image
unknown | input
stringclasses 22
values | output
stringlengths 14
301
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| Relay a brief, clear account of the picture shown.
| at millimeters long, this fairy - fly wasp may be one of the smallest insects in the world |
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" | Relay a brief, clear account of the picture shown.
| aerial shot following vulture in the sky as it passes road in the desert with lone car passing by |
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" | Give a short and clear explanation of the subsequent image.
| chalkboard emblem written on a blackboard |
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" 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Present a compact description of the photo's key features. | school girl at a school desk reading a book. |
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" 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Summarize the visual content of the image. | novelist attends a promotion for his new book |
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" 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Summarize the visual content of the image. | wild boar, piglets standing next to each other |
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0Tx/o+yWCB7iPDXFjcKH2MP4gD1XPQ/yrd8QaJa+IdEutLu0BinXAbHKN/Cw9wcGvlGRbvR9UliEskF3aytGXiYqyspIOCOR0oA+s10bSo/8AV6bZrj0gQf0rxrx9pgsfC2sM+o3hWPXNkdqzJ5XzKJN2AoOcMe9cjY/EnxfYACPXJ5FH8Nwqy/8AoQz+tUte8Xar4kgeLUGhxJOLhzEm3c4jEecZ/uj86APZfB/w8s28F2Nvqst3KlwFuprMTbYd5ww4UA5xt79q9JUBVAHQcCvGNG+N9vbWVtbX2iz/ALqNUaWCZW3YAGdpAx09a6nT/jB4Uv544WnubRpCFBuIsKCfVgSB9aAPQKKQEEZFLQAYoorP1mW5g0PUJrM4uUtpGhOM/OFJHH1oAra34n0fw5AJdVv4rbd9xGOXf/dUcn8q5O4+JVxdqTougztHt3C51FxbxkYJyF5ZhhT2HSvF9D8RXcWsSXNxaHVry82rvlJafdnI2Ng4JPBGOnHFewafo/iW/hJbSYdORkwn225V3UYIyQi88sTgkelAEd5/b+ql0v8AWmWJs5t9LX7Or/MV++cuRnb3HXpXnHja00KwtYLbT0tY7xZNzrAxdtpBPzNk+q4yc1683w/mvmc6lrlyI3OTDYIIF6g43Hc+MgdxXL+L/AOleGBp+tabpAu9OtSyalauxdpImGDJknOVyeR04PagD0nS/Dmn6O14LKJore7be9ruzCrdyqHhc9wOOK11UKoVQAAMADtTqKACuY+IV+dN8A6zOrYc25iU+74T/wBmrp688+LQlvtC03Q7Y/6TqmoRwqP9kZJP0HBoA8F0fRtR13Uo7DS7dprlhuChgoUD+Ik9AOOa9g0/QPHVpGi3+n2N5jh5re5Ec7pgDYxwFZcDGOM5POaseA9KUfEvxNeW8QSxsETTosdyoQfyTn616rQB5TdpqcSsbrw7qwkCkh4oElG9wFc/u36ADgYOc8jvWXfeNbG0Eou7XUoXLMyq9pJGE2oUjUbsjGGZvY9K9qxTWUMpBAIPY80AfOGv+NtNvNLubHTLa5QSgohkCgKmAo6HOdgYfVjnNd18HPB4sNNPiK8jH2q8XFsGHMcPr9W/kB61gz+F4NY+IPjbRJ4oxd3FsbixcryjfKw2+mcgH2zXqXgnWLbWvCljPboIzFGIJoe8MiAKyH6Y/LFAHR0UUUAFFFFAEbusaM7sFVRksTgAetfL+r2MvibxfNe2MZW01bVXgtXP8ZyNzAegBBP1r3TxsLnVbe38M6fM0VzqTf6RIvWG1X/WMfrwo9SfrWJ4c0O2v/GovLOIR6J4diOn2CjkST/8tX98EkZ7mgCYfBfwntAKXxPr9qPP6Vx3hD4e6D4gv71rhbsWhlnFqqzYIWOTYcnHJOQa9i1nXtL0C1S51W9itIXcRq8mcFvTisDwBY27aDDqEJISWe8eHHAaOScsD+SqR9aAOW8KfD3wrfXOvWN5YyTzadqLwKzTuCYyoZM4IGcEjPtXIfEb4ct4ZuUvtN+fSrmVYljZstC7dFJPVT2P4H1r07S9Z0XQfGniKxvr+C2vL6/hkhjlbBkDQoBj/gQYfWtD4k6W+r+AtVhiGZoovtEf+9Gd38gaAE+G+qy6p4Otkus/bbFmsrgN1DxnHPvjFddXnfgvzofE013DGzaZr+nxakHUHalwAqyDPbO4GvRKACmsAykEZB4INOo7UAfPGh6PJ4a8ZQ38YybLxD/Zsit08uRfkYe+Cf0r6GFcNqXgy6v5vEJSWKE3t7aXlrKcna0QTOQP90/nXcigBaaQGBBAIPGDTqKACiiigArCuNAW68X2euzS7hZ2rwwwFeFd2GXz67Rit2mswRSzEAAZJJ6UAc34M8PXHh7SriO9lilvbu7lup3jztLO3ABPPAArpqgt7mG6gjmgkWSKRQ6MpyGU9CPaoNU1K30jSrrUbs7YLaJpXPsB0+vagC9RUUMolhSQDAdQ2M+ozUtAHDeKdDu4fFmi+K9Kt2nuLdxbXkEeN0kD8bh6lck/T6Uad4c1PQfiHd32nor6Hqyl7pN4BgnHO4A9QTnp/e9hXc0UARuzLGxVdzAEhc4yfSqOmaimq6eJlWSKTJjlifh4XHDKfcH8+COCKjubnVLa7ZhYx3VkQMeTJiZeOcq2Aw+hB9jWHqmvWun3kd7Y/PfzMIprCXMLSgAne24fLsAJL9NoI5+WgDU0nUDbeEYLy9keR7e2/fOTlnZMhvqSR+Zq7phvF0mBtSkU3ZTfMQAoUnnb9BnGfbNcVJql9BawxTxQTQfbDcPawJIJHBcyCNSwALA8hSFL7cDk10UCr4osIry6kH9kSqJIrZW4mU9DKR2/2Bx656AAu3VmJra8vNKaCPULu2CR3Z+YYAOw8dQNxIx1qXRNJttD0e1021B8m3QKC3Vj1LH3JyT7mpbW8sZJDa2lxbu0SjMUTqSg6DgdBV2gCOSKOZCkiK6nqGGRTlUKoVQAAMADtTqKAIHtYJJlmeGNpV+65QFh9DT5I1ljZHAZWBUg9wakooAyvD2jReH9DtdKglkkhtgVRpMbtpJIHHpnH4Vq0UUAFFFFABRTC6hlUsAzZwCeTVPV9RTSNIu9RkjeRLaJpWRMbmAGcDNAF+imq25A2MZGcVFHPFKXEcqOY2KPtYHa3ofQ8jigCKw1Kz1OFprK5iuIkcxs8Tbl3DqM+1XKhiiighWKKNY41GFRFwAPQAdKmoAK43x//wAJDLoN1ZaNpUV7DdW0kUz/AGjZJHkY+VcfNxnvmuypjusaFnYKqjJJOABQB5l8JdQa68K310xkvdVim8qRZJAGCKo8tATwq4zgcDOa6DxD4hs1s47TU7W7s0lmTzfPtyyeWp3v8yblIwuOvevB9P8AF194c8U3+qaLKiwzXEmY3G6ORC5Kg/0I5rsNc+Ilt4xsLaxSz+y6lPi1QysDHC0jKGlD8dFBHOPvH0oA7fwJrF7rmsa9q0mrRy6P9o8iztwwAjVScNtwCuRjr15PpXZahf8A2awe4tzHIVIHXI5PtXHab8PrLw5PZ3FiktykMDRSozKvmFiCWOBk8jgZOOgrZuHtTpF4kFs1vIrp5kbdueKAOghuI5VUCRC5GSoYHFSB0ZioZSy9QD0rA1Cyt7Oztbm3jEcodfmXvkVb03H9s6n/ALy/1oAgvL3WYftMiDTFt4ydhMju7DtkYAB9smuR8S39zbXun6ndz294sdu++3iiKi33NGwdsFjsOzYSemc4IzW1fW91cWOpJayRRYuC0krruZBg8oOhb68Drg9Kqarplhp3hWKKzj2Xl8Vj84uS7Ej53J7kKG5+lAGPe6tYwaZbT3DW5iClUe3IMs5OG6gkM+RkbSfmwxKha2dDsbPTdNQa1pEbzszzTTxKLmNWdi5GBkqAWx93HHWk1DRtL0q+sjZafbw/bLcxybIwC+3acZ9wSPepbKGbTNcsrNNPnhtXc/Z5TztUDmJj7DJBPUcdRyAdLp8ujmISac9lsfgG3KAH24/lV5poUba0qK3oWANYek2FrLeX908CGY3GS4GCSOhOOpqubQWiym/09pwWJNwr84oA2brUVt723twEIkJ3MW+6KkvNRstPtPtV3dw29vkDzZZAq5PTk1lXlvaT6np5WMGKdefcAcVz3xDsbCTSWtL61lmtpY/JtIYXUMZgCwxuOBjBJJ7CgDqNJv7q51bVradF8iKSN7WRWBDxOg54/wBpXqzqOq2um2ktzM5KQjdJ5Y3si922jnA6nHavJ/BvinUdQs7Szs7eC0aCwNo8zCRx8g3KT0w338DPrXQeIZrPw94Hnu724Nzf3MW23QBULORjCgc7RnJJz0oA6Hw94pt/EOp3sVo6NBbMU3I24P0IZWHUEEfTpXRpNE7siSIzL94A5I+teKeAfDl9ZWdtq8eoXsZuIRP9lgbbHtyQC3rx/OvYdLito7FDbHcrclz1Y980AX6gkuIY5I43ljVpTtjVmALnGcAd+OanqhqOlWGr2/kX9rFOgO5Q45VvVT1U+4waAKfiDS5L6O3vLLaNSsJPOtWJwGOMNGT/AHXXKn04PaoNXuoNW8DajcxZEctjKdrDDKQpypHYgggj1FDR6locTSw3DajZRgs0VzIBMijrtk6Pj0fn/arimvbvW4r25inm0vRtRVZPsqMiySBxje7spEe8YOxAzHrxnkA9C1W/ksdLDW6LJdzFYbaM9Hkbpn2HJPsDS6LpkWjaalrG5kfJkmmb70sjHLu3uTk/p2rho9SuNJdNUlvZdVhsbaV1gndC4QECR45UADMo2gq6qwBPrz1v9k3GtKJNZmVrduRYW7Hycf7bcGT9F9jQBYtfDmm2d6t5AlyJ1zgvdyuORg/KzEfpWxWdpltf2kMkV7fC9w58qQxBHCY4DY4J68gD6Vo0AFcN4rgvdZuxpQj8xGyUslkISYf89LlxysQPSMcuf07mk2jOcc0AcfbaLpHhDwvc200dvdTSI88wlRAbuQDoE6YyQoUdAQK4i4+F+lzDSra5Wa31O/uJPPNuQERFQs5CEYChtoHswr164sbS6lhkubWGZ4G3xNJGGMbeqk9D9KqXOmzS61a6jFdmLyY2ikhaMMJFYg8HqpyBz7dKAPJLRdf8E+PdL8Mvq1zc6ZdlEhZjxsYkcDnaQe2cdOK9b/sWE2ksJllLSkM8jHLHFczquj3Oq+P47uOIlbH7EdzcALvmZ8evRP0rux0oApXdgt3bRwM7KEYMCMZ4qO40pZLlrmGeWCRhhjGfvVo0UAULbS4beCaJmeUTcyFz1qqnh6yWUvIZJSEaOPe3+rDEE7fc4HPtWzVWS8gguoLaWQLNPu8pT/GVGSB745x7H0oAzpfDltMLcPPcMLd2eP5hxuXbjp071ZttL8i4WZ7qeZlGFDtwB/WtHcM4zzS0AU7SyS0E+x3PmuXJOOM+lVDom5fLe+umh7oW61r0UAUbrS4LqGKP5o/K/wBWyHBWoNVawstHY6neRwW8ajNxOwGD65PetWvIPilpb63428PWMszJZEKspz9zfKEyB6ngZ96AOM1vxba2fi27vPCZkmW5RRM88WRJKpPzqvXoe45yarDwX4v8Q6bJrk1vdXMAj81PPuAWkXrhFHJHcDivbJdE07QNZ0d7C0tbSzlWWwlSNApPmAMhz1JymP8AgVT6La3Wg3j6UlnPPZzSGeO5TaI4dwy6nJyPnBIAB+/7UAYHwz1a1utI0+zuS8eqRWgVY5CNs8IPEkZ/iGODjkEEEV3drYxWkkjQswSQ5MeflB9q5+68KQx3wnsIlEEs/nTW4bYYpD1nhb+B/wC8Ojc9856eJWSNVZy7AAFiAC3vxQBLWJc6DJc3r3I1nVIA+P3MMqiNcDHAKk/rW3Wdqi6m9uq6VJaxTM4DyXCswROckKMbm6YBIFAGLrGk2kGmTpfa9qUccyNCN0+SxYYwFC5Y+w61zGgz3aQ2r+UY7zTjGk1vLE58uRYREwYKCyB4wjo2DzuU13NnpFtprte3M73N2FJkvLlgWA6nHQIvsoA9c1z8/hzTfFFvd67qdmXlniP2M7mjeOFQdhypBy2S3PqB2oA53xHcPOl4Nm/UNQiuFgtIomDyvJEsKhUYBtoALNIwUcDFdho+naNe2cdvHcXrzwIqzRSXk6SIQAPmQuCPyx6VR0rw/a6ToGnaxoliiXyW6TTBMl7tGUF0Ynkk9Vz0YDsTXQy2WmeIrKC7UbwyB7e6hYpIgI4KuOR9PzFAGxRRRQAUUUUAFFFIWCjJ6UALiioIbu3uMiGeKQrjIRw2PyqegAooooAM1h+JNJTVdPjdY99zZSrd2oyRmRM4HHYjI/GvNtP+IV7ovj1dM8UyeXFaQyWr3AbcpZnDrK2OxUKPb869INkutA3DavNNYSYMcVpII0K45y6fM35j6UAec3HiHT9B+LJ1c6lNc22qWK5tYFMskbnaERlHTOMgdRk+tepaRq9rrdl9qtDJsDtGySIUdHU4ZWB6EGvH/HOi6NoV7YPkeRBqcUoiDKQLdyTIoUdcOuSTk4Yc16NL4+8G6ZEIhrlgEQYWOA7wB6AIDQB1dFZWieINL8RWP2vS7xLmENsYqCCrehB5BrVoAK5vxD4a/teYXcUoW6RI0QP9zCzpLn1z8mPxrpKKAKk2n2lxdwXU1rDJcW+fJkdAWjz12ntVvFFGaACisqbxDosE4t5tWsY5SWXY1wgOV6jrwRWjHKkqK8bq6MMqynII+tAElFFFAGTrelyaxax2ZuPKtmlU3ShcmaIcmPOeAxwD7ZHert2rfYZ1RSW8tgqqOvHQVZooAyfDcc0XhfSYriN4p0s4VkjcYZWCAEH3zTtK0oaXLeiKdmtp5zPHAV4hLcuFPoWy2OxJrUooAqwXtvc3N1bxPuktmVJR/dYqGA/Ig/jVqvMR4gsfAvh668Qz/ar2TW7954oSygkchTnsNiqfxAr0HS75dT0q0v0jeNbmFJgjj5lDAHB/OgC7RRRQBFNIkELyyMFRFLMx7Ack18+y3viH4oeJWihLG05eK3MxSCGLdgM5UZYkjjufYCvoOSSOOMtKyqg6ljgfrXnug3nhrwa9+keqW900zjy4rIGeXaCxVSqA8/NQB5v4h8IX/ga6tbqSeOz80sIL/T5JAEkCkhXViSARkZB/PkV7Z4H1uXxF4O07U7jb9oljIl2jA3qSp4/CvHfHHiXU/HOvad4fi02SxiM6+RHcjEjs3AdvQYJ4HvXp3gr4fx+DpZJV1e8u2kTYYmOyEc5yE55465oA7amsoZSpJAIxwcGnUUAcafhj4SNjLanSgTLktO0jNNu/vBySc/5NeD+IvDOo+GvFEnh+OWWQyOv2coxUTq5wpxnGc8H3Br6qry7xNpb6t47W7eLJt72wsrY46YJuJT/3zgfnQB55L8LdZsBYy6vNb2iXVyICEbzXT5WYk446KeM8mu80D4Z+G7TVr7R9StXv5hClxb3MkjKHib5ThVOAysDz6Mtdz4otby8sbeCysluJTcRyCR5VRYCjBg5zyemMD1qXUtF+2PayW17Pp8tuDGJLZVyYjjKfMCMfKpzjjFAHm9lodx8N/GMh0xrm5sLqHzRAx3GeNP8AWIvrKgw6/wB5dw6167DMk8KTRncjqGU+oIyKp6jpVvqkMKT7w0EyTxOjYZHU5BB/MH1BIrRoAKK8k+L3ja80g2ui6TdvbXMg864lhbDqnRVB7ZOT9APWuf8ADGreIdU0pLm18X6iLyORlmimCSogyNhO7nac/eOBnigD3uvLfi3rOowRW2j6fceTFcQvNeOgPmLGGUKFII5ZjgAcseKmsvFni6ylWG8tNO1Vc4DwubWRh2OGyvQE9Rxz3FSy+KfDN3rFtqmsW99ptxbhRi7tyY8gMV+dNy8by3X0PagDzzTvhT4kvLc3Uml2sYYbvKvrpllf67Punr19eaoWGqa54G1WdrE3FtJaSAXumXDl0wcANxgMpyMNwQSvUGvbJPiX4OjUsdftGA/uFmP5AV4V4x8WDXvFmpajZRBbe4g+xpvGC0Yx8x9yRn249KYH0no+qQa1o9pqVsHENzGJEDrggH1FX6w/CeljRPCemacGDGGBQzK2QWPLEH0yTW5SAKKQkAEngCvMPiL44XRdR0EW04uLMytcXUdtMN0gTGxSR0Xccn1xQB6hRWB4XvdR1PQ4NU1ARo96omjt4vuwxkfKuerHHJPqeBW/QB876xr17rfirS9AutLt9TtNMm2paWsL27ygJypDnIwByO+PevddD1Wz1vRrbULHcLaVflVl2shBwVI7EEEY9q4T4ZeG9LvPDsms3yQahqGoyu9w8wEhT5jhcHoe575PsK9Es7K10+3W2s7eK3hXO2OJQqjJyeB7mgC1XjXj34ianpvi59Binew0+HYJ7i2QNcMGUMSpbgdR2z1r2WvD/iPogfx/c6kYxIsFtZXLRMPlkBnETA/higBNPtdH1hPPX7frEpUnzJo57gknpwy4B49O9b7W2slGj03wzcOucAyFLWPgseQTnHI4xXp6IsaBEUKqjAUDAAp9AHg/hqG9/wCFkR6tr8drbx6fcNYSCNvlglKHyy2f4W3EBuhPHHFe8VyGueFWn1s6tYxwy/aoxa6nZTcR3UHTOezr2Pcccda1tA0ebQ7I2TX895bo5+zeeMvFH2Qt/FjsTzjigDZooooAKzG0S1N5BdKGV4p3uMA5DSMhQk59jWnRQAUUUUAFQzzx20Ek8zhIo1Lu7HAVQMkmpqy9b0eDXtNfT7l3FtI6GVUOPMVWBKH2OMH2oA8Mu9Fn8ZeK9OvboTCfXrtpo4hwYbCP5Q59Nw6fT3r1Rvhl4XQK1lZy2MydJradg345JDfQg1o6R4faz8Q6prF08bzXOyC2SNSBBboPlQe5OSccdK6KgDz++8M67ZhjZmz1RF5CTfuJffnBRieMn5eOOM1zGo+KjpLiPWNL1nTpM48x4QysSwJO4Eg/Nk4Bx8iDnmvZ68++LEZm0XRoXGbaTV7dJh2Kkng0AeTNp0vj/wAXrbaFarFFsHmTGPaFXu746+g7kj349Wj+DXhX+zY7aSO7adR810JyHY/T7oHtirvgOzstKv8AxNplvAkM8Ops7Kox+6dQ0ePYAkAexrt6AMzQdFt/D2i22l2ss0kFupVGmfc2Mk9fxrToooAhmhjuYJIZkV4pFKOjDIYEYINeOfEX4YaLpPh261nRYpLZ7cq0kActGUJwcA8gjOete01xXxU1GGw+H2ppI6iS5QQRKTyzMRnH0GT+FAGb8NNdtfFXgtNHupG+1WKCCVElZHKD7jgqQRwAMg9RWl4js9X0PRLm60rWr6RgAiW08a3JZmIUBWOHzkjufoa+b7S8u9Ouo7yzuJbadG+SWNipB9Af6V6DB8X9SlsIINVtEuZ7Z/OjmT5fMdVOwOvTG4qxI/u9KAEu/BXivwFp48SaXqiiJY0kn8olWUHHDIchwCf/AK1ekfDTxvc+MNPvFvoIo7uzZFd4shZAwODg9Dwc10niC5th4R1O6dVmthYyyFSMh12E1wfwd0r+yZdXgbO821jI+T/E8Rc/+hUAeq1z2seFbbWrm7muJpUNzax2pCAZUJIZAQT3yf0roaKACiiigAooooAKKKM0AFFFZ1/q1pptzY29yzCS+n8iAKhOX2lucdOAeaANGiijNABRRRQAUUUUAFY3iXQ4/EWiS6c8piZmSSOYLuMbowZWx35FbNFAHOw+Hmt/G8+vw3ACXVmtvcQFfvOrZRwfpkV0VFFABRRRQBnapqR06BNlvLc3ErbIYIxy7Yzyeij1Y8CvLtU8P6h4l1prWe5S/wBYzturhRmz0eM8lIwfvykdzz3OOK9Zu4TcW0kQllhLqV8yIgMue4J6GodO0y00qxjtLGFYYUzhQMkk9SSeSSeSTyaAM6PQdD0Xwt/Zz2UD6ZaQszpMgfIAyzNnqTySa8mj+Henap4e1PxDctJpAWL7VHbxAGOJCm8IQeSdpTPPUmvV9b0K+1i4WMavJDpkqCO6svIVvNXOSFfgruHynrwT0ql44W2h0GO3nhkGnXN5Et80MTPtiB3MSFBODsVc+9AGv4l02fWfDWo6ZbSJHLd27Qq75wNwxzj2zUmm6JaaZd3VzbhhLcrEsmTxiNNi4HbitSigAoqLzYvM8veu/wDu559elS5oAKKKKACiiigAqnqVtNeabc21vdSWs0sbIk8eN0bEcMM+lVNcvdVsbeKfS9MXUNr/AL+ETCOTZjqmeC2ccEik0jxBp+tq620rpcRf661nQxzRH/aQ8j69PQ0AQeFdVuNR0swaioTVLJ/s16g/56KPvD/ZYYYH3qDxRCJNX8Luf4NU/wDaEtJryHRr9fEdurGNEEWooozvgzkSY7mMkn/dLD0rP8XeJ9FsrzQxPq1ojJfpM6mYZWMxuNxA6D5hz70AdozrGhd2CqoySTgAVy/hd73Vry98QzzzLZ3eI7C1JIVYFJxKV/vOcn/dxSarqFt4ke00TTbqOe3vU868ngkDKtsDgrkd3PyfTd6VvXd7Y6TZGe6nhtbaIAFnIVV9AP6AUAXqK5SLVNf1u/gbS7JLHSlkDSXV+hEtwmeRHFwVBH8TYPtXV0AFFFFABRRRQAUVBcXENpbyXFxIsUMSl3djgKoGSTXmp+IsuofEFNG0WaC7tbmOOO3nRsxIxy8jtjliAAAAQPXrQB6jTdy7iuRuAyRnnFRpMjs0YkVnT7yhgSPqO1cHrHiWLwndalrky3V6b+8isLa1QgY8tSDg/wC8X+pxQB6FRTUJZQSCM9j2p1ABRiiigArz74gXHi64nj07w9aXcdp5Rkuby32+Yx7RpkjB6c+/tXoNJgelAHhJ+D/iCW1F8s9tHdldxga5kMucdDL03dumK9P8Ef24mhC215ZWuoX2rNLt3SIQCucdxkqfpnJzXUUUAUNS1BtPgEi2N3eMTxHaxhm/UgD86oaNrl9qdxNFd6BqGmKg3RyXJjKyD0+Vjg+1b2KMCgAoorD1Ndda+RdOkgW1KgOzgFlJO0kZ64B3fVMd6ANysrVNEsNW8prmA+fF/qriJiksR/2XXkfyrL2+LWU5ltEOQFOARg5BJ/3dob33kdqW4j8Q3MMUZYRM8f70xuo2PuVvlPU4GVxxnGTnOKAMfWbTxg14mi2t9I+lyRNLNqYgX7QiDI8kc7Wc9m2jrVW18LvolnDHZaY9pE4/1VraRXU/QfNNLIcE/wCyo47E10Aj8TPPFHJIFiSYF5ImjBePKADBHXAcn6jFFrD4oQwRS3CeWEiWR2CM5O4eYc+uN2OMYx3oAyH8OX1lJdXWk2i2Wqi3M0V1Zp5cF2y/8sp4ScBjnqPUkEYxW3o2ieatrqus+ddaqyB8XAG21YjJWNB8qY6Z5J9TTRF4jDeY0jHCsu1DGMjzAdwBGA2zIHJHHPWkjh8SG5tJpjGTG7CdY3UIyHbjYPXjnd747UAdTiiucnbxEzO0IVWMjFQxjKgcbB64xnd3zjHFTafHrqM4u543DR/IWVcK/HZcZHLfkKANzNGa5u8s7+e91Blt7gRNGEj23A/eHg7sbuNvZeM/Nk8iqJ0vxAPP/wBIkHmRIjMkwJwNmdmSPm4fk4xngnPAB2WaM1yl3YavNFesFlSV7MJiC62hpvlIKkn5R1BzjjpnJpLqx1lrrUZlikljnAEUX2naF5XB4YdBuJGR6AnOQAdWcMMEZB7GvK/iD4RvrfWtH13wlpCm9glZphboqg4wVLDIzn5gfY13mm291BqVy0xuXheCAI80obLqCGwoPHUZ9TmtrFAHOQ29trunfbb/AEKa1vQvzRygLMrAdFkQ5I9CD+VecHwp40XxLaNbtObXTkE8b3DiSN52UltqSP1y2CcjoSOa9pwPSjA9KAK1m9xJZQPdxLFctGpljVtwR8cgHuAc81aoooAKKKKAP//Z" 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Summarize the visual content of the image. | vector illustration of a set of seamless pattern with petroglyphs |
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" | Provide a brief description of the given image.
| australian rules football team and players run through the banner commemorating person |
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| Give a short and clear explanation of the subsequent image.
| isolated hexagon with a toy crank vector art illustration |
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" 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Give a short and clear explanation of the subsequent image. | matte black... wonder if i should do this to my truck |
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" | Give a short and clear explanation of the subsequent image.
| out of time street art, which has now been painted over. |
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" | Relay a brief, clear account of the picture shown.
| cute couple: radio personality joined person at the event, wearing similar sparkles |
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" | Offer a succinct explanation of the picture presented.
