question
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int64 1
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: A gymnast jotted down the number of cartwheels she did each day. What is the mode of the numbers?'
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T720ttP/ALZvPCscjrNvSCLdLu5AJY9hjPU1on4s3R8KaLctbWFpquo3klpI11IVtoPLOHcnOccrxnv145OZByM9WoryiT4uyW/h29kddMuNTt9RjsEmgmP2STzAWWXdkkLhWyM9uvpR1/xrJ4g8D+MdIu59MurmytopUutMkLQTIzDpkkgqeDz3o5kHIz2WqGuf8i/qX/XrL/6Aa881Tx5f6DLoujwPpdhE+lRTreaqJPLlfAHlqUwFIxkknv09e1e8m1DwPNd3CQJNNYO7C3lEseSh+6w6j0NVB3kTJNIvaH/yL+m/9esX/oAq/WLo2oxJoenoYL4lbaMErZTMD8o6ELgj3FXf7Th/599Q/wDACf8A+IqpJ3ZK2LtFUv7Th/599Q/8AJ//AIij+04f+ffUP/ACf/4ilZjOPuvAWuJ4q1jW9G8W/wBmf2qY/OiGnJMQEXaMMzfU9B1plx8KrI+GLTSrPUZorq31BdSa8njExnnHUyISAwPpnt35z2f9pw/8++of+AE//wARR/acP/PvqH/gBP8A/EVPJ5FczOPtPC8ng++1nxDLeXerx38Ea3ljb2CtJM4O0FAp4UBiNuOnUnFR/CbwrceHtAubu+t5be7v5twhmOZIYFG2JG9wMn8a7T+04f8An31D/wAAJ/8A4ij+04f+ffUP/ACf/wCIo5A5tC7RVL+04f8An31D/wAAJ/8A4ij+04f+ffUP/ACf/wCIqrMku1Q1j/jyj/6+rf8A9HJTv7Th/wCffUP/AAAn/wDiKparqMT2cYEF8P8ASbc/NZTAcSoe69fbv0pxTuhPYj8QeGv7d1LQ7z7X5H9l3gutnl7vN4xtzkY+vNY7/Dq3X4m2/jK3vjDsDmWy8rKySNG0ZcNu+XIK54OSvvXU/wBpw/8APvqH/gBP/wDEUf2nD/z76h/4AT//ABFTylczR58/wkn/ALF/sSLxNMmlRXgu7W2Nop8o7skM24FhycdOTnB4rdn8B+fd+MZ/7S2/8JHbxw7fIz9n2xlM/e+fOc9q6T+04f8An31D/wAAJ/8A4ij+04f+ffUP/ACf/wCIpcnkPmZztv4G+z6l4QvP7R3f8I7Zva7PIx9o3RCPdnd8vTOOfSuftvhHcR6Db6BceJ5ptHW5+03NqLRV847s4DbiVHTI55GeK9C/tOH/AJ99Q/8AACf/AOIo/tOH/n31D/wAn/8AiKOTyDmZymofD6d9f1HU9I1w6cupFGu4jZpOSyjG6Nm+4SPY9fpWpbeEhbeOE8RrfMwTSxpwt2iGThw28sDjtjG2tf8AtOH/AJ99Q/8AACf/AOIo/tOH/n31D/wAn/8AiKfKHMzP8W+F7fxZo62M08ltLDMlxb3EQBaGVfusAevU8e9ZWn+BrhdUvtX1nW31PVbmyNjHN9mWFIYjk8ICcnJznPr610v9pw/8++of+AE//wARR/acP/PvqH/gBP8A/EUcouYp+E9B/wCEY8L2Oi/aftP2RCvneXs3ZYn7uTjr61zafDi6tZ7u303xPe2Gi3l59smsoIwsgYkFlSYEMqnA4x/Wuw/tOH/n31D/AMAJ/wD4ij+04f8An31D/wAAJ/8A4ijlDmZxGpfCwX95r5XW5IbPWm8yaH7KrSK4HGJCc7QcHbgdMZrV0PwVPpfiW01u51YXcsGkLphQW3l7wH3B87jjgAYx75rov7Th/wCffUP/AAAn/wDiKP7Th/599Q/8AJ//AIilyeQ+ZnK/8K9b7R4oT+1ydP19ZDJatbAmKVhjeH3ZOOuMDtzWZd/CKK78G6doZ1p1ubW6luJb4W/zTiTcHUru4yCBnJ+7713v9pw/8++of+AE/wD8RR/acP8Az76h/wCAE/8A8RRyeQczMqPwqsPjweJkugqDTBp62gi4AD7927P4Yx+Nc7H8K44tCtLOPV2W/sr+S+tbwWwIUueUaMsQy8DuOldv/acP/PvqH/gBP/8AEUf2nD/z76h/4AT/APxFHL5BzM5W8+Hrap4dew1LWpJ777Wt5DeJaxxiCRc7dsY428ngk9etLP4Evb/w3rGmahr/AJ8+oosYmSxSKOAAg/LGpyc45y35V1P9pw/8++of+AE//wARR/acP/PvqH/gBP8A/EUcoczOd1LwhqlzDBBZ+IvIt0tEtpba5sUuYn2jG9VYjaT9SKtWmgW/hf4eS6LayySxWtlMA8n3mJDMT+ZPFbH9pw/8++of+AE//wARVLWdRifQ9QQQXwLW0gBaymUD5T1JXAHuaqMfeRMnobegME8MaYzEBRZxEkngDYKWx8QaLqlw9vp+r2F3Ogy0dvcpIy/UAkisW80Z/EPwwTSY7kW73WnRIsjDIB2qcEdwcYPsTWOt21jq+iReKfCNrZSJcrBY6lps4eFZmUqFxhXRWBIwQR0zXNP4mdcfhR6HRXncvifWF+G+o6sLzF9DqslvHL5acRi98oLjGPucZxnv15qK+1fxG+neNtUg1toE0K5m+ywLbRMriOBJCkhKklecDBB5PJ4Ako9JJwMnpUVtdW97bR3NpPFPbyqGjlicMrg9wRwRXErqmt+Idf1aGx1QadbaZaW7rCIEkE8ksZkPmFhkIBgYUqevNc94d1TUv+ES8J6TpN3qIn/shLiW3021t3k2k7VZpLhgirkMMAbiQeeKAPXKK880HxZq91aeFNVv5VFnqDz6feR+WoC3CuwikyM4yYmUgErlxXR+D9QvtX0eTVbubfFe3MstkmwL5dtuxGOBzlRvycn56AOgooooAKztb/48Iv8Ar8tf/R8daNZ2t/8AHhF/1+Wv/o+Oqh8SJl8LNGiiipKCiiigAooooAKKKKACiimSxiaF4mLBXUqSpIOD6EdKAIre+s7uWeK2u4JpLd/LmSOQMYm67WA6H2NQxa1pU+pSabDqdnJfx5L2qTqZV+qA5H5VyHhWyt9F1zxxa6XbJDFbzW/kxIOAfskZ/Ek8k9STWJFaWtr8LPBmpW0afbxd6fOJgBveWaRBLk9TuDuD60AesUUUUAFFFFABRRRQAUUUUAFZ3iD/AJFrVf8Arzm/9ANaNZ3iD/kWtV/685v/AEA1UPiRMvhZRttIs9d8DWOm38ZktprOHcFYqwIVSGBHIIIBB9RUEHguAXtpc6hrGr6oLOQTW8N7MhSOQDAfCIu4jJwWJxUuh6hcp4f01F0e+kVbWIB1eHDfIORmQHH1FaH9pXf/AEA9Q/77g/8AjtVKL5mKMlyow7v4fafeQ3Vq2o6mlhc3X2w2cciCNJi4kLD5N2CwztJK85ABxjQfwnYPpniCwMtz5WuvK9yQy7kMkSxHZxx8qjGc8/lVz+0rv/oB6h/33B/8do/tK7/6Aeof99wf/HanlY+ZGVc+CbGe+a7hv9RtGlt47W6S2lVVuo0BCh8qSDgkZUqcHrUFt8P9PsY7BbLUtUtWtLJbAyQzIGngUkhXOzggk/Mu0jJ5rc/tK7/6Aeof99wf/HaP7Su/+gHqH/fcH/x2jlYcyOQ1jwXJB4V/4RDRba5lsLy58z7TNNGqaavmiQ7MYckHJUYPPVgK7u2t4rO1htrdBHDCixxoOiqBgD8qp/2ld/8AQD1D/vuD/wCO0f2ld/8AQD1D/vuD/wCO0crDmRo0Vnf2ld/9APUP++4P/jtH9pXf/QD1D/vuD/47RysOZGjWdrf/AB4Rf9flr/6Pjo/tK7/6Aeof99wf/Haz9Y1C5eyjDaPfIPtVscs8OOJkOOJDyen48461UIvmQpSXKzoaKzv7Su/+gHqH/fcH/wAdo/tK7/6Aeof99wf/AB2p5WPmRo0Vnf2ld/8AQD1D/vuD/wCO0f2ld/8AQD1D/vuD/wCO0crDmRo0Vnf2ld/9APUP++4P/jtH9pXf/QD1D/vuD/47RysOZGjRWd/aV3/0A9Q/77g/+O0f2ld/9APUP++4P/jtHKw5kaNRzxGa3liWV4WdCokjxuQkdRkEZHuDVL+0rv8A6Aeof99wf/HaP7Su/wDoB6h/33B/8do5WHMjI0fwX/Y2tT6oviLWrmW5cPcx3DQFJiE2Lu2xA8ADoR0FFn4E02yvLaRbu/ks7Sc3Frp0koNvBIc/Mo27uNxwCxAzwBWv/aV3/wBAPUP++4P/AI7R/aV3/wBAPUP++4P/AI7RysOZGjRWd/aV3/0A9Q/77g/+O0f2ld/9APUP++4P/jtHKw5kaNFZ39pXf/QD1D/vuD/47R/aV3/0A9Q/77g/+O0crDmRo0Vnf2ld/wDQD1D/AL7g/wDjtH9pXf8A0A9Q/wC+4P8A47RysOZGjRWd/aV3/wBAPUP++4P/AI7R/aV3/wBAPUP++4P/AI7RysOZGjWd4g/5FrVf+vOb/wBANH9pXf8A0A9Q/wC+4P8A47WfrmoXL+H9SRtHvo1a1lBdnhwvyHk4kJx9BVQi+ZClJcrHW2r2Og+BbLU9Sn8izt7KFpZNjNtBVR0UEnkjoK0LjWtOtdDfWprpV05IPtJnwSPLxncABk8dgM1yXikZ+Dig8j7Jaf8AoUdYEpd9MX4fsTmwvZWlB72MKieL8CXgj/BqmfxMcfhR6nYX1tqenW1/ZyeZa3USzQvtK7kYAqcHkcEdasV5X4XWfWz4Z0Oa/vbWwt/CtneCOzuXgaWRvkyXQhiFCjjOMtzUem3+qateeGtNuNXvvJGo6nZyzxTGN7uKHcELMuOflA3DnqQQTmpKPWKqRanZz6pc6ZHNuvLWOOWaPaRtV9205xg52N0PavNJtQ1GITeH01S+S2bxUmmi5NwxnS3aATbBKSWyW+UNnOD1qK5kHh7xD4zhiv8AUpna20y2tylwGuFeV5VVPMcHu33myQD7CgD1uivLLS3199c1zwsb6ezlm0Zbq32avNePBN5hVW8x0VlyQMryMD3ra8Oa7c+Lte068jlmgtbHTRJeQI5VTdynaY3HfyxG/B6FwaAO5ooooAKztb/48Iv+vy1/9Hx1o1na3/x4Rf8AX5a/+j46qHxImXws0aKKKkoKKKKACiiigAooooAKCQBknAFFNkjSaJ4pFDI6lWUjIIPUUAZuj+I9I197xdKvo7v7HL5UzRg7VbGcBsYbjuMiq1r4y0C81Uabb6gHuWkaJD5TiOR1zuVZCNjMMHgEng1jaBEYPEvjqGyjWMpLbLCkYAC4s49oAHTtWCnlf8Kf8Ei2x5/2rTPJx187zU3/AI/6zP40AeqUUUUAFFFFABRRRQAUUUUAFZ3iD/kWtV/685v/AEA1o1neIP8AkWtV/wCvOb/0A1UPiRMvhZUsdNtNX8F6fY30Xm20tpBvTcVzhVYcgg9QKttoWmNq1xqhtF+23FsLWWbJBaIEnb1x1J569PQVn6HNq48P6aIrGxaMWsW1mvHUkbBgkeUcH2ya0PO1r/oH6f8A+Bz/APxqqlF8zFGS5UU7jwdoVzZ2Fs1m6Jp8At7V4bmWKSOIADZ5iMGIwBkEnOOas2/hzSLU6YbexSIaYHFmEJAi3jDcA4OR659etP8AO1r/AKB+n/8Agc//AMao87Wv+gfp/wD4HP8A/GqnlY+ZFe68KaJe299BcWIeO+uFup/3jgmYBQHUg5QgIv3cdPrVaPwL4bjt72EaduW+SNLkyTyO0vlsWQlixO4FiQ2c9OeBjR87Wv8AoH6f/wCBz/8Axqjzta/6B+n/APgc/wD8ao5WHMjPHhTT9MlGpaRYqdWhjdIpLi8mHm7sZEr5YuOBywbGBjpT/Cfh9tA024E7Qvf311Le3jwLtQyyHJCg84AwBnk4z3q752tf9A/T/wDwOf8A+NUedrX/AED9P/8AA5//AI1RysOZGjRWd52tf9A/T/8AwOf/AONUedrX/QP0/wD8Dn/+NUcrDmRo1na3/wAeEX/X5a/+j46PO1r/AKB+n/8Agc//AMarP1ibVzZR+ZY2Kr9qtsFbxyc+cmB/qhxnHPb36VUIvmQpSXKzoaKzvO1r/oH6f/4HP/8AGqPO1r/oH6f/AOBz/wDxqp5WPmRo0VnedrX/AED9P/8AA5//AI1R52tf9A/T/wDwOf8A+NUcrDmRo0VnedrX/QP0/wD8Dn/+NUedrX/QP0//AMDn/wDjVHKw5kaNFZ3na1/0D9P/APA5/wD41R52tf8AQP0//wADn/8AjVHKw5kaNRzwpc28sEm7y5EKNtYqcEYOCMEH3HNUvO1r/oH6f/4HP/8AGqPO1r/oH6f/AOBz/wDxqjlYcyM3S/A2gaPqf9pWMN6l0TuZ31G4kDnbtyytIQ3HAyDjj0qa18HaBZ6sNTg08JcrI0qfvXMcbtncyRk7FY5OSADyauedrX/QP0//AMDn/wDjVHna1/0D9P8A/A5//jVHKw5kaNFZ3na1/wBA/T//AAOf/wCNUedrX/QP0/8A8Dn/APjVHKw5kaNFZ3na1/0D9P8A/A5//jVHna1/0D9P/wDA5/8A41RysOZGjRWd52tf9A/T/wDwOf8A+NUedrX/AED9P/8AA5//AI1RysOZGjRWd52tf9A/T/8AwOf/AONUedrX/QP0/wD8Dn/+NUcrDmRo1neIP+Ra1X/rzm/9ANHna1/0D9P/APA5/wD41Wfrk2rnw/qQlsbFYzay7mW8diBsOSB5QyfbIqoRfMhSkuVjrO/l03wdpVxDpt5qDfZYV8m0CF+UHPzsox+NU9D8b/29ePBb+G9bhSO4e2mnmWARxSJ94NiUng8cA1teH/8AkWtK/wCvOH/0AVxejKz+DPHiKCWbUtUAA7nBqZ/Exx+FHotFeZNeRsfhhHbSxyXDQvJGgbOQLFxn6ZIFc94XtL2403w1q8cGkWupy3sTXOpy6s32m6YsfNhdDEMkjcNm47SBjpUlHt1Z2u6zb+HtEutVu0leC2UM6xAFiCQOASB39a82e1s9I1c61cRadrFvNrICanbXTR39u7zbREy/xorHYVDD5R92sbXLbSbj4feKNW1Bo/8AhIf7VngaUv8AvlxcbUiHOdnlgfL0xz70Ae50V4/40ig1a78X3zLpds+kxLbpLeRyz3LSeSHUwYkUQklwAVBJYEnNWrrVbzQEh1W2YyT+J9HhiiYHO7UQqpGf+BLJz/1yoA9WoqhoekwaFoVjpVt/qrSBYlPdsDBJ9yefxq/QAVna3/x4Rf8AX5a/+j460aztb/48Iv8Ar8tf/R8dVD4kTL4WaNFFFSUFFFFABRRRQAUUUUAFFFFAGJrXia30e8trFbK91C/uEaVLWyjVnEa4DOdzKAuSByeScDNXNG1i017SodRsmcwy5G2RSroykqysD0YEEEe1c54hW4sPG1hqmm3OmNeyWEttJZ39yYBJEHVt6OFblT1GOQe2Kb8MkuG8N3t5PIkgvdUu7mOSMEI6tKfmUHnaSCR7EUAdpRRRQAUUUUAFFFFABRRRQAVneIP+Ra1X/rzm/wDQDWjWd4g/5FrVf+vOb/0A1UPiRMvhYeH/APkWtK/684f/AEAVbt7S2tBKLa3ihEsjSyCNAu92+8xx1J7nvWJocOrnw/ppivrFYzaxbVazdiBsGAT5oyffArQ8nWv+ghp//gC//wAdqpJcz1FFvlWglr4e0SxmE1no+n28qyGUPDbIjByCpbIHXDMM+hPrTo9C0iHU21KLSrFL987rpbdBKc9cvjP60nk61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47U8q7ju+wo0HRhqf9pjSbD+0M5+1fZk83P+/jP60248O6Hd3ct3c6Np81zMuySaS1RndfQsRkj2pfJ1r/oIaf8A+AL/APx2jyda/wCghp//AIAv/wDHaOVdwu+xJLo2lz6gNQm02zkvVXYLl4FMgXpjcRnHPSsn/hE4zrGnzCW3h0nTWMtlpltaiJI5ipXexBwcbnIAC4LZ5NaXk61/0ENP/wDAF/8A47R5Otf9BDT/APwBf/47RyruF32NGis7yda/6CGn/wDgC/8A8do8nWv+ghp//gC//wAdo5V3C77GjWdrf/HhF/1+Wv8A6Pjo8nWv+ghp/wD4Av8A/Haz9Yh1cWUfmX1iy/arbAWzcHPnJg/608Zxx39utVBLmWopN8r0OhorO8nWv+ghp/8A4Av/APHaPJ1r/oIaf/4Av/8AHanlXcd32NGis7yda/6CGn/+AL//AB2jyda/6CGn/wDgC/8A8do5V3C77GjRWd5Otf8AQQ0//wAAX/8AjtHk61/0ENP/APAF/wD47RyruF32NGis7yda/wCghp//AIAv/wDHaPJ1r/oIaf8A+AL/APx2jlXcLvsaNFZ3k61/0ENP/wDAF/8A47R5Otf9BDT/APwBf/47RyruF32JdR0nTdXiSLU9PtL2NG3KlzCsgU+oDA4NWo40ijWONFRFAVVUYAA6ACqHk61/0ENP/wDAF/8A47R5Otf9BDT/APwBf/47RyruF32NGis7yda/6CGn/wDgC/8A8do8nWv+ghp//gC//wAdo5V3C77GjRWd5Otf9BDT/wDwBf8A+O0eTrX/AEENP/8AAF//AI7RyruF32NGis7yda/6CGn/APgC/wD8do8nWv8AoIaf/wCAL/8Ax2jlXcLvsaNFZ3k61/0ENP8A/AF//jtHk61/0ENP/wDAF/8A47RyruF32NGs7xB/yLWq/wDXnN/6AaPJ1r/oIaf/AOAL/wDx2s/XIdXHh/UjLfWLRi1l3Ktm6kjYcgHzTg++DVQS5lqKTfK9CtJrv/CO+DNCvXtvOgf7Hbzt5m3yUk2p5nQ5wSvHHXrU994uhsfHOm+GWtmZryFpDcb8CNsOUUjHJYRSdx93vUF3pH9vfC7+yx9+50pUjPo/lgofwYA/hXC2V7Lrng/UPHrownhvLO6QFeRFbKolH5vcj8amfxMcfhR6La+KbWXUdeiufJtLHSJY4XvZpwqO7IHYHIAXbuUdTkntWnDq+m3GmnUYdQtJbEAsblJlaIAdTuBx+teRzW14vhjwvr8r28NveavPq17LeW7TQxGZXMLyIrKdqgoM5ABwadeW6y6PqurjUbTU9Ml1nT59QXTrGSO28uN181lyziQEbCxUkfIc1JR6FD410q41yWziurN9Pj08Xzait0piA8woVJ6DGM5z36Vr2msaZf3M9tZ6jaXNxbnE0UM6u0Z6fMAcj8a8d8X32k6lfeMbzRmikt38MKGnhH7uVxK2SD0bA2jI9Mdq67xPYvB4r0e10eNYLh9C1KCDyxtwQIdg+gY5FAHZWut6TfXstlaapZXF3DnzYIrhHdMf3lByPxpItd0ifUn02HVbGS/TO61S4QyrjrlAcj8q8r8KJHet4Qsk1jSIrrTGV/sdppcq3cWImWSOZvMOwHJ3FlALYqzpN3Yadq2ladpd3ZavbtqRI026s9l/YMzMWkLDnCknJZQcfxGgDuNe8Z6Zo0EogubS8voZ4IZLNLpRIgklSPcQMkY356c9OK1Jtd0i31JNNm1Wxjv3xttnuEErZ6YUnJ/KvG3u9Jj+HtjpFyiHxFba3E91EY/30chvBukfjIVgQAx4O4Cl8W3Yu9H8Xg3z22pR3shXSbOzhDOkbLtuJGMZkIKrv3hlHQDnigD2qO+tJluGjuoHFs5ScrID5TAAkN/dIBBwfWqOqXEN1pFtcW80c0EtzaPHJGwZXUzRkEEcEEd64bxNvGtS2ukyeZZ+NLaOFZ4TuVXXCySAj1t2JB9Yq7rVYIrbSLaCFAkUVzaIiDoqiaMAVUPiRMvhZq0UUVJQUUUUAFFFFABRRRQAUUUUAZ+t6vDoekzX8yNJswscKfemkY4RF92YgD61D4Z1r/hIvDOn6wbf7MbyES+Tv37M9t2Bn8qyPEFh4guPFOn3tnp9hfafZRF4obi+aAi4bIMhAjfOE4Xpjcx9MRfCp7p/hto32qCKILAoi8uUvvTHDH5RtOc8c9OvNAHZUUUUAFFFFABRRRQAUUUUAFZ3iD/kWtV/685v/QDWjWd4g/5FrVf+vOb/ANANVD4kTL4WHh//AJFrSv8Arzh/9AFaNc9oen3L+H9NddYvo1a1iIRUhwvyDgZjJx9TWh/Zt3/0HNQ/74g/+NVUkuZ6ii3yrQ0aKzv7Nu/+g5qH/fEH/wAao/s27/6Dmof98Qf/ABqp5V3Hd9jRorO/s27/AOg5qH/fEH/xqj+zbv8A6Dmof98Qf/GqOVdwu+xo0Vnf2bd/9BzUP++IP/jVH9m3f/Qc1D/viD/41RyruF32NGis7+zbv/oOah/3xB/8ao/s27/6Dmof98Qf/GqOVdwu+xEvh+D/AISI63Pc3VzcLGY7eKVl8q2DY3eWoA5bAySSe2QOKl1v/jwi/wCvy1/9Hx0f2bd/9BzUP++IP/jVZ+safcpZRltYvnH2q2GGSHHMyDPEY5HX8Oc9KqCXMtRSb5XodDRWd/Zt3/0HNQ/74g/+NUf2bd/9BzUP++IP/jVTyruO77GjRWd/Zt3/ANBzUP8AviD/AONUf2bd/wDQc1D/AL4g/wDjVHKu4XfY0aKzv7Nu/wDoOah/3xB/8ao/s27/AOg5qH/fEH/xqjlXcLvsaNFZ39m3f/Qc1D/viD/41R/Zt3/0HNQ/74g/+NUcq7hd9jRorO/s27/6Dmof98Qf/GqP7Nu/+g5qH/fEH/xqjlXcLvsaNFZ39m3f/Qc1D/viD/41R/Zt3/0HNQ/74g/+NUcq7hd9jRorO/s27/6Dmof98Qf/ABqj+zbv/oOah/3xB/8AGqOVdwu+xo0Vnf2bd/8AQc1D/viD/wCNUf2bd/8AQc1D/viD/wCNUcq7hd9jRorO/s27/wCg5qH/AHxB/wDGqP7Nu/8AoOah/wB8Qf8AxqjlXcLvsaNFZ39m3f8A0HNQ/wC+IP8A41R/Zt3/ANBzUP8AviD/AONUcq7hd9jRrO8Qf8i1qv8A15zf+gGj+zbv/oOah/3xB/8AGqz9c0+5Tw/qTtrF9Iq2spKMkOG+Q8HEYOPoaqCXMtRSb5XoOs01R/B2lDSJ7OG6+yw/PdwtKm3YM8KynP41i+GNY8X6vJfzXlzoYtbC+ns5UhspVeTyzjcrGUgZPqDXUeH/APkWtK/684f/AEAVh+DrO6tbHxItxbTRNNrN7LGJEKl0ZvlYZ6g9iOtTP4mOPwoj8J/EDTdd0zRlvLmOPVNQgVikcMiwmTbuZEcgqSOfl3E8Vtt4m0ddHm1Y3mLGGc28kvlPxIJPKIxjP3+M4x36c