images
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problem
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answer
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id
int64
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70k
choices
null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/347.jpg" } ]
<image>Use dice to measure the line. The line is about (_) dice long.
3
65,998
null
3
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<image>How many dots are on the frame? Choices: (A) 2 (B) 1 (C) 3 (D) 5 (E) 4
5
65,999
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/349.jpg" } ]
<image>Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long.
7
66,000
null
7
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<image>How many squares are there?
61
66,001
null
61
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/351.jpg" } ]
<image>How many ovals are there?
88
66,002
null
88
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/352.jpg" } ]
<image>How many shapes are there? Choices: (A) 2 (B) 4 (C) 3 (D) 5 (E) 1
1
66,003
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/353.jpg" } ]
<image>The first picture is a bear. Which picture is fifth? Choices: (A) bear (B) plane (C) train
train
66,004
null
train
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/354.jpg" } ]
<image>What time does the clock show?
6:30
66,005
null
6:30
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//JMdiLemJ41nt6PHCASgkd6d+h5xSCK9N/DJnZT2/FbWoTetjLZut0sPJ5X+LKEXtaZmiQEQlXGMLjbQAAjMhmMJZ5yRg4k2SWhPumdCwVlZuScf23n0oa3Oa5+5Pn3gclEnTG3rDz968x1vPtcpnEzNjQP12IPdkcJLr0zHI767090Q+79/fPDko1ti2eGUcp98efL0493Kr98ogZDLF4tO+cc+cfDg/VtFvuRw3uNHP37wlqe6lXziEwfQ063ppQ09ZRK2kp60Tz66FenV/39q35P2yUfPRXr1/3+OPLn7nw30otZUg36U8UQ4qR0iQBPLV+e7roPukDGaJQwRtXGCC0LpYlI688ssZeOR6LxBkQ3vX7WjWZYaxPpePlwIAGLFudPByimjrZn0QsmyE9+6kvZgZ66T0eMBURnHuWCRXkvR905Yyb1Fb7iSM6YXtaYWLsIISXMxlXYq7SyHNrb2IAkCpAmzzlfKt5ILwNAnu3Fq0yMr6GUJdy5UymUtv4/0IPreeor0zkbf83c/kaZpZxa3lbMf/jPnnrgyECu8CfatIQYBABScpoIdl4YS0sTJLTYVAQAoJVnKrA3GeMw4kOiGANClx1bTG6fcWF/vdkZ6jaLvraNI70z0x6/I7TEcyNSE9vwm/I8Xrn/zF+c/+S2XNtC+M0UlAEApyVMOiFL7PGGkOwMlgJAkzPpQSgdk5RR189SllyWMDdFLE+48ltISQiK9maLvraNI766LUnjh5clWUb71LZeXX+H/7ePTn4Tu9+8m2K86XINJwoAQabzgOM8R0LwGQAEoIeNCTCurtEtXLERuqhp66nb0JpWR2q9axt1URd9bR5He3dXWSOxud2MKdLkS471t3+k/sPUTKCVFyp0PcrWfCUEpIaV03qP3wbrQMXAencN+uQ8Dhc6h80PlHu1gJbXxct5N68KKygMiDFUenOu23Ht0YeDPqY+Or9BKeqt6iEQwSkgprQ+R3hq+F0Kk1/oZn9zT0ou6QzX9x/7EBh+gOQjdfKj1v+rvvko513wk848BaxvKSJHwaemOpubFl447b7B3oKalydLuROfmvnox6Ror5aZy/kYLHR5pIejhse6U39iTANjOnAoAxvqDo64lABxPDSBMK9uvRGufJEuPWQh4c08J3m3h8bHp13xbelKvpMcYHSVsUplIDwDu0PcqG+kBQHxy4ZT0otZU4xw7BX9lzyK45RFBEwRYr6vuH/mJtK0PnLTMIMvYow9uX7rYvVTy0+lkdyftR5FbF5589FyncDI1B8f6oSvdUPRr18ssY/0ocgB49OpAFPnL18vHH97pWN7Yl4hw6UK3hYLTyxeLfhQ5AdJv4YufPOy34UT0jJ9I23p5iV6e8kjvzn0vjb4Xn9xGp6IXtaYap2KMZCkDQpR2PmC91Tbzs8bbOKd5wrXxxnogML/XJUZxtOh578Mt6Bkb6XUVfW8dRXpnJqm7s6tov9R1J4JhQKVdQEyaAz4IQOaHdxglecZDwFK6ebrp6Ia1anraeI9hlgWvRy9t6IVIb1nR99ZRpHcGQsBKOQwJ9rZScOh84ybY804xpSRL2FS6UlohGKsnxcthfomgQMjRsdPCtzJsbrzm9JQrpRWcNolXB+lNnDaRXkvR99ZRpHf3VaQsTcL+xP7xJ486L8lyYNtmE+yX+4/G54jglFNSaseaiHKAWRrT2o5RmqYMACrtEh5DAAGgRY9RTkmlHaUhT8UwvSTSW1b0vXUU6Z2JGCUXdpKnHjvXKX/1WvcbdkPslxPFtGYxhJIi4wSgUvPFloVdPTtOE5YlXBlX5/LcdC3TyzNOCKmkjfROpOh76yjSi3oj1Mw/lsKl5z6HIASjBCbSckbnk11EINDcRdkceQWolD081nS5PwKA44lBBK27bjot7c192SksK3dcmn754cSkmnrfXYabTO3egeLL6dK0dpPpUCVHCnEgi9rx1AhOK7k0FvMeJ0MtKSvX/f1b0OOMikhvqYXd34++F+nNdPb0otZU039UOhjrF3cAzMM3ECmlecIIAaV9k1W/zqvT+jjThAEhiNA/oxMQBssRhgpXGSOEE5eH+p+Tt2SwkhXGg7o9PQBlbk1v+O0ivZP5XqQXn9zbGEfdDc3Of4z4tX1bScsYmYUAzoQAQFLB0oRJ7UKAnNFFaMdsyMMo2d1J+zHaSrvBKPIb+7JvPEkNZQOB3t6FwSjyw2N93/msH0VuTOhXQggMRpGXlb24m/WjyI8nZsB4MrDRNKdH6Qp6CUttpHcbetH3mneM9JZ19+hFranF/JFzmmfcuqCauKBaZH6jACFklAlCoJLWh2bWTHqTys3UjJ5X1kV6p1X0vXUU6Z2Njkp3qiQom2C/6LrrS8tSwSgFqVyRcUoJLl0kAAAgOCUEpPbOh+b3YhT5jF6WcEpIpWyRCXZLejbSayn63jqK9M5G44zdPDaT0r70Stl5aTKUdmUT7NtTP6ynI4IzTMG4QIAIvjjIOvsvQgmMc3Yw8dN6dy46IUCbXpaisZ5SIpr0PivoVZbzSK9W9L11FOmdhRgjRcaShF7YTTsvBTuQXGsT7Nv9R723RgCQEMhTbqyX2heLQQzOflIAwhnNUz6tLADmK/PAb44W9CghRSaMdZV2BZmT6dIrMj6J9BpF31tHkd7ZKRWss+MCAGkyfB3vPW/f/jUEWAokF5xmKTMOja1j+BZp1+rFU0ZJkXEAMpXWb3rEQ58euzU9GuktFH1vHUV6UW+Mmo5lKn1rQ41Ak+GEEMA8ZaXEaWWavZTWmmrtsYLTNGGltJ95dXpcdudBNw/k0dTkvSzQN/bkx5PesXjlysoZ283bdXCkhaB7h91Fuus3ZUDknSzQxh8c6f4zcTwxWOeCXtZre1WlXNrLAn19r2K8u8l41GsDAEykG6RHgRQpLSVOKhPma84zRXq1ou9FerXOnl7UmmqcgzNSKZslfB6z0QTNAQEAzkmR8v1jpYyjtDdlaYYz4vKF4uKFbqAeIXBuOx0XolNeVvbB+8edwmlpD4/11V55PZ46t91dhjMmXH3TSCynYVDaUUr6le9lMiC573y3hSHgpQt5nnWjAI0J/Uqgd8MBAIjb0ctTcXAklaF06RBUmx7fWHqvh+9FevHJbXQqelFrqkGfJbReNkXE5sIyRACC0GQjJ4SkglFCpLJZwmApcLvxRSFoZywAAILTZKic84FCY/xgJcnKSkgqWCeKHAOKocqFYIiwooWsU+79cCW9+8wBALKE5Sm7BT1KIE0YJVAplyU0ifRair4X6TWtOXN6p1KlTpfrZRPsW/G7hOQpV7qOzWCMzie8ZG4hBENAYwOdpc2JUeS1CKF5Smf0aOve6SV6OaJ2gRo3K3tDGvtZp+h76yjSOxsRSipltRYHR92VtEoOfNVugn0nfpcwRnLBS2kQWSoodGLIAQghWcoJgDa+SOu5bfREaNETpdQYsB4BdelRkqd8ns6EQN9kMxV9bx1FemehPKFZwowL/W2e2ZGajbNfit9FAEIIIZAmHAOUygnej+siAFBPG7W19W/033vzNKeHLXoEoDOPbuhlgmnjCAFCVkbObZKi762jSO+MRCnZGvHLF7s7MWiHN+fvefu+kzVLopzTUcad88rOJrzLJgSgyBJCiNSun19zU9WmJ5wLar5UtWxCCIzyhBBSaRvpzRR9bx1FelFnre76VevAKgJAmnACZKpsmnAAAMR2fh0ASARFZNo6RKK1l6qbJNkYr7TnrFtubegbK+21GahEGw8EBiq3QWrnlp8BpZ2xQ5VojzhUifFKu85QzHscrMSujOJYRQ+m8hb0WECo+5hIL/perUivW8ndpRd152r6j71j6zwKTlopcerZLQpOsoQb543zWcKhjusAgMVoBopMSO33DpUL3Q9p/0gbG6al7ZQfTc2rN6pOoZSuyazQqeRQJ4Ko3lUER8f6ekL7UeSHxwOVH080Iumv9B0ca4RudEcIeDQZqGRaDtwicEt6NEu4sc64MEiPAIxyUSkb6a3hey7Si09urVPRi1pTTf9xflu8emBDQL6IcpvlXyMECBQpd85Pm2u9oWVTJ04AwemVy6NLF7tpkxkjg1mgK+UefXC7UziZmoNj/dCVrU55lpSDWaCtC488sNXPAs057Vd+Y18OZoEGgMsXi34WaOewXwkMbTTdnl4mnDO3oJcIFulF36sV6XWM7x69U6m/jRztG/QEIEu596FSjpD5xtrS7JIxlnBaaef8vM8njSNutk5Ej9NIb1DR99ZRpHdmMi4oEwKic11ugzlgNsF+qevmnObAnccQfF5H+GHbyZAQyBJmnZ9UJvjZS9EJAaCmR7jzIQS8Pb0AkV5b0ffWUaR3Bhrn/GBqD4/tp16Zdl4qJwP5azfBvrt/TgjJBVUWptLkKV/Om9P8B2c0FWz/WCntl49Sb7LqpEMkT5iy7vb0JloZl/CY/bRW9L11FOmdkTgn53fE4w91l+levTa81HPP2y/nb5+NRzijglNtfJidgwNo8iLUP+ukCIxBJW0cxgDAMj0mONPGhQAr6XHKKCmliRH4ABB9bz1Femep0z6y97L9crxEnYJtZp+nnFEyqYz3AZqoDmzVRgRjRcZcwH58xSaqS08wCremN8p4pNco+t46ivSi3gg1849S+doDYZbbuRZjpEjE4URJ7bqjlSbEoxnOlNLePFD9fZj9Q20d9oPnjibm2mvdGLtKuklpOlk5AWDvUCeCKt2dZB0em1dvSL581FYbf3Ck+5UfHmtE6B+YOjjSBEiaLmdhC3h4PFDJpBfOCLeiRwvBDqf6BPRcpAd37nuRHkB8cgHglPSi1lTTf1AKpXJZwmazlVkIYHO1MueMHk01IWR2rXdjNAsBZEVGUkGztOtAiaBpMlBeJ3buFHoflBmuJFldSccLCWCyoiUIMFCJoGnCOuXeoxiqhA+khZjTowP0CEkF54wcTe0t6cHG01vH9yK9+OTOW3IKeqcSdvuvaD/rP/KE5QnT1gMBwRcJPGcjFxSc5hl3PlgHSfuTmL0JIWRrnOzudBP9T0qzs5X0o8iLnPeNOSMBsV+ulMsy1i+/sS/PbSe9KHJWStc3dj4gQr/88FjvbCf9KPK9AzVgfCChpxY9soIey1PuPFoXIr2Oou9FejPjs6Z3Kh1OrTvNGcRNsF+gp5TkKVfGVcoJThnrZlcjAFnCrfOlcmx+EomQuAcHJ6FHIBMs0htU9L11FOmdjXa3xFGljybmU5+ZdF6aDMW/boJ9J34UBWeMkko7Hkie8PlceP6TM1pkYJ031vfvttxstenRfLGk0KcXIr2eou+to0jvLJQmbJSLy/cVnXIahgfq97x9x40IAFJKipQb50vtGJlvzi1sCJA849aFSTlwPfIG61T0fKS3rOh76yjSOyNxTgZ3YjbTvvdrswRrCWdZwrX12vllP8T5cGacC+uDsTEEcKZIbx1Feuso0os6czX9hw/YHEKabaoBAKOQpxwRtQkh4HxRdR7FQUgTaX5cmsEbrDZE3oc16NFNpxd9bw1FelFvoJo57KRyxvrl8O16tIJZwq0NlXIBsZefmRAAxugo41PpPvnyZO+oe4/V3qHaO9RZb7L86g1J6WGnUClXSlf2LuM9PNaC01GhOuXXb1TGBrbcKmv9wbE2vZxfk6lBgL3Dbgtv7MvjqU16WaBfuyn7D9bkqNsGAJhIb2xYvvGtRc/hLemRUcan0m4uvdfB9yK9+OQ2OhW9qDXVOMe5sXj10CvtksVCGAEgdYwfpWRciKOpqZRd+BMhCEiAAAIhJE/5w1fG/SzQn36F7u5kWyPRKQ8+PP3YTqdwMrUHx/qhK+NO+bXXqiyl/SzQjMAjV8f9LNAvv1Y+/lC38lVZoFNBBrNAMwpP9Vr44iehrxk923qMW/QIjAtxNNWR3i3pRd9rFOl1jO8evVNpUp1uuW8T7BfoE0E9JUpbAGCMYj0lJoTMFlZrB62U5xQgnSXVAVjMnBfpoxeqywZuWh4qJAQGjcmKyutKOuWzNxxoyfxnr4X9SmBFJd0m1JrTI4QwRoboMYj0bkcPou9FemdL7+RKBXn1wFRa3DzoTmUGL6faBPv2eSKglOSZCAGU8c3xouZnY8IoGWUsIFTK1nPk/rtuqBb0gtQnoQeR3kLR99ZRpHcmSgQdFyL0LmrcZPvW1I80PpcmzLpQKVfk9dS1nXkNCIFEUMHp4URTmqSCAKzds98DWtDj1PlKuTyr2d6CHo30GkXfW0eR3hlqnPOLu93lOKe6ezMbYt/dVQMAAGSMFDl3PhgXAMjyYGV+Fon7ECrtTptW5d7VnB4tcu5D0Nbfjp6N9GaKvreOIr2oN0BN/7E/sTi/EW92ZjVLOCNkUpo6N+d8OXXulFnCBKfSOOs2OgRwBT3B69jc1fQSwSK96HvrKNKLegPVrF/tjPi1fckY4YziPLFanQU643tHWul6w4TC8tKp4DRPmXPBBywrezzpnlSspBOMYs9LlfLHvaQrZWmryg2UV875wGj3tKOUfjI1fDlrtNZOqqFKSosIx8lAC6dT45YfJO9xsBJtBmISdkb82n7FOOOUDNFTUjsC0KfH2Zxe2Gx6a/pepBef3Eanohe1ppr+g1GSZ1xpr4MvMjHLzdn4WyIoo2QqbZZyzuhsNFPPjgkA1L9bSieSbpL9SjnKaC91P0jjj3sZ+SvpKuX65aVyNlDS90LtjkvH+ZIDGeMrNVB5KR0iDLZwUjmz3EQfUOqBSpQZGK8xSvJMKO21D0P0WEMv4YKvouc2m96avhfpxSe30anonUr6lDVsgv1i/5wApAm1LpTS5gkDMt9eIwAgBMtCMLY+ztosts4iPAgAcE4vXcj7UeQhhN2dtJ8F+miir75p1CmcTM1BSvvljECWsX4UeSXtA5eLfhQ5IvYrSRM6GEVurR+MIlfS9SuxavgWmja9LKkzoC7oJYLlAY31AZFGej1F32sXRnod47tK7+SyHqX23qPW3WhX1zvzuCH23fyJnNFEEKkcY3R2oHoRJJ6n1PkgtZ/fV0NaBhuvGT3tGCU9epCn3PogtUsjvQFF31tHkd5d1zhnB6U/Kt2117pXiUwnA53TJti3+w8C2NyWXGRcaj9bOV0E+SGA4AwRpHbOzzJ2RCcEWKKXcrWCXsIZIEjtfKS3pOh76yjSOyNxRs9vi0ce3OqUv3pteKnnnrdfTtnUmt2mgjJGpXZhOcqvPmg6ygUAqVQMAZxriV5yS3rjhp7t3Tm9sYq+t44ivag3Rk3/sZNT70NrwEIAQHCaJkwqO8vQOZ/y1mv6NE1YKW3M37lbrKan3Wp6PNKD6HvrKdKLegPV9B+/9eGn3/uFO60b05soDkLIuEgQsZxvobSOrDJKxoVAJJV2uMHjmd/88NPf9M7dVvrdFr1c3ILeViEQoVIbTS/63jqK9KLeQDX7H4TAr/yVx//F77328x/5TGhCxedJ1kBwJiidSpullFHWWjdFAMI5STgrK3v9ZqV7N9Lc2FdS+yLrhmMfHOmXrk07hZV008r2c5/tHagkodOqGwawd6gFp3wpcToY4/cOVNKLFj861jgUBn7zQHqP6fIdWz7g3qHqt/BoaKMJAP7JDz/6G3+w/8Ff+5RyBFbSY4ySHj2aCDqVm0vv9fA9E+nFJ7fWaZ/ck+u0/ewm2C/FX/3A11x67HL607/60sv7s897VocQNA9MGU+wtSk3mxFzRkaF2Bonu9tp5w0q6XbGybjoZoG+sSf7xoJRAOiXGxPSlJ7b6pYfHOlz24nonUJS2vcrwYABByqfTM3OVjJLV9XIezw6Mn3jcrIyUcy3f8X5By6Kv/FrL33s2sxmgF6rPQt6dJxvOr3oe3NFeh3ju03vhDqcWjd8Tfjm2ncvh/mqt+383i9sfcff+dgfvigBYJH1GIESUqTcBdTGF9nMq1oDjiLj495tAXnGRsVAeZqyfiEiGuf75ZOpybIB+yxl40J0osg5I1lq+sZSO0QYaiEfFaIfRZ4NtTDtDY7aetfTW//+Z576C3/v43/w/0qASO909KLv1Yr0OsZnQO8k2t0SR5U+ODZ/8qnjzkvldKBz2gT7bv8BANsF/U9/881/+9+8/M9/78ZShB8BREgF9Z5OSlPPh2MCz45GGfuN5576pd9+9R/9zmuynTY/0juBou+to0jvbitN2NY4efiBbjzr9evDkQj3vH03r8BcH/yOB/7+9z+4O6KwdNQIAYAxMi4SbXxMvrZKH/izb/rFv/jQ/ec5RHqnV/S9dRTp3VVxCpyTzj+MruyO7237lf0HAHzTl1343Z9/+ok38e4xBQRCoEj5/CqkGMHR13u/4Nzv/Oyb3/JgEundgaLvraNIL+psdKv+AwAevpT9x59787e+a7c1HZ73VJgKJjhT2vsT32m1UbpyXvy7Dz35/nfvskXvHumdVNH31lGkF3UGGtj/6IgQ+OUfeexf/9e9D/+rlyrTCtAjBAAFZ1nClPGUkBDA99J1hoDeD5YPFHoPYcjYB/AeV1VC6XICTo8hDBl7RBxuYehVvqqSfjrrW4sQ8g9/6LF/+9/3f+7XX9ovYTW9YSAbT++EvhfpDSg+uW2dll7USXT7/qPW+5+5cOWC+OCvvPTS/iyMGhEIBQAgMMpEpdxL16ZHvX38vUN1NDFZ2n2jG/vy45/qzn6UcqV0/VD0wyMtBN077FZ+/WYVQmBsqR5r/cGR7qcGmUwNIhxNu/HsN/ZkJV0n6jwEvL4nKesuCx4f3UkU4Le+6/zV8+Knf+3Tf3J9FT0b6a3SCXwv0lup+OTWujN6SzVUp0v6sgn2J+0/AOCZz9/+Dz/31A/94xd//38dA9Sz4UX1acIefmDczwL96Vcmg1mgnQ9PPXauUziZmoNj/dCV7nb/tevlYBZoQuDRq1v9LNAvXy8ff3inY3xjXw5mgU4EHcwCTQnpt/DFTx7CHemdT2/91oef/tFf/sTv/s9I79SKvgeR3htEb64iZTeOdCn59ZvdfLTH04HDiZtgf5v9j452RvwjP/HEh779Si4Alu7MjNtwt9dWzn71rz7xs++/upUBRHqnVPS9dRTprS/OSJFxApAI1vmH9aY7G2J/ivnHXD/2jfe/5eH8x//lp29MAkCMJD+d/vLXX37Lw/kH/tknb0Z6p1f0vXUU6a2vIme7O905ma5WfpHe2/anm3/M9afffu43P/TUlz81CgHneT2jTqh3f/72b33oyXc9VfhI7/SKvreOIr2o11F32H8AwEOX0l//iSe+7z3nO0EUUSfRQ5eyj/zEE9//nvN83awKm6joe+so0ot6vXTn/QcAMAo/8/6r/+AHH7lve616NlOMkp95/9Vf/EuR3p0o+t46ivSiXhfdyf5HR9/5zMXPeyj/kX/6orfO6W6MnbfOG+p67xOcHzA2dlUljganu74erHfGkLA0hnfGeTdUibGI4HR3wO+t88Y4uhQf7j0OVpJ107Ktq2/78gtPPZD/yC9/ItK7AzW+F+ndkeKTeyr1z5RE+9eh/wCAtz4y+shff+KFa6r/kvcJpf17AcC+7aLgXa9CTEPAfjCADykBoL2hkntbwnnXGDHxvuiXe58AgX6mF/c2wRjtt9B9Qdqv5Mkr57p2a+utjxS//uNPfDzSuyO99ZHRR378yeh7d6b45J5cP/A1l37pt6+ffMNoE+xJvH0sKioq6iT6/T86+tX/snfxXPdykS95evs739k9+7KB9lFRUVFRUVFRUVFRUXdN/x9TQGrDTtqo+wAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/355.jpg" } ]
<image>What number is shown?