| football player during the warm - up before second round tie |
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xsGkg2kEqwxx07E+lQabKdKs5JrWMLM8TDLLyT2HoDjGRntxWaNMunhMsSmW5IyyREnb3zj8qttMyUJLbc7RvEFtfTyrbRFCY/KWNTtJkPOcDBBrOu5DL52marLI9x5mQrtkxkZ9D1/PiqvhqzuU1AyXKqpZCp82HflepJU+4AFX5PDKzas83nxC3kR87GKspPTA9Me/NRzJG0VUaulqcFc6Jf3F1shYyhjgR+Yob9cVei8IalFgTaZIp777hFA/ma6XxBpkmZ7lEbytwd9qgOrHuuDyM96z9JOqXd1Ha/amaCdtiPPy6n1x6cd6FUbV0df1dOXvXM658O2lhafaL+8iRj9y1tss7n0Lt0H4VHamOOFVW3WDkZCnJPPfPOadcWlx9vM0mLgh2AEnygYPqKvw2qFlSd40eQHIQeg4VR6ntmnzaakSpKN7Kx6D4Xtcxx7VGFZQcHI+RMk/99PXPeNtReJ4oUCktGZGBx1dsgY69AKu22sW9raR2LmeMEHB2MpLFs598AYx/KsHxRYObiS4aKSSaH5Zd0ZZGAAI2kjt7/pWnMtjh5XuaV3o8NpvuTMb+dVOAyoka+/THFZs+JdPMM93NdySnd9lgkBjTuDkD/Cq091PHbiCKO6t4E+bZGOSP9o87c+/4VJY6+ltbtCbG2CScO8hYl/xz+nemK1yJBplnasy6eIrtX2mbzWbCnOSM8e341XZJbtzHaokp5Awu8kn+6B3rfC24tLe8vIbfTUQfLJcAIJeOoDgnt/dJ64qlN4ghkuBNGbvUpBwoQeRCCe+8jex9wq1Ou47rYojTJLMD7Wji4aQIsTryCf8AZ64q0bKK0uVGqwwWZbJH2kbt2OcbFyxz9KZ9q1WfOydLFGyGW1BVyPRpCTI3/fX4U/TdOiN1shTMj8s2MnjqSe/41Lkio3R3XwzsrBtXvL+0iuGe2gKrNJCsS5YgYVclunc4+ldLdXssiRtDGSZdQ2q3QYDgf0NHha2TSPDTXbny4rlT5YxyAM9frWRbyu02k5V/IiWS5difvE7iP1Irz607yPUw8bRucB4tvxB4ov7lwVgaTlvQ8A/rVvwoZ9Vku2064txhFLLNEkgfk4wrDp15GKw/F1pNdyTEAqsrGQL7E8fn1ql4Z11/D18Z7ZEjWSP97G6F8AEZ2gY54+nvXZBXgmtzDEzafK9meiz2OppCBcaXpU6BiVVPMh57kbGIz+FY954esrSzVbzy7G98wPbW0LGZwnoEHOOnLtWr/butalG0cMcelrj5pI/mmfjqGOdg9hz71JZafb27KyJ87ZLOTuZjgcknk1afc4vQ82njkW+na4LF1YphwBz0PqKvadc/ZdPaSOEhwWwU4YknqGHT/wDX60/W9PR7/VGTc06TNMPmAXbjOD3rU0rw/PeafACrQW+0bpCnLE8/KO5p3vsKEdXJnKNALrzVjt5iqsNwiO7Gfz64rd0pmgtZbea3uIGjbJQKqjIHAI4JOSeT6V1P2DS9ImGnWemR3V+w3Hz+SvvIewGegrjYFkTxFdLcAKylwViQgE57DsKGOmrSViLS7ZbhtRZ4nkuVT9zGIfMBbOTn8AQK2Ws71bSF4VJk2hctAVCgqM8t0I/xqlYX0um+I4lj2rbTMEYLwEJOck+x/SujcrNc3V9JDdzNIdqy+cI4juGNyqTgkdRjrj34iTLhaLaZUbRme6nbSdRM93HjEsigCTIGIwp4JJzyehAGeapQ6rcyebG7BPPcecEgVHdh0BYANwc8ZrP1m2nniMturvIin5lwAF7k+g75rd0a11G6iTX7+38+IASPOrqztnI3MAQSQRk8cjnsaTu1cJrlnZG/obnSbiG6uYblJIw8e4gO2CByTtJI4xz0rZ1LxXocOm3F5cR2s4jONjQAOxxxgqQfxxxWcbyNYWlXARE3bs8dM1wXi3UkmUopZpgPMnbGQFDDAH6Hik90iW+pcl8U22oLNKYVso3IVEhzs4ycMWzn61e8PILoLqFrGdttNhSTkSHHX14yK4S7vYoby3aND5U6gOjrt44wcds9a249TudKtm8pZJY2+8qHGD649cce9TUg2ny7s9XC1dLS2RNf3LaeSfK8wSMxbHJBz2H41hPfyS6jA6fu1XLKBwfrViWaS5Vp5EaEHkRsTkL7+n9ayCWNwkr/AMbZyegXHH+NaxVjHF1HJNdDqIddtsSwXNuxl27orpGO8H0b1HvVafxAbjz4HDusx2s5bk889Sef51jfaozJuzsUfKGPf61WEuMoc43fK4PIwf8A9VUkeb71jqNQ1S1muWP22XUDIf3sVjCLeHgcYcj2A4XpUa6lqTBVsVt9PRRhWgG+UD/rq+T+WKriFFGAOo7GrSKAB0xim2JRRAunxtO09wWnmblpZWLs34nn9avoAuQoAHYCowy7wvfGQKkzz14qG7mi0JVYAYyMnnArR0vwze+JS0FvOLG0Vys9zPwsx4IjjAILHrnt69MVn2kP2qbYGVAqszu3RVAyT+ldF4RuJdT8TMsmnywWtvFiITZ3JgAEY6D5snj+9UN2TfYqMXKSijrtcYW9rp2jRSLGkURc+yoh/ris3/hILWGKYCMPb2diqYI+87AD+QP51l+IrufUPEDRg+VEyGN5AMYU8tz9FNFo0d5a2enxQJtuLsTSEjk5OFH4KK4bX1Z7kYqw3x1oBs/D9nqsSyPdBFNzAp4MeMnA/wBnr+deZSCHyWlgLeau4k5G1kPIH1613/xc1jzre0t4nKkM7EBiCBgqM4+ted2cv2aOGVmMyuFb5OGUhuRn1HBz713UfgueVi5NPlPT9Ct7PUdFtNReHfMYwji0ka2BKjaQwGVJyDzgdasTq9uiSQXzqActDqkPl4X/AGZYwVY+xAzWR4GuxcWmphyBai4BghPJQsDn2wcfmKXxL4htrNPJtmdplODNC7BYj3Awfnbrx0qlGTZzuUbFew077bqlzq2oRNCso+W2L4G0jBMnoCP4fz6Vtx6sLtvL0h1kYkq16UISPAxiP+8fpXHX+syXEcFvEJbqzlIMyTnYz+gzgZGcEjp2rpNO1QrEGl02QIgwVRQwj+qjp+WK2t2Mjd06whsoiVBaRzl5H5Zz6k1xNzNOX1WOyeTdcOySgDb909OfXPXvXSxeILaZ9lvjI6ox6fUdqxW0QmeW4tr0lpnJcTDKHJz94enuKzcWaxmtnsYmn2Ef2WS3v48o753qwMqgY+4CQuc+pxjNdJbGDV9Mewt5byGKEhYTMFDggDDsBkHBGevastrDUoLzfPG7Wm0/PbKJec56Ag9M80ul6lGNZ8m3S4MbjDtJFtaNsnbkDtjHNTr1G3T2iZt5I329bSKFVjWAmRGyQCF+bnuuehFWbCZtNmuJrS3ttmfOKpuRwQOAjZJwOe+SPeq/iJG0vWlu7SPG8B9qjjnhhj0Pce9Ps5459PURyYcAGQMoByeSAB29PYUdCqa55cr3LGla6brTryxuQIkkjYRsoyq5B4x2Gax/7LW+1G2jubiR0JIQPgbE59OM9607jR7OBIbjTztEzbGWRizDjoPQcH61nPZS3EMlzIoFvGTvc9vw79APqRSTutAdNwXvFfXXtZ7wSWY3xxIFDEH5sHGeeo4xW9qdtZx3O2YyxhkWSOSMkYVhnBI9P8Ky2sg1lNG8e2ZvmDqccnHX6V3OmWsV94LWS8dIlhhME0xOMBOmT6cD86ynNRSt6HbhWm5I87vJbWQm1tnYQ533E8jZyB2yfWqiSq9xK0ihYgq4B7DkDNV9Snhub8m1QraI37sMOWP94/56UkTpM7SyS+WGQ8qeGHYGum1kcdabm7IL5EjKhBgMc4zUcEQlHoqjg9earqu4OCTnHy1r2EVm0MKG6Cljjbt5P0pt20MNdkaSybURSCT0z9KsK+cYxWcd0hOGKjIPHerKHggZ9qbQizu5GB+NAl/edc8c1A5wowckc1LDG88oSNeWNRYpE19eRW3h6Z0b/SWukRh0zGVJwPX3/CvQfCUt3B4YGoyztNuUCMtztUen6flXGvpds1u1vK7zWxl3sVAJVsYDL9K72GZNM8LWtpEQdsQXgdfXjtXLXatZHdhafv8AMzlpxcajfr5rMHm3Fo1HKoMY49SWxXUNo6aZb2s2A06q0hXP3PlOAPf/AArndA3XGt3DyZMshA4/gUHLfoMVueJteTS9MlkZ1LkZPovH/wBfAFYSvdRR6Sdlc8m1e9l1nWLtpzkRkxKD2xWSzeTI4jeREQkx7jnnAyOmOahsrxjezs3JmYtn3JzVi8JUcjcjH8jjrXppcqsjwJzcpNvqa2k6lcLFcWtvvDzMDIq4VSO3PXHPOOuamu7uOwgjeaYzXowEwvyxL9Ow9uprn7eaSCeN1cruBj49Mcn8+K6TT7KKLMkwQnBPJ/n1pt2RCjd2IheC8gtvMtxE0OSTHxuOfl9cYyK6iw8ZNahI9S0u3uFUYSaBjDOn/Auc/Rh9aoxxASBViRTwOgG2pk+ytvQqg3c4HPPT8+Kz5zVQOi/tzwhrC+XqH2izlBwtw9v86+5KZx9f0py+E0uw/wDYmuw6iyruPlukuenPy4K9QK5dtPivV2lAjA8SIT19OevbrWa+n3VpMZIXXzF5EiMQw79QePzpqSYnA6W4sdb06Ui7tpQh4DRL5gx34OG9PWmx6k1zcJCm2WUD5VX5XP1DYNZVt4t1zSpMzStcr0Md1l1+oOevuK0ZPFeiazCE1DSmtpQPmeMCRD+BwR+BqtyOVodrdjHqsMcUzG1mQZ3lMnnsc49ulc6mi6pZvNHZSw3cIkjMxzs3kZIUZ9ic4NdJBo9lfqo0PV2Uu3ywpMVYH/rm3X8M1Tn07W9H3QmETAOXfaNkmT9fajlRN2ncoatfzQ65bvFZS21kkahI5FBOQR83AAJx/WiAxXDTi3eOTYr5VlOJFb5v0ORj/d9KNZ1C5XSBOtvJFHHcIrLLHhjwSRnoRwOfUiob+F7RWuW2xxSfcPC7twzgCsZWTsjeF5blT+0SxeAR/MyjaRz+GPwx+NWdQFzFpxguJnjscedJFu+TzAQBn1wD+dY8F/FaXbXhtnmeMfu0+6A3qT6dcYq7A13rYaa8Y5DbY4o1wqAjrj/9ZoceWV+hC0baMdLyGWctFZmUDhSx2Ln6dcYqs0MUURAJMh6AHqfpW5Fo8sbyRjZ8rktg9M8/1pklpEheYHcV4BI4A9qv2ibIu2znWWWJcOGXPqME09lTJImLk8kMMVfvYzNA0j/w8qPSqrW5S1klbIKECtFK4+XubSkgjNSeYRx3qHfg8c+9I8oUZJAHrTETtKBjnpWrpdrqEsoNrAWUr85PGB1GDWToNq+t6qlsmViBy7eor1V0s9NsVgixhFAz64rGpPl0OmhT5tWZejWeLSbzAPlJX5hzVfUtU2lkjcgcDGaSbVxBE6rxlsgZ61w1/quyeUb2+8cA9RXOoObuz0XONJHXaRqC2s93KHwwjwD7nrXFeKdfbUZzbI+6IH5v9o1j3Oq3EkbqGZIz1APLVRUrLJ95F9mPFdMKSi+Y4a+Jc1yxJbQqPmZuYjn8K0ZpRInKjIOc4yD+FZaovnOilduQN65/StLB2bRyehJNatHGOkkKsJFIYkDLDpj+grr7Bf8AiXQ4OGMSnd29/rXGR25YnDY7hT0PtW/p7tHcLCZS0bKw2/3WxkEfy5qJK6LjozXGUkVowRuY4GMlj7VYjxgIu8kHHzcLn8Kgx8uWlJEh+UhsAnvk89u9KJH2SR+cI5CB9zAPJHfr3GPxrM0LLOcNtZCCOV6jHv8ATim+b8oEZBwOHI9++KjiKxlR8zhSQFHfPcj+lHmF5PmVwD94kD5ufUUhlpmWRGyFPzAKmMZ9j+Gaz7nTLSTLhDC+RnY4IP4GrsBLzcJhRkgNyBk+p/KtFdOuI4xI1pKPNGUbyeGHXjjnj0ppdiWzjLjTpbLEscvuGjJUj/69adn4z1+wCo9z9tgUcR3gEox6ZPP5EV1E+iXcNo08lurQkR8hdwIkUsO3oOaqrozuyulsznGTiInaM8Dpx/8AXrREaGb4h1S11jRI2EMtr9oUOIgGMRYHoOTznIzXMTTTanfnfKDHZxqiNjA3Y24/MHmu4l0WSOwd47RxiVkVPLOGbHIA9c4/Ks+30a5FtIBpsgd5Nm0Q8sQM46dRnOKhRS2HLRI53TtrT3Fs7bRMNgLfwsOmf5UQZhumBV4mAPmBWwfqPWtieJLa48uRI2cgOSFzjPY+/rU5CT5Z4ozKOA20Hdxj86pxKck1Yzn8yUKPtUJiQgmMEAuPQnNZ95cb50jVDKN2BHGR/Qmt37MMbvIjbHZl5p62EccYcQos6/N8ij8gfpUezSJ0WqRy12sqF45IPLJH3QwPes7ULsi1KYPzSbjk9+td5cJbSLGscKM2OCEHA9Kyrq0gNx5bRRHHJ+QVpFCk0YM92sfCAyPj/gI/xrPZ5JnDO/J6HNMTBPI/rUyZUZOSAcjOB+NaGZ2ngorZwT3JABfhcelbF5qBmc5P4VzVhLLZ6dbxyKyFgWwwwSOxouNQGDg4rmnC8rnqUZxjBC6vfJsxu5Fc5aRSanqW0/cHLn0FOuZJLmQheeelaFoq6VbAuvmTSchE6n/61bQicdeo5MwdQie11B0WMhEbagP93tz71R8rnGcDpgVrSyzXd7H521t4ZiAMDIU4FQwRK14xJ/dg5B9RV3sc5YtohBCNq4dhnPcCpIYnLhenqxpyMxcYHzE5x6AVJbsPOcE9WPB7HNTcolMIggZ0BLr82e5FWNOn26opAVsqcFiQBx1/CmlWO49sHOPSo/D6mbW7VASWKyLgEDJCnHXucUug1ujpmHlQh2iO5WwBJg5OOO/THp60q795SMFWICyKnzFeMEA4571IZkaRN87SBQCAqZ+fjv6/4dPRr3ICyxCOVQGydyk78HHGecdqyNRiSRrPKJJJSuOFAyCfXr1PrTopHlkRFLKhIMjOozyDye1SRtE7l2AcICG8zjjpnGeSCe2eh9Kf9nDxELLG2WUucHaDgEA59MnPUUXAdFG/mAlcRhSuG65+n8z1r083q6etpNPIkCNb7I2uBICHAiJPyn7pVcDacE8Hqa8wgDJcOojC9TvQ9eOwzxmusjsdFuokzdCKTYMIlyCDxk8t075x09ODWkdiJbmvBrC3c1vbw35m3vaFbWPfjbtZJFC4x3z9Oe1ZWo6vFPNMIZXADSquwnAG11T9CKiu7LREhlaHUnVwSqIXXqOB7kHr9OKisrPT/tUi3c8Ij8hMSLL8pY53Ec9R6Y9eKZKNB7izvLNoEdnNxncqI5kYbXyB+YwBz1NUpr9IWSGSe1Rv9W6tFIc/ePzc8DawBx8wOfSlu7DQ41hLamU8opwsqlsnvjHOM9uuDjFYGo2ccN5stpt8Eb5D7g2Seeo69xmp6alzWpl6jt+3TCHcYt5ZGfJJBJxk+tJbyqqssgHI4q5JHNJAVWKM8YIzk1Sa3Mah5OASR1z+PtVJ3M9GNLyjAWVxj0Y1ZYSFUBuZNjKW3E4PaqseCevSllmjlRY2JAQnke9NobWhWkfEhMLMMfxbiKjVmJJOSfU0rlRwg496YH+bPSqIOct7eW4uEgt0eSZiQFXuf8K7nSvDNtpiJd6iyzTnlYycrGfb1P8AkVbgtrDw7bOIgu4D5nYjLY9T0wPyrlNT1+fUpTFZuyQnIaXGCfZR2Hv1p2Iv2F8U6kk+pk27Figw4HOD7n19qxIzPccAH6mtCGFLeLAIVRyfU/Wo7i+S3HlxAGU9SR9z3+tLlRaqO1iPfHYLkhZJ+oQ9vc1Xw9xMXlYs7c8/4UyNWkkJZiWc5JIPP4VqWloPKBYZ43bT/OhuyC2pXltWiiEox5kLhtuB+I/L8KJ4EtndV52thVB5PtWrHCpYIqp8wwN5wG67vyApl3bRedczghe/P1rNvUtR0KNtEyKXkwWPX29qrI4W/cEdTuFTiU45qjMxN0SoyRimgZaurmRbpIwcRMuMepqbR0R9UgVnjXJYgOcBiQBjPtnP4VlTzK1zCSRgc89a6SCyWa0sHCRxRu0cpCx5JGD0yepI59M02Jam6dq22SIydpYgnkDOA3sRzxjnirRaWVAwkHzhisnRjkMQoBzxgHGPbpVSd0nJywYqduwRn5hjAJznnH59hxSQiKa/BnldA0uCwUlwDwSoJ6Y9x+lY9DYEl+R43jcOJsASHu3ByD9KkMMxjDCVIUTc6Mq4ZmBxwBx3Pp9afI8kVuII3EQGcRmMdCMN2yxIxz7dqhiaKPInDYGAuwEnnjA/Pr7HGM0ASK58yOVFY5BAKgAkDk8dBT5Z5wkbC44B+Zgo6diRj9Kqxygvny1VASGJxjg/Xv8AWnnlAzj5yCwkReQCMYz1Pp/+ugHqh7XryFM3CKC4Hyj0/Dp3zUqStKExIWk3qu7euWJ68fT06YquytszCxkyhGJSfmXAPGfTaR+HFPWbyvLCRoXUlldTnIIH5455/lSbdtDSklKaTIXvrqTV5NhZhGV4wD68fofyFULHWJJLxBNclUGUO4Dp27fSmQzkMkzBikkpaUg4bAIwR6Y7Vg3YktJh5jqXYByc8HPNUo30ZNVrmbO2WV51Z7e7RkB5UrkfnwfxrNv7i9hj+/IAR93g8+x/xrBi1yWK18pWCr32jBb6mmR30yebIv75JB80bMeD2IPakoSTvcw5exFPqOooFkW5IDglQAOmfpUC6vfuCqzkE9wAf6VXuZ5ZpSHChe4HAPvTLdtswBxgjHUVv0Ey+NSvxx9oP/fI/wAKij1K/wBs7tct+7Ax8q8knHp9aV1VF5Iz1pxtpodJmkljZBNIhUHHON3bqKSYi3f6hc6zPucFLfOViBzn3J71KkXkqORvYYAHYURfJhIkLSdKqXN2xWRIX3P/ABSAgD6D1rXYz8guL8J8sDAy927J9Pf+VVI8s3G4kc88kn+tOjhdiFTrgk9sf41qWsH2dt82PuZOW+7gcd+nSobLSCC1RAJTKAxIPy8gcj8cirvkKcq0oh9QrH5vQe3X9Kijma6UlFLFcHDjk9uMngD1+lWBDI+zdtPR9ylSQew46HOePas2y0giXBQIqqUB5zxnP6jgA1V1CTzG8zOfM+Y46HNaQcsFY/fkztPHIwe3+elc9e3DPKVVxsAVUz6n/wDXSWrHfWwb/mNUrlGZ9wLKcZ4NV3uZi5USbR6gAUplYySBWLjn5ic8DvV2IbEeTedzYL/dAArsdPWa50y1TMhQrtVFHCjJ5Hrkqx9ua4zazpvC8k4z0rtPDqq2lwq0bOxyQqkhioJzjHt39qU9iobmjEFUuEICjGIlYscgkAE447nntUi3Epj3iUuYcJESgUhTk4H4555qDc5DNHHsdVCyOcjBz1yOnQfhmlKSiM+SoZ0YZyQchfqOmR+PHoazNOhMbiSKCM4fZIOQWwrDjr2HUeo4ph8tZ8wHAHzMrDlSM4A5w31GOvtQ0rf2iskUmJf4PKTYo6k+uCOe3rzSB7XDqcK5YlNrArGAD79Tn1NILCeZEqr5oBcE4fH45HfuOvfNSum6NZC0WHfJwdoB6Yx+B4Axz78I4VjGuNzxNv8Amw2CDjhTnPGM065EU1sPIjLptXcGkyyA/wAJHGTkdQPyoAgCK7ACTaX+6nlnO3dwT69CeKsQx4cNhd7AkqBjPrxTGQCWNJgYGUBV3Pgpu6HAycYHQZ/Ws+4uGOprtkACRyHCHGe2aTTZ0UGlK5mTSmTekbEb5SoI42jJJP4D+dQaokl3IzOyyOjLnZ8wI4B/lUMUrIAxySSW/OtK7nWO+SYNjEQLH144q9nocb95tnNsU3Y2kg9CeuO1NjM0RZo2yFGSM1el08S/vIG2AdFfn9arPbXCwklN2WxheTgck/StbpkpkkepRpIrG3SVsYIccUyfUi0exYLdF9BH/U1RY7eqkfUVGxOcCnZA3c0dNtxc30eONhDnAyTXS3EIvUEMcjI2/K7OeOec9M/4+1c9o/yy7/mOVKlVON2Oefauz0+BY4zMxbOPl3jms6jsrnRh6ftJW6HHz3vmJ9ntxiM8O5GC/wDgKrpFhNxBx2PWljiyuc59QB0rQtUMWx2G3nd93PAPb/GtWzmSEggKoAyncTwo4I461eMXlrEohMpbDAEcY5wT7UkEayz/ALpgXJwVAxgepJ6fn6CnM0iysoLv5a7VBIHHOBjkev8A9fioY0LGgCb5XBVQGJ647d/5VMs0hXyy6yMowgU4xk9Acc9f1pqLst0K5+ViSSePrj+p44qS3kSSRQ0GUZ/kXDfOeMc9vTj19akodHJiVkjklXy1ZRtUkn/ZPTPfn9K5owCZp45G8nIJG8HBYdMfXkV0y7ATM8SThF7MQckcZPqPfrxxWBqqv5ykT71CkjbkYOTnH48/jTW4NGO+fuDHHoKdG21XBx8wxz6UssbLIUO0kYGV704oCkjPlnHA54x/WrIGF2Zlz0HT0Fd9ogcaBbTNIVkVPk2t8xTdgge/zHv0zXn4JLHJ47V32kWyrpMfzr5kSK7CRgMD1HfvyKiexcNy3OXMwWAlFRmbyi5ZoyRjGe5wADx2FSwsmnrGkirI8kW5SG3fNgjOTztyT8ueSvpUB3zWrNGyuEYGSMOSVJ7E9dx64HqOuKjtLRoF85YnZwhXCgjcuMkZPJOeMeoPNZmhLIoMAfa3IPmGQEpjC8g+/wDhjrUkbC2keSORhM5wQAN34flnH096hjYIggk3I4+YbgWIIIBAP5VPPL9lYyqQITIrgMh+cHngHHsOozmkMhnYwFV8owsrlZBnouOnHQYzn8Kkjk33EYlO7fH8olj29Ow4GO3PuOajZzK0MUMzFBgRwYbng5B553HjPtngU2YzQJLI5YMyBoQVBQgnntyCKdhXLAkmkJe4TheUHO0qBgA56DB5HYCsLVLp9N1a4xBG7C2aJkdNvlhsbTjsRxWwQ+z7NN5k0i7ndi2Nx64DdWPQ8Vxcm6Ka4EW+RZH4YjO4Z4JpxQczjsXdMNnLCwupSki4CMANpJxw3pTbtPJfKMHgkTMbg5A56fhVWJY/LkeSMoTtA44PPP8AL9aaqosqBpD5cmdueRg/1p21M72LLXAjDF5Ez1yq4z/jSRLHIktyzgEAfIDgk/4fzqKc5iitok/e98R8t75JqNVkklW28tmkOEVcZO7pj/61OwKOoPHGckFeecVVaMB1QHKk11kPgW7Rh9quEiBHIVC34Z4FW4PClhbXKGd5pwD0YgL+IHWp9rFdTojhKsuhg6DYL/aHnTOI4ACEYjgn+n1rotQuUgQouAOMfSrd3LFbxsI1QooI5Xg+30rn9fVopYZRE6wSjKbu/wBPbpj86le/qzpf+zrl79S5png69vGkMKLcMOuBgL1PTPJwDxVseBdeLg7EYEnZ864PT36dD9KdpXjCayXyYQCkrAbHUMC3T69KsP43KYX7Fbhg29V8rGOnP3unA49h6Cug8shbwXrMdpM4jOFBkY7lbAHUnnPb88jgiufKSI5fIOWIBj+U7h2HfIz/ACrp/wDhOTJDKos4kMqMsjInGCOnXA/xrkYVuJM7cAO45YgHvz7AUhlmW4b7KEjXgg54LE98njpx39KlWMRKqb8upB3YAyMdB06Zz+NRuNsMLLITmPLblxsPPAz+HsKnjineTzmjI85sBtpI4GcZOcnA/MjNSUMhnMc0JVyVVwCWPOMEEZ7DFYeqSS/afIOcKBtDH7p/ziukt2iVHmZguSECR7d7AHLMQRgjgjt+lc7q+DdqQUZiv8C4B6/nQtwZXMcCMIydkoBJfPqOOKqZjQgZ3DGT2xT5nDEEKfMAwar4w2BjIP51aICJWkmWME/M3Qe9dwY18h4UUnYfmBGCBkDnPJAH1xg1yOmL5mq26naF80ZDdOuefyrvbG1ubpDOkBeQZaTJxhQrEknPseAB1P0ETZcSWG3WNXleKSdEiB39MYwCRgE8AYHHvVY5gZVUq8W0FXB67QQcZOeSe45zkAVLLeF7uO5JaNIwSojYbt+3ODxx1ySRwPaozdxlQnnyPOoWUOX4Y9zzjGBwP/1Yy1LLCSTRadESHkwWdpRztJIGRnt07dhTJiPNJji3MxCRqV2gggFhgj3GSPTjrmnNCrQRGSRwZBvkYDK4BHP+97dBjvTU8m8un6IUyzznewwQAMkc9Bn+uOghsilzbBYisLNgn1BO49COcDrzkc+9TK0d1AqbraJMSbhsyz8Et8x6HA4HAH41XWHLhjsD5wvzA5cDsuQVAx1OQMDuaTU50mEe04hKnEKZCKcDdwerd/8A61MCrql6Ewy4CkYiIXnA49eOvPHYetc7HcT20oljbBzhh61Yvrk3KAA4EOVCjsc81nSTSSqgdlG3gELg1oloZN3ZYkuZI5CyNG8Z52jp75FUyTJMqxJ8xYbVzk0jhnGNxb36Vr6FpwaO4unZVkjTMCtnLHuePbOM09kG7IbQG4v90jYUH5XHVPf6CvQdD0i10p5dWu0KzvkruH3Qe6g+vWuR0Zo5Liz8+WOEbz+9K8hxgj8DXZ6vYa34lukiu7qNLJ8Zkt+wA7g/T8K5qr6Xsj0MJT0c7XL8Oqpq8jiBGNvGCHkPTPoP61jXkoiLjPGcir4aw0K1Sws2xGo+di3X1JPrXKajqCvJIQ2UyTx/SsqUE3psejUnyxvLcr6jdsyyLu/h71ZfUZNS06w82GaWWBWaR3GcnpkdsYxXOrItzqEcL7sNz/8Arreu1hijkWzgl+zE7VZjg5HXPHuentmuxKx4tWo5yuf/2Q==" 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Relay a brief, clear account of the picture shown. | military commander presents awards to paratroopers on a rooftop |
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" 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Describe the image concisely. | the grandeur, considering this was built in the 8th century. |
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" 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Describe the image concisely. | performers gather on stage for their final bows during rehearsals. |
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" 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Describe the image concisely. | can of beans and a bagel on a park bench |
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" 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Share a concise interpretation of the image provided. | grand plans: site sits undeveloped after plans for motels also foundered a decade ago. |
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" | Offer a succinct explanation of the picture presented.
| freeze photography stunning freeze moments captured with a fast shutter |
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" 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Give a short and clear explanation of the subsequent image. | the transformers: till all are # |
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" 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Present a compact description of the photo's key features. | a white and red light house stands near the ocean |
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" | Present a compact description of the photo's key features.
| rotating propeller through the plane window |
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" | Offer a succinct explanation of the picture presented.
| view of the ocean - side cliffs and clear - blue water |
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| Relay a brief, clear account of the picture shown.
| e and person vintage initials logo symbol. |
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" 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Create a compact narrative representing the image presented. | another room in the thrift store that helps person purchase goods at reduced prices and person receive needed supplies -- a double do - good. |
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oPc0kqFoJFO3LAYz9c1pFNqxF9bkVq/mI4OAR/WhoRGQQwb6UW0bRF8kcjimmUsduMc1TTRNyHo70gkJIA4Bp/wDHJUScuPrQIVh8ppWGAPpSyD5aG5A+gpiGP9z8KWP7gof7n4UJ9wVQmLbIrtvkk8tF5Jxk/gO9aGoQx23lCOdZ4pVDxyKpUN6jB5BByPwrH3EEc4wOK2tQYQGyRFQpHGXQg53biTn/AOtUSupI6Y2cW+xS8woxcDk1dtLpwryhzHJ5TBWXg546Yqj9qKWiIqAP5hbf3xgDH0qxJMXgic4BkBDbRjkcf4VLjdWY1K2qNOK/W8tRFcNIZ4EAik3Z3Lk8H6buKsTuf7QIz35rF0+fy5xuwRjBB6Eelac06PcGRcENyOc1zygk9NjdVOZalpDtjuMtn5en40sDMqM5+7nGapLcxeac5+dSCCfunt+tRtKiXqmX5Rs2gjp0xmps3sUmluzUWYbwxbGKmFwu9cNnFUtqIirKNskhwufTHWlgQKipIMSsTtB70nYd3ctXDsbZSCPvEY/KoU2mMbjgqSx+lVjM0uMZbkL+NSSwz2sEvnJtwhBBNTHfUcmzHnYuxY9WOTTSwx1xQfmXJIyD0pnvmu2LRxzuO3cUsRAXcei8/wBKiP1p3kyN5m3lV6805PoQl1FEwDOcHDe9KW3SL6dqrZqZMhkz6mosNu49MrKPQc0gk3k8/Nnn3qSVGjTcRgOODRcWb2a2zOykXEInXHYEkY+vFaQaTt3IauiMnAzUO4EnH8qe2T1/OmKuCfYVrPYhDmHJqJlxPn3qZuScVXUnzhnnmswHyfdpP4R9KVuUpMYFMQx/9X+FCfcpW/1f4UifdpgRW8fmsS3StDUbl5LlZnAIKDC9gVGB+lV7Se3RmLo7IVI2jGQeMEVFcSmbbxgKOlDSb1RalaNrg87zEbzwM4GOBmrk1wk9naxrEsZt1KnH8eTncfftWeKmiGVf021MktGVFvbuWLddzH8qtWsUlzqVvaxkK8sixjccDLHHNU422YbB2j+dTQgSXMTE8k5IHbFZtXRonY1b/Tktb2WKKRnKMVDlcBsdeO3eqjwfaJwuTwDwo5PzGrQkLFSzHPXtg8fnUaK6TidMhlbCt6EEnj36VUY2VhOV9SZohI1srswVFwcjkc1euIAb2ABZdw6LgZYUsVvJdWv2kNuIlO4nAO4gHHFdbpfh3U7u6sJniVEKs6ZC5ZN3X6/WuSrUp002zaEZSaOMS0XygIySfMB544zj86nvY/tCbDIfmU7ie2O/6V0E+gvaW89xDIsgSQ5jH3h8zD+YFav/AAiNlcabbalb3UslrIm1icfuyOGDfjmsJYmjFc3S5qqdRvlPMfsywsZF3HAOA2OvrUb2imViS2G52jGRVm4CrPKFydpYBj1xz6fSoZw8iMiKNxPAz15zXppKxwybuVhZ/vD8x2dsDk+1WxarBCQu8s/IDY9D6USHKEYGSWxg+oOKjhjljhAf5SemTnsapxVyVJlO4hWLYFckt1z/ADq+1rCSmx3zwCccA4A/nWfdhhcBj91unt7fhWgVZZgcDgMp57k8Cp5U2O+hJNbGeFvlciJVZio+6OBk/jUt9HLMLRJ1wkMAjhMa43pknJPfkkfhTJ5FLKqggs3JzxjbVW6aWcKFdjt2gAnoBn/Gny3kn2FeysSRQCNTwXDnHbpj3/zxUUdip80l2wB94YwB1pS5fcAc5HH47sVIqny1fOFUncM9OBWkmQilKhR2U9RUWzBB21aucfaWB6AAH8hV9rK1niaSxvFk2gsYpRscD27GsJyUHqawg5bGI33DSH7o+lOYfIadLH5eFOc7QecdxWhmQt/q/wAKFUiPdg4JIzT5AvlfL/dGfrTRkRgZHrj0oERJIxj2GTapP90c4psq7D97cD3IxUbNiRu4zQWLdapjHLVmGTYQQgbtgjIPfmqyitLS5Io7qMzAvGpJKggZ4I78VEnaLZpT1kkPvbhbuMSx28cJAAdYxhc5OCB+VEFqf3Tl9m4AhvStFLKOHRobtkyN8kUmccq33T9QRUWjWt7qqCC3iaVogBx0APSudziotrRI6XTba7siLTKSE24I5IXGfenQSzz3EUChC0jhPmHUk4Ga6m40DULV4tPgWJ3uVBcDlhj1PpVTT9IMFpdXsqfvrLUYEYenzYI/PFZRxUJK6f8AW35lSw8o6NG+tjeDxYmnrYxFLeY+YsS7VbHBJP4V0WuWd/a3WmS2MXKTjcwGep6H2rrrmCK21+9QoAWlL5A5Ibn+tPk2qpPAHavma2Il7TX7N167o9KEVy/4rM4+40q/s/Ek06WySWV46AhHwE2/Mc596isre+8LSXz2zC7tLhWLWb4wxIOMHsf511zzKQckGs24kjbKttP1FZPGzdrf8Oaxw8WnzHz6804n2sojdGOV24we+RTZLqVHOQhX+7jiuv8AHmjwWd1HqVuNvnuVlXtuxkEfXmuZ02KzudShS+MvkMxQ+VjfkqcEDvg4479K+woV1VpKojxKtFwnyMoC6kEpfIJIwQRxir1pJJcsIztCMSuAMY461n+UY5DHKrK6nDKRggjqMVe09SpldeAisR9dprabtFmUFeSKjyvMqbyvy/n+NXr24ZJcJty2TnGSM1nEBGGeRgGpBzMPc0XZMkSfapdiZxlOnHtUKXUpZidpBOcEZANTugIIxWeGK9KpEkoupFlZ8ht3UEcGrpvZvskIbYcBtpKjIyc1ReQNHswPl6GlBJiA9KGBaGZGOTyRyTVpLKGG28yS8hD/APPP5s/yqmh/lRK7ELk55qHdjVkSrJbKSJNvAHVj/Sq1xcI0jbdvttGBVdxmY/Wo3/1n41aWom9C214BIQWlKnjjANQTTkkFQcf7XWon++KWTt9aqyIZG3Lk8c9hSrSH7xpy9KpgS7WEYfHy5xn3rV0q9uljazijSVGkExjZQdxUED6gbicVkgkoFPQHNaWjSTJdOLeLzJGjYAZ6DuaxqL3GbU/iRNPYxw6RayxyxyzTMWYR5+QcYDe+c133gLRmt4jqouIv3sQiMEZJC4xy3+1x096z/DOgW+o6XZG93So0LyRop27fnxzjqfrXf6bYQ2USxWyrHGAAExivnsxxqUHRi9bu/p2PZwmGtJVHtZFpHZZA3lIW7nPP61yr6ZNdjxFaGJ7dpdRtpVY/dcO6KMfiSeK3df1a30Kw+0TIZHY4SNXALH/Cq/hm8uNc1zTdOLrObho725UKNsEaMHCe5yBzXn4CFTmU0tG1+DudGKlDleuqR1t/pj6XqojaaabfGGDyyFzkcck06dn8rKoAR0zWn4wjZbqxuRnB3RnnHXp/OqEYV4vmHzYyQT1qMdRVLEzprYxw1TnowmzHlnkByQvPpVC6LNyMEe1bFzBGuSI0J9zWWX+zyZZIXHPysM5zXnLRnpJ3Wh5z8Qbsi0s7Y4JeRpCfYDH9a4eJvK8qcOVKvn5ThvqK7r4mgSjTZ1SJQPMQ+WuM9DzXAOMJHnuCfwz/APWr7fLUvq0beZ4GMb9s7mhfWRjhmvEkLJ9qeIhjk+oOe9aWgSaadI1NL9Z1lZf9HmjTcqttPDex45rKl1Uy6fPZ+UMSXHnh88g+mK0dCtjdaReRBym5wpI+lbVbqn7/AHX6GdOzn7vZ/qNOg3Gpaq9ppKreFLaOV2iOQPlXP6nH1qjc6be2EwW6t3jZeoYYrTs7WWz1mRYrmeF44V2yxOUb8xXSw+Jr8KItRt7bV4hxulHlzAf7w4b8RWUq84tctmrej+/YPYqSbejOE3Zqg4xIw967+fT/AAtrDYsLyTS7puRBdptUn2b7v6iuO1bTLqwvbiOZdwhcIZE5U5GRg/SuqjXjN21T8/6s/vOedJx13RRUAiQd+1TJDviU0luVyxc/MVIq5BGfIX6VcpWJjG5CqMvvQ4JHTpVjFIw9qz5tSnAzH/1maawUv0PSrzqD2qBlANbJmLKsuPMGM4x3pJD8oqcr82cc1HIpbrVpkkI5P1p/I+tNQZI9qlCknmmwQJyeTxWlpDyR34Fu4SRlKBiucA8E/lVBYzmt3TLY27jK/vWPQ9vb6dz+VYVZJRdzejFuSseg+EY5obO2jClvKtQjDpglicfXGD+IroZdRcXPlK/kpAvmTvjPHYVykOpjS7Fc+cAFJ3Y6nuSa5SbXLi4SdBKwWZyz+9fMrBzxNWU+h70q8aMFFlnW9Tm1jU5LmV9y5IjGMYXtXa/B68tbHxRJ5zMJJ4THGAucnINecW/72VULhAT1PQV6p8MtJgXxlDNDKskUULZP+0RXsT5afLTjptb70eZZzjKcuzPVvFtuZtDeRQC0Lh+mfb+tclaM7L1yCoIOOTXoGpwG50u6gA+Z4mC/XHH615jYTyBNjjlDzhfXkfz/AEryc9p8teNTuvyN8rlzUZQ7P8zQuYpmUnABP5ViXVtNjHnAMOuK255ZHQBRweuFrEu1kyduQK8HroezTvbU4L4gQhdItmMgJFx0z6qf8K4S5UiC3bAwd2D64wK7H4hThvsdov3uZWH6D+tcvqMfl6ZppzncshP13V9nlyccPC/Vs8PGtOrK3RIqS2/lWdtMQQZS/OewIH+NdJ4cgxpbO2R5khI+g4rJ1dDHpOlq2OIycDrzg10thAtvpltGSAyxgnnuef61WKqXpLzf5XJw8LVX5L8yjqGnyySiWCYh1GAOh+gP9DVJbx428q5BVh3A/mO1bEpBydwz9az7qGOcYJIYfdYVlSldKMzSpFpuUNxvmxyHbvRx6HBrJvneGKa2hkkSF3BaAN8pwM5x+VEsLwvhh+IqIv5s8ayeoJb6V3QpqOqd0cU6jno1ZkMMZxu6j1rs4dJsLy3Q2N0jMFG6POHB/wB09efTNc7DEkkuwKAd5yB3GO1alva/aZANmCOhUVz4iV9b2O/C076WILzS57eQjbu9uh/Ks91KnDAg+hrf1C8vNOkVLmMXMLDA80kMPow5H61XWbTbxMSSzxSdllII/wC+h/XFTTqS5U3qvImtRSm4owXHJqFxW3e6W0JyqnaejZBB+hFZU0LoOVrqp1FLY4alJxKpFMxTjTa6TkIoVGzPrUwApI12oAa1tOsNxWWZVOfuRnv7n2qak1BXZpCDm7IZpy2iMskru02fkRRwPf3+ldXZafDs3yFi7DkZ6D/H1qG0sbSHa7CDzM9Tjk+1a0cETkfuomJPpivExWI5n7tz2sPQ5FrYyNag8q2KxNIC3OD0xXMqMd8c13GoLFDbszW4GBjiuZsrZbq+xtPXoO3/ANetsHVtTbfQxxVO9RW6iWVpJcShExuPrxj/AOvXs3w309NO1e3jY5Yox3epIPH865XTtMtLW3RhEdxwc4Fdd4W8v/hI7Rg4DeYo2leSCD0NedUxrq14KOya/NHUsMqdCd97P8j1rHNeUXSmy1q6t9pAMjxqT0yCSP0J/KvWK878ZQm21d7hRy0azDpgkcMPyr0M7pc1GM+z/P8A4J5uVTtVce6/IhhnMkYOVHHPPSsy/Y43BjnP96rMMo3FBtI6/L6fnTboQgENFkkdW6frXx59EtHoeKeMDJP4puE+ZiAiJnn+Ef4msG6clY4w5ZQu4D0J6/yr1bV9FsbjVP7Sk3rPFGRtUAI7AHaT9P14ryu5jSO4UAgo6BxjtkdK+3wFeNSnGMeiR4WLpShJyfVl/WkGzTgGDfugpx9eK614cLx0HTArz+ZZITGGEmAR945GR6V3AvzLCknmL8wzWeLg1GNvMvDTTlK/kMdByCSR6BRVaWNACAD9MYqV5z13e9VnYgk8fUVzwTNpNFaZUcFWXI+lZlxa7fmTJHpWk7kDHHvk1CW/2hXbCTicc4qRn28hgmDiuj03VIUmUtgNnketYk0QPzLj3AqEDmipTjVWpdGtOi9Dt/El7a3NpEIirE4xjmuTeKNumVPtTVYkYB+b+dKJM8NxWNGj7GPLFnXiMQq8uZqxAzz2pzE7Bc9jwfqKedSSQYntwD/ei4/T/CldueMVWkRG6gD3HFdcbPdHDJtbEzWkdyS1syy4GSE4Yf8AAetUXt2UnHbtTJYWQhkbJHII4Ip6alMPlnVZ1/2/vf8AfQ5/OuhJ201OSfLfXQv22norb5uQOi+tbduhHznOTwAR0HpWXZ2rsokkwCOgOa1I4pRyDnHo1ebXld2bPQoQUVdIvRRNLgRxyMRzgR5rTMFxYeX9pR4mkQMgcYyD7Vgo2uxMTa6nNF6RoSvHsfWtZLnUJoYlvbhriZB95iCVz2zXFVp6bpnXTm27WIbqITfJvTd3yasaVYw2qsSUBHpmkTYxJcE/gMVNEiELsMYIOeWx/WsJSfLyX0NoxXNzG4txG0aL5iDnu2P61p6BMg8TWQi2PieP51b1PpzXNlJHYAvE5xnh6uaPHff2rZm2cRzLIqrIzjEfpnjPf9a5YU0pJ36/qa1JXg15P8j3/t71ynja2LWttcg42SGN/dWHQ/iKu28urxJ+9s7pzjtNGef++qzPEtzfS6BeLNp92qogkLDYcFWB6humM19Hi6vt6EoODV+67anzOGXs60ZJrc4i3lKHYWVZYSUbcASQDwfxGKnnkaaME+WAPUjOK506wjXzCJC6yIHLD5tpHHJB+lXEvke3yWl4465/XtXykqEk72PqVJMWVXdWXc2DleF68e5ryhraIxzNt+eK0BbPZvMx/KvTJLvcHzuA9d+f14Jrz5kSEa/Ech8gKGGCFznpXs5beHMvT87Hn4xc1vn+VyPV9O33FsVlcefKE2HkKSBkitiC2W0tEjVgwUdc8k9zWfNIJ9U0xeWCxmVgDnt6dqvs684Qn6HOD9f8K7Kjk4xi/wCtTKmo80pIgkwAcEAfSon7Ybr+lSSNjrHj19qhL4+8do9xioimEmNYY59KiKj8KV3YHB4H0/oKjMhHQ/1/StkmYtoXYv8ACDUTQKTkdaUt03E59DyaAeepz+dVZoSsyIjFI7Bhj+L+dSSHqOhqs2Q3NXHUU3bYFDZ4pzx5HpViFNyjP3uxPepREWByOlKU7M1pUebQyZRtNQNtf7wB96nuyUlI4P1qtuBrrhtc86srTaOojIC4WRQO/vVhOTgOv4Gqgdu2fTNTK0RXBkAOOo6fSvLlE9RM0IpXRSAwJPUhuntUyNNt34yWHADVnR+W+FVkJP15q2kgUgDaw9jXPKJvFl1HkMJYxsCOxfJqVZYtyKYiP9kk1XE6ttCctglgDgf56VKsqs2TF04JzkGudx8jZMuILeSYAKUG3PDYP61b0srFqsey5IRZY2fJycZGenesZ/Ld8nC4XkHIzz68ip7FEFzuEpwCucjPftiolC0b3KTu7H0qCCAR0PNQ3cK3FnPARkSRshH1GKdAyi1ibOF2Dk/SleWNRzIi8dSRX1t+anr1X6HyO0tD54axjSe2LwSA7mhf5hweuf8Ax09as2/koxQEFVPy7skj6AVoeK7ZbbV9R8qRSiuJ0Acc/wAXGD9RxWZlMoyKZj1HOcD65x+VfGyTas+h9dFppNdSaZFLtuaQvjgLy3056VxGvItnr3mDcsN5EYpBjaAenXnp8prupRL5PllyqjkqgKKB7t3rlPFVn5+lGVQWMDBshQFAPBGep7V0YGXLUs9noY4lN07rdamF4fiknmmnkCnykEC/NgDHWta4K4yQCf7zZwPzrl9Mu2s7zcSTE/yyD+tdE8qknahZh0JzgfgOK9XEQftL9Diw806diGSTK/KMgfxMf6VTlIPzEqAP4mP8hUsheR/lG4D2yB+VVyWduAGPrjgf5+tOCsKbGlgnVgB6nkn86jMoHQ4/macVJb1Pr2H+frTQGGAASfpxWqSMXcQMwPHAx2HJpVZgem0fTmmY5O45J9TS7wp6jPuaqxKepIQxGcYHr3puckDt9aCwJH8Te9NYHcNwBPpU2NrotxxlgAtXigSDDYDetVLeYIoLEfSodQvfkIXvXM4ylKx61OdKlTdSTMi9bdct7VWNSlt/DcHsTUTAg4PFerFWVj5ec+eTk+p6uvws8aqMDSOvU/aYv/iqmj+F3jIfe0cfT7TF/wDFV9IflR+VS8LBlrF1F2PnVfhf4uxk6SB/28xf40f8Ku8Xh2ZdO25/6bxc/wDj1fRWaSo+pw7sv69U7L+vmfPcfw38ZRvk6Wr47mePp/31UsHw98Xoz79I+91/0iI8f99V9AflR+VJ4GmxrH1V2PBT8PPFAA/4lKEnBz56HHsfmp8PgHxV9qaRtLQb2UM7TRnAyM8A9RXu+KXFQ8vpPqx/2jV7IgjjKRIh52qB+lO8vj7o/IVNScV6CSSscFzznxf4Z1XUNZjurC1EsbRbJQGUc59Cw7GuYi8F+KktI4jpjMyfLzPFjA6fxemK9R16x1e7e2/svUBaKu7zs/xDjGODz1rNs9K8UQGQ3OrR3AaBlC7yuJDwGzt6AfrXnPLaLbbb1/rsd0Mwqxioq2hwLeC/E7qu/TpHYcf8fCKoH0Dc/lVS5+HfiOZXQaSkisCP3ksYxn2Df4V6FBoPihSqyasirgltkzZZic5+77n9Ktx2evSWMam8YSiSTLPIUJH3VPCnPAzj/az2oWW0Y7NlPMar3SPAh8H/ABus4/4kavHyrf6VFyPXG6tS0+GXjVLYR3GkF2j+VcXUQDL2PWvb9K03WraWV7nURJvRgoZjIqHPy8YGcDjqM1R1Xw1qt3eST22pGPPnbUaVto3kADAHTGc9cHGK650IzVmc0MRODujx9/hj4yYE/wBjHOOFNzEcf+PVEfhb42cfNo59lF1F/wDFf1r1ybwlq73Ezi/MgeNU3PcEHAUAjheORkH0HIJOa6fR9OfToJUllMjNISpLFsL/AAqM9hU/VYLYt4uoz53Pwo8bEZ/scj2+1Rf/ABX9ajPwl8btn/iTAA9vtUX9Gr6hxSU/YRIeImz5dHwj8b8gaIqj/r6iyf8Ax6kHwk8c9Bo2AepFzF/8XX1JRVexiL28j5c/4VF44H3dGx6k3UPP5NR/wqPxuOmiA+4u4v8A4qvqKlpexiNYiaPlr/hUXjgDjROf+vqL/wCLqNvg945JJOig/wDb1F/8VX1TSU1SiiXWk9z5Rb4M+OzyNEH/AIFxf/FU3/hTfj0ja2hj2P2uHj/x6vrGir5EZ8zP/9k=" | Create a compact narrative representing the image presented.