1xNhpN9F4C+Htt/Z9yk9pe2j3EXksGhAjfcXGMryeSfWqF/FqEPgnVvDiaPqct+dYeYFLRzG0LXglEgfG1htPQEsO4ABNSUegDxfoRvryz+3Ymst/2rMThYNihmLvjaowcgk884zg0lh4w0LUnlSC9ZGigNwwuYJIMxDrIPMVdyjI+YZHIrC07TGFl47W90ee6ivNRlIt9uxrqI28QwhOMgncAc9c81gXFjreqaZq2i6TJrd1p0+kXEY/tq0MMkExChI0kZVZww3A53AYB3UAdOnj2y1HxJoOn6TKs0F+ZjK01vLG2xYi6tHvC5UkfeAIrTsPGegapfRWlnfGSSYsIWMEixzFck+XIVCvgAn5SelcjLeX+teIvCVxp+galbGwgulkkvLN4khka3IVMkcjcMbvu9ME1k29tfMPCV/Lp/iee9s72KXVpLr7QyRuY3VvLhJ2FdzfejXAXvyaAPS18T6O2hQ60t5nT53WOOQRPlnZ/LC7Mbs7jjGMitevN7PS5v+Fiy6AEDaTZ3R18EHhXlBVYiO373zZB9BXpFABWdrf8Ax4Rf9flr/wCj460aztb/AOPCL/r8tf8A0fHVQ+JEy+FmjRRRUlBRRRQAUUUUAFFFFABTJXMcLuqNIyqSEXGWPoM0+o55hb28szK7LGhcrGhdiAM4Cjkn2FAHNeF/EOq6lf6/ba3a2lm+mzRhY4HL7EeJZMMx4ZhuwSABx361l2fjDXWsdI1+8trBND1S5iijhQP9ogSVtsUjMTtbJK5AUY3dTiofDmpLe+LfFEcml61bw6vNF9nmuNLniTatsqMWZlAXlSOcZ49ao2sGp3vhjw94Nl0i/hu9PubVLy4eArbiK3dW3rJ91twRcAZPzcgYoA9RooooAKKKKACiiigAooooAKzvEH/Itar/ANec3/oBrRrO8Qf8i1qv/XnN/wCgGqh8SJl8LDw//wAi1pX/AF5w/wDoArRrntD0e2l8P6bI0t8Ga1iYhb6ZRyg6APgD2FaH9iWn/PbUP/BhP/8AF1UlHmeoo83KjRorO/sS0/57ah/4MJ//AIuj+xLT/ntqH/gwn/8Ai6m0e4/e7GjRWd/Ylp/z21D/AMGE/wD8XR/Ylp/z21D/AMGE/wD8XRaPcPe7GjRWd/Ylp/z21D/wYT//ABdH9iWn/PbUP/BhP/8AF0Wj3D3uwaVoenaKLj7DAUe5k8yaR5HkeRsYGWcljgcAZwO1aNZ39iWn/PbUP/BhP/8AF0f2Jaf89tQ/8GE//wAXRaPcPe7GjWdrf/HhF/1+Wv8A6Pjo/sS0/wCe2of+DCf/AOLrP1jR7aOyjZZb4k3VsvzX0zDmZB3frz17dRVQUeZailzcrOhorO/sS0/57ah/4MJ//i6P7EtP+e2of+DCf/4uptHuP3uxo0Vnf2Jaf89tQ/8ABhP/APF0f2Jaf89tQ/8ABhP/APF0Wj3D3uxo0Vnf2Jaf89tQ/wDBhP8A/F0f2Jaf89tQ/wDBhP8A/F0Wj3D3uxo0Vnf2Jaf89tQ/8GE//wAXR/Ylp/z21D/wYT//ABdFo9w97saNFZ39iWn/AD21D/wYT/8AxdH9iWn/AD21D/wYT/8AxdFo9w97saNFZ39iWn/PbUP/AAYT/wDxdH9iWn/PbUP/AAYT/wDxdFo9w97saNFZ39iWn/PbUP8AwYT/APxdH9iWn/PbUP8AwYT/APxdFo9w97saNFZ39iWn/PbUP/BhP/8AF0f2Jaf89tQ/8GE//wAXRaPcPe7GjRWd/Ylp/wA9tQ/8GE//AMXR/Ylp/wA9tQ/8GE//AMXRaPcPe7GjRWd/Ylp/z21D/wAGE/8A8XR/Ylp/z21D/wAGE/8A8XRaPcPe7GjWd4g/5FrVf+vOb/0A0f2Jaf8APbUP/BhP/wDF1n65o9tF4f1KRZb4strKwDX0zDhD1BfBHsaqCjzLUUublZla/ql7o3whGoadcfZ7uGxt/LlCK20nYCcMCDwT1FallpGrWN2l1deLtQv4IwWe2ktrZVk4PdIw3vwR0rL1/SbvXfhCNMsIBPcz2NuqRFlXdjYTyxA6A1q2ngjwzpc/2zTNA0+1vEVhHLDAqsuVIOD7gkfjUz+Jjj8KMy38c22s2miX1pFqtlaX97DDDI8EWLjfHIxQ5YkKCnLDnIGMgk1R8UfEFo9CvptGt7+MQ3aWsepGBGt2kEyo6jJJ/vLuK7c9DnFOsvDWrQ+EPAdi9ptudKu7eS8TzE/dKsMisc5w3LDpnrWVdeH/ABRF4KufCNvogmRL8zR332mIJLCbrzuFJ3B+cEEAcE5PAMlHY6t4yt9HmuvtGlaq1lZkfab9IB5MQIBzywZgAeSqsB+FXE8S2DXOswSebC2kKslwZAMGNk3h1wTlcBh25U15/wCI/BWqatD4ptpPDtrf6jfSyPY6tdSRMsUWwbI0DHejDBUYAXJ3Zq34nsJtT13QrOJPs11rFp9h1Wzd1Z0tUZZGY7SRwA8ec4/fUAehaXfrqmlWmoJDNAlzCsyxzAB1DDIDAEgHn1q3SABQAAABwAKWgAooooAKztb/AOPCL/r8tf8A0fHWjWdrf/HhF/1+Wv8A6PjqofEiZfCzRoooqSgooooAKKKKACiiigAooooAxPE2rT6dZRW2nhX1a/k+z2SMMgORkyMP7qKCx+mOpFReBtSvNY8D6PqF/N513cWyvLJtC7mPfAAA/Cm6t4Wn1DX49Zttev8AT7iO2+zKsMcDqFLbmIEkbYJO3OOu0elRfD3RtR0DwTp2n6pNK91HGN0cnlnyePuAoMEDrkknnrQB09FFFABRRRQAUUUUAFFFFABWd4g/5FrVf+vOb/0A1o1neIP+Ra1X/rzm/wDQDVQ+JEy+Fh4f/wCRa0r/AK84f/QBWjXPaHoekTeH9Nll0qxeR7WJmZrdCWJQZJOOTWh/wj+i/wDQH0//AMBk/wAKqSjzPUUeblRo0Vnf8I/ov/QH0/8A8Bk/wo/4R/Rf+gPp/wD4DJ/hU2j3H73Y0arRadYw3899FZ28d5OAs1wsSiSQAYAZsZOAB19Kr/8ACP6L/wBAfT//AAGT/Cj/AIR/Rf8AoD6f/wCAyf4UWj3D3uxo0Vnf8I/ov/QH0/8A8Bk/wo/4R/Rf+gPp/wD4DJ/hRaPcPe7GjRWd/wAI/ov/AEB9P/8AAZP8KP8AhH9F/wCgPp//AIDJ/hRaPcPe7GjWdrf/AB4Rf9flr/6Pjo/4R/Rf+gPp/wD4DJ/hWfrGh6RFZRtHpVijG6tlJW3QHBmQEdOhBI/Gqgo8y1FLm5WdDRWd/wAI/ov/AEB9P/8AAZP8KP8AhH9F/wCgPp//AIDJ/hU2j3H73Y0aKzv+Ef0X/oD6f/4DJ/hR/wAI/ov/AEB9P/8AAZP8KLR7h73Y0aKzv+Ef0X/oD6f/AOAyf4Uf8I/ov/QH0/8A8Bk/wotHuHvdjRorO/4R/Rf+gPp//gMn+FH/AAj+i/8AQH0//wABk/wotHuHvdjRorO/4R/Rf+gPp/8A4DJ/hR/wj+i/9AfT/wDwGT/Ci0e4e92NGis7/hH9F/6A+n/+Ayf4Uf8ACP6L/wBAfT//AAGT/Ci0e4e92NGis7/hH9F/6A+n/wDgMn+FH/CP6L/0B9P/APAZP8KLR7h73Y0aKzv+Ef0X/oD6f/4DJ/hR/wAI/ov/AEB9P/8AAZP8KLR7h73Y0aKzv+Ef0X/oD6f/AOAyf4Uf8I/ov/QH0/8A8Bk/wotHuHvdjRorO/4R/Rf+gPp//gMn+FH/AAj+i/8AQH0//wABk/wotHuHvdjRrO8Qf8i1qv8A15zf+gGj/hH9F/6A+n/+Ayf4Vn65oekQ+H9Sli0qxSRLWVlZbdAVIQ4IOODVQUeZailzcrKt62rp8L1bQgTqY02MwBQC2di52g8bsZxnvisPw7faNc69Yxad4p1u31FSTc6ZrLyl7hdpyuyXGGBwcx8cHgiunt7a/vPAtjDpl+LG9NnAYpzGJApCqcFT1Bxg98Hjmsy60LxJ4gv9JOtro9rbadeJeb7J5JZZXTOFG5VCKSefvccVM/iY4/CiDUfiPHpWtmyvLawihF4lrt/tWI3Z3MFEgtwCduSD97cBzioE8a61Yv4pur/T7aWz0/U4bOBI7ohl3+QuP9WMj94XySTklegBqvP4H8RHw3daFbz6UsH283yXLM/mXTfaPOVZRt+XnALAsflHAq1eeDtavLfxLa+Zp8cWq3EN/A/mOzRzxiH5GG0ZTMX3gc4PSpKNrXPFv9jajf2n2HzvsmjTaru83bv8s48vG04z/e7elUh401OSHSI4tAT7fq5eSzt3vdqiBUVjJI2w7D8wG0Buo59K2oeF/EOtajqt9eNptu13oM+lxQQzPIEkc5DFygyOueOMDg9auah4c1ZJfDeo6W9k9/pED28kNy7JFMjoqth1UkEFFI+U96AMvRPFGo21h4r1C7tneS31nyFt7q9WOO3XyoQf3jHCxglm4HOfu5NS2vxMgnsb24+y2kw0+6tor2Sy1BbiGOGY4EqyBRu2nOVIGMHmq/8Awg+vNb3M88+mT3z6+msJCxcQSKIlTy2O0kYOSDg/dU47CS50uTSrnxJqvi2801dJ1qziguAjsDCyh1EaAr84Kv1yCW6LyAADrINaNz4pvNGitt0dnbRyzXO/7sjltse3HXau4nPGRxzWtXJ/DvTL6w8Kw3OrF21W/IuLppF2tnaqICOxCKgI7HNdZQAVna3/AMeEX/X5a/8Ao+OtGs7W/wDjwi/6/LX/ANHx1UPiRMvhZo0UUVJQUUUUAFFFFABRRRQAUUUUAcX4gaXU/Hen6FcaleWGntp8t0v2S4aB7iUOq7d6kHCqd20Hvk5Aqz8PtXm1bw7OJ7w3rWV9cWS3ZIJnSNyEckcEldvPfrU3izRL3WGtPI07Q9St4txe11aMlQxxtdGCtgjkEY5z1FW/C2hHw9oi2ckiS3EkslxcSRpsVpJGLNtXsozgD0AoA2qKKKACiiigAooooAKKKKACs7xB/wAi1qv/AF5zf+gGtGs7xB/yLWq/9ec3/oBqofEiZfCzP0PXNIh8P6bFLqtikiWsSsrXCAqQgyCM8GtD/hINF/6DGn/+BKf40UV0yoxuznjWlZB/wkGi/wDQY0//AMCU/wAaP+Eg0X/oMaf/AOBKf40UUvYRH7aQf8JBov8A0GNP/wDAlP8AGj/hINF/6DGn/wDgSn+NFFHsIh7aQf8ACQaL/wBBjT//AAJT/Gj/AISDRf8AoMaf/wCBKf40UUewiHtpB/wkGi/9BjT/APwJT/Gj/hINF/6DGn/+BKf40UUewiHtpB/wkGi/9BjT/wDwJT/Gs/WNc0iWyjWPVbF2F1bMQtwhOBMhJ69AAT+FFFONGKaFKtKzND/hINF/6DGn/wDgSn+NH/CQaL/0GNP/APAlP8aKKXsIj9tIP+Eg0X/oMaf/AOBKf40f8JBov/QY0/8A8CU/xooo9hEPbSD/AISDRf8AoMaf/wCBKf40f8JBov8A0GNP/wDAlP8AGiij2EQ9tIP+Eg0X/oMaf/4Ep/jR/wAJBov/AEGNP/8AAlP8aKKPYRD20g/4SDRf+gxp/wD4Ep/jR/wkGi/9BjT/APwJT/Giij2EQ9tIP+Eg0X/oMaf/AOBKf40f8JBov/QY0/8A8CU/xooo9hEPbSD/AISDRf8AoMaf/wCBKf40f8JBov8A0GNP/wDAlP8AGiij2EQ9tIP+Eg0X/oMaf/4Ep/jR/wAJBov/AEGNP/8AAlP8aKKPYRD20g/4SDRf+gxp/wD4Ep/jR/wkGi/9BjT/APwJT/Giij2EQ9tIP+Eg0X/oMaf/AOBKf40f8JBov/QY0/8A8CU/xooo9hEPbSD/AISDRf8AoMaf/wCBKf41n65rmkTeH9Sii1WxeR7WVVVbhCWJQ4AGeTRRTjRimhSrSsz/2Q==
| null |
10
|
free_form
|
integer
| 801
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The table displays the number of cartwheels done each day of the week. It shows that on Sunday, Monday, and Thursday, 10 cartwheels were completed. On Tuesday and Saturday, 9 cartwheels were performed. Wednesday and Friday only had 4 cartwheels each. Overall, cartwheels are done more frequently at the start and end of the week.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Karen bought 4 pounds of silk scraps and 4 pounds of canvas scraps. How much did she spend? (Unit: $)
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69
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free_form
|
integer
| 802
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The image provides a list of fabric scrap types and their prices per pound. It shows the cost of different materials like silk, denim, canvas, felt, faux fur, and lace, with faux fur scraps being the most expensive at $11.79/lb and lace being the least expensive at $6.37/lb. The information likely helps in comparing the cost for purchasing these materials.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of the smallest individual bar in the whole chart?
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
| null |
1
|
free_form
|
integer
| 803
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
The bar chart compares different categories—lime, irony, bombs, racing, gray, yarn, and empire—across three groups: log, human, and saint. The values for each category are presented on the vertical axis, ranging from 0 to 10. Each group is represented by different patterns and colors for clarity. The main message is likely to show the differences or similarities in values across these categories for the three groups.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: In $\odot B$, $CE=13.5$. Find $BD$. Round to the nearest hundredth.
Choices:
(A) 3.71
(B) 4.29
(C) 4.53
(D) 6.75
|
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|
['3.71', '4.29', '4.53', '6.75']
|
4.29
|
multi_choice
|
text
| 804
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
Geometry3K
|
geometry problem solving
|
B
|
The image illustrates a geometric diagram involving a circle centered at point B. The circle includes several elements:
- **Center**: Point B is the center of the circle.
- **Radius**: The line segment AB is a radius of the circle, and it is labeled with a length of 8.
- **Diameter**: The line segment AF is a diameter, passing through the center B.
- **Perpendicular Lines**: Line CD is perpendicular to line AF at point D, forming a right angle.
The image is likely used to demonstrate properties of circles, such as how diameters and perpendicular lines interact within a circle.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the donut more than half eaten?
Choices:
(A) Yes
(B) No
|
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
|
['Yes', 'No']
|
No
|
multi_choice
|
text
| 805
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
VQA2.0
|
visual question answering
|
B
|
The image depicts a partially eaten iced donut on a plate with a hand nearby, suggesting a moment of enjoyment or indulgence. The focus is on the simple pleasure of savoring a sweet treat, conveying a sense of coziness and satisfaction.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, AB is the diameter of ⊙O, and point C is on ⊙O. If ∠A = 40.0, then the degree of ∠B is ()
Choices:
(A) 80°
(B) 60°
(C) 50°
(D) 40°
|
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
|
['80°', '60°', '50°', '40°']
|
50°
|
multi_choice
|
text
| 806
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
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C
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The image illustrates a geometric concept involving a circle with center \( O \). It shows an inscribed triangle \( \triangle ABC \) where \( AB \) is a diameter of the circle. This setup likely represents Thales' theorem, which states that if \( AB \) is the diameter of the circle, then angle \( \angle ACB \) is a right angle (90 degrees).
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which of the following leaf shapes would have the least amount of wind resistance and water loss?
Choices:
(A) Truncate
(B) Acuminate
(C) Rounded
(D) Sagittate
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['Truncate', 'Acuminate', 'Rounded', 'Sagittate']
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Acuminate
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multi_choice
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text
| 807
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general-vqa
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scientific figure
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['scientific reasoning']
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TQA
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textbook question answering
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B
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The image illustrates various leaf base shapes. It categorizes and labels different leaf bases, such as acuminate, acute, rounded, cordate, oblique, sagittate, hastate, and truncate. This visual guide helps in identifying and understanding the diverse forms of leaf bases in botanical studies.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all large purple spheres. Subtract all small gray things. How many objects are left?
