image
unknown
input
stringclasses
22 values
output
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14
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"
Render a clear and concise summary of the photo.
learn how to add some flair to your garden and backyard.
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"
Write a terse but informative summary of the picture.
yellow aspens in alpine forest in the autumn
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"
Create a compact narrative representing the image presented.
close up of a fresh leaf with cobweb in the nature
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"
Share a concise interpretation of the image provided.
catamaran coming into harbour with town in the background
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"
Describe the image concisely.
temporary ice skating rink set up in the city centre
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"
Share a concise interpretation of the image provided.
the front view of the vacation rental.
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"
Relay a brief, clear account of the picture shown.
in the upcoming weeks, school category and person will be receiving their caps & gowns in preparation for graduation!
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"
Create a compact narrative representing the image presented.
an elderly man pushing a shopping trolley
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"
Share a concise interpretation of the image provided.
large pantry located off the kitchen with wine fridge and plenty of storage space.
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"
Give a short and clear explanation of the subsequent image.
a heavy iron construction supports a single wall of a demolished high - rise building
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"
Render a clear and concise summary of the photo.
autumn in the woods seamless pattern illustration
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"
Give a short and clear explanation of the subsequent image.
greeting, cute happy little boy children in clothes talking through a megaphone
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"
Write a terse but informative summary of the picture.
two barefoot walk along the beach
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"
Relay a brief, clear account of the picture shown.
seamless delicate floral pattern with white silhouetted boughs of wild flowers on a blue background.
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"
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"
Share a concise interpretation of the image provided.
view looking down at the polar vortex over country
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"
Share a concise interpretation of the image provided.
the family on graduation day.
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"
Describe the image concisely.
neon on an ice cream van
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"
Provide a brief description of the given image.
aerial shot moving along the coastline with lush green fields and deep blue sea along a dramatic cliff edge
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"
Offer a succinct explanation of the picture presented.
vegetable crops growing in an allotment
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"
Render a clear and concise summary of the photo.
this charming little moth clearly is safest when it is settled among the complex visual mosaic presented to predators by green and white lichens.
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zjOO3NeorGiyM6ogZgAzAckDpk08sO3X2reOHitzSpmVVqKhokvXt923Q+XfF2lapp9kY7xQhgljEsbIqlBu+UjHBBJrTslS/8BazaH7L51jOLqNpDiTb3Cnv0PHvXRfHtrJk0YCX/TQ7fu1YYMeR8zD68D6mvNygbgjIOePxrCovZ2Rs8R7eXO10XW/9IgZRlcdwa9D0+SZfgZqqQqFXzn8xtxyQXQHge2BzXnxH3R2AIqQXl4NPNgt3OlnLh5IFkIRm45I6Ht+Vc/zIkrlTbzU+kXBttds7kHHlXMTfgGGf0zUeMA/Sox+7YsP4dp/LJq1roDPR/jFGreIdLuUhdFlsmjDMMbgsgI47ferj9CBdNfhzw+kzH/vlkb+ld98XRLc2Ph6/dUCuXUBefvKjcnv0rhfD20X1+jMqiTT7qPJOOsRI/lTpyuk3+VvwIS93Q57GTn/ZzU2mpulI/wBgf+hLUQ+4h9q3NO0S4hjW5YowKAFR1BLL09ffFEnaLO7BUpTrRstE1c5lR8v402YfLitW/wBFuNMtkkmaMkkBgp+7+Pf046H86y5R8prVO+qOSdOdP3ZqzLL/AOt/OrVnpl1fITBHuwdoycbj6D1NVzjzlJ5Gea6+CS3jRI7K1l/eBk/dwyDeCTgg4IJ6Vk3bY6sNRhUbc3ZL7zIvtJu57gTRxfu1Tbk8bm3N8o9T/nrWQB/Ou2uWmhAE8crRyfuyyo5U7ThsbR1JyTzxmua1g2ovgttF5f3mZdpTHPGVPI4/nUwbaR046jDmdSL66r17enqUQowOBndUES51H/tmf5irS/e/H+lV7fJ1NfeNv51cXueW+h6/4xg/4tnay3GjusnkwmO6gb5Pup8zj3HH1rysjBx/t16n4oUx/C+3wl/biSGE4jPmQS/KnLH+EcZx6ivLcZYf7xP6Upmsr6f8Hv6v8Db8MaT/AGtqEkPleaQOFbAQ5OPmJ4wOv4V6baeDNO8MahZre2UdxazsFkuQu1Ax6DA6DOOvWuf+GEWlTWmrrf3AglDrtO7B2YOcevINdrKsD+b9lhuTauzxDdI7GcBNzYXO3bjgDGSfTFKzsb06nupJd76d9rS7ry+Zy+qeCbXU9f1P+ydMTbaP5bxjGQT3UnkHqeD2/Pz+G2k0DVHtZlkElhdtuDj5jtk3A++Rg/jXs1rb32p+ZbWGr2VsszvLc7J988zFcDIABUAY468c15N4gsbjT/E15ZXVwtxPEq75FctuOB3POcYobaQVXGUUrq6srWd9t29FuvXVan0tb3MV3axXMLK0UqB0YdCCMg0/gnk5/pXhPhH4l3Xh7SF0+7tDe28ZPksJdroP7vIII9PSp9b+MGs3KBdLtoLJWBy7fvXH5gAfka6/rELXZ51DLq+Im401t5ntF1d21nA891PHDCoyzyMFUfia838U/F+ysWe10OJbyYDH2huIlPsOrfoPrXkWpa1qutTCXUr2e5cdPMfIH0HQVFJpV7G6q9nOGZFkUFDyrdD9DXPUxfRaH0OGyKlTalXld9tl/myrr93danMNRu5WmmkdVldzkk5GPoMVcAwyn/ZNa2ueDbrRdMSa5niZJ9o2BTvR9u4g9hgjHXmsdG3Kh7hcH9K5oVo1YXi7nPj6UFNVafwv81/SIWGFB9jTB1TP92pXH7s/7tMI5X/dqzzhjD5KjcZEg9eP0NT7crn3qL+Jv97+lNAz1Hx6v2n4a+G76SYyS5gOCRwGiPQfgK8ulHMgPsa9M1MxXXwN0544yZITCZGC9NshU5P415tIMyv9KULW07vv+pEdi5oiMNQxHbmZghYKoHy4IJOWIA4BGT610dtDeXKSXMVq8VtE3EhVAoZiAV+VsH72fYircGnWuh/DUa+wV7ueQHaScEFsImR904yxB6g9eK89mubm9cz3Mzs55AB2qvsAOAPpWjh3PRpYpUYJLV37L899TsbiO6sZJLS7sJVdI9qgohIT+8Mtk5AzwK4O4YSvM6qFVnYqAMADPFdd4S1aVtVttLvXnubSc+VEpl+aFycgozcLk8EdOfXmszxjYnTvE+owG2ltlZxIkUpBIVhnqAARnODVxVtjLEVvbU4t7rfb8938yrYWr3uq2VtEgd5pVQKRkHJHXHavR/EOv2vgS9S20qCO71sqWea4hwsEZ+4oX+9jng/4Vx3gmYweN9EkUKW+0BV3NgZKkDkfWp/iBHKnxA1fzyC7GNhgYwCi4GD06UvM5PaTScE7J7+Y/TfHupx2stjqFpZX1hJIXeJ48MC2CWVs8Hitfxd4etJ/Dtt4h0mVrm2U/vXKbSkbnCA+6ng+5rgEGC31H8q9V8KmbVPhHrumoikQiYhmOSPlEgAX1460t2hyqz5Wr6Pc8vHX8v5VDaDOqD2jf+dTRncoP95VNRWIzqh9om/mKUeon0NB2lkj8lp5vK3H935h2/l0qFR86j61KfX3NMT/AFv0FZ3KL+kai+l36XCoXTOJI923eueRnsfQ16PfeNtN1SLSLDQlkt54ZAyRSDDB+gUHvznJzzXlqdjWn4cIj8T6XI3RbyH/ANCFLfTua06jg1LdK+j22Ov+InijQmvorjRJ1k1EMftDQqVXcMYJbA5Bz0/GvP7O6uL3zb+6laW5uJZXkdupO6pNWhEOq6muBlLyVR+DmoNKH/EviP8Aty/+hVpK1pWM3OcowjJ3UU7EqcRfj/WnbfMZocHkZUD1H/1qavEB+v8AWic7ZI2A7g4PesGrnbga/sK8Z9Nn6M6ifwxYWWgW+rG6W6kAVpLdZBsf5vmwwwcAYBxzmtXXfGGnXvhpNPRZkMtuBsgIIiIxhGJ6jj8q4m4JD7N+5FyVAJIXPJxVV2yelcP1dVGpVG207rofXSy5StKrK7TuiW41S9uYooZbmVoolVUTcdoA6cevvUScSMcHa6FlJPfv/Wo1jLuFGMn1OKdIqiE7Dyo3ZI5J7j6f4V2RstEc+PwqqUJRitVqEpIU/Sgj5/wFDkOAR0OKU9SK1PjBh4AFRY+Z/r/Sp2HIFRFcM/1/pTQmel6cZbz4DXsQVdlt5pyTknbKG6dutecw28l5fR20SlpJmWNVUZJJOP61NY+I9Yg0q80K3uwmnyqZHiKA5LHB568gVveAtOmu/FsUsUcchs4zOVk4UkfKoz2JJ4+lUk76kRWpY+Js+mhNK0/TXICR/vYwSu0KAF3L03dTkHn0FcIo+T8K3/GGpf2x4uv7ryXhCEQ+XJjcpXg5IAyc55PPrWGg+UZ9BWkmVK7l/TNjwbAk3i7TvMuRbhHMgkLBTuUEqATgZJx1NVPGd9JqHirUJpJYZSjiESQptVgvGcfnWcwxwR1BFV5FCw8DA4ppib0sWQWRomUlWU5BBwQRSjc8zSO7O78ksckn60EfMuOzGkXhl/GpuIkA5x716h8JM3VvrmnSTmOGREd1BAzkMpyfTp615hH95q7r4V3MFv4teOcZWW2cKNucsCCOPz61ASXunCxoYiIz1T5fyJFMsB/xNX/65N/MVreILb7H4r1a32FAl3JhW6gFtw/Q1lWXGrye0TfzFX1YLZF4IzAEDjBzSf6qKWUpnaoxk8dfb60503eSSiyIqtlCcZJ7+hpkgX7FdBI/L243rjBByMVmkmNskMZGSo+UHsc4FWrAtFqNrKQQBdRNn6MDVN0SLDIioyOoBUY4PrTmby7qcrxtkU/kKLa3HfoaHiqExeJteypCJeynjv8ANnFZ1htj0yKXb8gZyF3dcnpWl4tVf+Ej8QjaCGu2kH1wCD+tZNpDEuhq4jUMGJDAc9auSWvqZxb09CzJGQCFU7STtxzUghH35hwONgPPtn0FRXG23g2JGAWcZUDsR/M0CM+fG6QmMBsOcjGD2PNc0tVofW5fl8aUlUrK7007f8EWQySuXbJLeveq7I/XHXp709XUStKyhmEuBu5wBjpUDKqBzJGJeSTIDk49x1FKMFse3VxMrXtoTxYj+VlO+QEAHsMURpJ5oAVuvOPemBRLcRF1DKwIJ6AgDK5olHmbQqoyrHt2noDnsM+neq5E2cNTGqjCUpjYgQm0g8OMfSpTG+T8v4d/ypUVYwUU4dImcYHAxx601IIyiYiyxUNuUkNn1zWlj4uUrybQrEbyu1eIw+ec9ai8pwZCRwGGeRxS3EkonkaNPm8gE4H3eetIAo4T/Vk5B/ve596q2lyL62K9mAby69oB/wChV6T4MhfTfDGs6/DciG4iUgAjeCirkhl7qWPXkcc4615pZHF5dZ6eR/WvQfFZtdM8BadpDxPDqR2bwQQWU5ZmyOGGTjB5HqRVrcuHV9vn/SOAVmkV5X++7szfUnNDdadtwGX0/wAKb6VN7skif+HPqRVaX/UVaYZI9mzVeT/j3NUiWWm4c+zmmYwyn3qR/vN/vimP6/7VIbJV4ye9dL4Bu3s/G+lyIAS8hiwW2g7lI6/lXM5yQPar2j3Bs9YsLgOU8q4jbeOq4Yc0htXVjc+I1rJa+P78yBQZ0in+UYHKgfzWuUtuNXl/64N/MV3fxWFmfFdpLaXEc2+zIkZZA53BzjJ+hrhLT5tWkz/zwf8AmKb7+REdkaDMSUXfImEx8jcH8KZ8nkyqQ5Eh+Zi3zHn6Up/1w/3aa3EWfasrs0siRmSQsWVtpKsMH0/CopCGLSAujspyUPX0yDTo+UUei00jAI9v8KE2gaRa1S/F/qF1dLEyCXazB33FjtCnnA64qDTdv9iKgDFGlcbWbIHJHFNkx5Tf570umn/iTL/11c/+PVbk3FsSVpKw6ULsCfMYzzgtnafQHHGKYr7Tu8x2OMAu2cfhU77l3YI65wRkHjuKgDSAZEMXy5Geeaw94+uo5nhXFOej+YKcsWRGPzlzk5pkvlRjbJLNKc4KB8j86kCSykK8mBjG1Rik8pUjwBzu6/jVK/U48VmkGuWjH5v/AC/zKV88jeUJMqu9dojO0ryBWzcbUMuNwBbbkH5ugGc+tZOpDmH/AK6L/wChVrXf35fTzT/OtG9EeBOcqk3KbuyAKEkYjcxYYYu2cj0phWPbs3SlAfuF+KkJ+Y/Soh95vr/Sp5mTZBJJl2fB8wqF3A+hzTVKAOAmNz568A+woIzn601f6n+tO7C2pDpjbNXmfaGCxqdp74YVv+KvFFz4ovLMzwCFLaM4VTwzEgk46Dp2rn7D/kJ3H/XEf+hVZYFlTH90iqcmvuFHaxB/y0YUzsKd/wAtPqKZ2/GgBMZY1VkGID/nvVo/e/Cq0h/cVaJZab70ntzUcnQ/TNPf78lMfnd/u0hslYAMP92nD7pqMHLLn0/wqQd6kaGeUBcbxxlT0ptof+JjIf8Apg38xUxPzp/uGoLT/kIv/wBcG/8AQhVLVMT3NI/67/gP9aZJ/qB+NPY/vG/3f61HJ9xR7VkWKnEWfYfyp5XOT7gfrTB/qh9BTg2OP9oUmAki/upPam6Wc6N9JH/nSyt+4cetN0nnSpR6SP8AzqvssX2kWpT978KjJHlv/ntUkp+9/u1D/wA9P90fyqBskT74+tMm4jJ9CKdn5VHvTZuY2x6CjqPoUdSJ3R+0i/8AoVa9x8zPnvKf51j6j96P/fT+YrXnPzH/AK6n+dW/gRK3ZE3BeoY/mc/X+lSsclvc1DGcEn3/AKVK2GHfHvSDov0z/OlHUfjSH7g+lMCtYH/iZzj1h/qKtk42exI/nVKyONUk94j/ADq2en/Aj/OrnuTEh/iH40z1H1pT95T/ALVJnBP40ANIywqq/wDqfzq2D8wqpJxHj3Iq0JltuZHFR9z/ALtOz87N64/lTcdPpSAUH7n+7Uq9cVEo4X6f4U9TzSY0OPWP6EfpUNp/x/v/ANcG/wDQhUhbEir3B/pUml2Uuo6t9mhKqzW75Zj8qKCCWPsBTWibYmXLiJ4X+cAb41dcHOVYZFRPknH+elaGqiA3u22aR0jxbZcfeMaqMjHY+lU54pbad4po2jkUEMjDBH1rCLuiyJT+7H4U/wDiH1pif6tfwpyn5x/vVQIJh+5P0pulEDS5fdm/9CNLK37ph9P51FphxYH/AHn/APQqf2WJ7mi8Y8qSaTcIxhRtGSzHsPw59vyqCRNqiQbtkke5dwweCQQfxFaF/E6yWtlGhaRYgSo6tI+Dj642j8Ku3CLbafqCKVZba2js9453Ss+6TH05H4Vlz6IqxgjpSOOJB/s0MfypsrBVyehUirEUtQPKH/bT+YrXm5bgf8tDx+JrIv8ApGP9uP8AmK3rZBJqlujfd+0c/QHJ/SnJ2in6iW7IbxIoLhoI2ZjGPnJ/vY5x7ZqmvU/X+lOeUzmS4YYMxL4+pzTRw7euf6UrWGJnj/gJpD90D2oJwPwNI3JH0pgVbTjU3P8A0z/qauHp+J/nVG1P/Eyk9kH/AKFV5sDPpuP860nuRErsMEf79NzgtTpDkD/eqPu31oQwJxj8qqy/cP8AvGp2OVP51XmI2tjpuq0SywDx+A/lSK3T6U1Dx+A/lQOo+lFgJEPyr9P8KeD3qMdE+lPBwD9RUjHFcyqw9Oa39OtksPD0csiuJ9ULuTt+7aREE4P+0+B+VYQYhfpW3eeJW1S20/TxbRQfZNPFsXQkmRVbIz6cnJA6kD0FK11qJtpqxfs7YwaMNTJJvJppjbLt/jO0F/wwce5HpUk+mrNq2oSX7y+XbRF5mJwzEYUAsemWxz9etZlreyRrABKwEOPLyc7ed3HpySas32t31xfzX32uRbiUFZHGPnHoQeD/APWrm5ddy7srQQ2yJNKbN3t42MiSSSMpMI4BIHuVUHgc+1PiuLH+y5tkduLh2CMZcAxdSWBJzjG1RgdyT2qlb6tqNtcy3UF9Mks0flSuTuMinGQc59B9McVJcILAWzgI15cRid5nAcxhs7QueN2OSTk84GOSd3GLeok5LYtvZC301Lsxlrcw+YJmhwr7gehPvsUf8CNYmjp5ltFF1LzMn5sorT1m5nax0+0knlkWK2ErK0hI3yMXJx64ZRWTpcrw2iSx8OkrOp9wwI/lTsuV2Yru6udReXVxD4j1GKyt915JK8UMrcNCASCQOmcDr2war28SXlt9it5SsD3MUKzMpxjDfMfdmbIHU8VY1zxHbalPdz6fpZsJb45u5Xm8xmzjckfACIT17npwMg87tYsCu7cEyu3OQR3GO9R7OMVYrmb1saFjYtdXEcYQybphCFDYPcknuAFUmnwWtpc3V3NHLMunWweUTeWGbaP9WCDxliV4PrVa3vr20vY9RgncXisWWcgElj1zkYOcnI75qSS/1LLpLKEWSLb5IhRYwuQwwgGByAc4zx1osu4NvaxXENrc2TwmF5L7aGQJuLFgy9ADjaF3E8E/SumFihvEuba1At/JlkD7mYh1jbcOuOGx+BFcrHql3pjymzlELTgQySBQW2EjcFY8rkcEjkjiuysNdk0yG+tUjjkinDIyyD7uRgsvocce9Kor217kptXMO50iTzLG1s4ZpriS1SZ0Vc/3icD0AArPa0uFs0vWiYW8snlpIejMFycVtXXiLUIlgWzkS2eONIzPCCJWRGLKhbP3QT0AGcDOcVjnV7t57t5UtJln2jyXgHlx7c7digjbjLdP7xznNVGKtuHM+xMNKle0kly3nRWwuWhEZO2InAYt0GRkgegz6VX3Wy6cpZUSZidjuCN/I5DdMAZBGOpHNWH8R6s8Sh5LUps2yR/ZU2y4TYvmDGHwoAGeBjpWXPJNdXP2i6maWVgPmPYdgAOAB6DAq+WK63BOT6C2ml3cktzcxxiWFYvmeJ1cL8w64Jx+NLJlVweob+tWYtfW1W6sNIsRaJNDsuLmR98865Hyk8BEyM7VHPcmqjsShLHJz/WqqKzJg73IW7n/AGhTM/e+tOPXH+0KjJ5b60igyMVWlBVOfWpiahuD8tUhPYkTofoKVTyP89qavDfVRQD8w/z2pgSK2Qn0pWPWokPCfSnk8fUgUrB0J843fnUNq2NVH/XMj9afn5j9P61Dbn/iYM3ohP8A48KIrcGzSVztHPfFKWLFwTUbdDjtmgth25rGxYq8x+/FarXun6jp9kt7LLb3dqggYJDuE8YztwR0bHHPFY6n92B7ilkY+X8v3s8frQ43C9i1qFyb2eWdlVTIxIVeigAAAfQACqenEfYRyOXk7+4rTe+tNswNsxTKBQOC6IuADnOMnBOPQ+tPi1aOWOWWBXRLiZ2lUoowCqqwwODyXPYZwcVVrRsJ7kTRPIoZRlR/jTLW7+xzLKsSSMihl3MRtIOc8flWn/b82JUZQUdT5akBgDvUrnPYAHA6fnVKHUIUgEUqsxCSShwikiU5Aye67efqBWav1GINUm2MpAYFQuBKy7cKR8p7H5mOfUmq89y91OZn+8zbcbi2ABgDJ5PAFXv7ThNxM+GkjUxm3Qx/KoVuMg9OOoHBNQ/boPtTyrExtT5iqjKNzBt3XHQknt0GMdKoDG1EjCYPJcfzraMzPKxXncu6q93qMLpaJcNI8ceHkiRdgkkLcZ/h2gkds4XFbSa5FDdTukTDzt7OWRSM4VcFRwRzIfrggU5p2VhJ6sxJHJK5qHoxPvUtzcNcztO4ALuxIAxjJzioQwJ/CkhiE5GO1NJ4/Cgn5fwpOqj6UwKsHN/MP+mX/s1XW4Rv97H61Rtz/p0p/wCmQ/8AQhVyRuXH+3Wk9yI7ELHDZ9CKYT8zfWlc8fiKaTw31oQDOpI9qinOY8+1PJ+f8KhkP7rH0q0JkhbJH+7QD0/z2pjHDfhS56UwHIeF/GpM8qPfNQxnhfxqTPzj2FJoESg8k+4FRwZF4/8A1xY/qKcp+Ue+TTIT/prgf88G/mKS6gy9uw7e9JnLD6U0nL/UCkJwwPv/AErOxQ9T8q/hSk9PqKYDjFDHj8qLDHufkpNO/wCPJfrJ/wChUjn5aNNP+iR59ZP/AEKnb3WLqWd33foKiz8w/wBw04nhSPQfzqPP7xf91hUIZIGwpPtSE4VF9wf0ph/1Z+mKUklj7CgCren5U/30/nWlI2JD/vsKy74/LH/10X+daMx+d/aWra0QluyNzwfwNNyNxoY/KaaDwx/z0qRin7o+lNB+X8KN2BTAfkB9qdguQwH/AEub/rkv/oQqy55b61UgP+ly/wDXNf8A0KrDn5j9RWktyERSHg/hSE9R702Q/KfoKQnLN9aAEY4DH0qJ/uj2pScrj1NMlPysapIR1b/DjxkTx4cvunov/wAVR/wrnxnkf8U5fdfRf/iq+s8D2owPaur2KOT6xLsfJifDjxkB/wAi5fd+y/8AxVP/AOFdeMef+Kcvsnjov/xVfWGBRgUexQvby7Hyl/wrrxjx/wAU7e/kv+NNg+HfjFbt3bw7ehTGyjhev519X8UYFHsYj9vLsfLB+H3i/Kn/AIR+96Y6L/jSN8PfGBGP+EfvfyX/ABr6Z1WG9ntQljOIZd4DOR/CeCRweRnI9xWetprxlti15CEwhnVfUk7wvy9AMY+pzU/V4h9Yl2PncfD7xfx/xT9719F/xpR8PfF2f+RfvO3Zf8a+ira31tPO+1XcTh0Ij2EAo3IzyvOAqn6s3YCo00/WEJnF0qzMqBl35U4VvUdc7efrS+rxH9Yl2Pnlvh94vKEf8I9e5+i/40ll8PfF8Vuiv4fvAQX4wvc/WvoY6fq7XJnNyVYybwomJRRhwBjHOMoT64/GgWWt/ZT5l8fNCcBSBltw6nHTGfpmn9XjawvrEr3sfPv/AAr/AMWgf8gC96ei/wCNNb4f+Liyn/hH7z+Lsv8AjX0KLPWUkzHcgBpi7bpNwGdvYrnaAGGOOoNPt7LVUvIbiWdGCxlJlL5LtkkEHbgL7Y/HjlfV49x/WZdj53Hw/wDF3y/8U/e9R2X/ABp3/Cv/ABdz/wASC85Pov8AjX0PPa6y3mmK5VGL5X5xgLg7QBt4wcZ/vY7dKfDZ6sl0JJL0Om/JTjbt3PkAbf7uzHPUGj6vEPrMux813fw78YSeXt8PXpwwJ4X1+tXpvAHixjJjQL3lsjhf8a+k47ecXFy01yZYZSvlxFAvlDGCARycnnnpWbFo80SWhOC0RklkAncZY52oD/dGep/uim8PHuL6xLsfPLfD/wAXZGPD97+S/wCNMHw+8XhMf8I/e857L/jX0Lb6ZqiPYM0qrHE7NLCZnP3gwwD3AyuAenJot9O1FUsleMZhjcOwu2yx52qeORyMnr09KX1eI/rMux89f8K98X8f8U/e/kv+NMHw88XjH/FPXv5L/jX0Muk37W9qpd4pEMhkdLgnaGDfKuRyBkYye3NaekWtza2RjunV3LsygEkIpPC5PJxT+rxF9Yl2PmGL4deMVuJGPh29wUAHC+v1qZvh54vLZHh+97dl/wAa+qdo9qMCn7CILES7Hyg/w68YlWA8O33T0X/4qmn4deM+f+KcvvyX/wCKr6xwPWjA9qPYxF7eXY+S/wDhW/jPj/im77gei/8AxVMf4a+M2Uj/AIRy+59l/wDiq+t8D2owPan7JB7eXY//2Q=="
Relay a brief, clear account of the picture shown.
christmas sock and candy canes on a brown wooden background.