| rim lit bicyclists in a street at sunset |
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" 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Render a clear and concise summary of the photo. | a political poster uses legacy to promote the party |
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" | Share a concise interpretation of the image provided.
| woman steering a narrowboat on a canal |
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f27TksBwRyGIwWxxxz9eKwILCZlkknvdPZWUqGE5GTjpnGfSq50022LlaZVu752nRVkAAw0Z5IUdsA8dPSpbAPHaXAEWFZQ+R0Y7xzz16dO9bumaBdli1wybUhSNcZZd+D8pOOmBmtCz0y2SynkW4tHz5kY4BUp3zxwc4+lL2kVoOackrHFPO81zHI8gZYFKJ8nccnAqWISymVELLn5vmQBlVeg/KtRJHSJmEunRiMbG8u5UYPPX5D71Z0yzt71p5rm+tGcMFDJN/yzxyDgfhVOaX9f8AAHBpX5kc0LxZNTe4UybJJNjEj5cdf1q0+oiCSW8+zIvnpwwXk84OD7H+VXv7OjjuJPs91YLAs4biY+hAP3evNaV3pWj3V4tr9vQx5GEDHOOp6L+NE6kbr+v0CC91mVpOpPDZG5RgiW7hdrt1HJGfrnH1NNudSmtA0j/6zzGZCWyRgk5HtwK1F0O0EtwrajFIr4IIXPIx1GPSsu70q5SITNLF9iklIikfdhlUYI6deR+dTGcOYHCVrmXLqjFTDcBfL++E29N2CefTgcVWgupBEFijUkSrI+5sFsZx+X+FdTe2mmLapcRu24gw72yq+YACT096yr/SobeQ/wCkorMOpydxGee/rWyqwb0ViHCVtynNrSyWJhw3mcjJ+7iqVvtkmRJVZSOWbOCVxUqaXNEivKYjDJnaWkKg44PpWqmlG/jgidVhG0s1xjIY5yQuK1c4ohKSMgqYQC7AAjcCT2J4qncyMf3e4sFJ5NbuoW09sWYxK/mR+X+7TO4A9T6dBWReyxyW8KoMMu7d8uOpzVQaY5t2NLuR70PJshcg4wD0qMvgk1ag2Las7BS8j4XcAcAdT+ZA/CsWdrl7rMi2QTwKZCQqMQdpGea6KP7ZcWjpDcO2ECqcBcHufyrG0xFa5PmA+SpMkn+6Bkj8en410FhMDEW2ImcArGMAcVniJtLQyoQUnZlUidFMUzBmwA2fqK2NW023GjyPs+YMvNYmoo8lxIUfacg59ORWvqOnXMVqXu9UaQ9BD2PH+FQpXjzXJnFKokjpLyGNvh7DHIigSGMc9xkVxrDRLV/IltrsPG3zBVQgNx0+YVpnVbo+HoLSeVECsMEglQARjIAqNFsLu/V7uOEwsP8AW29vjJA7hiv/AOus3e+u3qEPh0/IuWdporlIxdab5rnaFUsScnp93rVmL+z4IWSK6s1OcGMSjd6Ywe9Y1rp9rHeyzhrlVgZZVZ1C/wAXpz+Wakm0SD+1J994yBczBtgKnkMAOe+aydJN25noaKu4pOy1NKLToWuERI49yYdVyBjnqMmtnw9pUYtr29DRWttboIt5QYeRjhVJ9MjJ9q4+/iTUpYJwk+dhU5CAYBPIJbnqOK7HxFdweF/CmjeHCQ8jIbu8HQhm+6CPUClClJJNsqdZTlypadzCW3DWUgltpYkVyjIwwA/fB9DyRmn3As1+yullDFNH92UFyx6YzuJA554xU9nfq2kQQ3sX2m3aYyqVlMZ4GMEgH19O1TXEWlzzyrcyXyQgYtFtpVkMKLkPu38Nzzx0wal3cmk7F+7Faq5DeakzeGLua6ntpLmS8jKxmdTI0QRgWZQcg5x79KWCwtZLWNWAwfT61kW/h+0u9djEMeoPbtMFI8pDgkjAyOOh+vFdpZy6BZgw/wBl3d3cROI2NxOFAJbbnCnoDz64qq8W0uR2MsPJRb51c586XYKzN5W7LE5JPJ/OpIrSwgJmlgiA2ZcuuRjPpXSSWmmy6VLqa2Ag2pKyokkgSQoBwCxyATk9K5F47rU2Z5mfTYTFxFE4n8zplTjH6+lcyhUvrLQ6ZVqVtIk1ynhxbWSaCG2mmXnZgrxnnBx71U06x0zVGnEVikTwxgr824cnAHStLTbPRbCRpbiW9mypUIUTAz0OPatuEWMtnPLo9tNNPF87QCKMM68cHaM9uKJuXK4wu+zv/wAEyhOPMpTsl2t/wDIk8PWOn273YSK3iCne0aHgCuf1PULL+wtPtFijl+zyyl1MjKh3kYIGODjr/wDrrfuNU1XUmGlSaPLGrKomyvlSMGHOA3pg4I9KwF0dJ5ZDaPeuFYqpiXPtj7vrkVvh4yhdVZXfqRXqKVnTVl6FFtRhk0NbEwMkZvRcLsbdjCbSOfqPypLmJbyJJxEVVwwTOM/pV28bS0t4rL7G0d1vVhKQWZs92BOBkeg61Z1q1jto4beBCI0VnAA6Dj/Gtp1Peiu/5GdKDUZS/q5Sg0+TU0sLEwb3AlMUIkI3DPMjE/dAIxgdcdqo3U0kYawKzKUYoyH+HHo3rnNb/hO2uJr3X59OHmXwtikBZwuws2N3PTA5rkbyG/s9Yniv5mkuEbDnfuyfr3rpitXqYxlzPU0UguriNdsr7VOMb9ue/OBmqF7GQwW7xLgEIMkYyc9a3NPOVx/tf0rNuXV7gwMFKyfJuIGVJxg57ckVjSqvn1O2rSioaGRkn5QMsTwK2AiqY4Bz82wEeg64+pzWZYgi4M2M+V8w46tnC/rz+FbcVk7zxyRoWwzRou05JA7evJreq9bGSFsoRKZA6x8uYyNoHyJgnOPUlR+BqYrGpARAoY9AKVo47K6v0Tlg6Ju7H5fmx7ZBpl5HLDa2lw3C3Csyc84BxXDNuUjopJRRUnIKTMe2P5itS+lWW5SM8KqsT+X+FY81vcSAgskKvzmVgpI9QDzWxY6RbanKWu9agiyR8u1ua0ekdWYykue5SMypFCx2DcpZ1c9v88/hUrh1sIQuGaRBtIOBk1uS6HocERaO8ecoxRYQdpb/AGiT93uMc5HWq062K6J5dlHCLqNgqSC6DNyeeOmOw/GpaUmrEKo4pr1MGFtSSSIT3bywjB8t5yykY6YzXY+HI7jUb2RBZ20scdk8IDgnBPC8cjHXr6HFYPhxIk1pf7bCi05DE7RzkYwe1WvGsWlW+oj+xrweQwbgOW3gAYPy5GcluuOK1muafKYxlyxIohMblIL2zt1ngd8xeVsT5WU4AHrg81r+Pre/K2l4mmxSW80JJdofMcEkk84yMZqn4StNOfTJp7uZDcSIXjWNi0qj+7t/vfL7/e+tYItdZu9Sitbp54TKdwNzK6AjPv8AjxRGPvu3QTm7K5oQzfZUSO1IDJkoxwc9u/H862fFPnW+uQWkkTLBbxFltQoVUBQ5KkDkHqfQ1aTT7bw9PaS3KWrGMp5iJcGWQL8+4BAMANuXg9xXKWdtqcuv21nO93JbyuGQSOSBGW5PzHA46/rUQitX6lzqN2+Rs6PBNqNykchuDaujSMYn2gvnK98dxUUV/fs13FKqJf3MysJQwUAAD5jj37+5q5rNrp2n3ty8nkzxXNtJBbeXnajBguSwJG8ZJI5GKw/DVl9us7xxd20MkLxxokxGW3uMsvOeMA8U1C8dfIlzs9PM7W8163vPDpha601rgjaFhuQxdVUABSQMk88D8qyItVvDdpqVjcSwzmEI8hIIAzhiT0xnqaINJsU8OaQL63uN0TSgzRPhBIXAAJ6Z/wADVzXdMGk6xaLp2rLDp7lTcIJgyuwI+VgDyCMnnjk+wqeSPNf1HztR5emhNY+JNQS3vprq5ju/LRWiDAbZSWwcMMdvr0pl1eP4jtVuLOCKHYvlzLLtyrE8bSR0PqK0Y20dNRvIl1SwkS6nWRPkBROACqjIIHU9q5vxXZHSZrWLRL6K5hdGMrWqKvz543DJ5wfasI0IOspxVmU52g4t3Dym0nX7EzuPO8o7h5gCjDHv7g1k2c2tyQxpaX10sBUtGouTGApOfu7uOta+gadbXdpdPqNxDbanC4aJ5gCSNpG0jI457CrUmmeHphDDNdWJMCFWd2JGwKAD8jDkn19TzXRoptszcm4KJwsl1Je61a3EkgZhmMnaeNm0Akd62Lu6nLGWdQi8RkrnlSM5P1wK2bHw1o8Usc8uv6fj/XLIQdyk/wAG0HBHTk1tXll4SFk0S6tFukGxWQMRuwcFhjpk5x9KmpKLasti4SkotPqcJ4W8QDw9rTXEsbyQzxFZVX73UEEZrKuluNV1W61CQqivKWK56Z6CunvPDOnwuzrqUcYQAAGKVlPHJzgnGexxiuZiSeNm/ewrHuI3SEqM9u1bqaldxCMVF6mnaPsRj6H+lNiRZiyEA7uM4qjDcFGkRmRsDqjZHT1qzbS5mClhESfvPkBfc1zSi1c9BSUkVdGtUbyhNKIVc+ZvKlhuOVQHH0Y/jXYeEpVfSZbNyU1BZnms2WPe24Kd49hgD8xXPSxQaXe/Y7Gb7VJayfeThTj+M57gn6Diu2b7DoslvrtqkiXDWzLLEq/utzYG4HGAfMwcE9M/jpiPeTXV7HJGVtei3ORDQ3F5C1mkU5+SLbIWK5AOScfXP866KewEwN/dQuGto3jgUQjyXbkLJz0GSPbK0lnJYt5G0LBdkJJBCEG0kMd4JPXJVwB+HpUUeqXl9cN4btJ4odP8113ozbPs6nJJ9zjJPTNTKDlpsuoKokt7voaEdjpP2aK+urGXWLmI+WZzMUjBB5G0c4BPU+tZuq3VoyyR2i29jMiGUiymdyFHXuR+VGt6TqljFK1tcRSwzy+Yj/MymM8rhsYzgc46nNYSFtPvbG+Wa3uRJA8ewEZmXdyuO2QceuKiNC7vJ37FOpr7qsbem2V/qenw3E+r3NtbyxDzQ83yrnPBY9yOQP8ACnT6XoVrdTQWK/aJYYN7vJcDaQxA+XjGRuzk9MVd8N6/bxrJAZEs7eXIMRjOc5x8zH7wGduOf1rH1m70zRdS1TTktongmjMcN0Dl4s4wMA/dHPDAmrpw99r8iKk3ZMns9E0GPWri3jlcwQRLKbmSVgNrN0ORjOCB6VgeK3trLxHLY2M0hsAV8nY6nsMkt3rU0ea5s/tE9tNGFjkDSQnrJxkLyCMc8gipdeg0JbJL6O3tTdNEiJ5EuEHdiE/vEHGTxzxzXRB2neRhJJw0I47SBtGF6NlvPGP3rhtg/jO3rgtgJ7nNJY6fBdWdtd38x8qWZYR++Ktk9W47c46881qXNvLf6Zu0y+VLd0jX7DE4kOM/KCQOGPHDc54pmiAQ6HY3a2iyAXk0M0DgBQcIckEjoCfes4ydnLzLlGPMo+R0UWn26eHPEdrYzPdRzJGsk4AVIxjanXk8jk1xltoDi+sY7lUjt/LaV5TcbgChIBBHQkjgfSur0i4t/wCy9UWzEoivI9gSQAIjK4IGe43fLjA4zXKWN41nLdWepabHLGiGW6SQg7WzgDJBCnJI4PanZJe4/UnVv39OxNq7XNrDYi2NxaCPZHIwbIY7j8/pkq3Xrwa1bjQLTSv7UvryS382BkMJLN867Qx4AAbHTp9a29TgttSV5DYia4gAH2eO4faUQYBG0EZxk4OOF9q5nULqy8TaA4MqWk1rLIJBvBOwsflBPOSF/wA8Csac+dK3zNakOVu+4xfF0tyI1JCRBfljjUKgB5xtxt/St6+bSddt4f7OBkvJrdI1T5gizdBjHBOxT/8ArNeXSxskYjTk/d44x7132jR3uheCxfC1iAmmhEJuI9+5WR2JwenQY711Vo3WmjOWi7S11QnhjS7GbxNfLf3qwQ6fIxAlBRpjyMDngjr/APro8Q6RbXuixXtl5SJaTeWiEjekRBb5iOM5OTnp61Pp11qOqazH5thZR/vPNeYWwjbIIbOevIXFadtJbeJdY1mKK6FvGhOoQ52sjkjGXz1AI9CPmFc8m00zpSumJ4a8MeHDpfmajqtvHduFZvLueADzjHrjg1X1jR9BtbqSOymRrK4t5Yp5nlJCkBWXDcjPyk84PP0qhpsz/wBtWH2xLW40sKDeXcECYRgT8wYAEYO3gjnmrOs3tpfiWw8OFsTTLc+dNtZd5PQYHGfmJGOAPepld6rqOKs7dix9h8JxaJpt6lrcTxzIhuGjuP8Aj2LeqZJJznj0HWoWstOsb2z/ALMt2a+njdWMm7Yhwo5z0Y8n8MVatRe2Xh6aW3htryNJ2tbiJLcJuYAN0GNwz/j0rmtO1FoNZ1G9vZPNZYJGZXbpkbVAXHJxkZ44FDi2m1t/Vhp8skuv9XK+oWF3c6I+qLqd+1qkzROZZWZlZfbPOfUVPbi2vPB1ra6lfXC2YuiVcKCxbn+EkH8fpWUus3gjZJZUnhkT/j2iACMo5yQuMnOMd+BW34tuNItrWz+w2LEzQKAyriKNtuGOP73Tn1HWr5JRsrfcV7SLbs9DGm0Oxjv7eLSmvbpnmVZI5YlXjv0JP1zUmqG2TxQTfGWazAAO1uccjAI64OR1J4xmlbU0tkjk09GfdbF7mW4bBkJByqj06d8kj0qu2ms6QPaXML4iQxpMdjDOD0YAEc54OKSjPebOirUoc9qKdl3/AK6kWiPaQXK3JkbcWG/JXMhyQyYPUdDn3rfn1uXR4f7IvrcfZZht+z73O2POQrKSTuOAc543ZFcTpE8Vxexm5a4gRWI3W8YdmYgfLgkddvrxV27ubnVtSe63CSZVWENuC7to2sxz3I/WuypRTndnmqr7tkadtrUHmR3lzbkwRyeRFAs5QqepIfqQDzyKm8O/ZNIvo7iKY3Ebxl2RiMliGBjPPB6/N0OayNZgitGdZreW1mSEBY5osFxk/MB2qHT7X+1ZQlpcwRtFvlJkkCZQgAqCe+SePejk5oXTJ5lGVrHbSeJ9UsrdLe/+yOZ4HEKSwqvlgk7VKA4AKgnuM4NY0Op2IXF1ZxSSW+9YmX7sbE8E+o9c+ox0rBkuLma0s0vLee8jConAIZVX7q5xweelMu5ZIpZL2ERtFgeZGFwMEc8eoqVRS0sN1ZbpndfZG1m1mvYlXz5Z/LQOSxh/iY8YCoDg5II561z9/Y2QvZfs+oxzQszCU7CdqxqpEoHoTnA/Op9GvPO8OapazvcW5nAlH7xnEu3ou0dckDkngetWrrwBefYkeyvZbuO5ZSJhIoGzYWIxn1GOfSsElSlZuxs5e1jsQWgsJPs0F0ZPlRpUCuAJGI4D5HQ9OvXFaHiCy0ltFe7dPscfmiO2KLxIw65XP3QOp4IOBiuL1EXVhdHy5EliiwpJ5VlIB/rWpdSST6An2u2An812iYsSUUkFlK9DuPPqMVtKm3JSTMYVFGDg0TWmlyWd1HHdSeWj28l0ZYJhjkYiO5TzlgBt681LqXiVtS0jT91rbxPFO9xceWu0SSgBQSOgIAPSs2e6jj0y0s7M7g6mWU7cZb+FRn+7knPqxqqLOaSdra0jldCxkHmJkqNuWP4c8/41SS3ZF29EaVtexpbXbW4n8m4gXYBIPkl3KSefdetaVhqmnXWlmH7CkeoQeU/2lQCZZFzncDwR8xPQ8rk9a52OQmKyRCFEg3MFGBjPpSxSLZPa3IzIZo2Z0b+EbiuB9cZpSipBGTR0tx4jnkglhudYZZicFQ5AI7ZA68VmRz6SNIurx4tSmupTtkkK4hL9c7hyOMnpWfez/aisjQKmHyPLTJ59e5q7badaXXhm4vTqEiy24CG3QHaeM5Poc8fShRUFoU5Ob1KC3dpJIRFbAns32k4/lXSW14tzo9ws82+NIVmRHkO3KMCABnjgkYFcnFZrY6lZyXABKKrEEcAMN2SPbcK67RfB0OsW0BgucPPbtJcygEiFQ20D2Zsce1FTl0dxQurpGttTWLFmbU4YtT1SU+e7S7QkQbcSMDC4HBA5OKh0Czs7ibXblrly4tnitrpUKR8HCrt64bgD3rnbWWMR2sEEZSVZTiYnJ25yPxHJ/Gu0ubwaZodparELS1vWDyywoC20PyA3UdBg9PxrjrVVRt3b/Dr+B1UabrXXb8zP0630WTxHaxXUdykLh4blU+UJKANyY9Mk89Rk1j6Feapp7azfRXcNhBEw+WSMNI/zEKiL3bI68dOTUWr+JU1zxIklgcyNKFeRflyejOB23Ek/jWlpKx313b3LNum2YnSRsjIxgnA79c9mANbNxpwc5/iZpSnNQj6GvANRW1spJ91teanfRkNOoELIqqoAHQOpwSQPbPFZXivNzrs9nJKsFyjrHJ5K4jMgHII/i9B7j3q9r135Wp20txtmgtgRHk8qABwvsE2nA6nPpXARar9tmAJOY5t7ySrkkA/KT796zoTVZuXLtr95riKcqMV72j/Q6CTw7bWIs/sl+b64vWLIEj2hEHGWz3J3fL2Aya0/GAiuNkZjZJFskScQR4i3clCnYE4YlT35q5p9paW6XAhmYQyp9o3k7vJZkzwO3XOPRsHtXI6rqN/f6Xbm9edLKMuYrboA2fv4+hxz0wainXnUxDUX7sVr6sc6EYUE5fFLb0Ir+xdJktboSWxSEqI35PAAAIHQnr06CtfWLGaSOJrW7aWKHZbyXE6kPI+3+BR/D0C59KxdO1GTXvFtlHLKXnaaOKOVj92Nen6DHrWxZzCx0yKOA+elvM8y7zgk59+DjGMY75revJ00u/8AmTQh7STXT/I4uMSWoS8ktXCZISXGVLenpng8e1dBY6NLrOgT6hBEkclrIzT4UAOgUE89c57U/XgLfwda6fFueNLkyK0jDeD8+QQOByx966bwXosk/hwhobe4jZ2besucbgODhhg9ODWtbEP2XP5/gZworn5fI5yW8ll0vV7i5RZZbiG2tIXY4wFIIxn2QZrnLSNrCQtMSqZIAUg4z64rvH0aUeG9Us208MzwssNzDIZA7BgQODjIAIyOKzvGccN4dIsrWyC3sduElmGz96AqqCSDjHHc8Zoo1Vzcq2f+RNSm3G7Lfw+lkm1qcfajb2sVm+8M/EjMcIBnnHfv0rI12WO61y+8hHkhmunxsXdlQeTgduP1rd+H2kpJaS3V2QkSgq0sdzgqAfusoBP/AOunsNG0TUtTv1hn8mFQbUBWARgDnPqGyOCBWTmlWlbXYrkvTijjpVhWRYIJJVk+6ynIxx717tpmoDUtI0Zk8sswj3gYB/1bA8fnXimm2moa5qUty0M0s8imVzGm4BmO4A46ZBxXtUl3Y2VnZM8X2Xy3QmPI/dLggbgM7RyBzWWNbfKupWGjy3Z4dqgjsJZ7SbIKzNHnr0J6flWv4Xt7PWdUjt7q6mazWB3cBGLbgAASV9zUFzZi5tta1G/CRxoJVhWVWDGRm3Bl454wB9TWx8LUDa7MrI4ItQPk/h+YZz7V1VJ2pScd0Ywgudc3Uq2vh+Q6rbBYy9ukhB2IxOARwRxjjvmutvbaWC/t5ltbS2ghjmURWq5Zw4CkFemPUmuxN/py6hbKZFYIH3s5BC8DqR0/GtO7+W0kkLb4VUv04IAz26/hXmSrzdm0dkaUFojwm7t4TeaxftbkW8btHDsXasZ3fL8o6fyFTappvkaJotw/LOnlKFXgLlmJJHQ5I6+tbEWgz/8ACI6jdtby/b7wSuqyLtwowRtXscA/pXptjpUL+HrOJ2dIBbopiUY/hHUYzW86/K1bo/0Mo0rqz6nkPg23ll8R20UUpgY4HmAZx86/r6fSup17w/Do/wAM7u5jZvNvEhQ/MMMS/U46n5j1roNSj0/w3pkl2LaaOGBlLXLkknLDoB15PfArzrUvEmk6ro1rZS300awlWISAndjscjp9KuD9q+daIzlemuW1yzdaAbvx/f2G2RYv7OYBmhb5T5aoDjqRuU9K2tA0aPTfBdzq4eWN3snDpL8iE9FK984x7ZNYNv4m0iLxI2qLdGONoRH5P2djyDnOa9B8FalpWq6K0wl4iCW8yyAhGOwZG0/e/KlW5lFfIdOSb2PJtKg87UreDoS474zg81teKtTgubKAu5h2EiIxPuGP+WgKn3x/+sV3lzoFhc6G50vR9Pa+AdC08WwRHJ68dcEHBxx3rxe68yPWXuHQLFDKsQCMWXIOWwe4rD2ar141P5eh0wn7KhKHVsbpkMVrfRy2iSyB5FO/bkLzkk4HTrXbWMf/AAjcCXbWrIZ4UZHkXhyR0H1xwO+K6q31DT/7KS4mtYYFSNQ6mJsnJHJ4H6dc1m6wdR1/QbDTrazMRhkSaW4YjKlM4UL164HpiqxEo4iPJNWXUWHToz5lqcbrssZsYLRGeZrnEjxRKC6sCeBx0P07GsOGx+0Txr5DW8LLgzSqQOmASe+OtbdxDbHx9bR2kkcnmzI4ij5CgL0GTj1PXiuy8U2tpq2kJY7JoJIpkOIjGA2VCnJPU9+DWlGXsIRg+urf9f1oTiL15ykumiRlxwvanWdJWVJJbWyaedwcDaYxtx+g/OuBnu0eCG1kkZUi2yHe5I8zAyPbNd5JoHiR1vb5GF19ssvsCrHEU2LxgnJ7bTz3JrF8UaCNK0EnyoopGuUkctLGSx2FcLg5xkn2pYaFOnL3X8T/ABsaVqk5q76KxyttFJb6j9sto5JpPNDkJEVC85wP/rVq/bIE09LdCjRqQN4PIbqeK9Jvis0UFotvEt0YjI0iIJfKUx7QTjk5ODjqBXBDTm0rwvfLM0M5vGQwIAQ6zD5flGPmPbFaSqKvbmVmtiaV6N7ap7lB9T0idFWaa8G1g3TuK24fGdtFAsFvcrBCpyI1tgB/KuPNtO9wU8vEh5weB61b+w3t7Kyx2xeaOPLiNevOOnr9K6ZYeMlZmanyvc7F/GVncReW2pyQgAYMalfb09KoyHw5fyRSTaqu6P7pztIz26VyWeQpXlRip4HwrAqpxzyBWPsFHWLsbay3PQNNuPD+mStLYX1rGXGGbzss35mq11FpV5cGeXUIJDjaF3ryOvOG561w8xVkYJBFv2HB2jrVWzhJiH2iIbyTwy80lQ+1zO4mrNRR6RokNjouoG5tb5ysp+e3RkKk9uc54rpP7ct7iKSIW8eHznlcHPcjvXiitC989t9nTCjJbNWDBEnIXAJ9TUTw93eT1HDZ2O9utJn1JPImvdlsiKqQCbKqB0xkVN4TstT0PzRLb2zwysxNyrjd7AY5I9uledQNFcFxFJKCnX5zz+tPink6JdzhsZwJWq3SlyuDehFk2pI9xS5g/dMQikHKbVxjselXW1pLS18xyT82Bgc14G2r3Nm6br68+b+7MeKtXep6jkqmq3MkYAIJfcOR9Kw+qPuXzu9j0/V/GEELlBpV5NGkMhaaJMqCyEfp35FdvZa5bG2jAJBCDO5QMce9fObarqcdrKiajIyMpRlAXpjkdKvQeJdZ8hz/AGtiRQNsbQqdwx60TwjsrC5u57h4pt5PEfhq7061uY9823aHGF4YHkj6V5hJ8LdbB/1lnj1Usf6Vgx+L9djBH2iBhn+KH/A1YXxzr0a7S9uw9cMP/ZqUKVeCtFopqL3RoN8MdbRN3mW5H+yGJ/lXfeBtIk8Jafdx3ssbvLKHUxg4Ubcdx1ry7/hNdfYsq3SoB2+Y/wAzUbeMPEDgr/aIwOuEB/nTlTrzVpNCUYJ6I9zbUNKNy7faVVnj8pkAGCCe+Ofw965PUtFslgTT7PURbWYbL28kQdSvbaCeCO1eaDXNblikl/th02Y+XKqW+gxUJ1bVpMeZqt5z/t4rJYaad1I0un0PUG06ykaMvfyFYzuVfNbapHp1wK2La+tY9NjiMjBgpBJjycZJ69a8PtdSmv59smoXZRcli8rY/So3vJ5b+aBpbjYOUPnMcjp61o8LJ+63sSqibVlueg3fhjTf7U+1W91BawF1cxxW5DMRnqxJ6k+lXYbTSbaYXMt8jzKVPzQccdO4ry91VVdmDPtUn5mJzVezmiu0ZvIUFTj1rV0JSjdy2FpGVras9tuPEemC2hZrtT5eQqiUKemCSueeveuQ1ptA1YRtNqscbxghWIVmwf5d64mZUjgLrDGWC5A21Tt72GYRxuio7eg4PXFOnhbe9FvQJyV+WXU7yLUdFt1jX+2ox5YABWM544GSDzSTeIdHe1WGW+km8s5jI8wBT6gZ4rj2eNJVhyofOcAdqjW0ubSeZLhHQF8oGGMj1q/q8Xq2xXs7IyVEskytMSEOFyeeAOK6TwjrDadHeFVV/lDbC23PB6H1rnTH9mvDG5DAEfMM9PWrNsjW1+yxsdh5Ujoyg5r03sedyqaszQv5Jpb+WW4iEUrtuZAu3aT7VBI/lwO2cYXv61Z1G4e4vXkmYNIQu4gcdBxWJd3TXAaPACq2R7isFByZ2OooQJob24jhRxIyvk85qR9VneGSQuZHCjDMBleR7c9aobyIRHvBBGMdcUQllidRsO4cgkf1rbkRy876M0LaV5J/MSJTMwycL1GOasyXEclqy+YjtjDpsI2jtznmsZpJS6suBjjK8VKJXTzP3C4c84zz+tS6abuUqj2NOC5jhtQ4SMBWK4GcnjPrUOnGGS4Hkx/PIdg3ueMms26R45NhH3T2OQanizCnmJEwMfJOe/bNP2a1BVHdeRJcTxXc+142G0YG1uP5VZuLgJZAxqwYr8pznocHtWdbqvkyTOCckLkHHv8A0qzB+9VVRZHljyVGRgc55HejkWg1Uer7j9PVpI5SQ7OyliBjhRyT+VTrf2SXMXmRysBnOMZ5GB+vNZ1rNJvkkZyCVZGOM8MCDUcgjRlbJkx6jFDppu5PtGo2NSa4WKaOL5iHXeDjoD0pLMuUfzJRIeo4Oag86LZG/mEzLFt2smR9M0ukq08zDegOxuCcYwM5/Ss5U0os1hVbmrl+TClz0GOSBnAxWfp00MSyI8hLFs8L1rUmV2sp4oQfMkQFvZRyf6flXNhWhbIKkn06UqcE4u5Vao4zVuhtXLRfaYyWYYwWxjBBGRUkV/FIGIQkLx16g1nbTtjnkc+W5wOMk4Azx+IqoDsudsbHYDxn0qvYpqxHt2nfuaEFxDp8xAV380beSOP0q8dSQKVWBD82d5Jz9PpWPKsJYMWfjr0oV4yMsHI7fMP8Kp0k9RKq46I1G1ApCZEiQOcgAknoPrUOkTK6GMhI1JZiQOeAT/SqDyxiNtqkntufOPwqBSzbNqkgdQAeeaFTVrEyrS5kzRk1C6juYZY5Qg9Aox78USTKsgk3Kzn5920DBPpTnnS0toZRGnnGRvldNwAAGMA/U1UmY3F0s0igFuTtAUfpxVKInK7uSrfSNdMWwXAwr9CvPX8qn867u59iSzTt1+VmY49apNcGWZgxGT1bAFKkj2iZhucEkg+W5BocQU2tR0sqTfZ3B/eAbG56jt/PFSabMZb8I21chgvYLxVKIgPkjpzSO4M7ugKhmJHtVtGafUs2WpXFgZTHtLOAGEi5/H61V3gliw+915oLsWO4kknknrRjKMQQT3GKFFbiuyVBbtFg7hJ2OciozsPTcB35qMEr7Gj0piuSeYGbDfmBR8uevT2ppIHO0D35pyuoHKZOMA5oC4Id2dz7SfY1ZgaAhfNd+RghT+vPp6VUJG0cUBumaBp2JmLIHCzDbnBCnGfwpUldzjeTj1bFQnbngtjvxQu0HByM9+tAX1LkYkWCYblLZUhflOc5yf0qBizEIUQtnoFGf0pmF3ECQYx1INMAAbqOvXtRYbZJMWK/6vbhsE4P5Vbssm7t4WjVWzgOWIHPr2qmVJDjemB/tdfp606CVo2UiQr8wJ5OKTV1YE7O50uoNcWFooBCSSh1bHOVAB/xrl3O5QAuCOpzXU61dx6rcwxNcrEoiyrEjBZvUjoMYz9a52BY3L+YzBQcgKcZrKgnyK+5pWd5aEMRbfwC2OcEZFJKDw2zGehAxmp0hiIf96AT93nH55qJoyrsu5Tt7huDWxkEcjAbARk+oH9aljijVy8sny4xhCM5qrj5utWI7Z51IQghTyc4H60wTJk2NFIZ7vK9FTk5+vpULLEkYKTZPQgA0knlZ2gOmOCDzk/pioM9R2oE2ObaUHzd/SnzMhYshJBPRh0qJSpPOaM9j0oC47KZJOcn0pC3OO1KpAGSOtISDyQBSAQHnNNPWnn1pp5PQCnYQdcUqMUbcOcUAjHK5/Gk9qAHSP5jbjyTTKUClIGfUe4oAMg5yabSgEkU4n0oAaDkgUuAOeakjRX53AH36Uxs56AY9KAEyOlOQNIwX5j9BmmgelKi5zkHHtQMf5eS2Cceu00gC8549BSFyMYyMdcmmk556UAPeMruG5cqOcMKjFTxPtOWdlBGCQob+dIwRcFHLf7yY/rQBGp5zml5C496T+OnqwcqrHAz1HpQAwqQ3Ixj0pvOc08HnGF+pFAHzdj9KLCGkDPWnrIyoUBOM5phxu47VNDGZm2hsHGST0AosNEbsSQzZyR3pnvU80QVcq4fHB4xiof4KAY6OMySBRjJ9Tik2DfjcMZ60gODnrSo3zDKg89KLCFZQDxyB6UhHGe1PIYH5hgZphbJpgwx60nWpCuKTbVWCwzFLgnJp+2jBFHKA1B8wyKCD/dp4BzTtnHPFPlGRAGkwalKe4pu2jlBiJxnPpQxyeM496dtxzRtbHQn8KOUBuPy9cUoADDkHNSKGTsPxFIuBnKA59c0KIEJBz6+9AU1KRlumM0m0jijlAAWBT5QQDwCAQale3uHwDb7e+VXFRBfXoak8uHb8ruD7oP8aOUCBl2sRSKvHpU7RjGQwJPbBzUe05xRygNI54pVwByOfWnbT0oI7UcohmKmQsIXwAAcDIFR7KkGdhXPHXFHKNEQzmghtoz07U7GKcVG7r+Qo5QIcUAZOKlKY4oC85o5WIY/93PA4puKkxk+9G3FHKDP/9k=" 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Relay a brief, clear account of the picture shown. | orchestra led by classical artist performs the world premiere of symphony featuring person. |
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E9BmujGiaYbcubidW6clMf41Xl0qG2f5LlSGGM5HSmKNRPUxCCMEjg9KSurufDyS2FvM+tWLhV2LGr/MoyTzx7+9ZdxonkY/0hGB/uHNJO5V0ZFFbCeH5JLczLc2+0dmfB/LFQtos6pvLLt9dw/xphczaK0INMuJZQsIEjdhx/WiTSLuGYxvGVcdjj/Hn8KLBdFJANrNuAIwMetNPOKsS2dxCRuhkH/ATT7OBmuozJbTSRBgXVAQSM8gcUiitHsD/ALxSVweAcVLapvm+YnAHr1qzeW0LahKYLeeC2LkrHIdzKvpnAz+Qp8UcJjcrujlwAExlTyc89sDHrUyvYqCXMWlO62YMSMHFVzGQ/GPlGPrU6AC2VGBQ46kdafAxdcRhdo68jP8A9f6VxrS9jv0Yjxs1okzSFlKhVyc4A7fSqh3RXIIA3Z64q9Mzix2hDtJJUgdfXPoeB+tVZ58jcyBHBxgL0NaRuS4xWx0FrcxC2kiKD5WKwsScqSRzx9AK6Dw7NMs048+YFo/m57A85/z3rire7SSdpSu1S+4AnJOTW4PENnpzZW4Vn8sr8i5yT1z+OPyrz8RRnNOEVuehQrQi1KT0Obg1J33AQouM9zxxnsK1hI7XMaxtFIDHuwO3ygnqR3JrmluFRXG37wPzdeSMVqJrCfbVlQErgId3AxhQT+lexOU3sfN8q0Li3l3BPMyQoQnJO7gDcB6+9V4dTuHe5fybXO3JLkcfMOmTz1/r2rS0ucNes6tHh3jzkHp5ynj/AD0punSKr3JlwwkMCgbOeZl9TjnBrKM3s0aWK9tq19EHlSDT5U3PuRo0JJ4zwCGxzkfjUEl9df2hn+zbeOVSAYfIJGcj1J9RXT+Grx49Bv5YtKmvnMVxloIuYwxUFyxBGFxj15rl9T1WW41y6vZLT7PJJLvMbjBjwQcdBzwPzq1dt2Reitr1I7jUpJQRJp1sh8xiSkO3J7j8Kd58peIppIH7snkt8w7nkdOtVJruSdF3SyHlm/1p4LHJrRhsZ79Wl8+SJY7Qldrk5A/DgHNW7xRGjdxLWS9W432ulJvw3ynkYC5J6jtS+VcypbtLpoUvuKsuPm/M1Yi0Frk3AN237uCWYEg/wgU1dElilth9oTEyEhsfdy2PX2zUc6JmrJsp3OnSqss3kXIUSMudqgZGOOG96qNw+xnmVgP4lU4P51pXGizeTI73aMu91AL/AO0OfYHr+FUZtHId1Mqvt7jJBqoyuiIPTft+RYumZbG1U3EzlssAI1VRzjqeT/KqssnlsF3vkf3lUH9DVi78NmztrOdnV1ulLAKOVwSMH8s/Sq02jiCVo3RlK+3tmnGSezLuM+1Kqn7xOewH86eLxFhAAYc/ebH5dKRNOQrkDnOO2P8A9dPXTRjIBz3AAp2KuRx36qwZlAweCRTm1NWkDeUHPXIq/pdrCNQ8uRXP7snDx5Hat+XRVjWOSSwcJKCUdrfAYAZ445GKXKtx81jmG1BHAbyhleMHqf0p0V9CW+dVB74DDFdZc+F3gs2uDZReTiJiwjzkSKXXHHPAOfSqi6NlFMWnCU43HZb525OBnjj/AOvUOmmUqtjCkvbTeDJ5YHrluePY1HPrFkIwIbfecEfeIA9Pc1vf2O7Fc6cTukMS/uOrjqo46+1PGhyBkQ6Y+5nKKv2fktjOMY647UvZIftn0SOO/tOZipeOFivQlKf/AGtMrb0igRwchlByD+ddVPpsVvJ5bwQbtoPyqDjIzg8daj+yW/8Az7xf98Cq5I9hKrNdTmX1y7aMxlsIR8ygkAnnnHrzVa51Ge6kaRyoZsE4HUiuv+yW3/PvF/3wKT7FbdraH/v2KahFdAdSb3Zw7SM5yzZP1pM+9dubO2B/494f+/YpPslt/wA+0X/fApkXOUhtFkbaZW+m3/A1cXR5BJhcdOpHvWmmR04qZS3OcGt+Q5/aMh0+zaN+XUAEEjBB6561q6dGI45d+HZmQ8jGNrZqpG5CmpIXbaclsZ7Vi6K3LVRnb+D5o7HRZkgtmBlt5YXYDafmYNnB57AVzuoRx6h4yl1OdnDPdfaSnBXO4Hbz24xzW3ooi/smczckQqRn3bGc5rBTyF1kvKm2PzSD8pOBnHTr6VhGHvM6bq8b9zLu7NY0SFbzhNwQsgyoJJ459TTlkZZC76rP/qvL2kBht/ujOcLTr1Zf3ZthCOCSJFbj3GKtz+aVbylgLLEgLPHjI4yQAeK6OVWOdy1dg0+ewVbt5ntnLW7hDJBn5jjHQDHf5u1RyS6ab2zeGS3JSMK+2EjJ3ZwRnn61YtGkW3vQqQsfs5BzlcfMoyMZzRLIVvbBmCgrEmQvPes3DVmVaT9nL0/zG3V5anS44lmQlpnZgIiMgkd/w6dvxrO1S58y8uJWjKBsBsRkBfwA4rXnmH9m2I4GJJWAxz94dfyqvrIeTWL1zdygLJ8yrgb/AJ8cmphG3T+rkw0v8vyRVv8AVbe/stNhiy5tEMY2g5OWLHOfcmqt3L5l0z/ZipIyVAOTgfz4rotZtoL2PRotzbSrpyQcAO+OvU8CsDVtN0+2uyQ7LAWdky+M4JHX8KKbi0lbU1b6laSdItNUNaXIZpSfO8v5Thfuj881S/tWHykUxFHGdxD53fmOMVtSlR4ahMEhb/S3wuQ3y+WnOSaz73V4pbCytmttxtfMzvIw25twxjmtUn2LTJdEmia6fYJhF5bDnoK9sfU0077DNcSpbIbby4XvDNHtlAhLfdHCFVwNmVJyD1xXg2jSb9Scjr5bHjj0r0iTSdDuEjY606KCsYUyKxUnGc7jwASenUDPU1Q2dBBr322W1trfU/OR5bHFlGX+5taOVFXHUZ3EemDWDq2uwS3FyIbp1Ae4RQpP3dkiJ09iv51Xk0rRILKSaDV5XnMW6Ih0BRuflIByemD0qxHoGhzxiQ6jDCCoAVbtCR/tnceuOSv1HWkIsW11p940kSzlzMCzhBI0uAkm7HGAMEY2gkkk0t3frDP5by2SOcJKsqzEkfMfmPG0FWHIG4EnPSoRoOgfL5OuFeQ+8SRgrx0GW654+vtWBqUVtbXhitbprqHaG81sEk856Z9M/iKllIguzE19cNAzNCZGKM5JJXPBOah/Omg5PSl4pgLR+FHHpRx6CkAYBHNN24PrTvwo49KAKEdoAMvIRjuDVae1ljYA3cuG6f6OSPzFX5oIJ3DSorgD7pUYodInGDGpHXFdzjc4FOxAsTxxjjzHPq23/wDVUib0UApKzdSqdPzOKfuUcADApDLRyIOdmrDfGCzaBSfmTaSDjvn/AOtVSER20omj4Od23rz9Tz+FVDL70wymp9ir3K9rJl17jOOOnrTHu3bqx6Y/D0qmZOOtMMnHWr5ERzMtG4bnDHkYPvUTzM2MnoMVXaTvTTIR6mlyoq7J2nYgAknb0qJ55iSxO9icnJxn8agedIzhnANQS3yBcIck+tS+VFpSfQvSTtKioWdccgo20g/WoReiyC7JJJH2uhDP03Aj096y3uJGXHmH8TSKqkEsxyB2NYtp7I2UGt2Sy3M0xK7yynsTgVAAM46015UUYzioXl3cKSB9OaWxfoWEvXtJSbeQrJjBJUGn/wBuX+P9an/fArPxmk4/GpbuVY0/7Y1ALuMqjJwPkWpP7autuRMD/wBsxWRznpmnAvGTkEexFSxo1otW1GUDZKoIPdB/hTV1rUPN2GaPdnGSgAFUYiYwxwN45weCKRCzxkKgwWyff2qR6GgdZvlYDzlPXnywKd/bN9/z1X/vgVmEsSC2c5p4+lDA0P7Zvv8AnoP++BSf2zfZ/wBav/fAqhRzmkOxof2zff8APVf++BSf21ff89V/74FUMGkwc5FAWOo8400zGqhkpC2TnJ/OvUPKLRmxyT+tRG6jxzIv51Sunj43MN45AOahiulLYMar6DOM/pWbnZ2NY07q5oPeRKobfkHoV5pwmDqCucGqbSbvkBSMdyp5+lP3AAAcY6AU4tvcTilsWDJ70nmZ5Bz+NVjIeDg/SozMFlwFHuQOabdgjEmNxJu2rESB33AUpmxkldh75/xquZdx2uhA/wBqo3lDHJ3Ae1ZOduprGm2RzP5mDzuB60iLtbkgg9qUhWbcuOaTDkZUDA9MVitdTpemhOqADcVIX1PIqvPKi8b+g4AGKbJOdu1s7scYOcVWJJUZYnvzQ2SlfcdvLnpjNMwcmgcc/lQCcVBY5cbfmzmkJ6ccCmjJzgZp4AABxyDQA4hlk+YBM81IswJG85K98VGSNwPD55wTSSZdtwHX0qbDJHdC5YOQGGG470+2mjjZkx8h/iI5quimRgucVL5QDeX90kZBzSaWzGm73QkgO8ls5B6n0pRTWLENu6qMflThn1piHfnR0pOc0E+360hgaKM0ZHoaANLfVeS7KkjYeOKaZVIx5gXPc1Z+0QgAbh9eBXa5eZxKFlsQ/aAyZeM4zwMZpPtAIzhlboO9JNeLtZUclT04/lVcOpfzTjd/CvYe9ZuZqqd+gOkwYkqWAPX1qeFpAp34wOgHOKricjJPQ9zUkLOy7v4enNKLSY5RdiYTIwyDkZxUTEsT1DdMr3pZCMbRz9KZt+buaHJtjjBJEnzNgEEKOBzSeUB/+ukIXoM9OQeeakQcctn37Ciw2xFXbxtH4imyoWjO35Aep60/zEXlwufZ6rTXLNyAFPt6U3ZInVsrkYPXpS7cEd6Ae5oC5PJ/AViaDWwKVVLnHNOCbmAXk1MLOfGVAHvmk2kNJsSFATlhhR+tSSxRiNiW2jt7moHSZBh0YYOc4phZm+8c0tWUrLoOWPdhUAJJx9KdLuiPl8E+oPWmKSv3SR9Kb948U7E7Eyyq7ruG1QMVK0QZonT5iSR17UWyxKAxKkjrk0yBQGDGTbu6AdPoahlJC3H3sYOdvNRL90Gprlt02DjIGOKgQ/KOacdge48Uc0lHHrTELzRQPqfzo59TQM6q18HX+oK5tjHIsfLkgKF4J5JPsasx/DTWJUMqJFJHjO5XUqBxz1460af47m0yOSK1R/Ll5dGCsM4x9f8A9VWbb4kXNqmyG2jGX358sZLE5zkGtm2c6RUm+GmtJbyXDwgIil2YkHAAye9cf5GWwMf7R7Cu+k+I1y9s8DwxhHUqwWIA89e/ufz9MCuHZ9xPUL6Uty0hCqRsQoJPuc0ZY8f0pQmQMEgnvTl3IeT09KEim+wqREtkhs/SntD8mAWB+gNRE5HzEn8f85phdlwVJH49asjceQkWCTn32kVG9yq/6slj6kCopJzgqAOevGKiBB7c96mUuwKPce0rk5ZiT7803lidx+tJgev40oOeOgFZtmgmO/alDbRxTmGR14phHFAE8cgjfLDgc8CpZLlXjJ53NnjPQVTXr3460Hg1LinqUpWJkmZT85LKPfOKjjjaQnGPqaTfuIGOBS7mXIVioPXFAhyx732hxgd+lTi2TGcZ471XSPe23cBjualfzIUIDZAOORzUy8hoTYynAUEdCQOaa8z5UFcAHI4qSEQsQTuB9zTpdizxBzwMk55ovrYdtCBnDyEjOMAc0iZG4e9Okl82XIHA4+tNGN5qkSONJ9aPaloABS9aOKKBn//Z" | Create a compact narrative representing the image presented.