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9
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free_form
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integer
| 808
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math-targeted-vqa
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synthetic scene
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['arithmetic reasoning']
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CLEVR-Math
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math word problem
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The image features a variety of geometric shapes—spheres, cubes, and cylinders—in different colors and sizes, placed on a neutral background. The main message of the image appears to illustrate diversity and the aesthetic arrangement of basic forms and colors, showing contrasts between shapes, sizes, and reflective properties. It emphasizes visual balance and simplicity.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: In a group of horses, some individuals have a black coat and others have a reddish-brown coat. In this group, the gene for the coat color trait has two alleles. The allele for a black coat (L) is dominant over the allele for a reddish-brown coat (l).
This Punnett square shows a cross between two horses. What is the expected ratio of offspring with a reddish-brown coat to offspring with a black coat? Choose the most likely ratio.
Choices:
(A) 1:3
(B) 4:0
(C) 3:1
(D) 0:4
(E) 2:2
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
|
['1:3', '4:0', '3:1', '0:4', '2:2']
|
2:2
|
multi_choice
|
text
| 809
|
general-vqa
|
scientific figure
|
['scientific reasoning']
|
ScienceQA
|
textbook question answering
|
E
|
The picture illustrates a perceptual phenomenon where two identical shapes appear different based on their orientation and context. Despite being the same, the figures seem different, highlighting how perception can be influenced by arrangement and surrounding elements. This emphasizes how our visual system can be tricked, revealing insights into cognitive processing and perception.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all yellow metallic balls. Subtract all small yellow shiny things. How many objects are left?
|
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
| null |
8
|
free_form
|
integer
| 810
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The image shows a variety of colorful 3D geometric shapes, including cubes, spheres, and cylinders, placed on a flat surface. The use of different colors and shapes might convey a message of diversity and variation, emphasizing the beauty and interest found in combining different elements. The composition seems to focus on arranging these shapes in a balanced way, possibly reflecting themes of harmony and balance in diversity.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: A machine at the candy factory dispensed different numbers of lemon-flavored candies into various bags. What is the smallest number of lemon-flavored candies? (Unit: lemon-flavored candies)
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34
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free_form
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integer
| 811
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math-targeted-vqa
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table
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['arithmetic reasoning', 'statistical reasoning']
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TabMWP
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math word problem
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The main message of the stem-and-leaf plot is to display the distribution of lemon-flavored candies per bag. It breaks down the data into a visual format where:
- The "stem" represents the tens digit.
- The "leaf" represents the units digit.
This chart helps in easily identifying the number of candies in each bag, with counts such as 34, 39, 43, 44, 51, 58, 59, and 62.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Does the gray bar always have smaller value?
Choices:
(A) Yes
(B) No
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['Yes', 'No']
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Yes
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multi_choice
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text
| 812
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general-vqa
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bar chart
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['statistical reasoning']
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ChartQA
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figure question answering
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A
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The image displays the results of a survey conducted across 14 countries, highlighting the perceived level of threat posed by various global issues. The main message is that global climate change and the spread of infectious diseases are seen as the top threats. Specifically, 70% view climate change as a major threat, and 69% see infectious diseases in the same way. Other issues like terrorism, cyberattacks, and nuclear weapon spread also rank high but are perceived as slightly less threatening. The survey underscores climate and health concerns as predominant global threats according to public opinion.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the highest value on the X axis?
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
| null |
30
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free_form
|
integer
| 813
|
general-vqa
|
document image
|
['statistical reasoning']
|
DocVQA
|
figure question answering
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The graph illustrates the relationship between the concentration of ε-DNP-lysine-HCl (in micrograms per milliliter) and optical density. There are two linear relationships depicted, corresponding to measurements at wavelengths of 360 mμ and 435 mμ.
- The line at 360 mμ shows a higher slope, indicating a stronger increase in optical density with increasing concentration compared to the line at 435 mμ.
- Specific extinction coefficients (\(E_{1cm}\)) are provided: 47.0 at 360 mμ and 14.7 at 435 mμ.
The main message is to illustrate how optical density varies with concentration at different wavelengths, highlighting the sensitivity and calibration needed for measuring ε-DNP-lysine-HCl.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of the largest individual bar in the whole chart?
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| null |
100000000
|
free_form
|
integer
| 814
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
The bar chart compares the values of two categories, "acre" and "potato," across four different labels: "orange," "read," "fifth," and "chosen." The "potato" category has a significantly higher value for "orange" compared to other labels and to the "acre" category. The "acre" category shows higher values than "potato" for "fifth" and "chosen." The chart emphasizes the disparity between the values across these categories and labels.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find $m \angle N C L$
Choices:
(A) 60
(B) 120
(C) 240
(D) 360
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['60', '120', '240', '360']
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120
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multi_choice
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text
| 815
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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B
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The image shows a circle with center \( C \) and four radii splitting the circle into four sectors: \( RC \), \( MC \), \( NC \), and \( LC \). The angles at the center are labeled as follows:
- The angle \( \angle RCM \) is \( (x-1)^\circ \).
- The angle \( \angle MCN \) is \( 60^\circ \).
- The angle \( \angle NCL \) is unlabeled.
- The angle \( \angle LCR \) is \( (3x+5)^\circ \).
The main message is to use the information to solve for the variable \( x \) based on the properties of a circle, namely that the sum of the angles around a point is \( 360^\circ \).
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find x. Round to the nearest tenth, if necessary.
Choices:
(A) 3
(B) 9
(C) 12.25
(D) 24
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['3', '9', '12.25', '24']
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3
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multi_choice
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text
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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A
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The image illustrates a geometric problem involving a circle and a triangle that are connected through a tangent and a secant. The main message is to apply a specific geometric theorem: the Power of a Point. This theorem states that for a point outside the circle, the square of the length of the tangent segment (y) is equal to the product of the lengths of the secant segment (x) and its external segment (9). This can be mathematically expressed as \( y^2 = x \times (x + 9) \). Additionally, the circle features a diameter marked as 24 and a radius inherently based on that measurement, which may be used in further calculations.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, the straight line a ∥ b, the point B is on the straight line b, and AB ⊥ BC, ∠2 = 65.0, then the degree of ∠1 is ()
Choices:
(A) 65°
(B) 25°
(C) 35°
(D) 45°
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['65°', '25°', '35°', '45°']
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25°
|
multi_choice
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text
| 817
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
B
|
The picture illustrates the concept of alternate interior angles in geometry. It shows two parallel lines, labeled \(a\) and \(b\), intersected by a transversal line \(AB\). The angles numbered \(1\) and \(2\) are alternate interior angles. The diagram suggests that when two parallel lines are intersected by a transversal, the alternate interior angles formed are congruent (equal in measure).
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Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.
Question: What's the ratio of least value of light brown graph and leftmost value of dark brown graph?
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
| null |
0.32
|
free_form
|
float
| 818
|
general-vqa
|
line plot
|
['statistical reasoning']
|
ChartQA
|
figure question answering
| null |
The main message of the picture is that the percentage of registered voters who believe it "really matters" who wins the presidential election has increased significantly over time. In 2000, only half of the voters held this view, but by 2020, this figure rose to 83%. Meanwhile, the percentage of voters who think things will remain the same regardless of who is elected has decreased from 44% in 2000 to 16% in 2020.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find the value of $t$ in the parallelogram.
Choices:
(A) 6
(B) 7
(C) 8
(D) 13
|
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['6', '7', '8', '13']
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7
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multi_choice
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text
| 819
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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B
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The image depicts a geometric figure, specifically a quadrilateral with diagonals WX and YZ. It includes labels for side lengths and expressions for the diagonals (s - 7 and 2t - 6). The purpose might be to solve for variables \( s \) and \( t \) based on the properties of the geometric shapes, such as parallelograms or rhombuses, if applicable.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: $a=14, b=48,$ and $c=50$ find $cosA$
Choices:
(A) 0.14
(B) 0.48
(C) 0.50
(D) 0.96
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|
['0.14', '0.48', '0.50', '0.96']
|
0.96
|
multi_choice
|
text
| 820
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math-targeted-vqa
|
geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
|
D
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The image depicts a right-angled triangle, labeled with vertices \( A \), \( B \), and \( C \). The sides opposite these vertices are labeled \( a \), \( b \), and \( c \) respectively. The right angle is at vertex \( C \). This diagram is often used to illustrate the Pythagorean theorem, which states that in a right-angled triangle, the square of the length of the hypotenuse (\( c \)) is equal to the sum of the squares of the lengths of the other two sides (\( a \) and \( b \)):
\[ c^2 = a^2 + b^2 \]
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are most of the people young men?
Choices:
(A) Yes
(B) No
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['Yes', 'No']
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Yes
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multi_choice
|
text
| 821
|
general-vqa
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natural image
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['numeric commonsense', 'arithmetic reasoning']
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VQA2.0
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visual question answering
|
A
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The picture showcases the energy and skill involved in skateboarding. A skateboarder is performing a trick on a rail in an outdoor area, demonstrating balance and precision. Spectators in the background highlight the communal and social aspects of skateboarding events. The scene exudes a sense of enthusiasm and the vibrant skateboarding culture.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
Choices:
(A) 22
(B) 40
(C) 44
(D) 48
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['22', '40', '44', '48']
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44
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multi_choice
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text
| 822
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'arithmetic reasoning']
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Geometry3K
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geometry problem solving
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C
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The image shows a parallelogram with key measurements labeled. The base is 12 meters and the side is 10 meters. An angle of 60 degrees is marked at one corner. A dashed line, representing the height, is drawn perpendicular from the base, forming a right angle. The diagram likely relates to calculating the area or other properties of the parallelogram, using these provided dimensions and angles.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: You can see how organisms are interconnected from the diagram given. What will be the effect if all the Killer whales are removed?
Choices:
(A) The population of tuna will increase
(B) Mouse will decrease in number
(C) The phytoplankton will decrease
(D) The grasshopper will die
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['The population of tuna will increase', 'Mouse will decrease in number', 'The phytoplankton will decrease', 'The grasshopper will die']
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The population of tuna will increase
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multi_choice
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text
| 823
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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A
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The picture illustrates two types of food chains: a terrestrial food chain and an aquatic food chain.
1. **Terrestrial Food Chain**:
- **Plant**: Serves as the primary producer.
- **Grasshopper**: Consumes the plant; a primary consumer.
- **Mouse**: Eats the grasshopper; a secondary consumer.
- **Snake**: Preys on the mouse; a tertiary consumer.
- **Hawk**: The top predator in this chain, consuming the snake.
2. **Aquatic Food Chain**:
- **Phytoplankton**: The primary producer.
- **Zooplankton**: Consumes the phytoplankton; a primary consumer.
- **Herring**: Eats the zooplankton; a secondary consumer.
- **Tuna**: Preys on the herring; a tertiary consumer.
- **Killer Whale**: The apex predator, eating the tuna.
The main message is to demonstrate how energy flows through different ecosystems via various trophic levels, from primary producers to top predators.
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Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.
Question: How much money does Luca need to buy a sour apple candy and a butterscotch candy? (Unit: $)
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
| null |
0.13
|
free_form
|
float
| 824
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The picture displays a list of various candies and their prices. Each item is priced under ten cents, indicating inexpensive options.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of metallic road bikes that are behind the large bus less than the number of small matte double buss?
Choices:
(A) Yes
(B) No
|
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
|
['Yes', 'No']
|
No
|
multi_choice
|
text
| 825
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
B
|
The image shows a collection of different modes of transportation, including bicycles, cars, a bus, and an airplane. The main message could be highlighting the variety of transportation options available, emphasizing choices for mobility and travel. The colorful representation may also suggest a playful or imaginative approach to transportation.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which is the largest part of the lung?
Choices:
(A) Inferior lobes
(B) Cardiac notch
(C) Superior lobes
(D) Middle lobe
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['Inferior lobes', 'Cardiac notch', 'Superior lobes', 'Middle lobe']
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Superior lobes
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multi_choice
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text
| 826
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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C
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The image illustrates the anatomy of lung lobes, highlighting their division into superior, middle, and inferior lobes with distinct colors. It also points out anatomical features like the cardiac notch and hilum of the trachea.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Choose the answer for the missing picture.
Choices:
(A) A
(B) B
(C) C
(D) D
(E) E
(F) F
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['A', 'B', 'C', 'D', 'E', 'F']
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D
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multi_choice
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text
| 827
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math-targeted-vqa
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puzzle test
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['logical reasoning']
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IQTest
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figure question answering
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D
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The image is a classic visual puzzle where a pattern needs to be identified. It consists of a 3x3 grid with 8 panels filled with smaller black and white square patterns, and one panel marked with a question mark. Below, there are six options (A-F) to choose from to complete the grid.
The main message of the puzzle is to find the pattern or sequence in the current grid and determine which of the provided options best fits the missing panel. This type of puzzle tests logical reasoning and pattern recognition skills.
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Hint: Please answer the question requiring a floating-point number with one decimal place and provide the final value, e.g., 1.2, 1.3, 1.4, at the end.
Question: Linda wants to buy 0.9 pounds of double chocolate cookie dough. How much will she spend? (Unit: $)
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
| null |
2.7
|
free_form
|
float
| 828
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The image displays a price list for different types of cookie dough. It includes six varieties along with their corresponding prices per pound:
- Peanut butter cookie dough: $3 per lb
- Double chocolate cookie dough: $3 per lb
- Chocolate chip cookie dough: $5 per lb
- Oatmeal raisin cookie dough: $7 per lb
- Gingersnap cookie dough: $3 per lb
- Snickerdoodle cookie dough: $8 per lb
The list highlights the range of prices and types of cookie dough available for purchase.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which matchstick needs to be moved in order to create a square?
Choices:
(A) Top
(B) Bottom
(C) Left
(D) Right
(E) Not possible
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['Top', 'Bottom', 'Left', 'Right', 'Not possible']
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Left
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multi_choice
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text
| 829
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math-targeted-vqa
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puzzle test
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['logical reasoning']
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IQTest
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figure question answering
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C
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The picture is of two matches forming a plus sign or cross. The main focus appears to be symmetry and simplicity, possibly inviting the viewer to think creatively about how to rearrange or interpret the matches. It's a common puzzle setup where typically the goal is to move or adjust the matches to form a specific shape or fulfill a certain condition.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years)
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
| null |
2
|
free_form
|
integer
| 830
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
| null |
The picture captures a formal ceremony, specifically a Senate swearing-in event in 1959. It depicts a significant moment in the U.S. political process, symbolizing the transition of responsibilities and the oath of office taken by individuals in governmental roles.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: An author recorded how many words she wrote in the past 3 days. How many words in total did the author write on Thursday and Friday? (Unit: words)
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
| null |
679
|
free_form
|
integer
| 831
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The table shows the number of words written over three consecutive days: Wednesday, Thursday, and Friday. There is a decline in the word count each day: starting with 407 words on Wednesday, decreasing to 374 on Thursday, and further dropping to 305 on Friday. The main message is the progressive reduction in productivity over the days.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of f(0)?
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| null |
-2
|
free_form
|
integer
| 832
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
| null |
The image shows the graph of the function \( f(x) = \frac{x^3 + 3x^2 - 6x - 8}{4} \). The graph is a cubic curve that exhibits typical cubic behavior with turning points and changes in direction. It starts from the bottom left, goes up to a local maximum, then descends to a local minimum, and finally rises towards the top right. The main message is to illustrate the behavior and key features of the function, such as intercepts, turning points, and general shape.
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Hint: Please answer the question requiring a floating-point number with one decimal place and provide the final value, e.g., 1.2, 1.3, 1.4, at the end.
Question: Phenylalanine (Phe, 5) is a naturally occurring amino acid. What is the energy of interaction between its phenyl group and the electric dipole moment of a neighbouring peptide group? Take the distance between the groups as $4.0 \mathrm{~nm}$ and treat the phenyl group as a benzene molecule. The magnitude of the dipole moment of the peptide group is $\mu=1.3 \mathrm{D}$ and the polarizability volume of benzene is $\alpha^{\prime}=1.04 \times 10^{-29} \mathrm{~m}^3$.
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| null |
-4.3
|
free_form
|
float
| 833
|
math-targeted-vqa
|
scientific figure
|
['scientific reasoning']
|
SciBench
|
textbook question answering
| null |
The picture depicts the chemical structure of the amino acid phenylalanine. It includes its molecular components such as a benzene ring, an amino group (H₂N), and a carboxyl group (COOH). Phenylalanine is one of the essential amino acids and is important for protein synthesis in the body.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Among the states that border Georgia , does Florida have the lowest value ?
Choices:
(A) Yes
(B) No
|
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['Yes', 'No']
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Yes
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multi_choice
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text
| 834
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general-vqa
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map chart
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['scientific reasoning', 'statistical reasoning']
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MapQA
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figure question answering
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A
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The map illustrates the poverty rate for Hispanics across different U.S. states in 2019. It uses color coding to show varying levels of poverty rates, with lighter shades indicating lower rates and darker shades representing higher rates. The main message is to visually convey the geographic distribution of Hispanic poverty rates, highlighting which states have higher or lower rates in that year. States like South Dakota are marked as N/A, indicating no available data.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What percent of people are wearing blue?
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
| null |
0
|
free_form
|
integer
| 835
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
VQA2.0
|
visual question answering
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The picture captures a group of skiers enjoying a day on the slopes. They appear to be having fun and sharing a lighthearted moment, suggesting camaraderie and leisure. The snowy mountain setting and the presence of ski equipment highlight a winter sports theme, emphasizing outdoor activities and recreation.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What is the smallest species shown?
Choices:
(A) chinlea
(B) arganodus
(C) semionotus
(D) xenacanthus
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['chinlea', 'arganodus', 'semionotus', 'xenacanthus']
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semionotus
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multi_choice
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text
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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C
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The picture illustrates a size comparison between several prehistoric fish species ("Xenacanthus," Chinlea, Semionotus, and Arganodus) and a human silhouette. It highlights the relative sizes of these ancient fish, with a scale bar indicating 50 cm for reference. This visual provides context for understanding the dimensions of these species in comparison to a human.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer tiny red motorbikes than big red choppers?
Choices:
(A) Yes
(B) No
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['Yes', 'No']
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No
|
multi_choice
|
text
| 837
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
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Super-CLEVR
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visual question answering
|
B
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The image features various modes of transportation: a bus, car, airplane, and motorcycle, all in different vibrant colors. The main message might be about diversity in transportation options, highlighting the variety and choice available for travel and movement.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years)
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
| null |
4
|
free_form
|
integer
| 838
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
| null |
The picture depicts a social setting where two individuals appear to be enjoying each other's company in a casual, relaxed environment. The presence of two people sitting closely suggests a sense of closeness or camaraderie. The setting is informal, indicated by the casual attire and the surroundings.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many years have value less than 10%?
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| null |
5
|
free_form
|
integer
| 839
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
ChartQA
|
figure question answering
| null |
The chart illustrates the year-over-year percentage change in worldwide annual unit shipments of photovoltaic (PV) inverters from 2010 to 2019. The primary message is the fluctuating growth and eventual decline in shipments over this period:
- Initial growth peaked in 2010 at 21.4%, followed by a decline to 8.8% in 2011.
- Growth rebounded with spikes in 2012 (16.9%) and 2015 (27.6%).
- Following 2015, the growth rate generally trended downward, with minor positive growth in 2018 (2.4%).
- 2019 experienced a significant decrease of 6.8%, indicating a substantial decline in unit shipments.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: From which item can you get the most protein?
Choices:
(A) salami
(B) wine
(C) cheese
(D) bread
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['salami', 'wine', 'cheese', 'bread']
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salami
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multi_choice
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text
| 840
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general-vqa
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natural image
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['numeric commonsense', 'arithmetic reasoning']
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A-OKVQA
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visual question answering
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A
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The picture conveys a sense of enjoying a leisurely meal, featuring a selection of cured meats and cheeses paired with glasses of red wine. The arrangement suggests relaxation and indulgence, possibly in a rustic or historical setting, adding a cultural or regional flavor to the experience. It's about savoring good food and wine, likely in a social or scenic environment.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Some friends compared the sizes of their stuffed animal collections. What is the median of the numbers?'
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
| null |
9
|
free_form
|
integer
| 841
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The main message of the table is to display the number of stuffed animals owned by each person listed. Seth has the most stuffed animals with 10, while Lucy has the fewest with 6. Both Tiana and Mitch have 9 stuffed animals, and Riley has 8.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: At a certain moment, there is a passenger ship at sea point P, and lighthouse A is measured in the direction 30.0 north by east of P, and is 50.0 nautical miles away. The passenger ship sails at the speed of 60.0 nautical mile/hour in the direction of 60.0 from north by west for $\frac{2.0}{3.0}$hours to reach point B, then tan∠BAP = ()
Choices:
(A) \frac{4}{5}
(B) \frac{6}{5}
(C) \frac{√{5}}{5}
(D) \frac{2√{5}}{5}
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|
['\\frac{4}{5}', '\\frac{6}{5}', '\\frac{√{5}}{5}', '\\frac{2√{5}}{5}']
|
\frac{4}{5}
|
multi_choice
|
text
| 842
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
A
|
The main message of the picture is to demonstrate that the median of a triangle drawn from a point \( P \) on one side to the opposite vertex divides the triangle into two smaller triangles of equal area.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Aqua greater than Red?
Choices:
(A) yes
(B) no
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['yes', 'no']
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no
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multi_choice
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text
| 843
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general-vqa
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bar chart
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['statistical reasoning']
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FigureQA
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figure question answering
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B
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The bar chart compares two categories, "Red" and "Aqua", in terms of their values on the y-axis, labeled "yaxis_label". The red bar represents a higher value, reaching up to 100, while the aqua bar shows a lower value, around 70. This indicates that the "Red" category has a significantly greater measurement compared to the "Aqua" category.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the larger window shaped like the smaller window?