4,060
66,006
null
4,060
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/356.jpg" } ]
<image>How many dots are there? Choices: (A) 5 (B) 3 (C) 2 (D) 1 (E) 4
1
66,007
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/357.jpg" } ]
<image>What number is shown?
7,336
66,008
null
7,336
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<image>How many shapes are there? Choices: (A) 1 (B) 5 (C) 2 (D) 4 (E) 3
3
66,009
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/359.jpg" } ]
<image>How many triangles are there? Choices: (A) 9 (B) 2 (C) 6 (D) 5 (E) 7
9
66,010
null
9
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<image>What number is shown?
63
66,011
null
63
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/361.jpg" } ]
<image>How many shapes are blue?
6
66,012
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/362.jpg" } ]
<image>How many donuts are there?
70
66,013
null
70
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/363.jpg" } ]
<image>How many birds are there?
19
66,014
null
19
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<image>How many dots are there? Choices: (A) 2 (B) 1 (C) 3 (D) 5 (E) 4
5
66,015
null
5
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/365.jpg" } ]
<image>How many flowers are there?
18
66,016
null
18
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/366.jpg" } ]
<image>How many rectangles are there? Choices: (A) 3 (B) 2 (C) 1 (D) 4 (E) 5
1
66,017
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/367.jpg" } ]
<image>How many shapes are there? Choices: (A) 4 (B) 1 (C) 2 (D) 3 (E) 5
5
66,018
null
5
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<image>What number is shown?
10
66,019
null
10
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/369.jpg" } ]
<image>How many lightning bolts are there? Choices: (A) 3 (B) 1 (C) 4 (D) 5 (E) 2
5
66,020
null
5
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<image>How many dots are there?
9
66,021
null
9
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<image>How many shapes are on the frame? Choices: (A) 5 (B) 4 (C) 3 (D) 2 (E) 1
1
66,022
null
1
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<image>How many fish are there?
16
66,023
null
16
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/373.jpg" } ]
<image>How many berries are there?
90
66,024
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/374.jpg" } ]
<image>What number is shown?
3,839
66,025
null
3,839
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u09+oWrib1VoKTctGRcH787cwpqpUnWHGiI2oB3XZisLW3i57Evd34LssqEpsPoB8BJicYfePBnR16O9ESCr8IhCd6479xRfP4mi5E/W1PSj+A9fKzVeQnYHsDDRf4VSffB2SJ6H3eQorzVdQzD5/w86YtkNWPOop94mVPaRDt64nTP3mDYtB2E8St5dfq5HfutSQUgygvL26UFlpnYOLSWGSNGletqKgwmRQ2LhgVH7rUm7TIebHRb4Bstg1mVEp7ymPbRIv26goOHWr4fjCXZWqMxaH1shiM2Sxa9hlZbLSha9HyD/DR8ieWdVHiDmHcWW1g+mQQCnEuW5aN9h8BflvjMaZV63DEyscdOG1GmSvMWTMFAjxUZWD0WrydUiqhN7kKawQ1Q5JlZBa2V4d2zp097mReXOzTPunIt+ApEnzKlVn0sMXtOm71p7LkwSJL6cUF0tyTIdrmdcKAPOqsyvMZzJb9V3PKwpM3zU2iZc1pBRLgsSPn9qW23TwlcbSYknOT/hpx+XSTeJ007sDUGiU7IKqStAqw+TVmLza8CTix2LWfoSYbx0d6kF/J4KSHPzZujoMaR3p5t7QanC0DM+kjv4N9EgZsjPwTCqOlkGrYa9TWz2S5plJ7WwH8nVIsIRe4ykWENgOCZaQWnnUOnRrfwuAQtOS+s0bzCRkUmj8JvGytef3fZK4vb5HyQR/Yz7jsvbqwpZK5rPFawUrxqWf2y+XvKc8Ziz/JHF792DvRkVBsSSne0BnfH8R+QZ8+vAOlk15P+TiznH4RSLuMAD8sAd3qhAlQ2gahnpwJcPsvXvmfgxp0fqqgz87ciumOBprGh1aDY6W42iZvZU8ziIQYuU6rMy0fEk03ZYBYNYcFNkYxyBfh8RL6AWeYgqZ7ZB4CamVR6FDt66DN6Ie0G1UFFSqzshiMwDkNh2qXZxvsTvBaK2KztPWybjswLqV4e+L81O/eYPH49UuzmcKmWWgll9m1oYxw0STMzB1K7R1+H6L4arkFAA0bzEbR5r6W/jPHqlji0ApZu3n+Cc4wcWzyH+D/aibeyd8Grbtxvyfj5QslVjWOaGwLCFfh+RLOAy5nmIBge3QAoIlpFYGnNOhu8cJGZgEkbWL843zh9YbCOS3G1JP72zt7XpPeYy7kQCoB3QWCzpb9V2VqjObY9IVmhb5rUtMIbuRjI8zIxMjMEEAAIFSABjSWiam84vgJFY/h2xAznKgCC9vGKtmBEB1DS9vwIEie3WsRwnI1yH5Eg5DrqeYQmY7NIVsCamVAad16IG4xSAJikmaNM84osq6FbxN7/T6lnpNi3Xh3qZD66JSRL4BDjrXpnMYd6owpMXESDxQipn7Ic4dLjTvIBtPs7WPw8wLFjDJW28eht7GdqL83zmwsas4UIT839m8aj1cQL4OyZfQHBI9xQix7dAI+RICoFZm4KxDj8UtBuPEIOu+OTvlTtGq72rt7UqaNO+Y6qy9elMy4D/b8HmoB81boL+KiZEQSOEjhP4qrv/J8isCKdfU4HafTQb6O3DzML7LQkMqvt+C639CUxZLNS67/FzIiS9QlMd+KXyqZQn5OiRfQjbI8hQGktshA/kSmkOtzFGHHj5/i+mftvZ2RfPDWI+gHkU6yKRJ8dZvK5WqM5IgcaXqjHXH2Yypvx2ZxuhrQtNzCEnDxAj0d0Ijt6zMLDzr/oqTWPYXm90+jjtVluNXwMgT1sjfT7q1GTEcLceiJSzlrDnHyNch+RJaQZynkN8OyZfQCmplgJMOPRy3EoRiAApNS0KQ2Fq5XNdlmtDKZmwA3YM6Zvi4XtNib82MQIqQVLNcc3eOs9f0ESI8C9o6lscQd4Z6cPMwblfZHGKy2PGq1Tixa8+15L+BOQm4Uj9SMvNB9pqE69ArJLSCLE8hvx2SLyEb1MoGHOnQw3GLUZn8dkNSaLzpYk2GbmdmIBlsDQHLbzWwJkFhYepW6JscjwtFboWPENdlDqrZor8DqlKbj0sGvwjLwwZN9zRYED4NKzMx60GoruNoueU88NIn8cQKaHtQexJf/tXskkCIJ1Zg0RJoe/B5OS7aGDpQXbO89eNs70QMJOvQWyQ0hyxPIb8dki8hG9TKBhzp0MNxC0CCUHxMdXbf3PUz+FOsu8Yz+E73i0W+93ZGtY8Qs/ajeYvNh5qPEJFbIEpC8xYn0rDyh8eCtHW4U+XgWcZgfdhg7Umbld98B7OGX0kWpeDZ1JFpzGey8Uy24fPjS8DjmfX9N+7A0hUjV1/eYLMxmfIzf6zMtHmVZB16i4RWEOQp5LdD8iW0AbUyC1Y69OS6jIrO07lNBzfHpLfqu+S3LrEeDxPt/DykJEhsXejcfCbzUGNWP8eWmq1AC5QitgTg4TsbaVjt/Ka2Ds1b8P0WTo+zkFQIpJaFzd+xVw6fNtKMAAiCzHKomO6KACzHjo3NiEHyiGPZAPzYh+w1OFBkc7s7sTr0IgmHIc5TyG+H5EtoBbWyTax06LG4pR7QZSsKP26vSQqNF/kG5DYdss47Ir/Ffk6aLTaJl20SpycExVQ9uitzWrLppeiAMGZ0mOsLi48Q4r2YvBoTIzBdhpBUQyGApvVo3+PcoudAKfo78P0WrtMk/rMxdStLua1uu8AqLV7g2KdDVF3DiS9QW22zApk69C4JyfQU8tsh+RKaQ63sAHMdeixubVQUqAd16kGd/HbD5ph0+e0G+a1Lpvn8Z/CnMFvELdJzsTKDP6V2cf5mcfrac3lRXz5bfq1GFrumIbnIaK308AUKTYvIN8CJBTn8WEz9LVQlaN6KyRmI3IqhHujqnDhU0IhAymmFNMMEgc2E4rZW0zZfger6yD91PWj+1uyqKRbdfwt3Ms2tYp94KQ78D5Y+aa8OgTr0NglJ9BTy2yH5EppDrewAcx16IM8TAPWALurLZ5nPTN6RRade4oH398X5zDlpm8TLZLFr3lNWlrfXMBmOy9qry9urWbfjMZXL26v3Nh0y3Uy+Lirl1dkZAAqVlfvmro868eyy8J+/P99Rth4LGv8FA52GY201cqhKRvMHzzmMO1Wcvmv/kFyLnF2mzJqDZ7INr0IHisxGjZkMYEz//eJZyy2EAiE27kDEVAA48YUTy17Dp+GA1SG/rBClQ6+SkFBPIb8dki+hCdTKjjHRoWfyEwKo6Dy99vzI2TybxMuWhy9IPb0zKTS+auHuis7TkqCYjYoCo1Wi+WGbxcuejkqp17QY8/NjOBfkDH6YaWUL1kWlFEtyytqrNyoKPkncvjziUScEHepBQ6rhs48QsSVo3oIBJ9P5MGnrmCejfRw+zo6UOXem0VjjMC8cyNOhV0lIqKccKHJTAgWOWLdDr/IUQq1Mqg49k58QJuekMTArPvPisuS3GzYqCpZHPGqh91Z91/bG0nnV2fLblz95eAdzNhqTz1+hUT5+apstIwFQD+jUA7q9TYdm8Kc4F7QA6E0Wmw314Idc7qu/Rpguw41Djh9nfhGOH2dLV7hjKJkV1vtyOcWANB16lYSEesrKTNLboVd5CqFWJliHnolb1hOMa8/ty4xKYY7jZHLsW0wkAlAP6nKbDhqtVSzJWXsub0djqZ1EkwlCcbEkJ7fpYKu+632TweJRwsy3h6Q6qmdClAw+AnSVOq4p3uv4cSYIwqp1TtzdhbDedxTHGXhchw4hSUJCPYX8dki+hCZQK1viSIcezk9oRD2oSzu9M2/uesZUa8/vy5u7nknsb10zt+nge8pK+a1Ldl4rACQIxZ8+vKNSdYY56NPB0TIcuXMc01/DzP2On2vMke2hadBf5TTJf5PDGUIAnsnmvv3eZUgeGdmTYQq3rGuWeFyHDiFYQlI8hfx2SL6EtqFWZik30SEpcQuAQtOSdnrn+/O3yGIzFJqWx09tSwqNb0guYt3X7SCtFpAevqBq4W6mo50gFDt3/rQR67012guG8umvIb4KUTKEpFrmlwuUInIrHiiF6BeGyuHrHd/rThW03NZP53/g1sY080G8+Q7A1nnnknWNTB16l4TmkOIp5LdD8iW0DbWy5SVy8hNawBwJI4tdM4MftuNySerpncvDFxRLctr0XYXKY5UmWffrNcrl4QtYfyRBKGYWjO5tOlSorEwQiqsW7rZvVHv4zzZLqWC6ocdHiNA0Lkl6EL6eU467O8e57EKFIAj5H2DbBnz/rePK94jkEbz5juEo0kUpZllbFrHsi2THVTrUN7HkvbWAow69TkJziPAU8tsh+RLahVp55JK5Dj3T30pg28JtyrqolIaU4vTwBRWqM4+f2lZ+rUYWm9H+xEd5cVmZ05KZ7JMic9UnCMWbxMtqF+d/nfS2ZrD38VPbCpWVmdOS7yloYTgduBGORwhaI851nPbb+uQnWwiCUHzYqfwxo2FlJvJLRs7PttiAwpqzmRVX6XC6zJU6NIVUCUn3FOahRnI79AZP8QIrE6ZDItbBm5IXl7U5Jt34T/mtS9svlzLrbSRBMenhC5JC4xOCxIzqmfM6Z/DDmN1zlaoz8lsN5e3V6kHdDP6UvLgspxcQWjPUg8bVuDt8PkVI6mgWmxl/yk5CPIYoGadXeyPMDgnu2/c4InkE2dvN0rcwGLd0zHwQxYe5/hrhOiRYQq/xlItnUbTP9a/kLmyHBHuKN1mZAB16bP8WgLnVG1kPmNkkXrZvruU8QWtvV6Gysry9unuwlymJ5oeZbhpv099oHc58nCAUb45JZ83uNUq0dVC+irtaTBDggVJMjBz9Tw314Pq7ZidoWBC+ntM0iQUubE+SR7Bync0M1loNTvwVAJauGHkz4oJrdfhDrr3huNHpkFQJvclTyG+HpEpIrcyCDR16Mm4x6zuty5mtdra+pdC0KDRKhaalXqNs1XcxlmYmKhOCxNH8sPTwBaM4Ws0xzLxFUJILllkDuHEIqpKRt3tTRvfMZei8htpqnPhiNK+9Mx/E40vwxIpRTCBzhXwdEimhl3kKgOYruPgPctshSPQU77Oy53ToybgF4DH5SxYb7gA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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/375.jpg" } ]
<image>The first picture is a turtle. Which picture is fifth? Choices: (A) sub (B) fish (C) turtle
fish
66,026
null
fish
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/376.jpg" } ]
<image>What number is shown?
9,522
66,027
null
9,522
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/377.jpg" } ]
<image>What fraction of the shapes are circles? Choices: (A) 1/4 (B) 6/7 (C) 6/9 (D) 7/12
7/12
66,028
null
7/12
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<image>How many fish are there?
4
66,029
null
4
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/379.jpg" } ]
<image>How many flowers are there?
49
66,030
null
49
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<image>How many buses are there?
15
66,031
null
15
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<image>What number is shown?
57
66,032
null
57
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<image>How many circles are there?
19
66,033
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/383.jpg" } ]
<image>Use dice to measure the line. The line is about (_) dice long.
3
66,034
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/384.jpg" } ]
<image>How many lions are there? Choices: (A) 4 (B) 3 (C) 5 (D) 1 (E) 2
1
66,035
null
1
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<image>How many airplanes are there?
19
66,036
null
19
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/386.jpg" } ]
<image>How many birds are there?
11
66,037
null
11
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<image>What number is shown?