| suspension bridge is illuminated to shine light on the crisis and show solidarity |
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" | Render a clear and concise summary of the photo.
| structure is a gallery and atelier built in thesnow country by person. |
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" 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Create a compact narrative representing the image presented. | new year card for year of the horse. |
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UTKZIVACx5D9+d4wByMDn6VoatGbfwyu5SrXBd/mxwBnGO46dDUVbOKl1NaN4ylFbCeGopQq3ouDbwQCMyP3GQADgc9SOnP61m3syT31/sDxRyPHGqCXyhIxVc/MMlSxHIPHQVo6Zt/4RgbTGDvj37sbjxxt7+mcV2Pw78MeFtfGoDUVM2oi4G+3MzKHjVVKHaMbsEn6VnGlzRbXc0qVuWai+35nEXVqtzdtPHf2btKOUlmbcWRBvwduOCNuO2PTmiKfUbCRC3mxRk4EiuHjb5dxCsMjOPyr03xJb/D7SZJbFtFjkmVXVzG7RlG4GCxOTnPJGfeuIvdHt47WbUvD15JLYqsa3VvP8zwRAc7FBAde2cDp0wc0TaejQU+ZWabsJo2oyGcKkkVv5qmOSSWMSKM8dwcde3PfnFWdKs2upZblJ4IBHzL8p2RRccnucnHHckAc1zLwLbR2k8ayqk43IJCFZGGDtI+8AAQQffrxXTw3byeGRNGLhvLYRXCogKbednTnduL4HPUVny8voauXOtHr/AF/X3G7Jbx3thElhNNaiVwpmcxlpTyVBTqi5B5GeeuccZpmSwsBLeXQ2gZMsvy57/jWLJrDxWr27XEgaSACIWrhPKdvvB2K7mOMAhSozkHNVvKTWXGxYIJcJEIQXd5QclpSWY7QuM9eTtGOtdPKnZM4HdXa2OrE1ndQWl7pst2u+BWLviNgx+8Bjqv1rM183RuIn+0z3kERPlmVcbWxjIXtzzjrTdXeSytII4N8duo2kpweB8oz2qPTbudHWOQySRyQtKqtywwTx7g44rlm1JuJ10lOEVU3K09lJqt42tapfvazspAlWEFi+whcAdCeBkdOtQQ3fiGaxus/ZrgQRRFPtSRytgHGQGG5ye/PHWuktbq10y2tNbd7a7vY7tZI44Lzcdr/L5UysAEwCcMAeeD1rF+2XASIWOlQ2kdtAE86aRcksRukfHUk/dHTAHrXXbljaT1ORycpXitCCTVdaht47u2tdPtlknxHFDaQ+aiqMkEbSwU/3uOhxVaTEurWd3qVzNrEKYkeNiwky/WJWOWAzgccelbGmLHYak0ErM7lnjmllRgJpgCVDnsgOOPQ5OB0t63c2cl/bRNDbz+Tby3CyTRAMWCY2ERfLwSGVjwMYJ9I3dom60jzS1f8AX9bnOJti1a8u9NuZtHhfMkcaljJlOkTMMMRnI549asx6trU1tJd3Npp9yqXH7yKa0h811YZAA2hio/vc9RmtrRLmzjv7mFYYIBNbxXDSQxAsGKY2AS/LywLMw4OcA+tTVBHf6ksERZXDJHDLEjEQzEAsEPdCc8enIyOq62lqD1jeOj/r5/izNlu/EMNja4+zW4nilLfZEjibBOMkKNyEdueetTwWUmk3i61peoPczqoBlaEBg+wBsg5yRyMnrwaf9suCkovtKiu47mAp50Mi8FSdsiZ6EH7w6bSfStq6urXU7a71tHtbS9ku2kkjnvNp2oNvlQqoIfIAyxA547Vq480bRephzOMk5LRFHQDdC4lf7TPZwSkeYYlzubGMle/POOtaZms7WC7vdRlu22W7MHQCRiw+6Dnov0rG1K7ndzHGZI444VlZV4ZskcewGeak0h5L20uI598luw2gvyeR8wz3rjg1FqJ11lOcXU2LvnJfWBltLobWGRLHhsd/wrRjt47KwmS/mluhFIVEyGMNE3BYBOrrkjk456YzzxflJoz4dYJpcNEYSXR4gMFZQVYZDZPfg7hjpVmPWHltktxcSM0cBEounD+ay/dCELuU4yAGLDOAMV1cqV0jkV3ZsvarZtayxXLzwTiTmL5Tsli5GR3GDnjsQQearaxqMgmKvJFceUojjkijEanHHYDPTvz34zVqa7ePwyZnFwvmMYrdXQBNvG/rzu3BMjjoa5hIFuYrueVZWSAbnEZDM7HJ2gfeIIBJPbHXmuXl5vQ70+RavX+v6+8sSz6jfyOV82WNSAZGcJGPl3AMxIGcfnRaWot7tZ3v7NDEOEimbcGkQ7Mnbjknbjvn05rWs9Ht5LaDUfEN5JFYssq2tvB8rzxEcB1JIRewOD1PGBmu28OW/wAPtVeKxXRI45mVFQyu0hduRgMDkYxwTj2xWsGkrJamVTmd227HlFnMkF9Ybw8scbyRshk80RsFbHzHBYqTwAMdRWl4lil2PfNcfaYJxIY37nAIJweeoPXn9K7D4ieGPCvh8aeNNUw6ibg7LcTMwSNlYscHO3JA+tcdqe3/AIRg7jGTvk2bcbhxzu7+uM0SpcsVJ9whW55OK2t+QvhmSchLOKH7RbzhFljPRuAQCR16Dgc10fhz4e3mty3WrabrEdqsM+xCEbeHCKSNw7AnGfaud0pjB4XcKzD7QY0YLjAAweeP9kdCK2vCnjrVfCtvfxR6Yl5pq3SnagbfvZFzggYGAAee1XSvFOd9DPEWm1C2u5haj5keqR/2pcO8YkXzJHZw+QRtxjkknGc9qdJMNJ1qJtGnhSZ4pFaIuCjFs5U+7ZPBOOMV0es+K/Dmu3ZluNEv4p3uTFI0dwpDuVx1P3V4HzAY7Vyq3FuswmgsZLGyl+TbM+1WZeXeQFcEnPAXsPxqFe9+34/I0drWa3a16r5kb6JeWtorr9qS2nkSaNrnKxnCfOxJHbOOK1NFnV/C98wuvImNwqxzJOVSN1ywLKPmOQPl46mux8SfEOy1zw1Hp0OnyRTzlM+ZsCxkAOAmc8kYxkD0rzWGKHUZJTPeXUTF02XRQY2A8qUHfJ+8M/SrVpaNmbbjqlv0/X8fmXtNskkuYFkurSV5omMiTO9sscmOFaXDA8+mBx1FWIpPPhe61OeaW7EXlxxn92jpH8oCFeGUf7PuTzWXb2t+uoRabKqi6lj3xbZAyOpyB83Aycdjz068VejN+tnbi4sp7nTTPvSGQP5EknQjt83bg5/Kqkrqz/Azi9bxevn/AFoCC9cxpZymKV8kIJCVYAZ9Tgds10ml6VcHS5NSNrdDOEnmlIYxsei5/EdPUVy/22bSzJFbQyQ3Rl2mCWJWKqeQoyRJke+RjFbuifbRDK9/febPOwYwI+EQDoNoOCeetZKmox1ZpUqynLRWX9f1uaEFzNbWradcwpdWa2jpbW8duqxvcH5RJN13EAlsnv0Gax/st7okJa0u1mtwqL5Nwm5iQeApA9emehxW5UVxCbiFo/NeMNwWQ4OPrVOo3uZRgk9NDEmOsXtjHdyaSpjETybnuuWTft3nuxLADJ6444rN0+8dtUjS6mhjhnt5LUfOYYogwznjOeR0bgnFdTZXd9qEUy6jqVq1jYosSRHyN8YJwdhO0ttXnAwM4+lcnqVo9leNGu+MqwkiOcMh4YfQjg/lQp2duhs6fNG/X+v6+Y/ULyRdUkS1mikhgto7U/OZopQo3Z5xjBPReAc1owtq9nZSXUelKIzEkm5LrJVN+3eO4IYkZHTPpWXpto97eKjb5CWMkpzlnPLH6k8n866y+u77T4oV0/UrVbG+R4niHkb5ADgbyNxXcvODkZz9KHUu7dAVPljd7/1/XyMz7Lfa3CGvLtYYCrr5Nsm1gSeQxI9euOpzWvPdTXVounW0KWtm1oiXNvJbq0aXA+UyQ9NpIAbI79eaLeE28Kxea8gXgM5ycfWpaFUa2MXFN6lfU9LuBpkeoi1uiRlIJoiFMjDqufwPX0Nc04vUaRLyUyyoQShchVBGfUZHbNbOti9MMT2N95U8DFhA75Rweo2ngH3rCF7NqpjiuYZJroS7RBFEqllHJU4Jkz9McZqXSU1ozWnVlCWquuhall8iBbrTJ5orsxeXJGP3iIknykOW4VT/ALXsRzVfUrJI7mZY7q0ieGJCiQu9yskmOVWXCgc+uR2yadIb9rO4FvZTW2mife8MYfyI5OgB6/N25OfzqjcWt82oS6bEqm6ij3y7pAqIowD83IyM85PHTrxWsVZWX4kSet29fL+tTY1qdU8L2LG68+YXDLJM85ZHdgGJVT8wxn5uOorKj0S8urNnb7U9tBI80jW2Wj5T5GBA74xzUUsUOnSRGC8upWDPvuggxsJ4UIepyPvHH0r0rw18RLLQ/DUmmzadJLPAXx5ewq5ILkPjHIGc4B9Kl2js/mWry1a26bfP+tjhY5xq2tStrM8MkyRRqsQYBFK4wo91wOAcc4pum+a2qSf2XcOkZkby5EZy+STuz3BBzjHaojcW7TGa4sZL6yi+TbC+5VZuUeMBcAjHIbt+ddVo3ivw5oN2JbfRb6W4S5EUbSXCgI4XHUfeXk/MRjtUO6d+/TovkaK1rJbN69X8+weJPh7eaJJbatqWsR3Syz7HJRvMLsjEDcexIxn3rnPE8k4D2csH2e3gEixRg8LwSRk9Op4PNbfivx3qvim2sIpNLSz05rpjtcMX3qjYySMHIJPHbrWLqrGbwugZm/0cyIu7GCDk8cZ43HqTV1W5JTvoZ0EoNwtruN8PzQNYHTrhpEFx5e2RCSFIAOduQGPB4PH0q0lrHZ2V35tqttdSysy6nJdPECgiVtkYBALFW5ByTuxUGhOLTRGvAsZuP3awtJyc8Z4wQw4PBx+NS6DFeX0viKC3WGSYQiYtMSZPKGDKIs/LknbnvgCnQ5ld30FieVuMba/oRW+pz3GrCxivr9IHSRYJ5/LBZ9m1WfI+QY2rtBPXPBqhctNcgrdSzyyBtpW4lJ24G3kHgED5c4zxVK8gtjclZhu88ggEbgCD1568/wBfWtD7bHcYj1RmivflVbsKStwxYgAqq8YGBu6+oPWrqKUknH/h/wDPzIpOMG1L0vvb/Ly+4oPEqR7jG85DZKPISDxjPuQKtRuFTgBQuOMcD04/pVuTT5oY3kMfmRKSrSxEOgI6jcOM9sHGKsW2hXdxBHcs1vb2shCrJc3KQiUjghNx+Y574IrC3M3zf1fp/wAN3tc6edRS5beXy6/jZX7XsQxzQPA2m6lE0lh5gfKucxN2bjqM/eHce4BrMSCexuW0y6dZZbQq5hWVzE3G4EcjsRz/ALWau3dhPp9ysV5C6bvmUqwYOnYowyCPcE1LHdKYLO/ltnvv7NkxLA0oVHt2POc9SMEAjkbl64rWEpfCznqxiveQ+znto57uZQtsAu6K1KNJGSOq7iS6k9mJYeoxV/7XHcEskJhAONrLtZSOob0P+fes+awWTThqVu8ZtGl8kBpAZYj/AArKvYkAnuDWjpl9Nc3az3k8Mjy7bfYQPMVkQFWPrlcrnr8gzUTi5b7lRkoarY2oS5gjMn39oz9afRRWZJk6hZwx3NrdGyinigkV2ibOHIbIXA9Tjn09K0dQ0+41zSV1Keye3NxPNsETNKiMHxtBPQs7MRnjAI5yMSEZUjJGRjI6isxbOSy1Owuo1e6jtpQ6wSSsFzklsnkDOew9e9PpZlxlZmhYadcaHpDalDZPObaeHesrNEjsXxtJHUq6qTjjBA4wc5un2cMlzdXQsooIp5GdYlzhCWyVwfQ559PWnNZyXup391Ir2sdzKXaCOViucgrjoDjHcenetMDCgZJwMZPU0dLIJSuxaZMXEDmP74U4p9FIgwftcdsQzwmYE42qm5mPYL6n/PvVC8ntpZrSZgtyCu6W1VGjjBPRdwIdsd2BUegxWhqd9NbXbT2c8SPFut9gA8xmdCWYemFwuevznFZ0NisenHUrh4xaLKISFkAllP8AEsS9yFIPYCtIR5dtypSU9XsZbwT31yumWrrFLdlnELSuIhxuJPJ7A8/7Oa05JreOBdM02Jo7DzC+Wc5lfu3PQZ5Udh7kmiS5UW95fxW72J1KTEUCyhkS3U8Yx0JyASeTtbpk1DaafPqFy0NnE77PmLMwUIncuxwAPckVc5S+FCpRi/ef6EEjgpyAwbPGOD68f0qqkSyRh/LeDJyESQgDjGfYkVu3OhXdvBJcq1vcWsZ2tJbXKTCIngB9p+U574AqvHp800SSCPy4mIVZZSEQ56DceM9sDOaytytcv9W6f8P6XN+bmT57efz6/etbd02itbNNbALayzxSFtoW3kI3ZG3gDgkj5c4zzV+41Oe31Y2Mt7fvAiRrPPB5ZKvs2syYHzjG5dpI6Z5NUxexwEx6WzSXnzK12VIW3YMAQFZecjI3dfQDrWfZwWwuQkI2iAkkAbQxJ/Tn+lb01KKbl/w3+Xkc1ZxnJKP37X/z8/uOie1ivLK08q1W5uopVZtTiunlAQxM2yQEkBgq8AYI24qt4gmgWwGnW7Owt/M3SOSAxIJztyQp5HA4+tWNehvLGXw5BcLDHMYTMGhJEnlHJiEuPlJB3Y74JqLXmF5oi3hWMXH7xZmj4OeccYAUcjgZ/Cprczs+heH5U5Rtr+gaEn2zQ2s1ZPtAMbQo/BJ4zg5AHU8nj6U77OsWmRz284j1BtRkjlVmKBIPLRWVyOQGLYPsD6VDoEMAsf7QuN7LbiPbGgPzEgDG7BAPJ68fWtbTLf8AtGK/uJAis0oh3Eqqjaq7Bk4yRj69T3qKcpJOy0uVXjBtXeth+r6Ta6lqSWmhabdRXywk3enN+8a2dccqx+8hGCCCcj61z+m6hNpV00U4inmZWSSGeLekiHqrAj2z2IxXS6gftFrbrMk1vqdnJshniBWRF68EdwQePQ+1YupwKsctxqMrtrTSmUS7RsuEbJY8D5WU9R3yMVqpRd7GDUlZS/r+uhej8LrZWc82mahLDeaZPJFcSwOTGyyAFJgM9GVgM9io7mult5p3BuBpt3fI9hBb2lxYRo81rKoxIsgYHCs3zZxgjPqawLC9WDVLuXR7aW3iaCBWV1JJcxYfOeCG688HPatmOTT7fT1+02bb40+d1u9it35ypx+BpTqe+7ijTtBW3uUNZtbeXRr2SwZWis9Q+QQrlIm8kG4CEcFN+05HAJrmbJI5kvYJwjxvZzMRIpZAVG8ZA5IBQHitTWdQ1B7Ox8QaZGbK0tJjbK6Rq8UZYhnG0/MS3dj94ZHtTGNra3GoanZsyWMmmtdW/wC8EbJ5w2KoJ6EMzAZ/u1NlJqSNeaUYuEv6/r+vOtpjsdNsblCIbyJd0NyoG7HIHUEEdeCD1qS90y6nt5Lz7OzXryCaN7TbGi85x5Z6c8jDEdsVraLAqaHZI2HIiBJODyeT+PNaNTzNSfYnRxWln1MnS9Xlu3htbyznt713EYBiIR2JwMHoMn16VuXdrNY3ctrcpsmiOGUEHHGeo9jTfJbCh2jj3gFVlkCFgehwex9TgGnQ2+bvyJg0QUsZePmUKCzfjgcfUUnZ7KwldbsqXLMttMUcLII2Kn0IHBxVDRNYXVbUGRPKuVUGSP2P8Q9q6CZpTpdy0U2nW7fZpJo7a4hUxMFJG1mbkscEDqTjPFcRqaQ6TqFpf2EfkxPBFdC3Bz5aSD5o89xwSCecbfc1agmrCu9zX1rWF0q2JRPNuWUmOP2HVj7VftmZraEu4aQxqWPTJI9K5nTEh1bULq/v4zNEkEt19nJx5iRj5Y89hzkkc4z7V28DyjS7dpZdOuG+zRzSW1vCojUMQNqsOQwyAehGe9DgkrBd7kNpazX13Fa2yb5pThFLAZ4z1PsDWHqmry2jzWtnZz3F6jmMgRnYjA4OT0OD6da3JrfF35EIaUMVMXHzMGAZfxwefoaZ5TYYI0cmwZZYpA5UDqcA9B6jIFQrLdXG9dnY5Wy0y6gt47wwMt6khmke7Kujc5x5Y5PPJywHbFR6m7DTb+5ciW8lXdNcso3Y6HoAAOnAA6V1dZ+tQK+h3qLtQmIkEYHI5H48U1NuS7D0UXpd9DnL5I4I7K3gCJGlnCwEalUJYbzgHkAlyea6bR7W3i0aykv3VYrzUPnEy4SVvKJgDk8BN+85PBIrKVrW6uNP1O8YvZRaat1cDzBIzeSNjKSOpLKoOP71P0bUr9bS91/U4je2t3MLZneNY4pCpLINo+YFezD7gwPaqsk3JlOUpJQidNcTToBcHTbuxRLCe3u7i/jjSa6lZcRrGFAyqt82cYAx6Cuafwut5Z282p38s95qc8cUEtw5EarGCXmIz0VVIz3LHuK6CSTT7nT2+zWbb5E+R2u96r34woz+JrHv71Z9Us5dYtpbiJYJ1VEUghxFhMY4AXrxwMd6qNT39DKVO8Ndzn9S1CbVbpYoRFDKqqkcMEWxI0HRVAHvnuTmt/SNJtdN1J7TXdNupb5oQbTTl/dtcu2eWYfdQDJJJGB9Ky9MgVo4rjTpXXWllEpl2jy7dFwVPI+ZmPQdsHNbVg32e2uFhSe41O8k2SzygtI69eSfUkceg9+XKUVbm/r+ug0pO6j/AF/XVmP9nWXS5J7i4EmoLqMccSqxcPB5bqqoTyVUrgexHrTdeT7Hoa2bMn2gmRpkTkg84yckHoORx25rR1O3OnQ2FxGEZllMO4FWU7lbeMjOCc/Xoe1ZfiCGA2P9o2wcLcCTdG4PykAjG7ABPA6cfSsqkpO11pc3oRgm7PWw7SlM3hZyof8AcGN32jgg4GW57bh2NdB4XuxHYXUeVU+bNGCyFgUkSPd05DfKMEZ4JFc94YjuMJdxSiC2gCNLIw+VOAAT6dRz/OtvSHhkjumhTYnnnOe52Lk+2TzjtmphNqLVgrwTalc1bq5RIpHL/u1JlkcjaCcY4GeAAMDPPJzXN+I7ySHTBK6LBIJFVEaVTLhkySUGfkZGIz/Kte/4t0fIUJNG7OY/MCKGBLFf4gBzjvWDqvk2VjdLf2zeY0hIc25Act8ysOMDIIIHpRGT5k7X9CVCLi7tLffyNXQoZ008TXbO1xOQ7FzkhQAqL+CgCgmwudat4bnUJNOQkyNN5JkG9SNuV9M859qtWYH+kOihYZJmeLEYjBUgYIQE7R7Zotb77N4mgkh1a302QQMPtE0fmL1+7jBwffioqSvqzSjG0rL+vzLPjG/gh0S8t4RYzS6hAWuJLR/3DbSNkoTrHLu4x0IznOK5iHVI9VtNL05obmVkCJeyzSKizhZGKISOAp8wgkkYIHWtzxvcefLYT3s8eqeVayefKrkJKpYABVKqBzzxn61zWiy2TyeXaWjW0i3EZdGBkJJOFOOcgHnbjmuqLtF6dtexzSjzNNy76dXbsdHfWsGn66rC+0+f7QXle3sTmO1bHAGODxxj2rSs0Sa7t0YBo3lQEZ6gkcfjVHxfPooOmRWVuq6lbzg3EyWBtgyEdCCc/wCNRRQ3M+pzLZSiNmliCcYwSflP4cccVzJWbtqbzvKzel0bC6oLWzuJ55olYrIZRPuKyFwOTt6sOQA3GOlYV/4htkeKaC7TyhAiHZKu9htCEcnqQTx/hVTWFhe11t7i3N1btcyNFEibiDkkEHtwf1rkfKgjsdr237wRAj9yxYk47/jit1HmRhdRl0O31qa6shYI9vZanYTSs0Es0XmqrYzxgjnuVOe/Hc4Go3E97PdXNy/mySKCz8YPBAHHAHQADHQCquoaZfWmkxPHaSWdlc3SBI2faZ2GfmCZ6Acbunah4GF6kiWzRxg4c5AABz155+v/AOunNcqVh0nzN3/rQtadPPZ3FpcWrGOWNcq3HoARg9R1BHPUit/Rprm++2xJDZaXYxyqZpYYvLViRnnJPPooxzjj05a0A+3NcMoYrKcFueBjp6fX/CmW+lXjWd1PcWMl/a29w3nNE+4xMcfM0eQQCOM/hRBcyd/61HVfK1b+tDsbfX7VNV8m5uwYpo3iDPIm+NNmwdwCQMccdD61uz6gJIY5IriGVoxH5RgDBEKA/MN3Rm4BC8V5XeJFPLCsduSzKV2iFhnA47fhXXaRbQTPp8qWRttPiCeZbOuw5DDPuePzxSceWJN+aXQ3rtUhu7hVwsaSOBjoACf0FZ1jZRapr7Bb/T4WtykqW98T5dy3cN6ccY96RxPZNd21xJmSGJydq8ZBIJHf8Oal8INoY+1WtzAU1GZ1kt7gWBuCqkeg56+341zy1audMLq7WtkYV/qUWiTazo8aTxjYy2UsTK5gDyIXQHoVXZgEdck8ZrpvBl/by6La28v2CGbToAbd7x/3MZcnfKU6vLnjHAAAxjJrj/F08UPiK9U2rSybm6KYiuCNzbcDGWBIXHFdR4LuobaO7fTrpbEyW0bQ3cjHbGu4hgyhWDHdzzjp1rrk7xWnfXvY5YRs21Ltp1VymDYW2s3ENtqEmooCJBP5JjG9id2F9M8596XXIZ308zWrOtxAS6lDglSCrr+KkirN1ffafE08k2r2+pSGBR9ohi8pev3cYGT780XgH7h3UNFHMry5jEgCgHJKEgMPbNclOVtUdVaN5Wf9fkY/hu8km0zzUjWd2kZXVZVEuETIIQ4+RUUDP866S1uI3jRw/wC7YiWNwu4A4xyO4IODjngYrldK8m9srZbG2bzFcEuLckIVwzMeMEAAkj0rdsObd3yGEk0kiuI/LDqWJDBf4QRzjtVyb5m7W9TNwioqzT228xvii7ElhbR5Rj5sMeVQqAkaSbevJb5jknHAArn9VUxeFk3B8TmR03DgAZGV577T2H41tau8Mcdq00e9PPHTsdjYPvg8471ieJ47ja91LKJ7acO0Uij5W4IJHr0PP8qc5tpJrqVRgk3K/QTTAv8AwjAKBCd8fmFsZHAxt5z6ZwK6TwtHF/Z11IWIcTykkRbzuCR7EHytt3fN82DyMcVznhuVyi2P2Y3EM4QSKBz2IGRyOQOnP16VetLkact9GjMwEmUk2n7xVAVz3K5wce3rRCa5XHzCvTbkpeVjobqS3V2jaSESBzGyjChhjIO0cA9QQOM49a5zxBBbR2CWKymJZHMywlzsXYuWYL/eIAXPv9a1ZbOWSVdA022W61jPnXAchUtxgACRj04JJA55A65rm729+zi40h3gubl5syX65PmImQipnhU6njrnmrjB35mjFyXwxZs6AzQ2TWcksTtAVCFH3Da6h1GfUZwfpVo3Nzp2pRX1nb26tCdhknh8xVDEZcL6j19M0yz06G/1DU5orY6bbW1vbrN5wGFYRZJPclieAOTntitrTokutOjZdMuJ2+48xu/Ly3TC8AZ9uTUVItzLpyUY83yKfi+ey1jw3e6sNSvLhbUfZ47xyF+1zN1RI8YWNRyeM5x6c82trYadpOm6hDEslxFDHc3klvK/76N5GQleCdwwuDxjdmrWq6LFqAtzps4ttOjlk+0z3UZb7PLEV3pInAyQcg4+fgYBqAXsN9qOp7ESCzewmgiiZzGqRpHlMkdPuDOPU1tFySszOSjJtxNa6u73XL2N7q5uLqwgYrZyyoqSlOuX454xVtY1W+S7V5Y2DqzGM9QD6HvisrRb6IaHYmWQbzEBxk8A4z9OK1lIZQynIIzkelc/wtq5rJ86UrWLlnZ29lDLA9wyiRZCZAiyNOcDy9uR8ynnIXnJ59s+40hWuTCoG0RbpYJHOxSqF3QY5HII9j9KdHfxrOttDeASyuEWKObDOxOAAAeSTVspPpl9smgMc0Jw0UgxwRyDjsVPb1q27rVGcW07pmHqOkJcwQ3GpT383LOEtIBMYo/u7jkjCAqeB2HYVg6nZnTbmYNcNcqYBJFNuykkbqSrAe/v3yOwru5plTTbmKDU5bWJoZI8/Z988aNyyq33TnHqPXAya4uSVfEWqQQ28LRWEMUaBHOWSBB8oY92Y5z9T2ArRWshXauQ6Pare3MKxuIk2PcSyyn5YkVQWY4GeMdu+B61t6fowhWe7sbvUlztYxX0Ii82Phdy4JyhJHB7GsqOVfDmqTw3ELS2E0ciFEOGeBx8wU9mU4x9B2JrtIZlfTbaKfU5bmJYI48/Z9k8iLyqs33Rj6nB5wcCh2SYXbsUodJX7dtkVdxj328cbEKCUDInPboMd8e9aVxDHdQCBLp5D5aBpnVUeHg+YWwBtUcYB5yOPeEJcanfbIoPMmmOFijHYDhRnsFHf0qpJfxvO1tNeBpYXKNFJNlkYHBBBPBFZp2WiHJtu7YrRRG5nmHmOZmbJlOTtJ6flWfC1zpWoNJFd3ttp0hVbpodrOEHOV4z61osQqlmOABnJ9Kydavojod8YpBuERHzZHBIGfpzUL3mkWm4pytcqTJZaraaxrE0EUd1dW7z2jXEkmIIo5UVS3Q7zlsnnOM966LwhcWGjeGLTU1vLmyS8IhmvISG+zXC5wrR4w0TDkd859cjnDew2Oo6ZvRZrNLCGCWJXMivFJHl9pPX75wT6Cp9K0WPTxcHUpxc6dJLH9mntYyv2iWUtsSNORkAZJx8nIwTXRJykrIyioxacupfW5udR1OW/vbe3ZpvkEkEPlqwUnDlfU+vpiquvs01ktnFLEjTswdnfaAqKXYZ9TjA9zXQ6jElrp0hbTLiBsbElF35mG6YbgjPtwaxbzTobC/0yaW2OpW1zb3CwiED5mMWQR3BUjkHkY75rGnFqRrUkpxv8jO8PwW0mnvYtJ5ixuJjCHOxt65Viv8AeAJU/T6V0drJbtIsaSQmQuI1UgMF4yTg8E9AAeMk+lcbZXwuPs+kI8FvcpNmO/bI8tHwHVyOGToeemOK6SKykjmfQNTtltdYz51uFIKXAwQRGw65ABAPPBHXFaSg78yRClH4ZMd4pSH+zrWQMS5niIJi2HcUk3oflXdt+X5sDk45rm9TA/4RglwgO+TyyuMnjndzn1xxV+7uBqK2MbsygyZeTafvKrgLn+EtjA/+tVHxLK+xrH7MbaCASCNT15BJGTyeSevP06VnOaaUfM2o02m5eVhdIkNt4ZYo5V5zGq7QMjGM89V6dR9Kmsze6rZjSLGM+bY3cuoNLGQrRwiJd/J4ySFx71B4flhk01tOnleIz+WUcHKgjHJH8Xfjj+lTWlvPpdvrctxPPai6CrEYwGjuFRVZkfHzKCrqwJwDg5rSi1ZrruRiIu6b22DxDrOnXLWdtYWQsraCIpEjHfJIzH5ndu7E+vp71nacllHMBq+oLAME71TfI/QBEHHJJ74AqnM00l5tjtHnfIEIjXexyRk4HXtV9Y4tMMkabLq9OFmuT8yblYkbFbIyOm7249TUmoq8uv8AX9eZEU5Plj09dP8AP/I0/wC1NcvdOCNbR2YluJ57u8vHCb5j0bacZGAqjbno3rXQta6ZNClxfQLfQzWEMFkZEla3tZUGJQdgJDlyW5Az6/NXDvcNIzSyszuRy7HJI9Ce9S22pXli7SWt1Pb8KH8qdo949Dgip9pdtr+v60+RXseVKLd9/wDh/wA/O6Ol8S3zGzkhkQwyXl0kyJNGFlEaReX5sg6hnJyM84WubsZDb21/dgSOIrSRQYow7LuITODwfvE89garMziZpJkLsG3v5hOTn1J5z71cdLKGey0u/TzFMoub5YXKyoAMpGR05VjnJ439MipjaUr/AORc704cvX5/1+BNp0ZXRrYISimQQy3kiN5ETEE7SVGScAnaoPviorx5LmOTT4A95unEUNzJujVR1A8sHaMgFjnJxTLm/lkiS3VnS2hJaK3DFo7cE5woPuMeprW06OOyuDC18k8EIBURglFmZRv+b+LACrn13U7pNyREou3LuXNM0Wz0qFVhiUy9WmYfOx9c9vwrRZmd2d2ZnY5LMSST7k0nXpRWTk3uJJLREc6NLbyxowVnQqCRkDIxmq+m6db6VZpbQDj+Jm+85x1NWZZBHGWLKvYFzgZ7VUjsNSvZ9Nu7q0lXS5rnynlgmQMhVirY5yMkDrwOO1CbtYaim7jtS0631Wze2nHH8LL95DjqKsQI0VvFG7BmRApIGM4GM1VksNSsrjUru0tJX0qG48pJZpkLOWcKuecnBJ6cHntVuOQSRhlZW7EqcjPfmh3tYGknckVmR1dGZXU5DKSCD7EVnanotnqkLLNEqy9VmUfMp9c9/wAa0KOlCk07oTSaszkLR5LaOPT5w9ntnMU1zHukVh1I8snacAgjGDipdRjLaNciTLqJDFDeRo3kTMADtBYZBwQdrAe2avajHHe3IhW+SCCYEsJAQjTKp2fN/DkFlz67fwyba/ljie3dne2mIaW3LFY7gA5wwHuceta3TakxqLs4rQS9kNxbWF2RIgls41JljCMxUlM4HA+6Dx2IrpPDV8ws44Y0M0lndyTOkMYaUxvF5fmxjqWQjJxzhq55Usp573S7BPLQSm5sFnkLSuCMvGB04VRjB52erVUUuZlkhUoxbenlk5GPQjnPvSlaMr/5FwvUhy9fn/X4HdraaZDDJcWMC2MMNhNBfGNJVt7qVxiIDeAS4f5uAcevy1zv9qa7ZacUW3jvPJuIJ7S8s3D+XMOrbRnAwWU7sdV9KzbnUby9dZLq6nn4YJ5s7SbPYZJqJLhomWWJyjjo6nBA9Ae1V7SzTf8AX9akex5k4p22/wCH/L5sdqC2UkxGkagJ1wDvZNkidQUcc8gjtkGtDw9rOn2xu7e/she208QSVFOySNlPyujdmB9PX2qi0cWpskblLW9GVhufupuZgTvUYBY9N3vz6ihE00d5tktXgkyRMJF2MMZwcHp3qotNXj09P6ZMk4vll19df8vPyN+9N7pVmdIvoz5l9dRaiskhDNJCY22cjAyCWz71Bq8huvDKlnLPAZFbcBk5zjnq3XqfTFS3dvPqlvoktvPPdC1DLKZAFjt1dWZETPzMAqMxIBA4xUPiCWGPTV06CV5TB5m9ycKSc8gfw9Rxz/SprNWS67l4dO7a22F0Epa6Q180cb3C+WsXmEY7Z+X+IdeBj39Kls7mMWeoOkdzFqPnlBefakjhkRoxmN1PPTIGBg5ANM0KNr3QGtY9rToY2hjJIYk4yAOnOT1/Cur8C/DzTvElnqGoancXBiN35bWq4UZjVcEk8g5J6Y6VNOyi2lrcqu25K7srHIxQQRakb6GXSYLpjJCsaNJtimZCQYwF+U8ldnPPPSqN1G9pbqxMDxk/K9tOJDkLnGMBsDoTjGa7TxHN4M0a7MVpo8cxSbJne8c+YxAwysG4OT1OelcipsV1MLbW0tkq4CQM77xIc7zGuDuVuvP54olLn1ktu3kEI+z92L3726/8MUHjlkVI57ZysjhR5T5LEruAHqMEVYhKNEGQ4X6dOccj2PUGvUPFOl+DrbwlHNpUkH2kIPIaGQs8inG/cFOcY64xjoPSvMLd7m0jnvLG1tJQJY1+1BD5Uf8AsBWwA2BnPJH60uS7fT+vw6evYr2vKlpf1S6b+q36aPqaEESWk0UklrJealKyG309WBcg/wDLQqeqgjIB69/lHOfBZai1tFf3pkm+0yeW8v2mJpmOcHILAjvycdRzTLaG484M00