Choices:
(A) Yes
(B) No
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
|
['Yes', 'No']
|
No
|
multi_choice
|
text
| 844
|
general-vqa
|
abstract scene
|
['numeric commonsense', 'geometry reasoning']
|
VQA-AS
|
visual question answering
|
B
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The main message of the picture appears to depict a cozy and calm setting within a living room. The individual is seated on a red couch, suggesting relaxation or leisure. The television on the table indicates a potential focus on entertainment or unwinding. The room’s decor, including the carpet and curtains on the windows, adds to the sense of a comfortable and inviting environment.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years)
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
| null |
3
|
free_form
|
integer
| 845
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
| null |
The picture portrays a diplomatic or official meeting between representatives of two nations, suggested by the handshake and the presence of national flags in the background. The individuals are dressed in formal attire and military uniform, indicating a discussion or agreement related to political or military cooperation. The atmosphere suggests formality and a focus on diplomatic relations.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Brown the high median?
Choices:
(A) yes
(B) no
|
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['yes', 'no']
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yes
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multi_choice
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text
| 846
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general-vqa
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bar chart
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['statistical reasoning']
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FigureQA
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figure question answering
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A
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The bar chart displays values associated with different colors. The highest value is for "Light Seafoam," followed by "Crimson." The lowest value is for "Dark Turquoise." The chart illustrates a comparison of these categories in terms of their value on the y-axis, with each bar representing a different color label on the x-axis.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which function grows the fastest as x increases?
Choices:
(A) red
(B) purple
(C) blue
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['red', 'purple', 'blue']
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red
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multi_choice
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text
| 847
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math-targeted-vqa
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function plot
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['algebraic reasoning']
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FunctionQA
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textbook question answering
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A
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The image illustrates the graphs of logarithmic functions with different bases: \( \log_2 x \), \( \log_e x \) (natural logarithm), and \( \log_{10} x \). These graphs demonstrate how the logarithmic curves behave differently depending on the base:
1. **Growth Rate**: The graph shows that \( \log_2 x \) grows faster than the others, followed by \( \log_e x \), and \( \log_{10} x \), which grows the slowest.
2. **Intersection with y=1**: Each logarithmic curve intersects with the horizontal line \( y = 1 \) at their respective base points (2 for \( \log_2 x \), \( e \) for \( \log_e x \), and 10 for \( \log_{10} x \)).
3. **Comparison of Values**: For the same \( x \)-values, the logarithm with a smaller base results in a higher value, reflecting the concept of logarithmic scaling.
This graph effectively visualizes the comparative nature of logarithms with different bases.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: In how many years, is the tuberculosis treatment success rate in Bulgaria greater than the average tuberculosis treatment success rate in Bulgaria taken over all years ?
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| null |
3
|
free_form
|
integer
| 848
|
general-vqa
|
scatter plot
|
['statistical reasoning']
|
PlotQA
|
figure question answering
| null |
The graph displays tuberculosis treatment success rates from 2001 to 2010 for Bulgaria, the Marshall Islands, and Venezuela. The main message is that Bulgaria and Venezuela maintained a relatively consistent and high success rate above 80%. In contrast, the Marshall Islands had a lower success rate compared to the other countries, particularly in 2003-2004, but it improved over time to align more closely with the others.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: The 4 8x8 images shown below are encoded with JPEG coding. Based on their expected DCT (Discrete Cosine Transform) coefficients, Which image has the most non-zero AC coefficients? (a): Image A, (b): Image B, (c): Image C, (d): Image D.
Choices:
(A) (c)
(B) (d)
(C) (a)
(D) (b)
(E) (e)
|
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['(c)', '(d)', '(a)', '(b)', '(e)']
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(b)
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multi_choice
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text
| 849
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math-targeted-vqa
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scientific figure
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['scientific reasoning']
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TheoremQA
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textbook question answering
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D
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The picture shows a series of grayscale pixelated images, labeled A through D.
- **Image A** is a uniform light gray, showing no variation.
- **Image B** consists of a black and white checkered pattern, indicating high contrast and pixelation.
- **Image C** is a grayscale image with varying shades, suggesting some level of detail.
- **Image D** is a uniform dark gray.
These images likely illustrate different levels of detail or contrast, demonstrating concepts such as resolution, pixelation, or image processing techniques.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of cars in front of the tiny metal thing less than the number of large matte things in front of the cyan rubber road bike?
Choices:
(A) Yes
(B) No
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['Yes', 'No']
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Yes
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multi_choice
|
text
| 850
|
general-vqa
|
synthetic scene
|
['arithmetic reasoning']
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Super-CLEVR
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visual question answering
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A
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The image showcases different modes of transportation, including a van, a motorcycle, a bicycle, and a child's bike. The main message seems to be a comparison or choice among various transportation options, highlighting diversity in personal or family transportation means.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: In how many years, is the net concessional disbursements from imf greater than 32000000 US$?
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| null |
2
|
free_form
|
integer
| 851
|
general-vqa
|
scatter plot
|
['statistical reasoning']
|
PlotQA
|
figure question answering
| null |
The graph presents data on net disbursements received by developing countries in Latin America from the International Monetary Fund (IMF) between 1986 and 1990. It categorizes these disbursements into concessional and nonconcessional loans. The main message is that there were notable disbursements in 1986, 1988, and 1990, with increases in the amount over the years, particularly in nonconcessional loans.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Which number is missing?
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| null |
40
|
free_form
|
integer
| 852
|
math-targeted-vqa
|
puzzle test
|
['logical reasoning', 'arithmetic reasoning']
|
IQTest
|
figure question answering
| null |
The picture presents a numerical puzzle involving a sequence of numbers arranged in a 3x3 grid with the final position marked by a question mark. The task is to identify the missing number in the sequence. The numbers are:
- First row: 4, 5, 7
- Second row: 10, 14, 19
- Third row: 25, 32, ?
The aim is to determine the pattern or rule governing the sequence in order to find the missing number.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, in the diamond ABCD, ∠BAD = 120.0, the length of the diagonal AC is 3.0, then the perimeter of the diamond ABCD is ()
Choices:
(A) 3
(B) 6
(C) 9
(D) 12
|
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['3', '6', '9', '12']
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12
|
multi_choice
|
text
| 853
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math-targeted-vqa
|
geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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UniGeo
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geometry problem solving
|
D
|
The image depicts two geometric figures: a triangle \( \triangle ABC \) and a parallelogram \( ABCD \). Triangle \( \triangle ABC \) is embedded inside the parallelogram, sharing a base \( BC \) with the parallelogram. This arrangement is useful for illustrating properties of triangles and parallelograms, such as area relationships or congruence/similarity conditions.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: If the pelicans in the community were eradicated, which population feel the most direct effect?
Choices:
(A) Plant
(B) Phyto-plankton
(C) Fish
(D) Lizard
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['Plant', 'Phyto-plankton', 'Fish', 'Lizard']
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Fish
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multi_choice
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text
| 854
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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C
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The picture illustrates the concept of food chains in two different environments: terrestrial and aquatic. It shows the flow of energy and nutrients through various trophic levels:
1. **Primary Producers (Autotrophs):** Plants and phytoplankton, which produce energy through photosynthesis.
2. **Primary Consumers (Herbivores):** Caterpillars and zooplankton, which feed on the primary producers.
3. **Secondary Consumers (Carnivores):** Lizards and fish, which eat the primary consumers.
4. **Tertiary Consumers (Secondary Carnivores):** Snakes and pelicans, which prey on the secondary consumers.
The main message is to depict the hierarchical structure of ecosystems and the interconnectedness of organisms through feeding relationships.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find $x$ so that $a ∥ b$.
Choices:
(A) 2.5
(B) 14
(C) 15
(D) 16
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['2.5', '14', '15', '16']
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14
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multi_choice
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text
| 855
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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B
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The image shows two angles formed by a transversal line cutting through two other lines labeled \(a\) and \(b\). The angles are expressed algebraically as \( (4x + 11)^\circ \) and \( (8x + 1)^\circ \). The image likely relates to solving for \(x\) when the two angles are either supplementary or equal, given their position and relationship.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which picture has the least leaves?
Choices:
(A) Both
(B) Compound
(C) Simple
(D) Neither
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['Both', 'Compound', 'Simple', 'Neither']
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Simple
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multi_choice
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text
| 856
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general-vqa
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scientific figure
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['scientific reasoning']
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TQA
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textbook question answering
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C
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The image illustrates the difference between compound and simple leaves. A compound leaf is shown on the left, consisting of multiple leaflets attached to a single stem. The simple leaf on the right consists of a single, undivided leaf blade. This comparison highlights the structural differences between the two types of leaves.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of the largest bar?
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
| null |
9
|
free_form
|
integer
| 857
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
This image is a horizontal bar chart with two bars representing categories labeled "troop" and "mate." The "troop" category has a value around 8, while the "mate" category has a value around 6. The chart lacks a specific title, so the main message is unclear without context. It visually compares the two categories based on their values.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: On the basis of the given food web, which organism will increase in number if there were no seals?
Choices:
(A) Shark
(B) Small Shrimp
(C) Octopus
(D) Mysid Shrimp
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['Shark', 'Small Shrimp', 'Octopus', 'Mysid Shrimp']
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Octopus
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multi_choice
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text
| 858
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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C
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The picture illustrates an "Octopus Food Web," showing the complex ecological relationships and interactions between various marine species. At the center is the octopus, linked to a variety of prey and predators in its ecosystem.
- **Predators of the Octopus**: These include sharks, seals, and large fish.
- **Prey of the Octopus**: It consumes small lobsters, shrimp, squid, and other smaller marine animals.
- **Other Connections**: Various species like plankton, aquatic plants, and sponges support the broader food web, feeding smaller organisms that are prey for larger ones.
The main message demonstrates the interconnectedness of marine life, highlighting how energy and nutrients circulate through different trophic levels.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years)
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
| null |
27
|
free_form
|
integer
| 859
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
| null |
The picture conveys a sense of camaraderie and connection. It shows two individuals dressed in formal attire, with one having an arm around the other's shoulder, suggesting friendship, support, or a close relationship. The setting appears to be formal or celebratory, capturing a moment of togetherness.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Miss Foley ran a sit-up competition among her P.E. students and monitored how many sit-ups each students could do. What is the largest number of sit-ups done? (Unit: sit-ups)
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| null |
86
|
free_form
|
integer
| 860
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The main message of the stem-and-leaf plot is to display the distribution of sit-ups performed by participants in a competition. Each stem represents the tens digit, and each leaf represents the units digit of the number of sit-ups. This visualization allows easy identification of the range, frequency, and patterns of performance among competitors, showing most of the data is clustered between 0 and 50 sit-ups, with individual entries up to 86.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Crimson less than Gray?
Choices:
(A) yes
(B) no
|
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['yes', 'no']
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no
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multi_choice
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text
| 861
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general-vqa
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scatter plot
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['statistical reasoning']
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FigureQA
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figure question answering
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B
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The image is a scatter plot with multiple data series represented by different colored dots. Here’s a breakdown of the main message:
1. **Multiple Data Trends**: The plot showcases multiple distinct trends, suggesting a comparison among different categories or groups across the x-axis.
2. **Diverging Patterns**: Some series, like the one in crimson, show a positive trend, while others have different patterns. This could indicate varying behaviors or outcomes for different categories.
3. **Legend**: The color-coded legend on the right links each series to a specific category, aiding in understanding the dataset divisions.
Overall, the plot visualizes a complex dataset, where different categories exhibit unique trends over the same range of values.
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Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.
Question: One of the most dramatic videos on the web (but entirely fictitious) supposedly shows a man sliding along a long water slide and then being launched into the air to land in a water pool. Let's attach some reasonable numbers to such a flight to calculate the velocity with which the man would have hit the water. Figure indicates the launch and landing sites and includes a superimposed coordinate system with its origin conveniently located at the launch site. From the video we take the horizontal flight distance as $D=20.0 \mathrm{~m}$, the flight time as $t=2.50 \mathrm{~s}$, and the launch angle as $\theta_0=40.0^{\circ}$. Find the magnitude of the velocity at launch and at landing.
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| null |
10.44
|
free_form
|
float
| 862
|
math-targeted-vqa
|
scientific figure
|
['geometry reasoning', 'algebraic reasoning', 'scientific reasoning']
|
SciBench
|
textbook question answering
| null |
The diagram illustrates a projectile motion scenario involving a launch from a ramp towards a water pool. It highlights the initial launch velocity (\(v_0\)) at an angle (\(\theta_0\)) from the horizontal axis (\(x\)). The setup implies that the projectile is intended to cover a horizontal distance (\(D\)) to reach the water pool. The image is commonly used in physics to analyze projectile motion, considering factors like launch speed, angle, and distance.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Does Rhode Island have the lowest value in the USA ?
Choices:
(A) Yes
(B) No
|
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['Yes', 'No']
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Yes
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multi_choice
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text
| 863
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general-vqa
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map chart
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['scientific reasoning', 'statistical reasoning']
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MapQA
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figure question answering
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A
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The main message of the image is to illustrate the distribution and percentage of services across different states in the USA. The map uses a color gradient to represent varying levels of service percentages, with darker shades indicating higher percentages. This suggests a focus on showing which states have a larger proportion of their economy or workforce in the service sector.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years)
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
| null |
16
|
free_form
|
integer
| 864
|
general-vqa
|
natural image
|
['numeric commonsense', 'arithmetic reasoning']
|
KVQA
|
visual question answering
| null |
The picture conveys a sense of military camaraderie or cooperation. It shows two individuals dressed in military uniforms walking side by side, suggesting a meeting or alliance between different ranks or possibly nations. The clear blue sky in the background might emphasize a calm or peaceful setting despite the formal military attire.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Does Hot Pink have the lowest value?
Choices:
(A) yes
(B) no
|
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['yes', 'no']
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yes
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multi_choice
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text
| 865
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general-vqa
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scatter plot
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['statistical reasoning']
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FigureQA
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figure question answering
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A
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The picture shows a scatter plot where data points are categorized into three groups: Indian Red, Hot Pink, and Light Salmon. Each category is represented by a different color. The points are distributed along the x-axis and y-axis labeled as "xaxis_label" and "yaxis_label" respectively. The plot illustrates the relationship or distribution among the data points in these different categories. The presence of a legend helps in distinguishing between the categories.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: For trapezoid $Q R S T, A$ and $B$ are midpoints of the legs. Find $m \angle S$
Choices:
(A) 45
(B) 60
(C) 120
(D) 135
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['45', '60', '120', '135']
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135
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multi_choice
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text
| 866
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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D
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The image depicts a trapezoid labeled \(QRST\) with its parallel sides \(TR\) and \(QS\). It presents specific measurements: \(TR = 12\), \(QS = 20\), and two angles, \(\angle ATQ = 120^\circ\) and \(\angle ABS = 45^\circ\). The trapezoid is used to illustrate concepts in geometry, likely related to calculating angles, lengths, or area.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: A food industry researcher compiled the revenues of several pizzerias. How much did Dan's Deep Dish make from pizza sales? (Unit: $)
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
| null |
22
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free_form
|
integer
| 867
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The image displays a table comparing the prices of pepperoni and supreme pizzas at four different restaurants. Here's the price breakdown:
- **Pizzas Only**: $20 for both pepperoni and supreme pizzas.
- **Pizzeria Italiano**: $17 for pepperoni, $16 for supreme.
- **Dan's Deep Dish**: $8 for pepperoni, $14 for supreme.
- **The Real Chicago**: $13 for pepperoni, $16 for supreme.
The table highlights the price variations across the restaurants for the two types of pizzas.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all big green cylinders. Subtract all rubber cylinders. How many objects are left?
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
| null |
5
|
free_form
|
integer
| 868
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The picture features a collection of 3D geometric shapes in various colors placed on a surface. There's a mixture of spheres, cylinders, and a cube, exhibiting a variety of textures, including reflective and matte surfaces. The image seems to explore the interaction of different shapes and materials, possibly for artistic or educational purposes, highlighting diversity in form and color.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all large yellow matte cubes. Subtract all metal things. How many objects are left?
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADwAUADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDIpcUUUAFFFFABRRRQAUUtFACUtFFACUvaiigAooooAKKKKADFFFFABRRRQAlLRSUAFFFFABRRRQAlFFFABRR3ooAKKKSgAooooAKKKSgBaKSigBaSiigB9FFFABRRRQAUUUUAFLSUUALRSUUALRRRQAUUUUAFFFFABRRRQAUUUlABRRRQAUUUUAFJRRQAUUUlABRRRQAUUUlAC0lFFABRRSUAFFFFABRSUUASUUUUAFFFFAC0UlLQAUUUuKAEpaKKACijFLQAlFLijFACUYpcUYoASinYpMUAJRTsUYoAbSU7FGKAG0Yp2KMUANpKdijFADaKXFGKAG0U7FJigBKSnUmKAEopaKAG0UtGKAEpKXFFACUUtJQA+looxQAUtGKUCgBMUuKXFLigBuKXFOxRigBuKXFOxS4oAZilxTsUuKAGYoxT8UYoAbijFP20YoAZijFPxS4oAjxRipNtG2gCPFGKk20baAI8UmKk20baAI8UmKkxRigCPFJikJJLc9DikyfU1ag2cssXGMmrDsUmKblvWk3N60ezYfXIdmPxSYphkYDNSjBAI6EVLi0a06sanwjcUmKfikxSNRmKMU7FGKAGYop2KTFADaKdSYoAeBS4p4WnBaAGbaXbUgWl2UARgUu2pdlKEoAi20u2pNtLtoAj20bak20u2gCPbRtqTbS7aAI9tG2pNtLtoAj20bakxRtoAZto21Jto20AR7aNtS7aNtAEW2jbUu2jbQBFtpNtTbaTbQBA4pmKmcc0wigRBGqsDlgDk0/yh/eFVIzwfqafk10LY8Sd3JsmMP8AtCk8lvUVHk+tG4+ppk6jjA3tSxAiPB6jim729algGUJ9TWdTY7MG3ztBikxUu2mkVkekR4pMVJikIoAjxSYqTFJikAzFJin4pMUwLQjp4jqwI6cI6YiuI6UJVjZRsoAg2UbKn20baAIdtG2pdtJtoGR7aNtSYpMUAM20Yp+KMUgGYoxT8UuKAGYoxT8UYoAbijFPxRigBuKMU/FGKAGbaNtPxS4oAj20bakxRtoEV5Vwu70rOkv0Rtu01ryp+7Nc7cx4mPtTQm7Ekf3AakpqD5BTq6DxGFFFFABVyBcQL781SPCmraS7UUbegxWdQ7cEtWyUimkU5XD9qUisj0CLFIRUhFIRSAjxTSKkIpCKAI8UhFPxSYoA29lLtp9FaCI9tJtqSmmkAzFIRTzTTQA3FNxT6SkA3FJTqSgYmKMUtFIBMUYpaQkDrQAYpskscS7pHVB6scU15gqMRyQK87vLq4nuWa4kLOT3PT6VE58pUY3O9/tSwzj7ZDn/AHxVqN0lXdG6up7qc15oEMo9/StTw9LPBrEMYZgkhKsOx4qI1buzLdPTQ7rFGKWlrYyExWXrGuW+kRjf88rDIQH9TWhKxBAFeceJZfNluQ0bNM0nytu+6oyCMfl+VTJ2NaUOdu/Q328UX0emJqbW1ubVpDGFEnz/AFxnOPfFbukaxa6xbebbnDD7yHqK4bTbmzPhDULSdYxcl0eFjGSx7EBs8Dv05pfBK3Fvq6DkRSZUj2xn+lTGWuptWoxUU4LoekMoYYrG1K1aNvMx8p4zW1Q8aSxlHUMpGCDWqZwyjdWOfUYUUtaTaTAfulx7bjUZ0le0kg/GtedHnPCTKFFXDpTDpM/4gUw6bKOk35rRzon6tUKp549TirJFItlKjhncMB2C4qQo3oaibudeGpSgnzBH1qxiqyghulWVHFQdQ0imkVIRSYpDIyKaRUhFIRQBHikxTyKQigDZzSZpm6jdViHZpCabmkJoAUmkzSE0maQC0lGaTNAxaSiikAUUUUALUUqnr2qWigCm33T9K4+RFYkMoOD3rsruPETFTjjpXGsw3H61z1+htS6jo1VRhVAHsKs6cB/atse4eq69Ksaf/wAhG3I/56CuePxI2ex2dLSZozXechHcRl4mKffA4rgtQdVvH8xWDZ5JHevQs1n3OnRT53RK49+tKSujWlN05XRwweMAkAV0Phq3U3DXDggqMICPWri6FZq+4Wqg+taNvaiLGAFA6AVChZ3NqmI5o8qRbzRmkoxWhxi7qN1Jik5oFYXdSE0lFMLAcUwgU7FJigLDCo9BSYp+KTFIYwimkVIRTcUAMIppFSEUmKAIyKQinkUhFAFzdRmo80ZqhD80ZpmaM0DHZozTc0ZpAOzRSUUALRSUtAC0UlLQAtFJS0hlaTO7msq70aK4cyRuY2PJ4yK3SobqKTyk9KUoqW402tjm00GUNjz1x7Ctaw0iKzbzWy8nYntWgFC9BTqhU4p3Kc2xKKdRitCBtFOwKNtADaWlxS4oAbilpcUYoASjFOxRigQ3FJinUUAMxSYp+KTFADCKTFPxSYoAYRSEU8ikIoAjxSYqTFNIoGRkUhFSYppFAC5pc0zNLmmIdmjNNzS5oAdmim0tAC0tJRQAtLSUtAC0UlLSGLS0lLQAUtFLQAUtFLQAlLRS0AGKMVBcXtva8TSqp9Op/KoU1eydsebjP95SKlyS6icktLl6ihSrKGUgg9CKdTGNop2KMUANop2KMUANxSYp2KMUANpMU/FJigBmKTFPxSYoAZikxT8UmKAGYppFSEU0imAwikIp+KTFAEFLTaWmIWlptLQA6ikpaAFpaSikA6ikpaBi0tJS0ALS0lOFABS0CloAKWiloAKoavqAsLMspHmudqD+tSXlw0Z2Lwe5rltdlLzQgsTjOamTtG5E3ZaEKu0rl3YsxOSTVgLkVSharatxXns4WaGl3zWlwsbNmFzgg9j611FcOx5rt4smJM9dozXVQk2rM6aEm1Zi4oxTsUYrc6BuKMU7FGKAG4oxTsUYoAbikxTsUYoAZikxT8UmKAGYpMU/FJigBmKQin4pMUARkUmKfikIoApUtJS1QhaWkopAOpabS0DFpaSloAWlpKdQAtKKSloAUUtJS0ALS0lOFIBaUUgpwoAo38JOJVHHQ1yGqoVnbecA8gmu+xng1kanotvqClTlD2IoeqsTJXONifbwetWllGOtTv4T1CE4gnikTsHyKntvDOoM4+0TQRr/ALAJP61zSou5zuk7j9JtTe3iZH7tDub/AArsqoWNnFYxBI+3UnvV/rWsI8qsbQhyqwuKMUlLWhoGKTFLRQAYpMU6igBuKMUtGKAG4pMU6jFADMUmKfikxQAzFIRTyKTFAEZFJinkUhFAGbS0lLTAWlpKWgBaUUgpaAFpaSloAWlpKWgBwpaQUtAC0opBSikA6lpBSigBRThTadQAtRsMNUlBGaAIqWnbDShDSAaASamHSkVcU+gBKWiigAopaKACiiloASilopgJSYp1JQA3FJinUUAMxSYp9NoAaRSEU6kNAGVS0lLTAWlpKWgBaWkpaAFpaSloAWlpKUUAOpRTacKAFpRSClpAOFKKSlFACilFJS0AOpabThQAtLSUtAC0tJS0ALRRRQAYpaKWkAlFLRQAlFLSUAFJS0UAJSUtFACU2nUhpgNNIadSGgDIopKWmAtLSUtADqWm0tADhS02loAdS0lLQAtKKSlFADqWm06kAopaSloAdS00U4UALS0gpaAHClptLQA6lptLQA6ikpaAFooopALRRRQAUUUUAFJS0UAJSUtJQAlFLSUAJTTTqSmB/9k=
| null |
2
|
free_form
|
integer
| 869
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The image depicts a simple arrangement of geometric shapes, including a turquoise cube, a red metallic sphere, a green sphere, and a brown cylinder, all placed on a neutral backdrop. The main message seems to focus on the contrast between different shapes, colors, and materials. The arrangement showcases basic 3D forms and materials, which can be used to study reflections, shadows, textures, and spatial relationships in a minimalist context.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there more tiny motorbikes in front of the small cyan tandem bike than big cyan metal double buss?