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"
Present a compact description of the photo's key features.
english civil parish: rally car taking part.
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"
Provide a brief description of the given image.
gold star with a flag
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"
Create a compact narrative representing the image presented.
example of a classic kitchen design with wood countertops, white cabinets and paneled appliances
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"
Relay a brief, clear account of the picture shown.
teenage girl riding her bike in summertime down the main street
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"
Present a compact description of the photo's key features.
world milk day cow, milk pouring from a bottle in glass, splashes, silhouettes on background.
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"
Render a clear and concise summary of the photo.
a pan of beef with tongs in it.
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"
Present a compact description of the photo's key features.
actor and her professional partner perform musical genre in the final
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"
Create a compact narrative representing the image presented.
profile image of cute boy and night sky background.
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"
Write a terse but informative summary of the picture.
stylish geometric texture in the form of chevron.
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"
Describe the image concisely.
actor attends the unveiling ceremony of his wax figure.
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"
Create a compact narrative representing the image presented.
the trunk of a saguaro cactus has folds on it.
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"
Give a short and clear explanation of the subsequent image.
picture of border crossing: the track passed through some great villages
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"
Summarize the visual content of the image.
comedian and his guest arrive at the world premiere
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"
Give a short and clear explanation of the subsequent image.
4k happy close group of mixed ethnicity friends in natural outdoor setting.
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"
Give a short and clear explanation of the subsequent image.
post bed with canopy ways to dress a-poster bed
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"
Describe the image concisely.
violinist dines with his family
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"
Render a clear and concise summary of the photo.
wind farm with a covering of snow on the hills.
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"
Share a concise interpretation of the image provided.
biological genus - i wish these would grow good in my alkaline soil
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"
Render a clear and concise summary of the photo.
worlds best boyfriend yellow diamond sign isolated on a white background
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"
Offer a succinct explanation of the picture presented.
ground floor: the open plan living area flows out onto the private deck with hot tub
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"
Create a compact narrative representing the image presented.
rough - sketch diagram of a crime scene
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"
Provide a brief description of the given image.
green bamboo leaves on a white background
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"
Provide a brief description of the given image.
tigers, like children and dogs, can be taught to modify their behavior through the skilled application of reward
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"
Describe the image concisely.
floating paper lanterns at the festival
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c5fsegrXUu1xPEystqy8lf4TjBUe/Qg/0pe0aQrHaXvwzvrmVbhJ4BK4w43sAPwxSj4WyqjMZCWPZJlx+GUr1ILlVxjinlEZSG5FdHIhXZ4xP8PtUhhlC2N9jGd8bRN/JgayptF1C3tlQW98jbuhts4/AGvZtQ03T0tJZJllUHqUlfJPtg1h/8I7HabWhvL2JMZXMxbr9frWbgkxpnmcOh3YEYm1KERuu6Tzo23IcnIwfqeTimhttxPHCscgzlAV+Ruex/AflXfXVjcbIp49R88SSMit5KnOfTseneodPe+tJPstxKrvvzGj245PoDjHT04xXNycsryl+BVylomkz/ZXuJogDNKRHHnIOf6YGT7Z9a0tXVbe0aMNluhPfP+c10flAkyIAIk+RFH8WP6Z/lXK69KJEbDE4JHbrW0lYuJy0Cf6Q78YVS2ap2MgCGAcx+WCGB6dT/X9a1LCPz5nTpvwnsc1hR2dxa311ZxnEi7lQZ4yR8v4VCLK+oXrnUreyikZVXEsgUA5Y9M/h/Ortpc3S6Np63KlZJfMkwE5OZX9PYVzegwS3mpxgHdPO4AJPVia7+8s1s49PsCzO0MBBJjKbmDncOfqaJLQlmYL1wqNk4AJAIGfyqZdbniEqmcgyKC4APUgkHIHuaWeCATNsH3SRzz/nrU8ccCxyuEAY4AB6EY/x/rXOtyRl3fzRsg3ibNsUJYfdDHoT3IzUkOqFnEktmsXkIcrGMfNn37+3vVW/nSSRmYB38tQDj3xn9Ku6baW04kikAZVUs+RnLbWOCfTH6mqhdiZQn1Yzx+Y8EqysMsxPGcEYwPwqG2nje0ExUCQgMmBnrkH/ABqa8eGISiKJE2xgAj8Af61VsJA0JjChw2Qc9QOD/QVTs9QL3yxwq5f5FQE5OMt3Gaz/ADftUohjVvk46cc9O9XLi0N75btcxQoVPylWGAO+AMe1KNFlhCTR31kqEt5fmSEDA74I747+1KMAMe4QrCYWaZjgBnVc+/PP0qCNTbWTPdzNaksoBWLLOBnIGT056mtCbTJUt3Y3tkwXlilwCSNuflHeuS1PUnvTljgKoCAdlFe1l+DpVXKdXaP4s5cRUcbKO7O6Hihn0ZBBLNLbwwrAfKChkPTlTxggdvWl07VTJAuLeTgHaWTDMPYCvPrC+vNPdpLVxl12sjLuVh7iry65qbSiVZEgKgbPJyCPTB7VVTL6jqWgtGdUMbBU/e3Rd/0xo5riWzaKUt8y4IbP49smqHnybyX+QDqGGOM1vx+KL27uYfNlf7QnMbmRvmI5wef5VcbxVqD3Lq5cEgkDex57DmuXFYWeGnyzW5lTqxqrmTOKNxI7xxxyxkHgYbBH1rpNPuUe5mQldsnzEFsgHBHB9cg/rVqPxPdtNEuxAJBhWIGM+nTpn9DUs+ryPH+8tkz8pKqq5/HiuGdnpY0sfQAOBkkZHrxQZFeHIOQy8A+4qHztq7ypyOQB3rOR/wDQLmJJJC8QZldGxwckECu65BYvEt7/AEsWUzDM6BVAYgkgZH6isaB47zRZ7O+t4Xlij+dUbKFxnlf4uoBrSTYtkiXQG+VlEpJxuOOfoAcD2rkQ09jrjlPnGoW8kglbgbgeNxH8WFxgdaxm2mtBmvo9wsOk2Nq4ZpUEcxby9nDNg5HbBJH0xV82okulMrSIIsMjA8MSc/yyv41j6TJcXHh5LuSYvIYgApbIGCGP8hjr096k8U3l1a6BqE0HmKpGVaLgjYwP/jwBHH9aI/Ddgat7J5UBRF+cDbgt3+tcTqhGRGo4H3hkk++a2J7mS5tRdbVkSRBIjJzuVhkcfjXOTDc7B4ZIz1O7jI7kVnJmyIbAKZlR/lEkgTK8cmqMbJ/a0cUmUuo28qRSD1B4bPvmieCadtkTHfEd5wDnJ4FSRXEF7eWr3HmW2pxEI4ZDiYDjr6/WoGcJpwnt9QFxbysrQlmG04O4dMfjivR9JW8v/C32wzGV5jmOSXna2SoUj73Xn3968/sImiuZ4pMoYpNpyMkHJHNdxbEWlhDKLUh06iCMs+AAucDnqQf5VpzK3KKotmLp9rfXBWS8EHmh1LfZvu7MD16HkcVoxWLT37fIOV2qqDhTjjr3rS8PRpdq0pTaknlbCylTtLIoyDyPunj61fgBHiJSVKI21XGer7T/AE5oUFuzI4iO2R5FjKF0dVPIOcDccfXK1swaQlp5kD7jM9/5IUHqxQ9fUZpt5AbPV2g2GVzbPwW46N8w9+DWq6wPeS3UTKxW7KqydCcKRx0zgNmmo2Gclf6cwuboJlwnJyvQ5A5NUEtxbxbMFWcZPtxxXUyJFJaytLGN7T9cYyd6Bqx7qGOa8skaRQk8oOccAHIGPb5aylG7Hcsy2LCyt1SSQt5AaTGDy3IA75xj862tV8OvJpFi/nkvhiSyggfIc4qlo8+5DsRSqRrE5BzkqODnHHJP6V3d4gFrp8bIQVdo+x+bYwzW0Iolnh2qAWVtPG77JXVo0DEDnoT+ArkntbqWSMJbTOG+4UjYhh7YHNenaza6Ra6xNeXcMUj72SISDKkBsk47HNTyeNfJiCq4RFHAXgAV10sZ7Gl7KMet2OOFVSXO5HOaL4H1ZrWK6l0meWdgDHDLiJFH95y36DHvUOp+HzYhob7Tm0uUkGORpvMiYndgA9s4PPbjpXQW3jxbh5BHLIVTAaQcqpPvVTxNqGo61pIhtoJLiFnzujXcPlG9jjsQvOR2yK6aOPqyqJSRFXCUowbTOGuhLbXAV1aKWM/dbgg11moafPIIb0EeRdRq4kUk7c8gkdsHNcveQz319aRwRPLcXCRkIvJZiOf5Zr2PSfC08Hha0tbyaP7TGCwERJOCxIHPB4OMfrWuZTjUir7/APAObDU5K9tjgxpkkunyjy1Dh90e08DPXA/Dj64qV4LpnG6LJMZj6ZXI7/r+tddPpkMa4jhMQUjd8oGBxjPt/L+UV5o3kNI4LhH+6GbgP1xn1ODj6V884u51npAk2ovzdBnCjkVmS3Cw619wpA6tvwvf8+hz+lTrnyipLICvBzjj161m36SPbsjZLFCpZep9MehIyPqa7pEFqaRbiGKN+I4Y3lZyfvNjp9Burl9XvPM8Pi9uwqktvhGwlk7ZGPujLkE+569taVvtWlQwxuTLcFIwFJAIzubP4dfpWdq1tJN4TkVRMY4VEYETfMyKSXB6den41lNNpoZW8LX1y/h29tZZcPGpKibcpUFSy4GPTv8A41c8UajKdEnKxwlLdMhod7KScAckYzz39fesfRPs1pDdx2DSuphMSOz5Z2K5JJ6fdGMdPkrb8ZX9qvg1DKsm26G1F5DF9pYbsjpxn6dO1TS1Vr7Azn/CuqxXXh2OzyrSWLeXgORhOq/pkfhVy7knmdTCmYhzgtySOue9eUQard6Re/aLVhhhtdMnDr6H/PFej6H4usNSttoUtKgzJG5/eDHcAdfrVVYNSuXTldEV0b6zee5syY5JCiExnOQMnp9c1LCmrXMTXerTKwjwY4tgG33J6k4zUGgeII9Q8Xaxb5YwCKIRlsEgqxB/MsR+FXde12zSGTT7WaN7kEGVR820ZHyn3PpWMk0mW3ocRKhXWLl15R5VkyT1OD/Wu402T7R9ijCiR5ZSTkjsAD9BiuN1K4QXVtaRgtM8QkfbggYdhz6Hv+NdnpssVnNZqoPyTM2/dnG9VOMduM8+1KntqOXwo39FnJsfNZipfLEnjaVdiP51PaMtxLdzffVLiNo8DJOVGfwBP61jafm80zyWctarK7PJHgBjjhB7c5JP9eNoyx2j6yfliUxJIpPAEiop2+3JIroT0MjH1ySODXEuM/PDE+8dCAXb/wCKFWLRoGkRhKHQ3ZmbC5AyjAcdMH/D3qhrkS3PiOQh9r3CqJCepBjx/MKfxqLStSjSw06WWNVTzEVlBIIA2vk+oIdufSlfUZY1l103RbicoHCPKGQ57TKe3tUGrWSXNvpmtWdusdtJbPGYCeI5ADgD2IJI/GqOpyx3Xhm7g8wFBPLgfeLbtpyPSt7wxZX9/wCFb6ylRlxGSiAA/OvzKV7gnkfjWb1GrWMvwzcCGxurVNuXlXcTjJHXgd+h/OvRNQNxts4/3byB32kZA+638sj868m0m/RdehaTfHDvkLqRwCc8fUV6tps0cujWN0xy/njeA2Tg7xj9aum7olnB6lZLc/8ACQqYw0iohCuQShO5uvOT/ntXjE4ldYxJK7BhnBPGK+g4YvP1vxI3VXu7dM46ZXbj+v414FcACcqOQgCAg+leng6cZxldGFWTTVjWsLqaz0k+UlpPAVUzKPlkjIdgoPc+uRngjNdHpXiyzFsLW3gkgmMEkSDIIZ2UAZPpwfQY61xNrdC0kL+TDKGQoRKm4DPcehGOD/MZq1JqQAYxwRec7F52kiQgtzjYAo2rg9OmQD7V0zoxXQzU2a/hT7b9rvNUtbWSVLbCu8a7/KDZAOByR8vsPXivRNBmudbulkjkb7LCd0z78kHrgt3Y9TjgVF8ErQrpWrXRU4e6VF5wTtXn/wBCrv8AVrd9O/0u1tlmhwEmgjTtzzgfXnv0rzMSr1G2dlKo4w5UUbzR4J4dwkDBjwwYtjPb35Pb8uKp3OntfaS25WV0Dce/X68889etakczLPpyOD5U5Zopg3GccDI9RnAPWlnbEs8TsUhZDiReA4zgE/7p9OufasbJkldTgMqoSGOMj+VKQHjdNoA7fXt+tZtrdJcxA+cWRgArIP1PPX69MGpjcLGnmXGFhVdrP/XocfWtW0ldki6fKXuFMYKhYlI3KflJ4I/JQPxqK4nk07SrqS1tjOsUsgeBRlmy3UH6HvUdncBNUuUZmw2CnG75euR+oq6ZX2XAEHmOXJ8reAzAgE/5681L2uM4C2uYptkceoPNJI7SeYU2gKV6cjtnaf61c8duLHTdNslUS7fNknYMeNoQn6Z4GPT8qolil0GijMEbBlK4HyAdvYjd07e2KveLbyJ/B12kIG6ALAWZeW3HJI787c//AKq48PK8teo3seUvGjNlwcnnA6Cs074LgSwu0bIch1YgqfXNa3qDxjoazLxSN+eAVz1r056mURLDUL20+0SW1zJE9ypSV1PzMpOTz1HPpXSaAojjmLgElAefrmuYtU3bQBknpXT6ShZpFLFWSIkDGcnIGKwqK1OTRd9TantoYzJdlka6W4kjlCdNhG5cD06c+5qWwWS5uXjd5Y43hZ1Ckc/KOCemByfXHFZ14zTXDOwErTRPBGinad3AyRjt1/wq3JfQQQKYWUIkbREKMBm2gbvpj+ZrlbTSZ02tCx1VtOkehxwoWbdcMSxbqNmemcbgR09DV68eOb7RaSynZf2kBDBlzkc+wB6/nXHw3wSNbiIOsYYny0bGWOFB4+v6n1rSmvppFiEkiGXyjMjMB8gEhBGfTn+VS5XRmWdZvw2r2FxCI1CLs2gHBZcL19iorHa+8ufzYNwtkCJLDkjnGB9M4FUby5WaJi6PKkLkgyNgkMQfXrgfpSoSkBt4txkL7XJfrwCCD9MUczaCxfSRRa3yxtGoYqm0jqCMZz+Ar2rRnSLw9HcSR4zaK7Y4J+XrXk+leF7Z999qur2sVjGQ8iQzrJI2OQODgH8a1/EvxHgu9Law0OKaFJAEeRwA2wcbRzx0A+lEZOC1JucMZgk0LMq4WRWx2xkAk13Ftr4sLW1tPM8yHzg4YN/rFViNuc+rZ/yK84neR54nRwDjO1scjGM++D2rSt755lUPyAFyxGCcEdx1PXnrxRCVkB0fiHX5tIm15QABeQxGNl4IlXaDwe2D29PrXkxGBx+ddX4u1Ga7YIVVUdww44OBt/DnPHvXItw3zA+9fQ4RKNFPuclV3lYJG+XFPVvNQDCj5duQOp96i8zng9RimxSeVJhuVNbcyctdibO2h9AfCm7tYfA8IKMJUuZBIAuckkHd+RFegrfWjKEW5jUj+8en4GvE/BviC6sPCkkVoglaCRiwYgKd3IJ79scelWJPGevqQzMj/MAyrbKMfQn+teJiZuFWUbHdShzQTPT7+DyWkNvL5lpMxee3jAZlOMhkx7gNx83cZ6Vzz3Im0mGK2czRWsm6dSwXzQ5wOeMEHqOMEcgVxWmeMb0+JoWupn2SMEaL7qjjG4+4z19DXd+L7W1XSJPshaK6uAYmlh6uMFm3DPI9T171hGSkmwas7FASrbypdRqWt2JEpyRtPZh689fz9au3apPpl0u5ElaM5OQSMf0qoP8AQo5IYkGdhC+YdxY49uW/l71nac01tataT28ZlVGMbDI3DnjBPBGe9bN/ZfUggkkuINUt7R2aGJnKsyuCdgJPbv0/MV0CWEE08zPbm5cororuQM7SMHngcDPFczqyySX8d1EyJJMqHG/n7qjO31/+uO1bmkXV28SNMpmmMWRDt8sHByASeDkEc+9c0ZLncZIZysOmeaWkMqqAXDRIT8vsST0z/k0nia1SbTri0tY2ZEUlACzlnBHXP+8alM2LobYvKmZ2SUFtpDHgn05x6dql1bJOYkdZ1ibcd3DnORkD2B49xXOnyxTW6Y+hw9z4fh02wN1qF6XZjtSK1wxyRkElu30FczcK4tpBgHK5yB+da0y3t9GLm55UMUjJwCe5AHXHvVN4TNKIFHzFTxn2r0qfPGDlOV3+Bl1sipZLuxiugs3MUsncrAWKn+LkYH6Vz+nzeTIN0ZfBwQDjmuhU/v3OMAxAH25BrVq9NhtJFmOVZLhWkYYhB+rFun15xSwsi2kRkDMWnXzMAZ45AH/j1QCMB7jHGEDKxz9c/wCHSi0t3vJZIyXCMwkLr2I46fTNeSn2Ny/Ddiw1JxDuI35UAlQORjpSJqbTarB0KBTE8eOdrHkH17UySyt