1NpIhlNZ45na0h/1cZyJsfNVXDyyzMFkl2HIGOadJDLbyOcNuI5wD0rQFoxiSSzeQPJ82ff0NTcVyE3Es0cW1Y1VEySD8xqrBe8yQh3AY54AGTWgLe3lldbvELxn5gnQjH9aq6tZCfyZNKgAihXLOO9FylIvveRwxoZGOZMDOc4I/lVO9lFoymGTnbkHNYnn+e4LqQc80k0bKylnZiRjBOcCqRVxt/dT3JboeeSO9aWg6Bc6jE0yeWI0OGDcVQiTyYGbaH8zgZHSu/8ACM0dxo8w8vGMhjTeg1qzBGlMPMtnCg/f2l+FHtVO5tLTAVN8kr4B7Ba6PV7ZVjSR2ZuQFkHoPWsYtcG5kgWRET74Z+Bj2/wqOYGrH//Z Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by plants . A medium residential area with houses arranged neatly and a road goes through . Many houses with plants surrounded in the medium residential area . This is a medium residential area with houses and a road goes through . +1298.tiff 127_1298 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses arranged in lines and roads between them . A medium residential area with houses arranged in lines . Some houses with plants surrounded in the medium residential area . This is a medium residential area with houses surrounded by plants . +1391.tiff 128_1391 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 Could you please provide the caption for the input image? Many mobile homes are arranged haphazardly in the mobile home park . Many mobile homes are arranged haphazardly with some cars parked at the roadside in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged haphazardly in the mobile home park and some roads go through this area . Lots of mobile homes arranged haphazardly and some roads go through this area . +1299.tiff 129_1299 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 Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by trees and lawn . A medium residential area with houses surrounded by plants . Some houses with plants surrounded in the medium residential area . This is a medium residential area with houses arranged neatly . +1300.tiff 130_1300 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zktzxRdhY5/SykWqXse3CfaGwp5706wujFr0/VY1jbqfcVn207SXrmNcu8xYj07/ANP1pZ1KamzE4DRhcg8Z4zQ1e5aZ21tcC4jzx0rRjtraSNXkt42J6kqDWLosf7rzGwEPQZ5Y1euNUigkWLG1xglRzj2rla10N1qXJLGzkTYYUXnIKKM8c1XurnSrO4toJoYRLcPsRRHnJ/w5rOuNWSKU/KTnPHuR/wDWqWK6s2VZp7ZGnXiNnwSpz/CetCixNI2fs1sEx9nhx/uD/Cmx2VpDuCQIdzFzuweT1x7VFDerMhwucHH1q0Dgc9/Spux8qK81tbw27rFCoAA7DjpwPSs844xWzgYwcVn3du0Z3AZjJH4U0wtY4LVrdJLq6ctgq546Et6D17V0fhu5jjntrSWWJZ/LX90evQ9PfH9ap3MMMdwzvEWYlmDFcj8Kx/DZml8ZWlxMjgySNgshHG011rVHO3qy54am+y31ugc723B0HTlMfzxXYIq3D3d08gjjUYUA8EAYC+uTjJ9vwrz62uyjwyxgE9TzyORXUDVo7WAu9uspXAjJPK54z9ea1TsJps6O1eK7uVJ3C2VFEi7SAT1AA7DJ/lWdr6C7sZIy2EWZecZxhvTv0qna648dr5YsQp7sX+8fpjtxUd1q6X1t9mNssbcZJJbOO/Pf3pNgoO5zd5aGSUqCxEajPOTzUZXbF5bZ2lQck/KSB2/WrkiyxzSfMrFz949CAPX8qpxQhINjOW5xg5OOv9KLlNsSzV7cD5Q5Y8BumPcVbCESI5yyhdm4+p4/yao+a29mL7Sx656D0qw774scbcdO/tRcVy46rG4EYy5GPanjT2nRTIRujbjnHFRwTMyr5e7IwOasM8jrtfAIGPWs5NooZFcQ2k1xxv4HAPfAxz+FUZpvNnM6QFcKf4+vHfipZhEl7cZIZXCc4/2QDULP8rLHuxu+Zj0z6VSJJbWze4CMX2yty6fU5q9a2z7PN3hSoxjI5P8AjUcNzb2rxGOJmcKNxY8ex9elJc3hklZ0UICchU5/z3psRatdNur+5Ih8sBR15xn/APXXVWngNJLqC+adBcRIQwGfm9Ofz7c5rF0K8ZZSuxFjCkhpO/BB/pXd6TciVOqA4ydpzjHSk0S0yi/hokZ+0hSeoC5APpXJXtrcW2oyqZd0cb4J2+9enOAeQK8419pV1q6Uu5j352/hUPQauVmnYJkgFQemKoXUpkCse55OetP8xSxVc7T2z1qhcMVDYyQpyQB1pJlMbujtpw6RpuHB+XqCOaJLaCWVXjYLkfdHei5VHSIoCMuOc9c1VllZGYgsrIMHnrxx/OqWoJGlcaoILZYEKsqDg7utVbbUZLq+G8bsLnI+Y4HpWTsZmYFf85q8kotQCFXgHnHOeKORJFqb2NuSMsH3ECR0wvt1/rUQR2cRxnLckZzx2yfTv+VQx6hHdwYhDHMbKCe3zdPyqSK6VMKiFtwyx6flWbRVzobN44kEQIwv5k0thqcktlFJMkayZIZVyRjHGPesO2uvMk3RRkJ1G4YwenT2FWLVWj4D8Hqaz5e5TkbB1R1HEfT3pj6pIV/1SEY5zVQHqDmomwDzj1pWQuZilt0u88AHOKzJLmWMw3MYxNHIxR8ZK8kfyq+ZMpnAFY93JHvU4OMkYz71tAzkjLjRAtxJhRllTvwOpx+IrQDssaLjLKd/I646dPqKqQOfKzgEMTtOc5//AFf41YFu0rtKGGEIBO7GfT+tbvUjYvRzuA3mckHPA4XimSygtghtw5xtqAqYuImLkrkZ5JPtTyzeRul+9jJxweKztrcq5C7Bo33gOCwxVIl/PZAB9fan73M7o0ZwPmzuwP8A9VV2laW4bqqLhferEyd40VOW+Ucj1Y/5NLbZbgqMjoaYWU4HAUck+uKVJGCExgYPqetMLGpbBVUtjGTnilkuAc7QMjqe9MQv9lOfToe1VrNt0zsw+Qd6z3Zew6QLNcszE42qSwPXgCpRAwZwH3nH3mA7f/qpsbLLdTtvXCqMEduBUE+pQrlIgHbrvPQVRNiYwb4pJUwJCwHX1IGKdtjeY+UuERupPTjGcHvk1BJfQLBAI5Ms7AkDsw7fqKvR20fkROz+Y7AOSCQPxHFMQixnILwjZj5eSMj3phQxN+5JTceSGb/GrQKkfM+7bVTUL14HjitIvNnkGQoBIUDvUptuyHsa9pqF9EoKXt0cdmlb+RPNRXE0twxeWR2ckksTye3NYC3+rWuJblA0OcEgKQD7len41twTCaPcoGwj5T3pTjJfENO5WZZCdw4xjrmoZwZDhWOQMHA61enjG0k5GfQ4qu4HVcDI4JNSiNUU5WAsFBLbkkAP0xUQAaSWRxwuMn3wP8/hT5SoZWPzIXXP4HpUa4a2UHOcluP0J/QVYE0MeVLvjPUDpUjAyOABzjdjseM0q7nwxA468ZzSwwuzyrK/lxD2yQMdKBoSCRwqgQiNVPfgbjVmMbZQDjGM8HPNLGrmIgMwiY5Ee47c9M4qWFeACAR1z6e1S2Me0qWtuxVSWx24yagtrmSPLucxlsKDxTrqXCeVyGx37is64ld5VjVfMydxGO2P0pWGbwmLtgLwaVvmb+7SWz/Lzx9RUvy9xyfasyiB12wk4784rBu5cybckDcR/wDrreuZNiZyox74rAuCDNu+UkZIBPNa0yZaFcIyRptIVMDAB7e1PguCqojZP+FQBJctuIYDkYOMDr+fFOtotj7pCCWHzEnnPqPpWpBpxsmC4QHsDnoPp61lald79SWOCVo41jAYK3G7v+fFaFpdZvPsxhB3cBR1J9aqv4U1h5GuTp86xv8AOGLKDz7ZpLfUG0iL7Rcb3RXYK3ysAf4QelOiQFFUnAxySOtNNnd27rLNCVQNtYk85zjimsXjlKKn3hkd/wA/TrVNCuWbYGTfGwGRwMdPb+RNO+znJdflAGDhe9RwK8MiBj8xJLKPX/P4VpIhkXjBZucipehSGowSECQ89veoY9qwOImG5eSSODVbVlZIEby2+U8svapbWWOKyVptoJGSpHP41FtCyLAS2u+c71QcDPJVQf61ThhJQRbdx7YFWkSS9uXVJREpjVsdeQAKsjRZjtLSxuSOGJI5+laJ2M2VbC2iExLbDKPmPI4NaMey3MiI25XfK54257f59aqm3NteGIqpRcbXyeCR/Kor6CeOQJuKMgLfeBz7/jRuCNRJFMrAlcgc81kanKzQR7BtWRiJCD1C8gfqTWa9xKGbmTPdiamtZmKMkw3xPyc9QR6ehrSkkndhLyIVGxhsJLHggdwa6bT3EUSxhs7RhjmudluYY5f9HikDA8PI+cfQAVYa7cWoWNyC+CccUVVdWbFFnSyyjy2DHK47GqZlVEKN9w8rkdKoWt7ciFQymQ54IPUe9Tq5ebzHICN8rKy4x7/pWCiMrysCpCHLN298cfzp9vHK6ZLfIFAGR2FTSWpEyxxqMDkk+/arLWmdvk8AqRtz2qhGILqdZQhkYA8jtx7VejPneYCTkY+UNyT7n8qnTSp3d/3J2lTtLId3+cVWTTNX2sYbSZ0bBVhGx4+uKbSBSRtWsExhUPyeTzU4yp3BfwpbQNFZQJIBv2fN7GopLgHcyjcQeFH8qwvqaIoahGFaOV1YlpMBQeenAH5U6ytHdy77hITu4H1qDeJp42YkmPPynsavw3a28jB+nUAcmqd7CJGZoZFBLHPU4qdZATuyfxFOmkjZQzDByBmoWYrx7d6jcexnXt1ucqpwcHqfyrHS9+cxuoGBjNbF8hlRtu4Ejkg47Vz7W5WYrIzbvf09a2gtCGy1DCHiaVQUZvx5qVpZIyseQ3GOB+Yp8MU4kbHkvCB90OR19/WrjJdzIESK3SDbzu5bPXPTj2xVCKtzdLYssqRBpQRtGcEf/Xrp73VbifSLYEt+8gUtg/dOB1rlbjTpHjEvmZ2dece3pUwu9RWOJS6YJVQAg4x0zSGhdQmkNsIAWZVYbQB97jpVOV5J23iHOBwScfh/n0q7qDTyvHA0ka5+c7E2nj1pEgy5JOR22mmhMhxKd2cntgHn6U6N5zGGhyMfKyk0PbB2+SVlbG4j1rKuLiQTbYiQqk5+YdadrgXXmhn3xXF15ZX+EnAwOaz3vYxcOVcumcBiPvCpIdOiurS4uXLhlPQMOc+tU2twrc9PYg00kFy9bXoFwSj7cgDj0rpoJ0uIRICCu7B9jXEiPachW3duavWRuSwiVpfLY8oGIqZwKjJGhqV1NFcSeW2AeD3Joi/e2uHYs+OuM47jmlkgwi4BYdCSSTn1pF/0ZnwZdpCkkqeP0o6WExWsldnbdlm65559BWdeZgIXzeOoUHIFaBuPMhKJdbWxgHGM1UfSSYElMjNv5BYdRn1ppi2IGiEq5xgnnIp9pZPNHvfJA4AIzmhdNmONvmYz1HpWxY2KJbqqtIszHghmG0evpmhuwbkENs8WEYqV/h7VbWOYJ8qR8dSwxmpP7DuCMm6uGZvvd8/WiTRbwkf6VMfYKQD/APXpXFdA0jAJKq42jBIIPHYAd/8A69XNMn33kcRilV5Tj5hnk/56Vmm1u7NnPnMwUAH5Tg8ZxVE399vDQxOgHI2kgj/69Fitz1MaHKlqXO4uSMFk4J7friuhg8PQRQKm6YKoA6gdq8Y0lfEOq3cn+nXSxwR+cy+a3AB6jPU5I461WutERrgPJc3MjHlt7k/0pWEoJ9TNfVr1JJEju3aMMdpODxn1qIanfDOLl+a228OLbJFcXQeOKaPdC7dGbnK+3Q9aYLLTZrjZHHLGrJ8zs3yqcn19sU1yju0iha3ZlUebOqkE7mY8n/PNMutRdnCxSZ2MDvI6kGtN/DsCXDQlnkbgsQCNuT0B6Hj8Kmfw1bsh8qCcMPlyZAR9Tjp9PejQnnMI6rfPjfdOcHI6Uo1O/dwTeSfzrYj8OwEnesoU9G3Dg1ah8K25hScSS7QDv+YHn24/xpe4PmKdi1086s1zkdi2MVens1uWR1jO77pbP61YTQo4wGWSZfRlIP04xUJS+kHzBQMgEMQM4NGnQV0yKK6kYiMZB3YOUAH5VfxdR7cSfL0K7Rz+lNESrMSVLDjC4xg+tWSxxhhxWbZdinKzsmFPzdMYHzVTvGeSMMw2qHUdK0ZFUNk/lVK7Yjco59se3WiI2yhcyu03mBsjaR07f/rquv2h1/dSEErg8c81aZCyYJAVSNvuOtIf3agZXB6kDr6VrsSS6LpZ1HVFtbi8eBZM/MACd3WulX4XSYJGtuATjmHk/wDj1YNi/wBmvIpicAEZIPI5616tbWnm2EfmzzYLrICrdcHOPocUmTJX6nkF5bPoq6laRTtMIn2b2GMnOK54M5XJd/YZrq/EsTm/1FxGGjkuXByemCefzNcssU0kAZQSgOPeqihuyRFvfOdzfnWro+XlZTkkj1rLYEEjn0PFdFottbCDzo3MkmNrDptPXFOTsgRcEIaMBQRsBxk4zVIooubwMxOLdWOTwfnHH61oSMAM5xzWRcP5d4jjd82AfTBPSs07ltD5oYwrfKocAdqfNC5jgDPtijXG3PGep4+pqb7WWtkSXGwyEbSo3HDE9fyFQGR7icmMbhGOmOT/APrJFUTaw/y22qEbcztjIGcc+lXbe3UztuDKDjIIwQR7VNpFj510GMnk4ydpHQnjP1rfmtzExhmMchTBWRRg49CKzlPoNIy/sjRAlJTk85PNBttyMMnJHcZrQEQIwOlQyqB0/h9ahMOUxJLVZLiNADnduYkdBwKkXQI5AqpOydedmf61OLpDM5CEsoG1SuOeTn6dKoy6zcQyh1c7mzyDWib6AkaureEhocen3TXvnNdTBEGzbsB4J6nPUflVi58MqLja944QoCH8rjOTx1696wTqt5em2F3cySJDOnlq5+6CecfpXoDwGSESEjcDgD0qJtoaVjz7xrNcXWpW9uik29rCEj2g9T978TxmsOy+2o6xZdIVcOVcYGenFd/peiT3N5qTTy5PnAqIvmAGOAfQ4xxWg/hvcG3PL+CUKtFaA4t7HDwKYtThBZA7PglerLgkZ/ocf/W3HRM/MD14wKyYolbW2VFdoIG++xzlgCOPzrbclsjbkDjA7U5vUILTUVEjPPzAY7DFQtsjkwDJ+dTBPlDA89x2qs8UpbIOPSoG0kOBQHI83P16VBLctDGQcnnaHPJGe/FSxibGSTg98UyQpES0n3MAMDz1/wD11SepErWLSKG5HXNMkIzgD9afIQkYxVbdnIIFK5YrD5eK5ue736hIysSFXaNvfHeun2lkU5A7c1yerwCDVJvKRsMoOQf4j1qqe5MibzCDs7Y4z60J8wZWBA54qsJPLCysoORnGc4phmebKrwSMIScfWt7E3HC8lEu88hRgMDmu90T4i2FvpVvZ3NtdNcKdoZQpDenU15/8tnEmGyzfNn1FR5866UgMCx7dTSaBM6zVZ1uZJiZfKS4kcgMcFstnH61yYtpYpvKfzNoGcD0rqLtI54kjkKmQ4IBPocn61Bcs9qzF7Uv5Z+UZHzD0z7flUxehMnqZ0ltLe2yzC2EccY++QCWA+lWdBR1gm3IV3MCGPfigwT6jboybo0PDRq3A9vx4rSt4XtraOGUjeB068UpvQcQdQyHIyMd+ax7mEPcqTnZhfwOTxW0/BOMj6GqksR85mUtjCt154JqYs0ZnSLKjx2iqXKyFwW75AH5VpaXaJHueQkuyjrwc/8A1zVaS5LSNLb4aUjyxvXO3HJP6/pVaCWdpPMMp+T5QwPBPWrJOpiQoFYqCwA5q4XzHwOW7sayNL1GS4k8iVeQu4OP61rqoGSSSKwkrM0iRAOTyeaCjAYPP9KlLHgBetQ3kgitmZsgY5xSRVjGupB9oZgNoOcEViXbl5PvAkip7yYlNqngMcZ9DTLdELqSMnHNdC2MmWreEC13MBkzQgZ9MnNeivMv2cA8Ak9K4GcCOI5bCq0ZAz/tV3klu5kcbwVzkc1lMaMu+uTHfzWpcIMhgUGMH1J79v8A69ZpuLhJ5NjOyhQr4fr9T9Bx9afqUZ/tK4VpVDSHGcj5eOPei0s4xCIEJbHXdyD+JqbLcbk1ohBEzyKx3H3IC1b/AIjuIOecmooY2iMgAwM8A+tIcF8EY98Um7scFoSjCnHysaHZP7qggVBvJkJHHPpUtsgnmEYUkYyaRRCJt3yqgPYEVTvSDC4J5GNxrXvIRDAQqgY/iHOaxlmR58OocEdM4/GqiRLYvllIHOOKrz5Zspx2pWbGMZzjpVHUL77HGjbNzSMEAFJIbNENiMkY3Y46Vz9wBJeus67Gfo23j6VpNehWQA5PPT/PvUF4FWTGAVcgLknrWkFYzmzFEMcRnjKysFH0yKWOAMPN2NyoMa5HT3rXaNnfasagyKQf9n396bFaCNDArAsORt6/hW1zO5hsvmBjOjK4Pygdh6VpaNZiW5E7hlWP5o1I4I+tWJ7N+cHdI/3icAgVCdQm0+LcYQ6nAHzkY/Spk21oNam8mFcP5aEjoSucetMKtNMvzgxt8vXBBH/6qx7TXGvLxYmt1QEHJViTwCa01YFASMEjmsldblyiiQQphIyrsT82VGCfrUTBE+VdxA4AbrigSnZsLsFHQZqGeRRGT1PHXmhu5MVYeGJ+Y5wOahZZf7SXYw2NGGbI6ckUQ3IZtgyc+lPjVkvRtBKtGMhj1OTgfSnsXczXmzJlJTgSZZWAU4/rVVmkMwRWB3EFBnAx9K9I1DSNLW6lC2cXmFm+bGDnPFZ0+l2MkEZgto1deuM8n/69aJkXZykNzc2U67QhOCAGPWpJ/E15Gdqx25z/ALLH+ta2p2OyOB7eyaVjvBCR7iOB1x+Nc82gaxITIumXZB9IG/wo5U9ylOxOfFGosQAkAI6YQ/40abLf6jqhkmllaMbvMUk7Rwflx0644qbTfCuualeR2kdhPC0mQHnRkQYBPJxx0xXSS+E7jw7G0zeY0MwT55HU/ORkgYOfx6H3qXGK2F7S7sctdwFrhYkTeM4Genr/AEqWK0cyBWUq2eSRVtsJcgjdjkDOMc1egjZ8n1obsh9TO1JVjs7wbclY1I/77WvRzAkkRWNNu5flKnpx2rznU4i8V24OFSAZHr84r0xFxAjRkjI449RWTLOM1K1ktb90WRmXu0vzE8d8Cqb3sdmf+PhdrdCRgZ+uKuawjR6rI8s5U9Qu7A9j+Vcpr9wm6KCKZZF5YgNnB7f1qoq+hFrO9zroNV0/Yry3sHnY+75imo31e1urlV8+JnY4CoQTXnIcVPDM0Mgliba4zg+nGKr2JfMj0HbknKjGe/ehZ2t2DI+0+g71xQ17UECgSDAGB8tRvrN65zvTpx8tT7Jj5kdhquoSTFRvIHU9MVlWRMjDLBnJyATWSk91fQNHJMvJ7DoO4xVrT/tH9oiF23Ii7/ujIORjmr5LIylK5H/wksoHEA/F6jl1tLwHz7ZQQMqwY5z7ccGsbd6CjLEcCtFTSHzXNOfWZJmBFvEnOTjPNT2muSEhLlYwq5IkC8jr+dY3J7dKcgLOiAcscCnyk6HZfZ4ipc3HyOuSBxweh9qq+bYrOYfPxIMBBnp7Vn6rO62TWqnKsVXAHOBzWKIZWbcI3Ldmwc5qYq4cqO5W11C7Vgq4iHR0XJxjnJFYmq6Hq5mURabcSRr/ABojMTn2xXTeB9WtNP0GeHUZXjkNwxG6NjldigdB7V1o8S6QYgRqduvfDvtP4g81OqJ5ZdDxowahpE8c89lNAedvnRlQeOev1qVtevWOSsX5Hn9a6z4gahb6na2K2lylyUkfIiO7aCB6fSuD8mXJJjk2+u01dk9WVqty7/a90SeE59jTZdUuJeGCfgD/AI1SWOQ8iNz+FOMcoxmNx/wGnyILlkaldKD5bhD7Ct23laU285mJUwK8iE9W3Ffy4J/GuaEcu0ny5MAZJ2nirBuGt1g8tzyvzcZx8x4qZQ7DieuzW0kupynGPmYc/Wi4sXhlGBhdgqwmrW0l+yhhuLHr25q7dzI6qeSCO1SGpifZ3IDIpYjqeAKvww3BXYEOAB/EP8arTyIzAEYUL0OOaunTPDun3AfRpCEmz5uCeDxj73bk0BYzPFge28KXkoYpKNhQq3IO9eRXBXnjPW9WlSa+e2Z1UIfLi25A6cDjNdz4peN/Ct/HAWkkIUbRj+8PSvKTa3fe1nA9fLNUkCaRsf20GOCCOc5C0k3iGYx7LZmjI77RWOba5UAm3nwehKEZoW1umPy20zfRDT5EPmRoRajcyfakmmLiaApg9AQQQf0/WvUIb0DQos30K3DQKEJcABscZryErLbTJ50bxnrhwQcU0yKRn9KiVNMakjX8VbF1ONFuUuWSEB5VfcCcnv61f8L2VpfabKt1Asvly/L14yBWZH4bup4Y5kmhAkUMAScjP4Vo2GlaxpquLa6gUSEFhjPT6iplblshppvU3DomlL0sU/Wua1+XS0hEOnoFkEo3lQcEAHv+NT6nPrFta4ubyNkk+XEa4J9ecVzzxlwBnGKKcXu2OXKtiMtxSZ4zTxAdu3cM+uKTyDj7w/Kugx0CJmVgynmtbRS5vCwYkEYOKyDEyITuHFaWnyCwgW7kVjFK2xtvXbkbsc9amWw+h3jYQA7VA75FVnkVN77AMHb09RTcu9q5mcO4kJG0cDngUXMDtGykEhgW49ug/LFJBZFeSTdK2AuQgTpwDWJqSodZs8hQoHU9sc1pKrM21lOMlunbAyfpVbUYjDfadI3GY2OD0zgYA/Sm9ECtcvFGfSnK7flfdkDseP8ACqoJCj1q7b28txbMseZGHPlqpOB6/rSf2beDpazH/gBrOD0HK1yrLhsdMioHAVcntWm2mXmR/os3T+4apX1ndRxgG3lBJxyhq07gpLuVo2yeOnepBOq2VyGYKXUBc+uf/rmnWum3roCtrOQRwRGarzWd5vZBay9DkbDTFdMjUtENvK4OOaS6keSdADkqOlPmhu7i5jbyJix+dyVYlj3PPqf51GlrdyTuUgl3Addhqg0JCxGnTjn5ozx+FYr2kZsopnZuc5Aro/7OvWs5WNtNgRnJKHFZiWmbG3IUsZEGQD09P1qLjVuhq6Xqj20ReXLbl2hs89ea6YaoY4VlZ9xYZXJ7+lcolhdSWkRS2lCjdj5eoJq7b2l8Zoklt5GwoVRtPTNU0hKSNVpTLmSQ5djnP9KiVsQsO+a0F0m/2/8AHlPx0wh/woXRb/JP2OfB/wBg1mHOZ0WfKlXPPWmuGe3GPfP1rUGi6goP+hzZP/TM05dDvSjAWk4z0yhp3Qm0zCuSTa2saqMKCxbPOSen6UtkrlCc8ljW++gXbWqRi3mMgGCPLI4z6/jSQeH7+JdrWspx32GlcLo5e8szL4h04OgdJM9RkHbyQa6258qKzdFtoQw6FUA98UybQ7iJ4bqaGRRbkkFl7EY/rTZkaSOQRndg/lWNR6mkEmZ8u7edwwfSonjZ3jYOAEbJGevBA/nU0oPmfNkkgfypuM461FzWxl+I4Q2lLJj5o5AfwOR/hXKfzrvru0e90+5t403yGJmVe5Kgtgep46VyraBqP2RJVs7oylyrQ/ZpNygAENnGMHn34+la05pLUynozMHWkI5q+NE1Xg/2Xen28hv8Kkk0TVXldk0i9RSSdvkucfpWvPHuSZLjMbAdSK1zax3Gi2ZVFbyI2Zl38885xTpPDmpLbRSLY3bysWDxfZnBQDoc4wc89PSn6dtgtZLed/LmVXyrcHI42kH3pOSewKx6dO8ltKHkbERyUcD5SOwP405vMEAjuWTYFA8zOTG3Y49vyqu+r2EsQ8xt+8DK7SQTWVqGsRWsbxRTebGynygVIYHA4J/LH05pIrlHWAkurucu0SoreR5xOFfb9Ouf6VH4nWKS8snLLI8aP823A5xz+lQWN5b21unmyK7IgG3aSd3oOODms3xFcxtapP520gEBeeWPOPYDH6U5agom14Nnm/4SK4QjagtCwIPXLL+XSuyN4eTnGPevG/C/iNtEvLiZ/wB55qKpz2APQV1sHiGTVIm+xwyFzndgdB681PLYTV9Trb/UJI7ZmiYBgBgk8V59rGsXsb4lnSQMdx8s5/X+laAub6KFmvY5QndjjH6GsnVLbzYTcSOghzkDIDE+36VUbA0kbelai0ulq0UhRACdzsRz9a5nUtYvnuXXeUZflJDYyPWrP2iaCJbUKyxElo/b8P8AH+lVDavfPt3bXRc84/z61aFbQZZapdiQ/OJCU25Ydq1rC9C20uSFYsSpzyAD+lZEaxWltIrqyzY+Rh2zVQhiMLuMYJIJXGf8mi4rI6r+0Lp7CUC5+Ty2O31GO9clDIY1RWciFeAw4/P8q0baRltpUBZRKpXt1x6Gs6NFuAIZBt/gO0c49aTKSsd2l55VkHLL2QRo390dfxzkiqkF5dPco7sQ4O48AkZPQVzqXkySJbqm5QCgbrjB68/55rUW4trqZGuLiGP7PxkMF4B7d6roTY9XtrzzbZWB7dM0G77bu/rXn7+IzGBHG/yEja4OCaozeIJmZV/etFjkgEZI7isuVlcqPUVnJXdu704Tnk7u/rXIaR4jtZrREe5jO37zs4H4da0TrunhmH2uJiOSFcE0mhcptSXDK0b54Jx17VOsxIJJ6VhXesWpt1ZWJBOQABwMfWq0HiywYmNRMzBtrHaMD9aB8r7FnxPeOttb224ZmfLD/ZH/ANfFZcMQiUbSMtkMMZzTdYvodR1C3MAfamVJYY61N5TRkM3IJ9cZrGe5cVYoT6bdXLrLbQNJHtA3AjBI4/pTP7F1Ef8ALo5/Ef41uWuo2VhZw2yBlWNcKqr0FSnXbXZuAlI/3ax5ma8rMrTNKvU1KB5oGjjQlixI9P8AGtq71aO0lVW3FS21m/u1Wm8QQxuFENzJuGQVQEfzrPubyyumbzbe9AGHOAoz7daWrHZdTpfNJUEMcGo57ryI97nvjHrXFah8Qba1nkhEM27omI8lT7gkVyk3jzU2n3llkXkBHXj+dVGlJhaK3PVYdahks57hm2eQGLg9sf8A6q8CN0812LqRjvaTzHOc8k5NbV14nu7qCaE4RJgVZV4yD1qCxtrSSNpZY1KgjCZIFdNKm46sxqtW0OmAMCnYDxycE9ulZ88kzPnrEjZ2jOA2OM/hitK6YKojU5OCB7Gs2JTNBIfLCuw2E4xgjj+dODJkXLaIxr/q9u7nnnFZ/iFv9GiiKMWLdQcgY9fetgK/KEnamDnPOP8AP86r3kJeJWDrtVstuB/MUJ+8Ddkcl5bq5LLwPwrtdDtZLHTROWO+bkIP7vHX361mS6apZfJ+dHYF1B6iumhQTW0EsamPHBTHTFVUkTF3JZPNurDy35JwSCfuiuektC0wiaQkYx24H5V08mI4sLuVsZK44NZLgM4l67SQc1nF2LZkz2/lRvtkd3AJ+981UoZJIgZBId7YKHP3RznPH0/Otm4iXzSSfUHHY+tUo7ceZK/ls0UeCTnjkj9a0i9BMijWW6hYyZEUfyqcAHHvV6zijYeVsXYgOc9/pU00a/Z0RQSqkZC9evNWI7dXhhj2kuBhiev1P51MpAYt1bwou3IVh3J561ViRY7kshUn+93IrZvbaKOZlbkj/Z6ms++kEUUUscTMzhkICc4wQDk/54NVERBE8wnK25TBPLNnp71GsIlkZ5lDuGywRT+P4VajVZEBjK7EPXGcjt+lWVU2yh0VmVuNuMDP+e1W3pYRWkFskRa33ls4G4ZI9/b/AOvQly87RrM2w7Cjrs6Ecf0H61Wa8icqobY7DhWP54xUluEkcskis7cNkj8f61NmO5q2aKkO52YkjdjGFHf+tWdMtovPZ9pYl2OO45OMfhzUlraLPp4C5VsjlhgN9QOa0oLG2h1BrmCGS3t2xtSU7mLdzkds5xWEpaFxVzQuREkDb4CYlXO3aTgYrGj05kQTCNkUksQw6E81dvr4rCYkVm8whDtXt/8AqrUtohcxqZUI3c4rO7SNGrmTbR4uYuergHNaV2JfPlQjGD8pPpjtSSWojuIuNp3ggCrkiBZppHbO2TG0+mKSdxNWMsOIiGChiysp4zinWEQfiTBTPT0q5JDF5yKjkJsLdOef/wBVUbZ9nDMR1H6VQiW9Vw2IQoULkcZ71SaW4ZRkheOMqAM1aeQrLHvwPkGOeOpqKWN2RstgHp2GaXUuytc87ula/wBSvWkkWWRWZSuMEYHtxmqWbbY5O5Hi+/HIPm5A6Y6/59a0riwawuprgAtI0gZo1Gc/j6Z9x0p11p8c80F/JBtYIAQTyfTp2rui0kcU3d3MQQhrcSH5WboDW1Fbra2cbBVdnUZ+tTNb2t3CJYCVTJbBGDyeRn0pQCwJiGQjcHHGPb8KU3cqGpoXsceJHJ2FR99h047VDbKwRRDGwOMNydvIB3fU0ur63pOmzrFfSATMobygpYsOfy6Vgr46W0kQPZL9lYsGCcuMDj29P1rGMW46I2a1Oxjj2Bs4YEZzTlQMPVSuCPasjQvEtt4hadLW1uEEKqWaQAZz0AwT6Vrh1iR5CFUY6scAc1m7pjaTQltaLJcrFGrKpH3Bg9q6OK3EMaR7SUC9NuMGsvRGebVkIUnYpLkDpwRXTxwNICpQk+pGKJSbJjBLYzr2FXgLkc7eOK5xbZ8uclR2rsLm0nktW8vAKoxK564rEjhaUYbOR29aFKxVjmrpJXuNrHknOcYP+FIsM1vp0qmXeVVS3Gc9/wDP0Fa4tALnn7xPyqeefWprq3UEsQobYFUdRwe479a059LEWMJvOXDRupJAJXAHStWA+ZAWaIowydw61ALWea5Mismx8rwMYI4q3AJWtHBGOwpSY0ZbIzufMbaNxAbv+J7Gs3W7WHZHBGo3MNwYN0I7H2IJrVaKULuX5Vzjjk56YA6VXfREM1uMxhiS7shyScHg4/r7+tVGVmSzOhuHtLdoWhxIw+UKeBnv9MZ/KtOEwXyOVniVu0TcE9Buwfz/ABpbPS2kvJDcEnyuFAI564q4lhJBdPdyHzJMDL4GSuMDA7027gjk5tNEN8/DuFIZWI6GrETYbzVyi5GSegye/wBa3JtOeWNEUEBifmAByPf0rRtdAj+zBSFPGQG6U5VEkFtS5pdtEVUuT5ZAK1elCkMFTtVWHzY41jC7OMAYq5Clw6Hdjjg8dP0rjbuzeKViGC2LOpYqqd8/xe1a/mRqigEAjHT0FUhFODswOOnB/wAKVrac7XbjnnsP5VLdylbcc75eNmIG1wST+NWiglvpQ64AYnOOtZdzJHBbmSU4TPQAseeOK2rKx86COd9yOV5B/wADTQpMp3YEcy4XOFIB6VmPExA4+Ungg8VuT2485STiMLzzWaYFboDhjj6VomQZ92Avlxt0MfY9eTWBr2u6rZz21vYaf9oWRNzSyPtVfw9etdZf6cFMQOdpTbuweuarf2dFI4Zid6rtBVsYFJSSepTbtocl5jLIxeB2Mwyyt8xz1x3x3qOASFXSSLy9oIQsc59vy/nXYGxCRbQGPORx0/Sol0uKQlpLdnY4B3f/AKq2VVHK6cjkLqe7ggkntrESosQaMBuCTxyP88ZqOwm1G9lkiv7PyEVMowwAT34ya7tNMSKKNUikVVGMY4x2xjpVe70hXVm2SZIx0Jo9omXGMoo//9k= Could you please provide the caption for the input image? It is a medium residential area . A medium residential area with houses surrounded by trees and lawn . A medium residential area with houses surrounded by plants . Some houses with plants surrounded in the medium residential area . This is a medium residential area with houses arranged neatly . +1393.tiff 131_1393 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 Could you please provide the caption for the input image? Many mobile homes are arranged haphazardly in the mobile home park . Many mobile homes are arranged haphazardly with some cars parked at the roadside in the mobile home park . Lots of mobile homes with plants beside in the mobile home park . Many mobile homes arranged haphazardly in the mobile home park and some roads go through this area . Lots of mobile homes closed to each other and some roads go through this area . +1392.tiff 132_1392 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 Could you please provide the caption for the input image? Many mobile homes arranged in lines in the mobile home park . Many mobile homes are closed to each other in the mobile home park . Lots of mobile homes with plants surrounded in the mobile home park . Many mobile homes arranged in lines in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1395.tiff 133_1395 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 Could you please provide the caption for the input image? Many mobile homes arranged in lines in the mobile home park . Many mobile homes are closed to each other in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged in lines in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1394.tiff 134_1394 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 Could you please provide the caption for the input image? Many mobile homes arranged in lines in the mobile home park . Many mobile homes are closed to each other in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged in lines in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1397.tiff 135_1397 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 Could you please provide the caption for the input image? Many mobile homes are arranged haphazardly in the mobile home park . Many mobile homes are arranged haphazardly with some cars parked at the roadside in the mobile home park . Lots of mobile homes with plants beside in the mobile home park . Many mobile homes arranged haphazardly in the mobile home park and some roads go through this area . Lots of mobile homes arranged haphazardly and some roads go through this area . +1396.tiff 136_1396 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 Could you please provide the caption for the input image? Many mobile homes arranged in lines in the mobile home park . Many mobile homes are closed to each other in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged in lines in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1398.tiff 137_1398 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 Could you please provide the caption for the input image? Many mobile homes arranged neatly in the mobile home park . Many mobile homes are closed to each other with some cars parked at the roadside in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged arranged neatly in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1491.tiff 138_1491 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 Could you please provide the caption for the input image? An overpass with a road go across another two vertically . An overpass with a road go across another two vertically with some cars on the roads . An overpass with a road go across another two vertically with lawn surounded . A road go across another two vertically with some cars on the roads . A road go across another two with some cars on the roads . +1400.tiff 139_1400 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 Could you please provide the caption for the input image? Many mobile homes arranged neatly in the mobile home park . Many mobile homes are closed to each other with some cars parked at the roadside in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged arranged neatly in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1399.tiff 140_1399 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 Could you please provide the caption for the input image? Many mobile homes arranged neatly in the mobile home park . Many mobile homes are closed to each other with some cars parked at the roadside in the mobile home park . Lots of mobile homes with some cars parked at the roadside in the mobile home park . Many mobile homes arranged arranged neatly in the mobile home park and some roads go through this area . Lots of mobile homes are closed to each other and some roads go through this area . +1492.tiff 141_1492 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 Could you please provide the caption for the input image? Two roads go across another roads diagonally . An overpass with two roads go across another two diagonally . Two roads go across another roads diagonally with some plants surounded . Two roads go across another roads diagonally with one car on the roads . An overpass go across the roads with one car on the roads . +1494.tiff 142_1494 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 Could you please provide the caption for the input image? An overpass with a road go across another roads vertically . An overpass with a road go across another vertically with lots of cars on the roads . An overpass with a road go across another roads vertically with a lot of cars on the roads . A road go across another two vertically with lots of cars on the roads . A road go across another two vertically with lots of cars on the roads . +1497.tiff 143_1497 