Choices:
(A) Yes
(B) No
|
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['Yes', 'No']
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Yes
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multi_choice
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text
| 870
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general-vqa
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synthetic scene
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['arithmetic reasoning']
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Super-CLEVR
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visual question answering
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A
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The picture features a variety of transportation modes arranged in a circle, including scooters, motorcycles, a bicycle, a car, and a drone. This composition suggests a focus on the diversity and evolution of personal transportation options. It highlights the range of choices available, from traditional to modern, and possibly implies a theme of technological advancement and transition within mobility.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Move the ruler to measure the length of the nail to the nearest inch. The nail is about (_) inches long.
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
| null |
2
|
free_form
|
integer
| 871
|
math-targeted-vqa
|
abstract scene
|
['numeric commonsense']
|
IconQA
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math word problem
| null |
The image shows a nail above a ruler, with the ruler measuring up to 6 inches. The main message seems to be about measuring the length of the nail using the ruler.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Determine the next shape.
Choices:
(A) A
(B) B
(C) C
(D) D
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F+Mv+hrg/wC/03+FQan0FRXz7/wovxl/0NcH/f6b/Cj/AIUX4y/6GuD/AL/Tf4UAfQVFfPv/AAovxl/0NcH/AH+m/wAKP+FF+Mv+hrg/7/Tf4UAfQVFfI1t4X8Q3PxDl8HLrri7jdkM5mk8skLu+tdv/AMKL8Zf9DXB/3+m/woA+gqK+ff8AhRfjL/oa4P8Av9N/hR/wovxl/wBDXB/3+m/woA+gqK+ff+FF+Mv+hrg/7/Tf4Uf8KL8Zf9DXB/3+m/woA+gqK+ff+FF+Mv8Aoa4P+/03+FZviD4SeLfD2gXurz+J0litIjKyRzS7mA9M0AfSlFeV/AO5nuvAty9xNJK4vXG6RixxtX1r1SgAooooAKKKKACiiigAooooAKKKKACiiigD56+C/wDyVnxH/uT/APo4V9C189fBf/krPiP/AHJ//Rwr6FoAKKKKACvNfjt/yTC5/wCvmH/0KvSq81+O3/JMLn/r5h/9CoA848E/8inZfRv/AEI10Fc/4J/5FOy+jf8AoRroK+ww38GHovyPzbHf7zU/xP8AMKKKK3OUK4a6/wCSx6H/ANfFv/6FXc1w11/yWPQ/+vi3/wDQq8zNv93+aPc4f/3v5P8AQ+qqKKK+bPtwooooAp6t/wAga+/695P/AEE14h+zf11//tj/AOzV7fq3/IGvv+veT/0E14h+zf11/wD7Y/8As1AHvdeZfHr/AJJnL/19w/zNem15l8ev+SZy/wDX3D/M0AbPwk/5JboX/XFv/Q2rtK4v4Sf8kt0L/ri3/obV2lABRRRQAV4D+0h/r9A/3Zv5rXv1eA/tIf6/QP8Adm/mtAHummf8gmz/AOuCf+girVVdM/5BNn/1wT/0EVaoAKKKKACvlLT/APkr2uf9d7n/ANDr6tr5S0//AJK9rn/Xe5/9Drpwf+8Q9ThzL/dKnozvKKKK+uPzoKKKKAOd8cf8ind/Vf8A0IV6X8C/+SX2f/XxN/6Ga808cf8AIp3f1X/0IV6X8C/+SX2f/XxN/wChmvnM3/jr0/zPtOHf91l/if5I9Ir58/aN/wCQx4f/AOuMv/oS19B18+ftG/8AIY8P/wDXGX/0Ja8s98vQf8e8X+4P5VJUcH/HvF/uD+VSV9stj8tluFFFFMQVx2n/APJd9G/6+Iv/AEGuxrjtP/5Lvo3/AF8Rf+g15mbfwF6/5nvcPf72/wDC/wA0fUVFFFfNn2oUUUUAZfib/kVNY/68Zv8A0A15N+zh/wAgTXf+vmP/ANBNes+Jv+RU1j/rxm/9ANeTfs4f8gTXf+vmP/0E0Ae20UUUAFFFFAHiH7SH/IJ0H/rvL/6Cteu+Hf8AkWdK/wCvOH/0AV5F+0h/yCdB/wCu8v8A6Cteu+Hf+RZ0r/rzh/8AQBQBpV8+/tAf8jf4b/65H/0YK+gq+ff2gP8Akb/Df/XI/wDowUAfQEf+rT6CnU2P/Vp9BTqACiiigAooooA5X4h6veaL4RmurGQRzGRI92OQGODj3rwFvnkZ25diSWPUmvoXxzpUeseEr2GWR4xEvngpjkpyB9K+eq8nMG+dH6BwfGDw9R21v+gVu6H4Q1nxAA9nbEQkbhNJ8qEZwcHua3fhZo5v/Ej3r+U0FrEQ8bjO4uMDHbjFe2RxpEgSNFRB0VRgClhsGqkVOT0LzviKpg60sNRj7ytq/PyMTwv4XsvDGniC3AedwPOnIwZD/h7Vu0UV60YqKsj4CrVnVm6lR3bCiiimZhRRRQB4P+0h/q9A+s3/ALLXtejf8gPT/wDr2j/9BFeKftIf6vQPrN/7LXtejf8AID0//r2j/wDQRQBdooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKzfEGpRaToV5dyz+RtiYJJjOHIwv64pN2V2VCDnJRjuzI8UeOtN8Ms1s+6e+8vekKdM9gx/hzXI/8Llfb/wAgMZ9PtH/2NefafaXfiHXIbYzF7m7kw0smTgnqTjtXsMnwu0KTRUsgJI7kAbrxD85IOTweOenSuCNWvWbdPRH11fAZVlkY08Zec3vbp+Rt+GfFNl4otJJbRZFaHaJVdcAMRnAPf61uVyfgjwnceFIb+Ke4imWeUNGUzkKMgZz3+ldZXbTcnFc+58zjI0I15LDu8OlwoooqzlPk7w9/yUvXP+u1x/6Mr0CvP/D3/JS9c/67XH/oyvQK+lyr/d/mz4fP/wDfH6IKKKK9I8QKKKKACuY8ff8AIqT/APXRP/Qq6euY8ff8ipP/ANdE/wDQq58X/An6M7Mv/wB7p/4l+Z6x8Ff+SW6Z/vS/+hmvQK8/+Cv/ACS3TP8Ael/9DNegV8gfo4UUUUAFFFFABXzv8TP+S/aH9bT/ANGGvoivnf4mf8l+0P62n/ow0AfRFFFFABRRRQAUUUUAFfPngv8A5OS1n/rpdV9B18+eC/8Ak5LWf+ul1QB9B0UUUAFFFFAHnHxh/wCQFp//AF9H/wBBNYXwo0uw1S41YX1pDciMRbBKgbbndnFbvxh/5AWn/wDX0f8A0E1m/Br/AI+dZ+kX/s1ee0ni7PsfYU5yhw9zQdnzdPUreOvh5Do9kdU0liLaPm4jlfJGT1U/iBinfCbWpotVm0dt7wzIZVy/EZXrge+f0ruPiKCfAWqgddi/+hrXmnwr/wCR1T/r3k/pU1IqniY8mlzTCV543Ja6xD5uTZv0ue50UUV6R8WcR8X/APklut/9c0/9DWvHPh//AMisn/XV/wCdex/F/wD5Jbrf/XNP/Q1rxz4f/wDIrJ/11f8AnXp5T/H+R4fEP+6L1X6nU0UUV9IfEBRRRQAUUUUAcP8AEz/kGWP/AF2P/oNfRvgz/kSdD/68Yf8A0AV85fEz/kGWP/XY/wDoNfRvgz/kSdD/AOvGH/0AV8xmf+8v5fkfd5F/uUfV/mblFFFeeewFFFFABRRRQB89aT/ydBd/9d5f/RVfQtfPWk/8nQXf/XeX/wBFV9C0AFFFFABRRRQAVyfxN/5Jp4g/69G/pXWVyfxN/wCSaeIP+vRv6UAcl+z5/wAiFc/9fz/+grXrNeTfs+f8iFc/9fz/APoK16zQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB89fBf8A5Kz4j/3J/wD0cK+ha+SPD/hLUvGPj3W7HS9RSxmjlmlaRmYZHmYx8v1rtf8AhRXjD/oa4P8Av7NQB9BUV8+/8KK8Yf8AQ1wf9/ZqP+FFeMP+hrg/7+zUAfQVea/Hb/kmFz/18w/+hVw//CivGH/Q1wf9/Zq53xv8LfEPhTw1Jqmo69FeW6SIhhV5CSScA/NxQBp+Cf8AkU7L6N/6Ea6CuO8J/B7XvE/hq01ez1u2t4Jw22Jy+VwSOwx2rb/4Z/8AE/8A0Mln/wB9S/4V7NLNlCChybLufM1+H5VasqntLXbe3f5mtRWT/wAM/wDif/oZLP8A76l/wo/4Z/8AE/8A0Mln/wB9S/4Vp/bK/k/H/gGX+rUv+fn4f8E1q4a6/wCSx6H/ANfFv/6FXR/8M/8Aif8A6GSz/wC+pf8ACvPvE/g/UfDHjKDQ7m/jmu3EbLPGWwu48deeK5sVj/rMPZqNte524DKHgqrrSndWfT/gn2RRXyd/whXiL/oPn/v7JR/whXiL/oPn/v7JXP8AUMT/ACHb/a+C/wCfi/E+saK+Tv8AhCvEX/QfP/f2Sj/hCvEX/QfP/f2Sj6hif5A/tfBf8/F+J9S6t/yBr7/r3k/9BNeIfs39df8A+2P/ALNXDTeDfEEcEjtrpZVUkjzZORiu5/Zv66//ANsf/Zqwq0KlK3tFa504fF0cRf2Ur2Pe68y+PX/JM5f+vuH+Zr02vMvj1/yTOX/r7h/mayOg2fhJ/wAkt0L/AK4t/wChtXaV8gaN4W1u/wBIt7m21gwQyKSsfmONvJ9OKvf8IV4i/wCg+f8Av7JXVHBYiSTUdGcE80wcJOMpq69T6xor5O/4QrxF/wBB8/8Af2Sj/hCvEX/QfP8A39kqvqGJ/kJ/tfBf8/F+J9Y14D+0h/r9A/3Zv5rXGf8ACFeIv+g+f+/slc74o0bUdIa2F/fm7MgbZl2bbjHrUVMJWpx5pxsjSjmOFrTUKc7tn2Tpn/IJs/8Argn/AKCKtV8823wP8XT2sMyeKYVWRFYL5kvAIzipP+FFeMP+hrg/7+zVzHafQVFfPv8Aworxh/0NcH/f2aj/AIUV4w/6GuD/AL+zUAfQVfKWn/8AJXtc/wCu9z/6HXV/8KK8Yf8AQ1wf9/Zq8+8P+B9S1/x1e+HLfUYory3Mu+4cthtjYPTnmtaNT2dRT7GGKo+3oypXtdWPUqKyf+Gf/E//AEMln/31L/hR/wAM/wDif/oZLP8A76l/wr2P7ZX8n4/8A+b/ANWpf8/Pw/4JrUVk/wDDP/if/oZLP/vqX/Cj/hn/AMT/APQyWf8A31L/AIUf2yv5Px/4Af6tS/5+fh/wSn44/wCRTu/qv/oQr0v4F/8AJL7P/r4m/wDQzXkni74Qa74W8NXOr3utW1zBBt3RIXyckDuMd69b+Bf/ACS+z/6+Jv8A0M15uMxKxE1NK2h7eW4F4Ok6ble7uekV8+ftG/8AIY8P/wDXGX/0Ja+g6+fP2jhu1fw+B3hlH/jy1yHoF6D/AI94v9wfyqSsaH4B+JpYI5F8R2gDqGA3ScZH0p//AAz/AOJ/+hks/wDvqX/CvdWcL+T8f+AfKPhuTf8AE/D/AIJrUVk/8M/+J/8AoZLP/vqX/Cj/AIZ/8T/9DJZ/99S/4Uf2yv5Px/4Af6tS/wCfn4f8E1q47T/+S76N/wBfEX/oNbf/AAz/AOJ/+hks/wDvqX/CvPte8I6l4f8AHK+H5tQSS9+Qi5jLYG5cjk81zYrH/WoKnGNnfuduAyn6jUdaU7qz6f12Psiivk7/AIQrxF/0Hz/39ko/4QrxF/0Hz/39krn+oYn+Q7f7XwX/AD8X4n1jRXyd/wAIV4i/6D5/7+yUf8IV4i/6D5/7+yUfUMT/ACB/a+C/5+L8T6d8Tf8AIqax/wBeM3/oBryb9nD/AJAmu/8AXzH/AOgmvNrrwfr8NnPLJrhdEjZmXzZOQByKX4efD7WvGllez6VrEdglvIqOrO43EgkH5awq0KlKyqK1zpw+Ko4hN0pXsfWtFfPv/CivGH/Q1wf9/ZqP+FFeMP8Aoa4P+/s1ZHQfQVFfPv8Aworxh/0NcH/f2aj/AIUV4w/6GuD/AL+zUAaf7SH/ACCdB/67y/8AoK1674d/5FnSv+vOH/0AV8t/EP4f614LtbGbVdXjv1uXdUVXc7CACT831r6k8O/8izpX/XnD/wCgCgDSr59/aA/5G/w3/wBcj/6MFfQVfPv7QH/I3+G/+uR/9GCgD6Aj/wBWn0FOpsf+rT6CnUAFFFFABRRRQBS1i2lvdFvbWEAyzQOiAnAyQQK8Z/4VZ4m/552v/f7/AOtXsetaxaaFpct/eMViTgADlmPQD615c3xg1Pe2zTbTZk7cls47Z5rixSoNr2jPp8glmcYT+pRTV9b9/vR0nw78Kap4anv21FIlWZUCGOTd0zn+dd7Xnvgz4iXXiPWzp15YxRF0LRvCTgY5O7J/lXoVb4fk9mlT2PLzf619blLFq03bbbsFFFFbHmBRRRQAUUUUAeD/ALSH+r0D6zf+y17Xo3/ID0//AK9o/wD0EV4p+0h/q9A+s3/ste16N/yA9P8A+vaP/wBBFAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkfiZ/yIt5n+/H/AOhCuurF8V6MNf8ADd3YbnVmXemzGSy8gc+pGKipFyg0jqwVSNLE06ktk0/xPK/hP/yN7/8AXq/81r26vmiwurzw7rsNy0JS5tZMtE+Rkjscdq9MHxk04EA6Re57kMmP51w4OtCEOWTs0fU8R5ZicTilXoR5oyS2PS6K4Twf4/n8SajdWk1h5WxWkikTO3aOgbJ+9yOnvWJpnxYvptZgtb3TrcQySiImAtuBJwDycda6vrFOyd9zwFk2Mcpw5NYK71XU9Wooorc8s+TvD3/JS9c/67XH/oyvQK8/8Pf8lL1z/rtcf+jK9Ar6XKv93+bPh8//AN8fogooor0jxAooooAK5jx9/wAipP8A9dE/9Crp65jx9/yKk/8A10T/ANCrnxf8Cfozsy//AHun/iX5nrHwV/5Jbpn+9L/6Ga9Arz/4K/8AJLdM/wB6X/0M16BXyB+jhRRRQAUUUUAFfO/xM/5L9of1tP8A0Ya+iK+d/iZ/yX7Q/raf+jDQB9EUUUUAFFFFABRRRQAV8+eC/wDk5LWf+ul1X0HXz54L/wCTktZ/66XVAH0HRRRQAUUUUAecfGH/AJAWn/8AX0f/AEE1wfg/xhJ4RlvXWxF0LkIOZNm3bn2PrXueq6Jp2twxw6larcRxtvVWJGDjGeDWX/wgHhf/AKBEX/fbf41xVaFR1faQaPpsFmuChgPqeKhJq99Lf5nlPizx/e+JbeO3SM2dqBmSJXzvPueOPaun+FXhmWKR9du4Xj3JttSWxuU/eJHp0wa7O18EeG7O7juoNKiWaM5ViWOO3QnFb6IqIERQqgYAAwBTp4eXP7So7szxuc0XhfqeCp8kHvfdnjdt8Ttei15YLn7PNbC4MZRY9pIzgc/lXstcfB8N9Ci1q51CSN5llIZLdz8kTZByCOeo7+tdhWtCNSKftHc4c0r4OtKDwkOWy182cR8X/wDklut/9c0/9DWvHPh//wAisn/XV/517H8X/wDklut/9c0/9DWvHPh//wAisn/XV/517WU/x/kfH8Q/7ovVfqdTRRRX0h8QFFFFABRRRQBw/wATP+QZY/8AXY/+g19G+DP+RJ0P/rxh/wDQBXzl8TP+QZY/9dj/AOg19G+DP+RJ0P8A68Yf/QBXzGZ/7y/l+R93kX+5R9X+ZuUUUV557AUUUUAFFFFAHz1pP/J0F3/13l/9FV9C189aT/ydBd/9d5f/AEVX0LQAUUUUAFFFFABXJ/E3/kmniD/r0b+ldZXJ/E3/AJJp4g/69G/pQByX7Pn/ACIVz/1/P/6Ctes15N+z5/yIVz/1/P8A+grXrNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHz18F/wDkrPiP/cn/APRwr6Fr56+C/wDyVnxH/uT/APo4V9C0AFFFFABXmvx2/wCSYXP/AF8w/wDoVelV5r8dv+SYXP8A18w/+hUAX/g5/wAkt0f6Sf8AobV3dcJ8HP8Akluj/ST/ANDau7oAKKKKACvmv4u/8lqsv+udv/M19KV81/F3/ktVl/1zt/5mrpfHH1Mq/wDCl6P8jo6KKK+0PzEKKKKAILz/AI8bj/rm38qZ+zf11/8A7Y/+zU+8/wCPG4/65t/Kmfs39df/AO2P/s1eFnO8Pn+h9Zw18NT5fqe915l8ev8Akmcv/X3D/M16bXmXx6/5JnL/ANfcP8zXin055/4O/wCRT0//AHD/AOhGtysPwd/yKen/AO4f/QjW5X2OH/gw9F+R+a4z/ean+J/mFFFFbHMFed/E3/Wad9H/AKV6JXnfxN/1mnfR/wClcOZf7tL5fmetkn+/Q+f5M+q9M/5BNn/1wT/0EVaqrpn/ACCbP/rgn/oIq1Xyx96FFFFABXzv8Nf+TgNb+t3/AOhivoivnf4a/wDJwGt/W7/9DFAH0RRRRQAUUUUAcD8aP+SW6r9Yv/Q1qr8C/wDkl9n/ANfE3/oZq18aP+SW6r9Yv/Q1qr8C/wDkl9n/ANfE3/oZoA9Ir59/aL/5DXh3/rlL/wChLX0FXz7+0X/yGvDv/XKX/wBCWgD3uy/48Lf/AK5L/IVPUFl/x4W//XJf5Cp6ACiiigAr5p+JP/Jek/7Yf+ixX0tXzT8Sf+S9J/2w/wDRYrWh/Fj6owxX8Cfo/wAjpaKKK+yPzMKKKKAKmqf8gi9/64P/AOgmr/7OH/IE13/r5j/9BNUNU/5BF7/1wf8A9BNX/wBnD/kCa7/18x/+gmvBzj4ofM+t4a+Cp6o9tooorxj6YKKKKAPEP2kP+QToP/XeX/0Fa9d8O/8AIs6V/wBecP8A6AK8i/aQ/wCQToP/AF3l/wDQVr13w7/yLOlf9ecP/oAoA0q+ff2gP+Rv8N/9cj/6MFfQVfPv7QH/ACN/hv8A65H/ANGCgD6Aj/1afQU6mx/6tPoKdQAUUUUAFFFFAHF/FP8A5Eib/rtH/wChV4XX0xrejWmvaVLp96paKTkEHlWHRh7ivLG+D2rb226nZbMnblWzjtnjrXm4zDzqTUoq59pw3nGFwmHlRry5Xe5yfhP7cfFOnfYPO8zz03+VnPl5G7OO2OtfR9cV4K8Ap4Zle8u5kuL45VGjyFRfbPc967WujCUpU4WlueTxDmFLG4pTo7JWv3Ciiiuo8EKKKKACiiigDwf9pD/V6B9Zv/Za9r0b/kB6f/17R/8AoIrxT9pD/V6B9Zv/AGWva9G/5Aen/wDXtH/6CKALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzuveCdG8RXi3d7FIJ1Xbvifbu9M+uK4xPg2ROrPrW6IOCyCDBK56Zz6V6rRWUqFObvJHoUM1xtCHs6VRpdjK0Tw9p3h+wazsIisbklmY5Zvqa5ay+FemW2sy3s1zLLCJFlt4h8pjIOeT/ABV31FN0oO11sZQx+Jg5uM3eW+u4UUUVoch8neHv+Sl65/12uP8A0ZXoFef+Hv8Akpeuf9drj/0ZXoFfS5V/u/zZ8Pn/APvj9EFFFFekeIFFFFABXMePv+RUn/66J/6FXT1zHj7/AJFSf/ron/oVc+L/AIE/RnZl/wDvdP8AxL8z1j4K/wDJLdM/3pf/AEM16BXn/wAFf+SW6Z/vS/8AoZr0CvkD9HCiiigAooooAK+d/iZ/yX7Q/raf+jDX0RXzv8TP+S/aH9bT/wBGGgD6IooooAKKKKACiiigAr588F/8nJaz/wBdLqvoOvnzwX/yclrP/XS6oA+g6KKKACiiigAooooAKKKKACiiigDiPi//AMkt1v8A65p/6GteOfD/AP5FZP8Arq/869j+L/8AyS3W/wDrmn/oa1458P8A/kVk/wCur/zr08p/j/I8PiH/AHReq/U6miiivpD4gKKKKACiiigDh/iZ/wAgyx/67H/0Gvo3wZ/yJOh/9eMP/oAr5y+Jn/IMsf8Arsf/AEGvo3wZ/wAiTof/AF4w/wDoAr5jM/8AeX8vyPu8i/3KPq/zNyiiivPPYCiiigAooooA+etJ/wCToLv/AK7y/wDoqvoWvnrSf+ToLv8A67y/+iq+haACiiigAooooAK5P4m/8k08Qf8AXo39K6yuT+Jv/JNPEH/Xo39KAOS/Z8/5EK5/6/n/APQVr1mvJv2fP+RCuf8Ar+f/ANBWvWaACiiigAooooAKKKKACiiigAooooAKKKKAPnr4L/8AJWfEf+5P/wCjhX0LXz18F/8AkrPiP/cn/wDRwr6FoAKKKKACvNfjt/yTC5/6+Yf/AEKvSq81+O3/ACTC5/6+Yf8A0KgC/wDBz/kluj/ST/0Nq7uuE+Dn/JLdH+kn/obV3dABRRRQAV81/F3/AJLVZf8AXO3/AJmvpSvmv4u/8lqsv+udv/M1dL44+plX/hS9H+R0dFFFfaH5iFFFFAEF5/x43H/XNv5Uz9m/rr//AGx/9mp95/x43H/XNv5Uz9m/rr//AGx/9mrws53h8/0PrOGvhqfL9T3uvMvj1/yTOX/r7h/ma9NrzL49f8kzl/6+4f5mvFPpzz/wd/yKen/7h/8AQjW5WH4O/wCRT0//AHD/AOhGtyvscP8AwYei/I/NcZ/vNT/E/wAwooorY5grzv4m/wCs076P/SvRK87+Jv8ArNO+j/0rhzL/AHaXy/M9bJP9+h8/yZ9V6Z/yCbP/AK4J/wCgirVV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['A', 'B', 'C', 'D']
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D
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multi_choice
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text
| 872
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math-targeted-vqa
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puzzle test
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['logical reasoning']
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IQTest
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figure question answering
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D
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The picture presents a pattern recognition puzzle where you need to determine the next shape in a sequence. There are three 3x3 grids with specific blue squares, forming a sequence, and a question mark for the fourth grid. Four options (A, B, C, D) are provided with different patterns of blue squares, and the task is to identify which one logically continues the sequence.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many groups of bars contain at least one bar with value smaller than 40?