99
66,038
null
99
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/388.jpg" } ]
<image>The first picture is a paw. Which picture is fifth? Choices: (A) house (B) paw (C) dog
dog
66,039
null
dog
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/389.jpg" } ]
<image>How many zebras are there? Choices: (A) 1 (B) 2 (C) 4 (D) 3 (E) 5
5
66,040
null
5
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<image>How many rectangles are there?
19
66,041
null
19
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<image>How many dots are there?
18
66,042
null
18
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<image>How many ovals are there?
4
66,043
null
4
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<image>How many shapes are there? Choices: (A) 4 (B) 2 (C) 5 (D) 3 (E) 1
5
66,044
null
5
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/394.jpg" } ]
<image>How many shapes are there? Choices: (A) 5 (B) 1 (C) 4 (D) 2 (E) 3
3
66,045
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/395.jpg" } ]
<image>How many pencils are there? Choices: (A) 1 (B) 3 (C) 4 (D) 2 (E) 5
2
66,046
null
2
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qYX/vB99xmufKG7754Imze89bMbexTkaiMeqGN+uxzbueeWnvl697GwB8/FvrT5yV0j7VlijQdV71qfDAxm3nr5ijfMjzV859cOO2C1ZVEieSJCSpJ1tXOAw5mzm949p3n3H/77ff9/irlp8zz8avvuqiU2yLAcg2h82f3bPltQPnrJhTVwvhVUgiPTV99cXLcjYDoPYOu7+vc/+h4az6rPjdpl2z+zpAaU8UqliAVCFgwxEQUU+HPbMn2rWiR6Sxx2BiwuGEypVt9z706sknzpzf3wMAPV25D122snwZTH2dv/zCpXNmdqrX9//+1csuWJLVOL++7+jsvk7V2twTul7fdzS15dRSDM6wnC4jomde2nvln51i57id42tWzduweefbzj4Rgv1F+rG6lKr7G75VN3p6d+4jl572qye3P/jEEATa6NdP7zj7VF8Szz11zkNPbz9v+UB9Fx+gewHVh3XbG4fXnrVAHdk/o+P+x7elfosIpFALaZVuNuPIefjTZuqLRLX1pHb6eiJDd2BwtLczV7V9ldyWgqSkCpfgWBwZ2g4/eHR01/5j1185kFXPpYThkcJDT2z/wCXLf/HQlsJoker/NdFQaENJZhwtm1sOd9qs2oqbE7O10t3c9Mq+00+ane29U8zp61TNFj2xeev+911yalZnOfPk2fc+9qrnCSLasuPgZRcsyaRlvw0iX1L6Ojf8cWfYcmLk47/0XVatWBYHhnZQYL597+DaMxdwiwHAwMyu9U/tCBV0ZaFLaTl8VYtdGRwp5CymjmxzrKPDef1b0v/NjCrhOuPImNpfVXpqqj/Yr5XDx/KDQ/k1K+eWa7/G/iuQIee45/Dw9+98due+wWveuXLxnGmN9TzQOH5doPrwx/c/f9Xak7V8Sdmm1XKU/9ueFgMAVl6+GcM7fvPSI394bTTvLZo77fK3LnWsbPbzHDgyuvvA0Dd//tSBI6OOxa75y1X9fV2ZtByy/okdbz19fobTY91bFj767K4bb3qw4MqZvW3r3rIwk8YR4cyT+x9++rWVS2YBQKEojo0Umm6ZQFMfR0cK7W2WUgGdHfbRkYKdFnbpTgWVZN8Uda8IUHAkESGgJCk9+cgfXt+2+0ibbXW1O5Jow6ZdJ87u2fL6oXWrF2594/DgcOGzH1mDnHGG4baz1NOp4GqMUus33/PsR9+5akZPW/JnAiQJQaLaqoSCMWQcmeWr3Lkzu/7zmjX5ovfp7z86NFJ819qTammEAECQIP8ZxKU35tU3jticnTi7Z/fBIdD29jFEUHvL/FWSUlH3N6KWO/VFqxdctHoBAHhCfuFHj795ZPi6d51RS5+r4km5eKBXjcAP7970pVse/8bHL8qkZQUBPfjk9i9ee2GG0+Mnv3qhq93+zDXnk6TP/+j3tz7w/NWXNJ0tBgCAT7x39c3/t/lT331k1vRO1xOMYZPdLhWNhCSWaz/a5pn+qwp1qoCejly+4BJJKWBouNDd4ain4ty6/sVv3XgRIuzaP5R3ve17Bq+7YtWP7nuuv6/j8guXXH/TerBUprfaMp4yiGOgAm575OUTpnVcev6i2CBKCHN75fCXcxlyhlFMGPeJczZ7+7kLb7nv+SsuTM+BSwEU1v9XS9pJSbf95qUbrzwTgBAJALiNls1Kdq02tSbKGVx4xvyb79l87RWrGm5Ep7czZ1n+RDxnef8vH95ScD2n5lLIqmx8fs+KRTMdq1lZ0rn38Veve9fpQIQIF54x7wd3bXrvulMyabmn077xPWeq17c+sOW17sFmux0XjVASAWCk4HZ3Og23r+cCqvaBFg307D0wlB/xAGD3gaGF/T1EMDhUaHOUfMPcE7pe3X0YEbjFOjtsYMAZtjnc8ySvtr8Fgoggcw1w54ZXpKC/WbcsYf6LBVEqRIz5xWHJWo6Sjj23/cCKRTODPxGQf0CQtfMtfO3RJSIgg227B5/YsvfvvvIABPb8g5+/71MfOGfV0lm1NlSeHXsGFw70qtdSSsDMRnvJvGm79h9TrSEAZ4xleivv/O3WT/71WdnODc+TnDHVps2Z68mxcEBffO3A8sUzm9cAoI3n4jm9+w+PqLd7DgwtHuhtuP0qXgCReuY5SAlAtHbVvLsf23bFmiUA9OSLe69aexIQ9XTax4ZdT4qczZEhtxkyYAyIQNNbtdl2yj4QuP2Rl48MF//i/MV7Dw0BgGOz6V1tACA8WZrfshy94rCKmX1g445TT5yhpP2JF/acddKsQt6rL1evPAzl2wcR/JJ50374z+vU3/cdHv2nb//mphvWzuxtz2RY7nr0levffbrK/D+9Zd9blvVnNdpvP3vhl3688UOXrnAstnXX4RWLZzLM7FZu3XWku8Pu600GcU2ybGHfKzsPnb1sNgBsee3g8kV9WbX/w3s2X3PZaQCwc/+xF7YfvPaKVRl4AZpoXHTWgjt/u/XKtUsJaONzu9978SlZeAHxJoRHUiQXPs9dNrBjz9Gv/PRJBnD2sv5zlvUjA4fx97992Vd/9tS8E7rOOnn2vkMj+w4O7z80vHP/MSHlwv6eY8PFHbsHl86fVqEfBwfzv3769T9ufXPfoZFb7n9++cK+M0/OwOgBwJ0bth4YzP/y4ZfV29OXnPCFj60BZWBLxNUrCGDqV+IQgiduUFgvS6CiciICApvBv3//0b7e9qHR4ozutvdfvKy6xUd/sU1v32860DcWh75ef9Gu6HoA0Nft2Dwbceqf3vlvP/hd/4zOobw7vSv3wT9fltWk/5O5Pe+7ZNlXf/LE9J62NwdHb