55WeVmZu2z5h/MVC1isNyZk3NnAYuemfTk1pFO2oE15emUAOyvIYgGJPzZ6Z/p+dZ0tyIrfavG0ruHrjoamulMTlxtDgksrD7voD7+1ZzJhMM+7ewUR+3PJP40J3Ea8siSRo/GW+X8fX8RioFcggA5JwDUjwvEU3btwVX45BBHH6fyqqp3AFSQMDH0rmIZeRVKK7k4UE9OAc8fyqa4mZxiN8K6jgDHXA4/Gq3mn7OU3AAkcevrRdXRVomQsDjbg+nerjJ6IqJpR6f/aFrOJCFgjjCqT1LE5A9fX8q5nU9LeyYLE7FWGCM8V1+iSoukyn/AJaPLyS2SOOcenpWddZe6YKSCeoxkGvTpSlGN0wkk3qchPZywJvcADtg9aW2s5bwhY4XY5+mPxrqxpKMN86IO/C44qxGbW2ACmNBn78n9B3rqjXnHsZuCYvhrQ760kkikuUgt50wxDlicc7ce9Wr/QyhklfWEiRWCgyq2B688A/41chkUwjLb1yD3H+FaUnhSCW733DTXCFdx3KCB7cd65cQ/aT5mjWnG0bI4y6sYPPga31KGdiQp8sHPrwO/fivQrPV9Ku7K3juLyGH7MmIonVoNvGMqeT69D3NOstA06zPnw26IwIHT5uDnIz0/wDrVqvbQXVvtkiRuekg3EntgmueMUti+VCBIUhBJKOwyUUk5+pHJrG1wCDymRTDLuEisA3zY45J7j+VaDXCwW7SrLvVBlo4yPxBIH/1qzbvWY7qxZpCGidsRoOHUg8NntxnjqaqvJcri3qZJGFdX0UiwsI494jYSDYOWz1JJ5Jx9BxU9jq0ySRzRy+a8ZVRhfvRkYweeg4Nc9qc/lXUIAIWRss2QQc4I/Ecjmr9lFs22ymOQozM+ceYV7fge/pXnyclqU0WLi58y4VwShbMhb057E9qo6nrKQ3ctqspkd0IRSMBMHPGeueox60l3bvLcFsbbfadzI/Unnj6Yxx61mX6wXBkvIjieEiXG4AqhG0DjqRweO5NaUoxbSez/UHsZc2qPdXJaU7TG2VyACoPXJxk021ilW7ui67yEB3Z6Z/xq22njU9SaaW4yHjV5GZl3HAHTB5PHtUtzPbWlp9mso0YlcSPcgCU4OQAR0H4Cu2cl7PkS/4BCWpiXhhXW5vLBCM+Rxjr7VtzRXCndMqqpQjaORjGf6Vz16MTIxjEZK4YKcjite2vS8NvDLJuRHGCevJHeulP92/QiS1Fa8cQuyncZE4APy9uOal068ludRiDkvAqsSFOAOOPw/nVC7VWs4wZJhcxzFHDcKo6g/Xikt7ksswiQ4ICD5eff9BXnpWibHSQvHG+FJU/XrVl5o4p2dW2h0yEA6EA1gWuoMpmyoZfM4z2J9KurcCRml+/uXuO/wDhUS+HlKViCO0NzKFD7XYgDJyfritK80i3tJJFkeZymAzBQMk/WswuyhVUklX3b9vUVJfam13KPKUpGwCsW53fTNUkwJblmRw6htscYRc4IKke1Z1uw2NgZGSP1/8Ar1ZkniEPlxAJuPPcgVVjBksZoipByegyQQDyfbANYWM2PILS+V0fgc8dv/r1aYhlyEQyBercAKO+c8VSF0BJGJQQoX5SDyBwO9aemW0+p6xb2aTyiGeUB5oepXqW54Axn8eKqMXcIrU6KG0t9N0SJUuj5wBedMZO84GAcdAMdOpzWdAqwmS7vCq5+7u4q/4nvXgu5LezXjeSgCk8E9TnisGOwnupPNvHZ29zXprRWQ7dyHV9UuLq1lFnGwjAPzfxNx6egxWfYTz24SWS0t5VYYYtu3EfXPFdTp8CtfsgjEkMcZV1zjO4c/kB+tZNpHE3m2JO4RsRG3qM0r3dhtaGxZSJKg8vcuR9xzyPx6Gu10mJnsoZUCs2zI453evXj0rzqzZo0MbY3IT1OOleheF71pdH4kUOkhA+UZAPPU/XOKU9hw3NXY0rkhlLY6K3JFTFlDkMAGI4G4Zx9KiDRD5mj3nowA6+vb8anl8vyl2xuFxgFm+UkngfMOOayNDBaZWs55zfQhUUhlUAZOOnXmvNpNTl8mYfNHJFLlMHPHUY9Tn9K7XU9Gihtp5rWOOX9ztS3KltvU5BzwenHtXlTyF559wJfceAdv4Z/wA9K56ic/iMmrGuQb5CIZiJCBMvuSOo9+ladkTGXcsVmkOxcjHGev0/xrL0kwTXOJbgowRVTGCTz0z2PXpWnHZ3FmY0eOQAB2U/U5UD17E1k2l7vUZqX1wV2PHiNUKkALwM5Jz3A4NYk2qBIpo47TaJVJc4UEnGQCMdORWu5t5hCLyWR4xlSB0JIx+HeqV3KfsL2VvJClvGmXZ0IIBxj5iD2Ip0rcyVhS2OdF2FQzNDHHcJhcxjBfJ9OmRjqKuDQJFuHE9ykcj5ZWKnnrjn3YbfzPSsKaKRLdjwMybSV+lbUF5cC2MPlRhlVVPBZnG0nr7c/ma76qklaBMTFvEKrFnqF9Pen2shUHH3iMqSM4I5q5dRK1mzvE52j/WHPXHr06YGKpWjH7XEoHJ4x+FXTbdPUT3NG+hLh94k3GUM/wAuMEgnHp7/AJVYtma3sY41jVRMS5YNz1wB7DrV1JIpbS6VY1ZlRGyx7YxwMen9agWJp/JRE2gBQxPUZNcPNeJoMubUFRulUtJlvu8AenH0qO1VZEZVcZ9Rx/nmpZTiYhhhkOwgdBjioppFSVQAQO2BzSTYyaCzdpmjlJBUHCg/eIBPGKhW2kjQs6tlhwPx69PxxUjuZThFwenPbPX/ABqx5CIolPzMx5Hvjsf1q7uwFWVt8gjji+VFCszHG4+n5n8qbas0YWVmG6WRdwHB287SafGjwy7mAcZ+Un+HjsM1CtrPPKnlK8hcbflOACOmM/Spad7CaKsaxtgy4EjNtJxnZxgH3GRyO2a3vCt4kOvIGdYxDA5wWxuc8f1/Sn6VoMcsG29gkwjYkjAKk9O5+tctr0aw65dxJyschQEnJIHArroU1K/oJvlszuI7q6vdZEbYKMfnB5wPUHtWu+jXT2j3FqnmKpI2sNhOO4zww+lZXhHSBaaSsrxmeab52ABIUdgT9OcD19K9BhEvkBSwz0w2Nq+2B3x2qeZx0NWufU5XQ9EtU04XN/DLJdXGWMPOFGeM9ugzya4uWSH/AISy/iluUsx9pbySy/IOfunb0HvXrEzRw7i4wCNxCtluvYe3FeIeKpFk8SagyhjvmLZbrWtFczdyKnupHoEel2txKEbWtM3vgEI7Ek/TFdLpWkjSfNj+0xzPJtbhMAYOAOevWuY8BaDcxWSXl6spmlx5KupJjj9RjkE9vb613oniiQhdrEOyFmGOvb0OfWplLoNLqOW5Z4kw6tkY3425/wAcfhT/ADLoBH+ZuMlhyp59BUsTwOhdpF4OGCPyvPfuKsTRQG3yxRsEL82BgnuSOfXrWZZ5zJrEunRsN/2m4XdvnZNm1hycHHXt7Vha3ZWerwBspHdN+8DRKNpJGAGwMkn1/nV/VDNAsqtNHcROm2NB8w2nq3sPr3/OsJ7p7ZAkau4wC2SAM/WvNVTmlzRdzFvUoabZm1uslj5kSlegIOOuPWt5JpLm3bMhlcMUDNnCjjnjrVXQ7e6vF+1eXHLbBiZEP3gM8/yPf19q1rezt3t4yZiWEpUoh7E4HHf/ADmtKkeaSbC12ZU8zmSVI3ZposvtV8eZxyCeOwouJWbRvMkfEQUN5ZIAUj36sSf5VrWrWwvyk8SSGKJtgA4OCOv4VLdWdtPJKIEQtJkx/J8vXnpnjBxRGUY2l2B6o86is7u6jjlRJPvvIWUdMY5z7Yr1jwT4UWXR2ubm4mja8G9xG20kEEcnvnH60mg+Hra2vvtV7EJXaQiGM/Om/BydvU475H4V3M7y21um4DJYKABzk+3pXW6vtVotCowtqzxrxlbvo92mm7JItPADCMc7lz1yD82ensapW2hHWtRjfT7KRbdwPkhUkKNpILH1yAOteh31vaXev2tnfxx3VqJtgjkGQC3Q49RnB9cD0ro717fR9MLwWcSwJ97DbAB/sgcE8fpRGVrW6CcNbnC6V4Av5jBJc3cMACDMQUuyn35AP5mn6r4Rm0JLm+TUDcl1z5Zj2vjrkcnPSugvfF+nafDbyQJJLJMhbYpA8v2b0NcDfajdXVx9skkJmLhnKEgYz90egxU2T0ZVig0bYY7X3sOjfzojtUllVShOWAA5LGu2hsba0L3Bkfa3ADcn3B/D+lPgtI4ZnuYoUV248wqMJx1575p8ocpzsmnx6fZpeq7q5lKCGTB3KFBzjr1NZbzxur7jgHjOeOK7S40SO78mS4HnKAfMQBUwDyBgDnPJ69vwog0CBZuYEwin5QuFXtnr1ocLhZmBbDzY0NtFEzSMAWCZYfXJ/Dg1v2ml7W8y6t0RVG0DtnPUjoD9fyrSgtYov3UMKorY68l8dvxzU8cHnMTGJFVQNzHIU8dfQke/0qrWLSKix28A2l8/ISzN1UYzn06fyzXjWpiS51WSZhj7TKXHtuavVfEN8ttp0aSIFE0m0spydvU+3OK4KKGKfWYpJnxGj7sAe+R0r0aEFGhKozmqO9RRPUYN9rEltBuPlRgLlTjp6jpT1nXcHYbiF+VgpI6npjrWILiVmG4ll6K4GRnkgEf3cc/pmtiz1OW4jVDFtUckFSp/z+FcB0plh5yUEAyhKA7gP1HvXk/ivSJYPEdy8rkLO3nRSEZDA88+4r037QlvLLvIUkEZDcZOOe3b865fxHYXGr7JLdXKIuEUL3HbHrxWtKfJLXYzqR5kWvCusy3FhHDcTuksfG5DxIp6ZH8/wrqxFKZXOwsvGASRgY/WvKNI1mbR1lhSKLzGOMyJll9QK9O0DV5JbCAXcbLuAB2DBT2/qR2zW2JpxjaUHuRSk3ozUa1m8zzJHMSlcZz7fU4/GrsKQSxKGn5JDENwCevHHIqgb4tOscMYDrwS2cH0A9eK1InjnaETGNX25yhbpj/PBrkNzyjULTybSW5hkieJ5NolLgs7Ef3fTkVTcNFBhosRNhyzkA/174/PFat/daa8RMfkxXBZrgxrukCu+MjJxjAGePWs6e5t7mKN70ysjBXMMQxtAIHJwOM+leXpexzNdDZ0660600FLcwXKRlSWkYj94x6kYP8A+rFY6xPG4YyOqeZuZlXcEYNwT3xzUsl+k93G9qRLEB9yVuQVGST74NWtOXz7bZaXDRvI7Rlo1+b5gGA7+hHHpXTJqTSNFroZM0zRXsbBxGJDIpkKnb1+9+oBA6fjXUaHoF7qMqyXKTQpgHagxu+pzgdjiuo0vw3Z6ZFAzwwFwclm4IOOSM9B7VPqurtpNvHPtVkd9n7sn5R3pWW7NY02Pt7GHTnM88nmXSqcMo+707n9TWZPK5nw7tIwbf5fQAAev1961ItQW4s4ZyhMk55BGQADx+OKzZtgnVvIY91OD8p5yQe/FatW0Q4K+rMSYQx6mbiR5YLkEfNkN24yOinr+VUXacxNLeXFzNPLG4YyPx0yOPQYrQ1RUmRpsj549hQKP4WHU9uGNY93FNskZPMMQG1uvAP/AOr9KqLCSM+WFbngOAWO9flwCOmauRRJAieXHuOAWYjgH2P51XSYwRKshjZ92CoHznjrWzYiKSdIXPoQB29B+tYJu4l5mnplwLm0MwfapUIIyeFA6H/P51e8v78m0E9B35+lVwU0+NUeEBpHYBiQFHpg1Zt7nzN6qWJUEruAzjgD8OvpXUtUAxgRES8aFuCzrld34ntTmkMUPlcozDIkL5A7847dRinv5kUiosaFF4+UbVPb8O1LdyiWMujiKQIB0DZ+gPbjFMCIXEIXe7yNH6su3A9fp+NUNR1mDSrcMjFZZP8AV8nJI9R1Aqs0OsyKEivIMODtkEf8RwByM/kK5XUbe8t9RjiYyXd85HmRA7ifbIHGBn2HpTSE2WmaXVrxYrq+zE5CkOowRnoMkYIPoc1t2XhO0spwFd5JHbHz9APx6/T9e9N0GyigL2L6WrST58xXbPk56Ak8dB1GK7GKyUWpTymYgA73k8wgegPXpVNu1iUr6mKuneUXhDssYXBTzOhJzjB57AVahs1DKib3UrggPgkepPbrWrHawqrRlSEdfutksw/Hn17/AMsUqQLtEbSS+Ue2O2eT+XakUYn9mxXEQIuSwUggu+Mt2IJ/wpr2AuZJCAiv5gDDOzcB35655/pWrPCzFQAqSgHYwHGO3Hc+x6Gq6JIVRVyu1cNK6hhuA6igDGbwvaNdNJsRmBwWVsAk+4rcgsTFDF9ntQgjyQowAP5Z9ORQyTqw3MsQUBmZQAPYgHHr9ORSyTTvMPnmZflICscsc91I46delIasRzRtHOrFtzbGPsM8nAGM/geBWvavdxxKqRx+UowRFgt36ZOPQ1XVzGdq2uzjorrwT7Hn09afYKrTiRhIZNoBy2T7Yx7UAf/Z"
Summarize the visual content of the image.
person holds up a fish he caught with his grandson
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"
Describe the image concisely.
it is often useful to use a polar representation of complex numbers.
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"
Relay a brief, clear account of the picture shown.
christmas festivities in the snow - covered park near the ferris wheel, with festive lights, snow and frost
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"
Write a terse but informative summary of the picture.
where players reportedly stayed ahead of friday 's season opener.
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"
Provide a brief description of the given image.
this backpack was designed for the urban adventurer.
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"
Render a clear and concise summary of the photo.
person has been selected to girls basketball team.
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"
Create a compact narrative representing the image presented.
i was asked to do actor in either leather or rubber and boots here 's a try:)
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"
Create a compact narrative representing the image presented.
children 's book illustration of what kind of flavor
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"
Describe the image concisely.
perforated metal plate on a grunge striped background photo
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"
Create a compact narrative representing the image presented.
this hoodie just arrived, but is already popular.
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"
Provide a brief description of the given image.
vinegar in the glass bottle with fresh apples isolated on white background
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"
Create a compact narrative representing the image presented.
soccer player trails soccer player in training as ethnicity looks set to leave stadium on loan
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"
Share a concise interpretation of the image provided.
watching on: the crowd stops and watches the running.
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6g+vqK5vQvD9taeJ7u+itpv7EVpFhMjYk2ZAx9ef0r0G00+31HR5bkzKtu6sEhUbiVQYDEenJ49awxThTqc8FddS4p2OdsLzUL20lvbh3Tzo3BPVZGPfj8f1rOuLiXUImjnZ5Qg++rHEgJyM+gBya2liis7Oy0kOYUlnWNY2J3Ded35ZFU2sEnmkiEqhGYsVjOAxxy4+g/rWMW5S5mrdjOSctzKj8VXVrFJpds6i3+8qY9P8A9fNVptWZNL86NUYsNgU9mzkn+VY2sWIjuWubJ2kjeQoOcnI659vetm60z7LplvbgDKIN/wDvHlv1/lXs0qVPR9xU4tyt2Kmn6oZ8pdRxyMCSpxgge1Zt/FI93PJI4Zixfk8tmtnw9o4vtW8rIB5Ck+3X+dL4u0d9GvIRIAyyISjLzkZxXXJR6Gk4Pluculv5jMpkVSwJyfzpkm0x7PKAk+8Gz/SkYMvzZ9uKR4sACNiAf4m560IwWxZS/kiSNwWLRgqmT0z1rXEumweHnEiGe/ZTGm88QlTnj1BDH8RXNqoLFJG6HAYdPrT3bYWBw+QRk9z60nTTZSZo63ZQ2yWl1AMWsoEYz94kKNzEfU1kbBk4PFaF5dzzWMdvJGFUfvFJTluMZz6cVSLLKVCLtOwZGepA5P41VNSUdRNLoLGpcNtGT/KpF8tYrhZWbdsxGo6bsj+mamsiESNgnG/LH1/+sOKguVPmSOcAFuRVNu5HM0yoZGQqwPI5U+mKt6fdvFtBBEckw3vj7x6hf60TxH+z7Z2aLOGyFGGX5uN3r7e1V7lIvMK2ksjw8MnmDDKe+ccZ9/pTdmNxO70+G4b/AFXlsTIX46j6j0IP45rlbt/sxuAyt5oco3HyqQeF/KrGn+J5LQwpKGwo2sycHbjj8c4qhe6l/aVzcsAT5rK3zd8ZyTWtTl5IpdCp2cUl0LOnssggWQ7nmcqB6DOPwrpU0MPdrJaXEkjFGY7kABxjAGD0/rXF27NbzRuOSh4rrNO1Xy5DLMwZHXbEOvzE8fQ0UoQldSCEYyWpz15F9nvpomQqwc+YD/Ko3UpDE4HyyDp6Gruot9u1CW7/AHbFpAWwcA8ckVTaeMXGxMeWuGx2z3Nc8lZ2Rk1Z2Rnyq6uQwxx/OrFttI2EAhRmo9Sb/SDg5XnFRROcPjj5cVdrxK3ienon2+ymuTARDHGh2ocbwCAwP55qPzPIvVvzExlMJiB7EelaGnf6PpUcEcwA2ENK44Yd/wBRVfyvOlXymyEBA9z3x+Iz+FfORerXT9DXoXrO5ml0kSXkBhG8bBn7yjJOB/vEVu6VP9mtZEhjZJygjWGQcDuTgdM5rG0m4lg1CdL8wzW0LiPzA3BjC7iF+pIz9K1Ly/t9KkiuVxPO8ZIOcrsK45981y1qTlePQuNrXbM2+xaXtyLza8pDHeTjY5GVYegGOBXLPfNHIsbOdyrsUZ7Vu312kkqXU8e9jtYoV+Urjjd61gTLZSWT/uAjxSbzMrdFxgL9K68L7qTmv+HMZNXFt1VpYoVAUNKAePvdyPyzW7qqiKFNwG5uQPbrWT4bsvtOqRCNiwTJwffof1rT11hJqyxKPkRSMfoP0Br06a6nRh17rZa8M2kVvuvZZPLEQxk9Mn/9VZHxBvY7mTS3glWWMI5B5GeRxjr2NdDZWUN1pN3YTtsWY/Kw6qQOCK4jxtbNY67DZeZ8gtYzG7dOc7ifqc10LU6aytSOca4WeQh9qLuzkf0qIqApyW8zgdOPf6VVYsoDY7cVOrvMHO9Uwu45PX2Hqea1seehkh+bJXavXFTFDLGpUAAnBNEis1mg3KQBg8Y55/xq+iWjaTbGJnWZiFkVu5AOSPzFD0JkrbFWeeS4dVZt7gBB2GOwqqFZSQOoODnsa0m08xsBcbzCUMgMa5JG3P8APGaqwBpQ8rYAVQMetOLVitldk1vdhNOmTAV9gHPfmpJrXdNCTks2M+h4pkcXm3aiRAMct6VPc3W+3t9pBKuwz+PFS2k7oybSloVL+PaoUADaD8oOfz96zgMISOM1bkLF23nPPJNJNuS3IGNsjAkAenSqvroU3rcpFdwPPQUqhkIZR0pwC9e2CaIjhhkZBNO4xTLlFHcHmtjSNj2kgYo2ThkfsOMEe+az2t1LMqnBC7qdbWqq8U08+yBm/ebeSgzwcd6dOaTuVTauXrdY0EjFQFPyc+mOayo5UdWix1O7P0FaOpXcctnBDFIWUDI4Awcc8/0rFVtsfU5