styQV3s7O/OSVHfuepNXUs4YooLm5cvE8hDQwSAzhFzubb0UAjGWx+laprZK5g0780nb+vzJoHhtb67tnX7NDJiEecqyTKDyQrj92pb1XJx0wcmtIW0O7baQsFAAVNmAn054rKt9Nh1BDb4S0LsXj3RszsnZSchTj2UV0eiaRrFtply9wy3NjbSKiXO8Bhu/hKk54yOfesppSWj2LjJweq3LEKGKFEJyVUDNPpMgEAkZPQZ61BeTPBbGSMx7gRgSNgE9hn3OKzDdlC4m+23ETC0v5rKORUuzbxltqk85G0gYBDZ9qm1q6ttHgOnWZeaOOSUQtcOJXCMQSc7RwcK4I55xnkirlpZ3WmWv246lHdWt3brO1ssUjhQj/L5rHAID5Ug+p56VxN5cG5udwKq0rhIwxOFBPHrwM5P407NvlRtG0VzM6nRbu21eAadeF4Y5JIhM1u4icopJBB2ngZZyTzxjPAFRW832K4lJtNQhsZJGS0NxGV3KDxgbQCSAWz71zdncG1udxKs0TlJNp4YA8/gcZH4V215Z3Wp2n2/wDtKO1tbS3adbZopEDKz/N5bDIAL4UAeg560WafKwlaS5l1JaZMhkhdAcFlIzUVnM89sJJDHuJORG2QPUZ9jmpwQSQCCR1GelIx2Zjm2hLFLyFipBDJsyHB9eazbh4bq+tLZE+0wxAwkQosczAcgM5/dsV9WwcdcnBrodb0nWLnTLZ7ZltrG5kZHuN4LHb1UKDnnB59q5u402HT0+z4S7KMHfbEyuqd1ByVGfdTWkEoLV7hKTm9E9ClPZ6ilvLf2XmRfZpDGkn2mJZlPQYAYk9uRkdTmtCeNLueWRLV7PUomc3GnswDgDrIFHRSTkgdO3yniGSzhlinubVykSOAsM8gE5Rvutt6MCTjK5/WqVzDcecWWaWK5AC71dkfjBCnv1A6EYrVtbMlJ35ou/8AX4MdMUWIs5yv06jOOB9egFV0jljV44LZwsblf3r4KkLuOfQYBqzcSXN1HBeX9raRAyyD7UUPlSf7BVcgtg5zwT+ten+FtL8HXHhGSfVXt/tRU+e00hV0UZCbQxzjHTOc5wfSsuTla6/P+r/fp2Nva80Xpb0Wvl6Lbzfc8wtY2vLdnBgRA3zPcziM5K5xjlsHoDjBNXpYIJdTF9NLpM90DHC0btJtlmVASZAV+Y8BdnHPPSoGayOpEXNtLeq2Q8CO+8yDGwyLgbVXrx+eK63w7N4N1m7EV1o8cPmTZE6Xjjy2AOWZi3JyOox1pxlyaxW/cmcfae7J7aaW6f1qc/eXMZs9PeSO5l1HzwhvPtaSQxosZxGijnpgHIwMEDNRa8UutIW+WONLhvMWUxkY74+X+EdODn2rrfHPw807w3Z6ff6ZPciIXflLathhmRWyQRyeQOuetcprsbWWgLaybVncyNNGCSwIzgEdOw6fjRUs4rTW4Ub8zSd1Yi8PwQ/ZRf3MjKkAQeWn3nyAMDtnnocD69K3fDOt+MbnVLvTvDr4jZwWTylKRjYo3Fj0OAOfX8qxdL3P4VfZvCwmNpdoOGBwAWxwACR1rofCHxGh8JW97YzaS8yvdq3npIFZy6qAoBHzYx68A06XLFOT9BYjnnJQW25hapbX+la1/po8yWCTbNGkg28kZ3HB6ZB4xzT0trjxFcvchpLCwtreXzrpwflHPHHHzYGMHPOK7TV/iL4V1ZFabQb6e62yonKpyv3vmB6jAwcdelcdq+q32qIqvbw6Tp6mOSK2RQfOITLLIrDczBe5464685OylddP62Nk248r0v8An67mGzah5CTvGlsrzIsDRvk/JHyVI4IwRnnuOK6DRUni8L37wsqus6hLmWfZ5TPkMcHg5GQfQVhRiS6EKpbCOOIeXGinaEXP/fOeRk49BXT29pFP4f8ALiWBxar587AHeQ3y7SDxtBwT/viiUtkl/X9f5jjBq8pO9zBsdTubKaHzLmZfs8TwRtaFLeQZGM+Yqkk/X3q3ZkwCTTF8i+WeISmWA7Hcnlgd3VweoOfXpWkNDuLqxMqotyzwrDbGZnQxlc4XeqlWyAQA/OBgHpWVeifSbQm2S6jtSEmkEio4Eq5wVK52j5jnOMqSK3a51a+5yXUXe2q/rcSewu4oQfMFogY/PK43HIwcY7471raZOkUKWQijTy4t0RV9yOo75P8AnrTbuE6vZWt3b7SGTcEY4BDAd/UUWdiLUebetGq7DGkYbIAPJye5Oe1ciUovl6HXKUKked7lu3OnNpz6jfXS3Cy2ptzELYrNbXBOUeLqJBuGMqc4PPGazUW+1O3eS/u1srby498UKFiQxwckjr0zjoM1swXkM9ra6Zq89xJppulH2qW6Oy2hUZVYwOVfIxuPI6DrWHHptjOIp7E3tk4tw1w25ikLgjnJOCr/AHsHkHIrtdmro4I6O0kyG40m2tQttHPdsytIjxx3X3XyCVAIwRgg5GMkEc1HZ2kulawk0k7q8VpLLASwgkWQALgjndwT8oOSCemK0dLmWO6W7vVSFxvVp1VQsrEH95E3TcuckZ/WrGqalpUl3bzRTFy8MlrL9kiwiRuuFB8wnln25II2jpWalaVmdHI3DmitP+D1/r/g415aS6rrDzRzuzy2kUs5DCeRpCCuAONvAHyk5AA65qS30m2ug1rJPdqWaNESS6+8+ThSAMAYBOTnBIHFaml6lpUd3cTSzMjJFHaxfa4sxvGq4YDyyOQ+4gkncOtQanMsl013ZKkznYqzsqlYmAGZJW6bmxkDP5mhyvLlQKFo8z2/4PQjkW+0y3SSwu1vbby5NkUyFSApwMEDr1xnqMVp3DacunpqNjdLbrDai38o2zNNc3AOXeXoIxuOMsc4HHGKyX02xgWSe+N7eubctbtuYJM5J5yDgKn3sDknArcnu4YLW603SJ7iPThdEfao7o7LmFgCyyA8s+TjcOT0PStFZK8jnlZu0UzP1OdJYXszFG/mRbpSz7URT3yPf+lZMFhdyxE+YLtCw+eJxuGBgZz3x3rUu7EXQ82yaNl2CN4ycAgdMHsRjvS2kJ0iyuru42gKm4opyAFB7+prhalJ8r2O+Mo04863M68JnEemt5FisERlEs53uhHKgbRw5PQDHr0qpfandXs02y5mb7REkEjXZS4kOBjPmMoIP09qs2Qn1a1BuUupLXDzxhFRAZWxksWxuHyjGM4UAVqHQ7i1sRKyC2ZIWhuTCzuZC2MrvZQq4BAITnBxnrXYlyK1zk5lJ3a1f9blbWUnl8L2DzFWkadg9zFN5glZMBTjoMDAHqK59Wv/ACHnSNLlUmdZ2kfBw8fBYngDAOOc8HiuquLSKDQPLlWBBdDz4GIO8Bfl2gDjaSSR/uGuYcSWgmRrYSRyjy5EY7g65/75zwcHHqKwjPdM65QbSlF7f1/X3Gs9tceHrlLktJf2F1bxeTdID8w449Plyc5OeMUzS7W/1bWsWa+XLPJtijeQbeCcbTgDnBPOeam0jVb7S0YJbw6tpzGSSW2dQPJJTKrGqjcrFe446Z6cdjpHxF8K6TGWh0C9t7rbEj8q/Lfd+YnqcnJA69aNL8z6/wBbCbajyrW35+u5z3ifW/GNrqlpp/iJ8xq5KR+UoSQbGG4MOpwTz6/lWF4ghh+ym/tpGZJw/wC7f7yYBGD2zx0GR9OldJ4w+I0Hi22srGHSXhVLtm855AzIUVgVIA+XOfXkCue1TdH4VTeXKzGRogwICgZBKk8EEg9K1q8skpL0MaHPBuD23E8MLc4jlgZEtowhlaQfIvAwTngduTx9azbny21W9jsFzJKV8uJZTE7lVXfsboBycADPNaWmDHhYlF3bnjEpyfkHGO/OcDsapx3NwJrmGAKpLkblUtJyEPyn+A8Dkc8/SslTTi5N9TadRqail0/MluNRv5Lx4ILycRLtiVYZOGOwI3OAeehHbB+tT2ugXbyrcSAISSplmfJbA5UsT6e/FTWdnFpsaXd6FEjDNvbkn97zg4I6Y/zz0oatevJFM91M89xNuxvYksx7/wD161jGVW6TsjKU4ULNq8v6/r+mauj/AGSKZZYdQjt5IgfLkZPNLuBnAA75wfQHmrenTXdvfRQ28ske9jLCzx/Ow+6wxyGBORjnPf0qf4Y+ZpsV5eyah/Z0LbIluZLMzR5GSQW4CHkd+c0kkmNbsJCySMWmYsFKlwQR+GRnBHT3NZ+zUXo+/wCBcqjlF3Wqt+JsXMk62oFhbw2lzD87q+8oVOFDoucIRkDoeDkYxVKBZRbqs5QyYwdgwP19qvzXSvDsRGDeWsOSqIFjB3YCqMEk8lj+QzVKW4jtY2mmQyRqDlQxBPHqPz/CnJ9Dnih080XlxRW9paWkVvCkTFPkTvgnqS7c8AE8Vk61FLdubtpLV7dDiYWoI8kkcM6EAqC3sB+gqCLU/ts8ensjrNdSAwSRPtKylSmD/skH2PvzUOseJNNv0SzvJtUn+yW4hjuhGqs3IBXYQGI4z8zcip9nOq3GzOhVKdBKd1cZFcXtpqsmn6PLbajBsZPP8vdFkoTklvugdAx4BApg8PyQWFz52rvD50ab1t43lA7sG5VWGemPrVzwpJpawPavPGGM7LI8eyJpQF/dAM5w4B3ZxkjPQ8UtzdT6rqq2OkW8ko27NsMZYzFeGfaexGCR7miU5R0gtCoU4TblUevf+u/ZdCgdL0+4t1gg1+eO1E3mJFPayBY1Iw33Wb5uByR26U+4t723uLK/1GGLUNIUGN2sWXy/KReNzqAEcr/eAJx3rprTwBFfqZo9T09djfvo3maJo27hkZcqQfX9RWjB4dfTleLTdQ0rUHSI+faQyrI0keOQ8f8AGuO35c0c0/tK/wDXq/wsJxp/Zdn/AF5K3zucPBbXtxPe3+mwxafpDARo18y+X5brztdgQ7gf3QSM9qaNL0+3tzBPr80lqZvMeKC1kKuoGF+8y/NyeQO/Arurjw8+orHHqWoaVp7vEPItJ5ljaOPsEj/gXHb8+azrrwBFYgTPqWnvvb9zGkzSs7dgqKuWJPp+go5pfZVv69V+I+WD+J3f9d07/KxzB8PyXFhbeTq7SiGN9izxvED3ULywUeufrT5Z7661WPT9YltdOg2Knn+XtiyEByCv3gehYcE5q1bXU+laq1jq9vJENuzbNGVMJbhX2jsBkgewpPFkmltAltHPGWE6rG0myV4gV/egspwgJ24zgnHQc0RnKWk1oE6cINSpvXv/AF+T6E+ixSWji7WS1S3c4hF0CfOIHLIgyWAb2Iz+IrWgmi8uWK4tLS7iuIXiUv8AOnbJHQh144IBGa5zR/Eum6ej2lpNqcH2u3MMl0Y1Zl5IChACwHOcq3FTS6n9ink09UdprWQmeSV9xaUKEwP9kAcdT78UeznTajZkupTrpzurmzOsptysBQSYwN4yP09qu2zzta4v4Ibu5m+dFXeECjKl3XOHJwR0HA5zmqkVxHdRrNChSNgMKWLEfifz/GrsN2qQ7HQlvLaHIVHDITuwVYYyDyGH5HFVF9DnaOf1Ga7nvZYbiWSQIwlmZI/nUfdUY4CgHAxxjt6VU1j7JJM0s2oR3EkoHmSKnlFHIyQQe+cn0J5rRjkzrd/ICkZDQsGIL7AAB+OBjJPX2NL8Ty+pRWd9HqH9oQrvia4jszDHk4IAbkOeD34xS5FJ6vt+J0Ko4xTS1d/wMG58P3SStcRgPggCWB8FcjhQwPp781Db6jfx3iQXF7MYW3RMs0mAp2FF5wTx0x3yPrTNIvXjihe1meG4h252MQVYd6v3lnFqUb3dkFMijNxbgk+VzgZJ65/zz10lGdKybuiIzhXu0rSMe2Ea6rZJfrh4i2+JpTLJGWVtm9uhHAyCM8VpeJ1usSSzsj20gcxNGPkbggkY4PfkcfTpVOS5uDNbQzhWIcDcylZOA5+Y/wAR5PJ54+tXNUGfCwLrtAeQRHP3x378Yyew/Gs5QSipJ9TWNRubi10/Ib4dlHlLYyWxnimVNxUfOoAHQ4+Xp1HP1qulqq+IJrZZ4UYyKxukUtLbKEDFjgjpwpBHP4Vc0WRrPw4ZY32SytGsbKvzLjGSDnKnjqPXtWd9gv7u8e3ttrLMTtRG2u3AyGOOny5rWgnZyvoYYlxvGNtToIvCbeLNN03ULVpY7q8ZbcCdy3nzAMZpB/dQADt19KTSvhpc3VzYtdXUUNveSTQwzLl8yIGG09MZKtg+1Tx6lqGim3uba3SExq0cU8EzBd5AO3ay8cDHA5wPQ0xfE1+NPt7CZHezglEiQi5CDqWzu2E5yevNWpSkvdTt5PQzlGMHabV/NanVyXq6RYtpulSS6dvVoNStpcyQwuBgyK/XLe3XPQNXOWAN1cyX21kjKiOBGOcJ16n3z+ZqmyaneQxs9nH5WFdLONyGmX5mDM23ngnrzjoOeWpr0oRRHYxbAONs/GP++ayUZT2/4Y0nJQST9b9zfpQI2OJo/Mj5ym7bn05+uP8A61ZNnqd3eO22yjWJCBJL5xITPTOFzzg9Kjn1i8tpvKl09FbAYZn6qehHy9DUqDvy9Sb2jzdB39mATuYMrMGAMojMjRrjIcKvPXgkA4x05NO8SaRbXcsn2CwiubqcsVmnha2muJGGDti3fOcdTtAHXrUCavJc3UEb6WJSXCqkdzh2JPRTt4JqlqVrqKE3Sxx+WwCSN5rExEk4UsV59M85x1qVGdKSsjoUoVoPmey3L3hOxsTYi+uLI3Pl3axhZig8rKYUox+6rMCCx5+XgjrS6RqV94R8RvPEkEokVoXY5KOjEZKlfQjt/KsXTJ73RbxLnTxEu8bLlJSHWZMk+Wcr905z65HGK3rnzda06N4bCSzmlA2QxXPmRzndj5NyblGRgZaqqU5xaadiaVWnNOLV7/1+H5GvFY6PqEtxO+vIl3I5O2e0baD/AHd+5mOPUkmqsOgvpetzaq+s2IjChojZ3HmTBwBjaNuFBxyzHp2rixHdqcxRRRupxkTNxjjB4+tdLaareNAUsLKI30ahvtVxJvig5A3+WF+Y56ZJ57GoVKSXNy2/r1NXXg/c5r22S+62qX6l+fQX1TWodVTWbExlS0pvLjy5i5BzuG3DYzwwOMdqtS2Oi2MtvOmurJdxuDtgtG2k/wB3fuVhn1BBrGu9VvVgC39lEL6RS32q3k2RT8kb/LK/Kc9cEc9hXNGO7bJliikdjjJmbnPAAGPpR7KT97lv/XmwVeCfJzWvun91tE7nQ6vqV94u8Rx3EqwRCNVhQ8hERScElj3J7/ypfFljYixN9b2RtvMuyhWEofNwmGLsPvKrEAMOfm5J61Nbebotg7zWEl7LED5kMtz5ccB3Y+fam5hk4OD9awNTmvdavXudQ8pig2WyREIsKZB8sYX7o6+uTzmrp05zbbf9f1+JnVq04JRStbX+vX8je8N6RbWk0f2/T4ra6gKlpoIGuZreRRgbot3ynHQ7SD160f2YDMhny0xYgSmMxtIuMlyrc9eASBnPTgVmaba6g5F00cexQURvNYGUgjK7gvHpnjGetXX1eS3uZ400sRMrlWSS5y6kHox28kVPLOrJ3Q3OFGC5eq3NwiNTiGMxx8YQtux68/XP/wBeisaDWLy5m8qLT0dtpY4n+6o6k/L0FSXmp3dm67rJGickRy+cQHx1xlc5GR1qnB35epz393m6EmoA21zHfbXeIKY50U4ynXqPfH5CujjvE1ayXTNUkl1HYqwabbRZjhmcjAkd+uV9+mOhauOfXpTGwksYthHO6fjH/fNOWPU7OKRks4zFhnezdyWhX5WLBtvHAGcc46jiqcZR3/4cqnJSTS9dOn9f10DVfhpc2tzfNa3UU1vZyQwzTNlMSOFG0dc4LLk+9LJ4TPhLTdS1C5Mst1Zs1uRA5XyJiFMMhP8AEhBPbg+tPbxNf/2fcWMKPHZzymR4Tch+4bO7YDnIBzxT5NS1DWzcXNzbLMZFWOW4nmYrvAJ27VXng456ZPqK1lKUVeSdvXQzjFSdoNX8lqc89ora/DbNPC7CRmF06sstwpQsGGSeDyoAHFWPEUq+U1jFbGCKFX27h87Ag9TgbuvU8/SqQsL+1vEguNirCRuRzudeDgKcdPmzWjrUjXnhwSSPvliaRZGZfmbOcEnOWPI59u9RXUtJX0NMM43lG2po6Z4e8VWWnm0k8LXssUgXerxAkEY6HPHTtVhtI8VRxtHbeFZ4VZQm77OpYAEkHOc5yfx6V9B4FGB6Ch0osSxEl0R872ug+LbSKSL/AIR28mjlBDCWENjnPGT3I6/4mrB0bxGrtJH4PuBI5DMTApUHdngZ4/wr6BwPQUY9hSVFDeIk+iPnSTQPGEt4bttAvQ/PyCIBcHqMZ7/56VZk0fxJO5e48IXDOXL5SBV5OOoB6cdOnJ4r6C2j2o2+woVGIPEye6Pne70TxbdweQPDV1DFlmxFAq5yckcHp/hipE0bxaIVgm8L3M6puAZ4FLHcME5z14H4819CY9hWHqaa218i6c8C2xUB2cAspJ2kjPXAO76pjvR7GIfWZ7HjI0nxPCp+y+EbiMFWX5oFZsMRnnOe31qva6B4vtHkI8P3kwlDBxJCGHIwTgn0/p6V7D5fixlOZbRDkBflUjByCT/u7Q3vvI7U64h8QXMMUZYRFk/emNlGx9yt8p6nAyuOM4yc5xR7GIfWZdjyJtE8REM3/CHXAkZdpPkjbjAHAzweOvuahudC8YXd2LltAvI2U5CpCFX8gcc9K9iEXiV54UkcLGkwLyRNGC8eVAGCOuN5P14otYPE6GCOW4TywkQkdgjOTuHmHPrjdjjGMd6HRiCxMl0PJH0fxLc7vtPhG5YnHKQKrcLtHIP4+5GeabcaN4tnheBPC9zBG7Fj5VuqnoBjIPoP5+teu+V4j3CRpGOFZdqmIZHmA7gCMBtmQOSOOetEcHiM3NpLOYyY3bzxGyhGQ7cbB68HO73x2o9jEX1iXZHkVvo3i2CFIH8L3M8aMGHm26sehGMk+h/l6U5NH8S2+37N4RuVIycvArNkrtPJP/6icjFewz/8JCzO0KqrGRiqsYyoHGweuMZ3d84xxUunw64jSC7micGP5CyrhX47LjI5b8hR7GIfWJdkeJW2heMLS7NyugXkjE5KvCGX8iccdMVMuieIhtb/AIQ6fzFXaD5I24wRyM8nnr7CvY76zvJrvUti3Jhmig8vbKuNysxYBSw2ggrnpnnnpVefT9YZbnySUaaOISMjjK42hliy3AwG+9g5PWj2MRvEye6PHrnQfF928RPh+8hEQUII4Qo4GAcA+n9fWpzpPieYAXPhG4kAVVysCq2FJI5znv8A5xXrU1hqsrzu8LgvbqjrFcYUyfL8yAnoOflOOnU5NVpNL1zydQDyTM724SPyrnGZAExgkg9mznHXjOaPYxD6zLax5a+j+LTC0EPhe5gV9oLJAoYbRgHPryfx5qO00TxbaQeQfDV1NFlWxLArYwcgcnp/jivb7GLUhrN5PdYFrIB5akj5AMYAAPuxYnvjBIrZ2j0FHsYh9Znax8/Jo/iSB1e38IXCuGD5eBWwRnoCenPTpwKqx6B4wivBdjQL0vx+7MQK4B4GM9v89a+i8fSjaPaj2MQWJkuh8+/2N4jZ1kk8HztIrFlIgUKTuzyM8/4VXutB8W3ccUX/AAjt3DHEAFEUIXPOecHnBPX/AAFfRO36Uu32FHsYiWJkuh8+DSPFUkax3PhWeVVUpu+zqGIznOc5zkfhmq2qeH/FV7p4tIvDF7FFGG2KkQBJOepzz1719GbR7UY+lNUYoHiJPof/2Q==" | Summarize the visual content of the image.
| traditional ornamental floral paisley bandanna. |
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" 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Describe the image concisely. | these doors on the second floor have beautiful floral stained glass panels. |
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" | Relay a brief, clear account of the picture shown.
| a portrait of athlete during a photoshoot |
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" | Render a clear and concise summary of the photo.
| moody time lapse rain clouds passing over a gray mountain lake in the rain |
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" | Relay a brief, clear account of the picture shown.
| the blonde bombshell returned to filming location to play person in film of play. |
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" 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Provide a brief description of the given image. | walking the ridge on the crater |
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" 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Offer a succinct explanation of the picture presented. | the government has been pushing for green upgrades to vehicles and has set carbon - cutting targets, in response to the threat of the air becoming hazardous to residents |
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" | Render a clear and concise summary of the photo.
| illustration of a summer holiday in bright colors. |
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" | Share a concise interpretation of the image provided.
| a diverse group of people walk in a protest march |
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" 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Give a short and clear explanation of the subsequent image. | the grille of automobile model is stretched wider all the way to the headlights. |
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" | Create a compact narrative representing the image presented.
| whether you 're on the beach or raising a glass after work, these recipes will liven up your summer nights. |
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BI4LkD1wpyaowX3kOSTgE561n6vqVzIVae7kk2MGUDCKCAVHA9ATXOy353E7j+dW3czSOj8W+MUstKJ37wnzMv94/wr+f8q800b4oeJNM11L97+WSAtiS2J/dlO4A7UniO7W4aKNssoO/aO56D+tYdxp0U9o9xagrJGNzxkdR3I+lSxo948O+Jvs3ifXLlZma3ntLeaEE5C5Yg49M8flV288WSzEnefzry3wzcs+irdF+Rapbt/wGQkVeN/kdaLAddLrkjnJc/nVOXVyf4q5lr33qH7WW4pDO80DXPs175pboKzfiB8VLrSXttM05Y3m2iScvyAD2+prnrSZhIOcCuN1u0bUzdas9wqyzSMYoSCS6LxkenT8aQGn4t1JdX1GDVEGBd2sbkejAFSPzWuZc1JFcedpluhOTCXT8CQR/M1Cxq2IYxqM05qYaQxaUClApwFIAFOFJinAUAdH4VmitpJ5pnCJuRNx9TnH8q938H3MT6S/lSB139VOR06fWvCPC9ubkXcKnD/u3Q5xhhuCn8yK6/wAIzn+wfEdjIx3F43IJ5ztHX34q09CWewyTMHPZcceuaglv5NuC+R6MAa+d9O1TWIopFh15g/lt5ajUMEP2G1iP8K0F1/xktqrR3l1NJv5A8uX5MdeM96Lisen3uplL+YhYyd3VlBqE63dYwswQf7CgV5Zfa14qEquFuXaSMOx+yZw3ccD6VHcav4ljuDGgnZML832bPUDPIH1ouM9Nl1SaQtvlcgdCW61m3l/gKCxJLDvXn93q3iOO5lRGnMSk7XMA5HrnGK07y7kA2tKxZE5bvnFAjtI9WVR1psusMyNkjrxj0ry22u7u5vYYrjUZoonb5mD52r1P44HFaN3FBdaK15CLm2kiKEhrh5FeNjgE56MDj6+lSO50GpaiW4zWNJdHaTmqsWLfSrWM8u4aVm7nJ4/QVWmm2rkmmMiZ4GvTcXWGQP5UaNnDYGWJx2/xq5qght9UuJ7CFYltpAJIk+7twOf1/U0x9NW78P2l1GWae3uAsqY6JIeG/MYP1Fbel29uljr17dQ+c89wLW3XPOcEMR9BRYRY8G6FearZ3unWCZEc24FjgBM5HP0NdN/wgqWYzqWsWVv6gyDNeb2mpXltZokErIHUeZtYjcV+XnB5prXNy5y0xGfTikM9He08I2I/ealLckdokOPzOBVGXXvDNtxbaY0p9ZZP6DNcJgHmRyfc80ont4+rA0rDOl1TXkubKVorSC3VEJHlrg5x3JrOxB/wjcoFqXngMeJfMI2r/Eu3oQQQc9c1i3eopJCYYx94gfrXWaJaxPv1Sa332EVi6urHKtIsQjAz2yWU00I8+iQR+bGOiyMBSNU0sflyMD1OCfrioTQBG1NqQim4oGSAUuKdiloENApwFFFAGlpFy1vLKFwQy8qejDPSuv8ADt3oUAvftMtxZvcqAxjG9Seecda4O2bZOhzj5gD+PFXLkOEIKMR6rzTTCx1tz4Q8I3tw89trkMTOxbazMgGfYqf51Qf4aQyAiz1q1lzjGJoyf/QhXHfcyFupl9ic0oknA+W8z/vLRfyCx1Uvw71WL5BqC4Ho4/o1QHwBqJPzXgAxj76//FVzLSXOf9dGfwppkuM/6xMUgOpHgW4juFkkvYyisGwXQfhy9W73T3YzE3lkhfOAbhe9cX5k5PMiY+lOMn+1RcLHQWmkpaXEc51vTYnjYMDln5HPQKa2tQu9HvLVbe41aCKHeHlSws5CZSOgy5AAGTgdBmuE8z/apPMX1oA2Lu/jluGaP5Yxwi+ijoKpXFwHibaegqn5i+tBO8KOxYUXA6nwleS22q3NsVEkLRkMGzgBh0P44P1FXdVv76bVNMhEebcKWLQx4VmAxyB3wB+davh7VdKW2sNKisBFcagv+myjDEgZyVHoMZ5z3xUupeJotF15bfRrmVoti+UjR5WRQMMR6ZYNxVEnB3MjQSyxqMbZpBgjkfNVYzyH+Mj6cVYvJ7T7XcyXjSGR5ncKpxnJzzVJtRtgcQ2q/VssagscXLDqWP501mK9QfxqN724kGFR9voowP0qqZZHOAo/nQBZV8zAk8AjNeqx+FLm20TTLYXYtTdQpNcJPMChZjlQNueoCkZ/PtXlYjKRFm68H+VehaK19rulQaTFMsRu7l5GdhuwkKgDH4ZNNCZx2pwtDqNxCxUtG7IShyCQSDg+lUitX7sD7TLk7iGIJ9eetVyBTArFaTbVjaKaVFIBtGKfilCk9qAGYoxUgjY9qd5DntQBGq7jjP0qxPdxjJ3On/Af8KaLZ+DUVwm1trCkxoha4ifnzlP1Bpm6Jud0Zqi6mKQj/JFGWkIRR1PAAoAuGJHGUXP0NN8gD+A/nVqKPyYlTuOv1p2/HenYRT8hf7p/OkEK/wB0/nVszKOrCmG4QfxUAMVVH/LJfxGaeDjpGg/4BUbXS1XmuC+MEjHoaQF0ysB91P8AvmoJGZnEmMBSOgqvCS8oVnb5uOTWm8Q+xkL6f5/rQM1/DildfF4clY7WSTPoApB/kfzrptDsxAtvqV2gklsLHz89QUbDAk/TP/fVcnoWqmGxuNPkdIYbv5DcFNzR8YI+h4JHsK1tevrPT9Jt9P0zU2unlgWO7dCQhAxtQevTJ7dPSqJOZndbiZppVVncljkdyc01WVfuqo+gqoZiSfSnCQ+lIoueefWhGV3I2rlgRnFVNz/3aVXkVgwXkHNICa4/1TY9P8/yruPDty8Hh4alaRYXT1PnOzcM8hZQo9yCPyNcC8mcjBx9Kms7mRITEpwO4INCBj5JC0jHPc0zdRsPpS7DTATdRupdlIRigB69anUiq4al3mmIuoVqZdtZwlIp4uKANHIxwRVO7hNwu0nIHQVGLil84+ooAzZbF88AnHvUItpUOQpBrW359KdwfSlYDJMc3dWphjlH8LVvIw24IpSV/u0WA57ZJ/dak2P/AHTXQEA/wj8qAinqo/KiwHPeWx/hNL5Ln+E/lXSrHF/dFPCRD+EUWA5gQS5BCtmtBJJTHhonz7CtgCLPQU/MYHQUWC5zyR3MbsI432t1GKnS1nlOZFb8a249jHLYC+tPuY1t2UqwZSMgiiwGTHp3qtWF09R/DVgXK+lJ9rWmBGLJR/DSm1QD7opxul9RTGuQeM0gGfZ0HapDZhIFl4Kk4+lQNcDFaO5ZbaXoCFBAoAzWVRUTECkaQmoi1Ax5amMaTNNpAGaM1Huo3UASZozUe6jdQBJml3VGGpevegCQOacJDUWPelA96AJvNNKJjUGKOadwLImNKJ6q5NG6i4i39oNBuKp7qTf70XGWzPR9oOMVU3mjdRcRpwXJaKWI/dxmrRkSW2kUDnAYe1Z0EZWUMeFcdaRmkhnO0jgYpgRtIc03zD60wkE9cUnHrSAeX96TeaZkUZpDJY/3kip/eOK05rciJfm2uikNz1rHDYYEdjV2eR5I/NLcngimBVJ5ozTM80bqQD6Sm7qM0AV80ZpmaXNAD80ZpmaM0ASBqUN1NRZpc0AP3H1pd3vUfFGaAJd/vR5hqHNGaAJvNNL5gqvml3UATbx6UEj1qDNG7igCXdS76i3Um6gC5HO2Cuflp32hlfHByO9Uw5A4oLk0ATF+TSbhUO6l3UAS7qN1Q5pcmgCXdg5qQy4Rh2NVs0FsigB++jeaizRQBLvNG81HS0Af/9k=" | Relay a brief, clear account of the picture shown.