7jy9AzF9fZHXn7nmkWZR4jXXbHye3dt+vZtzwiioeHixy5fmdUpEOhrP33K5mz/4ZH/+PC5s6c3rsFTReO8Ff3bdx/54i0bEeHcFQPnLm9clUd7BPY//KXwU8+ttCfXfxwqq7TpakrgFr0xe/yEDyIqU38cDJfh+GDP3PPT9wjE4jaSCdlQYaofHgdJ/cYLVCYHtsU8N8u9LoigbHt8oBRTfrjGj4bHyejY+kkPBLgFwgMiQkQV2EdHQUpZ5NSF2yAFSElUZ0EF6qvxHCBZ8nG8DVQCXZsRpaT9UtMolFZTO96k7/aFxKfK5ulvj1fKbhMKlqBUEmI8uzTeIAPOACwM8vnJoYhtxsKkqEevjotRKh2ESLwngfxmQFm3r9aLQ4jcjVBN6JOkhrWvSURTzw48LsGkkENschwX7rwSbz/bE+4Xnrj+TC0IosFKfV5wSFCYHfyr6Ysx6VlDTOTzAgzjASmTHiwsT5ygV572umltlmreyrgNgn+eIMbUdgRF1b7qwiPDM+7KQd+jYMzA1IYIQKK/1YrG5H7GwmP9c0RA0v82mexcdRLmjwijZyXFPs9yVH2lnPYnNc5+tglpTMdTe3xo/T+NOlZEo4K1DLj/KPUpNeeygYDUsi4BSfQ/ahQ11QCiTcG1D6zuGwcdm+Jg4l+AUkfGl2GM3kn/I6KmpmN8K0B4dgJ/yckvWMlkzk+AF0DhwAX1NqDr15jCk9W1HxEB6uoZWehZTfl5mIAICBAkEYU/IVF9K2ECZABA/g8YxPef1dtUSf/q+2aWzv+E4HvyFL3Ttr9CFHGg/4II4nO1LsIvJoY5cUPrHdW6HxxWO74iDDLMEMk4AATyyYKHdrNyZ6/WKwQAX+UqwdBrGhgC8qmtCIgQpBJ+/wPt/1XAULyVYxnTiY2sZfj3lGJp0XRXtlwL5bvqvwhfpfR5ikJanB+5B+UEpO7WfZchrhfU/8ve/YhMVACCr59UIKo95xAJAAEJEQAr+UYZ6R8CBOSAACCZJBCSkJDxSRPj1AghEEhStZu1STsiAkUxedr9rn+Q1Z31bysRBRks8tfAkMA35vWsqCW7hfEXJNWL+IMblPPrX2N4RoSpnMMKrGAosdFffP/MDyzqv3MxH1Gb/qWLEZEK4E6nKByr1jCG/5ehNUJCJPW7WEFiM63H43ynUDJEKZAkSAnMmuRaAIPUPWphZKUhQySGUFbgGx5tQiAMHiNOyAgBUanvsp5aRjc3uO5kIXVcR8gw3o5Mnf/S/2J5JTiV0K9IEUgfgR8JNpAMYE5H4lGivgogArtnQOyPVIDveRKGi0m+8mWk+lKyfl7RL5wYiCF5EgkA5OSr0Cf11AeM71cqa/YRARnFHDz9S810RPVEIhEwBr4q10pCMzlLE4RpHoKkVMTiIiERtAgcQJ+0kD50UwlftaHm1esRBMUuPx3s6rO5g4jhYb4KQMT2BeeM7nspSO4iSeXpSQySRik9mkTSXhZERhKkAJwU4QD6Mp+W8k05WokiUuIWND/y6harOEOdBZlkU7bY0Rdvbc3St5CERMGCPMW+ENcOU+pqSyi5fIzsN0XrNYhsZNo8x27n3A4jAl8FMGRtJyztWHz+8LYNkGxuig8Poe9mZ/p437o6QISBP1XVBgV5EyTdlc3qFpBkEMQaiMSYHIuzTCLU2pD2gboXgXhgsJjqDwhAyuBPVUI1F3zA5q4utPf2d0y3uRP+RDWGmQYhvOH80aNvboW9z4kjr3vDh8e/z2OBlEjE/Ok+XgTRExLVVC+OKNX8GyM3lQiIGKl0IYqxO9FUJFTNeiIm8LRpTO/L+GB1TofuOUe6+qm9Z1r3rL7egfZct8Xrfia1wWAwGAyG44v/B+myAKrART+AAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/396.jpg" } ]
<image>Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long.
8
66,047
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/397.jpg" } ]
<image>How many raccoons are there? Choices: (A) 1 (B) 3 (C) 2 (D) 4 (E) 5
5
66,048
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/398.jpg" } ]
<image>How many triangles are there?
99
66,049
null
99
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/399.jpg" } ]
<image>How many hearts are there? Choices: (A) 4 (B) 1 (C) 3 (D) 2 (E) 5
5
66,050
null
5
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<image>How many squares are on the frame?
8
66,051
null
8
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/401.jpg" } ]
<image>What number is shown?
7,594
66,052
null
7,594
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/402.jpg" } ]
<image>How many triangles are there?
77
66,053
null
77
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<image>How many shapes are there? Choices: (A) 4 (B) 5 (C) 3 (D) 1 (E) 2
2
66,054
null
2
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/404.jpg" } ]
<image>How many shapes are there? Choices: (A) 3 (B) 1 (C) 4 (D) 2 (E) 5
5
66,055
null
5
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/405.jpg" } ]
<image>How many shapes are there? Choices: (A) 5 (B) 2 (C) 3 (D) 4 (E) 1
1
66,056
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/406.jpg" } ]
<image>How many kittens are there?
20
66,057
null
20
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<image>What number is shown?
18
66,058
null
18
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/408.jpg" } ]
<image>How many hearts are there? Choices: (A) 4 (B) 1 (C) 5 (D) 2 (E) 3
3
66,059
null
3