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JIznHQZpFkXkEA56cHitESmIpLEFixb3NPiJzyenQGnxAEggEc8Z6VKsYZN6smByeevPakOyIJCWUN0A96dF87bWmSMHjc6nHT2B69M470666MoAXBzyPSqxcg7eBxg0CW52d+TFBZwqCS0hkcDjKqPf/aZfyrk7l3kuxNK7FiSW3Nnk9z7da6W/utmoTkS48qMW4Un+NhvPX2I/Kua2ss+H2n5uNpqI9xy1ZGYsIquADwck/nUZ3deOtWZIppI3ljgd4osb2CkhM9MntVUENz2z61ojNonjB3/NycflU0WT8pIx2FQKNhyCDjjp3xT4mxtbGR71LL2RZCH7ZbkcnzlHP1rvh0Yk4+Zv51wcbN9utiMbjKpAH1Fdy2W554Y/zqWUtiG/5s1/3m/pWfCsk1qBEu+5tiZYF7uCPnj/AOBAAj/aUVoX5P2JPXc3/stU7BzE4kHVTkD6Uxli2uIpEWVW3W86AnHofb1HWsTVLAJcbXyArBgydfqK0zshuyFAFvduWUDpHNjLJ7Bh8w/4FU00QurQqRmSIZHqy/8A1v5fSmnZ3A861S4jniESfvpASOFKqpBIz0HPAOMd+o6V13hu6nTTrKZmIkVF+b/aHGfzFUpYo4dw8hdzNkse1adjKssIhAAPVMevcf5/rXViK6qQS6oiMbNnOfEHQltr1NfsYwtrfuROgH+pnxlh7BvvfnXFZBGe2DXtEMdtqVhcaRqBIs7tfLdh1jbqrj3BxXkOq6ZdaLq11pl6pE8DFSezDsw9iOazpSurA0UMjFTr90VXPbmrC/cH0rYku6bqU2l3EdxCfUOvZhxxXp/h+7hv47eeFsq7j8DnpXkb/cHPrWt4c119HuhuJNtIfnUdvce9ROHMgWh3+oMPMhHP360m5soiP7zD+VZF3KkzW0sbBo3YFSD1FaYkJgCH7qkkfj/+qua1jRO6KtgP9OY994/nWtHlsH6msjTeb09D+8H862AoGGAypzz6Uh9i0+8up45x1+lcr4nDf2gM4x5YH45rrDH86c9feuW8VMY7wHAKkAH1x/k0uonscuxYBzszj2qFBubkbRV8wKx3Doc8e9QmALJ8xB+tXcmw1d2ACMLnuaspHuIywzngkY7/AEqIrsQYJ25z7U5FcDJ6deo6UXAW5ZnTYMHZzyegzVeGVoZ0liUGRc/fQMOeM4PFS3B2llbBfpnP+FRDj5YQSWXDbgGyc9v0oQJamvcyiaz85MrLdO0z7uCMnp9RgD6AVSiKSFyzFnXk+59au61Ok5/dHIi4CbeT68+lY6y7D8rYLHhgalLQTepK0sqLKYWdEkXY4DYDDOcH24FQAYXIGKlZwwCgjB6ZpkgAYrke5qkFluh0ZwCCOvc1GPQNz2NPQbThumOTUTBcblHLHA46UIT2NK0x9tsl7eavOP8AarutzYxj17e9cJpg/wCJpYjb8omXPH+0K6NDrS+JJRK0a6Rs/djK53YH49c1L3NFsad6T9iXPXc38hVO1xhqtXeDaJyD8x6fhVWHaFb3pDRSlmj+3/ZJ3KQXGFLjrGwOUkHup5+mR3rSt5piCZkCXULFJ0HI3Dr9VI5HqDWLec6lG2M4Nacj7I1v1GTDGEuxjl4R0f6pn/vk+1MNtSPVLNeJo1PlyDIHp7fhWPBI0E23JAz+VdSqrIrQOfkflDngHt+B6f8A6q52/tmikIIII9RTT7gaaSB1E4x6OB6//X6/n6VU8ZaN/wAJF4e+32yF9U06L5sDLT2/9SvX6Z6k1DYXQQ7WzgjDAelbVlcy2N2joVypyvoR/gR/OpXusT1PDwwYCrA+6v0rpPH/AIcTRdWj1Cxj26XqJLxL/wA8JOrRnsMdR7dOlczngfQV2RkpIloc33RSKeKG+4KE6CqRJvaFrJt7iG0uHPkF/lJ/gP8AhXoykEZIJFeMvkuvNdz4U8QCVRp94w3gYic9x/dP9KyqQvqhp2On0lQb48c+av8AOtiLAj9QetY+kZF+OP8Alqv8xWuoxGK52aFw8Sx8ntXJeLz/AKcpXnC8/nXVkt5ijvmuV8VttvFyB93qTU9RPYwUkK7iTuJ5JJ5NI+52B9OOKREO0n1PSmRv+9Py9ffFWJFhVyCcZFGMc4GTwB3FAdHjwGKsB0Lf5/yaZuDHOOPU0gIphyQyg9uvSol2YbcxDdVGMgn3PanSHczKMZ6A4pihF2EtmQN0xwB/Xn+VNAia8kWSYAKemCP89v8AGqrFQwG3gelSeY5cM4+Yfw4okUgsrEFlO0hSD7cEVRne41HAfcy4zx0pQDu6Zz3700jaBSowU4wDnoaA6jvM3RsGJyv3faos85x0HAp7LtBHfPNMIwuAPypoTNDSplTUrR2xtSRSfzr0BtsiI6nAIzjHrXmtmF/tCBevzrkEe4r03gQrgDG0VnPc1hsU7pQLaMAcZNV414brVq7GYYR7H+ZpLVAZcYBHJ/SkWjBulBvk4q95z2wSWPGVGcMMg+oI9COKqzr/AKeKsXyhbGIgAZByfyp9A6D7RokZbWNv3EimS0JOcKPvRn3Q8fTBqa+h+12/mgfvEGHx3Hr/AJ7/AFrO0qA3sDWQfYxfzLdyf9XMPun6H7p9jWjaXTSJ5pi8uZGMdzA38DDhlP8AnuDT8ydjnXVoJdwGK1bWYTxCPOWXlP6j+op2q2aowdBlJBuUmsmCVoJdpJGDkH0NNrmQzoza2muaRPouoNi2ucbZP+eMg+64/Hg+1eP6jpl1o+pXGnXybbi3bYw7exHseo9jXrCShgsqDAJww9D/APX7f/Wqr4y0T/hJNC/tC2QtqunR5YDrPbjr9WX9fxopzs9RM8pbhRgdqRMkCgndGp6ArxSxDp9DXUtTMY/DLUqsVIYEhhyCO1QsfnX61NngUxdD0DwTry3lwlpcsBcq6lSf+Wn/ANeu0GWC8fN/OvDbOV4bhJI2KOjhlYHkEV6r4Z8RRaxZ+TLhb2JfmH94eorGpT6opSs9ToXTNxn94MnPDkVzPicM13hVdmCEkAZ+XufpXVSBvOAB/irlPFAK3WcnOMEgf59a5upo9jCY4AUjIbpkdR7e1MCDzju4FOUo5XBIbPSnycOVwOKsnoIqHdlR93pnrS7DGw2n68U6MgA4wSBkinuo8t253EHp/OkUtigWyTzn1OaYfmYEFj8uCTzSt8rDBBxzTckudxGT+YqkSIpyOCeT6U4R9OeDSqoDA9OxqRRjocD1NMx2YxkweRk4xyO9Cj5cMOe3tQVyWw3AAyTxzSxDLMDz2xSNELKS0cZ2qMZHA5P1qswK59+Mg1PI+FAIP4VXGcmnHYmWpasFxdwsOT5g/nXpH/LFOf4RXnNgpa+hH+2M4HvXojBQo5PA7VEtzWPwkd6MRwY7p/U0lu5RmIAPGKfd/wCqt+eNn/sxqGIgB6Q0ZE3N8D71aufntFX+4PzqrLn7eKuT8WfXtTH0INJV1IkVgGDZBxnvVq+3RMdUUbjGBHfKOrxjhZfqvQ+3PaoNMz5Yz68VdSV4LkSABsZBVhkMDwQfYii9hMcgjuIfKYqySfNE2eAT059Dx+lc5f2xjlYEEMD3FbQhGn3S2JP+hzAyWTk8gD70R917eo+lOu4ReQs+D5qf6z3HY/0P/wBemtwMbTrrY21xkHhl9v8AGtyzuZLG6jdGwwIKn1/+sRXNSxmCbevataylE8Qizz1T/D/Pf60pL7SA5P4g+Gk0q8j1fTY9ulXzHKj/AJd5eSyfQ8kfj6CuQjPFe3Wptb6yudI1JN9ldrskH9w/wuPcEZryLXPD194Z1V9PvRuxlo5h0kXPDD/Ct6U7qzJaMpuHFS5Oyo2wZVqTjbWxAQ8HPvVy2uprO4SeCQpIhyrA1Sh+9+dTA/LTEz2DQPEMGuxZyI7pM+bH/Ue1ZviY/wCngMcAAdv8+lee2V9caffJdWzlJYzwRXW3mtRa8EmQbZVQLJGT90+o9q5qlOzuhxk9mVApBJI57j2zUqqXZjyOOM1XCFmIZSRmrKABiB09M1mzRMRRtcMDkdSfeoZGZwfmzkgenSrBjyAAMKOtNlCRugwhHqO/bPNIbKr4zznNNics5HqevrT5MbmIz+FCoUJOcjtmqRIm7BIIGM5HvSksAcgevHemuN8hPTtSsMKp3AkgZz2oMhMl+f8AJoVyMkjqaYu4Hbg5IxSuD5gQDI9xTRRZkgaSJpUUMkYAdh2z0qBF3Rhe/wBOabKpEhBOO2MVInmJ9z5dw5waHoCdyxpoJ1CEjH3wMj6ivQmXjAOD9K8+sWDapb4GPu4A7mvQypC+hxWb3NY7Fe+OFhGeif1NRR/den3x/wBX7LUMbYjYjnNAIypD/wATDHtWhcxg2ec4OM1mvzqP4VfunC23JPIxTDoJpUYeJSDxnNXWQeZ9TzVHSnAQdaubkaUK3fpikxk1zDHeaclnK/lq/wA8UvUwyj7r/wBCO4Jqja3Ekhk8yPyru2Yx3ER6Bu/1BHT1BrQuFxHAB12n+Zqrqshluvt8EWb21gT7Sqnm6h+bnHd0xn3GaUH0EylqdkuBLGMxv0HXHqPwrIicwSkHpmumieGaAfOGtpwGVhyAT0P0/pWJqVm8MjAjBBrRdgLyv5yiZT84xvA7+/41dvtMt/F2hnTbjH2yFS1rLxu90/wrnbC8aOQA8kcEHoR6GtmGUwTRyxMdhO5WHY/4iotysDx7ULGfTdRe0uFIkjOM46+9RdFNeu+M/DcXiG0XWIAEmT5bgKPut2f/AHT39/xryW4hltZ3t5kKyIcEV1QndaktX1GQH5xx2P8AKps1DCecj0P8qmHzfXvWpkyQkByPeq5uZrS5E0LlXH5Gpj97pVO6P7zgUmB1+malDfxkqdkoHzqefy9RWhCWVmbC5JPWvPoZnglWSJtrqcgiuu03WI9QQRuRHcD+EcBvcVhOHVGkZWNgKRwR2znHWoXwH3FdxA79P881MuMDLBeDnPqKrzgSMFb5cDkkH/Pt2rGxbehXc7hkZ+o706HDIB3zTHY8AYX1U/TrUkanAGTj1qhIi5djTmyWz29M0uTGoIxnGOTnNQ7yVAIIOe560GKVyRPvDsfTOKfKoMpy3fv3qHzAuPu//XpGLmRpFGQevOSTTsNvoMLKScZx05OKtAFsYwflz19qqKrM67mQbsfeOOe1WkyHAAz/AFpyCKLWn5/ta1B/HnNd9J5p7jGOPl/+vXCaaA2tWm0cY57etd80gKjmsmax0RUvQQyBjk7R/KltVBD5APyt/Kkv2/fKD/dX+QpkEu2NyMHOVoGY7D/iYt9K0tSQCygH/TM/+hGsvOdQf6VoalJutEH91cD9aYC6JGHUZGfkY/kDirAXdLwRkGodGcIgz3iYfmCKfHJifHvSH1L9wrbYMBcbO5/2jWbcmazvnnWUGVVQoQMY5fitGdseRn+5/wCzGs/VebgDPGxSfzaogDIEaKykRo12afeOQiY4t5zyU/3W5K/iKuTwi6hMbY81B8p/vL6fh/L6CsgXEPnSQT7ntJ1EcyL1I7Ef7QPIPtV+CWe2un028fde24DxzAY+0R/wyL/X0NakmFcwNBIWAwRV6wu1kXy5Sdrdf9k+v+f6Vf1CBbiMToAMHDr6H6ehrn/mt5c9u9PdWGdZpl41jckSKsiEFJEbkOp6isPx14Xgnt4ZbQYjMZNvMe/JOxvpmp7acTxhM5kUfKfUen+fp6Vs6fdQXNtJp14f9Hn/AIv+ebdnH9ahNp2F5nhaRvFI0coKuuQR6VKK7zW/CE0k80DqEvoM7W7Sr259+xrhZY5LeZoZlKSocMp6g11wmmTOPVCE/N1NU7k/vKufx1Suf9ca0ZCREKcrMrhlJDA5BBpv0pRUjOp0nX1l2W13tVvuiT1+ta0rMSWDA5447iuBI4rW03XDbgW9yS0JPDE/crOVO+qGtDoioJUl8dxz/Opw20c89xgiq7eWHGyZJlydskfRgO9SBEYcqMgZzWVi1rsRyPhQmSd3IB7VE0ZRfmPzqeeeOakjEkkyxJiTdgKCdvJ7expHMgZopAA6EjAHOe4oMbD7eOKe5ijluBDGzANKQWC+/vUMiqmegHQsp4NPD45689CabI4AwOlA+hGFXcvz9RwBVp3DPjdnAwMVVJJx8nfr3zVlUZpfunJ4x1pyCJe0cl9btlOOpJI/3T/jXctsx0PSuM0hQdbgCE7QWxnjsa7No/ftWL3NlsQXoDTJ/uLx+AqvFnym7fMRVi84uV/3V/kKgjOYWz6mmC2MtFJvXPtirmpYNp7gEVXj/wCPl6n1M/uCB3HNMOhNpGBAg/2alIAlOKi0kZgUA9F5q0Fy5II9KT3GPlyRCM9EH8zVHVD/AKVtz1hX9S1aL9Ywf7orL1XnUGGekEf83qIDZnG33SrhgMEY966HUbV9UtYkRlgv4GL2kjHgN3Rj/dbp9cGsGMA3MQ/2hXS3QA71TdhGbY3q3cHnqjIwJiuIG4ZGH3lPoQf6GqGp2mw5Q7kYZUgdR6/WtDV0MVw+sWyMZI41XUIlGfNjAH74D+8uefUVKhhuIApdWglG+OQHIXI4P0P+HpVJ9RHLwytBJtORzwR2rYSXzFEqH5l+/wD4/j/ntVG/smidlZSGBI561HZXLROM9Rxg9CPSnJX1DY7K1ddYtFtmx9shUiBz/GvdD/SuU8R+GF1eMvCgjv4+ATxvx/Cavxy+TIk0LEKeQQeQfT610eY9TjW9iwLmPH2hAPvD++P61KYbHgU0c0Nw0MilJUJDqw5BqnccSnNer+J/DltqqPe+Z5E8SlnkVc7lHUEevpXk04zIeePWumE+YmSI/wAaXPNNp1WiRQM0nAPvR0PNJnJFMDS0rVGspvLk5gbg5A+X3rpy4aIMpypGcjpXC+ta+lap5BFtOT5RPyt/dP8AhUSjcE7HQRStFMkisVZCGHHvmnSvvZjhQ7nczgZOf8mneV84LAHimhVXPA69KwuTYAcLn+L2GKhIO4qTwfTipmfkjG7PamhDghgOO9UhNakWMPgkcY75FW7ZgXztJK5PoD6f1qBiAnzDPbJFTQOURhxtHYCh7BFampow/wCJ3CACFwT06cGuzkJPQ1yGiqja5Cy8gR4/Tr+tdfJjPWsjdbFa6c/ahnpsH8qhQkQMP9o1JdgfbG/2RimxEfZpO+e/4igEZkB/0l/896sagMxn1xUEA/0lj64q7q2eSccov/oIpjH6WP3I/wB2rHIGabpaEwSN0CqD/SlbJz3GKTAnkwHTP9xT+grM1Eg6tIP+mEX/AKFJWpKP3kfP/LNOv+6Ky9QGdUlIOR5UYz+L/wCNRAGVIkBuocd5B/OukuRzWBb4N1D/AL4reuSS/rzTkCM6+uJLa586JirowwcZ6cY/GqR2aXMskY26TdPhBn/j0mP/ACz/ANxuqn8Ksar/AKyT/f8A6063MRtLiG5iE1rKoSaIn7yn09COoPY04bCZLPD9rg2Y/fIOD/fUdvqP5fSubuoCjb16ite1aWzuxp1xMZGC+ZaXWf8AXxA8H/fXow9RmrN7Zi5haZFAcf6xR2PqPY/z+tabAZNjdD7r/dPUenvWxY3kun3aSRsPlPB7Ef4GuamR7eTcOMVpWlysqCJjgfwnP3T7+3+fWpkuqDyOovbOGWA3dsB9kmBSROpjY9V+noa8b1TwmtpfSoLzMfOwY+b2zXq2lag1jKY5F3RP8kkZ43D/AB9K57xbpr6dqH2pf3tjcjdBMDx/un0Ydx/9cURfYNdjym4tpLW4eCXG9DzjoajrU8QR7dSV8/fiU/lkf0rOEEzwNMiFkQ4bHaumL0uRbUYelNzz70u7K0gJ/CqAFzSnoOOlFDE9AevFMk7syPIoJY8cDtxTCTtJJ9qkkBZ8LtHGPlzzURU4JXhQea5UQmI2chScnOeOlL5QAADEt/EPT296QqQRzjHrT1Vmzj8c0yhJSz7mZizgAZPoBjH5AflT7RE8p/MIJIG3aeO9I0YYZx9cCrFtGI9odtqsRuJ4A6+lJvQqKs7mnpBA8QKBg7YuPyFdVIs24/Mn5Vynh0BtYY5zhSARyMV1kjkOeKg0WxWuiPtswI6EimLhbLA5JNPvATqE3++f50wqRaKTQC2M+2Gbpue4qzqUhcZwOg4qtaDNw2f7wqbUMBM/SmM0dOOLOfnGVGPzFIhyCB6UyzYCAn2p6HBz60mBNcqJJPLO7BjAJ9torIliWC6liQkoiIoLdeh/xrak5uB7AD9KyrsBr+5BIHzKP/HFP9aiAMjtT/pUQxn5xWtdNMH4iT8XP+FZdomL6AAg/PWzcjLHIpyGjN1TBmk4/wCWh/nUQACDjrUmqc3Un/XQ/wA6aFO0HsKcdhFJAl95unzymHDiW2uBybabHDf7p6MPT6VdsLyZpZYbmMQ39s3l3EJPB46j1VhyD6Vmwj/TJvqKS81GCTU7S0STy9aiXFoZOI7hT/ywZuxPO0+vHfFXFX0Jehf1KxV0EsX+rbgD0Pof881hDdbS4/h9K6awvory286MMYnJSWJuGRh1B9GB/wA4NUNT08I2VwyEZVhwCPX601poxjreYXKKuf3o+6f7w9Pr/n661rLa6hYy6XqOWtZhyRyY27OvuK5GKRreTBzg9PatqKbz180NiVeWH973/wAf84iStqgOC8faLcaJqNvDONy4by5QflkXggj1qj4WYGe5jbBDIGwe+D/9evV9R02z8YaCdH1B/KmUlrS6xnyJOnP+yehH/wCseT6dZXmheLJdM1CF4rqMNG69iMZBHqDgYNaxknGwLcsar4dV8z2C7GHLRk8H6elcywIYqwKkHBBr0hnXB4ye2T0rA1XS0v5N6ERzYPzY4PHAP496ITd7BJI5YdzSouZFHvSFWjkMcgw6nBB7VLbjdMD6VvuZ2O4Z2BO4D/Co1XkE/wA6U8OfT1wKcxIBwMVzGaGk5boSPpT9wVCOPMU8rnkcf/XFQSFlgkZcKxUgZ7elclbahNDeCcksSfmz34xVxjcq7OwD46k9c1LFIGYbiQmRkgZP5dzVfnaCRgdcVItuZUdlXBUbhyABge9Sxo2PC43X7D7uAen4V1zhTIea5bwtg3rEc/Jzx0rqyAZTgd6h7mvQrXOGupm/2qjlIW2XI5wafKwaaTtzTLj/AI91wO1IOhQsyDO2P7wpdRb5cc9qZY/60/71O1AEPj3FMbLdsSLY1LExbjtUdsrfZj6D3qROOPWk9g6l6Ti8cehrFujm/vT/ANNlH/kNK25V/wBOk5/jNYs//H5eE/8APf8A9kSogDFsBnUoP97rWzc58zpwaydOGb+LnvWzKQZlH+0KchoydS5uW/66H+dN6D8KLxt02fVuKdt/cs3YYFOOwjMh5upjjuKXTX8PwapqU2q+HL3WbpmQRi2s/tHlqFBPfC5JFNtwTcS/71dP4RW4tRql1bBFla6WNg653Dy1wBzxyTVxfLqJmZqRjnu7nXNGtLmIAKb2zljKvIm0ZfaejrzkdwKmt5oLq0RhLvtZhvRxzt/2v8R/hWjqEjw6zczx/u5N8bnHZimT+tYV3BHo8j6laqF0mdx9qhXpaSE/fH/TNj+Ro3EtCnqVg0UrAjB7YOfx+lU7W4e3lAyQQeDXUFFni8mUqOP3bk4A9ifQ/pXP3tk0LnKkMpweOhprXcZpRS5Hmx4BH3kHRT/h/n6z6pott4vhtSWSLWLI/wCjXB/5arzmJvY5OD2P64lndmKQAn5hxz0I9K1o5DGVmiztPUd19jWfwsDlLqKS3Zo5kaORDtdT/CRxg1nSsQxIHzAdzXoXiDTv+Ei0x7+1jL6rbIWeNBzcoB2H98D868cl1+SYZhjCr/tdf/rVrBcwSd0bGuaDbTQwz6bdPc3HlhpgYfLAPdRk849a521U7iTxjiphql6wP79l9hTIc7WY8knNbRTRld9TsWAC524z0PpTRl3AHNPBzFt3MT2xRbgCbOTtHQciuYmCMrW1k/sqcoPmUq5Hc81yYRgyhgVJGenau71J/Ls7mUruwCdpHbvWLpr2t2+NqrMTkEtj6cY5PatYvQrY24l3xK5GcjOfXinuzJAWxnpz7jNSWsflR7c/Mo7/AFp0rmSFmbBZmPbAznPA6DpWTd2UavhU5vpf9wcV1yq3nYI4LVyfhYf6fI3bZgfnXWRlzdJleNw/nSe5fQzJjl2471Lck/2eo9z/ACqOQfOcetOunP2cJ2AyBQHQz9M5myR1kFS6uwN7If8Ab/rTNLyrAjkh8ik1Jt1yW9X/AK0xsuwbvsZbHy5xn3p0R3SAfSliA/sn6yH+Q/xotTunwfUVMuoLc0ZB/wATCU/7Z/nWFO2Zrg85M7D+Q/pW8Tuu3/3jXOyvtkuCepnk4A/2iP6VMNgZZ00Zv4+x5x+Va0gJnTB/jH86y9LAa+QhucHjFazf8fMYP98fzpyGjHuuZE9zUvS2Puf6VFdH96n1pxJ8tjTjsJmba/NNN3+epdVafaTBdT2+yVmBhfbknAz+nH4+tRWTbZJHxkh806/YtAD3ZsmqEzUtZWktMyMzsFiTcxJJ2qVyT3PFXLZ9sgUqro4KSRsMq6nqCPSqVgoFqwb+Jhz6cVchDCZcjpz+lDAyWjGgTxWzMzaPcvstJWOTbyf88XPp/dP4VozQfa4/KI/fqMKe7j0+vp+VJeXul21jcQarIjW0ylZYSeWHt6EdQexrK029CGG0e5+0286lrC8xjzVHVG9JF7imk2rkc8b2KN1bNG+R1qaxvCnynnPDL6//AF627u3F5Gz4/fqMuP7w/vfX1/P1rnJoGhk3Dg09HoyzoLW5ksp45oHIXOVYD/P5Vy/xE8HR3kM3irRIQrfe1K1jH3T/AM9lHp/e/P1NalldDbsb7h+96g+o/wAK2tPvm0y7Vg4ww4B6Ov8AUVCbixHhKYKg+tWV4iHHNdp478FLpyt4g0ZN+lytm5gUc2rn2/uHt6fTpxbN8oA9BXXCSkiWup2LY2npn0A706LCtk8gjsTzTWHUnkAcketSxpyhXBHWuUUdinNNay3h0yQnzCm0jHByOn5GuYi0i9iu+AysjHaQecg/yqHUbiRdYuJS7blmJB+h4rpdbvbu209XgwGYgOdvIFa2slYltodp9815bRuxO88Ofep5m+aMA4wBn3561maLgWX7tcp5h9j0Gc/rWow3Eb+EXJT5eT7fz59qmS1KR0PhbidyBuwoz+tdNC+btBsb7w5xxXO+EVysr8c4B/z+NdHHlZODnHNZ9TToUGyz596W8AEf4U4j94OO9NvvuN9KB9Cnpwzj/eNR6hzcL7vU+mDK/Unmq942blAez0wLqZFsBk4z0qewGbnb6uKiUfuB6VPYHN7GAOsi/wA6mWwdTQUBpyc9TmuabDGbI/5eJv8A0Y1dFEiGUjauK56PkOcdZ5j/AORWqY7Ay3pHy3o9ga0/PjN3EMtneMZUjvWfpQP9ojPHymtQjM+c9OaJDMa6H7+P61IR8hplxgzp3NKw+Vjjt1qo7EtmdZDKSH/aNOvlPkIMdSKzH12w02Nw8m+TcfkWua1jxPeagAseIYs/dXr+dbRptmbnfRHey61p2lWam4nBfJ+RDlugrmdR8c3U/wC7s0ECAEBzy2MVyeWaPJJYknJNKoy+PY/yrWNJIhpvcWW5kuJWkmmaRz1LHNW9E1tNPmks77fJpc7BpEQ4aFx0lj9GH6jI9CKYGAcVQk4kPNWx2PZtNvpVmWzuZke7RBLDcRfcuY+zr/UdjVm+sluITNEoXH+sX+6fUe38j+FeZeHNciRE0rUpnjtd/mWl0Bk2Mv8AeHqh/iX8R3z6Xpt7I8stvdKsGo23+tizkSKRw6eqMP51zzjbVFRl0Zz9xm1cbeXPRat2FwrqRM27d/FjlT7e3t+P10brSYij3EIY7jlw3JU+h9vSsJka3fK9Kl2aNDqtPvJLKQrIqSRSDbJHJykikcg+oxXA+OPBg0b/AInOkBn0aZ/mXq1q5/gb/Z9D9B6Z6a0ulkQRu3A+63932+n8q2rC8a18yCeJZreZdk0MgysinqCPxqFJwYH/2Q== Could you please provide the caption for the input image? An overpass with a road go across another roads vertically . An overpass with a road go across another vertically with lots of cars on the roads . An