| automobile model is one of the new models that brand and venture funded company will be showing off thanks to some collaboration. |
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" 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Provide a brief description of the given image. | opal that looks like it has captured fire. |
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" 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Share a concise interpretation of the image provided. | architect won the tender to build project focus. |
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" | Create a compact narrative representing the image presented.
| keeping up your trousers: the model appeared to hitch up her leather trousers at every pace for fear that the open back would expose her low - riding incident |
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" 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Share a concise interpretation of the image provided. | busy crowd in the souk |
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" 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Give a short and clear explanation of the subsequent image. | a group of children playing ice hockey at the skating rink outside in winter |
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" 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Share a concise interpretation of the image provided. | issues like handling ice floes in relation to wind turbines still need to be worked out |
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" | Create a compact narrative representing the image presented.
| pop artist poses for a portrait |
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" | Render a clear and concise summary of the photo.
| corridors of uncertainty: a floor at the pegasus |
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" | Render a clear and concise summary of the photo.
| wide shot of peninsula and with a tugboat coming towards camera from a distance |
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" | Describe the image concisely.
| white arbor with red blooming roses in a garden |
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" 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Share a concise interpretation of the image provided. | cans of canned fruit are seen on a supermarket shelf |
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" 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Relay a brief, clear account of the picture shown. | iron helmet over a wooden tripod used to sit |
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" 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Render a clear and concise summary of the photo. | she turns heads at every red carpet event. |
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" | Give a short and clear explanation of the subsequent image.
| an ornament in east style. |
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" | Create a compact narrative representing the image presented.
| spider waiting for the kill |
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" | Relay a brief, clear account of the picture shown.
| actor attends person at press event |
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" |
Describe the image concisely. | private meeting: met the pope in may |
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| suspicious men in black hat and cloak coming out of the darkness |
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09Xp5mLo16laFKirpv7ra/d19bG1odol5qsW8+acsQWXgn6dqua7btbXFzHt2rO24pu7cGs22lltNeiMWSZFykanGK0/E11FcajHJE4ZVt1BwehyeK58HRWJx0p625bO+vSy/P1dtloPHYiWHoxafVbeuo22aKXRpXtxbyMqlnWRf3iDpwe9YzDbx3q7pGjXrwTzLvKMG8tNvXPatBE0vwzHHqHiC6jhOQY4m5NdeTyjg8POMlb3nZfJbb6X6/wDDHDmGGqYrER9nrpq/mT6L4YSaIXmpsYoeqx52lvqe30qrqXjrwlZXf2J7JbiGJtm+KAuqnvyBVS/16bXIhKLqM6e/MQiOAynpk/TtVdGK8AkAdhxXoKlWxP7yUuVdP60/zMJV8Pg26UYc769P01/L1LQ8a+BZVLxQQq2DgMSv6VzOoz6r4qfy7QJpejHjzV+/Mvqo6ke5OKfq8a6prVhpckf7mP8A0yVj/EFJAX6EkfnWxIAylOgxjA44qaeElUqNVJXS9d/xNKuYKjTj7GCjKWveyvZdFq9XrsV7Lwhoek2KtHbrNcMuRLLJuPHQjsDVrQlmh1NbWRQC3zEMeCuMk5+lOlXbGAqEqqAAHnitDTXgtNRtLx7d3aGJsgOD856HFeDiqTpTo1aFpPW/XSV73Sv00WvyPXoylUjUjWTXbztbb/hjJ1+/W10xxDEqpGXJPO9yTgA/4VDpc13Y6SiTykybNuV4IB7UzxDKZ2tht2tJcLn+Zq08ijHO70A5r6TBYZUnaWrSSv63f+R8/jcRKdOPJtJt/dZL9RsUX70TMMOeozmpYLWA20zzW8LxCcbndAduei9Kiikd2A2kICcmqN9PqqvcWkEJmsZ0G1F6iT1J9KwxSp1cLL2SVk93tZPV3108/wDgnbh5TpYuLryu5Lbqn2stLmNJoJ1GU3llttp2uWWB4RtTA6Zx9OtWNE1VtP8AGKSeIYDDf+WYjKBtEoPGSen41o2+j6hBpulRQnY8FwHuQRjzTnnFTan9l8T3ErygGERbvRoiWwrD6V5XK3S9pS2e/brqu2unTzXU9eVRe09nPZfetOvyHeL/AA3FeWitZupvLYefDMG6t1Kk/l+OKy9Cu7WTw0728eyaS4Lzxqu3a/GRj86gOk+IdGuJdHmuYnm3FVXdw6YBDeg4NRLHPoGsQXuo2lt9kvnEU8Kk7EfojHHrjnFKLhTjHli7xj6ej076p/5map35ouorSen6o3JoFmjmMs8hiaPYEU859qJrW1sPDqwWqBBsxH61o3uo2FwbeK60SWxto13tPbfPlgQV+7yBkZya5nW/FGjBIYbWS4uJQxLkL8p5+vBrnrztCtGEHep0+531tp+qNIUXJw1uo9vy06iaTZtvthJI0uDn5h90/WtG+0y4luhNg2lpGVnLN8odQcs35Z/yazrXxFaLZJIYpVQkIFxyQerfl268itnXdVh8ReGodHsA897dxtb20+CkQAI3Ak9wuegwOOaynJUqEYq1k25PTey/D87PaxUaT9rKo77WX9d/yIY5TeeFQwBU3FnHMoB6NuyFP4MR+VRarexTto62u5ZLOzSB2YY/eKCT/n3p8eq7LB7caRDbNGzWpiVnbJVMEZJ7fL7c1T88x6baWYjaO4ieRzIV5ZXChevXGDXjxVSknTb2d16N3VvXm+aR6cWpe9/W1hkt3dWFk0tqUFvfEpc25QFN+RyPTI9PWr+nahc+HYr4eX++vozGkYORH6H34Jqm2l6rZiw8y9tXU4Z18o4Zs8N7cDH410d0Lu5tv7TtIdODRoVlWS2dpCeh2ndyuDnpkV7dSlVpU5znCzdle3w33tve/Tpr6Jeb7alUqR5ZXWundLvp0+/Q6Two0R8PgxSOIrb5X8w/MCK5G5sJPE3xHvbgxsLaxxGu7uQO/wCPNdF4dBs/EWqWMwMdtPGJPmOOQe31FWL27e01LZZ2Eam5JlWVOfOY8EmuLC5ZWp1pqha6/me9nfTyatte3fQmeMjThKT+0radL/qYVzaraaojXLDKcbh+lX4dKt4/3+qKyxyyAQsDjcT1BH5GnWGtaZdeILjT5ImMlmnmyzOQyiTuOeBiodV8TWV/ayWkk0c4jcNHIoA5HTPv1HuDXrxxNSm5zVlOVr27rz7dvLzMlgeZwVRaR7/h/n3OmuPEFno95Bp5G3jj39qg1LR9M8VWoW6gSSZfmjyMjg5GQevNeXanqEOq6sweXbcsvyHO4ZAxx+X6V3/gXUpby5mWXkRxKgOeuBzXBGvONSK6HfVw0VTbW/U5xrWJbpmltoxcKdrMUG4YqRVOa3fFtuY7yK4gh3ebuJI7gDOa4xtfSSS50wwvbagUKxb2BUE9GyDjABJ/AV9fTx1GUOa9vI+MqZXiFPlirrv5f8ANNnS81rV7lckQmO0RscYALHn3J/StqNdrK8g+Q9B61StNT0rQLaOztb6OEOfmAfcJGwBubsScVfBhvY/Mtym7rsjPyn3X/D8qcFKVPtd6tPv/AElcdW1Ktz8r0SUU12SS/V28wd4X3YjIJ+8Sc1GQ0aPPAAZAejNgD0p6QuY5JNmY04Y56E9Kfbus0ssFwqrAoCZByM1wTxGHwLjhqMOuyvZdX31628z0MJTxGNvXrz0/T+vyORtLvUNa1VV1CKMWwZtoQ53Ed81v3MkGn23mEFVDKgwOpJAH86hMSadqVmltEpjuJGVw38PGcj8qp+J0a9eG0gulja3lS5KlMiQqchWOeAa6YtUKc3Werer76L8PyVyL/Wa9J0V7sU7LtZvXte/3uxsybIfvy7RnGSeKpa1Ns0C+khcmQQkjYeefpRqcX2rQzJAvnRyJuVGHPP8AUVyklteeG7CGyklkumvCNxJzhRzge3NGJxkKSdLlbfL0tbt9xlhcC6zVZz2k/Xv952cOtwW2nwgvmUtDHEhPJ45rF0rw9PYzXeoTRebckssMW/AC5PBqLSbFb6+F5PhrhCFjtwPue5rqLi4j1FLo2zAv3VDyueK8rAVXOFScndwb6PeTv87Xsj1sZTtKEIJpStd+SX4X6spXElyz2l5ESZyvlTRyctkD19KnutNj1+zNndx43KCwDYwwYYwfriqtrZ/2c0EOWmLAnzXPIwB19a1bN2SR5ACSozx7An+gr1vq0HRaktWrPXt/w/8AVjya2LmsQlHVXutNu/5P7/M5+31Kfw9dDT9UfzLJ3K2l+vAHPCSehx0Pete8jswqztawOcBS2xS0hJ+nNTWlhFq0g06aFJ4pwVaN+jcZ5/zxXPpDe6dfyWtj5s9rZyrCoWMfuxnBBbPJHPPHSvHzWpUwqhSg01e+qu0luvTz0sejljp4zmrVFaWzadk+3z6abmhDokV/4ls7eC2jVULMWC/LuCjrj04/KtqC1t4vFbRfaFkuo4ZEEUSjES/JnOe+CC2OfmHGBWDCb651e5sbDUWsTvhkmvGUHy4iSAqesn8XTAwM1e0TQ00h7XzsM8E06TXDsThnY5ct3JAVvwrzJ0vrVL3rKL5nZPR37aa2XTTe+mh3X9jJK7k7Ja79Xrr1f9aGXoAl1LxbBavCs0KiXcDzh925iR+ODn+7VO4Wee5nvWUrA8rJAzHO5B0x+GK6S01ew89F8PlPJunea7u1XaZH3ZYDPKrnnHuKuT6UdZ1rTYoWk/swxvIruuBHg8xgevA/A1nmlNU6NGMNObfvokrv02X6GmErt1ZOfT/h9P1Mi1hlk0tZrgHfBGoWM8t1+UH8MfmKdcXNyZLZmUxSWgICjsSec+9Qx7o59SnViyC4IXaDg4yT9e1TXDfabq4md+WYv9cmvew2MdfASq2V4x9dtF87a67Xv0PMxOHVLFQSek5em9m/xt/TOjs7SWHSI5tZu44JosgXJYAtH1xtPWql7430i1sjaaJMLm7MZWJwwfYM4zx05/WuQXw34l1ibbrkg2ToGFrF++YoDx/sr7nk/SuyvtH07QvBcf2fT1tpEdWkynzFwCPmPXvx29K540JVpRnGyctE/Xrbs7HY8RTpycNZNatdPS5xccR8Px+VOuLq7YNKzdk6n9TXPXVvNDfOYpmhjibzGkQEhh2zXQbpb+1mv7+UeXGflLdMDsKw7r+07vSrKeyEY3O8c+R8zgHj9Dj8K8mM4e1lCDulpd9Xuz1pOTgpT+J7kulacketx6gt3HdW8oZRx0PUc/hXc6LqzaRr8IeELbzW5KspBDHcAent61wWol7PSWW3EUc6hWWMHI4PNQW+pXSWtn9qUjbI2RzhlPI49M06kHuhKzVn1PUvGWq29voaXtxG3lQBFEY6OGI4/AGuAj81tTuZb2O4sbCWMFSYj+8OOmVGB256GtO/jn1/So5ru5+z2czxxQxtwcEhj19lrUn1OGK5eKGVpEjTy1UKCGUHIbB79QRW0JWjqc846+6YbeHLO90axubmSNSkpVAkwXYOobaf1GfT61TtbGca1dpo92sp8gywumVUOGGY2HT/APX71uwxjVLNpJAY4YiWjAO0hu+B378VnarPczxRNb3McTK4LRRfKwUDhvfj+ldEKkou8G0zGVNSTjJXRYi8Sw6xpJ03UpptMlkkDNLGOHI42g+3cHmuksbGx07SEtbSRiI23EsPv5HBrmJFtJ7aO6kuIZ50KCUOn342O1un8QLKc9cA06yuJ9E1mewvLhpopHwnyk8gfeU9xjGR2INdFOdOriITmrNPe+9/LZefkc9VVKeGnTpvS2i/rX08zVvm/f2bhSWWfr2H+c1kvYia/vZpWCs8rBQ3dRx+NdDNbQyrDcSSZRTlY+xOODXOafdNNrd6kN3GbaSRiYZgd2QSrNHxgjcOlGJrTq1Jp/CpWW38vlf8dfJDwVKFGlBJe9y6/eSaLqpjuzo85VHCNJCSf9YQcMv1Bww9mptzY3l1f20f2e4e0tHw0hjP3v7ufrWTr6LDqcVyoWVUjLnH93hXGc9cFT/wGprW/v5RAQL+0vI3V28ydiJB0z6Acjj2qJ4iU6Loye6tfrbsafV4xq+0Xrbp6+p2WlaPFZyfvWdSx37u5Lev0qlY2i6brFxKjGQhtoLDrxUMniKaGSHUbW5jmMUmxonAC/j6YPH1NLc+JrYxPeXMflSEGSVRyFbPYjr2rPCUIRxcal/da96/8yVvx6GeJnWeGnCOr6W7XT/DqWLhGk1G0feQAXBXseKbJqONRTSbORWu3VpZ1BB8qFVO5m9CchQPc+lc8ni1tXt1eys5Ig2RHI7Ak9iRj09e31rR8KxJDqd1iNQVtJMvt2k5HOe+PrXvSxlNTVKGv5I8SOAquDr1Xqk/m9f68zdtLk2l2lz5giEZzvPOKhlnt7651K58077UE7V/vNgc/ic++KEnMeZ1ZIo4wXM82QoA5zjqR78D61Xsfs0+nXs1q4Mk0u5SzZIAGWmkPbJOR6dBXg59PnqQhG7unsvPv19Nur0O7IqfJTnKXRr5fLp+ZS07Sp9O1XUr7Es0dtaMl3C8hJbdHuLexOMHHQ47Va1HV7vW7WA6DILNvNFxaWzEgyAAbiD3+UDg9ctVrRIby+1jX4bGSWOMKkazsvDDA6g85IyfYVkajZXfhS8XULWNpYUZGePzBI8CbPvJ324HTrjNckJcsYpPS63+enmmlrpY9eS5ptPe2n9flc1hpH9i3sdxDHbkzxrd3FpH0gkfrtH9xj+R+orfXW7q90W8vr5UtIJXFvCEPKH+/wDn19qwbt7DXNYsfEGn6jcRzgCLYigxHjlWPoQeh6/hXQa7o8X9gW6Rxbi0m5yj7lT6e2a4atWrVnG60ivR/wDgXW337JGbpKCTb1b/AK0OaiN5pEN9YSoZI5SxO/BUH1GPwwfSpbW1M1pBc2+2YKoE0OcOpB547jI7VcEQv7Bo5JcTWMXy/wC3H6H1I/lWZBB9lOltFcxTu8RknSJwWUlsjA9cdq9fLqkY1qtGMfcktnrd7P0XzujHFU+eEG37ylv23/4C2O00Q3dlp98tzMkQhl8hGdQQrE9fpkrxWL8QdU+x+HYtPEwu7i8f74UKAFPIAHfPFLqupET/AGCS4Elq915cQlxtYgAKu/semM9fWuR8b3ky39tC1uYhbocFh8zsTgk+/Sup1eeHtoxs/lo1p693po/XQyw9Plq+zk729devppp5/IyIryd9NFsEX5VLxxc56nj3P6Cp9ThubXT4YbdkimaNSC3SNvr68n86qyTxm0SEb45JF2FEBBA9B9TUV6zalEIylxCiwCJnkAA3nsB7YrxJwftIcuiTbf3Huw+F3KsenzXEyXlxcqRDHwQeCffPYdKJBePp0t/PBN5EFyoVdmAEzjPIyw6fnV3TdPt4L2Kwa5YTRRl95I2tnAPX61sapGbPwjKzCRRA5HzdAvfPt15rrSuc70I9fuRqFwtnC4WCDJjCrwr7ARUaXdu4lmjbZc7ljdG4PzDHFZjKWsEmWVoljKtkAn5WHX8iDVrZFdWcUsgVLlsMSxxuGPlP1BqG7FpJ6jvPvb4wRLcBIowdxZcbu3Iqe10q3Cr5sp8xmBhYncEODge69qoQbY4ngjmczh8NnuG54Ptnr7Umm6vbWV6kmpO4MEe3KdSw6Hj8KtXM5JG9EkOlmS+TTi7bMl42LodxxwvryOtT6jP4i1G0S6mvxpGkW43NJc2253crgADGQOcVW8NazGNVmiSW5msSh82NbUhsMDgL7+n4VuvOzeH7iXU9Ws7qKNt9nPINkiSDqssZ43jGR+PoKqKdzGTS2OXbUhpFjDb6lPO8ju0kTMmxpD246gH7wPsQR60tNvmuXdob5I7dIQESSMMysPQH1x+NR6GLO8mutaupHkm3F0eUbyeoy3qfpUdzBJqt7NDcAIixB0j2dRn73HQD2rSUnt0HBWVyK+N9qDSXca/Z7TY8bSSJt3ZHJAHJ6dq1IZ5Z7QW6sIluTGgaTO8gEMw9zj8qda+H1urOG5aMfYxIoSHaSWXIy2Pw6D09afZ2ct5aajemXzEim8peBhNhw2B+Gfc1OnQrXqSRQRI1xetCpspkeOWNV53GQZY/8B2n65rlbyGO41CexAk+yqUAhaT/AFhIyOeu3HJ79h1rpXt54tK0y5QF3uA0Qy2AMjI479R78VkXVsZLiO5WIvcWzlCSeZUHBH1U9+pqutyDetoItOszPIyqioEzH8u0D2x09BWrotvAUlvvvrcL8gIIGAODg+/PpWHGJbieGASbYmI3IzZVhkZwD69CK62SUojeRbrNIUZYoiwUE7T1J6ADk/8A6q7sHSi+apL7JwY+s4qNOOnM7X8jJ1JDqt6uiqSYAonv2B6R/wAEf1cjJ/2VPrV2W3gXSJba0j3sknltt6qwAKhj3Zif0PSqPhWzddCSRpm+1X266lnY/NubJB59Fx+VPsVknij0y0l2Ik4uY5JB87uzjLMc+ucewFY5vLnjCH2p6+du1vz6dzDKqfJKfK3yw08m+r+Wy8jpdOtxp9y6Xflfabl2WUIMDJwpA+mf0qgrXN7Dc6fuj+0Wd4gh3nBTMbnGe4OOAe+RVrVLGaPWbi7VndY5m+gJbNVGtIJbjVb+CRHM91G6ydMKMgqfdSxz9T611zhSlGmo2s7dO1v69CaU6kZzlJO6Tf3nIa7pl34cddV0rK2k2PtdmpIVWz1A7DPI9K7HwlrNzqWkSQs+PMBntJANxk45BHuAQR7Vat0h1i6w6xyPs8ueBxy6AYDj345+vFcToAm8M+KJ9J8x/L3C6six4KZPQ/z+hryquGlXk6S93mf4K7t073W2noejTqR9nzS1cVv3O9srBbxbho4QyL+7mgycYxg4PofzFZfhHQlsLreYpZVOZVSEbhGoYhVZj3xyT3renmnlfUpbZVi8xY50MZ27l7n69QfpVfQNbVY2sri3YFwMyREfMcd/p/OsoU6mHbqzbfuq77Lrp00/DzuPnU48q7/f/TOfnjW/k1ETxJ9kupmIhznCsoyD+Oa5HxRLK2rxW6liF2RoGbcQoHJJPJ/GuztI3uJjDGrM7KdoVSckcjp+P51xuvFT43vIirNHAqiOPbnLYr6PHUqVPDyjFWt+rv8AmeVllWpUrucno1+Ksv0RWu3czwW2n+X9smI33DR/NEvXI55Ppms90nAtjNKYI4pWLBpRucA4GDn8/wAatTRQSjyxAS4BeTD7CfYnrWDdzn7HLGuxY5QsccOPlUc8A/n+VfNRPp35GzpUdldX5tLy6FxayZdFClnJBBGCOgHBzXYahZTzaTaQusl1HEwEyhgplUfy7Z9q4Hw9qzaVqcxjs/NEyxxb1BJA/pxmvUJJxZ6L5x3nYCBgZz1rdbaHO99TkbOwVmniSSVFndVTKbEZB2X6D2ppslERuWlYBWMaqq7g3ztkY6elSTXphhs2mnaaV3UheAACDye+BmkupGSSGFJEUsWZpDyB8x6j8OBWbTbLi0kQ3s0NpErwM+SCJFZfmTPQe3X9Kr2SR3M0mnwQym5hUyIdp3Nnpkd/pVKe4lvDe/vFaWV/3ZbCgYAHYfX8q2tKvEjv/I8xPtMYJygLEuHByTj1BHNFkg1Zq6Xp0kcR/fLASnmK4X7y5xkehHpWTqugz6jcPJb6xK6rGZJRIuVGCRnA9dpNMjg1WXSjfqzvL57IkK5BjQk4J7Y3AfrXVaUbe20SKKdVkd02zuSBsyMkk9MdR+NaKXKzJw5kct4f002On3YKSNLgtEWAKH6A88Vq/wBlzWs8juDL9qjItYWUhlHG4DHIHWnX8PkNdQCUTW3kjbIvWM8kZI6niqLT6nc6lZMbhQluCx3EDecnK5xgda0dmrshXT0MO/06S3nie41C8TT9uIFkYjyJAeFGO5GcH1Uiun0y6ivvCtlNbyHzWuphcbv4pAp+b/gQIP1z9KZdXVpcxrI8qBDNI0aSpwAynDHdwwJB46VQ0W2lazuHSWOE3N67wwxgBI/kwQB2zj8KnlRXM+pcv9QNtZaUvmeaIZ3mSGMEM4UbAx7BAxxnvjgcZqD7fYarYwywILe8hmaOaONflG4evTkgc4/KqcuhnU9fvZ0ubqGRVjht44NuFjC/MGDe+eR61dv9Pjs9DLwmCM2xkjUEbpZGLZBY8d+emKaiS5dR+hwRre3cspcrGwOUQtxt6n2Fb+rTiCxljgdjc3CfZ4PLXcQW+Ut+pP8AwGqegsf7MvbvJLyID9Ts/wATRF5kniq0iIWO1tLGOZWLY3uQVGPoC35mvcopKlGK6/m7/ofP4mTnWk3tH9LP8XZGsL7TrKwti1u8ttwCFHytEEwE9iTgfTNZysianassHlsH8yZo1OIYlIIU+g5Jz/u1q6eES3tbloY5I/tMkkaSYAOA5GM9OcYqHSrptOt7yS5aNphuaVGbO7eBxnvxkZ9a4a9D2+M5n0j381p+H5nZh6vsML6t/rq/z+439Qla9zdrkJIrLKqnjzEPH5qQa45Li4h1HWFtmJtpb1fKQD/lqxG7H4L+ors7LTZZdLutMiuPLW6tY5Y5MZKMAM/4fga52e1/sjUdNVYg7W4lup9+doyQFJ989K5cdUUJRhT+LRpd7efSyve/ZG2B2lKeur+X9WVvVlKLUlsNYZ0uBGzSArLtbcP7oAx3zz9am8aaO91othqelpsu7EtJEgHIUksU/nj15FTQRI1l9rWCNZ1kaLzlXIJUDkE/UnjvWjpkqf2Qly6MzWhAZCf9ZCzgkEeobp6bq5IxrLkxLlfTmur7N+era/4GvTdVKa5qUFZp26b2026P9XsU9H19NV8OQ39m6o8Me2VCfuq/VT/wIcfU1HaanDYZkeMlV43Hpk8CsSC3tdC8SXCwsjaVePJbi5uFIWJHXcGxx0fp7ZNQpPJPpUtrISJNyYyM7SrjcPp3r1VjqFek6Lim5p27N32fXW9180c8sBUVWNaErJNXXZPRten/AATvvD2pRxLJYWMAbUpyf3pOQq9icdhya801I58WaxOrGRhcSfODjp8uB+Vd/wCF53srqaSC02vcAqZXbcwA5Lnj2PHFeU2lwWt57xiGzKxz6nr/AFrgliZVoSlK15Wel9raWb3R14ahCjLlhstNbdN9tmWLxpWV5FBi3JgjIxye+OprmbllM37nDMg2oCOFAGSfxrX1G8ItkDnaSBuwemf8muakH2srbW8iFslnOc5Hof8APauOMXfU9SUkonVaFOX0G8mSUQTPKqhinXP8I/8ArV6RaJjQYxIxLFFP1IFeaeHLxbaOGK9hglgWQqEEoBTPf3/DpXfHxVpzW5sdNiLuoCKGO0H8ew9TXVBLU4530M28tra48PPdRW0aXF3OETCbeR6D8+afqenYM4WBJHKKuWHcDOcd/qal1G+g+1WEBljxB8zhGwCe59dv+e9Z3iTxXFE7XMfSSPaIT1BHUk/0pOm3qmUppaNGBc21xZDTr65iVIkl2FVXKkHgFvbOPzrV0uWx0WOe8uJ08xz+8lYZZSAMjjk5Paq1nq1hetGLe4/0edcSwMB8p7j36ZxWc8ElhPIPKa4nyzBkXJ3AgksM9McDFZzi07M0jJNXOshvJNR0+GS0BWPzflV0wAq/NyPdvw4rnPEmrRpMLOyulkvHxGyx5Khcct6A+9S3s0duljNJBOtvc/PFMsjlBn7ysB0wCT+Bq19j021DppyWv2ouqs4ViMsOMYGTxUJ21aLtfRMbZGKGa2Fxc7LWEHbZo5UStjlpOfm/GtrT7m1uHbSpTCqSyboYorYeWGI4AJ9fYDtWDbWdjl5LZRdS7h9yP7xHPBbPANbdh58txHKsX2eNv4V+8WIyAGH3QOCT+FbxncwlCxWurqzNnYySW4MsZZFaWQxCPnlSGUxP16MVx6jqK3iVr3wfq+20itJLW8jE8A8kMC5HzBcNwc9gTw3WqF3GdS1C5MWpSRN5zOJRldpZiOgx8uc/mc1sXWha2biLUDfW8psnJtI/LAU4GMkepP5Vo3FaGave7HNp+o280VvILePW7rbMySXMahFYYCgMclhgcd+etRTGQXFxBdW8Zn8mbEkZBwxz060yDWdWOuJe6k+2NU3Rwm4dgpxycZwBn2q3abdU8QW5gcMVVt6OASuT1yO3uPxFaqN7JGTl3OhsLVbXTbWBFUABS3H3sDv+lPEcU80qvCjqoUAMoOMbulTQzxXIdo2CorFdrHGDn/DFU59a07TLuf8AtGdbaLau2SSVcPgcgLnd7cA17ca1HkjNPR7fdY+ZnSr1KtSCWu7++7/Q6Sxsft1lHHJFEyjl0IyAjZAIB78fhWYNOB02O5kiidgA0TFMkKCQefriual+K1vDcBtG0S/vyoCCYgxxt8pGAMHjn2NQw+LvG98kUUPhuyt4Vi2N50hGUJz3bIPHYH6Vyc8Y1FK/X/PT8bnoujOdNwtuvxstfwO2tXkuIY7QOyzxuXQgZJiJ+YfUHBH41S8X3kt1OlpbyxSyxW4luCpC+YwJwB+GTjtk1iT+H/iFfTma21HTLSQJsBgiZcDngM45OCeQPyrGPw18aSRuZ9Ykxz8qShQR1z6Y+teLi8PPEV5VG7J6W12/rc78KlQpqL3X5nU2s81hpPkXEQa0nfzS7HBQ9Aw9uCOf/wBenpep+HBptzbXF9Ct4wKSbpANqN3HOPQeteUX3gtbAl9Su2utrbC5vFdQeu35T/WoX0iIIsa3UsEA6xRAID+P/wBet6dKpCChz6JW29P8ipxp1JufLq/6+87vXfE3hm78KT6JqN+huUYqhtY2lJHQHPTI+vSsXTtW0nS7CA/apr+6jUE7IGiXdjHJbn9Oaw4LS2td629vGrAc8nJ+pPNAAVWwc9zjjB/z3ohh4Rs222ndP/hjTmlZpbPcdp3jfxHBJJL9oj8kqu61MIICkcqD16ZJ55ye9ZdvehYfKVUaOWUujKCoRjztIPbsKqpcxWcAnkUiYlnCsRk+hPt2qlpscV1J++LrKWJSaJuck96vljtbpYLtaom1bS9bupSdkaJ/Cobn+VVbS11HTAQ+nl+uSrAmuhT+17QbmngvYNwBT7kh6dM8ZqVdUhQlbu0mtCeN8wBX/vocfnim4RtawKUr3ucql9DE8hktmDhfljcEhff61INcdW3RldwxwGC4+ua7eM2OoWkkcjRrG4DrIgyRjHA+o9K1be30+2S0nttKN3ax7k8qQCTL46nK8euKj2USvaT6HlJ1S/W5M6sxc99wNVFa5dWMqOzFsqSRz6169FpWkapJ5ieDY4wX+YoNig+nPU/Tio7nwjo8SgnS44Cxxt3lj/UD/wDVVqPQhu+rZ5OLe/DMYoHG5w2FxwR0xXXp4nhktLAzspuYYjFO2Dltw4Pr8pAzXQNovh6zuFNtA3mINysqscMP1/lSlbIMWeWUIRhdi8H3JzkdDQ4JrUItp3izGh15JltbRYZZLZbgzOEhJK5zwpI98ZrRt9UQWDQ/2fceZLy48wDpwO4IyOCKtzQbHt2jgnmiYncscTvwBkYOMH86uQQzS2F1IunWlusYKxyXysWY/wCxGje33iah04M1VScdzFtY9Xukit7PT5ppG5BeX7yYIIwB936cDFbtnoPiNwbPz7e2CxGUG3+fC5wcsTzjgVZ+z38EcNrdala2unsomm/s2NjcT4HG6STGFz/COmelX7FvD7zO1/cTyxrEsaJeM7/KCSM53A9xjaMelChFEynJo5OXwRfvLcssn2nKFDJCxO4ZyRjjtzx+dW7Pw5fxIIxNqbBSQVaN1UD/AHm4/nXZP400uNSLeIqijb5MeVLY6YXYBj8RT0177VCJzBFENvI2lmHGeR+IzV3RnaXY4NtBvbWc3L6TK4Y75UEcjyso6gFcqGxk4zjj3rftfDSzW5mtJrjTHZyoe908LvHXowU/mTV281+WLd5sitHsLqM4I24yFx2wc1natqRZQjyYidGmRG/hO3OfXseD+NO7GoN6GjHaw21qjuGunJOPOjVFYjoBGmAAeOue9Zz3FlbMkaadaw+blg0duqnK989eD0zisu612ObdIijzEhILQ54+6Mtnkjg/l+NVZLwyOsqSK5IccIAzAgL/AF6fjUXN/Z6WZ0drq8JRJNsaSu2fMaIkE9CfbHrWgmq2ltErI8ckoTeVCsmORzkjHc8DJ6EcVxAnmNqVBcxsuSrOfvAnn681VSJBvVmkIbBKoenTn+f50OSejBU+qR3b/Et9NhZRpU8q/wDLIwT+YvXo/wAgKn881yOpeI/EPiwyx3V5JDZvw1hZnAZR1z/e+h6+lEbrYvJ5UkmFYbhxu64OKfHeGZ1AjJIDEk4yPm4zjuTzVJIycdb2Mg6DbmRfLg8qMdfPBGPwHU/XFWEsraxYbEZmbq0hwcH25xV+WdmjBcsOeQDzn05qCb94Vc4I5IP+NO6HZ9SEy4JwFBOABtzmoZRcLbTzCFnjhI3NGMkFjgfj/hTbiXyLd7psLD2Y9SSegHvVk6hCfB72LR/6a11ulTONqjDA579v1olLlGlzbHOapYvFP8ziQ4wNuAMdhxVfTIDPOEjDLtbdvXhh0wM/hmtD7V/aFtnaTJGuHA4xjsBU+mWUQw0ZYE84B5x6elYp2WpTV3oXF08FgZ7l2cH5ZC2SQTxjjikS3Rw0C3MpmQfMpYlSfxzUgJicK2/buO0yL1NOEvlXIBjJHOShzn059elCqXdhumkrlZNFSKWWS3naEZwoQgZJPQjoR36VZtzeK0cbTefGrYMb5IJzyflp8qxTZXBUHnMiBjnpkYxUsVuImRIp2MbDlC2TwO3tW6SMHc3TrE1vp8NqsTi6IwVJLL34z9P6Vjyi9nkY3Fw7LjllG5c56Y9ef84q4zpFGXx5nRiH3Zz9euf8KtW1zbi22yx7HDHJA2hjnOSDjjvnpTS1Jehim0lKoh4R25yMDHuc/Wt200xra2aSJDdOc4Crz74x3xnqQPenWIF5O8aRklPnU4J3gnAUEDjp0NbUkVvJdqiuFd0y0jDYQMcnA6D+WaT0He5ml/shCjdHjgnccdeuBnP8vpUdzfxxTBdoMNqm5hG427ui89D19+tbEqpHI8iB9mMqu8kZwcAfL1OOee9ctKDcTERqWtLf97ctITtMn90dOg/WspaGsNSlcM11FJcAus+xGViSwAJxjHpjPrzn2pkNw/yo+XByQR0GAM4NIn+uuJZUd12HJzj0AOcYzkdferdrYvLKiuCI3G4nAyB2HH8/8KUW5aM1klFXRJbWL3kz7VKxp1Y9GPpke38q2Fd7aNZGhXfGMb0OCpOB09/54rqdJhgjRbUfKnQYAxwenH171Q17RoktJPKOC7bsISAy7hnp059KvlsZe0TdjjLiSNiUMrMHL7SId7ZZ8jg45ADDqTz6VDJrOk2t4GvI2k6hBbqVXaWLFXD4UHBxgHvVZ7P96UhWTZ52WZm52/14FWYhOl5cO8wS3O7ykc9T2PNRzNGvKpFlJ/Dlxa3cH+nWP2hPluZ4gVRuT/AT8vQe+axoo7oRLLaPFKFUBngYAZz785/XmtFLYW1yv2ZViLLloH+7z9Oh/Sq0kFrcN5k0mnKQOyOxAz6YH86fOyVGz6kLpLBbl50KlU2qcYGCc5JqBbpUBUKvmYP3+3HTn+dWJ7C/twi2dwWtJDuHkKFYjgEYPXr+FShNSL4YWOSvymdMOF6Z2qemeO1L3TTme1hjxxiKYx7ycAknOCM9OevarAjZWw0eS6srtnuDx/n2p4gkZWWeVHbbkAJtCn0AJyRU8ccp3B4V5Py+n4f1qbq4tbEHmIRt2p8pHQZ7dB3rP1C7MM7QwxPJKUIeGPLBM939AfTrRNq8twzrZw+dAh+ebymIHYgD60tjNfxxmNLKCGJsvvJ8v81wST9cGq5uxCj3MuUzCYteRy78bUTYQq+wzxSXVtf3iiSOzk+Uc7mHzds/QZrfeUBGDrGc9gcr9ef8KHwDvbgtx1ypGM/ypKXkNxv1MJrQ23mxKwO58lSM5XHGPp6Ve0wxwlc8EY4ptxFLJNvjA3543LuBHrioUaRDslzGR/DwMj8BzWV7ltWNuVlkbIffjDAN0z1qBWYKyEblYjoB8vqOOoqo0siruwSvUOCTgfyPcVO8qzyLtG3GN2xgNwPbGe1ILiiIx/LG7f3l3dsUsazFlXaqFMjIHHb9frQ+4kSAEqQR+8PX6GmYiQqrSSROAGAZtwzzz79K0UiXEtkNs5DMFbKrnj3yfr6VYtrgIGdjjopDE7cY6DmszbcSSMqXR45J35BJzjFMOoTIEjn2siDGOMr/ACz0qlLUhwN3So0NylxK1ssjZOAxBwT97jv9RVpFn1C61G4k82WBQyFmXO44/vBRjrjtXLjXdQiMv2EQvGUAIeTHHcYAH86ZFd6gulpuntI97ZEJtt4PpyCCW65zwKvnRHs2dkkeotptpDbrNI86bsxkrkD68fl1qtehrS1XSbf9wP8AW3e94yR3Pzdzn9P0wJfEOtoo8uayZlQhMWxXaPTPJ/D3rJuLjXJUcPc20as2T5UO0k4/vYz6cZ+tLmTGoNPc6EQCWRdrNsxgFSMDjucY9Pyqo/iWy0p3jgElxMMqSpBXPT7xz+Q/+tXONBq5iEbSySRk8rHNnP4cfn71JFaTwyIy2UrgZyAAPy57DNQ5W2N1FP4mWrjxT4ikhZIryW3t929FiJQ593+8TxWnY+NfEkZZdQeTUIXADJIcOB6qQOvJ4ORUMV5bRqPNieEOSPnHHOMHGPX8M960w+mW0QJuEUbdwkC59+QR8vPrWLqTXQ15KXQzP+EijKyg2s6Ek8EjB/H8adJrel3QjSYyxsoGQ0eQPy/pThdteq8NraRyqZDiaWQoE9gMHd69BimTaTFaqJLwPc7R8yRgRqD2zjBqlKX2hcsPsl577TZZAz3Kq4wASduRnPI64/w96WOGwupnZbm3KHICiULjnIIyeoJP4GsOdtKlgIj0qNZB0IZsN9Tnms+PbIS3kxoF52qoH4VaTaIuovQ6+6so54Y4/OQJGdwYOOhrMurOWwffnfCcjch7Hrx261VbUzaqvl28UcjZJfaN1alhfLd25jnZpWPVmbI/KpaaKUlsV/7e8oLHb2aO2MCSabH4YAzUMml3F5M0t7qEhm2gYjwUK9scDH5e9aNz4fgu3WS0kWMjjaQCCfw5qUWksIRJD9xduVPXmi6JY1JtojjicKqY+VVzk/XjJqvcCRpjOuTkYKlsnPYgU+fdBCH6Rx9844qRCgGOm3qGHOfwo8xepHkHCs+GA6t1/wA9qifeJEjCBSD17H2qaUR3DbsnJwSQvB/LvUUwK8KoJ6Ek4H09jQmDEY2qIHW7UgDO1ucGs+edUcEmN1Y58z7yjvz+dNTw1KkYLySOyDj58Y56fT60iW8a7gihG6kYxn8qhWWxbv1JFmcwBhLGYyckxjK447g4H40/924DpiRc8/Nn8qjNujMwaCIqQCW3A89Oh654pv8AZ6gny9iMeCQuPw44oTFZFpZACcB0bPQ9h6/WleXICy5cdRk5z9PpVXDw/KCrYAGRkfyzTd7htrxrk56kH9cUxWJ5QpywEiZPX0+lDuQ+PQYPOc/nUMbvFlTlCRzzmolk81iwZWJPpwapMViWRUkHIfHPzD36cVOEjwGIn4OQeSM4qqxMTDcvBxxnAP41KjhiArqq9Rlun4GmKxJEUDLmEsjc5zkU+MISzGNB8wbLDmod6uMlgc8l1POaA23IAbg8EYoCxKxX7UPMBG3GNpIyP84/OraNGGUEbBuO444J/wAis6WMsN4Bz0OenXJp6zbGKt0HSi1x3saSsCDggqM5wO30qDYltdxM6MImPCqxYBvYYIFV1uAJdyKDz3Wlm1FGt5AZUDggqBJg5z7YJpJDuaoul3Fmdgc4BcEA4qzDNCM79nJwWxyR71jQTXl66rZWk91IRlvKXIBz3PT8K1V8O6zKFa8jt4d68R7y7nj24FE4OEOeSsu4vaR5uW6uRS2+kTZfIRhkHZzjn0qm+kaczbRKOehbAz7detbFv4aiM/l3UshiYqVZGBwG6MV9OtdHa+F9BeC/kiKNLaw+YIWZmfjHPPUHPvWdOcZPlT7fiKdVR1aucMND0k4xPKkg6nqM/SrkK2NgEW38tnP8UrLz/hXrel6BpVl4cN1JZWO91MgcwqdiE5HJHYd6yFXS5NcDw2sEkF1bJIqeUvys3G0cUlNy5+vJFy9bX/OxjLExjbTdpfeee/2gRlkmiiYnoGzmlkukud2+SPOPmJHX8e1eha1ocWntHd21laj97skKQKCPlHUgd+agmm1O0sHhtbJBaBEaSaVRtUegJ6+9Zqo5U1UUXrp89/wRspxfU87kMFxbvFNJHJAeoLA5/SqrWyR4WFww6AnJI9BmvTbSaTXbie3txBHMVV0by1UkjOQOnXI/KqNjd31gruYkMhBxDJwXGfmGPwGDU08RKrO1KDku6/rf8+g5csYuUmkcMLJySY4bmRwOdkbEgdjk1r6L4PuNcmd5LhLeKJDI2473wvXAHGfqa6XW7oafDPcKJ2WcCVjLxtyAVi9selVNDumggtpnBDMpZ16ZByDXqYOm6taUaisktL9ZNvT7k/nfdLXhxmJ9lTTp6vr5Lq/66a9TkLiZJUXeeVGBk8k9Ovf8azJwZ5CQ+CT19/c02aUvMV5OTkj1rT8OaPP4g1uHToQdp+ed16RoOv8Ah+NcEmopyeyPRb7iaV4Xub6QFZRGkoLCWUnnsdq9euf1rSuvA9zZhprbUIZUAX5JoyGJyM/NnpjJ/Cul1WN4fE8UVsipDAQkYAwBEEGSB25O0Z9DU1y5aEN5ZdlcFVHr0yfUc5r2KOG5sPObjr03fRNaLr6eSPBxOPnDEU4xkuV77d7bv8/Uyh4Y0xYgg81rqQZiTeBk47/X0qjHo1u3yshTB5UnGD6VpNYm11Ge+mvJZbiSIrHHn5YSRgtnufT8aS4e8t5HS+hhnBQ7Z1Yqx44/3vxr5Sp7aMHFzalHfS9r9JW6+mi2Po6U4S96NpKW3S9t+W+6/PfYq/8ACI20tgLpbgxZXeBsD8DpggiqDeE+bhILyKMxhWlB3D5iM/TNdTorx/2ZAYjnOC5yeWwMmsqOCf7XeByoSeQCUnnYMbic+wBr6WvR5KNKUY3bWtu/Lddutvlc+dw2MqTq1YzlpF6XSWl7fl+hjt4O1MoCvkOPUSYP60z/AIQnW2jLx2TFFIXcjoRn0GTzXc2upifQ0SGHcI2OzI2sMfw/QjBq/ZXstx4dj+2W0lnJE+/bKON5ztxjr1FOpQhGnBxjeUnbfS2uu3lt3NKONrzqTvbljv3+6/4nmQ8Ka4bw2f8AZsrXABYxqE6d+QcU1fDGsyY26fNntnaP5mvToXntvEltqiPi3vniRkYZEbjKPj2OVP4msvXQ9vZ3sLT/AGeSNmUOvGGB4x9a3w+Dp1F711/w7T/IzxWZVKTSgk7u3Xsv8zg18OapJdC1Mcay9fmkXj6kZA+laEXgS9YZnvbaPuSgZj/Sui0GM2+iW4feZWG52k+8SfWrlxdLCqK5O+VhGgHqTjP0Ga7PqeHpx5pfi+5wzzTFTqezpJX8l2vd+mjOft/A9qSsTXVxJK7bQAQi7cZJxz/OrenaFZbfMeziijD5Vdp3uMcbiTkdz689q1FbfcO55A4XNEe5Ew0hds5ZyACx+g4pvA0/aKXRdOl+76v029SJ5pW9lKCfvO2vr0XReu/YmiZIgVjjVFyQAqgDGSRwPrVW7uvLv7cK26ZlwiYzt5OW/LPHtmpc81Uvg0TebawhLicCOW66eWg6DPYnOBjk/WpzClz0NOjT030fTz83tv2OXL5t4m71bTWu2q6+Xpq9upHpNvBI9zIwJb7owxGFI5UgHsR+FXmvdPsZWEttJ9p8l4RdBi2VKgbGHfBHXnGaraLAuyeZIisgKxup427BwPzPNZ95fGzt2hlhV5JGzMsh3hHPQjB7dCRXgVH7HB0UrJvW9r7O6TW/e/p52Po6UZVsbW3aVkle261a8u3e52nh1rK88PPpfnlrlmkITfkng4BH93GBWBpxWC6spCCEj+RlHXiofDN/OviEAWyII2jUheTgn19MYNaOqW32fU7gLGyRGZ2iJ7jJzj8c10ZLCKlUoT2mk07WurNP7m2vuOXN7w5ZreL1XZ9PvsdHrdgs91p7yXjJbNIFmwcYyuVJHuV71la3LpzXmn2NzdFbR7nbMw4V0HOPoTgH2zS33iONdPRmgEjyBbfa6Y3kBzjd2x1B9qwP7Hv9cu7T7SqxQW7Y3D/lqevX6Zry67qwaoqCXLq779/ut+Gnkeph1CUXV5tHt+Rb1oRmd9T0u38q08xhHKFwDgjJU9gTyPbpVe0jLWjy3J3XLSFtz9QCP0zWudft5rhtPcCKwnZYFcNjZswAy+gyT+Q965bU7S5tJzY3bs+CckMQCQeRn/PWry3EUcPJ4uV2tFpsrvXT+vvIxdKpXp/V4tJvve7SXTzNO7cyWpDRhyDwG6fWs2aRV0f91cIk3lP5bFgMnHb/AD3pRp0N1GNlzcKMYZC/6GsSXR1jubW64eSFWRlBJUDouBXr5vOHsY+z1jU2s+qfMml57N/8Medlicqkoz+KG910ty2/r11K48C+KlJxod2c8E4X8hzXoHhPwLd6bpME1xHcQX9xIHm2t/qkwSFwD1xx9Wr1bA9KMfSuOph41IOEtmeg8RLocQnh6actJcQyCQ/KTxnH3uPpkj8KzbjQNVtzKYrOWYKpZApGW9B1616PgUHAB5rfBSq4ROKm5RfSWtvR7/I8/FYeniZKUlZ+XU8j/wCEc1820V09hI0zsrGHAOO53c/hgVaudL8RlInjspG3qfMQqpGc9x7jFeofwjtQo56j8a444ZR5uSTjzb2fW9736v8ACx2utzOLnFO17adH0XZL7zzS10XVGQ50mS3bjKqAFPbjnj6VW1TwzrB0q6itrOYySszsBgk5HIHPsBXqwGB2/KjAxxXqRxNT2Xs5+9pa737dDzlhIRre1g7ap23WnrqeT22g+JLW0trMaap2yFpLrcNzJjhSO59D7V0F/wCH7y60t7ciT5BDPFtOP3ig7lPPIOcD3rucD2puOccVz6+zVNN2Tvv+Hodjt7R1FFJtW0X4nmk2kaultGTYXJ+dWCIA205HOM+1L4i0PV7zUFaLTWmR7oSuSRhVBzmuz1u21m4e3Gk3kdso3ebvAORxjHB96zbSy8VxmQ3WoW848hgqrhcSHoc7eg6/Wu6OMqKSlZXtY4PqMLWTe9/0MI6DqmeLJ8fh/jVX/hFtVe/F1NauzRn9yg6KMYyeevJ9ua6GDS/Fg2rJqcaqASxVwSzE57px1P6Vcjh8Qy2SKblRMJJMs2EJA4XjaeOM9vvD0xSqYpztzRTs7rfcVLBey5uSbXMrPbZ7r59fLQ5v/hH9V/58ZB+X+NIPD+rEf8eMvf0/xrqtMtNeimke8v45QyMEVsMEOfl4AUnjg89arTaRqz6lJKsg8s3RkB84/cK4HHsecVp9fn2X4mX9mU7fE/wOe/sDVf8Anyl/T/Gop/DuotPbSNp88jRMSgBG0MRjceewzj6muguNH12W0SCKZbdkB+cXkjl3OMscgdCCwGe/1rZ0SzubOxaO7b59wIXzTJtG0A/MeeWDN7ZqZ42pJWSRpSy+nCXNdv8A4axxMmjapbiWS302ZppjkgEYyBjcefp9cVjx+GNbWC6c6ZO9xIAqBguFGck8nv0r2IdP/r0oXA615WJhLET5pOyWyVrK+/zfc9HCtYaDjFXbtdu93bb5LseXaVoesJa/Z5dOuY2HIdtuB9O9dLdaVeasluLm2KeUCCQQpbJz0rrNucjNIcDvWkZTjSjCMrOO0tLpdu39dyKlOFSpKpJfFuunqefTaBfvBIkdrcCNlChTjO7+8eaytb8PeJnuIIbJJGtrWHYD0MjMMN0Ppx9M+tesYx0puACTxxXNLDxlOdSbu5W38v6vbb5I6IVXThGEEkkeRr4Q1f7PbM9nK0gDiQ8ZHOeBnvn9KfH4c1liYpdNuHgcnOSMg9mHPHvXrRH45pNgyeKilhI02mn6+fk1tb/h9x1K7qRcWv8Agea8zx658Na/YqZLawlmYkDauASCe/P61BF4L11A8BtJljAGHDDLHOW78DNezADAxj1p2MjkYPtXbGFKCUFBcqbdndpXVtOqXW19zDnq6vm95q17K+jvr0v09D//2Q==" 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Give a short and clear explanation of the subsequent image. | a bobcat hides on a tree branch |