BpSgk3qJxswlbfjGcZzRHtE218gEYOO1ICMkk4+lNjwXORkn0qugz1JLsRQzByVjgDOi9QxOOPpzWcL12aJOULMflzyfr+FVYI5b5I5luYwYycgn05wRTdNtWfVpbqWXDr8xHoT1/CvGUErsnUvT3MabLePeNp/eu5+XOSeB7jGas23meVcgk+Sh3HeeSvt6fSs93t7iRZPNKk/KQx5P+1irBunmSeK3dXVgAARySB3pO7VkJlme9gurfzUTAUDqeTx0rOW2DweXJLgMfnXb05z178VGtwD5YniWNItpZU/5a+/40+Uu8qMjYcKWRSM9Bn86qEOXRbE9TuvBdkFsJbxlACL5aZHOOpz9MmsiMC91qd/4Qkj/gBgf1ropZ4tA8E20U8ypPKioS3Hzv8x/IFRXN6QJIpbzzk2PLtgjU9QM5P8q6+VJHoU1aKRpXNx9nW4cReaLdwHjDYJ6cZ9ea868UX0suvrLMDLHFEEiSQ5O05IBPsSa6dbi5k8Q6rHbSb7RmzMGB4bqAPyFc34q06WC3068fPzxmNm/2lOf61rFWfKx1p89PQ57dhSCDnGOvepUhaRVZEbHQnHHHb8qEt5pLWWRQpWHGSTzyat2MjNZXFuyySINskaq2Aj7gCSO+QNtaN2WhxopFW87CglCckZoeYq2FI+Q8YqxOo84eVxkfNn+E88VScGOd1J7irWoGzPqK3GnWqMpZ0hWNWzjaNxyPfIxVW3kWK5ZSMqB37VHEjMluiqQJAMMfrVi3j8m4yw55J9qzaSVkE3dFyV1NwsY+Uybefqa1tettNka0jsUZHxtKNjG3sT7/AONcwGea62g5O3GfQCp1uHhuIJJGYhSFwfSqi0oONtWZLSNuo3VkRHh28bk5Ppg1TbL7RuwVByv9aJ5GnuiWPQkL+J6VIbdlid1yxXhmFGiSTKWiVyDyl2nuMYqoSwzjg1ebbHAzuPm7YPfPf8Kakaysdp2tkZJ6cii9tR7EMdwRKCx+8NppzS+Ym0dFyM1VYYAB605Sy5I6dMU2gaJZA0fG3sePan2/7wDeVGRnHrUWPlZduXYg7vzpInXCqV5LYz6CjoUthlwoSdlUYANNik2OGAzgYqSWJ2SadV/dI4Ut7nPH6Vt6LYaXqGjXEc9z9nvYEuLjJ/5aBUXYo/4FuGPfNO+g4x5tDoNJs4beVlnZIkkdVe4fOxD2/DJwapQRS3tsZgcLvG5+gJ6tz6Z4HtW9qN1BDpjhIgSQQoxwCx5P0rC0xpbx7fS7diiKskkijoxA3frXkQvO7E0tkQaral4RcIRFs2qDnO/jrWO19crGCXZE6nacEgcVrX8UP2hVCbEDFGDP154P51kasknk2shjCo0WFwew6n8etdlOOiTJ5S+2qo8ivMf3mwIgHQLu4X6YxW/o9s2pa/aRyBhlwrID9Sf5VyVjaTXsUEkm2O2SbYZiO+Nx/SvQvDliNKe41NpVkFvAZoGU5EnzMoP1+XNEopNJDjG70Mf4j6s2p+IXsInzaaeTHkdHlzl2/A8D6Vmw+Lr2KJPMiSW5jXYk7Ocqv+70z2zWHJM0pLlizuS7E9yeT+tMB3gGvTVKNkmjJ1ZczaZ6p4Xnt9T1GF7dMQ3Kylw3XzAvAP4A/nWt4v8ADgvPBVwUQmWxlMy7RyVH3v0Ofwrjvh7erDcMj8eTOkyt6Z+VgfYivbbaNJVuoHXcpxkHuCpB/ka5q8eWfN3OnDy5qbh2PlwElSjPhUzgD3pEd4JQVDbf7w6GtHxHpx0TXbzTGb/VSkKcdVPK/oRVCES4by852kED0xz+lIzvbQeCSxZidgJJzwfTNLqawpPFIibA8fIBzznrTUiklVFXMjbTgY5AHNRXCnEeWzCrFB6g4yapbjNCzT/QVkJEbKpVcdSc/wD6z+FTXClGYHqVHze2KhgSSKOPzeTtJA7+36VektBPa+fFKCDG+7zOMbQOB6nmsnrLQizk7Iz7UFIXmVcsPlIHYGnTt5xDbcAKOT64qwkLQQtuzGJYRJtP8YJ+UD6Yz+FQYTyiGbO08j9KHvcUtyrHAWkAT5iDkfWlM8lrvhZT9/JHQjjH8609Ksba+U+fcRR73JUk/MAgDMAPcE4z1K471nSlXlmLDKlcLzjGT1x3/wDr0733LtomUpRJLI5cHe3zHj1rTleG20sYTMjMOT365AFQWUcksMkgwWB/QVJPGFhbzAAwAcBhzj2q4vVoE7toxnBZcjqP5Uh5QqM8mrrCNYwV5LDHApYLUSxZYkyHG0AdPc0Ng+w6zhE1vM0h24C4bGSSDjA/PmqitJFE6OpMTHJX/aAIB/DNaFtugSVZGIIcNtK9Tzzn/PWmRqH8wSDG4k4rO9rjcrJWKqREWMpk3bWx5YHQsCM/pmmxBgpKyFTgnj34/lW1qGnXNnozPLGIxDcmBkK/Mr45Gc/pWQiZXjOQvJ9TVpt7A73NX+27l4nSQguwzv8ASoba8aG8jvUDM6AA9uf/ANQxVK0dcuZIvMDxssXONrcc/p+tWRtZGdiVbOQB9elY8qWyI2Om0zRJ7OG21jUbdL3TZkLTW4f5lB+VCT9WzXT6v4bt7ye2heyDGTTmt7QRnBQgEqW9SMde+a87a9lkt44BO6R4wV3HFSx61qESRpJczsiAqhDcjP8ALpQzVVElaxNp8X2SxkiuyyKkjAx44yDgn+VatjdyNZaijLs/clUA+7jk1n23mTwTm67fMc96b5rG4Mm4+WwKBc9MjHT8ahb3ZknZ3ObYlcEU6M4dh2PIoZcMUJxjiolJU4PVf5V6yZgdb4NuIotZeGd0WK5haIljgZ4I/UV7zoVwJlhkzzLEq/8AAl/y1fNelTW8eq2bXa77bzl81fVc817XoWs2Gn6KklxdN9liuAkc/cqx4Y5+mfxrDEq8PQ3w7UJXfU5b4vaIqapBqsQ/16eW+P7y9P0rzInYxQ7g/TI+le/a1pz+IrXy5dRt306VEKXFt88k0mOgXoozjJ59q8n8J+C9T8WeJfsECeUkDf6ZOy/LCAcEe7EggD+gNc8JKSTWxtUg07vqYloZ1ljeF2W4GAqoDubPpj2qtfpI6rPlck4IHGK+k9W0Pwx4R0q3uYIY4ZbGB4Yn+9I2eWz/ALRPU++Pavnu4jV9ONwEKn+JD7Uqc3KclbRaX79/uJaW1yybsCJZAod+Y/yGKsIA1ldXD3BhQWzIijHzyfL8uPf19qyIxiISDj5ssGPqKYzths9Scge1OMNbkQjZ3NG5uYTFCIS2VjMZ3HJJBOT9OeKyzMySKVxhVOW98/zpZSFUSKMFQO/3jUBJk2b8Ku7HNaKKuVbW4+PAlEZYLx1PQUvnedcAY74yfSjYbgO6j7uO1NkgYTcAnAyeOaTa2E7F21LQLIFBww4zUN3I086nPBTaaWO5Vcuw+XyyKasogVd6gspHB/OoV9iY32YtukUJhkY98HPfPFW7KVIpZs4IVjj8KzJnacMw2qPmdQO3tRYlnikIzwDSae44b3LUkqSSu5OFznNUBdElyRk4bb7E1a+zj+zsqcljzT/DtmLq/mhkClXgkj5/vFGK/qoqo21NLXsTausySf2ZEzmBZt4UfcLmNScd8/41l/a5I45YoTthm2hs8k4OQM1v+IW+z+KpWWYhUgSVc/xMYUHHuc/pXM7NoC5/DtVKwpaM39AhhlMwkbD7S0QI4znpUVypt1eMoEZiGA9RWhpUKwPJOy5ESbh9c4/rVWYtfXhlQGRYxjHcAVjcyT0MwlvNG8ZGTx71Zt03swPLA5HPWrT2MkxDrEQc8A1PBpUseXkQjIwCe1RKSsJlqC5EBdpQrOwHTlRxjFI2yO2MxOZAVWLcOmDk/pisyRnMvlKpKghcKPet+bQblo4LqQ+Sj7DGjn5zk9MUk7aPqEYtnIXGVnckYOc1Xk4ZXByDwa3fFWmnTdZaEuHDRq4YDGcj0rDZS4Kjhen1r04NSimiGrOwBuCO4rvtT1SHVPCNzFAWe4EcEjx45DZUYA79q4eKFUAZ+T6V6f8ACzUbWJ76GeKLeCkokKDdjkYz1wP61qrpMlWckmddots2geEbPTi9xHLDAHkFvt3bmOW69+cfhWy3iCPwvoNxJFZLDPIhuJPk2u74GWb1bBH5VSv7+xsrFtYupVW3jY+QrNne2cZx3A7ds+wNcV4g8TOLV2KDy4nkDK3z7yxYAbv7uNpz9a4b23Pabg049jkvEPiC/wBbupFklKjP3Sx5Y84qpq3ly3MrKZtkpDxh/wDaXJyB7isaWVmn37iQ7Zb65q9cuZLsspIQg7QP4R2FU5NnnRSjexWVi2IwwVe59xUkYUAknPGPr9KjZ1XgDkU1X3RgNjBOSaCiZE81csuN3IX26Cq1zCVnePGWQ4IHarkbM/K9I0BLNViBY5V8xiA2SW465JxWTlbUybsVbeNktnO7buOPrippWUYuHOMrgD3p1uqXEILAhImKqg755z/n0qK8hlmQKiZCjp6Gs92JJspMoAZc5wQBnvTJyZ3ck4wAFAHBwMfypFJVwj54x/KlAZ/lUcZrfY02IYlcrsOQAcHjoKuaSVDtGR1HNLbSrGpV17irERhivcjGCd1TJlxSeo3UpEtoY4EPIzuFQaHfJZXXnyhiSy4I6DGc5Hfg/rVGeQ3N07E8s36UqxMQMnAJ4xQtES5WZb1a8+33guGOD5MceeuSiKv64Jqlxwx5GCKRmKuV4wCc+9IVbYSpBB6VfQHrqd7e29tZW9xCHVwwwGH8JBzWb4ds42nZ52kWJsBhF94qec/oahnvnKspAZmYYNOsNRvbS73QJh2QqeMgjp/KuJJ+z5U9SVY7K21XQ7VmY2zSNvyu7tgfyoufFtldaQLdbCNJvMYI5H3Qy4P+fauNvI2gIHJI6n09qkggl+yvLIhx15rnjhovXVj55JEVk6RSXG4nHDD6g8Va1PVZ7mNftE7GQqinB5YDjj8KpRSo5fKEDGBx1FEVwySlpYw8O0FlbjdgjgHtXVZc12Z3ZR1S9lvGheaVpGUFAxOSQMYrOD8D1zVm6XKMwGBv+UdgOaoM21ua9ClpBWJa1LXmHHWut+HcbS+IXkclbKKItdP0wueBn1JGPpk9q4kOzA7ew61veExPJNe2y3DIkkO9lzgMVPGfzNbJtslpJXNX4h+MH8QaytvCAllbEBEXgYHTjt/+qsW71Zp40tIQwh++7H+I44H4VqQ+HbeXw7JqCZaUTfOW6hSAQf1rINuLeLEiDzi2QM9B71lUSiloawk9fxIVAd1TOOcD8TWleBrK4NlOv720kaMlRjPHf3rOjtpJp1QH52baBnnJPFadzazyXlzLeys86tmTcRlm75PesL2NNjO2lmOcY9/SkCq7gY2pmppImLjHRuAo9aPsbn5pSFAHQ9fpRzK1xOStcV5ASQvK8E+9QRuSWZfugfNk+9I0oBwB8o9O9Os7iIzAsqgEY5HvU20ISNC2O/nbtwwOKnlm8q4cdRuH5VXMkckkpUlcSYJX6UXAcpvYEEr+VYrV6lwmrWK+owrJcDygM4yRnrTPsylMeZhkXdx61PjzJdyqCCgOaj5DOHxtdcLirlJ2FUeoltbK20u3Xqar3YWNyR0OefarVujRxEcnbnj0qvMpWfa6/KykDNCY07RuZZyjnA78VIjuIVJH3WxmnZ8u8AZQVxjHvVoxhVEjYK7uRVtksplA4DZ6ZP1qPOJAB29KlkTaNq5ByafFGoZSO45qr2KS6G41ncW1wv2qF4gxON4xyKs2Q3sxJ2OQTnP8OP8AGuht9SulAR/Lmjzysi5B/OpJLTRb8kXFm9s+fv27bR+XSvK9v/MjreFe8WcpKzTTkM4G5zuwfQdqkupJUKFXbayHco9C3/6q6FvBqSFW07UoZR/dmG1vzGRWXf8Ah/XbFd0mnTOMctF+8XH/AAHNdNOvB7MwnRqR3RkG5VeSNxzlj3HFOlDtahnBDYGPpVN4zu3FSpU4KnrmrQDNIyOSwAJJrTTcwIbkobdoud6nd7VlyQbxjHStWXb5UjKOOvNURICv44rtoO8WZybuRtGIrcgela/hW6jsdSaeUEoIX3AdTxWVcnK4960/D1o95qSW8cqxO6MFZx8ucdD7HpXTFe8Q9VqegeD447zQZIWAeGeI7QevU8fofzrh/ENvaW/iC4t7KWRo4yFzIOQcDdz35PWuo0W//wCEY0ma31MG2ubaVwqN/EvDBl9RyeRXD32pnVNWvLwDas0uVGMYHbIpYiziiqaabLmlXMVvq9pczxtLbxvl40+8wqS7lVZJSq7d4yATnjr1qvpUiy6kjugZVIOOgOKs35S6uXZVAYjAAOAo5rzm1satlK3nKXSOo5XOOfalnMjO7FjuIHApmF2l1BAzgCkYs8BbByMDHrQ0rktEbqoQ8AsaplAHBJ4PTHarLuvllOTIOKpsG4yMLnvVxuaRuadjiaF4w2AXHJ7+36VNPOWIX0BX8KzzKIljWPjAB+retTwxtISZ8gYzUuNndgo6tlmGQIjFjwEwKrXZYNsUHaORmrEFu7/IOxGff0qOZ3dSNuTux+FT1CV29Cew3Pw684Bb6Cqd5dxS3DlfubuKmhneAup43KQay2QBinTApqOupT2sRST5IPdXyPpTxNI4aFehP51AYztJx0qSJikqscVtZAkiZiVGGHqPpSpGwkGDxV2SOOWNX9eaYIxHMozncM5qLrYq1mdOL5YJmSeN0AJAfGVOPp0rSs7hJlLROrgnPBzVJCh3ZIJU457+9NjggUhwuyQEgMvHT3ry500zshWRtxqgkTgZ6nHFasd5NYsrLckM2FVS27qfQc1zMUk8EQImEpHP7zrjHTNSXd6fssc7bvkkVmAHOAe361zzoNm9PERcrHVm7tNRjEGraZDcrj7+zLD8fvCs+bwTol7mTSb+W2kb/lnId6fryPzpttdxsF2tkhBweD/nmrZCSMocDOMbgSD+Y5rKLnDZtFyVOpukzkfEHg7VNHsJ7iSOKS2A5lhfIAzjkdR1FcSB8yrj3r1TxBFcHQ79E1C5MPlZaKU7wQCDgHqPzry9eZHb3wK93L6jnTd+55GLpRpyXL1I5+w962vDC51iHkj6ViTcsK2/Dok/tFDFFLIw7RoWI/AV6kGlK7OOzasj16407TNfsYLTWLRJyh3RNyCp7/MMYHYjpXlHiTwnd+HtYuU8gixly9rKoyjKOducnDD0r0iz1NflilR0YDBWVdtbK3Vvc2z2V8i3FvMPmWQcEf0I9a3q0lUV0VGbjozyLw1Nb2f2uWaISN5JjUf3Sx5P5VReJhKzg8Nu6mun8X+En8OSfbLXdNpkpwr9TG391v6Hv9a5WWV9iY6ckgdjXkShKLsze1yKFtkqA8opyadcXT+btP8ACq8dhj/9ZqR49yDcu0h92PpVSdAqPLkNuAwffvWfUjqV4W/0ncetNmICH5suDQwIcOowM5FKIi5z6mtUaEI+dhuJ+taccjSxgEZ2cGlk0e6hQXDbPLK5yGz+H1ot9jRJ5R+cHLH19Kc09mVezLEMpiuBk49aikm8yVmSPBODhRxmkEqLeLvPfmnzzRwgHA5dgAKzTfwlX1sQTuv2g8jdjkGs9kIkI9auLaTSg3jL8jDK/wBc1BP8yZXgjvVtNGbTITEMgKQCOfrUhsmk+ZO3amquYVH8XWrtjN+5Z29DmpV7hFEcUD+UgYnIPSn5xIwPUcCnQSbtjHpiqrTqbpvQc092aNWV2dH5hUuFB5AI/pRHdkq0efm3A5Pr/k1Wmm2bXzgsOV9P88VWjO+UE7tpPJxmseW+5krmm15tYITgDOPerSyCaMZb3246isydIluNpydqKDj1xmpEmCxMWB3YHAqXBNDjJx1NyOQFFJPAUAHvyavW15JESSxZQcDd1rn4boeTkDgLwD6U6zuZLy58uMHBPAPbnqaxlBWdxqUr2R1keoWNxFLZXkoheRWU7+A24Y4PSvLr20m0/UJbOdcPESCf73oR7Ec16R5cHkXUc8fEciIM85BI5rB8SeHgn2q5tF/49grOmeiEEnA+vapwleNOo4vZnbiKMp00+qOKflhXc/DK+ms/Er+SUDyWzD5u+Cpx+lcKxzgium8Cy+V4x07PSRmj/NTXqYpc1Ca8jz8O+WrF+Z7nca0JI9t3o/2xfQbG/nz+lVIpPC+oyi1ZLrTLhiAsbggE9gM5H8qmCqeqilkiWWPY6q8f91xkfrXyNPF1aL9yTXzPpJ4elUXvItv4cklsprKW4jvLWZCkiv8AKxH8sjt9K8Q1jwvqehXdzHe208dvEW8u4aP5JADwcjjmvZEa7iINvetHt4wyhwfrnn9a0bTWrtVMV/DG6HjfFyD9VPI/Wu3+16skvaWf4M455el8B82FnfzSX37hjJ7+lUy2SqFvbFfSN/4V8H66zmSxjt52PMtsfLbPvjj8xXE6t8EmUtNo2rxy5OVjul2n/vpeP0rtp4+jLd2OGeFqRex5Ky7QATxkigHgA9u9dHqvw88V6bHLJPo88kSNkvBiUfX5ef0qhBLC2nNauCjqf3i7AGH49e1d1NxqL3WYuEluTf2oVs0VgVkK45Xg8cfzrJtt0UmVFWpHEi7eu5VKj1pF2RQTcfNiqlUcrXJjd6l2xaz8iZ7hELsfvNzxkcVHJDC1y0hC7ApOwnPJ4HH61Fb2M8loZ1UeWxC/e6mrV3pF5bHMBWRGQkt044z/ADrdK8NUau1ijcXXl2H2W2OSW/8AHcZ4/WqLl/sZRuGHzDHcUqxyJeEuMAfLzUx/dhJDghBgj1B4rCTbt5GLT3IIYyYC3pUsMewFFPWrFqEa3cfiKYqEMzD04pehvHYiKkEr0wMVmykeaVU8etaCypv2kjJGfxqhLneDwef0qluZud9DbZmZYw3IJwPz5q1bJtaRON2V47df/r1Gio8aAclWyPzFPSTbLk8MT+tYvaxF9CeeBVmhbqHbLe/eobpmbzHYdZAoGcHv+nSrqDzmaXG7bjaD360y7iS3sEJG6VeoxwCRUcz0RcWralQM6W8QBwzNwSvXHatrQIdu6ZmAJfbjHXt/jWEJXkEcP3to9eTmuk0hN+1AwCRuA4/2vQfrU1tIM2pQXMb8sSTvMNwj81FBJ7EZ/wARVfVoZI7XV3jJBmiQA+44/kask5kkIH3QCKL2QeVfNjcAAAD04FeRFu6PTex5hqmnfYmt5E/1FxGJEPv0I/P+dVraUxXcThypVwcqcEc+td/qWjRajoNlbj5HEQMbY5BArzv7NcR3bWjRN54O3YBk5r6ChiI1YuL3Vzx61FwkpLqexWd3rdrDBJHcreRSICEuRk/gw5/PNaVv4utvuX1tNZsDhmYb4x/wJen4iszSpHOjaFPk4bZEw7fMCP6VfiMU97fW7oB5aq+fVTuGfzFfN1IJyfMu/wCDPbjJ2VmdDa3cF1EJbaZJY2/ijYMP0q1xtHQ1wg0iH7Gl5ZPJDKBlZImKE4OOcf1q8dU1rSxEJfLvomOMsNkn5jg/iK5p0Ve0X95tGo+p1UkdvndMHGeN0aZNVodSLalBp9q823aZWaVAOBjgc+pqvpmuW+oytB5csNyq7jFKv8PqCODVP7TBa+KIzNMkYaFwNxxnkVg4NSs0bRs1e52kGqSpkSgED+IVU1HSfDfiKMpqWnW0jsMbyu1/++hz+tUYlWRWmhk5ZidytnIz+VM8wmQhoyrLzlcDPvVwqThqmYyoQkc9qnwesEVrjRr6ZCinbDPhx9A3Bry25spbbUZraePDDII+le+C/ktUMgnBQdmrzPxdbwXN6+qxsE3DkDoTXq4PFylK0zhrYRRV4nFRM6xN5a/uwvJJ+7VuTWGljSPfwV3FiMblx0/SrOhPDcmTTxF5tzcShFPTavc10+vfB7y7JrnSdTdsLlredf5MP6ivc+vwg+WWjOP2U5K8TzOOf7W7OBjJzU08BNvtz1HNOXRtQ09ZJJbSVYQcCTaSuR15pnml3K4+X1oUk2zGzSsyGEtDbgdzxTp5mt4VJ6/dqK4nVZGPYdBUMk/nwkkc5zTQN2ViMRMJC5PBPPtT5Y1jOGbdxx7VHHIwwDyDkZp8mS2DzkYpO9zB7n//2Q=="
Describe the image concisely.
beautiful student girl dressed in a dark emerald green coat is sitting on the fence and writing in a notebook
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"
Describe the image concisely.
actor and celebrity during paris premiere - outside arrivals.
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"
Relay a brief, clear account of the picture shown.
wife of politician is assisted down snowy steps on the morning of his inauguration ceremony
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"
Present a compact description of the photo's key features.
thanksgiving autumn background with the vintage silverware
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"
Describe the image concisely.
for those with musical talent, the main lounge will have room for a grand piano.