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
| null |
3
|
free_form
|
integer
| 873
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
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The image is a bar chart comparing two categories, "sketch" and "squad," across several items: gait, entity, pity, tap, and fabric. Each item has two bars representing the values for sketch (in blue) and squad (in orange). The chart's axes are labeled with "Values" on the x-axis, and the items are listed on the y-axis. The main message is to compare the values of these items between the two categories.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of y at x=-2.5?
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
| null |
2
|
free_form
|
integer
| 874
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
| null |
The picture shows a step function, also known as a staircase graph, on a coordinate plane. The function decreases in steps from left to right. Each step is constant for one unit along the x-axis before dropping down one unit along the y-axis. The filled dots indicate included values, while the open circles indicate excluded values at the transitions between steps. This type of graph represents a discrete process where changes occur at specific intervals.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all yellow things. Subtract all blue cylinders. How many objects are left?
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mmmmAwimkU800igDnKWkpaoQtLSUCgBwpaSlFACinU0UtADqcKbS0AOFOFNFKKQDxSiminCgBwpwpopRQA8U4U0UooAeKcKYKcKQDxThTBThQMeKcKYKcKAHCnCmA04UAPpaaKWgB1FJS0gFopKKAFopKKACkNFJQAhpDS0hpgNNNNONNNAH/9k=
| null |
2
|
free_form
|
integer
| 875
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The image showcases four 3D geometric shapes of different colors and types: two cubes (red and purple) and two cylinders (blue and yellow). The arrangement and distinct colors emphasize diversity in shape and form, potentially conveying a message about variety and contrast in a simplistic and abstract manner.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: In the figure, square $ABDC$ is inscribed in $\odot K$. Find the measure of a central angle.
Choices:
(A) 45
(B) 60
(C) 90
(D) 180
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['45', '60', '90', '180']
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90
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multi_choice
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text
| 876
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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C
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The image depicts a geometric configuration involving a square \(ABCD\) inscribed in a circle, with a point \(F\) at the center of the circle. Radii of the circle are drawn from \(F\) to \(C\) and \(D\), forming triangle \(FCD\) with \(G\) being the midpoint of \(CD\). This illustrates the concept of symmetry and midpoints in geometry, highlighting how the perpendicular from the center of a circle to a chord bisects the chord.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the sum of the accuracies of the algorithms squad and warm?
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
| null |
7
|
free_form
|
integer
| 877
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
The main message of the image is to compare the accuracy of different algorithms. Each algorithm is represented by a bar on the graph, with the "burn" algorithm showing the highest accuracy and the "abuse" algorithm showing the lowest. The chart is likely used to visually communicate the performance differences among these algorithms.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，在Rt△ABC中，∠ACB＝90°，以Rt△ABC的三边为边向外作正方形，其面积分别为S1，S2，S3，且S1＝5，S3＝16，则S2＝（）
Choices:
(A) 6
(B) 2√{2}
(C) 11
(D) 24
|
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
|
['6', '2√{2}', '11', '24']
|
11
|
multi_choice
|
text
| 878
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
GeoQA+
|
geometry problem solving
|
C
|
The image illustrates the geometric concept of the Pythagorean theorem. It shows three squares constructed on the sides of a right triangle. The theorem states that the area of the square on the hypotenuse (\( S_3 \)) is equal to the sum of the areas of the squares on the other two sides (\( S_1 \) and \( S_2 \)). This represents the equation \( a^2 + b^2 = c^2 \), where \( c \) is the length of the hypotenuse.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all large gray rubber things. Subtract all small blue spheres. How many objects are left?
|
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| null |
2
|
free_form
|
integer
| 879
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The image depicts three geometric shapes of different colors and sizes: a large gray cube, a medium-sized yellow cylinder, and a small yellow cube. The arrangement showcases a contrast between shapes and colors, possibly emphasizing diversity or variation in form and design.
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Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.
Question: What's the total add up value of largest and smallest bar?
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| null |
252.65
|
free_form
|
float
| 880
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
ChartQA
|
figure question answering
| null |
The main message of the image is to illustrate the distribution of plastic particles floating on the ocean surface in different ocean basins in 2013. It highlights that the global total of surface plastic particles is approximately 5.25 trillion. Among individual regions, the North Pacific has the highest concentration with 1.98 trillion particles, followed by the Indian Ocean and the North Atlantic. The chart emphasizes the vast scale of oceanic plastic pollution, with significant differences across various ocean basins.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: If the population of grasshopper decreases, the population of mouse will most likely do what?
Choices:
(A) decrease
(B) remain the same
(C) increase
(D) NA
|
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['decrease', 'remain the same', 'increase', 'NA']
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decrease
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multi_choice
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text
| 881
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general-vqa
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scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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A
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The main message of the picture is to illustrate a food web, representing the feeding relationships and energy flow among different organisms in an ecosystem. It shows how various animals and plants are interconnected through predation. For example, grass is consumed by rabbits and grasshoppers, which in turn are preyed upon by other animals like spiders, garter snakes, and hawks. This web highlights the complexity and interdependence within ecological communities.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Lawn Green the low median?
Choices:
(A) yes
(B) no
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['yes', 'no']
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yes
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multi_choice
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text
| 882
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general-vqa
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bar chart
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['statistical reasoning']
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FigureQA
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figure question answering
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A
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The image is a horizontal bar chart with two bars representing data categories labeled "Web Gray" and "Lawn Green." The bar for "Web Gray" is longer, indicating a higher value than "Lawn Green." The chart seems to compare these two categories using a horizontal axis labeled "xaxis_label" with no specific context provided in the title or labels.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Which number is missing?
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
| null |
15
|
free_form
|
integer
| 883
|
math-targeted-vqa
|
puzzle test
|
['logical reasoning', 'arithmetic reasoning']
|
IQTest
|
figure question answering
| null |
The picture is a puzzle involving three sets of numbers in grids. The first two sets provide a pattern or rule that needs to be applied to solve for the missing number marked by a question mark in the third set. The pattern involves finding a mathematical relationship among the numbers in each set, likely through addition or subtraction. The objective is to determine the missing number by applying the same pattern found in the first two sets.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What is the blue kite in the lower right corner shaped like?
Choices:
(A) ferret
(B) cat
(C) cloud
(D) octopus
|
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['ferret', 'cat', 'cloud', 'octopus']
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octopus
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multi_choice
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text
| 884
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general-vqa
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natural image
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['numeric commonsense', 'geometry reasoning']
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A-OKVQA
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visual question answering
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D
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The image captures a lively and festive atmosphere at a kite flying event or festival. The sky is filled with a variety of colorful kites of different shapes and sizes, suggesting joy and community. People of all ages are gathered in a park, enjoying the outdoors and participating in or watching the activity. The scene conveys a sense of freedom, fun, and a shared experience, celebrating leisure and togetherness in a beautiful natural setting.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Grayson counted the number of pieces of pepperoni on each pizza he made. What is the smallest number of pieces of pepperoni? (Unit: pieces of pepperoni)
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18
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free_form
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integer
| 885
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math-targeted-vqa
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table
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['arithmetic reasoning', 'statistical reasoning']
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TabMWP
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math word problem
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The picture displays a stemplot (or stem-and-leaf plot) showing the distribution of pepperoni pieces per pizza. The "stem" represents the tens digit, while the "leaf" represents the units digit.
- There are pizzas with 18, 19, 21, 22, 36, and 47 pieces of pepperoni.
- The plot helps visualize the spread and frequency of the data.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: A newspaper researched how many grocery stores there are in each town. What is the median of the numbers?'
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
| null |
6
|
free_form
|
integer
| 886
|
math-targeted-vqa
|
table
|
['arithmetic reasoning', 'statistical reasoning']
|
TabMWP
|
math word problem
| null |
The table provides information on the number of grocery stores in different towns. Greenwood has the highest number of grocery stores with eight, while Riverside has the least with two. The other towns, Chesterton, Salem, and Marion, have six, six, and five stores respectively. The data highlights the distribution of grocery stores across these towns.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, △ABC is the inscribed triangle of ⊙O. If ∠ABC = 70.0, then the degree of ∠AOC is equal to ()
Choices:
(A) 140°
(B) 130°
(C) 120°
(D) 110°
|
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/wAALCABqAHcBAREA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/9oACAEBAAA/APf6KKKKKKK4i+8Uz3Pj7RtE06eL7GJZ/trq4Z2aOPOzHYAkZP8Ae47Gu3ooooooooooorCvPF+g2Ephn1SAzr1hiPmSZ/3VyaxNf8c6fDolxKJtW09NnN8NLlYQj+9yuKx7O98KDXNI1uLUms4bW1aOPzdOeFZ1kAzIXKjOdoPPqfWvRbK/tNRg8+zu4LmI/wAcModR+Iq3RRRRRRRRWBqfiEW13/ZmnW7ahqxG77PGdoiX+/K3RB+p7A1VXwzc6rmXxJqUl2p4+xWzNBbj2IB3Sf8AAj+FbNva6folowt4LaztUUs4jQRqoHUmuN1ozeI9C1TW7sGPSbWzmfT7eRf9e3lnE8g9P7g/4F1240/ACNZaC+gyNufSpPs67upiKh4z/wB8tj8K0L7whpF5O11FbmyvOgurFvJkB9SRw34g1TOoax4cJ/tMHU9LHW+hTE0I9ZIx94f7Sf8AfNdHbXUF7axXNtNHNDKu6OSM5DL7GrFFFFFFc5rWqXD3qaJo7KNRmTe8zDK2kXQyMO5PRR3PsDWhpGj2mi2f2e23sWO6SeU7pJmPVnbuxrTrkZN3jO/Mas3/AAjtrJiRh0v5Vb7vvEpHP948dAd1zxuwTwPrH8Ia1ZfYZ4/rVcj+yvHNqxJWHVbLyWz3mhOU/Eo7/wDfFdVRXI3lrL4WuZtX0yN30yQ+Zf2Ma/6vI5miHZu7L/F169emguIbq3S4gkEkMqq6SIchgehFWKKKKzdY1ODR9IudRnBaKBM7BjLN0Cj3JIH41T8N6VPp9i098yyarev595Iv989FH+ygwo+nvW9XJ6lNP4kv5tDsZWSxhO3UruNsH/r3jOfvEfeP8I9246SC2gs7eO2t4UjhjQLHGowAB0ArC8dkHwdfJ3kaKPn/AGpUH9aPGitFoi6nED5ulXCXvHdFP7wfjGXroUdJUEkZDKwyrL3FSUVyukr/AMI/4gl0AgiwuVa607HSPn97F+BIcezN/drqqKKK5jW/+Jl4n0TSs5hi36jcA9xHhYx/30+f+AV09czrOo3d3ef2Do0m2+dA1zdjlbOI9/eQ/wAI/E8DnW03TbXR7CKysk2QxDgk5LHuSe5J5JrQrmvGvzaFFFuOZb60T5fvf69K35o47iCSCRd8cqlGXPUHg1heDZJD4dSyuH33GmyyWErN38s4B/FNh/GujormfGcZj0WPVoVLT6TMt6mMZKLxIPxQvXRJIkiLIhDKwyGXnIqSiiub03/SPHmuTNyba2trZfbO+Q/+hCpdb1Wa2aDTdNVZtXuw3ko/KRJ3lk/2B+pwBVnRdIh0ey8iNnmnkYzT3Mo+eaQnlj/h2GBWtWTqWu6VpblL2+ihfG5lJyUX1YDoOep4rM8VzRzWWiBJUaO41a12srZ3Dfu4P4V1NcxaA6d47v7fOItTtkvIznjzI/3cn/jpiNdPRVa9theWNzbOCUnjeNh7EYrK8G3L3XgzRpWO5jaRgnHoMf0reormtV8ZaXo+pT2N4t0JLe3+1ytHAzJHFnG8kds5/Ksddeg03xBrzwKby4vvsj2MEZ5uC0RAx/s/KSW6AV0GhaM2nJNdXsgudUumDXVwo49o19EXoB+PU1u1DK7JAzrGZGVSQo/iPpXmvhzVoNO+F82v3oF1rGrebJJFjMk9wzFFhUfe4+VcdhSXPwwbV/A/hnTrq+mg1XRYRJHtb92ZdoO1vYEAZHIFdzoerprVgZTEYLqJ2hubVj80Mw6qfzyD3BBqh4uxZ/2VrgC40+8XzWI/5Yy/u5P/AEJT/wABrp6KjdliRnY4UAkmsDwMCPAujZXBNqnTkjNdHTWYKrFjgAda8R1i7k1y58Q3um3dxPd3+oQ6bBpkC/LdWsRAbecZRDvlbeCOK7HVfD6RePdLns7yTTZZtLe0tpoEVlUxMrhChGCu0t6fcrY+3+JdJyNQ01NUgA/4+dN+WQf70Ln/ANBY/Sr2leItJ1d2isb1DOn37eUGOVfqjYI/KtmqEek6bFdteR2VulyzMzSiMbsnqc461frl9dt59JvT4l06JpSihdRt1HM8K/xAd5E6j1GR6VqXcFp4h0CaBJVltNQtiFkQ5BV14Yfnmq/hW+k1Lw3YTTj/AElE8m4DDkSxnY//AI8DW5WF4svGsPC2pSxczvA0UOOpkk+RP1IrQ02zTTtNtLFOUtoUiVv90Y/p+tXab3OPxpFVE5VQOOwrE8VWVzc6Wt1ZIWv9PlW8tlB++ydU/wCBKXT/AIFWjp2oW+rafb39q+6C4jEkbY7H+tQ6loWla2q/2hYQzlfuSMMOv+645H4GssaLrmlEHR9X+0QgcWeqZkH/AAGUfOPx30g8WCwYJ4g0+50k952Hm25/7apwP+BBa6C2uYLy3We2mjnicfLJG4ZT+IqxXIw/8UnrKWp40PUZv3Hpa3BPMfsjnkdgcjuKsaIP7N8U63pXASdk1KAez/JJ/wCPoT/wKumrlr9xrPiyz05ebTS2F5dsf+evIhT69X/BfWupoooorkWk/wCER1d3Y40K/l3lu1ncMec+kch/J/8AerrqKaQGU5yQfSueufB+mmd7rTDLpN4Tky2DeWGP+0n3W/EVF5/ifSMi4tYNcthx5lriC4/GNjsb8CPpUiazoXiaGbR7iQJLKm2Syuw0M2P9w4P4iub+3XOk+KNHt9TlL3drKbQ3BOPtlrNwj/7ySJGrD1Oe9dbrurnS444raH7TqVyTHaW3TzH/ALx9FHVj/wDWqTQdJGj6eInl8+7lczXVww5lmPU+w7AdlAFa9FFFFV5oIru2kguI0khkQpJGwyGB6giuZVdR8JfIiT6loP8ACqAyXNmPTHWWMf8AfY/2q6DTtTs9VtVurG4juIWJw8bbvTg+h9qvUUVQ1DSbDVrfyNQsYbqPssyhgv8Ah+FeY+LfDy6x5ejeF9Wuri8t5llVJG8+CxYEHJmPKfd+7kk+lb2jaiLeDUNchtbrWpUDLc6kuxEk8vrHbqT9wEH6tnljXb205uLaCby2jMqBtj/eTIzg1YoooooorBv/AAtp19eG+hWawv263dlJ5Uh/3uzf8CDVXFn4tsjiLUdN1KMdPtkBt3H/AAOPI/8AHBS/2j4rQbX8OWchI5Mep8frHR53jGcYj0/R7THR5rqSYj8Ao/nTH8K3eo/8hzXLu7jPW1tF+ywn2O07yPq9aN1pUcfh270vSY4rPfbyRQCFQixsVIB496wfBl7LYeGNJ0VtH1C2vrWFLaeJ4CI0ZQAW837jDvwSTXa0UUUUUUUUUUUUUUUUV//Z
|
['140°', '130°', '120°', '110°']
|
140°
|
multi_choice
|
text
| 887
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
A
|
The image depicts a geometric diagram consisting of a circle with a center labeled \( O \). Points \( A \), \( B \), and \( C \) are on the circumference of the circle. Lines are drawn connecting these points, forming triangle \( ABC \), with line segments \( OA \), \( OB \), and \( OC \). This configuration highlights the concept of a circumcircle of a triangle, where points \( A \), \( B \), and \( C \) lie on the circle, and \( O \) is the circumcenter, the point from which all vertices of the triangle are equidistant.
|
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all small green shiny balls. Subtract all small metallic things. How many objects are left?
|
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acKbS0APopBSigBaWiigApaKWgBKKWigAoxS4ooAbRTsUlACUlOxRQA2kxTqTFAGLS0lLTAWiiigBaWkpaAFFLSUtAC0tJS0AFNPWnUhFACUtGKXBpAFPUc0gWngYoAcKdTRThQAYopaWgBKWjFKKAFpRSUtAC0tJS0AKKdTRThQAtFFLQAUUUtACUUtFIApKWigBKKWigBtJTqKAP/Z
| null |
3
|
free_form
|
integer
| 888
|
math-targeted-vqa
|
synthetic scene
|
['arithmetic reasoning']
|
CLEVR-Math
|
math word problem
| null |
The image depicts various 3D geometric shapes, including cubes, cylinders, and a sphere, arranged randomly on a neutral background. The objects are in different colors, including blue, red, green, and brown. The scene seems to emphasize the variety of shapes and colors, likely designed to showcase basic 3D modeling techniques or provide a study in geometric diversity and spatial arrangement.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Purple the minimum?