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" 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Present a compact description of the photo's key features. | blue rally car in a race |
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" | Summarize the visual content of the image.
| red tomato in a stainless steel pot |
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" 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Render a clear and concise summary of the photo. | dressing down: person looked casual in a loose black sweater, skinny jeans and black ankle boots |
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" | Describe the image concisely.
| matchday mascots pose for a photo before the game against rugby union team |
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" 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Render a clear and concise summary of the photo. | animal in the night wallpaper |
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" | Offer a succinct explanation of the picture presented.
| it 's appropriate for teens to want to spend more time with their peers than their parents as they get older. |
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" | Offer a succinct explanation of the picture presented.
| person a rescue dog watching dragonflies for hours. |
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" 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Write a terse but informative summary of the picture. | close - up of a businessman holding an abacus |
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" 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Offer a succinct explanation of the picture presented. | the baptism of the imperial prince in the cathedral the page |
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" 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Render a clear and concise summary of the photo. | paper lanterns at night on the water. |
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" | Render a clear and concise summary of the photo.
| this boat is bound even if your receipt says otherwise. |
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" 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Render a clear and concise summary of the photo. | later afternoon sun from inside person |
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" | Write a terse but informative summary of the picture.
| a woman is pictured being treated by paramedics at the scene |
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" | Relay a brief, clear account of the picture shown.
| sound equalizer and city on abstract colorful watercolor background with different icon and elements. |
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" 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Summarize the visual content of the image. | musical film - child actors on the set with a teacher |
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" 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Relay a brief, clear account of the picture shown. | dog house - not that i could get my dog to stay outside long enough to actually use a dog house, but maybe:) |
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" 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Write a terse but informative summary of the picture. | human takes a honeycomb with bees from a hive |
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" | Give a short and clear explanation of the subsequent image.
| detailed illustration of an atom with nucleus of protons and electrons that revolves around vector |
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" 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Write a terse but informative summary of the picture. | kids playing on seesaw in the park illustration |
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" 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Share a concise interpretation of the image provided. | person attended, wearing a tiered floral silk gown, pumps and a black clutch. |
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" | Present a compact description of the photo's key features.
| the psychology of the cocktail bar |
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" |
Relay a brief, clear account of the picture shown. | riding on gondola on a narrow canals |
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" 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Describe the image concisely. | ignore the flowers & colours but just to give an idea of what the centre pieces could look like with flowers & foliage |
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| Share a concise interpretation of the image provided.
| chocolate cupcake with pink and white cream. |
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" | Create a compact narrative representing the image presented.
| but, there was also some very windblown trees along the shore so perhaps there had been a strong blow through the region. |
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|
Render a clear and concise summary of the photo. | the icon of the hourglass. |
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" 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Relay a brief, clear account of the picture shown. | tarn on the summit of haystacks in the background |
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uMZ9v51nuJu3USzgE1uolQhUmCux5VOoxj1p6wo14LcO7xj5yw4bP1Hfv9KmtjDbyXT7i6JcBQrAEHcMDJPp198U2+eO0tJ4hOsxaZlQuMsuQMse3Tjj1o1uLTlIPNjfUtrNstYUO0DkcDsc8/nUtjdeZAXaSRG8xm2qcDBOatXNrDY2rxyRvEkzRrGWByqNgtgkenNN8LWkVwLrzZdoUrtJ9DmsqkkqbkXGD9oo9WRXtws98rRLIwdFUozZLE9cHtUISSMJ54CxxLvO7GQDjj378V6FYrp9nY3FtJEkqyR5kwv3vmwOfXpXEyRM+nRtJ5KEzShmZSWGD1Pr2FEZ3Q+QsKUitwjb4xLMF8kqcbRtLH27e3FV4oYQ1tHIFUqFKNjcMEYIPr0FaNupluLuV5GV4FkeM552lMn69M/hVQ3Pl3cdxLCjwuoIjxnBC4JI7c5/E0rvU25U0maEDI5tI540aSSB2bI9m29ew5/Cp7K8Wx1hbxVJZZQIwy7lB3hsEcc/LxjtisJrlYL6zuWX9xjy4yedwB+b+ePxq6qp50c8U4YZdyrA5J+UdPYHj6GjVaslqL0OuOsWt/wDEfV9TkmVLeadZA0nGxdqgZ/CsrU5Wmsn3DH2q5JHuGcn+WKqLHBNPLB5hASTyVuF+VgJAcnHQnAI59TVO5ge00HTVimZxunmMu/DbEbbkdf8AOaq7l6mMopWOms/E934U8NPd2Tsk9/eMuVbB8tFB4/Fq0NV8ZXWnXFrPdvP9smiDRFlDbBkE5z1Pb6g9q5OMRa3b6TaytJBBbfvFONwl3kMSefbbx6VF4jv117W4r6GT9xDGsZjLIcEE5wVOCCTWiso27HHKF53fUY8g8szTAvli7843ZPPP4Vp+BzbNLeXv2bCqSVYyHdgktz2z0H4ViXYL2UkYlij4J3SNgHoMfqfyro9FtEsPCTtLcxRedx5gO4LkDk4qa7XKo+h2Vbp2O01Ix6d8F3vJQElvC0kaLwC0rbAT/wAAXP41yOl2xttNto9vOzc3sTz/AFrZ+IPibS9Yi0rwjpBeSKxuEjmm2gI4WMAbDnJGC1MtLf7TdxQjo7AfQf8A6qKi1UUZ0tE2ynpTpBLFF5ckc8qkyq7Zyyn7w9BtI/75q/rACsr5HvWT9pe4uESC3y8AYq7n5sHrx6dKdPcLPp/mISW6nJyfcH3pRVk0JptpkGqlrq3tLmMoSsOxg3cqSP5Y/OsSKSyvtNSGW3liAJR1gf8AhGfuhgSD+dWJVuZtMEyf6nzjHw+CSSB09MiuasY7zWHubOzjYyAGQ7WAAweuTjAzV1P3j5vQ0qaNW6jo7uGSzu4o4h5DASYkcqSFHIB7n6etVNPFvcPJFeidzgmNEJ9Px4HpVuSeSLw8YpIgjIGjIJwck4zj6elVtR82/iXUra0kSNY1Sd0U7A4GOvuMfnVJWMWy3oG6/wBRm8xFa1ZVil2nbhMHgfXFTGQWsmt2YmIjEfmozDccYGFz69BmsfSI7uDWbdIraWSdJA32cEqzY5waW9aW/wBanWGFoDKwjaJm6YAyD+IzT5dRqfu+dy/oMl5eTXpHlOr7XmMjlcgZ6ds4zilGpS3OlXjlJQk1yss0mPlVsjn1z0/Oti28Pf2ZcSm2vXaCSA5k2Y+YK7HAz2xwfes/wjDbXCPb3MEM6yTLtjkz82FJI45//VSbVuYpKSah11JTJJCuoNd2wKXsfmo20EsqnIbg8Hpx6CoLnRJNWuvtVnJHHaSwG5i89tu8rw4Hvlf5Vc1ZDax6lDBNtit4gnlkEZ3swAB/iGMDJ61D4Yiv7nTb2SGcmO0ikKq5ysQ2M7MM+4HHcmhLqgk1dRexH4svp5jpysuP9HWTbnPO5gMjpwMj8apRLIZriYIE8xgdqLhemeAOO9RavqMd9dQSxxvFtgSMqzBvmGckH05ra06xDaajqCSxPSsa0lCKNKSdSo2hmjXM0OsBpo5Z4nj2NHgnfyMAe/p6VFeWNpDLdZ3LLFLIG8zdlg2dny+oO0Y+taWmTppetQSvFv8A4cemTjNQ+IdYW415bhLTy4lnRDyf4TjPHfjNTB32OipTcYp20te/zsVNGma51B4zFunFlcoVK99hAHPTGTVLTL6W3cecrDAwu5cYxIrNg+oArcs7Rpb/AFDV/MYJbXEmxFQfOGOGyfoax4o5btotORss10zCYrnCkc/z6e1aq2xzyu3cvJ5ssMJSz+Vbt5kfPyoGPCj8vwwK147Qx6+ty6HLTKQOi7SDzn3IrFmW70uR7Izq6WzttlZMA8A9/c/pVzRfEFzd6pGZrZHti6xByDgMBnHXvz0rOSk3oaqcYxs9+hJNcSWU9z5lozyTMoVMjBY5CnPIA561R1eV9QuYPtEMkUkEciyQQpkIA5LZA7c8mpYJ7ueWGSWFzbGXzS4TiJWkIyT2G7PHtTZBdrqep3y+QNkLNtOSGUkjjHQjrz6UQTW+46rTvbYgjPkXKLDc/ZwpZhMqgkADjr9OldT4luDJoWnXM9lp8TXZiZr21YMCp3M2eM5y2P8AgOKyxBJL9ml8n90zRyKSOVOBluPTFV9W1e5k0K1sRp0CW9zcebBIHLNjeWKsOinkdO1VDld7mOJheUZJGVd2l3cXbQwwXIhDbo0lBDFOTuwQM9+1dobNBpmn2t9utrR2Ad2OwngkAZ6k4/8Ariuc1i01C+h/tkoTaQbIwGydq9AfxP5ZFXTZWkehi7e7ginKJn7REZftJbJIxzj5RnIHAAqvjkm2Z1FuxmiaZ9k8TXcZuIrlbQHE0IIVi3TAPIwM/lXfaTExaaZR8ypsT/eY4H6ZrkvD9rBbWzyQxyR+ewbZJjIAGBjHbuPrXoegwBY7bcPvM1w30Hyr+uaqEeerYaXuJdzyLSb6c+KEt5nLXFwwhZXwApPPJ7f5zV6/v00O9FneEfvYxcIYsONj5x074Gfxrnbe/hu/HFvdQRrBC16hwvQDcBmr3jy3jtvGeoWccuUsPLtYw3VgiAE/n/Or5E1dmKm0uVGjbXjzeEpr4CLNvPLsVuDgbWAP/fY/Wua8M3Jttft12oVnPkuWbA+Y4B59Diu38Iacl/8AC3xTgZkQlk4yfuKx/wDQa81dkaRmUBVxjA/n/WnyJaCdVuz6o2vF0T22r3dr5kcoZ0uPMjbcPmQHaD0wM1b8MTFrNraXy1tY545ppWcAImRkkZ5xjsD1rP8AEd3Bd6kksIAWW3gJwejeUoYf99A1Z0IwN4a8R+YCZI7WJoyOxMoQ/o9HImrD9pabkn3G22pvf+N1vJCjiecpkg429AfXoAao+JITH4jvowUO2Tb8nTgCtn4a2kd747sUl/1aB3574Q4H61l+J1WLxXq6KpUJdzDb6AOQB+QoUUtRObcbPvc6LxBevb+HdOuLOWXF5GyyNIo5BjXP45LjP0rJ8Dgf8JNBiKNlEUjssnK7VXcx6+ik1Hqmsxz+ENDsYyPOtHuQ+Ou1mUrn8CR+FZul3xsbpplBJMEsQwem9GTP/j1NLoDqe9zEV7PNeSvcSMSZGzgngA5IHsBngV6reRafongzVntUjgGoacuxVyquScfLnqcEnHtXlMsnmD5juwQoz2AHSuh1C/jbw9oQMjTbYGSaORyVVklwuF6fd/8AQjQ1rcFy2auZEV7EthcW/kJ5s08ThiM7UXPAPuTXd2CL/ZsKs2dy5yPc5rzqZFfUmWJPLQuQF67RnOPyr0K3VhbRJnACAfpXBi48ySO7Bzs22RX2mROftCtIJI1ypU+nIqhHBa6151vG7RKubkgDJeTIAUewyatX8k8cLeSpY9CM9B61k6Lei3+2qMiSWMohA6HOfw6VFJNR3PRbU1ZmitrdR6RLA3mebPdB34ziPd1z6YANSaNpIjuZ3nO6a1lC46gjnk/UEUG7kSxLIZASmOuf8irJntkW4NvLuaacFtp6AIB+WSatSdnc6amXuFWFOL+L8ChrOlO86EzsFuEd33ncQd2Bj6+lZksN1Y21uqxgx2ql2bjJOcZ+mDW3cXkUkdkhk/0iCVyQ3JweRn2zVG4nzc+UZDIrRMCp6ckAVSk72OWrhJcspPaLtf8A4HYdZ21/BpetM8QPnKqopbPzOfyHUn2rPea8gs9cMqtG3yQlWGMEkZH5fzrqrO6Ec8lu7qJZyX3HlUkzlUPqMcH3NUL5VvNbubSQxx25mSR2k6bgq8Z/Cr5jllh5adL6/wBfj9xZSK5jsWUymF57JEUAcqW3E/TArMkhn1DU7S2t0ZrSxAzKy8M5wDjPXHArT1G4jSa3iuy4mSAYijbhuSM5HbAqa3ll/sQTxksrIoKRr8sYEhyfy2/lWabVzSpTlZS31t6iXscg8MC2MbBpWV5FXLEKGJPH0BNU/D05i1C5luMxQWEeXzhgnqMdCcBRitFdbZ0vLyQKpgtHZFHThdoP5n9a5u2utng+4tAp827l3yS7slhkYH6H86paoynRqRk421Su/Q311AJYfbBGoaTmOLO0ZY5C+wH9K3LHXb6ysNVa7uFleO1iMQEPl+UTkBMdxnBzzWQ+nRT6pZ2+9BHaQRAR5/5abQTx3zkfrVPWIr6w04CWVZJru9+cH7oWPIAyOAMkflW1CbjO6MHFqzZyFppzQ6nY26qWllmQbep+8OuP5Ve+INpc2HjvVEvEKmSYyq2chlYDBB71i3uoztexzxlojEQYipwV5zn61ua9qF5qmj2dzdmd55SVlmmdW8wqOMf3evTA4rZPSxwWV2z0XwvNbfD/AEqbStX/AOJgl+6vE1gDJ5oeNRsC8Z9M9ORXl+qeF7/TZdYSWMQDTnTzEmkXeVdvkwBkE4wTg8Uui6/f2gjtmcSWkJLIsrlVhYjAbI5x7dKbe6lfRSajatqEN59ucG4nQ7xIeuQT0POKfNfQLR3M5LOWfTnvre2uXgtgq3M2MojsTsGR0yB37itXSLOePTLlkie6XUrSWIRWrbni8srIWdcdBszjOcc+maJ1eY6HHpUYSO3Dl5NhIMzZyC/rjtVvRdRkt9PuIS04UsQjQDLxlhyQeozjFJtrUaSbtcb4P1638PeIEv7iGWSFVwVixnqDnn6VD4luIr/xNqN5bxTpFcytNGkw+cBuecZ9aoWTra30E0kSyKkgZo2HBA9a3rPXBF4xk1KeV0jl8xGfaQyqy7cADkccfTNDbCMU+plWUCapJa2IihhbeS8+472U44wTg4xwAB1q7pfh5tTkuBp80Vw8EhTypVKbkJID5z+OPasiJ2ivVltyBtkJQkcAf4Yq3YS3MEs0kE80W9GR2iXJbIzg+g96TuOPL1I2htYdTFrcXO+1jmKPPbDO4f3lzWnMuiKz2zvM0dtEwWRJQWuJW6EDlQo69jjrzWLHEolQMP4cite9trGKwhjjtWS7jfMs73KHzPUBByB6U2SiCCHztVtwVK74gcjuelejR2GFPoOK5HRysxtEUAnzAGBHTkdK7ouFjz2HJrgrXc/Q9ChaMPU5bWLuzsboQS3QSQjJQAnb7nHSsQosd7M6OGV2DBlPXIzmu103wfYapaNc38KyTTMXZySGJPPX0rndZ8Or4f1sWMZZoZVEibjkr2Iz7H+dWkkrI6sJzOvG5KGPlbAMjb1xwKydPkZLOIR43Ed/rWzJt8rA4IGBWNpZBSFewJH1wcVmloz6qu7VoLyf5oku0IvwN5MgQAke9JrIFrDZPEzCUnkk9cc1LOd+uNGByAvNUtclDXlmpHZj+GTVx3RxYpxVCo+7t+KLumCS5uAhfCj5izcknrUUHmyXNy8khmCyNlvXJxnFW9MQxWpfozDGf8/UUzQAVglyeoY59cGl3No0k3Svvq/y0GXELLdtMwIARd3P3ammup47FIopHjhkYqyg43A84qMzMZJ2J3AsRyOMD2pupTn7VZwoAAE3Y9STihXFUjTUG7dfxbLSEyaXdzSIWidltwg6uAwZ/wAuB9arWmlGR4i8m2wgbc0xGN4B4VR3Y+lX7iVZLGGMAKFkAAAx3JJ/OpEkjS1lkOcJlgp6A47VV+hzzwLnJylLff030+4jvp8X0t15haG5InjzjkHt+ByPwrV1a7jtoLbTl2tPH5SXKkHCqAXKn3JYE/7orB0qUItuJIonEcqyKJU3cjt7CrOtaXcz6pPdQAlpZGlbByCSckY/GtKVk2zycw9oqME9EvxOJvbdkmw3GeQe1WL+2eF5J8JhmDcZ53DOPSrOqRq9uZSSCnrSeb9vsoY406IEYEZG5ScY/DFbnglK0aOGeWKX+Ndqt15yCP1FS3olZow8hdlCgKTyPapGs/KFpG0Bkm5GVPB5yM/QZ/SpLizdJ4gib5HILOeAuDmjrcOljKVAzxpzvL7Sv14qWOMGynGPmBU8+oJH9avmxmkleTYdmBg8ZJFWPshdpJnHLcnJ6AUmykupgvFIkSSHOd23BHIwAf60zJ8zJznB4rVe3c7fm5bBAI9O9UbtBAwjBO4DdkjrTTJaGqORxnAq/p9lcagfItYmlmLZAXrjaaqLmNMsQcqeK9Q+GlkieHm1FY1kmknaPGOcjGOe3X9aipLlVzSlHmlZnn+oaZdaVKIbuPY2wEMORyM9fpUht4rmZplwAzHBAxwT1rufiNbZs7K0GDdSMZyD/CANo/oP+A1ycEKLahZASUG1ivrRGTlG7CcVGVkWfCkDtexE7WVWdhjtgH+tdiJ7aV5Io7iGSRVO6NJAWH4CvMpgyk2scxaKMDIVuCTyc46+lV0haG6HAxwVx9aHTvqNVHHQ9m0h5tPQARITPEZEUk9QOCc5H5AfjXP+Kop5dcsPNZnlFuwJYgnluOQB79hxXT2LjZI7POsoiCxoFyrHuuf4TkflXPX94tz49it74uUWIGLA4kGPmP5iuezselSqRp1Iz7fiX9G8OWV1PGl6Z23jIAyob6f/AK6w/Fngi68Mx/bdPdmsZHCqznLxMT0J7g9j+fv6do1uWAeNnIJ2lZOcd8H19jWxrFnHqejT2kgDLKhjOeeT0P4HFXTtJWRlUxtf2vNOT/yv27HzrbiT+0LiZ+WjVULHuwHNU76OS71m1hiUtIUCgDqTzVt/tMW6LGD5rNKmeCenPuOaqyb0unuRnegwCOCp7f8A66fK73PTqYilOj7Pm+0n+ptXTCzsG/6Zp+pqDS8RW7Dsq4P5VWurh7mxjDZLvgyD6VHaXG+1u4triQqCPl6A8Gs+R2PSljaXtU09OXT7r/5Esbh4Y+RmRs1JdKH1a1/6Zxsx+nb9apRo8SwqVO9FOcfXrV3eZLppRG20psBx1quVpmMMRTqU1d9Y/wCf5kpbLJnoik/5/KlncrYsueXIX8zUPmrvZTkZ65Haknk3mI9UD7iR+QqbM6XWhKL5WWLKMyXEca9SQB9Sa9Yi0+F3ObcKBjap9RwT7V5p4eeNdVtpX5VZQxA9q9NtruCScs5yzgFCx6DHQYrqw60bPns6m/3cVtq/0PF59N+1oqvKVTOWUd6nMAg2+UgIVdu0dvxq0quT/cHoOTQ0XlOsiM28sAdxzmi549hFhc8HCj/Z5NSGBdpwMfWpWkUAY+YnoBzmmhXc/M+0ei/4mocjRRRUijfKpsBAHDZwCBU32bcfnIPooGAKkjiMMyopLK4PXqMe/pU74TsSzdFHU1EpNlxjYz7mzGBIgUFc5B4zn+tZstqtzG6eXtYHBLYyK3ZIZZFwzhOcjYMkfjVYRlZfKfBONwYD73rn3pqQpRuZEmjl7cIjgZxliO1es/C7R7iTw9fJZSIxiucGF+M5RSCD2PB68V5+5CAcEk9FHU1f0rxNrvhaO8l0u4SFbkIJVMYfBXOGGe/OPpVQak7S2JmnFXhuP8dyyWXiJDf5juGtg0iqwkMYLvtXjjO3afxrk572S6i2QRCKLoT1Zh6Z7CpNUvbzV76W8vriS4upiN8khyT0A/KkSNI0Cj06e1bci6GPO+pHFbqqZXOO4xTWjLxkDnPr2q7CM5BHHX/P+e9RvEY3GBxWliLns8N1p/l6DM/nKNStomn2r8u/AViOeSSBn0znmuY8Txtb/EXSZ4oHc/Z5WKDGMAn1Ixwf5VoWV4Bo3hKYgokcJj3npuVsH8eRUfi3WbC08dafdTFfLaxkUNj/AFZL4yRnpgc5zWMkvesd9SMYwoyXVO/yk0ddpV5OuqPD5WLcqpSQEcnqBjrnr7c1sRS+ZHKg4bJ4PYiuYiuJU8sqDHhkIyAPmzzjBPFa2n3wur29HQrKe/UHoa56Xx2FiI6XR5P4qtEsPFF9EIjtkfzl9AH5/DnNZsdkrZMgXJOenT2Fdl8RbAnUbS7RtgliMbkDqVOf6muVRmQDeAVH8S9vqK2lozKDutSMaeF4jIKd1Pb6GlihCs8ax7S3ybmPAz9Opq8hHXjHrUQja6Ak8zy0JyFA+8B0JqEzRln7LC6YZBnjkcH604W2E2BFkXtng05GdAN+HHdlGCPw/wAKtx4ZQy/MpGcilqU2jOhsI7iUO0ARNpwrclge/wBKs/2JZtyUAPcAcH8Klt4jIEnLlWbJCqBgZq3uZRyA3qVHI/D/AArRGTkVYLSDT3EsNlEXBwGU8/r0rWsy3lEOVLZORjoOuOaqsw8kumH+UkY5zRbJtUOJmLMBk4BH5elaLYyk29zkiyoBu79PU/SonR2cSvtIUH5Tzj/E0qBV55JPUk5NSMVKMDgKQc1jc0SuNto9sYY/efk/4VPwoLMcAdTVOFp1Kxjbt25VnXnA/GrKx4w0jFyOmeAPoKzluXHYbskllEhQFNpAUtj8T/hUlomIA5JLMOvoOwqZfpVUPJa/uwokjHQ8grn1o30K2dywRk1SkDSTB0VjEAV+U4J/+tVsxyScSkKv91O/1NOK4XGMDsKS0Bu5Qt0bdIzHJB2jJzgelWNu4Y4weoNMkVoXeVAGRuWUnGD6ikjlkmGYosDpuc9PwptX1EnbQqNpyrcDy2Yj7xXrgf5zUkFknnqko3DaSu4Y71oRR+WMkkknLMe9EsZk2tGQHU5Unp9D7VftHsR7NbmddQG3uFIAEcq7kx6ZIP6j9ajPP5Zq7rco26ZEUAdLUu+Dn7zk/wBKpI+5Oeo6/wCNdUH7quc01aTse0eB9MtdX+HmkC4Vf9DvXkzjOcO3H8vyrgfjHbQ2mtaZLEoBkhfeB0I3Yr0P4RSCXwjcwnb+4u3zkZOCqn+przT4mXn9r+M5baBdyWxFtGPV+/6n9KTS1Yc8naDei/U0fBmr32o6e326XzDEdkLYAO0AYzjr9TzXTafcvbao8rkEOh8wZ5AHOfrXMaQtvZFrSKRZJFIDlexrrNL08XKyQRTPDO/7xGA+904Ofp2rzVrU5kelVajTsN1yzfXLbymQIFbMTbW/duQMbseoJGPWuFvLGfTrtoJo3XDFVLrt3Yx0H4ivZksYvKlkYBYygkYxphg2c5Pft/Oq3iHQTfaJc3G0M7ROyJuyB8vAYkdc4Oa1jNyepwqVjxVFZJ2QbyijKhD93Pt3qzalkQQuAGAyPp/9aordHDO8vEh6qO2O1WgqyKAQR6EHBFbGi7kyjBHNNKbbhCACr5+UnA3eo9KYzTQpuO2RQM5ztNJBI9xMruAgTonOee5ppCcrluBmgULJgIWODnO3noatq3NV1ORg8gigIyf6mTA/usMj8O4oELcIElSYAbd2GB6c9/anw+ZAGDDKZPAOSo/qKqNJLK7RS7UiVhvZQSPXr2rQz3HH0q9iDjWkVB8x5PQAZJpG8+aMqEVQe7Nz+lJEgTJJy56setWVrC5vYjtpDvdJAfO6kk5yKsqeapmZFunY5YhQuFGT6mpVf7QQsRITGWYdvYe9JoaZOZ1BKKrSOOqqOn1NQh3jJ8+NhCW3cYP51ZjjWNQqgBR2AqQqDGwbkEHNCEx+RgYwajYDr/Oo7aeMQwo7gOVGAaeEFy5z/qVOMf3z/hT5Q5itNIH2mFWkKNnhSVP40W7q5fLHzScspGMVfKjoOB6VUvEwnnL9+M5B9u4o8heZIopXYRxO7MFUDOTSgrkAFcnnGecUyGIXsyswzHvCIp6HnBJpJFXM7XW/4nUozxEI4v8AvlAP51WRcfd/Kk1KU3F1cznnzJnf/wAeOKWJtyq1dsVZWOOTu7ne+B/F0Hhrw9r4dgbmTyjaw5wXkIZST7AYJrC8Nae2s6jeiKZX1COMPF5jYyzthnJPcAk/jWZcaZPbabbapIm2C7eSGNv73l43fhlv0Na3w6tZpPGckybhFHbMHI7liMD9M/hQ1fQlaanYWXhttLCxT2xiYjKvuDrJjrhh1PqDg103h6CNbwRzQ70ZSM4756Z/HvXZnT7W5sBbNGpQqDheNpHcHse9cnNpV3p9+skN4pRH3BWjILg8Hdg46d8VxOjyyutjplX56fK9zaGwHzLtVjVlZQJOpA5ycdOM1bli32DRyFJXlhYDYCAePUfhU1tEDsm3FmKgY9c89amkaGK33fMkbrycYAH9KwjBp3OdvQ+bZJVS9mikRYH8xv3YztXnoCeoFToO3erviGMf8JBqCEDBmPBA/I1mpm3cAkmJjgZP3D6fSuw6E9C1wqneRtxzmqqtNJKjpG7RLkAnAJ/xpbqVHt5USRS6jkA81cQjClemOKaEJHMjMF+ZXA+6wwanzx7ioZFSRdrgEdvamiUxNslOVx8rn+R9/wCdCAWeUrIgiVjMwxxjBHvUkMk8MSI8RYKMZRgT+VVvtCG5ilDH7pUhgRwehq9uOM9qok5RTxRJMVwqYMjdB/U+1VhcNLxCuf8AabgD/GpYowmedzN1Y9TWJvcaFkgimxjaTnzM8mtC1iEMCIOuOfrVS53fZXx2wcVbt5VmjDqR/hQ9ULZljPQU2diUESffk4H07mo2njQhV/eSHoi9/wDCpIUKkySEGRupHQD0FNK2om+hA29LEx+UyFeWZh1Oe3r2rQiQJGqDooxUF0Ge2kAXnGRVi3lWeFZB3HPsardE9RzL3qnd/wDHsygcvhR+NXZMBSW4A6kniqiDz384giNfuA9z60kuo2ygTGINqqTcKcs2ORjrzWlZkRwwv0CLu/IZ/pSMoIIJJBGDVRJilhcRNxJHEykfUYB/WnuF7GQ6ZtB67av+GdLuNd1W00u2Kia4fYGboo6lj9ACfwqsxCgA9+1JalrV0kgdklRg6SK2GUg5BBHQ11WOU9o+K2jafYeA9PsbOWBG0ySMRxFwHZGBUnHUknn8DWH8M9Ob+wGvBHiWaZpFJ/ur8oH06/nXBXdxqni3XovPmNzqV46RiQgDGBjOBwAAM/8A66940Owh03T4bSJcRRKUVcdhx/Q0JEy2NqxnkMIHJ46ng8VzvjpjDZ25DOpmlCZXrjBJ57Djr/WumSMZL5KsBjjv+FRarpcWpwNHcqsq7lbpyuCD/SolG6sOnJRkmzlPD+p3to1xbSSYki3BRI5YcY6Zqj448TaraLawW1yEiMj79sY5IxgHPX/Ee1b19pTm5WWJhHLnDn2z1HvXFeNreVNFglUbnguMEH+IHI/wrGNNq9zWUoSakuu5yC5YksxJPUk8mpCgaMo3RhzVe3lSZco3PcHqKs5VVLMcAcnNI1KUW42jI0TPyQCo5De9W7VnRfIf76jK+4/zxUVmxaN5Ogdywqy8fmKDnay8qw7GqbJJevOTihohLGyMeCKri42/JP8AI3Y/wt9DVlW+XO4bfXNAFErLJamLYHKnaDuwVIq3BIynyZT8+Plb++P8ahgkWS4nYH5CwxU7Ksi7WGR/KqEcstSqfwzUan2yKkXqelYG5NuVIyzHAAyarfZf30TMgRJDjYGOR9abPcR7AFdS6uCR64q3anz389mXjgKpzt/+vVLREN3LUMMcKkRoBnuO9Sgk03BFPXOelAEg45qlLEYpj9kMgkI3Mq9AP89quKeelVknaOSeIRs0zOSuOhHbNWiWOhgWZEmlkeUHkK3AH4VcONo449KjiiMUKJwdvBqXHy8UmJETYA6GpdN0y11K7mS4DhfJ5aNsH7y4/lUMnpWnoETE3Lr1+VR+ppLRlPVHL+JY7e01/wCzW8CxRxQoo+YkuTk7j784/Cs4K8iyFBgpG0h+gGak1qUy6/fSsefOK8+3H9K6HwNpovZbm5lXdEgwQe/oPzP6Vum7Ix0vc6j4X+HjBEdbvYiLllKxI4xsX/E4/KvUrCALaCVuTt3ccVl6ZbmHSyF4+U5Pv/8ArrZK+Rp8agcFACc9f85rZqxzN3JYR+9cZ64P6VZ6Etzn+lVl+SbHO7aOPpUquGVDnqcVIEV4gZj6iuQ8W2BudFnCKC2VbB74Ndmw3KQRyc1kajEJbKVMZ+Qgj3p7ocXZnh91YRiQsAVOcbgcEGqaxmTMkvmtApIyW5+p9q7PVNNxIyoMjb1x973+orlZGNozqyBkYnjdgg9/wrnaszruWlAChUwAOBj0p4HXP61DafNbopYEqMHBzVjBBqChuwMu1wDnsRxVKa0QSxrCoXcTnJOKvjvTZEEkeCcHqCOoNUhEcYQKYdgjZeSBzn3Bp4BGM88daoNdf6ZGXaPCZBdScEGrgdXXKEMPY02I5c3EMa7mlQAf7QpFYXJzJIqRdkDDJ+tSaZqHh6Cz0eS4ghklgeRrhDb5djtbGWYFWBOzaMHGDmtZB4GnuPNf93vmDMqiYKqlmyMAcYBHTsFA5JIytY0vcoRrbKuB5XPYkVGPKtbyJklQJJ8pG4Vpabc+FpdOt7TUIMPBA7GZVKmRy5wuUGT8uOWJHPGKpX8XhqSXSz+/t45JJvMMJMjAIg2EBj3ckc/3aaJZd86LcMyp/wB9Cnm4gjjZmmjCjrlhU7XPhS4NklpCRIjBphLCq7gICMEhjn5xn3JzVG7udDuNbeWOC1ms/KUqBEQhcTAkhRjblA3B7HHGaaQNgHN3y06wwnooYZYe9Oa0tMfJNtb1Lg1dhu9DM6HOn4W1ZT5lm5Uv5vyggD7wXBJ74xnni+t/4U/tOB1trYQgHfutmwDvbtjoQR2PAXpyBVyTLsrld5tpZEaReVIYHcKvhR3rP1e40Mw6SdMSJZxPGkitAUlGFIYlhkMCSOM9RWkv4cetJgitOQpZydqqOa0fDLvLaTTBCN0uE9wFH+NZF6ouLhYP4FG98d/QV0Ojwxrp8ZLuuWYhF4HXH9KLBc861tk/tu+bcComfJB6nPP616Z4Isxb6WVXBBkGSO5x/iTXkd7FIuoS2oJYrK2SeSfmPevavAMLz6dGzABfMYgAdBn/AOtW0VeSM5O0WehJEIdOUfxEVcuABDbRn+6BUdyuQkY9Av51LcANdRr2Vh+lbs5RxQmfccjqMU2E/uwc9HzVp1+bPoaqKMCVP9o4qGhosOnDYPRsCqU6Z3AritA4CjvkA1XmUcGmgucRfWipvif5t3IrgNY0UQ3pupMvHL+WfevTNbBSVVbnBOD7Viy2iXaMHAMJGCtZzXQ6IvqcB9hjB3xO0TeqninxzNv8mYYk/hYdG+lXby2Nney2xJYIcA+o7VDJCk0XlsT7EdQax9TXzQmSOtVb5ylqxBxkgVJDIzbo5OJYz82O49ajuwJbN8ENtOeD6UdQBLSKOIBkDMRyWFMa1RDvhJif1HT8RVoOHRWHRgDUUhPtzRqB/9k=" 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Provide a brief description of the given image. | people in front of all of their wedding guests |
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" 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Give a short and clear explanation of the subsequent image. | looking down from the escarpment. |
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" | Offer a succinct explanation of the picture presented.