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cy+UpUcsevtWdPbtdxvGFzuQj8xVoM0oO7kk1Yj2QbAMbicZq2QlqYZgRNMtplyS0SMc/QVizp50hBFb8PzaVEhzhFKHPsSP6VnTW5CblByeQaum9AlpJlWArbx7VHPrUpvPLKqTkdT9aijHJRug5NVbo7V3ge9dEZ8pi4cz1K2o3wjaUr1JwK5uduPfvV+8lDy7T/D1+tZs+MgVx1qjkd1GHKis5quT1qaQ4qqzZrzZPU7oovIjH15NSRqTx/nNTxpx071OIcNkd674wONzEjXaM1YVOc1GiHdg1ZVSBzW8UYSY7HyYpF69KcclSKYGwx4/OrbIJWYYqtI2ATnmnM+QapzS8GolIuMSOR8N1qnPbu2ZIlDE9V7/hU5y1SCSSFS6RP8oyJNvyhsEgZ9eCfwrlnZr3jqhdP3TLBmUArC4Oe4rf0zxRrWm20cUNwkcIOQNu7r6888jp71meWUWQgszECRSTk+tKE3OyryknzAeh/wDr15kknuejFuOqOl1Txdqeq2D2t0LEpLtLMlqofA6DcckDjtWDbwfar+3hAymd7jHGF5/niosFAF7+la2hp/pMsx5wBGD+p/pTowTmkia1S0HJmfrGjSW7G7gjJhb76oPun1+n8q0vD8e+N5gDt4XJGOa6FmAAI4PtSxqXOwd+a71QXPzHA67cOVkkSl1LcbVFasN8zxBT1FZ5AWPaOn86TJghLv8AgPWuk5dzaW6WNBuxlhxU1pMbifBJ4BNc5HcNJhya1dPkZtzL1Ufzp9CWTIv7qeMZys8oH/fWf61PeWscduOeUGDS2cQe9uY8DHnB/wA0X+opL8Hyn39jk1mp7Itx3MOSBnlKoufMbH4DrWTfSYVwgyiD+vFbPm4tbiWPgSMYUPcDqx/kPxNYGpDyo0hz82N7j69B+XP41q5X0FGNndmHKCCWbr3NUZmLHirsuW+Uc1WliwCawlqdUbIoSVVPNdDKun6Xgt5Wo3eOVIYQwn36GQ+3C/WsGeV5ZXlfG5yWOFAGT7DgVxT0Z0wdzbhJ3AGroAxVOHAYVeXnBr1Ynmz3FRBknPSnFufSkwUHTrTSckYFaGe49uG65FRnAGe9PbJWonJ57cVLY0iJnxmq7AOakfIJqDdzx1rKTNoodtzxUq7DujDEjb8wD5GfXHTODjNMU+vFQR3W25KSD5mB6euen5YrnxDtE6KKvIk8vEa7WJKrjkdarJuQAAcodv4dv0xVkP8AN2+laF3ot1a6XBfSRFIbsK0b7cg53dT2OFzj/CvNbO9IyjgMDySeldFpkPl2cfHzN8351gJaSvKqpJlnOMEdc12sVvsTao4UYrswkdWzjxcrJRIwxIA98CrsabI9o+93NVVAWYAmr0YwC7dOw9a7Opw9BwQJF5kg47D1NUJpGdizn2xVtnMpO4Y9B6VSn45xWiRNyOOQj5R2PStnTpQli02DuaTYMegFYCDLZHrWjZK4WMNzGWLY/SolsUXdO1NY9cu1+0KQyxxxgHPz4Ylfr8rdfpV7VbxzGzhCSEIK+rHgfzqnp2jW8HiaKSO13rdWrXG5znbMHI3D/gLY/EVrXUAN7GzMv7vM5B6ccRg/jk/hXNF6u5vK2ljJuIY7a1CSHMVnFmTH8Tk9PqWOK5K782RjJLku5LE/Wt7UfOieK0ZmILfaZ2A/iI+Uflz/AMCrMLC4nC87TxkDtWsNrkMxym0kfrUM+CuBV/U4mtyN3DNyABxj1rKZs9+BT5tC0tSnPlid2WP5k1Hf2UljKiuVYSRrKjocqysM8fqPqDW7pcEMtnqM0sEUgSEBXklKeWTnkY6ngce9U7RX1WyfS3y1xAWltMnqOsifjjcPcH1rmnFP5m0J6vstxU+UgmrUbjgVWkMZkzErKnYMcn8akixuzXemcj1LRbP4etNBwefWmb6eykBD/eGR9On9Kq5FrDwSRRIm4YpFzT5M7MjrimLqVnRSMVWaIhuKtDOM+lI3Toalq5SdiuUwaybpit8/r0rdK8Viaku27/3lBP8An8K5MSvcOrDv3i1DOFAeWISFCCVOQJAOoOORnpx610PiDxANX1XUI4jGLREgFuq7W+RSf4hjn5znjPGD0rmrdtye+KoRTiC+LuCygsOK8s9E6SzK71kIyVPBIrs5WWOJdnIb+L1x3rzyC+G7MaMMj+Pp+VdjDdi5s4pzgBlwFHbHBH5134SW6OHGR2ZMv+tBNWxISQXJ6cVQEvIbjIqVZTyTkkmu2xwlskZOKglUMMGlRt2KjkY4460xWK4RYyScfStxLZh5UXQ7VH4n/wDXWPGnmTRp/eYD9a6cTob8Nj5Qc4FTIZsiMR6nprIOsc0APvsBH/oJrMMglnaR1D72DrGP4l+7Gv4/+zUniKSP/iRSCRlUX3lsU6/Mh5H5de2a1IbWC5u5JCwiitsHI6bsf+yr+rCuO9mzotomctr7SWAAaPzXJJmlHRmPXHsDwPpWNFeWls0L3AfZtJKpzzjgfia3PFtyrs0ULAlFAOMEbe1cLcNuzySOtbRV0LqRaleveXkk8hG5znA6KOwHsKznbjGadO/UCoEcswqW9bGiWlyeOQxLIpAy4xyeB9fzrOSR4ZQ8TskiNuVlOCCO4NPYlm5J60lwmy6bjAzx9Kxk9dDaCSRrQpJMcIucDJ9qvR2E7R5TLHBbAU8Acn9OarQm4t50aBnSUn5DGeSfwrRbXdRziR45mj6/KP1I616UeX7R51T2l/ctYolTkZPB79RWje28ULp5UwkVVCEYwVIFXrSzvdTS2v7m2jh05pSpkiVV3svbGc+2ar3dssl1FsDASliXIyOM/wCFWloZe0vNJvVfMoLjPNTiF5yFUcHqx6AepqqrcA+1Xra/e3AHlo6kchh1oVuo58yXuiy6XqGnRJdS2zrCzFQx6HH696ozMrSZVdueo7fWt661TVrjR2jXZHZP99UUAnnGCTz+XFYDnAHHenKy2IoubV52v5BtGBmsjV4jvSVR0GD9Rz/jWqHBzmqF8x8kj0YH9a5a6vBnZQbU0VrUDBHbqKoXEZgumDcAncPcGr0H7v5D0/hJ9PSp7q1F5bDaP3sY+X3HpXlKHNex6cpctrmfEQuMEn610WjzZR4c9fmH9f6Vysb9iORWxp1x5U8T9s4P0p0pcs0xVY80Gjqk+UVZjIIAqqh3HAHOavTWzWxUF1bPYdj6V7B5DavYdHjFBXd0pqmpYiC2KAH2FvvvYx/dyx/AVq26MX+6ME9am0O2RjdTEZ2Q8D1JI/wNX7C3AuFZl+VU8xl7euP5Cs5MaRQ1xfLihbbua3miY+3zAH/0ICqmr6tc21stogVcrltvfJyc/n/Kr+tp/wASx0fgswmlb0wwK/1b8RXL3spkkdiOc1ileWprryooapetc7fl2NjDkH73pWUzDY2elW7rCjnrWY77mx0HatQRQmyWNRxDEoq3IgOTVXGHrJrW5sthpX52A6U+7QsyMB/AM1Myh13p97uPWrFpaS3r7AuECkM+On+NLku7ITmoq7NXQ7PUdaea0smXzWUF3kcKAucde30HJzVu68MyWO4G5t/MicRyL8xyxXdnpwMcVV8N276hfRaVCkUkl3JGqrIxUbwxC8jnA3En1xXRT2Fv4L8TXdvrgS8Nui4VVZgxcZVwCfbGD0z7V1RnC/LLdnJVhVV5U9l0tu/UabyI+GdPtEjkPlxHzmRupY9B9ByfrVe1tMFILeWZ2ct+6fGCcYBB796ym1BbiV5VyJM7kGzGAT2xxW9orXxa2uZYJHsidoYdAQRkgfj1+vpXTFp6HBOnKEW0vMnn8Fvp2nwzszPMUDyIwBX7oOBgevfPSsy60y6dWKPas0S7mhjfJA9V9RwelelarfWS2cUck6NvVl3K2QNpwcn8a8rultxeI8YO3ccuykAccAgdD+Joei0JoTqVHeRVkYpapzyc7snP6dqpFgQ64HI4z2rQmeSTS18z5yGG2TIP4Z6+lZRyCxrKTPQjHuMD46VDdDfEwx2NTxwmWXaCFBPU1f1fQ7vSrH7RKreTKo8mUoVWQHjK56jrz7Vz1HaOp0Q+KyOdiJZFOc5FaEGSw9KzkTbhWJx0HOMfStS0g3wKxfkHHPFcWHV5nZXaUCtqekubJ9SgIMayiOVc8gkEhsehx+f1qhayfNtPFdhZsln5ysqXEE0LRzKCeQeB+ROa424Q217LByVRiFJ647fpTxNJRtJdSMNVcrxfTb+vI7qyvop9Oi2wItwF2tKM5Jz359O4qYyMzbmJY46k1g+H5S1nLuOSHGPyrYDZrtpycoJs4501CbSLEbcmpUfa3NVY2w1SZO4c1ZB2/hiLzNOuHxkvIqD8Bz/Ot0WYjhLOuQx+bjsO3+faqngq1EulRhVO4sXPPXJ/wFbzXSK0hZflB+QenYf41zTfvM0S0OW12BPsNwrffKkyn6+n8q4a7KoWdjjJO0e3rXaaxJ5kc4J+TncfWvO5WeaFJW7oD+lOC94q/ulG7JlkJ7CqbJjrVvdk880ySMEcdPetbCuUZMbfeq5G1ww7VbdO3NQFcMNw4zWbRaZDLuMhJbLZySDwavJquzSjZx2yLLJIWkuB99lxwo9B6+tVXjCsQTx6+tR7e1TqnoVaMlqWYLma1vEuLaRopY33oynBUg5BFdXo0kfie/1L+25JZ7u6USpcNjcGTJI/EEcDHSuUtreW6ukt4V3SSvtUe5P8q6G2h/sLXLyMP5htDKgJ/iYJj8smh9+o1roW5NN06xsZLuSN9yHESE7klIOCoIPGOM+wPfpW+2aRe20ZvhePfBceYHGxfQKOyjsBirXiQLb6PaQoSH8zcw5B+5wfocmuecI0zrGMc469a6XK7OWELRu3ubelXbXTfZmcnYfkZwPue/uOK2Yre0kSKBTHCGjj+eMk75CBnOcjOM+nT8+VsWksr9sgLIiuCGAOCFPUfUCtRdZu5J7ZxOVDSKZETAG0cf41vzJx13OSVJ+0vHZlJWB0dw5PmeYCFx0yRk/0rNccNV9Nyae+QdrkYJ9mFUX54rNnShrqqLGo5O3cSCep7fhW14u8YXfiPRdH0+eGKJdOiEQZCSZSABkjtwo4+tY7KGNVLnh1QEc5xkVz1opxv2Oii/esVGi3d1APsK1rSVIrVly2/I49vWs9clTkc9OKsxjg+uDiscMuW8jbEO9kX5Ljy50+Qkj5trYYHjuK5zV7h7vV553ILMR0GAMADAHtitourMOAFIBHtWBdJ/p9wO4kIqsVK8EThopSbOj0CG3OlTP5ri580BY8DawwPxHetAblkYYOKo+H1Q2RZ0VsSFcbuegPTHv/ADrVO3ziAAE4OKuk17NGVVP2jARsOQQfoakU5/Cp2SKMNGDGxH8atkdOxqPT4mudQgtwMmWRU/M4rW5lZnrHhW2a208MxK7YlQfUjn+tU9cv1jm+XAHc+ldHqqRaRoijIVtu45PSvKdT1Vr2ckH92Onv71zQXM7mj0QanevdNwcJ1x61zioxtwoHAyp/BiK1C+4ZzWcv351x0lbj64P9a2dk0Sr8rKbW43ZLAe1OaFcAhDx1J4zU7lgDjj6VXfLAkkkj1NXoTqVpgvIAHIzx2NUHAq9ISBn8KpycmpZpEgPTnkdKiA61OFJB3cK3H41GEOSCOeazZojsrIabYRvKJIHleZWKlgAEAYEccgkkflWe4a/ubmYBPMkkDEjgAk5J57AKR/Oq00omlBSMQR4zgOT198dquaNqa6Rr+nXxwY7eYPIxGSR0IxjuDUqXcpx7EurXAvdOis8RiZI/MRgSWlxnqSfvYyABx371gFgJS7DcCc4rofF+p6PqV7YPo0XkxQW4SRVjMY37icj1+tZPnxh5dqAxOoBGME47/wD6utXHR3Ia0sWLIBzcXGVQlTFErnlmbAIHqQp/UVqWmga0hgki0e9kKj76WxYfqOeax2upHcNFiJRxHGoyqDOeM9eecnnNd7pfxZudL02KzOlR3DICDJJORnnPoa25nbQ5ZqV9Dkobd53ewkHl3BLLtlUIMr1XJ6Nn8M8VkzRNDK6MDlcggjBz9K1PEev/ANv6tJfJZx2XmAeZHE5YMwOSxz3P9KzVmO/eyhmzk7iTn1z9au99wUWhEjzndgADuetZ9+paRAAdoHBB6GtR5DJklEBPOVXFZd+G8+NAchxxgcisa/wG9Be/qRRng5HzdzVuOPeuAex/mKvxWWlNNOHkuIREQgWJPM8wgcncxGOc8YNSyahp1muLTTFkYfx3UrSf+Ojav6Gs6KtC7KrT9/lSuybSNNn17WLXSrVkSSdiCW6BAMk+vAB4rjrhQb+4ALlDK21yO3v6Gt19e1N8rHdNboQRst1EQA6fwgVzmD9obe3JySehzWGIlexthk03c3tKjYW4PGGOa1kGB1H0xVfT0VYIQASuBkHrVnHzNn6VvTVooynNubJ0Xg5P6V0vgOxjvfGmnRSSKioxm+bvtGcVzkZJDYx079qhMrZVgeexFVJXWhnF66nceOfFf9uanJBZsRYxHaP+mhHf6elcmWJqBWPFPBoilFWQ3qyYOcYzxVNG/wCJhcx/7KP+Yx/SrAPFUywXWOw8y3x17hv8DRLoEVuiWToTVRzjPOeKuS4IwKpsPm461dyUitJkj09Ka7W8a5VXeTp8+MD8BU0ikj5mz7VXl2hQVAyGzyKV7DtcpyD5uTn6U7G5c/xjr7j1oJy2cdT2qVFDOu3g5GMdc0lqU9EPjlIRcHocg0MdwNNjGIwMcjmnfwiua512IQMZFSrjt0pjccnpVo28K6Sl4btVkMrRmHYSQAAQ3HY5xW0bGTI1OAMCiQFWIIII4IIxircVlJHqcVnLhmIWRvKbdhSu7qPan3063c95c3cks1w43hxgZckct7YzWqepizN3HOc9KcCQ2DwR61qW+mNb2aXkrRFpYy0EfDdcjJ9D1wPWrXhzSIL0zXNyHmEC71gX/lrjrnuQOMgcmtVF3sYSqRSb7GOQyqNwIyMjPpWbesDeQ5PbHFbupMl1c3N0pVFYghB6+g9K528I+1oeSwA4HX/61YV/hsb4fWVy7KohuZYUPyoxXrn9e9QggnmrAGYJC331IzVYlVB9axp/AjafxMQrmqRjBuHZuuTtHr0/+vV5DkZ54qu0kiybygWNiQp6/UZ7H/Gsq+yNaW5v24MaKAxyP0qZc/MfX1qCzxNCskBeVC20Hbzn0wP0q/5E0btFJbzJIDgqyFSPqDXRCSlFWOacWpajdvyfWmnhFBHNWls7qQYWBunU1YXRbuRQGVVHuasjYqQxlugJpTw5B4xWw9hcSuHubz5toUEADAAwBWbO9sGkis4J55kO15bjEMKn68lvwpOUUKKkyAkZwoZj6AVg6w0tprPmEOrQMm+Mj7hxwD7kZ/Ough05bpSbia6uxnmK0iZIR7Fh1/E0brawvQQul2tuifKgdWcN0OQgY5+tYVJX30OinFrbUzv7WsT1uFHsykf0pwudPk5N/bJ/vOf8Ktv4x0u3kIkgkvWxwFQoo98lsn8qz5fiRdRb0stI0qBWGN32VS+Pduv60nXsNUW/I09O0g6zJImnPJesgG4WkDPjPTP5Gp77wle6eqtd2F1CD0M7xw/+hEVxKeLNYgSZLC6bTo5yGlSx/chyM43Ecnqep71k3N1PdymW5mlmlPV5XLMfxNS8U+iGsN3bOrmnsLWXbIbRDnB3zGQj8E3U0+LvsFxixSAov/LWO2SNifYsGI/Q1x+fagYPasniJvZmn1en1Vz/2Q=="
Create a compact narrative representing the image presented.
electronic rock artist of the rock band performs during the concert.
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"
Provide a brief description of the given image.
learn how to plot improper fractions on a number line.
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Create a compact narrative representing the image presented.
old hand gun on a plain white background
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"
Create a compact narrative representing the image presented.
person, a seventh grader, used pencil and colored pencil combined with value shading to create her self - portrait along with image.
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"
Present a compact description of the photo's key features.
illustration of a letter b for bucket on a white background
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"
Write a terse but informative summary of the picture.
wedding guests dancing in a marquee
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OQuI5kJ4/2hVUg9QPpQPuj2qRnbeULe4uYAMCO4lUD0G8kfoRTH71UsdUOq3d7cNEImaRSVDbv4AM/iVq49aEFZ+tKhFD1GCAetAFtDVpLaaS3e4RN0ScMcjj8KpIRitTSb2O1lkSfPkSrhuM8/5yKAM9qiNWJVQSOI23ID8rEYyO1QEUAM/GnKcGmkY6U0HBzQBHe2a3cfyhRKv3W/ofasW7sbmzZVubWaBmGQJFI/L1rogeMVeIt9W01rC8lWN0GYZmONp+v+cj3AoA4hTnqKHTI460k6NBK8TsjFTglH3KfcEcEU1JFwB+VIY0ExsCM4q2GiurfyJhlQMRMoy0Z9AO6+3bqPes2D0NRByh4P60gNvW7xLm+KwYFtAohgA/ujv+JyfyrGkY9N1WJAcdDVR1OehqUaDVzuzn6VKWYDG6gR8YwaRkHYGjQQZOR/jUqjtkVEqHIqdQSen6UmMVmkZAhdjGpO1SxwCeuBVduh9frVuSGSF2jkRlcdQe1V3HHegBidqUEkdutJjPUn8qEBBPJxnpimQO59KVd+Pr60FcjOP0pyDA4GPwpDRe0BnXUp0PTyhx64P/ANeujYVU0yONtEhmEaCWO7eJnCjcVZMgE9xkVcI+WtESys4qE4zVhhULDB6UxDo2zUytUC8VMpoAtC2nNt9oETeSP4xjHXFQNWzoUyv51jKMpKpIHvjkfl/Ksy5t2triSF/vIcZ9R2NICo3So/SpmFYuvQ3TQRz2t9JBJDlhEv3JT6P3wKYFeTxPBHNMuYo4kYKssrYDnn/A0i+KID/y9WZHs3/165S60y4vNOht3BjPmZY8HgA4PXvmrMEM+/bqEC3lqZA7RZPzADAzzx64roaSWxzuTNc3dtezkQPEztzsibd9eBzimkbWKlTVNmjsp4LjRrJtOuoZCUmikLYBGM7SSMjj8q7zWNKbUdIt9ZgkWe4ES/bGjTZvYAbnC9vcenNYzVtbGtOV1qcgGOPu9KRkLDIWn5w2eaUEEnIqDQlkfk8VEDlulDk5IxSovFZGg/IGBTCRT8U2gByY6VoaVb/bNWs7fGRJMin6Z5/TNZ6Ct/wqmNbWc8pbQyTscdMKf8aAKGrzi41a9mGNrzuV+mcD+VZ7AY6U5iWAJ6nk0xzzk5oAZxSLx/8AXopQaoljwRTl6CmZxzmnLjPekwRv6Md2kanGoyYjDcDHs2D+hq/zjFcr500MchildCVIba2Nw64PqK6dJA6h1PDDd+dVF6CY1hUDdanfrUD9+askQHFSKah709WpAWAxyCOCO9OLFupJPuaiByM1f0yyS/meJpjGwXcuFzn1pgUmrD1qQR3EJc4QwS7vYZXmuhuoXtriSCT7yHH19DXC+N7+O0vdOhkyEuY5oSw6KTtx+tADNPg1R75ZbXUPssCEKxQkOBnkjAx0969a03X76Wz+YQsqnYkjWzMXAwNxIOCSc5xXlWk+MT4dR2E0apMBuWRVZTke9a6/EmxkH7y10snHe0Sq0vcbnJxUXsvJf195reNb/Ury2aG3a2gkUhlKweX5oIwQxYZGDnGOtZ/hbUr+PRBGLkxXALJIyYYZBJHUYPBqu3j6ywfIg0uJ2G0MtuoPNJ4el86znmBB8ydm4GB0FJpbj524qFlZeSv9+5BcQuJHD4EgOTgcH3HtVPBz8zdOldNLYm/KRxlFmJwhc4B9iff+dZOq6ReaTMqXMQUuMhlOQfxqRFInJ55z3qYDA61BGPmyM1MCT6/lWZoK5xxntUeQe9DH8aarYPekBOnSpQ7oDsdlBGDtYjI9D6ioUNPY89KBjTyeMZqNjTm/yajJ5xzTEIxOeOaFOec0wsd3ShTk0yCYGnL16VHu96cpJPQfjSGiYYxwOtb2muX0+Ak8hAD+HFc+pPA4A6ZHaulSybS5JbFpvNMTbt4XbkN8w4/E/lVRBj26VC/epm6VC5qyCInmlBprHrSK1AE6HBxVq1uGtbmOdOqNnHqO4qmp6VKD70AdDr9sssMN/FypAVj6g/dP9K4zxBpC6zpUluMCVT5kDn+GQdPw7H2NbHnzeV5XnSeXjGzccflUZpDPC7zwn4otiyS6bcyKOA0eJVx7EZrNbQdbTg6Xfj/t2f8Awr6DYYOajJIPU0xHgK6PrPQaZfZ7f6O/+FeseCLS9tPDqJfxyR3Dyu5WQYYDgDjtwK6Qsc9Tj603NAyRSc89K3YjB4g0x9OvTidRujkxk8d/r2I7iufDZ+tTQytHIskbFXQ5UjsaQHLjIAwMfWnluKUKCc801hgHHr61maERbJJzSKcnNByFp6ZGBmgB69c+lWryyurJIHuI9guI/Ni5B3L68Hj8ahVWkIQdWIUfjxXQeNiF1uK2U4W3to4wPzP+FIDli7ZNJubByBSnd2Oaacnr1qhCE+v5UikdaGXPYU0KQO/FMkW4u4rS1mkkVmDxtEqopZizjau0DknJ7URGVYoxJaT2jAYMNxEY2X04PUY6HvWfdeNLzQbxbDTHSGZ13T3OxWcDsi5BC+pOM8j0qSLxnfaxdR2mpxxXAYbILpkCzIc5CsRwVPI6dSPSs/3l9I6eupSkkrGnvAXG7kjHWu0vpPNls7odLiyjb8Rkf1FcRkkj5B9a6+J/N8O6NN1MbS25/mP/AEGtEJjskioXqbtUT1RJBJx2qMEg+lOn/wBXxUZtrkIjmCYLIModh+Ydcj1oAnQ1Kp5qJ9NvIrfz2jYx4Q5XJ++pYfoOfSmrbXLqCkcrcZO1Scc96YFoGnEHHQ/lVMQXXGIpuWKD5Ty3p9a2LQXdxZm2lWfg+Xgg/UfiKAKJx0phH6VDOktvM0Ttl164NRFm/vH86AJmFN/GoCT6n86aWPqTQBYBO73p4bmqm4+po3H1NAGaBimNt54xTs8feqJz6H8ayNBMDPSpUUAZ6VAMY61MOn6Uhmlolv8AaNbsYscNOmR7A5/pUviW5Fz4iv5OoEhQf8BAH9KueDIg/iFJmHy28Tyk/QY/rXPzTNNLJLn5pHL/AJnNAiBwuOmDTCQR2pZGcZ+WmfNt6UwHUDHamgMe3emhTjGKZJyPifTSmtJdI5zOnCqp3Ky8dux4rJ+1Sw3MEF1FJHIskZbcNpADA55rqb54rLXobmdWEYhZ8KCx3Z5J9go/Cq8+oWWqatYy2mXaOXBYp95ccgj8uvrT9q1JQS0tudkcLTlhpVnNcyeiOsPLHnjJrcsNUt4tEGnys/mm8WSIgfLg4Bye3eucDMABtPtSTM6Rl8EbfmGPbn+lJbnGzs88UxqVH3orA5BGc0NyKskq3H3DxXWNeLZ/ZpJpEhVodqNOHGHAjJPyn7pC4G3jsetcpcH93xV5rPS2Td9tA+U4G8fKcDHHXrkfr3pgakOprcSwQw3ZkDPbYt13dAGV1A6Drn6Vn3upRSTS+XIwG6UADPTDqv6EVSvraxt4g1rdNK+4A5Zen0HP4+9Z4oA6OGe0uGZFcsZASyhWLnCtn8ORgDnrUgv0trsK8sCk/JIGjckjk8nsOR75zXNg9KXv/OgDV1iFfPM8eShYg56+xrMNTNdTNF5bPlMYwQKhoAaaaRxTzwKbQA3NFBFHWgDHJOevAqEg5J3VMwXaeuTUeB6HmsjQFXJznipefXpTFAx0NSoBwOeaQx6z3EBYwTyRFl2tscruHocdqrlmA4x09KsbR1xyajZQc9KYiuXPt+VM3nIqdh14pmFz0p3EN3klf8Kb5rAD7vvUiqP7uaQKPQfjRcVik82mw+JtFu9VuLeO0hlLSJNFvVhg9Rg8DPpSeKNd8Pat4l0NtDeMxQLJHIYbYxLuJBUdBnoaxvFQtAWaRpTcbAI4gRsGDnJ785NZWhT2ceoqJoyq8MjIxX58YwcdiM/WrWxPU7wSttGAOKJnMkRG0EkYxmpVjUjoKeIl2n5RUXRdjf0yYy6ZaycktEuT74watE8VmaG4+xPEP+WcrD8Dz/WtM9KsghcAjkZqBkXnAqw3WoiKAIdoxQFX0pxAoGKAHrGv92niNM9P1pinqKlHPOaYCLGh7frTvKT0/WgHFW7exu7qMvBbySIDglRnmgCmYUPQc00xKAflqeRWjdkdSrqcMp6g+hqNh3oAhMa56U0xqOcfXmpTTT0oA51gP8imhQaCSDwDSjg8g1kaDwuQRxxUqjB60xe1PUnHNIYpAx1NRYIHcj3qXt/9emkcUAVyT6UwEnsKmZepH86Zj8PpTEIuSemKQDHWlHWjB9aBGTrmiDVo0KyeXLHnaxGR9PzrJ0PwvLaTm4vnUvGwMSxPnkdycfpXWc49aaGOelO72FbW4sZ5PH61YDYzzTEbsQKlAyCPXtUlG1Fo8+i37RyzJItxGJV2A4GOD179Ku1Y1FvNsNEu8ZDwmMkeuFP/ALKaq5rQzGPUTdalPSoWpgRn0PSmjrTz1qNuDQBID3qQHNQqeMU8GmBL3ra8O3nkXxt34ScY+jDp/UVidRTldlYFThgcg+lAG/4ks/LuEvEHyy/K/wDvAcH8R/KsLrXaAprWjc4BlX/vlx/9f9K4x0ZHZHBVlOCPQ0gI24NMqQ8+ophBFMDmwacOvIpNvH1p6risTQcOucVasrSXULyK0g2eZKcLubAzjPNVQD0NdP4Ft/M18ynpDCxz6FsL/U0DMC8gezupbaRkZ4m2MUO4Z9jVcn5RxVi/nN1qFzOc/vJXb82NV2+v40CIy3H+NRk9eKc2exHWmZNMQoOcZ6+lMyexpy0gzjqKYhCTyN36Ug3c/N19qdggU0ck45NAxULgjkEflUyuwOCDx3qFQSRU0Y65yR6UhnVSTBvBNjOQ2La8VGI5wpYqSf8AvsUuSDTdIiW98I6zZEt8oLjHUcbuPxSkjfzEVxyGAP1q1sZ9QaomqZs1E9UBEelRtyKlI61GTSAapqQHmoc4J96erdKAJwc06o1PNP6imB0Hhm82XD2bfdl+ZP8AeHUfiP5UeJLLybtbpVwk3Dezj/EfyrCVyhDKxVhyCDgj6VI9zPKmySeWRc52s5I/WgCM/Q0xsc0+msATmgDGt9OnugxiUMF68gYwCe/sDVxdB1B0LpCrJxlhKpAz754qta38lo7NEFJI/iGfX/GrUWszRxsojgIfltyfe5zzz/nj0rPQ0IhpN7tZhCQqLuOSOBjPr6V0ng8C00jWNQPG1NoP+6pb+ZFYB1u8eIxuyuu3aN0Y+XjHB9cGt63/ANE+G1w+cG5cgfi4X+SmloBxoBCj16U1skmnHPrTN1IZG/t60wnI605yCepzTeucnOKokUZpO3FGeMfzpoOBn1pgScgU3nnGDQpyODTS3zdaAFUHPQVKpYdj+BqEdev41Kp5wDmkxnXeCpAb+5gc/LLEDz3wcfyaqljlLdYWADRDYdvTg4/pUXhefydfthnAcMn5g4/UCr08SwavqES4x57MvTo3zf1qlsQ9wIqNhn1qQ0xqYiEio2B5qVu9RNx/OmBGw70Ke2aQ9/60LwaQE65xT1NRKTmpBkUwJB15pe/WmU6gB/NJzQOetJ60Af/Z"
Provide a brief description of the given image.
cars and motorcycle on a quiet - lane highway
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"
Summarize the visual content of the image.
a beautiful view as seen at sunset showing
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"
Provide a brief description of the given image.
house with wooden exterior blends in a rural area
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"
Offer a succinct explanation of the picture presented.
what a fun weekend to be.
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"
Share a concise interpretation of the image provided.
i am hoping that, with the added wisdom of old age, i can still look ahead for an improvement in tone, line, colour and composition picture quote #
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"
Give a short and clear explanation of the subsequent image.
supporters shout slogans in favor of their demands during a protest demonstration
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"
Render a clear and concise summary of the photo.
person, to the infinity... and beyond!
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"
Share a concise interpretation of the image provided.
it 's all about the ships and the schedule
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"
Render a clear and concise summary of the photo.
a built - in bench by the window is a cozy perch for person.
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"
Render a clear and concise summary of the photo.
a wedge - tail eagle feeds on heraldic supporter
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"
Write a terse but informative summary of the picture.
abstract colorful background with a green stopwatch and the text it 's our time now written inside the stopwatch
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"
Give a short and clear explanation of the subsequent image.
photo of a big old stone civic building with a clock tower
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"
Write a terse but informative summary of the picture.
eggs close up stock footage.
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"
Present a compact description of the photo's key features.
images from the girls sectional title game.
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"
Offer a succinct explanation of the picture presented.
hip hop soul artist attends.
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"
Describe the image concisely.
hang vintage style string lights on your deck, porch, or patio and enter to win a free set.
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"
Present a compact description of the photo's key features.
red nails with a gold starfish
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"
Present a compact description of the photo's key features.
slow motion video of a honey bee flying around a bed of flower and collecting nectar
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"
Give a short and clear explanation of the subsequent image.
stray cat is adopted in a good home
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"
Relay a brief, clear account of the picture shown.
an illustration showing strategy for film character.
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"
Summarize the visual content of the image.
athlete falls onto ice hockey goaltender during the second period in the finals.
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iCXO9Bwc9Bn+dUBqDW7gwsUK5AlUfM2ex9MVaRroka91JOsqXkgnK7crHIMiQcc5B4/Gi1haa3E0RlDtNtVY03fL3IJPpmsUm5DRmTfHHOp2MzAbgB3H+etOvZ9Sg0+1dwyQ5KwndjA9OOcfWnboK5prdmWwhVzFJHC5KI/3m57j+nvSNfOLQu0D+QzAO3Zc9B7dq56G42usjsmVIPTqferV/qF1dqZZXIRjjy1AG8A9cf1pOOoKR2XmswxkMuMDHPOfWmbwSCGAzzg9MfWuZt2n85DEphlR8ZUEhhx1HT8K2k3TIjFlyRkiMEj8PasWTVpcqui4xjY/cwWBwetOiYhQNjN2x3qoFZWwnyvnvx/8AqqxH5jD5gSc9VbpUmWnQsNc5IXBXA7mrsOiajcIWitsqeSSy4H4ZrIlnWKMsSB6k4/Gux8JXP9oWIUMfNjxypwSvbmtYQTV2bUqfO9TPXw1qjfeRAM9pABViHwnfNg/abdef4yc/yroJbDUWllDahOQrDCrtHynvwKtnQE+9JNdyjGeZjzVOMUdEcPB7nLr4KnkLZvYlC/7DGrQ8B/xNqJJ9kx/M10NvplnMiqYnIBOS7t+nNW4NGsSc/ZICucDcm7PvzStFlewpx6HJnwjpkefP1Vgo65ZFH6mk/sfwzEpJvWmkH8Kyg5+mFrq7uwtYreQLbwKMc4jAHtWdp8dtFHH5yKkgzneOuT+WKtRVrj9nC+iRmW+l6FKm6HTruQ5/iEhH6DFWodJ0tXZk0a4kzwFZAMfiWroI5YdoB2BR+VXU/wBkD2GOaVkU4Rj0OQlsOSI9Bto8/dLsoP6A1BJbSbM/YLRRk8jnH6Cu3YKwyyg/Qd6rSwIQRsXb7CltsXFx7WPPLmxka3cjysxHcAqYwO/esG4SM7Bv2/Lk+9ekXmmJ5hKhc98jrWdZadai5ZZokJ3FVJUfhT9onvuP2Mt07o43Q0Vr15Yy8bRKTvVsHqPT8a6i2aa6kQyXFwUfIA85uCO3WtmXTo0jJh+Ujr8uM1n2cAgEsTEl0bcM9xSc7qyCNK0k2JLp7W7K4AOOc8k/nXO+ILDF19rhQiOY5YDs3eu3lJkhRl+YH17VlXtsLi0ktvMaEyqQjpwUehS51ysitQTWh5VqelXVon2mCKcwnO8hCQv+A61zAJdsRuEz2yRmuivLy7guZre6uboOuU2PIQB2rAmsSSWRiBXTCOh57XLoX9OsNQ1O4W1tpIxKRtQyMAcfXtVa/wBL1KGd4JmD+WSMJNuUfQ9KqLa3anKMT9MGnD+0Yenm4+jYqlBdhXZPBaT2r7zb+aewIBBP41DcPqDzOZIWG7AIQYwB2FMN9qMYx5jg+u45pi3d9K+3zpSWPPzE0OMQ1OltIYJiZEhkhYgDG7lW7/hxWys7ROFWTDgcqVyfw9KzbGI3Vr57rtcEhyQCQf6/WrUcKsMbySo5IOK85pGtapJya6Fz7YWdQ/I9wM4ptzeL5p2NIIQcAMnzZ/D8aiJVfm2AsvBIHX2qvJM8aoyQFQWIY9Mcf40zCN5OxU13UC0AiAwzDkZ/h61f8E6+1hqUJDkKCI2DdNp6Vymo3BuJmcngnA+gqKwm8i53k4TGDXRy+7Y7afus+oLK5hnVJydoP7tj/dz0J/H+dWFclvJcAFT36EVwfhnWzNpILAtuXZJz/EP8Rg1vzX8b20M+7Dv8rE9mFQ32OpQTerOhOApJA2/zps0ghi3HOF5PPeqGm3ZnJSUZYcqTVPXbsIy25bYnVvXFC1E4WlZkC3ct3K4kyVckheox2H6VqQ6ZDJGUYZcj5mHX6VT0+JWnDkfdHA7Vso+MBAB61ei0G72Mq40h4AXtnYHjjPX9MUkWtTqCk8KsFHXGxiB+ODWlc7mQqmdzHk+gqpIFjQuyK8rcZY8AUNkpJrUcus2sgARmBP8AeU8UNfwSsVV8N3z0rGvLf5ikPL+xyP8A9VcT4k8TG2H2W1mzniSRDwfYf40Wi/Ul3jrbQ9N8+OeJZEcOpGQwPBFZU5UlieBnIrgPDHiuWwfyJQZbJ2yVz80fuP8ACu6E8NziSF/Mt5OjD/PFYzjZnTTfNE1In823Ugkc8jrisy7jaGbz1B+X72P7tWrF2huGhkOQ3T3PY/iP5VcljV1IwCQPzo8x26Mq27GJsE8HBGPSo7uHcSF4ZuUPYGmwqQxhOd0J4917VPcDMSn39e9LYN0eU+P9MLumpxgjP7uUY6EdD/SuADSA5VyuD1zjFe96tp8V5ayQyx5WZSrDHfH8+49x714lremzaXePby5O08cdq6qcro8+vTs7lRrq6iOBMWBHByCKX+1Lnv5Z5z93H8qreYQpU8j0JOAfWmiQ5IHCnqK2ucli4dTlcYaONmP1yf1oW6lDAqioePWktbG6vH22ltPIenyKW/UDiugtvBWrmNWeKOE9cSP/ADAzUuRSQgl8m+McRbY7AOhORG59vQ1qSW7RnCHOO/GD9KjvrSNInkjTdNkHjuffHP402za8xi4BIbJJWQEIRx37H2rz2rGklzQv1J4Q6/ekOATxgVS1i83RcSZ3DAOMVoNsiUt8pYc4P+Fc3qUrTTYU/dGB9e9VTV5XM6UXe5mzndIEUcdBilCZYRp0XqfU1IIikbzZGVwq/WrFlbkHP4V1PQ6Ya6HYeEb0290tm7bVnULhuzDof6V2yMCrKwGDwf8AGvMEaSN7eVenTI6gjpXotrdreWkNypA8xeR/dbuPzqFozVO69DqtMPlquVA2jGRWZcst1q8srEmJApI/vd8fif61YtL0x2jvgMqjGTzx/wDWrktR1K4trxbu0nKsmMhxlWx2IpU17zNKrXKmz0a2i8uADHzMNzcdzUib2O1QAByfb/E1zOh+OdP1d1t7hha3Q4Mbnhz/ALJ7/TrXURAJGSD1bJp21He6uSLkHGcDH1P4ms/VRDHE07yqiL98sePr9akvNTtNOt3uLmUIq/mfYeteWeJvFNzrErRx5jt1+6g7e/ualvsCjZ6k/iHxY0oe0sFKxHhmPV/r7e1cmlk1wPMkYlj39K3tA0WPVdPFzKxX5iuM9cVsWmg2W6dHTMcT7AcnngE55rWFN7mFSrFtp9DgmtpLdsqSRWvo2vXVhLiMhlJ/eRt0b/A1fvLW2/tCZYVUxJhRg5HTn9a09JtbeWzSC4tIZYpXLkuPujODgjntUyV079CoOzVupvWepxalbCaFtroBvVvvJ6H863bafzoVcc54YY6HvXMw+HrbTL0TQT3GwcqhYY29xnGSPatO0mFrdFCcxv0J/nXPdHak3uXL0eVIlyOi8OPVTUrgupAIwcFcdxTm2yKVYBl6MPWqkTtEXtz1T5oz6r6fhTFazGXOCh3NjP6VwvjnRPt2mLfJ8rW52zYXPy+v4Z/I+1egSRhgXwCxGTjpWZKsaHbKN8Eg2SKRwVPH6VcHZmdWPNE8G+xEDcl0nJwAc80+1sHluo1c749+G2YzjvitzxFpK6Lq0tobUtGDuhdZh8yHocEf5xWVHerbfKLVx8wbk8g+vArr0Z5TTTser6PLBbWiWmnRwrAuSI+VbnqTnOT+Naj3CQwNPOgSNepY4ryuz1+5kmQGERxg5ZgCW/CuqtNbS6xCwLoOdsoGP1rCaSejLjdrUxrtYmYjG3A2mTZ69uaLWdIiUkljJ6Bic/p2pqWw3bWUSZ7uSc/nWtaaDfXwjaKykwCMMBgD8xWHLfREQvaxnOTICvMjHkgJtz6VCunW6tzag7ucsa6U+C74XaXM80cJUYK7tx/AAf1q5BoFvD/x8TzyP02Abc/1p+zktNjVUpP4ThtUtIVgSRUVBHnIUcYxn86qWxinhDRMGU+leh6jpFlNafZTCI0I5KcnPI6153qPh+80KZp7QmaBTy6DkD/aX+taRj0ubckqcbluMiIAsWG0k4UdfxrpvCtyDJLYZLbx5sWRglh94fl/KuMtdUguYSkpEc38Ofut9D2P1rQtruSyvIZ4mxJG+4H6VUk0hQauel20ywyGOT5lII496xNUtypJIyhGCcdRV7zVngiuocsHAcAe/b+dJcN50QDcgjG72qHpqdSV04nnF5b/ALzjPBrodH8Y6npdr5TubkBdo80ncnpz3FR6hYES7guNx5qobNF+aRT0wSOxqqb5tDKouTUS91fUNZvvMupdy9lHAA9BT5UWOJmBwe1QxRFHVTx1xVi4iaS3ZUxuxU7M0Wqvc6XwvYO+hQH7VMiMSdseB39cZq9pun21xC8ssZlPnOAZGLZAOKzdN1230/Sre1SCaWVEwcAKufqar22vXVnZpbxxwjbklnJJJJJ6fjXUpQSVzhdOrJu2hWuyEvJ1iCqPMIwBgAZrcsd0VpEoOCqA5+vUVzRukkY/xySMT8o6kmumsHU27QyY3x9C3cA9PyrOnq3fqa1VypW6G4rT+RGpU705IYYyPWmSoTx0wcqfalh1BEslW4cF0UYYchl7UxrqDyDIXVVHRm4GP5VyONmehGSaRatLvd+6kxvA6k8EetFyjybWSXY6HKN/SuWvvFeiWmQ18juvQRfOfpx/jWJc/EpQpW1s5JT0DysE/QZqowkRKrFaNnoNleiXcrjbIpwy+h/wpL14hEWcgKO+eMVwOha3qfiO9w6rFvdY90KZ2qepJPp1rrp/hELthM3ie5uD2M0W4fo1WqbbMZ4iMUr9TkPGN5pdxpGFvImv7ZsRqp3eYhPIyOh7156byTPEZJxg88GvVtT+DWrKrGyvrK5/2WLRn9ciuG1fwtqehN5ep2E1uG4STbuRj6BhkfhWtrbo4nJSejML7bOBhVx+Jrd8NQ3up6iIpf8Aj3iXdIF+9t/2c+9U4dMeRxkvGM942Jx+VdTodq1gzuYHmMhUA+WRgc561LaDZFzRdZGkyscJICfmBG4r75/pXbJr7XMKMkiKhGcoO3+FchoFxDJpSSSDbCpwUNuGXpnkjvTHmk0u9aW2jZrNjuKKCAvuoP8AKh8y0NqMlFWZ2wlkkXcpYD/no4yfwzwKjaEohOcA8sc5J+tQ2OtwzWKSKN7Feq9D/hU8Vtc353SjbEeQMf5z9TS1e516LYybmTcf3S5PTPr9KzzZN5+9shz0OfmI/DpXXjTYljxFkE9WxUJsBbtuCsSeRnFK9tg5OZ+8eeax4L+3ky2USQTnkjoj/h2PuPyrjzJe6VcG2uonUp/A45A9j6V7g7dt4LeiD+tZOo6Ja6tB5V3CHJ6N/EPfParjK+5E8OlrB2MTwpqAu7JrcHIA3pn0PUfnWuXMP7pxlSfwrmrfRrvwrfxzF/Ns/MBEgGCAeCCK6/UUSSFJYwWVh8rU+W6cTC7g7kElrHcKcY3H1rJlsRLujx83Qitq1uUMYXIDKMY9RVa4Cbi52xKv8TtgfrWEYyUtEdM5wlG7Zzt1BJE0eYXLAHlBkD2qWDTb24QP5BiiHO5jj8fU06bxJpWnyMJL9Jc/eWH58/0qhcfEO2jJ+x6dJM2CN1xIFH5Dn9a6lBPWW5yOo1pF6G0uhXUiBjcIqhgrBVPFMl0dIWY3FrtVThnmmwD9DwK5A+LfEmpN5VizxAjGy0jOfz5NOi8I+ItXfzLokEnBa6myfy5p6RVkFnN31Z2a+JfDOkOT58BGwDyrWPcwPf5hx+ZrHvfiJYKwax0iR3UYD3Eu0H6hev51AfhrdWoV7qR5EP8AzyXAro9J8C6d5f8Ax6qJc/Kz/OT69aiVVbMuNCS2Vjibjxn4g1NtluI4Aei2sABH4nJquug+INYPmTiaQZ+9PIT+nNeuDwrDbHzI4QV4VgAAD71oWulx2jeYNqEfeHJrL2qXQ19g3uzybTvAVxcymOeQqwP3VXGfxrsrD4d2cKrutlY56uct+vFekW1pAWEwUbyOuKtSwIY9wRc9zjniqu2Z+5F2SOe0rSRpiBY4FOzjk/eHt6VpAK8hlt/MtnXqFJGfr2NX47pJhgjEi8dOtNbLOSFIK9cjr9KW2zKcr6SQsN3I42uA2PwNOdbfUEe0nMTxuNrRSYII+lNWMopO3jsP6VDcwxXS7XAI68djVqUramMqMJPTQ8Z8Txw6d4mv7OyfdZwSDZhtwXgZXIPUHI/D1q7ZT3BsS8cbMAMrgZDfToa63W9L0YO0l8bdZCcMRhWb3OOv45rlH1C1S6khtrrdGDhC0YUn2qE7sUqcoK+6Ob8I3hv7a4juCNgw5Yjj04HT/wDVXTJAse37MLmFSOZACR/3zz+oFcH4aL2tvIRFGxYjDucbMeldZaalPlVS4Lyf3WK4/HPP61o2rmaTsPdG025eXTmeeIDdcQjt7j/AdK7rStbtNQsVlMqpjgqDjB/z2rjZ7poru1muCHlEijZEmQoJAz6mrWpaZPpc8moaaoaPOZrcdCM9QPT27UpR6o2p1uV8sjuoypXd5mQTkHpxSnc2RjKn2PNY+g61b6hbAKxYnA2t/Dx0rfjhJUZY4PXHFQdqfYrNDH5ZKxBWHZgATVS4tDNyD5Z7DPP0NbDoqx7U+Ue1VpmVF3MckDjNNsNzBvNIW4tXhmbCkcHuPeqNrYXyaa8SeVcGDIQMSpYdu1b7l7okAbhjlsVXaaGzfYNxnK4BxjPPTH9aUZtPQipSjJanCzX97DctbSr9nZBygXDZ+vesTVPD2sa7cxGGImNVO55WIGSffrXpfmpLePNcRhjGm0H0+lWobdLwK4JIB5AHFPm13I9lHlskeZWfw1fdi7vCW7pCmB+Z/wAK6Ky8CaXaMpFsk7A8+aSxP0zx+ld+bNFA2YPuBUU9oyt5i8svJA6kUOoVGlFCafoNl9nQxwrGv91RjH5VcbQ4UOViUA9uxq1p7xrhyAElHWtdog0eM5OODRa6InVcJWMu3hQw+RKmQRgE9/b61SbTvsMx8tcIfXuP8a1Zo2XoOvUZojkEi+XJjI4+tQ4p6CjUa16ESqs9ttYZUjHHrUfkJFxjaD8uPX0qdYvLcqmSCc8VMVYDc3HPSnyp7icrPQijBXAHNPY9ccCsq/13TdNYie8jVj/CG3N+Q5rmdR8fwhGS2iIx0eRgo/Lr/Ki9h8rep1jhlzk7cdDmoZ9Zs7FM3d3Gh/uk8n6Ada82k1rXdWBEImWM98eWv59TRBoE0h3XVweeoiGP/HjzTSe451ILRs6u/wDiFZW5KWsDOegaQ7R+XWuavPFetaluEO+OPoQg2fz5rN1FI9OvUS0VVKrwDhmZ8+vXp3qpazTR3TxyLLLJjLKmDj6+lGrepl7TsSbJLq9aIyn7m5jIpBY+3OSPxqw2hLI8crSgMnQLEAp+oB5/Om3AuLmEJFBsk3Ah2YbkGeSvvV5JWRMmd1IHSePj8xiqskZOTluZ1n4ds7UjbDvi9ZHzWnFbCMQBIECGZRkIMDmmOzmHeuyRiPvN8oHvVOTUbOx8qS5voC/mxu0Ycf3gOPYZz+FWZo6k/u8HKbcdgc5q4vLZHKkZFcmfF1g9yrR3LGEAhiI8g/jnPH0re0nVrPVYW+yzK7RHa6jqP/rVUHqTPYy9T0mSwvP7R00FSeZYV6N3yB/T8q6DRfEiatbiLePNBwcnB/H/ABqUjK81zer6JLFP/aOl/LOOZIh0k9cD19u/1pTh1RtRr8ujO0kvDgJG3mHOPlqJ2htYDLdudm4gLnNcxpPiRJrJkVB56jlWONv+IrSttOvNTfzZyQMcMw/kK57dz0lJNaDLrVriceXb5t4umFPzH6mpba2eNPOk3ecRhdzc/Xmti20mG2GVAeX+83OPoKQwvNex26AMcF2J7Uaidt2Z/kxs22RSQTgY/iNOBlt2DImFU7WUdxW9NaJJbeWyYkXkHoax7qXylDj7oBQd/wA/pWTWupaldLlLkc6h1xlh7VZWXcfpyB/OsKwuM5EhCgHjJ7VqQTRhzvkQuSNoHJIx1x/npSjpoVNLcv7khKKc+W/PHT8a0YXYDaM46c965u61q0sB+/nijHYO3zN/wEc/pWRcePgg22kLMUB/eSDYv5dT+lawkctSFzvppFERLHaemKwL7WbCwlJluEDf3c8n8BzXn954p1PVZGjW5lZDxstxtB+pH9TVa30e9m++wjB64GTWjuzNONPdnYXnj5LdD9mhAP8AfmO0D8Otcxe+JtZ1oOsMk8kZH/LP93H+ferlv4etoyGkQyuO7nNbEdqFAAUDHSqUG9zKVdL4UcnbeHLuZt13cBAeqRDJ/wC+jW3Z6BaWxDJApf8Avv8AM35mtlYQO1Sqoq1BIwlVlLdlVbQDHFSLAo6jFWVHFUtWukstLubiRmVUjPKjn8Kqxnc5meGO4uZXaFDvcnJAz14rNnj/ALJnWWPBjncK0Y5Yt6r6/Sn2kF9NbCSa7kTJyqIFJCnpk461MLFGnExup/NQbVZmBAz6ZGKyNtAW+tmcLJIInHQSrtI/OrMlzEhG+aMKehZwOPzqjew34tZo4WhmYqQAybSD69SP5VFo9pZG1VIBl4wBIHQbg3fPoaGCR5g+p3kxBaSU5JPzcj9aMXVxG+4rsJBfauSa1DaDJ+RNu/A2OSQB1yD+XtWsyy6XYui3NoEmbdJ5qHeM9No/z0rQzOdSGZ0SONZRKoJfnqB7Y4/GtnQm1TQbyPUYUkCnIZX+669ww7exqpHLcRMJrZ3VSNu4DJY981Mksl41ukru0iZUZ+YknkYxS2LsmtT2XTdRt9W0+O8tiSj9VPVD3BqweM15XpGs3Ph6583LSRyEB0J4Zf8AGvS7bULa+s1u7eTfE3cDkexHYitFK5jKNjF1bRw92LyxAW8X52QcCT/6/wDOt7QPEUd/D5EihJ04aM8cjr/+qkGTICQMDIzWVq2jtcOLuybyr1MEEHAfHr7+9ZThfVHVQr8mj2O5cqkDSMwXA654qjo9y7tPOY2becKyjsO9canimWa1ayuwY58bWyOhHqO34daF8RRw2yR2qTT8YBdvLX8uppWfKdLnFy8j0O4vrdwI3lIfoVQZNYOpPZW0pmubmOLPO2RuT77RXC3fiXUZMwLdeUDwIrYbc/j1NQwaff3gBWDys/eeU4J/DrWXIpble0UNjduPFVlE5FnbSXMgP3pfkUfh1rKuPEGqXrFVk2Bv+WVsu388cn8TV238Np964dpT3H3R/wDXrbttPit0CxxKg9FGKpU0ZSxJyVvot/dSlmRYFPVn+Zj+A/qa2LXwvaqwa4LXDD/noeP++eldCluF6VYWIDtWiicsqsmUILCGIAJGAB0AHAq4sAGOMVOExTsVdjK5GqAdqfgUvSkz60xBg0EcVDNdwW67pJFQe5xXOal4witpTHHazlf+e7J8n6c/nii4WudK8yxjJIwPU4rC1PUfPj8pGBUn5sdK5S81e61fU1jtbp/JQZlkVvl+gHTPvVuGyLJuknuH7n5+P06VDZaRBaSPHezwQKZLePnBbGxj/CCatrexRgi5jki/2pF+Uf8AAulMFk1un+i3EkKE52n5xn6Hn9aq39xcwwILsI9ozYleMHge4PbNLRlXsXo9XswoH2hGz/cyf6VRkltrrVfNSV7MhNvmY2eZ/wB9DnFakKgBWTG0/wB08YpWjQAh1Vhjoec0uUfMeeSSsl5dSStuiWTYcEjZ6HiqxuZ55lSJSZXGEBAZiOcdB656+9XLxRK7rJqxiQMNtoil3Oe4XgfmaWK1v7GeNxcx2cDZ2STFASB0yCT16cfSqm7Nipq6RUNvJHB+9eK3IO0JI5Yjv0HbrUd5balBJGmGt45F4kJxle5GOmfz6VtP+7hmOpX7NPnJFtHlUHtkABvfPH16ZDT2bRKsM+3jDFAXYn0BPHp2qLvoOXYmhs7SJRm9nlmlz8u3HQcHk8+30NXvD/iNtB1MqZ0azdiJF2n58fxL71nedNNMrLZwxN0Mr8E47lun/wCuqly7i9T7VMXzln2AHbknoR97jn8acL31ZFme52l1DeW0dxAweOQblYGpGYKCTXlvh7xGdEuAmZpLGQjd5igFT/eABPHt/WvTIriK6gWeJ1eJlDKy8g5ra5DViC/0e0vnWWRMSrwHHUj0PrWRL4cjE3727lNuo+WEfKAPc966V8lDjGfelaFSVcHJZcEe9TJvoUjLsdKtbVP3ECJnvjk/WtGOEegqdYsDA/SpFjwM4pIbIAhz0NWlTao4ojXnpUmRTEAGKUfex+NLx9ajklihUyyMqDGMk4psRKaYzYrKuNbj5FunmY/iJwv/ANesl57y8ZjNP8g/gQYFQ5pFKDZsXOu2VvIYllEsoOCkfzEH39KxL/xBdmXyowsAPQ9WPaoFt1SYbViUDoxUZ5rI14XPnwCGRYpo1IYFcq47Z9PrS57lcli4JpJW3SMWcn7xbOakU+vHY/1rno9Ykt5Vgu4HEjnCmIhg/wCXNXBqF1uAj0+Zj1O9lT+dMQXkf9m3a30IzDIwWeP+96MPetmzvrWc4hkVwPvBW+b8R2rElN697Hc3FjIYEX5UicPhvUjv+FTNNpt8CZdhkUHO75JF/kaVrjTsaRBd3i3DB54Xp6VYWNY7Vo3VWA6k9x71g2FvcM8ji9nW0YgRgEMSPqRmrzaVbSEmeW4mz2knY5/AUWC5Da299CshtPKNvv8A3cchIIHoCM8U972aEFru2kgjHO/O9fzHT8aURXFou20umVB0SZd4HsD1H61R1W6uJ4IbW4hWCOWRRJOr5THoe4oDQ5a6uWAMcf2h5ZcARxtjP5c5JqrfX/2K7kWNla+Jw86gFYT/AHU/2uxbt/D61MJpUklW3hMlzIhSJx1QYOSPf37c1SawRAJZrqFd3ypDGcsw6Dpwv1Jq5JKTMqTvBFi2gzIzojh5oym1pSWyewLdQe/1xUiafHaH7TBLKriP97vi4U45HOc/UU5UkMaSPGPOy4gWEggdBkc9gOPfntVEu5mjiB/eRjCRq25VJ7E9z6kVmmbWHTTPMm0SSAYwq7Tzx1NWrV3u5UbyyHjGFKIWXb3ynPbuPy71SCyXTbF3FIzkMrY/E+3Hepy7fu41GAw4OTVpITuDOYT9/ch4BGCCP89q7nwdfTWNkjuJPsszcRn+HsXHsTniub0bS1vLnzJRgQrudP4ZPQZ7Z79+PeuwtIA0fmSeyhCe307VMpW2Go33OzRlliDxkMD0IqRkZJQBjYy5/GuX07VTp9ysEmTbN/EB9w/4V1Xm5KEEFcZp810Llsx4U4xk0v41E86JnLADqTWXca/bxhvIDTsOy8D8zRcXK2bYIHeoLm/tbQHzJBu/ujk/lXPPfXdy/wA0oRP7kX8ie9RH5WDgDbn5iBn/APXUOp0Rap9zVfW3kZvKj2Rj+MkE/lWZcZeYSSySSqejPyV/oBUW3zGLJt29OOKngtyWJMmPRealzbKUBqW8jBW8z5SMlKsxxHaeoBGKheRQMbcEHjmkWYjLsXxnAG/2/wAmpepSRKU/erlcAnAOM5PauS1mO5fVpZYJgu35TG4yMj39ea662vDDHIMqylccgA/gfWuJmtopLp7gSyKTIzYJ45qloS1cr6UqvcyT3DqblSVC4+4PYV0sRDRE8bTXH3jJDqkRt0aSRvvxrzuHr9a3rLWbSYGPDRSDqsgwc05JijY1HukiUKVIz+NQX1nBewESxqQe+Pm/A9qVWSYklgQOR3Oan8xFXcWVcdcmhDZhWN5c6dKml3OGx/qXY4Dp/jWuJJCGDFcdhWNdLFrl8Io5CYLYksyHGSfQ1L9kvbVx9mvPNj7pcDp/wIc1dzOzNhX+XnBFMcRzRtFIqujDaUYdRWRb6vJLM1utlI1ymQyKy4HvmnudUmjKpZxxZHDNN0P0AobBI//Z"
Provide a brief description of the given image.
lid made with copper that looks like a roof for a beehive
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"
Describe the image concisely.
a woman feeds hay to a llama
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"
Describe the image concisely.
a view of the tea house across the pond
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"
Offer a succinct explanation of the picture presented.
person, the text in the picture is, meaning blessing and good fortune.
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"
Summarize the visual content of the image.
basketball shooting guard, left, drives past basketball player during the first half of a basketball game
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"
Render a clear and concise summary of the photo.
happy holidays vs merry christmas: a response
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VqrBLcd0dC7NG5QjBbpjmk8iOdhuk8s9zXPp4shZiwSZUYDI3DHP0q1a+JLa7fyo4trkYBY/0701Xg9Lh6Fm5822uPLhu93qVHPP171e0vTJLp8DjGN7+grEh1TT45v390FbOCWUnHv0rqbLxV4ctoFt4b4nnk+U2WP5VoqkF11MrSk9tDoIIkgjWKMYVTirCkEk+9cyfG2gI7brxh83/ADyb/CorfxppbQ7EuJZCj8t5ZyU9fr7VDqwvuaWaRf1zRYrq3Y7SI2YsSvWJ+8g/qKym864t/MuCv2uIKs5HAkB+7ID6N0Pv9a0X8aaEsgie5cHuDGayx4j0S4vN9pMxAR3w8ZGfVP8AdPp2ODR7WD2YJNEaqT1yR6YqZmcWojwqgn2/nXPXHieOGTaUI/2V5IHbPFWbfWjffPCN2MDA6ioVaneyepbT3L0VssKlwoyT97jH/wBan+YQvYg+lZ1xrMVpgTKdx52gZOKbbapb6hF+5LZxkqOCR7U3iKd7XDke5LeSsRGhOTuzntXmmoXAs9euIpFJRpMjAB9+9egXMoRwu1iQeTmvK9dvUv8AVJZsbDlgVHP3T1rObjPRClHTU6C41OO6jmWFUhmeMQKScYTv7Dj+tYM7SwoLZ2d4VyFZSQCcdcGq9iInlAd35YEktyB7DvXoX/CN2c2mCaSNmKqUUN0AGOc9uT2rmSVN2WpnFHmxxcMd5I29AByxqtkF8EgAsMtjiurn8K3KxSPH80e7aOMZP1qjNoqJKUEMrLGBloxnJxkitlVj0HexR1O30+1nRYXLAKN2PmGaynDHkjAzjFbdz4dvHKSorP5jDKrHygPc+lVL22Z5C8UXlwA7VyeP/r/WnCS73BMxw2Rg0obnimBT6U7Bz05rYsk8xuoxmlicCTLc89xT2sbtbb7QbaVYCARIVO3GfWq+COKLgXy0bHjAPbvUTsWkGAH5Hy9j7VBzwMVuaNYR36OzIUdDlXB4yATyD64A/GpnNRV2LY6rU/MjhSUxShpIwqJnaPYgeoGazHgnmkjkZsbQPl9h0/Stq1kOp321fNdfsoyWGApyvOPQZx/nFdD4l0ZYRHdxoBwElwMAkd68mU3GyNKcLq5wersljc2bruxNB5jZPfJGPpxWlpGpwN4g0u18pt80kbBuBgE+n4VmeK4gsmn4BybXv/vNSaTg+NPDrDj/AFP8yK9CEIys2ibWNTxle/2frl9FDEcRThBnpgruo8Ns+p3VmCMNJOqYH+8KT4jII/EWqAZ+aeFvXkxc03wXkSWjAkFbpMY/3hUVYJa26lxehbvIcXU8bDIDsuD7E0/S97CYMDGUSRgy9+OM1PdLm9uM95X/APQjVyytMRTuVLxmFiVyBng8/hXJtIJbGNKd8pZlUbh0HarPhzfJql4g6Q2bygDqWyABUcqgyMQDgnjPWqduyw3OoFRIZ/sjFNp4xkZz+lXTdndIH8JBDfBry1tpYiXnUMzbsEE57fhV3w1rRl1W0aOHYjziCQbs5BUn+lZFoS+v6YxBx5S9vZqt+HYUe50+JQV36hHyB0+U12RpRjaVtSOZvQhu9auriC4vWKiRrll5Gfl5wP5VseGItVmEF8gU2wk2KqD5s/4da5+z0y91HQ5Fs7WWdluNzBFyQNvWvVNMDWui28ywiwdly0HlkBTjqfQniuebSvbe5o20c34yjubS4jKuY1dzwDyfmH+NcC1rPMt8Y7eQt52BIEJHJYYJ7Zr1zUoInvUmkK3Ei8Ro65BY45IPWpPPSxjeVLRYZNwM4jTYMckA+386IVktWS9UcHpGgRWEjB3AM8XDuuduME4/Guo1LY8EK29zvfbygA4GcgDp6nirOpXqBiHubacyRbRtACrjnAbHJwMVgzqUSTdjKIABx8p68EfjUuTb1F5FmDUYziAqC+TlnPQ4/wDrVYa5S8sYnjULKeMdMnHHQVz1q5FzImQMsQTjt2x+WasSxGCANEZEzHyOSo7cDtjNZVEr2DfQuecQ+6VlVghXIGNpx+fFXX0Tw7fReVdSFJQoO8HBHFc1L9ridYdhldzl2HIHGTVoxu7GZkcsBw2cg59fasJ05O1pW9CbX3OR8M6ZZ3N002osq20ePvkhSTx1H8qtX8WkG3j0+ysdt4xDPO8mQp74/wBnHb3rOsleby4kWZ5HbCJEOSfp3NbWg6PfancXKWYC3MWAxZgJCW4CqG6tkfXrXqy5r81yLNvQ0bi2Sxt7Vbm4QxMBlI1wrL67TkYrm9U0yAjz7UFWZQ5jA459PTH5V2d34dtbO8uYNWv5J3jiKosLYbzeOuR0HT3xSy2dmts1vaySyymJUNxKu3AHRVAzx9eayg3FXGoS3PNVtpnJIjY/hViLTdQLBoba4HYlUNevadocKTSxWVx9uWGJZJCqFTyO3PTrWxHFZW8EX2mWNDNuMabyWcDrgelKeImnZJfj/kXySMXwToqtp0m6MwXnkyRjzCVDp5iEMevPHauwv7ETwSQuOG65/wA9axE1COG4uoYo3Z4kAba2fLB+b5vSpZNYnMT4hnU44IGM+mP8964Ks+dq61Omk0lZmDqPhdb37KJwheC1IIIOc72wPxrLsra5i8Qw2ccghS1MZZQqsQdw49h/jW7f30srA3KNG23BQ+gOfrXPKmoanqtxqVkwcABWw5Ukj1x34rtp1OVcz0RjPQ0vFU2j6nrF3vvIWAfIWRiMEcEYA60eHINEjubdI7hSRMh2I3Oc8cn6VzM+i3xvZ5JIWVmkLhgCeuT6VtafpAtJRcSykzp91dhXBx79RWk6lJK97sy52dBfafZpe+arLKokJdUJ2sNx6nqP/wBVXf7Tt1b92I0UxGMIACdp/hHpgH61zc9wzbtkxWNSDgKBlQMD88GqCXm+3Y73t3B5d13KCF5GfXiuRSnLUXM2bk2kGVI0jf5mYEliC3TH5Y556Y96r2On28TzyyxOZpYJIsDptOO/rUNrrLuRFLPEFJ2YPP5j1q1BNq0xbzY3MQyAVHD+hx24/lUutKLtaxfMrHI2M1+wKRzbEjUlf3ZJ47YFdH4btNRuNXsp72SHyI3SVVb7zgkgED1705dIu1eSRImR37hgG56/zq1a6VdW8qSbW3BhjJ4+tb/W4WsKMkaulWGlaM6xrc+VN1dUICsSD2P4VoaxdPKRve3ZBwxlGA2ckAkHnoMYrH/sq70/ZdTzwTTvzsjycDP5envzVPULiJ3jQiT7SrEncgAII4zWVkpXNGRX8zRTCPIEqEKSH3jOccHvycfgajNwboojttkAAON2MYPPPA9ah+wyxXAkvZGd2jTaJGztQ/dAq39rWKcwrGmFQ7j1C+/41nOe6RE0lpcy7a1a5JuZQy2xby0x6jHQH/PWlnjWFHMjeczAZYHAAxjn1xV9ZI3shKu3BU7Rnrnis+4naORZG+chtoPoPanCbloCZQs8Ru8mdo3FNrE4we+RW7NCPsCyOG5BBVABkkcEE9AAMfrVGCNCwzHsST5NxHG7Jx+tXmEhthbtcFNjbwiHrg4xnryP0qKsnzCTaZn3FzPHEqyq0IO1gqgEgbQMHHc1TaR4nZG+4x4PTPcj+VXZlt7lokKoSGYImcYIPJqnskM8spClUbCnHA/z1/GtINFHSWx0ewv4pdI0qMzQbDFcDcoVgCN+0ZPO717CmXc+sanO1kEa5lI80KkW1gepbgD1PJqSy/0O+LRyMNvBZT09fbp2qjrfiBYb1jIbiW3I2NGD5aMO/Tr9exrtSu7dTTnSJ4tDvr6JJZp1jm3BVS4JDEev+7/jV+DTtO0iA31+5SKNF+aQFQz7jkBCNx4xjjHJ9K5DU/EMDrHZ2dhFbW8eC0mA0z4GeW6+lYt1qFzqU5M7h2ZcliD+H8609m2DmdVP40tbeGS2sIPNLsS9xIoV5OcgHbgkDpjisa+8S6hduWnEcxVsxlox8g74H+elYZjaOVcgdjVvIyR82AvQmt4xSMnKTNCDxDKys81rGZCQS6EoSANuDj2rftfF8EtrbWt4ksMVsuQ0DA+YcAYbd14x3rjNmW4JVSvtyaCoGAPmHGRUypxa1QKTTO4i12y1bUvNurR4rc27RRuhJMkgHfvzkVo+ENNgsU1Bby4g3lgY41cFicZ2kZBHUfr6V50kjIQodgqngg9KlS5lMomZ2aQknzG65qJU1KLh0G3fc9SkibACyHkZ4rO1SRICJdwZlVV29Mk9Rn6YqXw9c3moWEUs6SySEH5+pPOBx68EVkeL2uLO4mtATFLvG4HGQCMZ/M/pXh0qDVV3MuWxgTXbC7uXjwx2ks7/AHVGD/8AW9uaybafIYXAf7gCkMSAcdSD1/8Ar1ZklZZ40EiFfJ5OcA4GBn34/GtPQPDM+o6R/aUdxbRW8Uio3nPgk9CeBnHIr1krIdje8O2Fvf6Vuu7eN2ZzhmGQw7flW5BpdrbqoVFRU6gMRz+ddFp3gJbG2giN/bptXkJzz+Jq+vhG32nfqq8g9FX/AOKrzp0Kk5OXT1FaRzKuI0GxFKnoTz/OjzJBn5lOB3xgZrpx4U0ZFBl1jP0ZBTGtPCNowD3kkrf7JLc/gMVksNNfFJL5ofLI4i7eZ5Z97hV2EhQNozjt6dKjs9JRLCa6u42eSQ4jAJyAO/61tXsVn9okeF8QcttILF8diO2f61Q1KeK2szgzrJCrKiRj5RIx6D25/wA4omppfMtb6mVLcwQ3rxyWXmmKPrGM7D0U8DHXGaq2tm0cDTzMGifGxTz8xHJ560+HTNXg86RvLSxjiSV337t5J6HHIbOePUVNe3lv9oVIBtDAbA4GQcA9O3XrW04NKyMndO5nanH5SFpAwIx8hUAYHJA9D3qkZUng6ZO7j1Pv/KptQuUMbRLLI79eRyT0/wAarkRQSwiSNt8hBRY/myPf8f61pFNR1LvZXNSCOJ1QxkKfM3PJ1CLjqB/npVW1mb+1pROzHaA+SCu4YzkE9uP0q3EBBKLeF/lyDgrwxGdxP61BDcLLPfPCFkBQBZGTPXoB7Y6emPes97sy5ncnmaJJYokQeZGXyxPXJyOfxrOvZ4/OWGaRRuDEOxwrFT1B75zx9K3NF0oajq0sd7OwVICqgANsbA5xn0/nXNag7z3UghMktnEpjjZsblBbGD6H+lOlFM3SfKpPY9DHiKyudMKi3ihdQWO1QM8V5bq9x9vv2MOMZ3deBzjPsKq3N9dxPI/7wksOMdRjGKLcRvYosRfezcksPxGOtdtKDT5myb33Em3+XEJWAkVdp55BBP5/WoYceYACTjPOe/0ofIjVASqZJC479Cf0p8HykE/nt5rri9AQ2RyQjSAjn04NO3t5m4btuOy0sgOzcrAqDwD1qvLdwwErLIN2Og7fhVrQCYFyV3EhQPQdKk+UMNg4+tUotQt5WVTJg9OmM1cLopOM4Ax070DFZVBJBySM/exih1YADdwW4H4ZqPeA4AJJxnGMn6VvW2kteRwrcGVC4LJGPvHtwPWsKtWMNZE3sO07XpbbThLBLIZ7NPlWTd8i57Y7HJ6nitDxFqS+JxE1nbru2KBsHCj09SQc0XenxafphiS2C5Kl1bksvvipo5kgPkQRLGVxtCjaNxGfzry3Ws24rqJ1HscVd6XdoJo5N6MuNqkcHknqenekiiu4hmEOB5zJ8ucbeK9FVYpICkmMkncN1RSwNEyCO2+Qty2MqvTrUPMLqyRm5u2hhWQ8S7ncXMkUascB3689s101q2omKL7Ve52r0Cj5jxTSxa4lhRSqq3B9eetRXdw0EobIGFySK5HUnVfKkka0oObaNcSlwATgnAH+1TMPBMko++hztYcGq9tKGRSCA2QeuccVdEiMis446Z9651Ga1S2MjODAXhkaTaWfcQxOF/LgiqrRN5yyh50Gwp8rAgsxJLH1PPHpWu8MbZAAJ6YPGKpSWMkbbkZsg5rphi2laSNPavaRJHA7Qi1RvLS4ZY97rudgOoH+0ewrnIrKew86bzoojvwYZxyvPT863JY5m2SbW3JjbtJwO4471BDG/mNM0QdssUDDIVj1OPXrXbHE0rbl88GZcFvJM5juHAVF3MSPmxnt7GrNvGHvFMksNuVKq7HLDJ4C/h0z2NWorZFtBCULuD/rScnHf+QFZt1p9x5oiijcwhssB0bn/DpWqdN6p6BLla0Z0R0PT5Dv/tiLCBkcRLkZzz9PSs1IdM09Heyv2uVVQmwQ4GcepPfvWRrDC0MK6NbziHytsiyoPnx3IGf59qIrkrpUl0LSNcgF440P32GBjnrgZx2qny8ukUCp3dnY6fw1apYafquqSvI1xLDw0jA8kYCj15FcXbj99FJLu82W5AVWbOVAzuOByelbuiX9pb6e1jqEDOguDcRlF2u3AwjE9FzjpTdBWXT/ADEktIxKDj7wOBjI59M+laxioRb3uW9bQXQ4tY5pbmCSNijOuUJGA3OOveuisLCG4kYFPLmVvmKHjPrVWZZROrwKfMLDCSHg59Ow/wDr1csXvPP+5Aij7475rkrybV4u3zMOV3IrrwjLJIGiukC4+6c0sfhGfJDXSLnqcZr2HwR4XeBRe37WtzHcQq8TLztIwf5dap674MtltNRvrYyLKiK0UQc8kElsY9eAK1UMVyJqX4F2PJrnwndeW0cN9bex5FcZqOi3Wm3jQXClmHO5OQ34128+sSRCaNLcqWPIc4wfesG8urq5mDzDnsF6VvSnWv7+xVjn4LCWWQL5bqOxIrvNC8IxXFqsmoXrLGE3qqkFsVziJI5zgiuwtLv7HawMVWSBVSIOy8K2ck4H3gBkYPWuhyb02B2Rt2Oj6RAp8iBcKOZH5/X1qYx28UyyxjLodqtwOtcn/b91FKw/dOCTyFxkZrRt9VW4KM2FDZ3eo+lePVpSTu187h7pqu9sZnXEkkycuFBJz7nvxWLqumXd/qgNo0ce596uzc4GO351ckmhjJkAJ3YBkRsE1TudQuIr4CIKwB2ruyeOvWqgoxd1v94OMDfht4FtUDgvIByVXGTSoY1nbHnEBixA4UN3OO5PSq8JdoAxV12qXJHp0zTUDJKxTPOMZz2965HFC5Yk02+eSZgpjLfdDdxVXVxFHdR73ijSFEZ5CchmI6EdqstMY2CyKoxgZ74zVSQ2Rv1eeIGVehYYHtntTpRS1QuRrYlsy0dk3AZwu4O3U56f/qrWHiK2utMhgSIKIygkVRliu8BjjseazbhDd2ZRCIm3As3bFZ9hJEt3dwLFukK7mEZyrc559O3Svtsup0oYRVbXcnZ/1+Zm4M6K91K3n1dXBjgsFCrvB5kJGePfFRyX6zOksWAWAwgPKjsD+Fc/LbTS6AXlCRNHOZm8wfdUZGB7n0q5but1BFIszOjR7RlApGD396585o4V4WU4pXulf+uouWxfgvIiAt1M9vCTgSrHv6HqR1A9637LQ7a6g86O98xC52sijDD161ydx+7gbYUDEEAsMj61WutUu/DdxbPZxzPeTxb5do+TYTtRgASGP1HBr5fDUlK6cTWly6qaPQB4ftV4aSbpjAwtKNCscFRNMD2y44/SvM7/AOJPiiOXy0t0iBQsFezIb5eG4J7H0rDl+JHiMswN80bZwQsCqQfyr0FhV/Kb2pLoesz6HEZA7guTvL7UJJHPoevPSsiCwmhKJ9lu0ClmB+y7gSx5zyPw+vtXG6ZrPie/i+2T6repa4OGUgbj+ArVj1m+DqHuZpE28l5SxJ9axqTp03y2uzOdamnojWv7B59LWIQXKy79zgwAcZJ9fXFXrC10m0fZK9wwdAcvbHCnPTOOnJrl5r+4ZlkRiVY5bJJ6VPBcXd0yR5LKo3c9Sf61j9ZVrKJCrq+kTmzK8ZLZJy27pnpxxSfaXeITHJTfhgDjmt+PTGlmYIgbg7QOSe54rd0z4U6hfWYnaVYd7r+7kXBKN/ED/T2rely1H7uo1JPYXwf4nu9RS18MraIiSRPGLiBirJhSSxHQnHWuk8Naf4g07WHgvb55tNSIDLSZZXwDgd+Oa0bH4faN4buUubXUporiMsSZNpLBgRgA49etef8AirX9Xh166OntJFC+ImCMHDbSSDkfX+ldM1FNcz1GQ/FFLL+24Li0lhbzYv3gix1yeTjvXGQwNNFIylAIY97bmxkZxx6nnpU9xbSJCP3ectknH6VMlnJ5CMIvl5U8ZySRQ6kdwujOVCU3KeM4/GuguEl+zxlU8uRCo8g42BSOh9yfXnmqENhcqf3UbblnGDjOCCea2JnaSE2soVro3JM07ZUYyADz6Hk1cXdNkyZzdykkdxKskYjkVjvjAwEOent9KmkjIhJDHcjgYI56daux6cdTumjWdmuXeR5HYZAHbOOhJ4/EU5NNuXeZYoHdlYHCLnGACT+FTVspFRfcisYJXt3LOz5OVX6dfxrR1XEFwskTB3lUNj3xjpV3RtMknS3S4YRBmIDMOgJ6nH1pdT0S6TUlhlhaObeFAI56f5/OuZwtq+rCxVkeSJT+5PmqFKhkKE5GM4zyAc/zqS3tL68TemwBSM5Y85x0p9+YA8cqJIW+WMGWYllxkbjjt14q/pdvcpbzxRnzHYKn7v5vvdPx7Vc6dN2Ul5EoYdJvXErPAxG4gEnqPWs++SUTjK5AQB1b7ox3rvb6G4trAoyJHKjbHVmBKjpnb1I+lZ76Tdf2Stuft/2dVaUKykxtyTnH8Hy885NZzoU4SXKUvM5K6SSDRXaWR4mcgKBn5h0FZGhLcQ3TTxlRiNlkaQ5WPPGT6Z7V6DfR2s9nZP5JRVQhWkJ+XaO+SeD1HGK5Zf7Os7M6jcQTyNeD5oiwQAA9R9Md/evr8JKnHBxXRGb3uZEk1zq1k0fnKEgbJRjwT/jVzS45IYD5z4Mb7vL7EEetYF3LFJJPNbD78nKrwB+H+ea7vwpAdbtpbuTyTcWyhDCFyZT/AAnb+HP0rzcwjKWHfsneN/u9PzDdmhpKW7XdqrwSPaxbucDduIzkk9eh4NMubCzneS5mt0K9ViL/AHRu6A8emeK6OfS76C2aU2UUKyZUeXHuZcZPOO3J6+3pWRpuj3V1LHDGxe6ZuFY/KI8Hk9yOnTsfU14MedJK2po7bHO6/olzqsTG8mmt44GRLQhfMbcQNxYnBzhR09Kyv+ECtCcSXyyvJOTNKA24Dg7VBHU5Oc16nc+G557WXU5kSMqzOLJAdi44OPc89Pas/ULOewljt7s3HlzDzAQucEj5VORjPqR2FdEp1Ix2IZy6adNa2Y02OKSO1UFUxuw5z1wfw/KqyaWig+actjAVePzrtNOvZIbJZJrWSSKErypPUE4I7AdB7msq4lsmdXmsWFzuJlUSEAjGOPQ15tSnf3uYzlEx4bSBchYVJxgEk11NjpttPaxhpJ7eHc37vJyDjBI468d+grJ062+030caAKGbKl2wvHPX8K7XTxDHpwW53QNM5U/eYNuOeQfmOcY/Krw1O+rHBM87tP3N5DMJmi2sMvH1UZ5Ndtq3jJ5dOurS2ml3eaqRyAYPljq2R3JriTFDBZiV7r52k2JFgk59+wpVZ12qg+duAM158K1SnFxj1Em0bujXdpfSTTa5ey+chURzSHPIyMc/h+VYcqNuZIwAVO3B/nU1yLV9PubAESE4kmcHq5IwAfQc/jmkVlUopwxHcUqsm0k90VJXRR8i5IChwTnuK29DtxPfwR3AiQL8zBuA3PT61UZxgMgxkdPetTRLCS81SOJ4W8vAcqynn0qKClKpFJX1JS1OjvI9C1Hfp9kyQahGTMkrYUk56/T/ABFee39pqEuoQXMuxkdi0ZJDZIb5uPfP44rtdXbQdB16KS/k/wBNmj8qNd3AHAGR25ql4y0s+VbLAI/Ok/d5hHzbhlyT69MfQV71nyyu9ettv+HRo0c/penCI3Mkxg3vJvZtn3F9VXH0rTkmtriZ/J82KPkCRmPfkk4HU4PFYWmyXsQaO5aM7eAE+YseuSe/b8q6TR1jiktlluCn7wvLGYN+MLxweud34VzSTlPlTuu40jprXSwObG5t5gRveV8GSZjkjaOi4PGfc1T1WzlMkcl2JryS2tyzqCCFJzwW7Hpj1q9F9pZ4VtYQjtEI96IIy2D84/ADIxxTNZvpka8t5okhRY1m3Mc7lzgHGOD9a7XBWsUcLfWMiXMAnBZZIhH5TxAMFP8AfwOGHrXf2qaZaQyCeGMQwRqjjguHUgYwD8yjjGeeK5bUTqLXccME0d5cIFjeSZvLB4xu4PPWuhF9ZrAy3pFzNGWkDvtG5icZGOOMdOtEZaf5gkT3Fsv9rQvYwfaJLZlXfJIWABGdpz35J46VZvbdZI5JIQxYhVuGkZzgNgE47cDnuRVaLU/tDCC1PmhgcuW2iQdd+B9wcYBPrVI373OoSIDH5PmBMx5SMEKTgYP3s559qalG9l1AwtbimttTms5o1jJUJHLuLYXPykenFcXravcXI09GjezgcRq8Z5TaAGY8YycjNdtrV/b3Ni0Ud6Jp445RBMoG/A+6pJ5yOa5WwtLC1v4rZba7ciMyTysQCd6k/MOeD2r3JuH1WMYqzXT/ADM27HG6tpq6ZqawwTNMvG11Xqx7Y/lXrvwtsDpxuYpzF5pjSWTPEiZwVIOeUIPPoRXlk81tbeKvtVzbt9miug/lJJztBztz+PWvebIaP4v0u01BBBFfTwOY1SXDIu7kEDkjjv6muedROj7q0GldmgFt4nYxttgkkVpUd9zcZHQngZq80UZkicNGxi5MUYHL4PIbrnH8qwLnS7m0064+z2qywKvLxyFmYAYJAORnjr6VBpYa9nt5o5/IRmLuqzA5IHZeoJHWvOU2naxZ2El5Fpumy3OoTIkMQ3b3449/U1zN9dQ+IbJFtmSVJgDHLnAjbJO4n9Melc18Vbi7XRtNswGNu05aVk54A4/masaN5fhnSIrK9nR7aV9yAfekiY5Gcdj3qpTu3F7Ayj/Zk2qa79lCW9spCXBigB2gcDGBkE96v3nhNE1cwT3U2yYAxy+WXZm/iXjuB3NZ0+uxS+IrrVbXSYBZ2b+TFjC+ZL2YgdR9K6K58Q3trYaddSASXUytPKvl5EcfO3jjBJAyfbpXIvZyvfUmy2Gf8I/b216bS2MkeLVS7qRvcljkgk4HQA0/UvKhV9srfaLGIpveTKZbGM/3jgnIHetK51y2PLWjyXKDOxchW6f1bGOtchd6vYpBncGtmmkKW6viSM+4PYnP4DtWsnCC0KskZF1HaTW4tYQYo0cO8kjZ+cjGenaludNi08FP7Qt5Jz9xNx3Y6Ej/AD0poKmJkurdVuAdiqflOP72BxxVe5a0lmkMTiW6jk5YZ4QgYHPvmvnoO920Z262K3l7HlUKqhlXGBxxmnpkupXgg/KxoKBwG3Ebl557Zq1FuOBFs+QhhkZxWsoXVw5REQ/uimSzEDHXk9K6qwv30vW7cNes8RQ+dIBkO/OQfQAjA9AK5YPKhCq4DfeVh269KlEJjhVgx68nPetKV6fvRKtY6jUPDGl69q76xcytMHjX5DwvBBBHfpx+dQeJbr+1dUt7OOSO2hgkVjLsP3xnIB9Ogx3qjpCS3JuZJTciGG0flc5AIwME8fSmymbSNUsYdPeed4m3LbytuJJjOckDB5IP869SnOMouT0uMt6PodreefcajKI57o743U7fkXOTt+6Mn/AVqEXNpqLtJqMUd07fv1K/6oKvQN9MLx61z/hvWJ9PWaXVNTCXVzJ8iKilQqjgbe33jyPSt+5vpb2RptNjliEpJEjrueUg8hO4A6k1rNrvdlI6ixne2sDc3E6usMPmCNwBICcnJ9MgiuH8R3CancLeNqM0SzFllgjQqfLQev8AEM/hWmNStn014r3Z+9k/eq6nkBejHPTJGf5VRhtbN9ChkniE1rMn2IICxIbdksT/AAcc4HYVUZ8zUUwdrGVdwC5ht7m2CQXWDHPPIwWLAC7VXJ65A/Wpb+0vdIis5Q6P5wDDbhyGx3PYHOQPatvTvDmnTWhF4i3aQzOrb2O4DdgbQKtXGkTy7oZJ1uraGQiKOVMuCBjlhg4B/Ss5UrxEkclpdzL9qRN6s7tgBn2pkDq3qOM88Ve1e3trSa2aX7biFvMHmSbWnZl4QHp+PpW1p2j288kWoSJ5V1uzGlvGBEq8qM7uvTJ61L4g0K71KynNlKZbjduSKblFO3nGe57dqqlCUFdAziIdQht2hYJFDJJMokDjDPuOCQOw5GO+F96r63qOnaMjT2LebNJN5ayTRkO+xcFs9Mbjxjpg+tcZqa3T6l9nDSO6y4lmOT+8z1B7Y6celLea3Hd6BHp+ofaJLu1mYJNv3fuyPf0PT611xp1J07oVzC1CZpWjZZM5YhwT3HSu28B2RuTKYy4uAqhWVsYyeeenTPWuHzFsC7cqM4bua9d8A+HtTSwLLCsM9yqyp5wwDCV+8CP4ua3rL2eGcU9XYhXua41zyNKe0S6MeBMJEOd5ORtKnOM+ozjisANErouH8qIqrTMoVw7evOcda0/FVhNZanA7vGJJoEPkRA4jQDAHTnpWdb6eixR6xeGIWUcwjePOXfAOcAnnnH/6q8Ccpc/LLoWdjd6xpbaU7oA0Fq6RRKVyJMd8ema5/wAUapY65psV6i+UsEjQor8cnB7e2ePY1hPBuh857rYTKHS2JLEqf4uOOBx2psbMmi6nGFD4MciE9VPIJH4H9a0lWcnytDRXs7uGCKaBZBIG+bcDgHDcFf8AD3rpdLvLWKymm8oSFuUW4O0hRwpPPPQ5/CuZijtoJZFt4muDIkcSSOchZerEY7D0/lXS2/2a3vLOT7sMmF3ld42rjPyf561CXLJWIRbtL/TEitroPfSX4U+e5G1doU4AIHqAPzzXLXTNf6ndNJLFAvzOBng55CggcnnFTT3d3Iv+tLQjLodu0Y3HkAdPpUraRMdJk1dpo/L80KVL/O2eQcVM25q1tg3IbiC805LiO8vCbpDt8kneSq8gj/vqruoWkceqJHbuxedIzyoU9AB+PHT3ovJpdl5NcwLcXVvIsc8ix7ec8AHsD6fpTbuYQy2s15FKC8AZtuexYYx9a4aivzcsQWxWmkzKA8YYgMAFwOh4zjrV3TdKvdSlWO0jJK7mcA4Cj61nvEzRCWCQmMAbmC9iOn64r0rS76PSfBUc0sI/uEDjzGJ+X8PWt8LTjO6n0KWpxlzpH+mvFZv5xtoN85HQN6D/AAqW70+602IQzxbQ0g5+9njtXQ/29aaT4Xi1BLc3jklZ4oyMhmzkN9OlS6drUHibSZNUazeARs3ySKPkIH3s9xzmu50KaSSeoamHeNd6XoVxqAaW5+1IYwvO4YboR0HAJwKzLTVxqlkl4rvaajFJscySMHYMp5B6BSAAT1rVa51K4K+dP5ywOZh5QwsQYYUsMdec8Z7VQmhi8PlbK7SC8v5Z0lddxzKDkkY6DggV00vZ+yu1qmvuFK99CCCLTJJXv4l8+8XcSrSDaSCM4/DIresLhZ53uIbWRZbWBZQQxWMq5I292znp68+tYkPizzdX/s+K0s7ZUV90UduMA4B5J7gZGa9A8O2bSWMt0ymAyRhJIimNpA+UjB6YPfmodOTqW6f1Ya8jlLuOAWkM5t185XOYd+VZsdvp3OeoqM2utx6pD/Zl0jMq5nilwoV2BzxnqACc9OPeuln8JmWWUy30SI/yrhPmVSMZx0zUMsaeG4zclY7jTs8SsdzE9s9MnI+nNVGnroUylpmnrPDd6xfHCMxWHD7VQj7zdRxmp1u5rt4LayvGvIoomdZJl2qzAg4z/EecHtzxWTNnUrI6ebHbuuJGMhBb52OUUDPGefWuy8PaX9j08XM8YVtpJiI/1JGchf8AZ4pwXNoIr6B9vt7mRLtIZDJIo80AZI25/TGO1Z/ifV9Qi1FZLG4a2gt4mLIygLKwIBXpzjNMsPGml6jrS2VrKyTsSsfmLhXPbmoPHCLbiLAV3aJ0cs+MAkZOO9E2nD3WPVGN4m15ZNFuLaDT7S3jiRPM2AFkbJDYI4PIGD715ImnyXmpfZlkWSR0LDDADpnk122syfbrBZWdmkD4YKxZMDgLk+lcDeQSnVAyn5OnFfR4enKNCLkr37GLaudv8KtOifVJGutH/tC2B2s4AfyDz8xBP3fU16jqPjHTdLvEe1j+0IwEMRiI2JtyWBP5V5/L4Li074Yya8894JHtSfs8DFASzYVn9QOOK5bRpZJ7jT4HPWEYBP8AETXlYuLndU3t+iLWh197rl3NqkWpebJ9oGWLMAdpycbfbB71SNrHczfaHnXeH4Qnk9SW/lzWnrGlR6BMvmYnWJV88BflWQnoD3x36VZ0yxs5obuS8uhBOgUI4BYdeenB44614Ps5X94aTuNbRk+x2Z09jNdhGu5QuPlQHg49OO/X0p8GmyrbyXmoIJhdAbUV8NM+7hSB91fU9egHPSOMXdjcPFbXS2t1KUEkkZGXiPJBbkD+da0c7N9jg27byKOMIy/e2lsHpwSM5B9a0pxUnqVZFKPw3DNcwvbs1ujljKkjD/RmI7n0wGwT9DyDWldafdyus9nrUKafbIsNtM8gKgNkEBl6HjB78in6jpaC1urm3SQlomGQDtYF0YZB78fia2dF+zW0EUTxxrCLWA+W6EldpYOSpGBjOc/jW0aSc7MLXOX1PS7i5ksNJVTA0UCofOfCxnJJweh3cHHWszWGvFgtbG6Zh9nBjdDCEC8cYYD5sjHWu71O8sf7BYiaGf8AeBgrDdvbk4PGRzjnJ/Ks9VfVdOskublJDO7ykR4Khh/eJ6cUVKau0nqKxzjeO72GbZdWlnmOdpZHEXDMBwevPJFYGs679o0yyuGy11JCdxXvlyf5EVD4qJSR7U2y7sMfM3c8nAHt7/Ss6ytpDaQ+c6uIjtYrg4GM8evNcM3K1psht9TpNNgSciJiVgRDI5PGEXBP+H41uadrDX2LK4AaOSRTEGGVUA5YZ/IVgzXkUFkUTfI90efaMYOMjpk/qK09BEElw4eQw+TbuzkDcVYgDPvjNTTk7+7p3LRZsNa0pRFFbWssM13O8srLhgSGIJz6HH61Zt5b3U4/sktwotIMidggBYY4AXucfrVODST9rmvFjYw7QFdEHylh1APf/wCvWdcr5cUlnFIXjeczeYRmQHkYye2K1dd3VwS0uaIuIYbTy4nkEYLKwV/nlOflYjpgECs+WGwtNSstY3zTTHaZ9xAIY524x05H5CtJdNWyAuJ7gtFbSndMinaOMgZ6df8AGqMb2uvwabNBZfZbYzi3lnYnEj/MVLY755/E13QpThQdV9dF5E7uxBotiklwXj+z2ks7KomkbHTJJJP0zXU3N3PrGiT22n3aQyxAGWWFdv2hiSOAOfTn3qlcJpNsFtYp4UmjHkyK6GZizjrH2OMHLdhUQ0i70yzvXtkuCr4igljYh25GWHoODjPY1jyztrqnuVsU7fVS95bjV4r65eACIbJNuzjBZlH3iD+dSyRx3dj9k+z3EFjBJIj3Mjli5IJxjoOMAfWqDq0XiS2XMrSvz5cQxI5xgDcOAfX9K0ZX1xgILN2intV+eLG8ZznJB45zyf0p20Se2okzKafydUE9pLJL9mnR4dzDL4wMsvc4rtf+FimLRvMutPfzgTvEWNu3OM8/lWdo1tLBpd7fTpYxmGYPC865O7AJVff3ql4iaOLWfs6tFMZhn7MFCxxREZ4J5De/v71lGc4K/Nv/AFoPzNm1/wCEf1d5NQi077LcyvGUKBQ8cmSM56Ad6oalqX2zyr64niuPkMYRVwVUnGGPRmPX2qjoUDXtlJDHHb+dBEzpLJhVTB6tngjBOfoBU2mwx32o6XGLtYV8uT7SY4duHXPbGDnP/wCqtKcpVIq4ilpHhu61O6ngigwjuwjaU5GPUkd8Ht7VwXiK1h03UotPgzJNGu2ZxyC/dR649a9euNRWG1j0y0iUwXALi83mN2GACFGBz2+gryLVo3n1NpLXY3ksqbgeMZwGx9e9e9gqtVUZPotPn1FKMS6fiHrVx4N/sZ1haJh9nDFTu2Dp/hWdoQKajZXAUs6xOI8HG1wxIPvj0rMuIjDpkYAYzl2O0jAAJrW8Lb5J7ImPLxyScEcfdzz7VnGMY0ebvd/gwbbZ1HiGZ0UxzSNPdXEPmyLLCdysWBLIwOOg9K1be1Z7C3QSrBHcokkClMbweD04ByCcVuvp0tmttdvK0YuT5ykSkjKxk8llJQEkgjkEYq9d3trOtjEln+9OMXYB8sMnzEJ9Dx9DXlyhHltcvqc3DJfWuoWsF1HskhfcgkjAGAQGLE9a2bbUbae1itriCaCZSqssREZZC2RwwzjGM4PPrUd9p8vnNHdRM9oJSPtDDaVZjkJubJ29Dn3PWq2sRWYukjuLiKSY4LSRKScdRlycnGMdBRRjLn5V1YzX1C9SO4GnzTTQxzxBxOjAqoDZXaMZ/h4Oe/SrawRLFJb5lafEYZpZCJZCeQpX2HXtXnuu38x1a3gS4aCNCVMgk/gPzEYHPUN+ddH4V8UXOqWbzx6ZJJsYMs7HODk4DHH0Fd8qKVL2j/pE9bHRX62qhZNQgtyN+d6yZwgHHGOOwwKl0yGGxmP2RYAwQoY1UsQc5B4AHQ9BVDVEhWC0e8SDy0iEhEkoVxIeewyB2xVG41N72KW6sUuLiC3CQs0gACluw7ntzXnyq8rKP//Z"
Give a short and clear explanation of the subsequent image.
accommodation type for rent in a traditional accommodation
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"
Provide a brief description of the given image.
person and bassist perform on stage.
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"
Render a clear and concise summary of the photo.
a scientific theory that states that the universe was created from a high density of matter that expanded at very hot temperatures, shooting matter & energy everywhere.