Choices:
(A) yes
(B) no
|
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5EmmuAieWvILPg5OGQcA5JP1q3b+J/7SFnBY2qyXNyszOrz7FjWNgjHeAc/MRjA5HPFAHRUVieEZpp/DcEk7ytJ5swJlcuwAlcAEknOAAPwrboAKKKKACiiigApCNykHoRilooA4gghiD1BpKnvU8u+nTGMOcVBXiNWdj56Ss2gooopEhRRRQAUUVHLPFCMyyKn1NNJvYqMZSdoq7JKKzJtbgTiJWkPr0FZ02sXUvCsIx/sj+tbxw1SXSx6lDJcXV1ceVef+W50UkiRLukdVHqxxVCbWbaPhN0h9hgVz7u0jbnYsT3JzTa6I4SK+J3PZocPUY61ZOX4L/M0ptauZOIwsY9hk1QklklbMjs59WOaZRXRGnGPwo9mhhKFBfuopf13CiiirOgKKKKAOJveL6cf9NG/nUFWL7/kIXP8A11b+dV69eOyPZj8KClBI6Gkoqk2ndDavuPEnqKeGB6GoaK76OY1qektUc08LCW2hPRUQcjvThID14r06OY0amjdn5nHPC1I7aj6KKK7k09Uc4UUUUwCiiigAooooAKKKKAPe/h/CYfA+mhhgsrv+bsR+mK6as/Qrc2nh/TrcjDR20at9Qoz+taFfnmInz1py7t/mfMVZc05PzCs+X/kYbX/r0m/9DirQrPl/5GG1/wCvSb/0OKsSC84JjYDqQa+b28Ma/uP/ABI9S6/8+kn+FfSJOASegrhD8WdBBI+yakcf9M0/+LrswlOtO/so3PUy3FVcPzezjzXt+p5R/wAIxr//AEA9T/8AAST/AAr6C0CKSDw5pcMyMksdpErowwVIQAg1yn/C2tB/59NS/wC/af8AxddrZ3Ud9Y293FuEc8aypuGDhhkZ/OniqdeCXtYWKzHGVq8YqpDlsVRotoPEDa0N/wBqaAQFd3yEAkhsf3uSM+hxVd/DdtLPdzSXV0z3FwlyDlB5MiABSmF7AAc5z3zk1s0VxHkmLP4at7i2nia8uxJcXEdxNOCm92jKlAcrgAbV4AHT3OZ00SKKeWSG6uoo5phPLDGyhXfjJzjcM4GQCAefU506KAKFtpMdpqNxdxT3AFw5keEsPL3lVUt0znCDqcdaQ6Sh15dW+1XHmCEweT8nl7M5/u7uvPWtCigDDt/C9raLCLa6uojbySNbkFD5Kucsi5XlenBzjAweKnk0ON3tZlvLuO6tw4W5DKzsHOWB3KRgkA4xxgYxWrRQBQ0jSotGsBZQzTSxK7upmILDcxYjIAzyT1yeetX6KKACiiigAooooAKKKKAOZ1yPZqJb++oP9P6Vm10HiCHdBFMP4W2n8f8A9VcvNfW0H+slXPoOTXl14P2jSPHrUJyrOME232LFFY82uqOIIifd/wDCs+bUrqfIaUqPReKccLN76HfQyLFVNZ2ivP8AyOimuoIP9bKqn0zz+VZ82uRLxDGzn1bgVhdaK6I4WC31PZoZBh4a1G5P7l/XzLs2q3c3HmbB6Jx+vWqZJYkkkk9zSUV0RjGOyPYpUKVFWpxS9AoooqjUKKKKACiiigAooooAKKKKAOL1EY1G5/66H+dVqt6oMancf79VK9aHwo9iHwoKKKKooKKKKACiiigABI6GniQ9xTKK2pV6lL4HYidOE/iRMGB6GlqCnBiO9enRzXpVX3HHPB/yMlopgkB68U/r0r06WIp1V7juck6c4fEgooorYgKvaLZf2lrdjZc4nnRCR2BPJ/KqNdt8LtPN34sF0QdlpEz5xxuPygfqT+Fc+Kq+yoTqdkZVp8lNyPawMDA6UUUV+fHzQVny/wDIw2v/AF6Tf+hxVoVny/8AIw2v/XpN/wChxUAXpP8AVv8AQ18wt94/Wvp9xlGA6kV4Q3w68VbjjS88/wDPxF/8VX0GRVqVL2ntJJXtu7dz0svqQhzcztsctX0d4c/5FjSf+vKH/wBAFeM/8K68V/8AQK/8mIv/AIqva9GtpbPQ9PtZl2yw20cbgHOGCgH9RWmeV6VWnBU5J69HcrMKkJxjytM4uw0g3UV7DpumJBcR61IyX6iNBCiygsBg7j8oK4xjn0rc/t3UFh3N9lLJq62LYiYboywGR83Dc+49q2dP0q00sTC0WVRM5kffM8mWJyT8xOCc84qC48O6ZdTPLLBJuaZZzsnkQeYuMOAGADcDkc182eWUrS8129v9Rhjm05IrO88jc1u5LKY0f+/wRv8Ax/2aqaVr2o3dvoMuox2bw6xGVMcMbAxt5ZfkljuBCkYwMZHWt6DTYLB7y4s42M9yxkkElw5V3wADyTt4AHA6AVmeHfDUWl6VYR3cam9toPJ3x3EjovGGZAcbSe5AB96AMjRtXksNN0nTLVAhmW5lMn2Z5gipLjARMHksOc4GPcV1WkXk9/pcNzc2z207ZDxMpUggkZwecHGRnsRUMXh7TYLeGCKGVFhZmiYXEm9C33sPu3AHuM4q/bW0NpbpBAgSNOgHPuTnuSec96AJaKKKACiiigAooooAKKKKACiiigClq9mdQ0m5tRnc6Hbzj5hyP1ryIggkHqK9qry/xVpxsNcmIGIp/wB6n49R+ef0oPVyypZum+upiUUUUj2AooooAKKKKACiiigAooooAKKKKACiiigAooooA4/VxjVJ/r/SqVX9Z41Wf8P5CqFerT+BHr0/gXoFFFFWWFFFFABRRRQAUUUUAFFFFABQCR0oopptaoB4kPfmnhge9Q0V3UcxrU9G7rzOeeFpy20J69o+FulfYvDT3zriS9k3A/7C5A/XcfxrxzTLKfU9StrG35knkCLnoM9z7CvpWytIrCxt7OEYigjWNc+gGKyzTMY1qCpxVm3qfPZunRiqd9yeiiivnjwQrPl/5GG1/wCvSb/0OKtCqt1p9veSRyS+aHjBVWimeM4OMjKkZ6D8qALVFZ/9jWv/AD1vv/A+f/4uj+xrX/nrff8AgfP/APF0AaFFZ/8AY1r/AM9b7/wPn/8Ai6P7Gtf+et9/4Hz/APxdAGhRWf8A2Na/89b7/wAD5/8A4uj+xrX/AJ633/gfP/8AF0AaFFZ/9jWv/PW+/wDA+f8A+Lo/sa1/5633/gfP/wDF0AaFFZ/9jWv/AD1vv/A+f/4uj+xrX/nrff8AgfP/APF0AaFFZ/8AY1r/AM9b7/wPn/8Ai6P7Gtf+et9/4Hz/APxdAGhRWf8A2Na/89b7/wAD5/8A4uj+xrX/AJ633/gfP/8AF0AaFFZ/9jWv/PW+/wDA+f8A+LooA0KKKKACiiigArn/ABfpn2/RzMi5mtsuPdf4h/X8K6CgjIwaC6VR05qa6HilFbHiXSTpOrOiLi3l+eI+g9Pw/wAKx6R9RCanFSjswooooKCiiigAooooAKKKKACiiigAooooAKKKKAOS1v8A5C03/Af/AEEVn1o64MarJ7hf5VnV6tP4F6Hr0vgXoFFFFWWFFFFABRRRQAUUUUAFFFFABRRRQAUUVa03T7jVdSt7G1TdNO4VR/U+w60bCk1FXex6J8JdAMl1PrkyfJEDDBkfxEfMw+gOP+BH0r1qqWkaZBo2k22nWw/dQIFBx949ST7k5P41drzKk+eVz4THYl4mu6nTp6BRRRWZyBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGVr+kLrGmtCABOnzRMezen0P+eleVyRvFI0cilXUlWUjBBFe01xnjLQN4bVLVPmA/foO4/vf4/n60Hp5fieR+zls9jh6KKKR7QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQByuvDGpk+qisytXxAP+JgP9wVlV6lL4EetR/hoKKKK0NAooooAKKKKACiiigAooooAKKKKACvY/hd4W+wWJ1u7jxcXK4twR92I/wAX1b+X1rjfh/4RbxFqn2q6Q/2bbMDIe0jdQg/mfb0yK92ACqFUAAcADtXJiKv2EfPZ1jrL6vB69f8AIWiiiuM+ZCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCAQQQCD1BpaKAPOPFHhxtMmN3bKTZyHkD/lkfQ+3ofw+vN17RLFHPE8UqB43GGU9CK838R+G5NJlM8AZ7Njw3Up7H/Gg9vBYznXs57/mc/RRRSPSCiiigAooooAKKKKACiiigAooooA5nxF/yEE/65D+ZrIrY8RD/Toz/wBMh/M1j16lH+Gj1aP8NBRRRWhqFFFFABRRRQAUUUUAFFFFABW34X8NXfifVUtbcFIVw08xHEa/1J7D+mTTPDnhy+8S6kLW0XCLgyyt92NfU+/oK9+0PQ7Lw/pkdjZR4ReXc/ekbux96wrVlBWW55WZZjHDR5Iazf4eZPpum2ukafDY2cYjgiXCjufUn3NW6KK89u58dKTk7vcKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNkjSaNo5EV0YYZWGQRTqKAPPPEPhOSwL3diDJa9WTq0f+I9//wBdcvXtdcnrvg6K7LXOnbYpupiPCN9PQ/p9KD18LmH2Kv3/AOZwFFS3FvNaTtDPG0cinBVhg1FSPWTT1QUUUUAFFFFABRRRQAUUUUAc34jH+lwn/Y/rWNW54kH76A/7JrDr06H8NHqUP4aCiiitTYKKKKACiiigAoopVUuwVQSx4AHegBK6Pwr4Ov8AxRdfulMNmjYluWX5R7D1Pt+eK6Twn8MLi8aO911Wt7bhha8iR/8Ae/uj9evTrXrltbQWdvHb20SRQxjCIgwAK5quIS0jueHj84jTvToay79F/mVNG0Wx0HTksbCERxLyxPLO3dmPc/8A6hgVoUUVxNt6s+WlKUm5Sd2wooopEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUtS0my1WLZdQhiB8rjhl+hrhdW8HXtiWktc3UH+yPnH1Hf8AD9K9HooOmhiqlHZ6djxUgqSCCCOxpK9Z1LQdP1UE3EAEn/PVPlb8+/45rktQ8C3cOXspkuF/uN8rf4H9KR61HMKU9JaM5Oip7qyubKTZcwSRN6OuM1BQdyaaugooooAKKKKAOf8AEg+a3Ps39Kwq3/Ev/Lt/wL+lYFelh/4aPUw/8NBRRRWxsFFFSwW891MsNvC8sjHCoikk/gKAbtqyKiu10b4Ya9qW2S6VLCE85m5fHso5z7HFei6F8OdC0bbLJD9uuR/y0uACoPsnQfjk+9Yzrwj5nm4jNsNR0T5n5f57HlPh7wRrPiJleGDyLQ9biYFVx7d2/D9K9d8NeBdJ8OBZkT7Tegc3EoGQf9kfw/z966foMCiuSpXlPTofOYvNK+I93aPZfqFFFFYnmhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADZI0lQpIiuh6qwyDWPd+FNIu8n7N5LH+KE7f06fpW1RQXCpOGsXY4y48Axkk218yjssiZ/UY/lWZL4H1WMEo9vL7K5B/UCvRqKDqjj68etzy1/CmtR9bJj/ALrqf5GoG8P6uvXT7j8EzXrNFBqszqdUjwzXfDGuXQtxDpV25BbOIjx0rPi8AeKJvu6TKP8AfdV/ma+g6K3hXlCPKjojndaEeWMV+J4Za/CzxLOP3sdtbf8AXWYH/wBBzW3ZfB2Y4N9q0aeqwRFs/iSP5V6xRQ8RNmU86xctml6L/O5xlh8L/DdmQ0sU923/AE3k4/JcfrXVWen2enxeVZWsNundYowoP5VZorKU5S3ZwVcTWq/xJNhRRRUmIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z
|
['yes', 'no']
|
yes
|
multi_choice
|
text
| 889
|
general-vqa
|
pie chart
|
['statistical reasoning']
|
FigureQA
|
figure question answering
|
A
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The pie chart represents data distribution across five categories: Blue, Light Green, Bubblegum, Violet Red, and Purple. Each color segment indicates a different section's proportion, with Light Green and Blue being the largest sections. However, without a specified title or context, the precise meaning or topic of the data is unclear.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which is larger the moon or the sun?
Choices:
(A) Sun
(B) It varies
(C) They are equal in size
(D) Moon
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['Sun', 'It varies', 'They are equal in size', 'Moon']
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Sun
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multi_choice
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text
| 890
|
general-vqa
|
scientific figure
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['scientific reasoning']
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AI2D
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textbook question answering
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A
|
The main message of the image is to illustrate the concept of a solar eclipse. It shows the alignment of the Sun, Moon, and Earth in which the Moon blocks the Sun's light from reaching parts of the Earth. The diagram visually explains how the Moon casts a shadow on the Earth during this celestial event.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many algorithms have accuracy lower than 8 in at least one dataset?
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| null |
4
|
free_form
|
integer
| 891
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
The main message of the image is a comparison of the accuracy of different algorithms ("kick," "gloom," "python," "brave") applied to various datasets ("icy," "epic," "saddle"). The bar graph shows the performance of each algorithm on each dataset in terms of accuracy, highlighting which combinations yield higher accuracy values.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Does New Jersey have a higher value than Georgia ?
Choices:
(A) Yes
(B) No
|
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y9RAh1XTbthtjDvE8mcY3D5QfYkD8cVqEgDJ6CkBiWMjalqDaoE8uDyzBGpILPhuWOOnIIA+tb3heXZa3OnnGbSYhB/0zf5l/LJX/gNYuhhv7Hgdl2mXdKBnOA7Fh+hFXLS4Fl4ltWZsJeRtbtk4G5fmT/2cfiKylqepTioQj/W50l9fW2nWrXF1KI4xx6knsAOpJ9BTbHQbvXpIrvWYzb6aPnj01h80pzwZ/bv5f03dCKXQLSPUfFd9qMsYdNPRLS3YkELIw3yEDqCFaMZ92HrXY1UIpanLXrNtxWwUUUVZyhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwnhwg+GNKwc/6HF/6AK3/GN49j4R1KWIMZXi8iMocEPIRGp/AsD+FeeQ6Tb2qKLRprVwAN9vIUzjuQOD+INRNXR14RO7aO3orlY77WrX7t1BeJn7tzHsbH++nH/jtW4vE4TAv9Ourf1eMecn/jvzfmorLlZ283c36Kp2WrafqI/0O8hmPdVcbh9R1FXKkaaewUUUUDCorq4S0tJrmT7kMbSN9AMmpaxfFMmNEa2BIa7lS349Gb5v/HQ1NasUnZXMbTI3j0+IykmeUebKT1Lt8zfqat0UVoNKysFFFFAyC8theWU1ux2iRCu7Gdp7H8OtRfZ9QYoz65fkht7bSqgtjsMcD/Z5FXKKCXFPVlG8g1O/gMN1q7mNMtGY4hGwfHysxUjODzgY5x6UmitK+kQTTY8ybdM23pl2Lf1p+rS+TpF44OGELbfrjA/WrFvEILeKFekaBR+AxR0JUUpaElQTWdrcNuntoZT0y8Yb+dT0UF2uUl0iyjbdDCYD/wBMJGi/9BIqRbe5jOYtW1FB6GbzP/Qwas0UC5I9iMTayjZj1hmHpNbo3/oIWpP7T12PGH0+Yf7ULxn89x/lRRSsHKiQa9qqAb9LtpP+uV2QfyKf1rN065e9lv7qSIxNLdN8hIONoVcZH+7V6qGjndp5f+/PM35yNTsibe8tS/RRRQaBRRRQAUUUUAFZur77aNNRhfbLbcEEZDIxG4H8gfwrSqlrC7tFvh/07vj67TQtyKkVKDTNSimxuJI0cdGANOrU8cKKKKAHeFF22moEAKpvpcKDwMYH4ZIJ/Gt+uU06+Ogm4iuLSSS2mnef7RbpuKbjkh168eozx2FdNbXMF5bpcW0qSwyDKuhyCKwmnc9ShKLgkmS0UUVBsFU9Utbe902e3uow8bqRgoGO48DaDnLZ6e+KuUySPzNhDsjIwdWXGQR0POQfxFNbky2ditoNpPp8mmaLBNj7Ovm3skfHmOqgbR/srlAfX6g12TusUbSOwVFBZmPQAd6xPDluEe9l5JDrCpPOVChiSe5LO2T3wKd4ruPJ0N4gcNcusI9weWH4qGroT0ueXKN58qOU1LXr/VJdjRbbKZgwj4BiC5Iz3JJIz2GAPc1aKKzbuepCmoKyCu98PSNJoFlu6pH5efXaduf0rhYYZbm4jt4F3TSHagPT6n2HU11j6tZ+G4bbTCs91IkeXMQXIyepyQBk5OB/hVROXFe81FbmhpH7qO4sj/y6zMicYGw4dAPYKwX/AICa0ayYriJ9Us76E5g1C32Bj1LLl0GO3ytKT9BWtVnCFFFFABRWRLqVxcNMbN4La2tnZZrq7QlSRkFVXcp4PViQPQHORRm1WxzuuNduZFPLJaw/IfoVQsP++qAN+8uo7Kynupc+XDG0jYGTgDPFcPqWjvpb29zK7SXN6ubuVm3bpwB0PpjIA6AIMCtFtQ8PIQ/2S6vXQh0+0B5SrDkFTKflOfTFZF3d3Go3ZurojeARHGpysS+g9/U9/YYAAIqKKKAK97aLe2rQNI8eWVg8ZG4FWDDGc9wKh0yU3ujW7T/O7xbZc92HDfqDV6sG0fUUlvLa2FqsUd0/zybmI3Yf7ox/f9aCoxcnZE+hsW0SzBI3JEIzgY5X5T/Kn6o9uLTyLiFp/PPlpCoyXOM8emMZzxjFVbXRpoYPJl1K4aMOzBIQIgMnJGRlupPerlvpdlbSiWO3TzR0lfLP/wB9HJrM9SPNypNHY/DqML4LtZWyZppZpJnb7zP5jA7j3IAAz7V1VcF4M1ddOvptDuyyrczPPZSFsqd3LxexzuYeu4+nOv4c8Yw65fT6bc2U1hqVuzh4HYOp2Nhtrjg4ypOQPvDGRzWu+p5c4uMmmdNRRRSJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikbcFJUAtjgE4BP1oA4Pxtfrf6xZaPFhks2F5csDnD4IjTg9eSxBHTaR1rMqjpU73tmdQncvc3jmadjnhz1XnoFxtA7BavVnJ3Z6lCHJBeYUUUUjcr3Nja3ePtFvHIR0Zl5H0PUVU1C4vNE06a6s9RukCABYpW81CSQAPnyRyexrTrm/GFxttrW2HWSQufoo/xI/KmtXYicVbzLFp8RrtMC90+GUf3oHKH8jn+dbtp490S44mkmtW6YmjOPzXI/OvL6Kp04sfK+jPbrTULK/XdaXcE47+VIGx+VYuvyebrWn2wbiFJLhh78Iv/AKE/5V5VtG4NjDDow4I/GrUepahDMZkvrjzCoTLtv+UZIHzZ45P51Ps7MTUj0aiuKg8VajFgSpbzjvwUP5jI/StGHxhbnH2i0mjPqhDj+h/SjlY+budJRWZD4h0qfpexofSXKf8AoWK0UkSVd0bq6+qnIpDUk9h1FFFAzP1jDW0MBGfOuIk/AMGP6Ka0Kz7zL6rp0X8KmSY/8BXb/wCz1oUErdhRRRQUFFFFABRRRQAVn6GpXRLMnq8Yf/vrn+tWruQQ2c8pOAkbNn6Cqek3dp/ZdnEt1AXWFFIEgyCFFBDa5jSoo60UFhRRRQAUUUUAFVNV/wCQPe/9e8n/AKCat1S1be2mSxRhN8+2BS7YAMjBMk4PA3ZoRMvhZetBts4AO0aj9KmqKPTtcjiRPs+nHaAM/a3/APjdONjr3a300f8Ab05/9p1fMjy/Y1Ow+iojp/iA9E0wf9tZD/7LS/2Zr5/5a6av4SN/hRzxD2FTsSVTiN7pFxJPp6JNbSsXmtGbaS395D2J7g8H2zmrQ0jWyRuvdPUd8W7n/wBnFSHRdVP/ADFLMfSyb/47ScovcuNGtF3SNiyuo76xt7uIMI541kUN1AYZGffmp6xPChkTQ1tJuZLKV7UuM7X2MQCue2OPqDW3WL3PQi7pMKKKKRRq6CpGlKx6vLK2fUb2x+mKzfGik2Nk+0kLdcnH3co4/ngfjWton/IC0/1+zxg/XaM/jmpr+yi1CxmtJc7JVxkdVPYj3BwR9K6baWPIU7T5jziikAdS8coAkjdo3A6blJU49sg0tZnrp3V0SW9zcWV3FdWrIssef9YpZWBBBBAI9j17CmMzySPLK5klkbc7nqx9f/rdhxSUUXFyrm5upuaFdmWK004j5o78MjDqiFHfP4lXX6NXaVwXgqCW71+/vwcWtqgtVxg+ZKcMx9RtBA6fxn3rva0Wx5VW3O7BRUc08VtC008qRRIMs7sFUD3JrLutTM9tLLBMbSyiBMt9KmOP+mYYc/7xBXpjdzhmZzXjAJH4msGhl3maN1uYAxIUgApIQBgNjcuTyRjHSqdEjLNcPOsZjU/cRjllHqxPVj1YnJJ7nApks0UCb5pEjX+87AD9aAH0VnHXNO3bYrjz2/u26NKf/HQaadUuZB/o2l3DD+9Myxj+Zb9KLlKEpbI06KyydXmzmW0th22I0p/M7R+lFtdXVvfR2V66TCVWMMyrtJK8kMOmcHjHoeKV0XKjOK5mjUrItVvn1HU4rOxM5FwrF2lVFXMadcnPbsK16bo7rD4kvIe9xbRyj6ozK3/oS0pbDw7/AHiGR6LrM2fOurK1B6CJGlYfiSo/Sqg0GWa71K0e/uHvIUjmtJHk2JyDglVABG9GByDwa2NQ8TafYvNEC880LKsioMLGW+7vkbCJn3IqpoNinjS/GqSapDbwiERyWFnMTOU3ZxK2AU5GPlHIzhqiMZPU66tSEd3dmKdRtrx3spYpjfwyH/R7UNJKrochkKDPHUHj8K6nwh4Qu7fWB4gvw9tKyuFt3laWVt2Bulck84H3R04ye1drY2FpplnHZ2VvHBbxjCxxjAH/ANf371YrVK2xx1KznuFFFFBkFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHllxELTxTr1nHvMSXQmUsc4MqCRh/30xP40+ozLJc6vrF1LgtJfyoCB/DGfKX9EqSs5bnrUb+zVwooopGoVw3iW48/XHQfdgRY/xPzH+Y/Ku4JCgknAHJNeZyzG5uJrg5zNI0nPoTx+mKqC1JerSG0UUVqWFFFFABRRRQAmzzXji/vuq/gTz+ldCbG1J3CBEb+8g2n8xWNYJ5mpQjsu5z+Ax/WuhqWRZNu40R3UBBjvbyMEZAMm8Y/4HmpU1DVYhxcQTf8AXWHB/NSP5V2mjWWk654YRLk4utPSQsQdp2kswz6rzXEVNiINSbW1i3plzcX2sSyzxxoYLcIAjkj5mJ7gf3RW5WN4fUH7dN/emCD6Ko/qTWzUsqGwUUUUiwooooAKKKKAKOstt0W99WhZR9SMD+ddS+kabIoWTT7WQAY+eFT/AErmNSTzLVI/+elxCn5yqP612lTIi15amU/hrQ366TZr/uRBf5VEPCeiqSUtXjJOT5dxIv8AJq2qKm7Dkj2MVvC+nn7st8n0vJT/ADY1F/widsFAXUdTGO/2jOfzBrfoouw5UYI8MKv3dX1EfUxH+aVBcaHqVswks7z7YuMNDdbUP1VkX9CPxFdLRT5mHKcgIddbkaMqjn792oPH0B61nanepLYy2MyfZ7yUrD5Nx8pUswXcD0IGc5HHAr0Cs/WNGtNaszBdJkgN5bgkFCRjPBH5d6al3JlGVnZl8DAA549aWs3w/dm90KzkcnzljEcwYYKyLwwI7HINaVSWndXCiiikMKKKKAOfium0G7vI7q2nFhNd+ZFdAqyIZMZDc5Uby3JGOa0X1vSYjiTVLJMf3rhB/WrVxbw3dtJb3EayQyKVdG6EGuNj01dG1ZtNVIngMZmgfb86ruxtYnrjIwfQVSszPWLstjoX8T6Gn/MVtW/3JA38qYPFWkMSI5p5Mf8APO1lb+S1Qop8qKtLudt4Wuku9FEke/Z50uA6FWGXJ5B5HWtquR8I3wjuZ7BzxL++iJ9QAGH5AEf8CrR8U+IbfQdMYtMFupvkgUDc2Txux3C9f071stjy6kWptHIXOP7QvcHIN1Mc/wDbRqjrOGq26RqIre9kUAAbbWT+ZFJJqk6wPKmlXZVQSS5ReB7bs/pUM9OLUYpX2NKobqf7NaTT43eWhYL6kDpVKPUru4ijkt9LlKOoYNLKijnp0JP6Ve0y6u4dShub6wge3jy3lJOWYt2PKgHHXHrjnihIJT0907vwnpjaR4W0+0kDifyhJPvOW81/mfJ/3iR9AKtXN3NNK9np+wzrxLMwykH1/vNjnb6YJwCM87DrOnRwiGPVNSs7fGPs5tjI0Y9FkCtgde5I7FcCiXxMsFsLXR7PyYlBCyzdeechepJznLEHPUGtG0eYqU27WNG8n0rRJUe482+1ADchkPmSDtkZ+WMHnptB5wK43UdSl8W6f5lyxjgmQmKFTxESOv8AtMPU/hjJp5LM7O7s8jnc7sclj6ms/SMLbTwAY8m5lQD0BYsP0YVDkdtPDxg1zajv7NaQ5uL+9m9R5vlj/wAcC0Jo+nRnd9jhds53SLvb82yavUVN2bKnBbIAAAABgDoBRRRQaBWdrgtzpUvnwLN2jQjOXPC49Dk9a0ao6vbSXenNHGquQ6OY2OBIFYEqTg9QKETP4WRW+n3tlbxi21B2ZVG5LgeYjHHOD95effHtVKT7fql0bxLq3sBbB7Z5Q5domzhimQAMjAyeQPStazvY76AtEdkqjDxuPmjb0Yf5zVn4f6DYXF9qtvqum2F5cW4ifz5I2cuZC5JKuxUH5RyoFXHXc4sRCMUpQRmaH4da/Ma6NaG7WMkf2lfMTDGSTkp/eOQc7B16mvRdB8KWmiXDXrTTXepSR+XJcynHy8EqqDhVyM9z7mt2ONIYkiiRUjQBVVRgKB0AHYU6rucYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8w1C2/s3xTqllzslcXsOWySsmd30/eB/wIpK3fH9m0UdjrcaZFo5iucY4hfGWPc7WCn6FqwqiS1uelhp80LdgoooqTpM3X7g22h3TA/My+Wv1bj+tcEAAAB0Fd/rWnf2nprwK22RTvjOeNw6Z9q4DkEqylXUlWU9QR1FaQJXxBRRRVlhRRRQAUUUUAX9GTddTyf3UCj8eT/IVs1naMmLR5D/AByE/gOP6Vo1D3JjtcfFNLAWMUjIWUo204ypGCD7UyiikMiSFoWJt7m4g3MWISQ4JPU4ORU6XuqRn5b1JB6TQg/+glabRQTyIswaxqL3KW5soJZGVmBSUpwMZ4IPqO9XTqNzGu6bSrsc4/dlH/k2f0qhpCl9alftHbgf99N/9hXQVLJSeupn/wBsWyrmWO6hHrJbSAfnjFLHrelygFb+3GegaQKfyNX6RlV1KsoYHsRmkVaXcZHcQzDMUsb/AO6wNSVTfStOkzvsLVie5hX/AAqIaHp6tlIXj/65zOn8jQHvE9yC95pkY/ivYyf+A5b/ANlrsq4ZtHiMsckd1extE25CLlmwcEZ+YnsTVtV1CMfJrN8P94RN/NDSauT7172OuorkhPraH5dXDj/prbIf/QcVuaFdz3+iWl3c7fNlTc20YHX0qWrDT1tY0aKKKkoKKKKACiiigDFsT9m8T6pbncq3CR3Ma4+ViBscj34TP1FbVZOqDZq2jTrnd9oeEgd1aJif1RT+Fa1Nkx6oKKKKRQUUUUAZmpa5baZMkDRTz3DrvEUCbjtzjJJIA59TWDH591fXGo3caxzS4jjjBB8uIdBn1JJJx7elWNdCN4mshEu2dLd2nf8AvR5wqn/gWSM+hpa0S0IWru+gUUUUzQo6m0kQs54pHjeO6j+ZGKkbjs6jn+KruCXaRmZ5G+87sWY/Unms/XGEekySEgBHjfJ9nU/0rRo6EJLmYUhAYEEZB4IpaKCyhojbtEs89ViCH6rx/Sr9Z+j4W1miAwI7mZQPbeSP0NaFDJh8KCiiigoKytOuFfWdWgXPyPG5yMclAD/6CK1a56zkx4yvsH5ZU2Y/2lVP/ij+VCM5uzXqdDRUcs8MCF5pUjUd3YAfrVZdWs5WKwSPcMO1vE0v/oINBTkluy7RWFN4nijmMIs7hWU4dphsVD6MRkqfqOK3YdI1m5BZrmwt42GUMStMcY9TtH6UPTcSqJ7ahVK91ay05gtzNtcru2hSxxnGeBxzxzWunhhGIN1qV9OR/CriJf8AxwA/rWTrPh+G1vYY9NiCSTxl4g5LBp4iHXJJzypkGc0k0TOUkrpEWnW8jTSajcpsuJ1CiM4/dIM4X685Pv8ASum8Aqz614guApMP+jwh+xdVcsPqA6/nXIrrrx6XFe3mnXMEcqMY5MBo3dQfkDA/e4IwcHII7V6j4W0ltF8PW1rMB9qYGW5YY+aVzubkdcE4B9AK1imtzlxFSLgoxdzYooopnGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ2vz/ZfDmqXHkRz+VaSv5Mq7kkwhO1h3B6EV5rpcZi0mzQuZCsKDcTnPAr1mREljaORQyMCrKRkEHtXkWiiRdHtoplKywqYXU9QyEoR+a1Mtjrwb95l+iiioPQCuS8U6Z5Un9pQr8jYWcDsezf0P4V1tMliSaJ4pVDRuCrKehBpp2ZLVzzOirOo2L6ZfvaOSygbo2P8SHp+I6VWrUqLurhRRRTGFISFUk9AM0tNZTIBGOrsE/M4oFJ2TZ0Onx+Vp8CEYOwE/U8mrNAGBgUVmCVlYKKKKBhRRRQBc0FM3F/L/tpGPwXP/s1bdZPh5MafJJ/z1uJG/Jtv/sta1Q9yI7BRRRQUFFFFABRRRQAjMEUsegGTWt4dXZ4a0sf9OsRP1Kg1h3rBbC5ZgCBExIP0Ncja2Ft9khJgQN5a5IGCTj2o5bkO/Noeu0V5YkIj+5LOn+7O4/rUge4UYW/v1+l5L/8VS9mP3ux6fRXmPnX3bVdRHOf+Plj/Oni81MdNXvv+/gP9KPZsXvdj0uivNhqGqr/AMxe8/Er/wDE07+09X4/4m91+Uf/AMTRyMLvsdf4ks7u501ZtPYrfWr+dCQASSAQyjI7qSPyrj4tf1uaIOurSDPUG3jBB7gjb17U7+1dX/6C91/3zH/8TWTO9xBdeeZvO+0TDzBIAGLHAJG0AdOT9KqMbbkta3aNj+2dc/6C8v4Qxf8AxFI2raw3XV7n8EiH8kqrRTsi+REj3upvndq99z6SBf5AUwXN9Eyyx6neCVDuVpLh3X8VJwRSUU7IOSJraN5k1gt9cYNzd/vpHySSDyoyewBAA7Vo1jaBdqIP7OkOJrcYXP8AHH2I+g4P0rZqGKHwoKKKKCylrC79Evh/07uR9dpq2jB41cdGANR3iCWyuIyQA0bKc+4qPTHMmlWbnq0CE/8AfIoJ+0WqKKKCjP04qt7qcQz8twH/AO+o1P8APNaFZJu7Ww1u7FxcxQiWGKQeY4XJBcHGfYCtUEMAQQQeQR3oZEH0FooqC9uksrOW5cErGucDqT2H4mgpu2oy81G0sIy1zMiHGQmfmb6Dqa5iO287dPOGWWSR5cK7Apu/hyD6YFOikN9d3F7LCyOz7UEg5VQAMD053fnViqSsSlzasqS6dbNBKqQR72UgMRk5I9TzV681W8123hS6VoLVAuLfoXYD7zHr1zgfSmHgZNULi789IYrOdd8zYDrztUck/wBPxp2FKMVr+BHCkhuJ0s5AkMWECMuULclh69xWtoeqapobKGY3drsINt5uAh3cbCV6AZGMioYYkgiWJBhVGBRNv8iTyhmTado98cUPUPZ6XOnu/Ev9o+CtS1G2iuLN0DQqZDtIbIUEEe5HPY59KnuL17rwzYavIGSe0ljlmXGCpU7Jhj2BcVlad4h0S10RtK1KCSyt/L8vMilxNuHzMSoIBznqe4/BfDdzOdE1GWaBtT0ZriSOe5h3O6kqu5mU5ZlYMGJHIJfIAANRy3WiMHOzXM91+JsSpYaZ4l0xZJ0e3utQV3sXIbZOQdkyDqp3kA44IYnFekV5hoiaHrHijT7LSLe3FvaE3s8kcRQOU+VAGA+b52Denyd69PrSN7anJXtzuwUUUUzIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8seFrTXNatXcMUv3kGPSQCUf+h4/CvU68+8XWI07xPBqCLiHU4/JlOOBNGMqSc9WTIx/wBM/ek9Ub4eXLURQooorM9QKKKKAMzXNLGqWJVMC4j+aJj6+h9jXB88ggqwJDKeoI6ivT65LxRpflSf2lCvyOQJwOx7N/Q/hVxfQn4Xc52iiitCwqazTzNRt1xwGLn8B/jioau6Qm69lfskYH5n/wCxpPYme1jboooqCgooooAKQkAEk4Apar3zbLC4Pfy2x9ccUCbsrm/ocfl6HZju0Qc/Vuf61oUyGMQwRxDoihR+Ap9QKKskgooooGFFFFABRRRQBS1htuiXx/6d5Mf98msRVCqFHQDFa3iBiug3eMZKBefcgf1rKqkSviYUUUUywooooAKKKKACq93A00atHgTRsHQk459D7EZFWKKBNXViG2n+0RlijIysVZSQcEfSpqqWPS4/67v/ADq3QKLutQooooKI5YVl2klldDlJEOGU+oNamlazBcQw29xdRG+yyMoIyxUkZx2zjOKz6ieJbi8s7bC5lnVjkdl+Y/yx+NDR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['Yes', 'No']
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No
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multi_choice
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text
| 892
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general-vqa
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map chart
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['scientific reasoning', 'statistical reasoning']
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MapQA
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figure question answering
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B
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The map illustrates the distribution of hospital beds per capita across different states in the United States. The color gradient indicates varying levels of hospital bed availability, with darker shades representing a higher number of beds per capita and lighter shades indicating fewer beds. Some states have higher availability, while others, especially those in lighter shades, have lower availability. There are also states without available data, marked in gray.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the limit of the blue function as x approaches negative infinity?
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
| null |
0
|
free_form
|
integer
| 893
|
math-targeted-vqa
|
function plot
|
['algebraic reasoning']
|
FunctionQA
|
textbook question answering
| null |
The graph depicts three mathematical functions: a blue quadratic parabola, a green cubic curve, and a purple linear line. These functions represent:
1. **Quadratic Function (blue)**: A parabola likely described by an equation such as \(y = x^2 + 1\).
2. **Cubic Function (green)**: A cubic curve, possibly represented by \(y = x^3\).
3. **Linear Function (purple)**: A straight line, potentially represented by \(y = x - 1\).
The functions intersect at two points, indicating shared solutions (roots) among them at approximately the coordinates (-1, -2) and (1, 0). These intersections highlight where the values of the functions are equal. The graph visualizes how different types of functions relate and intersect in a Cartesian plane.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the sum of the accuracies of the algorithms fat and acre?
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
| null |
9
|
free_form
|
integer
| 894
|
general-vqa
|
bar chart
|
['statistical reasoning']
|
DVQA
|
figure question answering
| null |
The main message of the image is a comparison of the accuracy of different algorithms. The bar graph shows that "neat" and "cowboy" have the highest accuracy, both around 9. "Kick" and "acre" have the lowest accuracies, around 3 and 5, respectively. The chart highlights variations in performance among the algorithms.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which model has the lowest Audio-Audio Similarity and Text-Audio Similarity scores overall?
Choices:
(A) MusicLDM (mix-up)
(B) MusicLDM (original)
(C) MusicLDM (BLM)
(D) MusicLDM (BAM)
(E) MuBERT
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['MusicLDM (mix-up)', 'MusicLDM (original)', 'MusicLDM (BLM)', 'MusicLDM (BAM)', 'MuBERT']
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MuBERT
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multi_choice
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text
| 895
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math-targeted-vqa
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violin plot
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['scientific reasoning', 'statistical reasoning']
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PaperQA
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figure question answering
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E
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The image displays a set of violin plots illustrating the similarity distributions between audio-audio and text-audio pairs for various models or configurations. Each colored plot represents a different method: MusicLDM (mix-up), MusicLDM (original), MusicLDM (BLM), MusicLDM (BAM), and MuBERT. The y-axis shows the range of similarity scores from 0 to 1. The plots provide a visual comparison of how each method performs in terms of these similarity metrics, allowing for an assessment of their relative effectiveness.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Approximately, what percentage of jewelry sales in January were Rings?
Choices:
(A) Around 21%
(B) Around 27%
(C) Around 31%
(D) Around 37%
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iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBrqHjZD0YEVDZWcVjbCCIYXJP4mrFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=
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['Around 21%', 'Around 27%', 'Around 31%', 'Around 37%']
|
Around 31%
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multi_choice
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text
| 896
|
math-targeted-vqa
|
bar chart
|
['logical reasoning', 'statistical reasoning']
|
IQTest
|
figure question answering
|
C
|
The main message of the bar chart is a comparison of the number of items sold in two different months, January and June, across four categories of jewelry: Necklaces, Earrings, Rings, and Bracelets.
Key observations include:
- Necklaces: More were sold in January than in June.
- Earrings: Sales in June were higher than in January.
- Rings: More were sold in June compared to January.
- Bracelets: Sales in June were higher than in January.
Overall, there is a varied sales performance across different types of jewelry between the two months, with June showing higher sales for some items compared to January.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Use a calculator to find the measure of $∠J$ to the nearest degree.
Choices:
(A) 33
(B) 40
(C) 50
(D) 57
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['33', '40', '50', '57']
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40
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multi_choice
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text
| 897
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math-targeted-vqa
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geometry diagram
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['geometry reasoning', 'algebraic reasoning']
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Geometry3K
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geometry problem solving
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B
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The image shows a right triangle labeled \( \triangle JKL \). It has a right angle at vertex \( L \). The sides \( JK \) and \( JL \) are labeled with lengths 14 and 9, respectively. The picture illustrates geometric concepts related to right triangles, possibly for use in solving problems using the Pythagorean theorem.
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Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, A, B, and C are the three points on ⊙O, if ∠C = 35.0, then the degree of ∠OAB is ()
Choices:
(A) 35°
(B) 55°
(C) 65°
(D) 70°
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|
['35°', '55°', '65°', '70°']
|
55°
|
multi_choice
|
text
| 898
|
math-targeted-vqa
|
geometry diagram
|
['geometry reasoning', 'algebraic reasoning']
|
UniGeo
|
geometry problem solving
|
B
|
The image illustrates a geometric theorem about circles. It shows a circle with center \( O \), and points \( A \), \( B \), and \( C \) on the circumference. The lines \( OA \) and \( OC \) are radii of the circle. Line \( OB \) is another radius that is perpendicular to chord \( AC \). The main message conveyed by this picture likely involves the properties of circles, such as the perpendicular bisector of a chord passing through the center of the circle. This could also be illustrating concepts related to inscribed angles or right triangles within the circle.
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Which number comes next?
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
| null |
2123
|
free_form
|
integer
| 899
|
math-targeted-vqa
|
puzzle test
|
['logical reasoning', 'arithmetic reasoning']
|
IQTest
|
figure question answering
| null |
The picture features a sequence of paired numbers (1 3, 5 7, 9 11, 13 15, 17 19), followed by a question mark, suggesting a pattern or series that invites completion. The main message is to identify the pattern between these pairs and determine the next logical pair in the sequence. Observing the series, each pair consists of two consecutive odd numbers, indicating that the next pair should be 21 23.
|
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of rubber cars less than the number of brown jets?
Choices:
(A) Yes
(B) No
|
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
|
['Yes', 'No']
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Yes
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multi_choice
|
text
| 900
|
general-vqa
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synthetic scene
|
['arithmetic reasoning']
|
Super-CLEVR
|
visual question answering
|
A
|
The picture features various modes of transportation, such as bicycles, cars, buses, a van, and airplanes. The main message seems to be about the diversity of transportation options. It might be highlighting the choices available for travel and commuting, emphasizing the variety in modern and traditional vehicles.
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Subsets and Splits
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