overpass with a road go across another roads vertically with a lot of cars on the roads . A road go across another two vertically with lots of cars on the roads . A road go across another two vertically with lots of cars on the roads . +1495.tiff 144_1495 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 Could you please provide the caption for the input image? An overpass with a road go across another roads vertically . An overpass with a road go across another vertically with lots of cars on the roads . An overpass with a road go across another roads vertically with a lot of cars on the roads . A road go across another two vertically with lots of cars on the roads . A road go across another two vertically with lots of cars on the roads . +1493.tiff 145_1493 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 Could you please provide the caption for the input image? A road go across another one diagonally . An overpass with a road go across another roads diagonally with one car on the roads . An overpass with a road go across another roads diagonally with some plants surounded . A road go across another roads diagonally with one car on the roads . An overpass go across the roads with one car on the roads . +1498.tiff 146_1498 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 Could you please provide the caption for the input image? A road go across another one diagonally . An overpass cross the roads diagonally with one car on the roads . A road go across another one diagonally with some plants surounded . A road go across another one diagonally with one car on the roads . An overpass go across the roads with one car on the roads . +1500.tiff 147_1500 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 Could you please provide the caption for the input image? A road go across another one diagonally . An overpass cross the roads diagonally with one car on the roads . A road go across another one diagonally with some plants surounded . A road go across another one diagonally with one car on the roads . An overpass go across the roads with one car on the roads . +1499.tiff 148_1499 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 Could you please provide the caption for the input image? A road go across another one diagonally . An overpass cross the roads diagonally with one car on the roads . A road go across another one diagonally with some plants surounded . A road go across another one diagonally with one car on the roads . An overpass go across the roads with one car on the roads . +1591.tiff 149_1591 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 Could you please provide the caption for the input image? Lots of cars are densely arranged in the parking lot . Lots of cars parked in lines in the parking lot . Many cars are densely arranged in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1496.tiff 150_1496 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 Could you please provide the caption for the input image? An overpass with a road go across another roads vertically . An overpass with a road go across another vertically with lots of cars on the roads . An overpass with a road go across another roads vertically with a lot of cars on the roads . A road go across another two vertically with lots of cars on the roads . A road go across another two vertically with lots of cars on the roads . +1592.tiff 151_1592 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VDDcOGHtXRW3h2y0K31D/hKIp0u2hE0RyWWbPUA/3gT39/xz/D+g33iFYpblJv7LsiW3Km5lUnnHqe+PrxTaW4k2ULe4ntJRNbyMjdMjoR6Edx7GoJCWdnIAJOeBgV3vxC8J6PY+G7W+0u4SB49oRBJn7UD0I9W5zn0/CuAieRolEy4fuKkoBWvo3iC70QTrbs3lzgBwsroePocd+4NZBGKBQBDcxxxmVrSFQJQQUf5yvzZ+U47AAZ+tUMNbWjKwxJKe/ZR/9f8AlWqVplyoni2EKuAADtBxjP485osMqaNDBcapB9sl8q1jbdLJtzgdvzOBXd6Tp1h/wndhZ22oxzWs6tIJN2AmASMEdCSCKk+HlrYWUV7JLd6cL1kGYdQQ7JIz2Ddj09ep4rlI9Kv737Ze2mnzTQJIVJgjJCLyeg5xVJ8q2JtzO17I3fidHI+twRfbGuAxdlUbSIlJHcDJ/HniuJ1C1ura6EVxCySMFZUPXawBX9CK0tJWK51GQXEk6WoUGRoz82Mjpnv2HuRWhqSTarrz3EZEkHnFbVcLuO4/KPl4yOPocUTfPrYUIezXLe5lsY7aAQRzxeZCvzKwI3HqcHp1zj6VPbymWFHdSocZGfTOP6VP4ntTaxWdo+lzWV0nySmU53t3IOBxnJ7/AFrGu7mUOCj7VHCqOwAwB+QpSstCo3aubRygyOlSxT8Y/MVmw3QREWWVC5UEjPr2q6Y8qHj5FSM1bG9uNPlNxYSmKcoUDr1UHris+SaaKZ5XLNO5yZnO5s+uT396hSVlYEkirEpFxGMHkdqAJ7/U4pmjeytpIXFp9nkMs2Ykyu1yqccsOSWzyfXmsNrtLdj9kO+VVA82QdAP7oP9aviFWj2TmQxhW2CMDIfqD278H2po0yTULpriWFd74xDbqQozx+Gap7XJW9jptH8b6hqXhYaHPAhki4j1B+dgByMjjBH97OBxkVd8LeE01e1vLx5S4tpgklsp/ePgA5Y+nPGPQ4rl7S3YXc1pdBbeOEcRNkeYf9nH3jg5/A1NoT6hpN7qi20jWtpcRm3l8xDndn+71GMEZ7c/SlqlcfkjMifzrVJnXaHHH1pqqC2VPT1rtNa8L6ZY/Cqw1L7M66iYYiXEr8FuT8ucdPauY8O6Quo6U0j6nZWsxb5Bdyld45HGAeMjqfSgd+pJBJp8mmXwu1P2skPAoX5ZMk7gevtjoOvtWLcWdxBbi+eZjK/O4vuLfWrVvL5wlRk/1T7GIORn2NOeMY6Ajrg1PL2N/bXXv6kUTGSNS4AcgZHoa0INQvLezu7SOX9xeII5kIBBA6fQj2qhtz0FXf7OuliE1uBcxEDLQ5Ow+jDqPxH0q1foc7Ow8HaJaafYW+vCKHUIYpHS8h6PbAgAOMnBI5JPvx0rl9RvI7rWbifS/MtLRV8lZi5MjJz1OeSQcfQAds1TS6by3jEjKrjDqDww9x3q3pk1iL1F1SGWWzKlT5LbWjJ/jXtuB5560XCxm6kZ7DyYJbWS2tmGV3DDH3NJY6k1haBrqaR4Q2+2iz82f7wPYD9f1FvxFqV1q999svphcGMeXbxuABt6BnA43HuO568cVzca3F/cPzvLcuzdF9/alcdj02HX08fappcGq3OLCFwDAo2nfj7zexOBnPftWxq2tal4EtrnRoooppJXZrB1YEop5OU9vfA+o6eRx3gsUZLGUqw+/OOGb6eg/X+Va1nqRvIXk1O5YTEAec7El1A4B6n8vyouKxoadp2qeIruGOS4UtkxxyzNhEJ3HbGPU4bp+nehrFvb2sMNuoeDVraUxTxZLJIv972x/Iiu91TUdGWysJvCWRf3sa2xtggKZGQrNu6OrdCOevrWbo/hrR9GW+n8WTTR3kY3KmSC+4feU9Wb+XU0LUNji8DOwn5wMkHrSFa0vEOqwX72N3MrG6t4TFJK3DXABOwsB3C4z6/TBOHBqAluVi2H5uFxzk0bAixnFHUVJhSfemEYNACZK85NenaPrNr4c8CP+7minnimkhnK5R2GQCD9QOOteZE5pfOk8rymdzCT80e7g/hSd7FRtfU2/CFxJokI1GNLWW8mJMcU74LDAJI99ue4+8OvSpJNXi1Pxg+s2trBb7PKCIzhVeVcMWzxkj8+maqX+o2d14cgtYbJhepJ8zgqwYHOFXoy9cY5Hv0q7c+FINP8CjU79nEznFuFONxJ6++Tn/gIFWkjNlTW9Q1bxRr0NpexGW/jysSxrw4PsO+P5Vzc9m91rAtreCTczHEKhmK98DqTgfjXZeA9GXUJJ9QuNYNlNxDbEsu5x34bqOOneoobSzbxHqsd5cxW7WRdVmt4SPNcHgYXp0/TNTLXU0p9jir8oZVSPHTqBV4apHbSrFHG/lKAMnrj1xVqO1gTX2mvdhtY4y6eYW2zYGAMqc8n8jn3rJSEXGosCp8tDkj2Hb8TxURWhVR3m7nQgR3KBl4JGaiaNo+Rmse5uLmK9zHK5kJ+6BxknpgcVvBmaNPMIEm0bsDvVNWdiBI5ty4Yc+tXLPVJdL+0iAp+/haM703YPVSBkc5784BPBrNz82D1qOQljQBrWU88j7r+5kutquY8vgRsRywx3Gf8Kz9T1iDyZYU8x52OWmLnk55+tTWdyYI3Xcy/KwyMZHH8vb61gPbySXBQId5PSolJ3sCXU9a8V2uqXHw6SZ72yfTUt45o0RD53IAVSc4ON3JwM46CsPw5eaNZfD7ULO/hZr+4jcWzGHcF+X5Ru/hO7cfxzWZq9ld6RBbzTSTKowWkhcbQc5+50YDHOcGt3w/46fRPDUulz2EdzHuby7lT8qbv764yMc81q1YlbHnsUdwulzSxwloVlJlY5wD2GR+P51Fa3EzRiMO2HY8nkgAds+5roHt7RfDBistXuS8jO8toRiNgu7DDBxnAHBHf6V0OgJotj8OXnv8A+zrm8jZ5PslyiiTrwFPDcjHIzitJq0Y3BPVnBW0k328wmRnQDJLDmtm3uprGcTWsxjkAxuAHT8ab4Zt4biTUL2fTL+7gPHlWB+eMZzkkg8Dj8qo/aoRd3RjlY2qMPKMwAcg9AccZ+lZeZRPcO9xO87hdznJ2qFGfoKYJStNgvred9gbn0xipZE3HI6etACjZIn9Kms5Le0/evCjCPDiFgSJTnkcdP0x9apcq3FTB0ZMMOaE7CaurGe1tuka6liVS5ykS9B71XaQysYsF5R93aOPxrVkDtHIAx+ddhPGcZB7/AEHSm2tlaxK26UqgXMrgcj6Zxn9P8VqaRtay3GWWof2XH8o8+dW3L82BG2Qcg9QeB0/H0ro9b8S3nii0ivZpRL5MZKpsC+UQOSQMkkkdegz27czpejXWsXiw2sDsZD8sa9T7n0HvXTjTo/D2oPpWuKsENxCTHcRuQvTkZ9O35U4kSsjl73Tpo0UXkU6XkyJNAvy7GiYE7ic9+Mfjmui8JeEV1CdzNcrCEg85iThnjyVJXP8ADlSCf8ah8KXlnY68NR1Z1m09JcK83JfHAIHUkcH0+lb/AIquodS1JdH8OzJJp91LuVsIoDngiNuuwnk9s560IXkcPrlvaJ4hlXR5ne2ByrvkhfUA9xnoaesisSoYEjqAelbFx4fg0e2uV1aUw3EPBgBIZgR8rof4juwCDxg57ViTPkw3d5lZFiERI4aQ84ZvfGB6nGTTatqO5Iy4GaZ1pIbhJk3Kcr05qxbXx027iuUdQVPRujDuD6g9KQEKM0cgdeGHQ1qX2r3Gs6XZaZcSzLDa/dAcFFUDBIBGQcf7RHoBTb42t8r3tv5du4I8y14UDtlPUeo6j361m9aewtzr7iz0KPwSHN5CNSjhLfZChDgMRsIbg4VSD3HFYOhDSZYWj1G5lhllzKrL3Yk8nHPAxj8TWhc+K7y/8PnSL6O3kiSJY45hEBKAMYXd6f4Vt+L7SLQvh1ZaVJpLRXplUtcFAysevyv6ngY9KGxJdDkBdCVbyN5oX/eeTHM6gB1Xvnt9e/f1L9K0mSCwlvhaG9teVkdCQEcjK8jPQH07n61Dc6fqekaVaX1xAPsk6AJvA+Ycn688nIrX0BtZHhW6trW3We2lcyNE8hUDIBAG0g9OcZx831pqSTux2vsc1o2n3Gr6+kVtGXkeQKi57npz7dc1teNNFufDniKKyiv1u3dVfYibdpJ+6R/niul+HWi2+p2t7c2l3Faahbv5YtZgHVlK87jw3J7qQRj6VzE8j3et3ur6g6yMzlY8EsGPTIyckAcDPUe9Q2NFeaNlbBGcjIYdCPaoQ23INT3WtWgtiEWRpm55xtB469z35/njNYa38u/5hkGldMdjX3FMY6dq6rwtax3DrJdCFIndljaUYMsmM7Qfyz2/GuZ0+2+1MA7bUKkr23kDgDNaMF60ET2s0bva7uYmJ3QP6rT5U9yb22Kq3d7qOlpDfzhbCN9xYJ88zAYwPX1J98ntmCW9kYqkY8mBM+XGp4Gepz3J9f6cUkkz3Em5scDCqOAo9AKsKIbI4JSW59DhkjP8mP6D37U3cLJEM1nH5InuD9nnfBQRryw/vMvAx78E9eetdDrniTQb7wyts+jiPVxCsX2uPiM4xknBB/BhXNrFPc3RHzSTOSxLHr6kk9PqalZ7e1UxRBZpj96YjKr7KD1+p/ADqR6gdh4Hs/EVno94fD0Wn3UbH7NOJmw24LncpyBty7d/5V58unTrpMswVSokzIdwyByq8ZyRkN0GOla9n50jyPp0r2MyrvkMTFYWA/vAfd/DjJ6UXc+liwaC506eLVA48l1kV4nixjHoenUfjVR3TEclaSeXKzhAzbSFycAH1rTsb9pd/mBVC9WzWrpfg5bnQb3Ub3VIbAwMFVZkO12KFgu4cA8AYqv4e0TU59JvNTtCqQwg7mdchhgkj8MfrWaWtimxglilP7tg30NNdCGq14U8OX/ia5v5bPyg8Sg4clQST04Bx0qjJJNb6g1jcxr5qMyko+4ZGc/ypgSrIVBXrSEBsnjHpTtnFMO5fagDuNN8XaL4e8Lwm0smbV2yrxgHDMP42b0Oen1HvXG6rf3Wq3zanrMnnXMnMduOFQduOy+3U/rUSgFQG60SxmWGSM4JcglyMsOvf3zz9BRp1D0MuSWa+m2kbpM4UL0UegHataG4ttGtBBOWa4L7w0fWI8Z59eOmfxBqK3hVLlLSCZLWN+JbyQNhQeM8AkDtnGee1UIbWW4XyCR5YbIcgk474FG2rBJvY6vUdcv/ABX9juZ5/NuFAgiLAIqtkcegbuWPtWLq2nKlwLKPzWvIdyXjyFTGrBiBtYE8Yx+Oabb38unwMNPdrcq2Wk/jLDof9n2x+db/AIctbDUlA1OVreCRGDMflCSY+8T3HU+3f1pXvsUoaq5U0DQkuGe1jkCXM0bfZmlX5ZpRyEPPygjOPU/lWJqFtK0LNdB0uAdqxuPnznBGOwHNbDR6ne3EGmacC3kuES4QFC/zfITk8dsHjoOvWtnX/Alzovh2XULq/DX6speNjndnqAx5J5z+BqY3a1NKvs07Qv8A8E5K3icQIrnLAc1JtKcmobLzIldrmQhP4N3U+9Tpdw3UjRoTuUZ5GM1RiSIAy5xmrqahKywWt7LPPZI6nyjITsXPzbAeASOM8VRU+W2Kc+G+YUwNnxI8epzafY6fqt3qOlQDMcNygVoSeBFnq3QD2HSl8TwReGLa0a2luLfVJBmTY/yMMct7c8YrGtryeyuIp7dykkT+YpABw34gg/jUOt6jcazf/bb10Mu0KFRNq4Ht/h3qJaagrFrSUW2toxLzJIwkYZwfXHrnGPY+xqHWZhIUc3EcshGTs6fh/hWVJdSKu8OSTxxVRm38r8uKV7qwErDPPTPrWzo+hS6hJHuhleBcufLHzOB95VPryKzNPWOS4T7QjtEPveWMk/SvSyINM021kllCpjzbC+t1wFyclGX8+DTiurBsdd2dvPZ28KAPpcmFtZY1+e0fgbWA65P61zmoy/ZJZLWURveISj3Ebkgj0+vrWrqHiuC0s5pbZzFqdyQJxGMxqOu4ejHPbOP1rg3vm81sjIyfxqua+gkjQLYGMfjSR4YnPHvVmCeBFZJ7dZY2P3lO11+h6fgakvrO2hjjktLtZ0YfMOjKfcenvTtoFxss5MQgjQxxHrzln/3j/ToPrzSxWmI/NuH8uDPBxln9lHf69B+lRISB7e9SS5ZQzsWIAAyc4HQUXHYSa5MiiGJfJgU5EanOT6se59/yxUqwL9mDX/ED8pH1Z/cDsP8Aa/LNERgt0VwFnnIyMj5U/A/eP6fWo8T3k7NlpZGyWJP6k9h7mmIjka7Nm9qk0txau/mNAzndux164Y/Xmu5s9Flb4f8A2nSfERhtHikW5tNoZflBzx1ViBk9+fpXHebDY5ERWecfxkZRP90H7x9zx6A9aYiS3reTG0okfq0Z5IH94dCPc9PWjqDPQvhfJp+i+F5pLq8to7y6cz+RJIFfZjC4z1zg/nXmFmsupazd3SWTXLBWkaNG243HJOcHGM16DY+IPCj6Tb22vacUvYVIW5jU+XIQxIAKnPccEVT8OeGNch0e71KzgtbhZJ284eayOCvOVYMvA3MCMkHHSiyQHBx3Gb2VYvNWBULMkpDFT06getSpeW0z7A+G6AMMZ+lR2vlQ2t1JIrO1xnYVO3AB6ng5BOeOOg5qLRdOuNSvZXghkl8lC5EaFj1x0HPrUjuaEEUclwqSzeTGc5cqWA9Mgc4qxPZ3VioaaPMLHCSqco30I61nwXSz3DQMjRyAkAEdcdc+laQvrqHT5LISZtnOTGyggH1HcGmrA7lR1R8EqGAq5BfQ21uZo4FF8pKJlQYmjYYIYdcg4IPr1qijYPPSnMehXgjkYoHGTjqjX8OeDLvXL1WfaGkJYmRguQMZIHXjI6fpXR2t1aeHNQ1nRfEFhbtaKn7qaKLLMD91B3yRk47EHtzWdp/imGLR7GBrWRdUsC62l2kuxVV853+vXp3rGlEZM81xc7H8vzTKx+Z8nB2Z569epPc9aHJRKhCVWR03hDxFp2i6VdaZrMLE3LbkKH5t38Ksx6dvp+NPuND1jxRZ3Ou3V00sNpJs8heWCgjcFHqF7kcnnHc8BY291fWxtgrNEWyHYHO36f59q6jTPGep6Xo90ujzAnCrI0i/MB0BA6D0ycnjntiY3e6FVjCNuV+po+Mx4P0/RoNO0OMXOouRJ9oD7tqkc+Yx/l29q83KNaHzkQORwDyB/wDXrr9MsrO706bVboBLRfv5kAdGbJDYPL9D+Zx2rIg0q98Q6n5NnbSmJjuSMAbiv95uw9z09KTbbLUIxjeTKNlcNdxtvGHXqR0qxkqcV1/iLwLDoXhI3D6jHFeBgY40OEcd0XuzdDk+nYVxFmtx9nHnKwQn5HP8Q9varMix7iq1yMgHByKnb5OppCOfXNJq6AzFizuw3Xn6UiQAt8x+TPJrqdC0KK/mMt1N9mslcJJOeACeij3P5Ada6GaysrC480WcFvqNu2fs03MVzGcgEE96lRfULmR4b0ny54p5N1lfKBJZBgDFcd8E9j04PXIq14puYbGBlELR3dwFkeBX+S3bOcjHGT6ds/lmTa7Lp8W62wm8ErC67vsxz1TPf09Oa5e4nlmbLSEnGBuOTim5dEJLuI7O/JpDbyuHKxs2wbjtGcD14qxY4eeNZYywJACqMlj0wPevQdR0mx8N+E7bWEu3h1Yzfu4FP3BnlWU+gHX1wKUY9yjjDuOcDOOuBToxk4B5qSI7ba4b1Cr+Zz/7LTYF3M3JAVSxP4cfrirETrxw34Unfjp6VXeX5eTj3oWWQowUbTjhm/wpAWQFcnBw3anmZxH5Iwi9SFGN59T61Vgh8seYx3TEYZvWpvvLg0ASx20ZUTXD+XGemOWf6D09zx9elSSXCzReTEohhPUKeW/3j3/l6AVAI1WIjqM8+1XLSCKCGO5mAEbSBd8uAFGeqr1fHX068GmtdhPTcrx2myIyzuEtT13LuMg/2V7/AF4HvSaZr15ZRXMGkXk62smVlt25YD1XP/66samwt9dMcUz3xeMpLHGd5DD7uOw+nYVnQ21vYXL3Mv72Z+kEb/In+8