| a gold coin originally which was regularly issued from the 1st century bc to the beginning |
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" 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Describe the image concisely. | christmas toy in the form of a glass transparent ball with a spinning snow |
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" 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Render a clear and concise summary of the photo. | these alien - looking ice sculptures formed all on their own |
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" | Relay a brief, clear account of the picture shown.
| engagement photos in the winter |
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KOSccggH8SDWBr0+o67qkmgaeEjto32vdZLbiUJI9genqal2RrFSb8ijZad/wmnjJ9amVv7MikCosnR1X7qD27n6n1rG+KOnWk2sx39tHKnngxSvswpkQ4z17jbXqmkWirpduLGEwxIoURqeVI4IOO+ev1rg/H7W8ekWiStGZTd3HyZyy5IwfUdf84rL2as77nTGrKU0ktEcNozMCF8uUyRvHJiMZK47/AM69yGpRrZwGOKe4lliD7IyMhehJzxye1eIWDCHWGRVGGzgZz/CTmvT/AApqwWBkbYCII0jLHbgL1wT3yc/jSpqzZpidYpm7NqJMVlJAryxyvk7EA4wfkwe/+FWJLuCzmkUxTmOLHnSIgAjzzzzk8c8Vlw6gWs7EZ2R/anYE4AIO7FTLKpg1RpJ181JJHc7xyhQY46n0raxw3JvEl6+meGNYvLTEzQ2rNGFIyxIyDj246V8izzSz3Ek0zl5XYszE8k+tfV2owRS+ELu2mVhObJlKqpwx2dD2r5e1KyZL1hGvDE4ANZSaUrM6acHKm5Loz3f4K6lNP4Ca3kj+W1vXjhmVvnUMqsQo9iSa9EeGT7Wkt1Ms8KtuXeqhjgdcn+led/CiybSfA0O/EjXsrXLRleAPuj9Fz+NdzLOCVVVeIhcFNrHj6HpWiiYOWpoWlhYretefYoPtBJJuEgQM+f7xC8n8ai1Lw9oOp5jutC025BGWaZEBX8QM/r3rOaSLIk2s4By2ckk4+nApljNJYlihHlO25lxxj0HTBo5B85i7xlcyHcBjLYI/D2o+UclgaSNpEZ2QBsqQMjPX+tIEkfnafyrqseYSggMNsecd/Wrdo6SNIGKqAhI3jIz71TgDwzLJycc89KeNpYl8HPIKjFS7lR01LMFyqsGCKXyNoPA/Ghrs71/ugkttOCxyeeKhjRAudpJPQEcY9c1KiOGEihisf97Ax+IqLDu7WHqh06VGiWBJG+YhV5Vsdx681Z/cFDLLao26TMwZQNwH3cnqee9U9huBlpF3AdN3Tn3/ADpVaJtoMpBHfkkmp5S1JrY3EmsbaOG32JHEwUyAoPnGcg4H8vellvxLkxxxCUKAJGb97jOe4rIhZPIlkRlJQgkEgZ+g4z+FRjUJV3BEhUE8/KB/WhQLdV2JpYpJWiQKwiWQF/LIAAHOPxNX7WNZp2SUbUYFixbIb24/GslZyCd0PXulXYNxUhJVwV/iPA/Cqa7ERlrqKgsbaNktoVRedwReDkEcirfk2/2dLc2UEtuibtuAwBI6jHSqTZb5g8cm0dFP86swKQEIiiDEnBZuOBz+lS0aRk7kl3fRyo0MkUaQIqqsGwYH+e1M0qDTQ6iCxTiTf8qn5WIxkD16iie7tvtH71ixVgB8xYfh7VFHfpE4kRkQjON6nB9OnFTbQvms9S1bfaIPMlgtE2mXcyITknI7d+leP/Ee8c68sBjKTRq7P5g+YF3LDn6Yr1sX5aEhGjYFgeCM/ka8O8dXAufHGrOM4EoQBhgjCgVjX92J2YNKVQxbC/mtbqCUEFoWGMjgjpg+vGRXsPhWxSTQImmijk89mnSN15VScL9OAD+NeN2Fi2oara2SdZnVfzPP6V9D2V5HAUhWKBIkUIm9DgAdOR9MVnh7u7OjGuMUod9RfskU6eVJErIRyNhYDHtU62tl9oje5XzXX5R5kQGBmqs8olXekflnqNj5HPXPf8KjW4aIA43BQMKEyPyNdjTZ5iaRrTLYfvWeMRxJEZCzAuox/e/DNfNmvNpt3rMkumRypaZ+QSkZPPbHb0zz6103xM1+5n1iLTYpJEghhDOgONzNk8464GMVxERyQK5Jy97Xoerh6doX7nqHw31ZFsLrT7mUiKNlaEkZ2ZzkY9DgV3Ml1d+YMSxk7doO48r2wc9K8Etbia1fdE5VvY16n4Q159RtGguGBnQbh7jv/SqpTfNyvYjE0VyOa3OrFnqEGbgQSxdzIoOD+NVZYrl5GcybpCckNkZNaRvrprMRRhQqkYYMVII9KpXtzdzbRKshMfHzOXx/hXVZnn6WMQTAsQsca5HGex+v+NPWSXB4ZeOqmqgiZhkIyN+hpywXC5OMAdckD+dbNs8/Ut/aLggASJ8vHAwaWKeVW4lAY9earCNlGSw29+M09Z1j6Jk991Sxq5dczMpZ23Z5+71pv2pxF5QG0btxGPbFMS+6Ki454xz/ADNTC4DPt8rb3LBSR+lJpFejGR3Dq4wCSOmKsiSQkFgQp4GOtQJdoDnycOOoIyPr2q6t7vsWWFI1l3ghlPzrgen4UiorTcTyxIhRkPmZ6Nx+mac1mioXcbVHVu386rLcXEcKgykH+HBPf1/+vTTMXJaUDcx5C5z7cdKeotC2BbxbVG3JGQG7+9WInhVz+539NpDcZ9/T8KyC0YbAfO7+Fkwc+1SI7Qsr7HOO6EjijViTSZpPfXK3MjqywEtyMfL/AFqIpKxTBLbwSdrZzn3ojmWZWKF1kPVF6/4GlVnkXaXfA6iVNuPxpcpdyB4ZMHOT/vU5AwG1oh2HHGfzqbEmdpVmBOBgjinbJVblgoP8LHIPtT2AjFrvGVBX33Ef/WrxHxE6S+JNTkjbeGuX5znODj+le4mHLjdapGOCSZSMZPXHp9a8VTTReeMp7OMlR9rlC9yACxx+mK5MTrFJHpYD3ZtvsaXgGx8zxTJcMoK2sRYc/wAR+UfzNerxRRS53eahHof8a818AzJHqV/EXdJZYgcLnsef516jYZvopYbdhIUU5Drltv06daMK0qRWPTddkIhULwZlPbI6/lQ6SO5VDEx6hTkEVGzhW+SKLI4Yj5f06VCWX7RGZJZIH3Aq288n611Hnnivjuc/8Jdqz5B2MsfHThVFYkDgYPrXR29rJ4o+IE0Ozznu7ud2Vj94Krnk/wDARXI2zkKoOeBg15c9byPoqbslHska4YHBrqvBV55PiKzQk7Zd6EDuNh/riuMV8gGtjw/cGHxLpjbtuJFyR2ycVNNvnRVVJ05LyPapJLdFYRPlgfug8fkcEGke5MrgFg5xwH+U/maj33MiAefBOo/hkx/PGaaRg7WtxD3wpDjP4mvYsfPXIHunMm7ylK45wQcfgKrvPbPKV8uZlBwMAKPw9Ky4bhpZMRq2B69quRT3QlBkgWWMHGGOP5UzGxpGygQLIrlMj7spxilK2oUnc5x6DIH48VlIkqP5jGQsP4olGPp7Vc+0MsfzbCCMEj09CM8U7BYcZEBzCCrEfLu/+tUK+cjrKkjbwcg5II96eJLNQPOwGI3AKM8fgf51H9qtZHUKm1GPMjIVFJtdRcrJ4pSrgyGIjujA4/z9KsxvIYyIR83Byo4HXtTDaPHkieOPt8xzVnyriL5hcowKgpwDngHNJ2GoshRrgECQRsRwN5wWq2UYAfuGCsMYL4/QimQNcyKy7FBB6yJkH6dQBTnmuYFIL7QRwwRSv4kjFL0Dl7knlqikG3KkdxyB+NOUW+479quoHzHI/wD1VmGaYSEzT5zx5kZI/MY6e4zT1tJHUmNXiZM5ATcCPoP8KoVi9LEImWQW7sCDiSJ+RkfSmR30MhMahg6jhZed341AiyxRhgGUE43orD9ccfQ1ZSBJxvZWkK8llOT+VIduxUlv5BIA8S+X3GW/oaUajCvyx/Lg5ySdrfX9auG1tpSWjIPOArLhh9eaHsbZVCyQOP8AaCf4UrIauiul5dQs7rGssZ6YXeqn2Gf55ryjSJxB433ktkXj5IODyWH9a9cg06NIXltbpQR1Uhlz+P8AjXlNpbn/AIWc8DKCFvnZl7YGWrnrJaW7nbhm7Sv2F05zZeOiqfLmd0wTjg5r0uwuZ4JUuYsiVD8wB6/l2rg76zEHxNslhyEnkidMr6jB4PuDXo7aTctDI8TxlkHyr5agsQOmR6+tKiklJPuXim5OEl2KjXiySO0kMuQCEELgbSe5zyef61m3Wo3cCxxwqxmkb5BJhkAByxI6/dBwB1OOavw39kYdPvGuIVs53ZpH2DhUHzow/vZIGOoPNef/ABA8SfZ/GVtFp0sT2lrHs37Q6uZCDnHrwB+daRqQcuVGboTS5pIxPA+qS2Hio3cUCSzi2nK+ZKI1j3L8zsT2Vd3A5PGK5SHAjUnrjNW1MWpX1wyWyyTTDA2gosRx8z9eORnng5IrIln8tym9WI6kVzTouKud8MRFyd9C/wCeN22trRFafxPpUKZ3O8SjAz/y0xXJrKTiTcuM4xnn8q9d+Gt9pMlluOk295qVjIWE0iYZQw4wRzgYP0NRCk2yp4hKJ7LbeHoRG8b7TlzskQYOPcdP501tGghf/Sll2btq7eSw/Acev9ay7XxNIZGBiMEYAzhiVT8K0P8AhISoMk99B5cedxV+Omck54A6k+ldLckeekmcWZDJJsWKRVXsOo/SpEW8kbC2ysoH3iQCo7k5rpbxtI0mW0iZbh5pyBFFHGzt65kwPkX3PTNYeoaxqsNwluvhS6e5d0M5e7RIoULAZLL9898AcDk9a2dZGSoj4rKYIMopbP8AEfu/lSQ6TJLM3koGk+8SSAD/APW9uldtMml21nLPdzrHaw8O0knAxySeeD+tY+l+OvB91bBrXUo4g65CycEjJ5OQcdMnPIHWodUr2RWOgkMrS2gBI6Q9P1J/pTG0eIyqXAin3YJbczEeuOgFdhpOpaVrlo13plxb3UQco0kJDDcMcZx9K474hfEW18FGO0mtvPubuORoXUAJE4xt8znJGSCQO1T7Rj5EbVl4fEBDRGOUspIEoOGH06fnUMeiyea4aKMR4wY40LYHtuNfOsWvfEGWR5YdZv3Yy+f5Ud4vzHPVY92dp9AMY7V7L4J+LNx4gElhe6PKNStWUXDRYSNU53MQxyCMH5cEntU8zK5EdO2jYjWCaLCsdw8lmBXGccc1H/Z9zGQv2aR1xgPtPHHr3rHvfibOk8sdr4ZvrpPIeaNgCu8K2B2xyORgk4xxzWcnxW1S91OODRvDf2y28lDKzTMAkpB+XeAVAB2g5xg5BxTU2J0zsH8PttYxYYsMEZIIz9e9VE0uaA5DY2cbeSR/T8q4hfiT4mhihvvEE1lo1nepsgKWTXIV8ZDE7htHPIJJ+Xp3rqT8RbbSPDFtd3qDV7twQH0pB5c2Dy3J+QYIyD3zjNHtGJ00asel+b5jMrF8BiQeopH0rzGD7CzDJyVzxjtmuT8ReP8AxPBYh9L8IvM9zbrJ5kUjubcnIKuFA+b2H15FcmPHnjG/sQ2tNYaNCkihJJkkhdnHUBEyxx1wRtPftg52Hs0esr4fidctEshYcZQLtP1FKnh6ZG8yG4A25yGc4B9c+leQeJ/GniDwncraDWbq8W4X7Qft0ICKehVFJLEfXj07mtLVPFl/f21rYeJrSaNL6BftCRTjy1BAaKbAP3c4BQMOVIHJwVzMfKtj0eOSAXEtl9tie9h5lhjmLFB6sAf1xXlFpLFD8cb0yTRIoklO5yFXcYsY5OO5rm/D/jOa1t7e01RYtQgj3Hy8hXUdM7wM4zzg5HtXPXF9Dc381w915c7tu+VRhTnPGDQ4ye5cXGKdj1fxlcw2Xj7w5d71miSISM0GHyoZicYPJAzxXS2niVbu5nm0yA3kMVql1Fi3mEkqsMswO3A28Db1ODivGLfXbrT9b026t7KPVkhVpNiBueCDgDlCPvZHfnmutttT8R+KrlkXXB4d0W3RGkEkzIBIxH7ssdpLH1Yjg8Z4qLSV9dy24tLTYgufEN5pdj/bp0J4NJ1UyG4smbdBI4OFkB+9FnJPY5HHB44XV2u4baRljuooLkrxPCQHAJICuQM/h16160uiLpMGqXdtDf6jPcXJkSPVQPs9xKGyWQKdue3z5yV7Zq9L4l0zxOtvFqmm6ykgKgaUbVWWRmyu5HZe2exUr1zxQlZ8yG53jyM8HvdXmazFstubdzkTNyC3Ocew56Vi4JNfSHiz4WaB/YTTWmj3qXCjP2m3kN1IfXcrON31HT6Zrz2bwD4mtLq4hvtPZdOgXzTfSKqxrH/e+UnGBkkAk8Vrzc+7MXHl2PM1GQeeewA616B4B8Qvouo2selWuo3dzdCT7ZBDGHJxnyygAyQudx6enHWsWTW9NtLjOn6XBMFIzLf/AD+YfXywQo+h3H3r1HRYH8M+HTb27Wmh6zqStcNdgxkRRYBQOGYuq84+UHB5IOKl6bFI7HR9Tn1XUr3dJAfIMYzIB5wyudzAKNgJyNp+YYPoMxpqdtdanNo21rl1uP4rhGedTncFAHCLwMHHPuMnjvAunahNe6vFqutwDUpoZM2MsyzoUP8AHIqn5+T07YPTNbWl+DvEtxBcfbb3w8qKPItcaaAzRgYU5QKVB7AkmoLK/iXx04s9Pu7a4WCyvm8i5vFRiqEerAgnKk/d5GPesLVtdmt7jw3/AGRrH/CRIrsTaXyrMPlK7WBbBBySOSCKyNUj0/wdrEuii31VyVD2VxbzGNXZgMFVYsrgHPI4zW7pNppOr2s+h6vrsst1FMwgsbqJbdkZWO35lxjcOqk8+x5CGn0Nvxrcrc6bc30NnqcGq6cF32rOJLZSxDbgEbuWBDj6GudTXLwXsdvJZ6xqFnqIBBWz+WC5zgG3L8kZDDDY6dxVyD+zrDVoYL/wt59781rcWyyZdYzjnbkAjJHDFhg/KetafxCkAsobDSrsWqyxMkNva27GVJI/mXAQ8Kfu5wccZHOROjWo2mthB4Os7LT54rvUdU0exnTzEke/jhaCYDkuiHbIW654wFC8da5nT/D9t4e1O7vdSuIPEUJtBO8Uc0cvnDk+aN7Z+Xb9eSB0NdJoE+leE9EiuPEWsh9YlUtI8k4uJE4+4mM7QO+Op71ttBptxodzqkdrdwrb5vPIVYkldCv7zjYcBlOShPPtTbEkeeWngjwt4xRNS0q9l02UxPNPpbSpLIfmwpUk/KG9844NWx4vi8P31tZWmjaXq09riFb6OWWeVum5dx2sSDj26Aeg27PTbfw48p0i4t9IS7tA8KPqgVPNYHbkMpYNjaSScLkAZwam8H6qmq22o3l/4JF9rBlNvdyRQQAONvVi5GTzyR97g07itYlgjm0rSX8QadYWkenNDNI0sLSG4QFSYxMn3CAxAZvmK9eOSOa8KeIvGfi2J10mSK2+zsrzT3DbYFfOSBgHLNyT6de9bfhVY20+60lkkW4tHllaXTJUSVljXCrJFyu7BZSpAyR1Oc1z9tcwR6Zcm313UbbRba42tYXFslorZPAwhLYJwCeD19eEhPc6STw9aeI/DMtpJqOn2M1uSupwLBvjjlLF1ZXUgrznJOep4BrNn0y30KyjPhywsZbWWNobyRLkyxiQjgsshPy9R0B5+8Din6NL4Vm06c694ptLmwL7005S0CqAck9d0pzwOeR6np1Hho6PqIt9Z0Itp2nxbogiW6wmTnBBx17fMSSD+NFx2scloXh/xjDDPcWMmji2SVhFZoonEb/xY3MCvU/eYn6CpbfRZ5NZjj1Hw5fXdxBK160QuN8UshAHmCMlkbJ4wrjG0ZBrsfEfiaytI4rm7vhZxJKUzax+a0vBwpGBjB5JBz1FcIdY8U2ym60jUote0uZwZxbIbWSJuwcZDLns2SD0o1BWfU7DxLqN75IsovDy6pfyJkWbaf5q7AfmDSMAvf8AhLda8HurzWNJ1SZJbW6sryFv9X8waFeoUZ5AHavdpPFM9/c2MdnBrtjJDkmd5YZUXI/5aqW+YenIJz3NNvNB8K+PLmWS71fUJpwzJGsTiIKB1Ckody5yRknrTjJLcUos8IsdM1bWLlktNOvby8nO/ECbs/73p+ldq3wcvRK9pLf6eb5kVvs6XBEkRP8Asuo8xevKnOfXGK9j8GeG9O0C3vLO2uzcO0xBKgK6qvAV2X75HPJ/IVU8WeFra8tZJhaavq1zE4e3t/PEAiPfa5UDB7gk5wO9W530RKjbVnJ+EtE8K+FNIsrm9uHi1nY7lL2IkwyBCXwMAqMLjIPPHOcUthr2haql9fXXiXWJ7IF0hkvrNtluCfurOqkLnpuI3AYxjnOgdS8RaPp876zbW9/YxqJIxJcLO0JGDskO0ehUNjGcZrNbxfa3F/by6d4dE2jTLt3PG0QtHYYKP/yz8tjg88YJxyKgrQpanrt29h9i8LWUk6RuftscLm6WaJgOrHna2eCMHnGAQa6J7G08oxabpt7oUguEF01ta4EuACELHOEyeGXjI5HNZd/rcmtAadbagkFxdfuJNXisZPJxziKMjnAPRy3HzHA7LpC+KtEtnutI1ey8S7IQJ4POxcRFQflU5JdOuBnJ9BR5D8zoFtb6GK7i1C8t9KmupwqT+a05uYwoAVnAQRnI6LjqeO9O1JRe2kWlG4n0VUOFMcS7JFAx8hY7WXtgZJ6Yrm3sfGl/aT6taRi2/tB/Pl0ydD58RHy5iJGBu6jO0g+ucmvp+kTqTqHxAup7VI5Ef7Fs8wTBMbGkxkBh0JXBPQ9aLdwv2NnUtS8Pra2EtpZaXrGoMxtkuvIjt4AFH+rOe2AMKT9Kg/4SXw1ouvXt1LeRW2rMgW6lt4neDaMARBWJOenC45zV2808+LNbnurrStIOitGrJcxMd90AchJBjIKnqMDHHJFRav4c8K21yJ9T8HzXRYBFbTjKynA4BRW44HU8cdulPQdjW0/xD4T1u4EZ8meW2Vbp7iYABctwwPUbj/CTnHUYq14r0lfEuji1tL+G2tpmHnyDkPGOSFOcBuOCeK8+1LVPDWr6VNpNh4asdFgjPy3d/J9lIKnkAhSzHrkfN15xUEGlTaNpss99qLjRbhABFplo9zkDG7cSqgD/AHgeuee82uxpo5aL+0JbMWmsWLW1vu+wLO0fnXO4DPlZIYrkEHhRkDjPNb+vaIsXhy0stbs74TTTRJa6rNbLm3j4AjaRD+8OBjDhcdulP0jS4oLK68Ow6Tdapq1xIssq3sTQrHCMKP3rBSuBxlRk9BT7C+1aGHVPC2p+GmudOBK3DafIG8hDhlKMDyBwR64571XmTfoa73dpodrpl5pV/Le6lIDZmx1BVle9SNiNgZBgMP4dwPYA+sfxN0TWdYstO1DRtIukvjG0d0lsysyxnGEfaeSG7DP6Vh6Z9hi8Lg+HrMXd188DymQx3M+4jaIymWzwxK8AKCTjity31XUNH0qO31fX00xJ1KrGLHbPbkHH7tc42Y6M2D3waSQ3rocnp/wv1qJIrm5uLKeWEiT+zYJS8km0gspYDYDjsTzjFdL4W+JGn33iC10sQvGl0TCXuH4ywIwSO56Dpya0P7CGq7bHQfEV7p9haKqyMp8wTPkktgMNrc5x92rk+mrpiwRWer6bHfRwLEPtWnpulA6uWBLE5wfTjFK19xqXLoilrPwm8OrpG2CHUZb+OVN1w8jSPKu4Bhj7p4P8I4/A1j614S02ys1tpPC1xazykw2k6amJpJXHQMA/pkhAMkZxgiuw1fR/E/iDw881ncpp97HIN0kVzhbxFXCt8vMZ5PXjgZ45rhr601+40wW013exazsEkSyReTbyJ/EonJA3gZOeAcEA+ok+pLaJNA8QeItB1IaRqNzpvh5RErySJZRl3QYPz8jJ52gkEk59Ca9Hk8beH9Xt3tI9SQm9jdA0iEb8LgtyuOPU8cVS+H4+3+GUu5YrxWkgFuZrpll84LnLruz8oJOAeOK4Hxb4VTQfFmmW9x4hvX0/UndhdSODNbyKRnngEHIPbr04BpNajTurD/D+m6N4D8StPqfmI8kP+iLeeW4K5++ki/Lz046etXvFzXt7r2l65oVrJNaXJWO6VGZInkU8MTwCCMAn1X1NYGoS2mq6hpDWMFxrNxJCbe3gvG/5bhvmd4wcEEYI6Druziur0rR9b8N+JrfVfFFsbmMRqsU63S+VGzEKBkY6ZOFAHXjpRZ3vcbceW1tTg/Gt9rL3kFvewQrF5bSRfZG3xED7xBBJyO+cEd63fC/gY+IdMtLi01OVrKdVTUgEHyg/NhD0yCAMNyOGHpXrOmWXh+fW7vVbaCWC7kO65XfmOQkY3MrZ5x1xjPfNZ/h7Trbw/c39hAkYs3uXuTLcTog+c8KgB5A45IA6Cqvczs0cVP4Xg0jVrm40PQknfT5VtzHbzyTTAOvDyRsu12IORg8dwcZrqrG813RNOuZrvTr3Ub9tptrFbiMyDI5ZkDEqOccA1znxQ1WGyms7nT5beadQyGZLoboGPH+rzycZw38PTPam+Afh3daxFHrOt3c9tbzJvgSKXE8uejE/wj9T7Cp3LvY43VPEGtXOvzWeqWsmn38smU2NJFJGzfdz82GXJHUdOmMVcnm8Y+DdftWvdSmaMncsi3Bnim5wUAP3mzxtwD36c12PiP4X6yutaffadNHf21jhoTNKI58+YG2NkYbHzYxjr2p019rHhnVU+16dY7HxdwNdRtK6tyHKlT8m0Hk4J+aqFe47UtX1iSX+2zaG1s1Xy5ppkMkMGRz58and3A9h1BGKr674zk0vR7aPXtPs769uvkmghd1iMYOVHXkdDz69OK6ix1fS9d025ttEks7aWUNut5LcqV3jO5owASDn/GvONf8AA2saYs+qapbnxJubDGyuWjMSnoSmN55OOMgd854cbX1Bnp011N4g8FwS6ZagW9xCp+wiNSGhIw0YUlVzjOOQAQDXIWvgDT9Q8NCayv7nw0obbdQzEyMWDEKJnLKQf9kYAJ71qeHrixnsY7LTlksL9EKxRas7eYHXsVwCdvA4AGMVgan4jaO/vpNT0d/tljcPvsoYmeLLKC0hblfnyTkg8YAwM0rsdkZh8Y6n4HSTRbbUItZZJC5uhIzJtOAFAPIx35wDW7Noo8d6a8sV3qUdzACGuZCi2wc4+Q9Dtz755zjnFW/Bj2t/ZyazoFi2kK7tHKEtd8M5A/j9Vyf4cd/Sutt/CmkJH5iWq+aHMsMLyu1tbyEZJjToAWJPQn+VLrcq+ljl/CWlN4LsHvfFOr2gnlk/0SFHabZxgsCBySMDjoAO9Q6Lq3iDx3qV8tnqMVlp1vOqpKQfMA7hcdSQM88DiueXR9R8WfE6507XVbTbWyG+VBIX3ISNoRj2cnIIxgDpxivUPDvgq28JW88OkzNOkspmzdP8ynGByBjpx29ad11JV+hm39xqPhOdrrUimpWMsawxJKhbExbgF1U4DcdVHIGK4y2t7Pw54jWa+v7bRbjaxit7efzZJkbkrJKVCnnOGxnBxmu6m8faTa3kmlaxci3vB8jooJUAjuwHHB614t4l8HX994qePT76LVHmm2uY1cyQDbuHmJtzt28hlyDjjmgd+529l4c+K8bGO8tJ7m1fPm28l9EUcHqo+bKjk8jBHauk8H+AdS8MM1xGt8FkZilq0sX7ke7A4f8A3uuMcCvXKKp6mak0eKa/8O9ZS9k1/wANWTx3s8ha5sJ5YwrkgAlcEAAlcsCec/UV0k3gr+1Le2bUNBs2kjT5Vl2P5eTkr9M16PRQK54TqPhDxzot7d23hrRoW0+TDxbbhBtZgN33nB4I6cjpiuf0zwH8SrTxFDq91pP2l1zlZbuJuvr8/wCVfS1FAXOLvdI1zU/Ct5ZPi2up4cLhwCPVSQTyRkZHrWRZeGtUsNNOlNpc01nOpVhFPGBGDwc7m/DgHjNel0UrBc5C00a5i0hk+wLH5UJSCzSUIFAGFUEHjoO/Ga5e68G6prNtY2vibw7p+owx9Hs5zHJbkj1JG8cDPPOOler0UWC559YeANK8O3Av9M0EvdxxFEYXJJAPUDe2AT3NU7/w7c6/dhtX8H3DICCsiatho8dCqh8D8K7HXrHWLx7Y6XqAtFXd52f4hxjHB96zLPSvFEDSG51aK4DQMoXcVxIejZ29AP1ot5hcwX0HWo0ngfw7b3MA8wRRrOiLLH0VXyc7yOc5wPXPTnNI+D2qams99r2oS6fcSSEQW8LrOY4ugV3P3uOMDt1Nd1BoPihdqyasqpgltkzZZi2c/d9z+lXEs9fksY1N4RMJJMs8hQkfdU8Kc8DOP9rPakoJDcmzzk/Dy9tLwCy8EabLGf3c011OsxdehKqXwmRz6+9N8ReC/HdrEq+HJb8xyuTLAt8gRABxtLNkZ9MkDHWvTtL0zW7aWaS61ESb0YKrMXCHPy8YGcDj3qjd+G9UnvdQlhvjCtwZChWY5yQQvG3gDPPU8cEdKqwrs85sfAvxQ0SK3vodRS7csDNYG8Zsg9QxfCn3wfpmuu0j4eTRWKTyyTw38xMzfabk3At3JyFVRgEL655wM5rSXwvqwLhZoYmZtwkW4kJC4X5MYHHytz/tmug0SxuLGO4W5ZGMkxkTa5bYp6Jz2XoP5ChpBdniXi74VeMhr39raRdy6tIxALyyJBMhAHIOQNvYdDx0710/hiz8ewNGmtaC5CDieK6i3fiN3X6V67ilpWuCk0cQmitdXMl1d+Gbf7S6qrTOyNIQvT5s5GM9iK2HjvobGRbayKOqEoiyL8xxwOT36c1v0UWHzM8qtLDxxJIEl0k2duvyxJHPEBGPorYx7Cr2qWvjODSXbTNOtri7QgeXJKq7we4O4AEdcHgj36+j0UWDnZ843Hg74o6hcQ3d5ppM6OcsLuFWC9Qow33Qcnnuxr0rwf8A8JnFp62viLRAJE4EqTRMGX3AbrXolFDSY1No8t8XfDSDxXq63EltcWspgx9st51BQg4CGM8N1znI7jNZCeDviTHeyWlnq1rp2n2qhLRrcBUdewKLyMdy2eema9poprQXM73P/9k=" 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Render a clear and concise summary of the photo. | children play on a stony beach. |
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" 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Create a compact narrative representing the image presented. | cricket player shows his frustration after cricket player looks on during day of the specsavers county match. |
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" 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Share a concise interpretation of the image provided. | example of a trendy kitchen design with flat - panel cabinets and white cabinets |
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" |
Offer a succinct explanation of the picture presented. | industry... i think it would be cool to use this and cute curtains on the wall to cover / hide a mounted flat screen tv. |
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