w6/RfzptCuSX8e7RTcWzxG2kYgRIFaSIJwN3GV4Prg9a3PA1ydA0W81BWsjOxZZYZ5hHIqKuQUB+9k8Y9qwMi4uluFCx3O4EMq5VuejL3H+ea6218XW8vh3/hGdS0GE3gjeKGZsH94Sfm5HBBPPOeDQ9QOG0RIbnUJXvLgw7wR5uzfgnnpkdTj8M1OkjNdXMDOkqwNtEsedre4zXRXuh6j4U8JXMdxpsmy7Ab7XhXTaRwD3Rhnjk56Y71m2nhu9Hg+XU45I4lTdLIHUncAOAMegP60aWQXdyi0fzdcVGTjNNsrhrm3d5tqhW2qRxuPf+n51IVznHNIoTfkVMZmngit53ZoYs+WmeATyf1qAjBoVu3agE2tj0yHxF4R8N6BbvpsRvNQliBMXVwSOQ5/hwR2/wDr1wy6Re3iX+sGyljtATJPHbDAVSQT17cZqjHK0MgkUKx7FhnFdpqnxAkbTvsOk2kVlEYvLkeQq2EI6ADI7kc/oaZJQ8SaVDo+m6PqNncx3mmXXyLmIAxkjIKjPI68HPIPc13DSWHhrR7DWtG2P58HlyWzMd9wcbs9M7lPUnjB7cV4rJqzRIkFs7P5QIieTkR85OxTwOec4qxoV9qE00luzyy28h3v8+3a2fvBj0P6UrjsbmrapPqd413qsySPy0UKn92gxnjsfXHQ4PJNZ761ZGymV973BPyfLwvpyeT+hxwc8VU1/dBMsZII67kGA3PXHb3FYhO7NZuTGh8948swbpg5x2rV0VTqF4kTsI4iwEkhPP0HvWNFD5kgUnCk/ePFd7o+mQW+jh7gLdWO5kmRFxJasej479KuINluLUDa/uorZ3skTyrrT3OSBz8wPf1z/wDWqLxDLbQ2EdkLk3UyYaEsmGgQ87GJ7+3am6pO2hSrAZY5r9AVSdScohHG4f3uenauZaQsxOSc8kmqkSkVZoS4HPU/nVeRDkFhjHU+ta1uyCZGKBgpzgnH8q7DwXpMGoaqt1LBCIYG3xxMNwYgjJwevb8/YA5KLuVc5fQ9L1CwW18UW8MNxa2cyyyIJFJUKQeff9a7TVJpviZr9oLCwMNpDCZm3EAyf7xHfgKPTmsTX7E6x4w1Cw8OwBLSQgS29s2EldBlsg4HB/DOK3B4h0rQ9Og/saE2WuWzLC0bo2COsnmZA3AAE+oOMVrbqS2cKyi3spI7jMUpkQiNxhsAN2696jid/s05UBVO1Mt15OeB/wAB71taNomoatosWorDbyJGhj+dQGYDuCvOcYGfasi3T7RpbSQ4LtMQYwcsAoPI9fvdqST3Y7q9kR2saCUu43bUY5bnscfrip4k3AKBuZzgD3NRw4FvOx7qEH4nP/spp1o5SXcP4VZvocHH64oGObCjOaRGD/hUa5klVWcIrEAsxwB7mr2qabDp9lJfWWr6ffxRkBkjkIkGTj7pHSizFcg3Y5IyO4ps7SXMisWA2jaDjOB7A/59qZDKs0SSD+IZx6Up+U57GpGSBvIgMMIVFbh2H3n/AN49T9OntUUkLQwiQxufMzs4+9jrzVi4heHaJlxvUFSDkMPYioiHjIKSEMBhW64/OqXmBlSXU8MzBmaPK/KyEg/nVjSNOvL2dtsLvAeW3nAB7HJ6H37+9aWm6ZYfaofPnDSSsF3SkhUycZZscD6fmK6jxfDp3hlbKGw1RptXt5dxji/1aDuCo4H6k96aRLfYxr/xXqd3pw0PUrz7Tpls672CHedvKq56kE4GfpnpXQeJV1zSvhwbO40yJbeRVdryOcEEOwbBQjIOTjjiuV1SWKfV5dYvVWwWUcW6fNI4/wB3398D61BceJ77VrV9O8+5uLJRlLOd92MdCp6kj0pSQ0zAlgnh0+B5rZvJlDGKQ5AJB5x2PPBqW3lljtAsZTcvLFz681tajY6dqd9Z2uhxztEVVZ3YbvmH3ivQ49AQDmt34l2Xh7TrPSLbRreH7UYyJZowQzAAAbh3JOTnrxUvRjOTtJvtMBkK7ecdc596kZdp4q3q2h6hoGi2N1IIBE6jKnO/cRnB/CqsMhlgSRk2bxnHtVAIDio7i3NxFhSxxyFBwCfepHXHI6UiOUPtQBRSwEI8y4+bH8IoN/JEGSI7UODtHGCOn41evf30IYE8dcVjMpZyFB/rWbvcB093LOB5rBz2OKfYW5vLgKqtwCzFVLYA6nA60xbSVwzLG2xQNxA6Zro9O8PzW99bSzkwI37yzmABV3B4UntkjvTirg2WHg0/TbKAzD7XBcKz29xF8skLjAww6dccf/WqFvEt1alpogsN28flAxjAA6ZI9fT0/AVX177bDqU73sKQTyfO0UWMKfXHbOKwX3SMSc47kmhydxJD5rmSRmeSZ5HZiWduSevP61NbT78JjAAqqsRZW44A9asWkTqc5wvTpTTKL8Y+arFvqFzYyM1tO8RPUr/Meh561WHFIRVCO68MataaHocuoWF7aJdJGyXFpdqdzDJKtERyx5GV7nJOOtc3bQ3WozXN7cq08jEST7pAhbJ+WMMeAxP9AOmKzI124cjIHY12ena5ZWXhSRLO5AvHRlubSeMMJGySJFbpkcdemOhxVKxLIrjwcsfgc60l1As1vFtaLnfuU7ePmx2zgrUfgLwnB4h0e7uLwzRwwnbG8DBW35yex7EVF/wkNi+jyWtxoNlNdMrgXfKyDdnn3IzxXSaa2peHPBhittOvFtCsjCVFWQSlgRvOOUAOOc8gDis5X6DjpueYaetzd6lJAjXMqHLsAN7HHQn8/wBavx7VW6j5WUbYyrKQeTnv/u1P4Q07XJUvL7RxN8jLC7wxB8A885PA4HrWYurXMuoXdxLMu+fbvLKMNj26U0x2uyylv5p2EA5B4NYl6I47mSIZQDjAGea6bw5GmqXFys2pWttJGUEfm7l3gk5wQCOMDr61ia9YXVlrFxBdxSJKZW6qfm54I9Qa2bj7Ky3J15yXS2C2qgkc5NXmGHKkYxwRVTT4mSWPeQyp8+AMcKM4/SnhizAMTyeSBk1jYo0bS++zK0UsQmgf+An7pPcehxUI2jOMle2etVU3iZ1YqVUkDHepuR34oAV03Ag42/zqVZthDQokczMN85xuGTyR2X69feolJzz0pjnByPyoQFWfTjeX/wDoUsk4UZlllAVVOTnnPI9zjrVy3s7LTGD8Xk+OvKxr/U/p+NPaZpYlQnCr/ABgA+uB39+tPttOlnkVdr5YZVEUu7D1Cjn8Tge9MWyLmhaqdL1yDU4Y4jdRkkxsdsc4PZv7pHY+wzXQyOfiD40tZLezjsJLMHfbyrk+YCSS+MEjgfp61haNDBc381lGxtJvI82CYsCz4yDg/wAJHPTB4PNY9g+oTXTeXNN9rtyVjuoichfcj+H37Cm11EmbvxDkv7zXrTSru3gtTEhdhBKXQj+9jAxwOlYuqobSwX7TYz27SLutpRIQCvYEdOn41p6PZX/ijWRaNJu1ScfPLMSQI1XIOecgnA9uPWpPH82tXviCy07Vre2juIEAVLcfK4J69T1wB2+lSUc4Z1ighE8gEjKC31IzTgQwBBBHqKqahDPaTSwTAeY7Ekg5BqGOf7OixqRjBBHv60XtoBpKSpBrV0LT/NvPO3JFbx4M8zjKoCf556Vzlpcm5vURnWNGbBZjworupHl0iB47KErNb5+0WdxIClzEf4wehOMdPwp8qluK9jQvlgiuhHBFHazW/wC9tW6x3S8de26uSuvE81tdyfYYvLgc+Z9nlAdUfrlfoeRW3HrMNtbSxtbpJlw9lFMd5gHXJ/op/H35LVbOeS4lukjZo5HYq3GfXkDpUTfLZIErmfdX017dPPOxMsh3Me5PrVjTbX7ddCLzdigbicfpUMGmT3Tv5YACruJY4wKmtLOWK7AfhYzknOBn69qSVyjrNI+HN/eXKG/SW0tl2tJKY84VskHnt0ye2c8isjVI7byo7eB0e9tLl4jNAP3dxD/Cx/2uo46jHpXWeJfGF14h0u1g/dRRL8sl1G53TkcYxxgc8g+vUZ55KG2nubmS2s42RkiaUseWKqMk57cZP+NaXtoEYSlqVmBRtjjaehBo2k9KzYoJ7oSLjcAQRKTgL7k/0q417Hbqofc3YkCkmDjYsKcoR3qWCWS0lSWPG5WDcgHoc4wQRj6g0zaMblOR1oB3jHemITg9K6W38b6xb6D/AGP5kT2nlmMBk+YKe2QRXMYwKAx780gO18Jalpun6VeWqa9faPI8m5VjhWVJF2gd1J3ZzzkdqytN0QWfhDVb64iRiWJjYjOBtBH/AKEKwuGGaSSV5Cwc5VsbgQOcUFQlyu5P4Y8O/wBqWM9x/aVrbSF/LSKUjL4AOcZHHP6VJpcs+sW8tvNG0pRhGjIMuMZOBnquAePYciukudG063+GDailrEt0SFEi5DcsAfr1NYnhA6vaafJf6REjSLPskaSJnUBgMDgHH3TycAZ6049jN9zPCi3N0jHEigJgqVPJ64IB6KR+NMjV4543VBIFHmZDDC49fx7Vak1ifVr+81W4hhBlWOLYF+Xpk4HXsOc5GaUQo1ncSWodidu+MjLImck+4yF5/Onp0GVraIy3EcYPzOwUfjUs3lNI3ln5MnapOTjtT9JiMl0WxkgBAPVmIUf+hE/hXQ/EhJ7KWw0+8e1uElcS+bHaiKRADjGQeQcn8qkOpyxcjIP500kjnrSvIbiZ2YAM7FjgdMmlaNldo2HKnBHvQMYG/iHWt/QfE974dtbtbSCFpJ8FHlGfLPfjvnjj2FYaQk/N3qyvK4NAEMzo9y1xeyfbZySQANka5OTwPcngY+tJNeTXCLGSFiXlYkGFB9cDv79ae8KkgEYz3rZ8LaWuq60tpbiJHRGmBmTzDJtx8oXgZP8ATrTWonoZlm13alLhJ5LTaCY5w+xlP+z3b3HT1rR0w3uuavJeXGoW0GqW0fmxTy7R9pYHgAEY6fw1N4raz8PatYmyuLa5a3kLOEYMzg8lXxxkZIHp/Pkdb1SPU9QkuUUwJJy0Y5G71/LFN8qQk3cralNLc3s0rlTI7lmKcDPtVMKckdfep7cC5nSNnCL3c9B9atXKWsIIjUsCMfMCGB+lY6lbEWnWTXTkKpKIN0qnrt9R/wDrrr9VFtYWkNrI8d+V2y2rzE+ZChHRh069B7VxZumjkRkODHjaR3+vrUVxcz3Ny9xPIzyuxZmJ5JNaKQWubSKqszqOXO5iepNalhdvDnAVwRgq3Q1hWcnmR9enerSsUPBoaTVmO9jSmui4URwqkSlVZRnbHk43Mf8AP1rIv1kF/NbFxMYm2jyiCgIPOCOMe9WjJLJuUORvG1gDww9D61Y0u+01NVs4HgdrYzBJpD8rAZwcAdMdfX6UlG2hXOrbakGk2MqPJHNG7o43mFFLMOMbgP6nAq/Ner4iaKBoYw9jD5WI4thkA/ic9TV7W7zSrHxZbXXhtDMsIK3AUFY3HQ/MevGck+x5qbw9o17qOs3moadNBDfxguyRyjEeeg6HdyPQCqautAhNKV5K6OavYrY6JGXlVJzkLGDyjKe6joD6nr+FVZLWa/DvJH5ZOZCqgk+pwOw9zXfaD4Ph1PRbjVrhpXvILhoriHjdHt+9z+IP0qC61HR9NvNLOmQst1ZSlrp4s7LlSMMp3HOD6twMnrUxhYdWsptWVrHG27IYVWM5VRgc5pWUqcikKQW7XMsW7y/MLlVGViB6DNPVhLGHQ5BqjMzJZJnliaGQuTzt/wDrelXwCOtPvEmstND2sPkQScbm+9KAcdT15HQccdKrWfnSWbTz4SMEgO/Ab6ep+lSncucHG1y/Z20N27RvdLbuBlS4+U+oznioZYpIJNkqlSOee49feoI5I5smNgQDgmp3lmMCws7GJTlVPQfSquZkxuJmtDbfaJTbn/llvO38uldd4f1DSLfw5PbDWb3SrkNny4Vyk4CgAHAPU5/OuHBxT8gjmhOwWFWJoLWNHI3OWlYDsScfyA/OnSXMtlY+ZC22V5AFIPIC8n9Sv5VV1C5geIsd4lChRzgcDAxz7VX1Bm8qAtkEQr1yMk8k/r+lDVgWpt+H7+HUdSjgv/Kgh82N55VyocBsdvunBJ44rS8aadpkFxZHS7+6vVjZhN9okLGH+6vIBGcNx7Vx9ksAtna4Rzub7w6fj+taOgWN3qYvvKhuJoYlB/dnO0844PB4z/ngi1DYmscfaVdhkR5kPvjkD8TgfjVK/uLyxuAr+WdwzjBrpPCunfbrmTzUKxI+yfdwUVRuPY852Yrn9STzfEkytzHbn5sHPC+/uaht3sjojCCpOUt+hqR/NGu5QjY5X0pCuKyYdWllv4kKqEZgpAByB371s8OuAcH+VVsYEYOBg9KZHO9pcCaJ3UjIyjlSQRgjI9RxSyYQZJ4qjJIWY46UAUrz5piQoI69MVXW2lmjZxE2xDyVXIBrf06za9mdAsYiCEySSAlY17scfp3q54gi/sy1gtrYEWJG+GdORcepb368dh+scr3FcwtGis471Jb2UJCPuyqSDG/UNgA56dMU3Vb59RvZbmXY0jk7mRcbveqEku9mIGM9veolD53Z4+tF7qw7dSaKEzzrEi5dyFUE/wBa09Q8O6hoF8sOrWphV03o5wVZfYj+Vdh8LtE07WEvnluxBqkRVrVuDtHOflPDA9CPT61X1lb3xP4rnEsiT2tkQjNEpWM7eu0dhnJ/E+1UlZXA5axtGhiMjKVEnO3PQVYK4PqKj1yCe11fyoboyE4+QdF9uOMYo+2QCQReapY+nQH600xtDw205qaFlDMVTG7ltvyl/qeuPbpUTJg0I+047UxHrOlWfhvRNOttUkhiksbizDqWKmRJh94DPfnAx0K1x+n6nNZa5PqekLNJIbfy3ecb9ygcu2AMnAX2yMk1zqyMvzKqkj+8M/pXfxeMtP0zSrKezgj+2m3KSWyLwSR/EfTIz1zzQtBMwdWtr+x8MJrQuTPY6jcGS5aGYglm7sMYxkYxzg8Zq3rHhOHSrLTdQmuA2nXUR8xo1DbJCjFW29WA4JGT0PtWBJqFxHo8enTyNFpUs+7yUH7sEnOWbk7QR0GRx61o2MaQ+OrDSdejje1JChwWAC7TjqTxnGfb86a7iMwS+ZeXy6dZBLS8j8oRyLlj23Ko5/Dp71TudOm0ixsp2jb7JcllimEiuGYHnO0nH0r0vU9QsPCviaS4sLiKaL5WjtrdwcfIysjYzxnDD3+pNcpLZ3+t6RJZado1w9j9se+OwZwxHIDdAoH8Iyfem9UJaGN5NxdXkNnNK95coSkNuWJSLOflHqSewwM9zWVq0E8N59mnJnuiBhE5CgjIAA9j0FMj1aSe8iSbcqf6vcAHcDt1647eldTo2jWeoLeW63CQFoi0cskuDL/e3Mcc+2Mex61LklHRGkISqVLN2OZs7KOxmRbuXEs52Ki/dU/7TdOPQfmKt67ZXGjyWsm/zIZBhgB/F3H+FW9Zuf7Vt4rZLeGG3gwJLpydruODsxyQfQZPNULuWSFVudskgDeW80nLrjghV6L+p96yipt32R1VHh6cXBavTXt3EIDDI49qaOozUNos7Tzxk+akZOJF6Y+vpVk+9anIavjTSUsdF0iZNKa0knhUvL5wcTnaMHjp6/jWR5KSQIrqG2gDB+lOaSV41RpGKL91SeB9BTUfB5/Ch6u4krHTa7caCvglbaxSGS6jSNMiMqwORubOBnv+dJo+n+IPDvgtdetZZILWcF2B2lSd21cqTnJ45wRg1gqmeQcGul1zUNJv/DK2dg+qW1yQga1a4L2xI6tjPX8BSjoD10KHhe51Rba9vLVJ5fPdpJljUE8kjI7Z/wAKkt9MW8eSaztW1CQl57oFmjOF6o3dSODx/e7itVLLWvBPg+1122vrf7NOUDWUsWd+c4O7r0ye3Fczb6rLptos0il7m9Z55sHblX4Az24yfxFCsndl805R5FsYlsPLvLi6kGRCvQn+I8AdKlt9Vl+3R+bGhjzkgZHFa7WH2+xF1pGnvc2cSF7jKk7CMk+YVPHsc4IH1Fc55iwyhtgYjjmlJ6kovX2ooJsR5ZOwJ5Htnv8AWs1LyRpACwAJ6ntUbkSMNp49a1NKtYGXzGj3yRZdkfpIvt7ihagdDaztZKq2bMpI3AN924UjkMPz47frTb+WBdLkXOEnJMVmQSYjnlgT0H86ybjVIYJhHH+9gxvVWJ+U1WS8NzLuyWZuSTVN6WFYgFlNP80UZwW2hVGTnFTLosrWwmd0SPaT852844H4jkeoB78VoQSiCVWclkJAkC9SuecH19D2OK7fxj/whyaSLPSLlbi4ZX3eSvm7sglSX6Lh8HA9xjmpjFA2cXPpA0GCE36TRrdfdbb0x/Ep7EHGPUHtiuv8IeNLLQ9Pn0vU7JCSpkiuIUz9oGP4s9+PwPpWFfX9zrfhbT9GkscfYvvXO/PHO0c8KMEDJPas1oIEtxDPcoXDbo/LXf5Tf3s9CPUDOaqy6C9Saw0iXUZby+lCgrmadVPMaseOvIHv/jWCYU1PU38pQlunLNjsK17tBcwCKAtHqZG2cBjiRTklwehGAMnI69OM1I+lQ2GhTSvP5ZjcfuzlZJGI4Ye3p+Z68RGnzS5mddWrGNNUo2737lSO4hm3LE2SvGCMEU1lINR2UEsz/anQGV0IiUYXdgdeenbn3qWOZZ96lHjmQ4dGHKmqur2OfldrtaBG5DAGpTNKkkTwbP3cqyFGA2vg5wfUcd6gKnNCNhqYje8T6/Jr+BNaWmn2irsXB3vtBBxux/sjoP61zc2shJ2ng3zzDA8+4JJAHTA/xz9BV5oQzx3IQTyR7dkchyhwc4YdSMcY4+tFv4WvZ4proWoAXLYf5R64A6/nRbsB0Xw/1qwi1EXesW8JtwjK7eTu2McFXwMn1HHTPaui1L4gX7wrpPhqL92v7uO58sl3H+yuOCPofwrzbzWbQlntpTFceZtaJTy4GOMent04r1zQ9R0Gw8LadrMckNpJGCs8WcyStjDIO5OcEdunSmScBb+Ar610eXVJkH7uRopA3WMqDkt/dGRjPvk8U7xFqGkajommQ2cCLqEe1mMS4ROOQeBkn0HfPPrcm1HUPHepwaeZEtfMTMyRswW4dVzvK9C2BxUFxY29r4cstR0q68mZ8lw7hZI5EcAowH3R3B45X3oS6BfUs6UmlNa3tvr63S3MkW+CAR4bA6bM9eewHH51inSrzVp7WW9+drh/KiiQBFZgMZYgfeOAOhJPBOa0fF3ieHxDbaWnl7Lq2X99cfdDsRghR1xnn+lZ9p4naewn0SQxqZCGS5lj+ZGBHII5U9fm5NEr20Lp8l7yMvVUeB7iwaVVeMgxLB93Pccd/c80+1sL2e1aXyXYRRmRyqlsADJPHb36V2PhPwnZ6tDq0MLH+1reNWtzNjaxJOTt5yOAM8/eB4rodV8e2el2Cafomkqt66YlRo8rG2CCCB97nIyT+dSo23YVJqT91WR5DDdRzSMgBBXse4qYJ3xUyaQsKTXTjJCltsXIUDk/XA54zwO2KfD5cqLIhyrDijYW41SV5ogu4pZDsUuEwTxgfSrEBijmxPGJIXG11Pp/Q0yWzitF860X/RXbg+h9D6GiwHQ+KdY0zxNp1nZ2VpcWMqzhpYvOLQKuDnaucA/8BHeuI1C5kM8xyyAttSNl6IAAvP0rTjbaNysQSCCR7jFYuoSyTXDFn3HJPIxUSKi7IvR6s1po8dnE4CZ3vtYgsSSDkjtjAxx2NZvmrcTnAIZicZPT6mqxVmPA61PYxRvdRiZ3ihLYeRF3FR64yKFqSa7wWKRI0EZljTiVmI3FvVRnpWbJMy4wxGD8uO1dZe6URa7r24hDRRqtv5W0GZMcZA6D3PWuY+ySvKUEbM3UBRk4oluJGfMWYknJPrUlqZBIuBnsAelLdwzRSeXNFJE/ZXUgmtKzsfJjWQqcnjJ6ZH/6/wBaaRRZXgKXAzVmBvLYuoQnPAZQR+RqrK56Ac1NskhSKSVMJKuUbqDVCFu55ZuHlZgvQZ4X6DoKRbORE8y4KQIRw0zbc/QdT+ANTRly6pbytEXIUuo5HPbv+VZlzYG7vRHZLcSOpwzOp+Y56+tPoBaNzZSSQQQ3Lm5UkxzMm1FP905OSp9wP51u+IvEcniwQLPaLZR2ihJ4Y+ruOg9x1PtWVb+FpRLDPezJbRPKESQqzKGPuBj8yOldPqWiN4K1ixvLq1i1GOVDFtLld5HO3OBg+nX09KNwVr6nJ6nPPpc6eTPFJ56L+6XDBRjK4I6deh75zzSX2k6poekwXs1upS5bczs3zA+hHWtXSdGm1u5utX0+ETeTgxw8Axgk4JHI3cE49vcVk67qN9qc8djdSSmKzQl1ddpX6jseg5NcrlLnSj8zpnJSXkRwP9ogEoUru7GnQWst1IUhXc4UttzyQBk49TjtXPy3Ekj7tzKB90A9K3rF7iGOGYuVuEIcMOCPSulM5mPikIXbnr1raDav4mlgsYJGkJRYxDG4QNtXGW55OASap6tJYztBdWQ2PIp8+LGNr55I9jnj6UzTr6SzuYbiBvLmicOjjsQc0xHar4Hh8Lx6ff6kkF3G8wjuYeVWMHowOfmx3zxXNa+dPtvF142jTq2mXKjf5YKhH/2PUDrxxhiKsrpWt+JZI7ue5ZoZ7gQLNPISoc9BjnHp+IFXLzS7fwL4ksvtVzFdpImJlKgtHz1C8kDnIPsfWhAcjaXc9pcx3EEhSWJg6OOoIq1dX8+rXYmv53kZ3+aRuiAnk7QPxOKzcEU9W/A007BYrTxm6mVLSGViG4dgefw61eTSliBvrveyp97yVJCfVuQOvufatLQLqFNThju40a3kOxiw4BPQn1GfXitzVfEKrozaTC8d6WLxm4JJAQ9B7tg4yM9Afpo5c2rJSs7Ip6lBc6XoUF/aXAaJMMfs5KN5TdQr9cHvnj0Aro/Cvhuw1fw5LekwmRZclN2IzH1yT1J92PBBHFebXGrzxWUVnvkkt4PlCE7VGD6d/wAfyq1DdzRy2hhd3iLBpLfIxgjrjGMjPpWVSpFNWRpToTlGTb2O11vWre6iS1sLGK2soH3RSSdCRkdB1HJHGcg8kVzqeHr210Ca5s9Nnlt4Y/MM0vyll7lV7+vfgV3GhaPpV/4bvr2S7VdRgcOLmZziPbhlyvpxgj6+1chrfjTULuxTSbJzZacgKAKxaRgf4N2AdozgcA4xnNDIRyVnqLXbusihWUZG3uKstI21lDHa3UA8H61TlSezUOkSxoxxhh8xPbNR29+xiczKSwPUDrS2KvfYuBgpAYkKeuBmmwaXNqVyIbdMu2T9B3JPpVaC4FzIFUYz1z2rct5GtDGtrK0TnDLMDjefT6e1FkxMil0C2tIxJLN9otZVPlTRcBXz0YHp0rPM0VvEJVVElQGNVCZEgPUn8/5V0r3EcdlcXMmI5ZwUa2dNwkb++PQe/wCVcvNbPKpYR5ctzjt/k1M9NgRTjju9Sv44E3SyykIiA9fYegrutD+w6frv2bxSJrVGjLQyJyA/ABDLypHYj0HpWZ4f8IanfR3WoWoJFqo+ZGCkZzk846AHjI+tUY7m91jVkMrNe/ZUZI12ljJnOPc+vqB9KqK0B3JfEKLf+KpFguZ76BNscU0zbmk+hwOMmobqVUkWKIgxRDapH8XqfxOfwxUimG0nnBLLcKNqwuCHRjwcg+g7+4NQQRCaU78iNRuYj0H+cfUimAqgllLjG4ZFaVpcW0eba+Vmtn5wvVG/vCsqSRppy+MEnhVHA9AKW4dILr7PcvskHrnH50thlh8R5UEMBwCO9bfhXUrGKe9ttVuPIgns5IopipbyZD0YAdO9c9K+ABnjtUeMjIoQHe634pbVfDltpBiRkjSMNdN8okZAPmUtjGcHseDWPr3iKbWlgS/uBLHbkGOG3jwAcYyXbnP4EVzOGdgBlmPAA5P0q4tqwAEksUJ9GbJ/JckfjimIkt9ZvdJu5dQ0qeSDzRtuIwQQw/vEYwffiqNzcRO0zNG9xAzZmuMkGSRgSpLc4HBIHfB/C5m0gXKedK/TJARR+HOR+IrPa2t0lXzQRaOcgDqr/wB3Poex+tFle/Ud3axU03TmuZzKInljTJVEBJkIGccdh3rb1O3js/sd3Z3kV5aXXybQNksb8ZBXJ45616JYaTP4F01dXktY54ZbdGMtuwHlHn92244KNuAyMHIzyevBw2kc88mpazHc2sV47Kl1DbgxQuTn5vz5xz27GnYm5RkQIcjpUIbBwOhqVA63NzaSSRSmCUx+dEcpJjuPamSJsbFSUdDo3iS603SbzTFWJ4bkhv3q52N6r78D8qwLu5UXUskpkuZ3JZmLYBJ7knk/p9aaG7HqOhp8Nj/aVxHbAt5ksgVVz95jgAenp6VUOW+omK8O0ZByKrkZNaGpWGrWenR3v9nSPZkDM4IK+nOORz61m20wu0J2FCpwe/NIY9X28GpAcnIODURUg+opUOGHpQBpx6UPEGvBLeJYnuX+WIvxuxzk4x29K7Sf4df2T4fvLqe/gju0hZokUAJux0JbrnpXG6fePZ3cF1F/rIXDrn1BzW3pqXvirX1tpL5kneNnV2JZjtGdqknjP5UBJtu7KuoSQXfgrTnKRW2tW8u1giiMunqwHtjr74qCKy0NtFnmuL6f+0wc20fATr0Oecc5z/hWlr+m2ei6VZXVtdgXssXmlZmBkjkV1yhXHA+9yR1X3rM8YeMbbxHDZtHaJBNacly2d2eCoGOnTriiTJtfQ5S/nuZJSJmBI7DgD8Kr/abhk+zq5SNQQcnHB65pst2LhySCATkD09q0dJ0435lZYvNWFfMkTdtLL3xUWuytirplu8t4ERdzD5tp4D47V0c8kFtGkm1XilJ/0Zsgqw6/QVlx3VraySFImMKnMZLYkBzwM+nFZr3zy3plYs45wHPSqUgtc1pbiW5maSQ5Zv0Hp9KkjmSOQAspc8bfUfSq0QPkqwzk8896mXap3BRuxgnFAHRJqmmjRnt5Le7gvwjBLm3uColB/glHdefrim6Fo+paboh1u1nmtishJu0RWVOOS6k529sgHHPBrCZ+MmtibxLf3Xhs6JIQLcgCPYoBBBBH1H/1vfLQmuhm6r4gm1/Uhqt9BCHjhFuRECPMPVm+vOPxqkl/BJC1vEHEjtlt4xlR0H8yfw9KdcWMkVgZo22wW4KBiMhz3P5mqelqZpZbqW3kkiRdreUmdue4+nvS1BNHQ6DpNzeSy3EMLSGAbgoIGW9s8ZHX8qqa5KtyiWCpidmO4SphogOTkdRXe22kvp3hGDUITDPA8a3ADtsKMMsXBHI4OMHHHFeZlpHkmu5n3zXZLliuDtznPtk849AK54TlOo10X3mzSjC/ViIm1FReijAp4BWiNWKO/RUxkn1PQfz/ACNKW3DPpXSZDWGelPhR3k2xgEgZOSAAPqeBTQfyoK4oEaAtIgm+a4T3WIbz/QfrTN1qY2g8iQo4wzOwJI9gBwfzqO0RmBO+NY84JdwP06n8BVoQWoxvuHkx0EaYH5nn9KYHQeE49T8RXcPhi71GZrWAecm8/L5S9Co6k5IGP4eT16XfiBc3em2kPhuH9ykqpJIgcMiovAZRjKgkZIJ5IGBya5NLqVJY306SS1u4G3W8vmfMG7gnA4PTp/M12HhWxt/F39oa5q9/iWEbXRmG9WA5dh6dgBx+tJiPNJ71LKZbcQNGqcfN1+pq9uE6g5HSqt3Kl1eyajOAYAxFvF/fx0J9v51BBfSy3ZSRV+bnKdqRRc+6fcVIrMrK6sQVIIIOCCKVwCoI602Prg/dNMD/2Q== Could you please provide the caption for the input image? Lots of cars fanned out in the parking lot . Lots of cars are fanned out in the parking lot . Many cars fanned out with some empty parking spaces in the parking lot . It is a parking lot with many cars fanned out and some parking spots are free . Many cars fanned out with some free parking spots in the parking lot . +1593.tiff 152_1593 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked densely in the parking lot . Many cars densely arranged in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1594.tiff 153_1594 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked densely in the parking lot . Many cars densely arranged in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1596.tiff 154_1596 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 Could you please provide the caption for the input image? Lots of cars parked neatly in the parking lot . Lots of cars parked in lines in the parking lot . Many cars parked neatly with many empty parking spaces in the parking lot . It is a parking lot with many cars parked neatly and many parking spots are free . Many cars parked in lines with many free parking spots in the parking lot . +1595.tiff 155_1595 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked densely in the parking lot . Many cars densely arranged in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1597.tiff 156_1597 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 Could you please provide the caption for the input image? Lots of cars parked neatly in the parking lot . Lots of cars parked in lines in the parking lot . Many cars parked neatly with many empty parking spaces in the parking lot . It is a parking lot with many cars parked neatly and many parking spots are free . Many cars parked in lines with many free parking spots in the parking lot . +1598.tiff 157_1598 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked neatly with a few parking spots are free in the parking lot . Many cars arranged neatly a few parking spots are free in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1600.tiff 158_1600 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked neatly with a few parking spots are free in the parking lot . Many cars arranged neatly a few parking spots are free in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1599.tiff 159_1599 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 Could you please provide the caption for the input image? Lots of cars parked in lines in the parking lot . Lots of cars parked neatly with a few parking spots are free in the parking lot . Many cars arranged neatly a few parking spots are free in the parking lot . It is a parking lot with many cars densely arranged . Many cars densely arranged in the parking lot . +1691.tiff 160_1691 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 Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1692.tiff 161_1692 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 Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1695.tiff 162_1695 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 Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1693.tiff 163_1693 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 Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1697.tiff 164_1697 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 Could you please provide the caption for the input image? It is a river with dense forest on both banks of the river and some boats moored to the bank . A river with dense forest on both banks of the river and some boats moored to the bank . Green plants flourish on both banks of the river and some boats moored to the bank . Lots of green plants flourish on both banks of the river and some boats moored to the bank . A river go through a dense forest and some boats moored to the bank . +1694.tiff 165_1694 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vlQDOcby+Gqd5BMNsBYNjhm7Y7VFDOpYqyhpUzu29KRA26GIFYBzITyHOcVPACUCrkE8YpWthOUeY4iX7oBxmrSmENleMDH0FA0iL7IiRZZgT79BUEU7BikTZC9+wpbu4WVlUDKg884B/wAar+ZngHFBoojpWIcsCOedx5P4VH5nbJPr6n60zAIJPJzTgBkYFMtKwjZHI5z2pp2sMNkg8YqZIxIN4DAqMFj0FXLDT55I3NkgSON/nuZEyvTPGeuemR0oAZYaddagWiilitYAPnlcbiAPftW3pcFpp9t5umi1ui7jNxJySO/09aos7NCIisUayEgmMsrZHXPPzVdgsIbQSDUbgBG5gEUYCsnHTuaQFmSfzg32WWJFlmjuQoIJYEhT9BUzAzW8iRRAEPkrnJDfeOPY81FDbW0d7+/aA20EWFhXhgOdoOO3tUGsXN7d3EdpbWgt1Rd8d2X+XcvQN7c0wJrq8n0HTVmvZFLyvm1tFTdwTjBx0/8Ar1UE+saq4ur3TxDbxS+UIJLkqW4Jx+lV006R7OS4u2ZQGWQhDuRk3BdmfvAk8jsM+1O1yWOykhit5ZoXidnn80hwxAwpz6nk4poVyaaVtOsRc5t2gdTweXVgeg9eves601aAXKiWZp1hUvbmTh1z1QHviqEgsoIoobhrqcyneEDZC5GQcfrTLy/R7kW+mxqIIek0oGScDOPx5p2Fc1Nb1nZNc2cLRzRuExKFwSOpGfX8aw7i6edFhe6AjtuYo05JP+9zmrckP9rX1qkrklYQJZZCFy3qemao3EaRPJFFIsiQNy3TJ9vWmS2Ryx+cwfzMNjJDDHPse9SQ3rRNujABVQDuGd3P/wBepYIp9Qt1MjnyI2xGmcDOelFzbmJpJY7Zl/ebB8+R+HqKBFeK6upWkM0KrEDuUhfujtmmAZbz4mby2xyvQ1qpLJOq7oDJCWwxA/Ss1hI04mVmhgQ7VRBuyc+lShlqWFbe5QIZMthiwPX2NNkvSkrpDEyouQR6+tQNJCZS6ljjhx3B9/SledTPISM7lwoHBzRY0uWUvbUx/MgjYMAcc/jTJLwm4dYYnmCnKdM/XNVhC0zjZERGBgk1fs9KuJJeQYoQedo60aEuZRGm3t6cvJsUkl8nkVuWVva2CGH7SitjIBPNQ72W6mzKyxhdipt/WoY7SDz/ADWAOevrUvUycmye8kkbrcBo/wC4nGPc1BBshTcNzDoozk097aNZXV32oTkL3xTjIEAWFSqr1Y8mgai2IQ6qJGXacnAA5psKxlWaMFd33j3zTg6/e3M7e/aopZAoB7egplqBLIdwVZGJCdhxUMsw24HT0HSmGY4yRn0ApBy2cUF2IY2d2LEAHPy7vSpGRlJO4cinKDglR17mhot67myMcg0wGr833/lz2q6kUYh3SSiIscR5GSx+lR29m92yiJwqsCN57Ed60oZbbT0V7JFuLsjEsjnr0yV/pSGQ6Xp8tzPIL6QxWcRBckYGc9Mdc1bvZlhJa3DCyibCR7vlOeN3v0/Wo4r+UtK0qlXlfDZbG3jHPuaitrmGGaaKeJleNMjceCp9BRYRoxmCC5eQxApKBICy7hkD9KrXmoyW1qlva2q3F8n7xjFFuREPbnvz2q5bSwQWFxGJ1uWCsjxxffAxlR+tUItYFhoEeoMI7Qu2xIVO6RwOCCKYmx9hqMkOrTyGORnKLtJjKg4/hYngfWomutUvQ19G0LW9zcYMRQyCPsdr4GVz6cZqZNdA0hI2jYll3SRLlCrZyAfWs2O8uUtBBLE09s5eVEiHzRA9QcHpTQrlvUL6OJpoLm5uZIoCcqG2jvtQqD0OevNZV3c3OtypCsEcSS7THHb9Cyg9Sec1mW9s93MVi3lQ3UjnFb7W406MPaW8qMDtDs2due+KYipBpiJtZ5fnwVdHbk8dAfalgngNo62dtFE8KEBnbO455OD3ptraSIyysHMm8kZbPPc4q85tYd6zWizTPID6AKPX3oEZkdrcXlwVl+aYKdkeM7sdQP51YgsrKK0+1ySPMycFEIwH7A1el1Py5YreBUgXYyiQDlSeSfrisxZVRwirvBRgz7eoP8VADLvUGnjjt0Qwoj7pSOctUMrzu5kc7lzgH1P9K1oY7O2sDIk0Nw6gsVbgKo/mc4rNjvo3E7yw5kflSGI2tQIZZPcTMTDKEiRQuSuR+XrVpYZYAo+VQvcDg0ibI4xFEuFHJ5PX196ArrEsSNzzkt2qSJSbCSG3j3yrFtlbmQoeGpLdImVpVi8zGQw/rU9tbAoELFt3qeefemW6yW08lurgN7jpSZSuSpdSRqAkKqvQsRzUxu5pAEmu5EB/gQDpTlcRxMWImOeQOBULSbwWBVD0+X0pFJNgIwpxD8oPJeU0rFVBWIlnI3CQ9PwqvtQRgAFmHUk0jPhgpYHHQCgpQHRgI7PzJIermhpVXlj+FMMnOM9R0FQEBztyTjsKZRMZQyHsO1RbNxy+QO1O3FegAFNJ3NnrjtTGOI4BUio2y0mMkHt71IgLtkgg9hT2QIys2A5+6Cf50CJYbR5xhT8x+7k9TTIUhMbvd+ckUb7RsH3j3pgvDHImXG4cnjjPaie5DsY4VKoDvweBu7/nRYCeUzn93E+6BPup3Wp0jjlcQPHGpUDYoGScnP4fnVVg86F5ZEBKYxH/AJ4q0GuZvJCmVlIA25G5R9aLCuXUSFbpiSryOcCPacj0IqOPSYZPLF64ldx8zCXDRg9ePaqs8qwXsVrGrpHyztnO89OoORRbiC0VpdPhn8xRuZdmA4JxjJ607CNbTxa2T3UWnWqwyKgLSk8lV4JrniltNd+W6NLcB2kJfgAZyTW5d3qwxJKt3Ez9CoxuKtgkD/PaoGkhhlKSyunlOwAdQQE6EA9Tk/yoEUb/AFRby3nht4PJBKss5UknH8+KIbBLOJ/O3tJIqyRqr7Q2exwe9WI7yS4WW4h1BoLYEq0YhyOnqen/ANeomSSa4AtoDJtXc8vHIPTI9aAIYPPhUPEIRIzbmVScD0FS28okufszuWdxnDdM+2aleBLKzVp8MycEk889zVY39pOY2jtZ7mVFMcYTgA/XvQIuQ+Tb3GXaLzA2FZoy2G78DtVi4hs4rS81ELG88nMXVQGH8S5H6VDbtBpVqmo3TvDPtw0cZEgcemD0NZ93cy6hLDBCnmopErqcLyTz6fpRYCjIZrt8PK7ysd8mFO0kelNRWNzErz+UvQO38APr+YrpoL+KSRYQY5HUEpCw+RfceprAnnSG+ecSRu0vJyOh9MdPSnqA+zshLEXRJLhi2whVxxnjH86gu7aNJVSLJIXDHOQSDjg9+1bcl28YguN2xy52hBhfu8fqayYtSQgJImXDE8ngEnPFGoi8kDmTCp16ZFSB0Y7GkU4PJjXOMVUkZ5XZmmY57ZxxTNyouyPge1QUoFj7ZMGIigVR0VmOT9apRpLazFlYyBjk55IqQE4+ZjTslcYH60FpJCrK27I6Hk570gwCT19uwpZpVkYE8YHAFRl1K4I6/pQMduVj8zfgKjkIkbggAVGy/vOnAH504nHYc07CBV2jGfmPUmgBRn5jz6U5Rx15NKOpCjJFAAAByOp7ZpkjkAjA6Z4NOjgMrkng+1OYJA4JJweNvegBEZ1QOXVAQcHPOaos+87sls+tOncO21FIU/eBHakLBV4XjtVCJbdgJFbIJb5cHsa0UUYVHKlmPzMBu/T8az4BjJkAwynB9DVqFSVTYfLz3HUmgLlq2jVAihARvw+7IOB/Lipg8c8pt7eLcoRnTrlMe5PJqMWkk6FJZmIx1TjnsaVb11dkgMTXMTkvkbQAPX2pCuVbNIjqRndvKVEwUdSxznn6U7UJXm1CC3s523OPLkRQcKM5yf8APahre1tg13cs8s8zf6tHxwT+oqV7yCzSWW3wJmwpz1PamIQRWUcqRKsjzhcszLw46HFNukjl/eXTQxPjCnPv2Ht/WobaB3kSRg6RuxDOMDjuMnsalvJ7O03fZ1S5nk+WNRgrGPr3/GgB+pk6ZpqJbjb5py2PmEjf4dKZ9va2tYRCGSV12sG4z3/nmq6yT3hjFzOdpYybVX5EPbFCxWq7biZ5GIIX5jkE56/gKBFSGzv9Yv47WASSSScFzwoA55PtXSX8sPh2OOK3SJ55MHJTdtboT9c01ddt7WMpcb1IQlFhXhh2z6VzkX2q+aRsnkkj5uF5zgUAWLm5uLi5KzN56/eweoH1ogRRGrRpIvmDIYkcY9PapoCy2rwosbLGMy7+G+mf6Us6i8ljXzEiVVAAXoaBGdMweQLHlmJwGPFdHpvgsyxPcXs37sLlBGMDPuTWNDYRpvF3IAFYBRyDuz0rU8Q3VxZx2yQzLHFKnyxRtnj/AGvegZna3c28sqw2zBgjHd/s47A1nRNFFn7RMY42HVVyc9qYq8nPf1pRE0hUqvKnIyOKYJGlneMrkgd+1OUBRz061GDlSOm04AFIJXXIC8f7VQaljcpG7oM1FIcOGXt1HrUZy33m6eh6UdBgHj3pgEheYjcAqegpBtJyowKcoOMd+9NwcZLAUAOU/iacuCaaAOxOPeplA6dPQCkAza4OSyhe30oNzFEOMs3cDoaZNcRxkqpLSHjPZapnPc8nvTETPPIWJzgEduwqHeNw+Y4HTPPNIdzdOAKcYvl5b35piuAAxkkA96kEkTlVyOBT0jj2gfeNSRpDkBkGAcYoFcI2g8wIJU596tGSKPbGroSTkZfFVfNSNNwjTcWI2DpTt7Oq70VQi4+UfpRYRcNwzr+4faT97PGKRlXY+XR5pMbu+fXJqkWWJWaMHd7jOaFk8tSJBtfqdv8AFn2pgWoYIpb1WXISEbnkkPH/AAGmG7dJ/NSOJ8McBxw1UJ5y6kbTkn8xT7lol8lYVDfJuPPCn/61Ai5eXpNsIWUKeSyjoAenSotNtrMqTOynb8y+hIqt5JdgpbO4Zyei1JOkZiIgCjaoLFRzQBLdX9zdwyxj93b/AMKrwKhjlgt4gjqZgRuUZwAadDJGtuqzgMAclc8ke3vTDOHjbZZpsUcE9V96BEBOcNIXJxgZPQVc06MykxxSsj4y3Ydao4LAnrTlinlTEC/vXYBcGgZqSXMUcpiAjj3EGRh1fFUoZHWRJbcgtjABGcMTU0+lvYopnmSS8bkITyv1qg0jGR3X5N55A9aANC71Fo7ZlhYl2ZGy652sDyc/UdKyneWWeS4mJMkjFmJHGfalfg5Lcck5p0EscsGGk3c8AdaY0SxxMRufj0qVSScAfL61Vnv4oJBHNICSM/KOgqSC/t5FKxPn1AHNSUWdy9FyT3Ap56UhB7Nt45wKXGBgnikMB6cY9KMYwOuaXgHGOKVRg8/KP50DGsR92lRO4GBQAjE/Nx2460u5kGCQi9MmgB6r8+NuB6mmzzJDwvzSfoKha42DbG2Tn7zD+VVmfPJ6560CAsxbLck0iqX449eaaW96crDBHFMkUMU+UDqamU8BgRx1BqHPBJweeKQyFgfXoBTETrJgkA5pN8jSbRgAcgkdKhUBcHpg5pA2c/M2TQIlIaSTG/kdT0qcPlWOAAPSq27bjB57r605zuULnCk5pgPFx5RJHzORkFj0qCJJp5iRl5D6mp08pm5Ck4wM095kWJhEgz3PpQK49LKSOVCCvmL1BOQD3qOQx/aH8s7Uj4IAwScmq/mzyIWVn55YiiJP3WRnfnnHcUgBJdmWAO5hjnoKaqu2SinB6haUbBIQqllJwu6rkli9soYzqAeQgPI+tAFaOFPM2TsYzz1/h+tJuxvjDEr22dDSybBM2HMo6lvWpIzNAzSRIFI6Bjz9aAHxWEkzqtqwlBQOxB+57VWmO2ZghK49D3rQkujYxSRQlQ86hmkU5NZQ46mgY4sXIMrljjGTyaQZJwBTcNISADjvU6YXtzQOxDJCJI/mBcdwDihmeK2WOGOKNpPlUoMhfq1Vr+6eJ1htxuuG7D0qxaWqNapE5n2q2ZEYkjd6CgG7DE061FzIb5yXYhQic81dk0aGOMrp7mKXjcxOaislistVe5vY3kc4WH5OFq+2is0vmRXUkJfhlzwfwpNmblqINox3owzDDEADrgUiEZbuR0B9acHO4cDnjrSNyPcoOASQfTrTiGyo6n0WkkEMS7WcF+uBzimNcRvFhYQB6k9aBk/ltHGzkpGPz4qtPIrybhk9stULMWwMkgDikUnGCASD19KYrjm+bpk4qMkdOtBPufemkgAHr/SmSKTyMAYpemec0zOTxQT3FMQ4lTgY/GjIHy4pvU80vFAhc8jJ6U/dhQFHzZ5NM3dMUm4nvQIf3BOc+9NLfMcUmSPr60lAFgKqBTvAI5JFRkmQH5sD0PemKD160Yx6dKAF3YUrgVInmKhIX5P4mxwBUYXIJ549KuW0bNGUDYXGTmgCNokcAs2O+VHanjbGfJL53D73U/jRPNCIREBkjgZ7VTDlQcYye9IC5JbBC042pCvQFuTVGaZ5WxkkY49MU0I8zYUDA5Zz2FTR3toIMrIGCnByOTTKSI0RygYY544qYQYUEsCfSqtzrcEcnlxQDGPmI4zVb+3l+crAxPbHYUh2NZBt4yFrNn1V8SJbQMedokxRbaRd3cQmNziRxu2k9fatKzWRI/s5t1hVBgnOcn1zQS5Iq6XYyRATFBNMfmBfjBrQN1d/aVHykqPmIHDGp5rqO3UxK6kjHJHSqsl+uwC3jPzDHmN60jNu5almbg3DoHA3H0qxJfxSrGE3uxGOBgCseOCWU4ILD17mtOKJIgOxxnFJohob5QjQM7bVz361BNcBvkTIXHHHJqu8ru2+WQljTNwAx3PemddwYf3fxJpWZRjaT759aYTkUhx360xCkk9OnegsdpUHg80zcccf/rpKBXHZJpM0nTij3pk3FJOAOwo7YoooAUUE0c4oAB70xBQcCjHHNKCoHTPuaQCUoHT36UnWlBIxQAdDT4grdVLHPABxmmY3NgcnNSbxG+cjI5OB3oAsIitOCVEKgEnB60jXMKligIXHyknrVOacyYUsSoPGajWN35wcUDsOaQsxY96VFZ+eg96z76V1uPssQLSHBLKM7R9KvX9wdLjtA26ZpRjOMH8qBpE8reRZzAYCspJyKqWOkRTaULvc5KDJVRyajYzXschnHlWm7BY8EV0ejwi3sdqSKyfXgipbsTJ2M7TdHt4JFnkgaRXbID9FHvWzmxUG3gtoYXfnhQc+vXpUc18fNDwpuiXkgnG76VmPPdzF57gQw2x4x3x9anVkNXJHljmvNlopIjzvl7Z9FqKVLmW4jiWOSSMZO09j7mmQNDfI0Ec8scI4DKMBvYVp20a2NwsEIlwBl5JMnHtTbsLYrWmiSWkJkuVaZ3Jd2B4HsBU1xe6fBhIAs0rEDGOF/wAKvzanLJAY4V2JnmQjjFQWcUMUTeVGrSMc72GefX3qUyb9yn9qjVZHEUgxwNwxUNpp88ztO0zh2G5uOAOwFWb+1894g9y4w4LHA+b2+lXxHFFuKpu3dTuqrhc5wt+dITxzSd+tB9e9UdNxc+lNx9aX3pKYhQBjBooopiClo6UlIQtFJ1opgLiikpTSAPxoFFJnApgLnBoJweTUZYk4UE0GNsjzGEak9+p+lIdh5kJBAAphY08xsGwBxT0hyeeQOpoHYjRM8txU/mGNDkgKB1NMllghG95Aqj1PSs+G2l12aRy0kdmvC9t9A3ZFnRbiOfWLmVAOAMs3Gcdq2ZYILi5jup0HmoPlJ7CksoLS1xFHbZCpl3boB71YsxHdyOZg4ViQhUYXAqGzFy1uZkmp2lxftZhvNXP8KcEe9WY4y48i0h2I2QT2AqyLCytJztkVPMHLEdPrVaWScyNDaMpQjAPp6mjcLpkr3UKTLAitJj5c7evqagnWO6uoovKcKOW44+lW7a0FsmMlj1JPUmpYpGWYYIGf0pEtk720ENumP3JJ4GBkfQVE4hXEcI37hhmfk/lUTtulSV23MoO00xn2LuUsQDkAD+lKwtTQjgzbIJFVCy8jHT6DtUHzgnEmMehqbzi9vtdiehJxVNwobihIQS3BdflhJfoDnFNhUov75+OpodiqbpFK9hx1qJZWnYqqOP8AfFVYZk5z1pKKWtDcSil47UUAFH40UUCCiiikAUdqO1FMAzRmkpCcDJ6UALuFRu2eBTXcBC54UDOTTYb6zQK7yHce2OlBSRpW9uBCoCYYnliacwhS4jYqrOuQATzWXLqMkt0qWcfnuRkgH7oFR22k3V/cPJdSG22vx6mpHdI03CCTcARjsTVKC2fUtWlRpZIoYRjI4yTVi5L2d15SRSzRqmTKBxU+jTNDbS3V2u1ZG3A9/YAUClLTQbbeFIpCDJM1ww5zI2F/Kr4l0/TZVsIg9xORnyoRwB6k9hVKSfU9WvDaWZa2VYvMlIA3KO2fyq/pVlZaRZSToGuLiUbcscFz2zmpbMm31HJKDHcMXWCMkDnB3Vb8xIIQyumCuTtHWsy4spoA01wSdzBim35UGOgojPnyO5QoCeF9qm1yWI8cl7KzyyFVxgKOlLb2qxsWHBPoasbegORnoMVKkbqpwnSqC4xnZkYcgDoPWliA27mA+Uc00YUM4GQOxPenxu0nVRgdRnrQJiAME2og68EngUmwq3mSuCAOp4A9hTZZZOkUR3Z6ntSooNyj3hzHkAAcbfc0DSuL9oAxtHXkZHSkNwVBPlliP4hxUt6LeKchfm3fdA5qMoREAccihA9Aj81owXdmH3tvbNSIQ0ZyMVDbM+8jnA5IHapoCLlRNGpGSevtQJmBxRR2oxWhsFFFFAC0lFFABRSUZ5oAWkoyKbyaAsGaDGWxuIC+9SRoOp61YRQsqlkV8dm6UrlpFSa0+0Whled0VpQiKo7eta0Wh6dLYRxyWykIc7ieW+tZ0ckU92lxKcRrkBeeOcVtw3IGCkeFXoD3qZNkS0Kkei2NjcNcwx+USuAB6+wp4kDqhkwGA5Q9RU08hfmXGCcY7/SqjpBHO2FzIecZ5qVdkX7liC/tzM8bhvKUcnGAKqPOiRo8MQMjHEaH1PQAVFLPJM/2e1tWkcqxZsfKvpV6y0ll8ie+d1aEltpPAYjA5703oK5NoFpLYzXNzdiNri5bqeqAdABU93JaxsisvKHKAd29aW4KQNbyEANH93JzVDy7dmaaZjlckAd6hK7uDd9xLmaa5YGVy+cgKeABUkMe4Hbmo45ZLl9+wwxYwoPU+5qCRnkYQIzKgO4gdWP1rRE2NDY0WC57cH3pxZ5ASg4xzVa1WRDJ50pkUcAEdKUr+9yrnYeq5oERRqJJAoRvLPUk1ZKNHKPLwFI55p5hBTuM/wB2q8oSBlQZdv7uaA3ElvFAxC4aXJBPULUaoxZd4OT1LdzV2GIMm7aA3oBT5mV4zuUAJzk+tK40yOJEjfc5+cjoaR5duGOHy2ML2zUSP56bhuRRwWYYp42K+2Eb265NA/UmkZEBJ4yPuj+KojLO6oAQF9AOBSFd7kMQcDkdqashBycInXOe30oC5jZ4oopCeK0NRc0HA71Ep6HOST3pJJRuoGSbsc0o3FtuOcZxTFVjGXfgn7idz70AFjyD7570BYdmmnr0zT/KYAZHXvT0jC9aVxpDEXcanVMDp0pks9rbLmR1Qjtnk0v2xC4CYY7d3l55xSHYmChcE/iadsLbY8gMehPpVYGS5lgt5YJIEZt7YflhjIGRQdFkvL3zbm9MkSt8ijjigHJIs25tZIOZYmlUEKgPJYdKnWTYoOMADknvUFrpdnHKzQ2wLxkDeRjn60yRgbsvcMFAbCru4AHfFIzk7hc36KIpY4mlmdtkajqxq5aadeeXLPcSxic/cUDIQe/rVo+USk8KhpfuowH3cjrV20tw8KRKGRG5LE9R/jUOVjJyIYSIrdVijaSU/efGNx/wpcyc+cwG3JweRn61fmlS2bYIiQo61kXd3HJcIFU/Pxx1NStSURJFvclwckbgW5pxEZbaFz75pzEk/OT6ACmsQwIVSp68Vohj5DHHngkVBHNE7cRPHj+IjGRUkKqjbnJcjn5+1Sqkb/611WM8ZY8UwGs6yMqpHlR3prxbpSEP1OKjWSQt+6wqDjI71KkKSRFTO+T15pARmZmXy4x8x4PP9aI7eJJAdhDjuOSacJLW1HlmTaQMnmoy7XUh8kSiJeS/TNBVi087IyxIgDsM4znAqNWkiJaYglugA4FR+e6OIYgFHfPJP1NSIgDgs3I5OaQh7MZIWkYjj7u7jNRCJduN+SeeOlSSiOZMy5IH3cDihmfBRY/kA4PagCJpI0XaCC4HAUZpjb58glSBgACm4SPbtwGPUCpYg2/AJXPbFMDDPTimMc0rNikSNnGccVobkbYIoy2Q689qmaD5QSRn8hVb7ZZwSMiqSR97aMigdjTtwkqkldr4+b2piD97vyBjpVaO6iPmOsyrgfNzj8KkjkMn+rQn1JqbFEs7qi7nJJHRQOTQUmEIaSPa7/cXOfxNVvJu57gOz+XFgrjuaux2yLL5w8xjtCgE8AUEuQ+1tbMhXeETbASZZB1PfA9qkjhs9z3ESZLnJbbkmpCZDPGSQQFwqgd+9Bure1hEkjdeiqvJ/Ck2Ztkkm1LXzZCsagcO/FU01G2WFfJ3uB32kfzp8FouoXCXt6XdVP7mLkAcdPc1an02a6gItlxJwp3DAXnmpuTdFOSLW9RSN4kjs4CAeTl/8Ku2eiQIrFyZZcEMz89etaC20OApuHcqAGOe4GKJ5DDCUt1AJHLMeaVyXJ7EOYLNhFB1J+6BkU+4nkmdfLiJVB/exg+1QRoY8MgwP1pR5h3MDjjH0FKwhYJ5Qkhlb5gNoGc8e9VtpLl1POetTrH5gwRjv161JsjVSTgn2qkhXIN7H7nJ75pd21csVBxnFOG1W3E/Qdqi8pfM3FRtzkkmqGKVaZAqEhs56daXYEj2S5cA0/e4YlcFSOBUanj0P931pABUpjYpH1PFIspaQoECnvg80nyuAWdiD2xjFIgfJaIAZ4WgCYqkEY3RrKxPCgcmoFNw7ETZxn7qDgf40uHi+YuWkYYPsKVJnWNgqjPq1AyMgKcKrAZAyalZVlIJfjI59KcGc4QpuGOaEhCnCkZHJAP6UMB/AA3uAB0NBlD4UMQOo96ZyEIlh69c84pSy7lAGSBgKRgYpBYaFjRjkhm7j0qTcoD5cE/7NIYBJGSWTIPrj8agaPLZiQYPQ5x+NAH/2Q== Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1698.tiff 166_1698 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 Could you please provide the caption for the input image? It is a river with dense forest on both banks of the river and some boats moored to the bank . A river with dense forest on both banks of the river and some boats moored to the bank . Green plants flourish on both banks of the river and some boats moored to the bank . Lots of green plants flourish on both banks of the river and some boats moored to the bank . A river go through a dense forest and some boats moored to the bank . +1696.tiff 167_1696 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 Could you please provide the caption for the input image? It is a river with many trees on both banks of the river . A river with lots of plants on both banks of the river . Green plants flourish on both banks of the river . Lots of green plants flourish on both banks of the river . A river go through a dense forest . +1792.tiff 168_1792 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1700.tiff 169_1700 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 Could you please provide the caption for the input image? It is a very wide river with dense forest on both banks of the river . A wide river with dense forest on both banks of the river . Green plants flourish on both banks of the wide river . Lots of green plants flourish on both banks of the wide river . A very wide river go through a dense forest . +1793.tiff 170_1793 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1791.tiff 171_1791 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1795.tiff 172_1795 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1794.tiff 173_1794 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1699.tiff 174_1699 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 Could you please provide the caption for the input image? It is a very wide river with dense forest on both banks of the river . A wide river with dense forest on both banks of the river . Green plants flourish on both banks of the wide river . Lots of green plants flourish on both banks of the wide river . A very wide river go through a dense forest . +1797.tiff 175_1797 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1796.tiff 176_1796 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1799.tiff 177_1799 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1798.tiff 178_1798 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1800.tiff 179_1800 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 Could you please provide the caption for the input image? It is a straight runway with some mark lines on it . A straight runway with some mark lines on it . There are some mark lines on the straight runway . It is a straight runway with some white mark lines on it . A straight runway with some white mark lines on it . +1891.tiff 180_1891 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 Could you please provide the caption for the input image? A house with is surrounded by bushes and snds in the sparse residential area . This is a sparse residential area with a house surrounded by bushes and sands . A house with white roofs has a swimming pool in the middle is in the sparse residential area . A house with bushes surrounded is in the sparse residential area . A house with bushes and snads surrounded has a swimming pool in the middle . +1894.tiff 181_1894 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 Could you please provide the caption for the input image? A house with is surrounded by bushes and sands in the sparse residential area . This is a sparse residential area with a house surrounded by bushes and sands . A house with orange roofs has a swimming pool in the middle is in the sparse residential area . A house with bushes surrounded is in the sparse residential area . A house with bushes and snads surrounded has a swimming pool in the middle . +1892.tiff 182_1892 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 Could you please provide the caption for the input image? A house with is surrounded by bushes and sands in the sparse residential area . This is a sparse residential area with a house surrounded by bushes and sands . A house with white roofs is in the sparse residential area . A house with bushes surrounded is in the sparse residential area . A house with bushes and sands surrounded . +1893.tiff 183_1893 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 Could you please provide the caption for the input image? A house with is surrounded by bushes and sands in the sparse residential area . This is a sparse residential area with a house surrounded by bushes and sands . A house with orange roofs has a swimming pool in the middle is in the sparse residential area . A house with bushes surrounded is in the sparse residential area . A house with bushes and snads surrounded has a swimming pool in the middle . +1897.tiff 184_1897 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 Could you please provide the caption for the input image? A house is surrounded by trees and lawn in the sparse residential area . This is a sparse residential area with a house surrounded by trees and lawn . A house is in the sparse residential area with a road beside . A house with plants surrounded is in the sparse residential area . A house with many plants surrounded and a road beside . +1899.tiff 185_1899 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 Could you please provide the caption for the input image? Some houses are surrounded by plants and lawn in the spase residential area . There are some houses surrounded by lawn and plants . Some houses are surrounded by lawn and plants in the spase residential area . Some houses are surrounded by lawn in the spase residential area . There are some houses surrounded by lawn and plants . +1895.tiff 186_1895 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 Could you please provide the caption for the input image? Two houses with red roofs are surrounded by bushes and sands in the sparse residential area . This is a sparse residential area with a house surrounded by bushes and sands . Two houses with red roofs are in the sparse residential area . Two houses with bushes surrounded are in the sparse residential area . Two houses with bushes and sands surrounded . +1898.tiff 187_1898 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 Could you please provide the caption for the input image? A small house is surrounded by losts of plants in the sparse residential area . This is a sparse residential area with a house surrounded by lush plants . A small house with with plants flourish is in the sparse residential area . A house with lush plants surrounded is in the sparse residential area . A small house with lush plants surrounded . +1896.tiff 188_1896 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 Could you please provide the caption for the input image? A house is surrounded by trees and lawn in the sparse residential area . This is a sparse residential area with a house surrounded by trees and lawn . A house is in the sparse residential area with a road beside . A house with plants surrounded is in the sparse residential area . A house with many plants surrounded and a road beside . +1991.tiff 189_1991 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 Could you please provide the caption for the input image? A big storage tank is on the ground with some buildings and cars beside . There is one big storage tank on the ground with some buildings and cars beside . A big storage tank is on the ground with some buildings and cars beside . There is a white storage tank on the ground with some buildings and cars beside . A big storage tank is on the ground with some buildings and cars beside . +1994.tiff 190_1994 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 Could you please provide the caption for the input image? A storage tank is on the ground with some houses and a road beside . There is one white storage tank on the ground with some houses and a road beside . A storage tank is on the ground with some houses and a road beside . There is a white storage tank on the ground with some houses and a road beside . A storage tank is on the ground with some houses and a road beside . +1900.tiff 191_1900 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 Could you please provide the caption for the input image? Some houses are surrounded by plants and lawn in the spase residential area . There are some houses surrounded by lawn and plants . Some houses are surrounded by lawn and plants in the spase residential area . Some houses are surrounded by lawn in the spase residential area . There are some houses surrounded by lawn and plants . +1993.tiff 192_1993 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 Could you please provide the caption for the input image? A storage tank is on the ground with some buildings and plants beside . There is one white storage tank on the ground with some buildings and plants beside . A storage tank is on the ground with some buildings and plants beside . There is a white storage tank on the ground with some buildings and plants beside . A storage tank is on the ground with some buildings and plants beside . +1992.tiff 193_1992 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 Could you please provide the caption for the input image? Four storage tanks are connected to each other . There are four same storage tanks connected to each other . Four same storage tanks are connected to each other on the ground . There are four same storage tanks arranged neatly on the ground . Four same storage tanks are arranged neatly on the ground . +1997.tiff 194_1997 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 Could you please provide the caption for the input image? Two black storage tanks are on the ground . There are two black storage tanks on the ground with a road beside . Two black storage tanks are on the ground with a road beside . There are two black storage tanks on the ground with a road and some plants beside . Two black storage tanks are on the ground with some plants beside . +1996.tiff 195_1996 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 Could you please provide the caption for the input image? A black storage tank is on the ground . There is one black storage tank on the ground with some houses beside . A black storage tank is on the ground and some houses beside . There is a black storage tank on the ground . A black storage tank is on the ground and some houses and plants beside . +1998.tiff 196_1998 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 Could you please provide the caption for the input image? Two black storage tanks are on the ground . There are two black storage tanks on the ground with a road beside . Two black storage tanks are on the ground with a road beside . There are two black storage tanks on the ground with a road and some plants beside . Two black storage tanks are on the ground with some plants beside . +1995.tiff 197_1995 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 Could you please provide the caption for the input image? Two storage tanks are connected to each other . There are two storage tanks on the ground with some buildings and roads beside . Two storage tanks are connected to each other with some buildings and roads beside . There are two storage tanks connected to each other with some roads beside . Two storage tanks are connected to each other with some buildings and roads beside . +1999.tiff 198_1999 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 Could you please provide the caption for the input image? Two atrovirens storage tanks are on the ground . There are two black storage tanks on the ground with some plants beside . Two atrovirens storage tanks are on the ground with some plants beside . There are two atrovirens storage tanks on the ground with some plants beside . Two atrovirens storage tanks are on the ground with some plants beside . +2000.tiff 199_2000 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 Could you please provide the caption for the input image? An atrovirens storage tank is on the ground . There is one atrovirens storage tank on the ground with some plants and a road beside . An atrovirens storage tank is on the ground with some plants beside . There is an atrovirens storage tank on the ground with a road beside . An atrovirensstorage tank is on the ground with a road beside . +2093.tiff 200_2093 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 Could you please provide the caption for the input image? Three tennis courts arranged neatly with some plants surrounded . Three tennis courts are surrounded by some trees and a road beside . There are three tennis courts surrounded by some plants with a road beside . There are three tennis courts surrounded by some trees with some cars parked beside . There are three tennis courts arranged neatly and surrounded by some plants . +2094.tiff 201_2094 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 Could you please provide the caption for the input image? Two tennis courts on the lawn with some plants beside . Two tennis courts are on the lawn and surrounded by some trees . There are two tennis courts on the lawn with some plants beside . There are two tennis courts on the lawn and surrounded by some trees . There are two tennis courts on the lawn and surrounded by some plants . +2091.tiff 202_2091 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 Could you please provide the caption for the input image? Two tennis courts arranged neatly with some plants surrounded . Two tennis courts are surrounded by some trees . There are two tennis courts surrounded by some trees . There are two tennis courts surrounded by some trees . There are two tennis courts arranged neatly and surrounded by some plants . +2092.tiff 203_2092 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 Could you please provide the caption for the input image? Three tennis courts arranged neatly with some plants surrounded . Three tennis courts are surrounded by some trees and a road beside . There are three tennis courts surrounded by some plants with a road beside . There are three tennis courts surrounded by some trees with some cars parked beside . There are three tennis courts arranged neatly and surrounded by some plants . +2095.tiff 204_2095 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 Could you please provide the caption for the input image? A small tennis court with some plants and a road beside . A tennis court is surrounded by some trees and a road beside . There is a small tennis court with a road beside . There is a tennis court surrounded by some trees and a road beside . There is a small tennis court and surrounded by some plants and a road beside . +2097.tiff 205_2097 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 Could you please provide the caption for the input image? A small tennis court with some plants and a road beside . A tennis court is surrounded by some trees and a road beside . There is a small tennis court with a road beside . There is a tennis court surrounded by some houses and a road beside . There is a small tennis court and surrounded by some houses and a road beside . +2098.tiff 206_2098 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 Could you please provide the caption for the input image? A small tennis court with some plants and a road beside . A tennis court is surrounded by some trees and some cars parked beside . There is a small tennis court with some cars beside . There is a tennis court surrounded by some trees and some cars parked beside . There is a small tennis court surrounded by some plants and a road beside . +2099.tiff 207_2099 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 Could you please provide the caption for the input image? Four tennis courts on the lawn with a road beside . Four tennis courts are on the lawn and a road beside . There are four tennis courts with a road and some cars beside . There are four tennis courts on the lawn and surrounded by some houses . There are four tennis courts with a road and some houses beside . +2100.tiff 208_2100 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 Could you please provide the caption for the input image? Four tennis courts on the lawn with a road beside . Four tennis courts are on the lawn and a road beside . There are four tennis courts with a road and some cars beside . There are four tennis courts on the lawn and surrounded by some houses . There are four tennis courts with a road and some houses beside . +2096.tiff 209_2096 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 Could you please provide the caption for the input image? Many tennis courts arranged in line with some plants beside . Many tennis courts are arranged in line and surrounded by lawn . There are many tennis courts arranged in line with lawn beside . There are many tennis courts arranged in line and surrounded by lawn . There are many tennis courts arranged in line with lawn beside .