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAAWEAAAC0CAIAAADKGQqoAAAMVUlEQVR4nO3dwW/jxhUG8MkmCLAtsH9BkFvbpC166KHnHvo324bNFQ0RsL0bO7BhGZYhWzaKCjrsGqipNWmNTE4PdlLFFiWKM8OZee/7nYLsBuEai08iP743XymlBABAhTeuLwAAvIaMAHDs8OD+8ODe9VVU+sb1BQCwlmdlEqdCiL/87e3b3/n4me3jNQHw0e2kUiopVbeTur6WxZARAM7cfn48+Tl7+ueTn7Pbz49ur2chZASAM9Hm3a+9olIi2rxzejmLISMA3Djv5TfD6fy/uRlOz3u5q+upgowAcKAoxG604AHEbpQWRfuXswwyAsCBn/a/pHcLwiC9K37a/9L+9Szhb0Z4XhoDNJamxX4yqfrV/WSSph59l/A0I55K4yRO86x0fS0AhsXbqZSVMxBSqnjbox7U04zwvzQGaGY8mvXPVjyY7J/l49GsnetZyceMCKI0BmhmZ/O/Bn9bC3zMiCBKY4AGTo+zml8QxqPZ6XFm+3rq8C4jQimNAdYlpYp31rh3jneWPbZojV8ZEVBpDLCuve5krWfweVbudSvrj9b4lREBlcYAa0nT4vBg7b/DhwdfnPegHmVEWKUxwFqijbsG34WLQkQbjp/HeZQRYZXGAPUNL6eDi4dm/+3g4mF4OV39+6zxJSOCK40BalJKdLa1vgt0tu8crp31JSOCK40Bajo+ur/9pPWOz+2nx+MjZ3MJXmREiKUxQB15ViaxgW4iidfrRAxynxGBlsYAdXQ7ZmaO8qx0NZfgPiMCLY0BVpqfKtDnai7BcUaEWxoDrPR+y+SzRqXE+y0HPajjjAi3NAZYbtB/uL4y3FleX00H/YYdamMuMyLo0hhgiaIQkZ3P/GiryceqDmcZEXppDLBE1VSBvvbnEpxlROilMUCVPCuXTBXo209a7UHdZASB0higSmfpVIE+KVWnxbkENxlBoDQGWGg8mvVOrL/m1zup+9qhPgcZQaM0BliotXGB1v5HDjKCRmkM8Np5r72xw/Fo1s5+trYzgkxpDPCClGrhFjV7dqM25hJazQhKpTHAC3vdiaW+s0p6V7Qwl9BqRlAqjQHmNZsq0NfCXEJ7GUGsNAaYF2+7WctcFML2frb2MoJYaQzwq5vhdOUWNXv6Zy+PmzCrpYygVxoDPFHK1lO2+iKjXeELLWUEvdIY4In+VIE+q3MJbWQEydIYQAghpTIyVaAviSeW7uWtZwTV0hhACJEYmirQl2dlYmcuwXpGUC2NAW4/Px599Gjy+OjjvY25BLsZQbg0BjA7VaDP0lyC3YwgXBoDc8PLqfGpAn3XV1Pj+9ksZgTt0hg409+iZo/x/Wy2MoJ8aQycHX1w33dWuf30ePTB5FMSWxlBvjQGtvKsTGKv72ST2GTbYiUjOJTGwFa343u5LqUyuJ/NSkZwKI2BJ7Nb1OwxuJ/NfEYwKY2Bp2gzjIdcSolo08wDQfMZwaQ0BobOeyGVZTfDqZG5BMMZwac0Bm6KQrQ8VaBvNzLwgpLJjGBVGgM39rao2WNkP5vJjGBVGgMraVpY3aJmz34y0ZxLMJYR3EpjYCW2vEXNHimV5lyCsYzgVhoDH+PRzOFUgb7+mdYCFzMZwbA0Bj4ILDfT+SOYyQiGpTEwcXpMYUnqeDQ7PW74KW4gI3iWxsCBlCreIXJ/Gu80fBqgmxFsS2PgYK9L59CWPCub7WfTzQi2pTGQ52qLmj3N9rNpZQTn0hjIizaoHSJbFCLaWPt5nFZGcC6Ngbbh5XRwQfAw+sHFw7pzCc0zgnlpDIT5PFWgb925hOYZwbw0BsJ82KJmz7r72RpmBEpjoCrPSk+2qNmTxGv0NU0yAqUxENb1ZouaPXlW1p9LaJIRKI2BqlCmCvTVn0tYOyNQGgNhvm1Rs6f+fra1MwKlMVA16D94uEXNnuur6aC/ut9dLyNQGgNVReH+1Kj2RVurP/LXyAiUxkBYiFMF+urMJayRESiNgao8KwOdKtC3n6yoIOpmBEpjIKwT7FSBPilVZ+lcQt2MQGkMVI1Hs94Ji76zSu9k2SuRtTICpTEQhlfyxdIfQq2MQGkMVJ33MNonhBDj0axqP9vqjEBpDFRJqYLbombPbrT4ocyKjEBpDITtdScM+84q6V2xcC5hRUagNAaq6E0V6Fs4l7AsI1Aau74KsCjexurjl4pCvN7PtiwjUBq7vgqw5WY4DXqLmj39s5dHYVRmBErj5aUxhEspjk/Z6ot+22NWZgRKY4EfAlG0pwr0vZhLWJwRKI2fLCmNIVBSKvJTBfqSePLrc4YFGYHSeF5VaQyBShhMFejLszL5ZS7hm9e/jNJ43lNp/M9/vXN9IWDGn/789g8/vHV9FQF488v3h5cZgdL4tcODL3//x+/fvfva9YWAAd99/63rSwjMy3sNlMavLSyNAZj4TUagNK7yujQm7/Dg/vAAS3dgLiNQGi8XsRl+Fc8rhdIkxuM9mMsIlMbLsVpm1+2kUiopFZbuwHNGoDSuY740Jmx+pRCW7sBzRqA0rmO+NCYs2vz/XZVSItrEHShrz90nSuOa3qyxSDxI572XT2dvhtPzXv7jX/HXg6nnjEBpDEKIohALX7HdjdI//vj2a7wgwhL1j0VYR9VKISzd4QwZAc/StFiyUmg/meDkZJ6QEfAsXrpSSEqFl015QkaAEEKMR7OVr9j2z7AxgCNkBAhRe5sOlu4whIwAcXpcdyvfeDQ7PWa9wZAhZAR3Uqp4Z40HDfEOlu7wgozgbq+73ikBeVYuPKkFqEJGsNZspdDCk1qAKmQEa9FGk1MLi0JEGxji4AIZwdfwcjq4aHj68eDiYXjJa+kOW8gIppQSnW2t7wKdbUZLdzhDRjClv1KI1dIdzpARHOVZaWSlUBLj5GT6kBEcdQ2tFMqzEsvsyENGsDO/ik4fltmRh4xg573RBd9KifdYp04aMoKXQf/h+spwZ3l9NR30G3ao4D9kBCNFYesIlWirybtYEARkBCNVq+j0YZkdYcgILvKsXLKKTt9+gh6UJmQEF52lq+j0Sak6WGZHETKChfFo1juxvhumd1J3Vw0EBBnBQms75rDMjh5kBH3nvfZ21Y5Hs/Peit25EBZkBHFSqoVHb9mzG2GZHSnICOL2uhNLfWeV9K7AMjtKkBGUNVtFpw/L7ChBRlAWb6dOXn8sCoFDvchARpB1M5yuPHrLnv5ZfjPEMjsKkBE0KWVrNKO+yOiAKbiCjKBJfxWdPiyzowEZQZCUysgqOn1JPEEPGjpkBEGJoVV0+vKsTLDMLnDICGpuPz8effToG/7Rx3ssswsaMoIas6vo9GGZXeiQEaQML6fGV9Hpu76a4lCvcCEj6NA/esseHOoVLmQEHUcf3PedVW4/PR598OgpCdSHjCAiz8ok9rpBSGJf2hZYCzKCiG7H94lsKRUO9QoRMoICs0dv2YNDvUKEjKAg2gzjiaBSItr09KkqVEFGBO+8F9KE5c1wimV2YUFGhK0oRMur6PTtRm62WkAzyIiw2Tt6yx4c6hUWZETA0rSwevSWPfvJBMvsQoGMCFhs+egte6RUWGYXCmREqMajmcNVdPr6Z+2d+gE6kBGhInAiFoE/AgfIiCCdHlM4WXM8mp0eB/DqF3PIiPBIqeIdIjfz8U6oj1T4QEaEZ687ITMclWclDvXyHDIiMK6O3rIHh3p5DhkRmGjjjthLikUhog0McfgLGRGS4eV0cPHg+irMG1w8YJmdt5ARwfB5FZ0+LLPzFjIiGD4cvWUPDvXyFjIiDHlWenL0lj1JTKevoQQZEYauN0dv2ZNnJZbZeQgZEYBQVtHpwzI7DyEjAuDb0Vv24FAvDyEjfDfoP3h49JY911fTQZ9gvxsuZITXikJE/D5Xoy1q74kFDRnhtRBX0enDMjuvICP8lWdloKvo9O0n6EF9gYzwVyfYVXT6pFQdLLPzAzLCU+PRrHfCou+s0juhsEeHAGSEp7DHTeCH4AdkhI/Oe9gHK4QQ49EMh3o5h4zwjpQquKO37NmN+D6U8QQywjt73QnDvrNKeldgmZ1byAi/0FtFpw/L7NxCRvgl3sZ5uS8VhcChXg4hIzxyM5wGffSWPf2z/GbIaGjFK8gIXyjFcTSjvojN8KtvkBG+oL2KTh+W2bmCjPCClIr8Kjp9STxBD9o+ZIQXEgar6PTlWZlgmV3rvlK4yfPAf/4tS0REDW/eiO++/9b1VfCCjACAZXCvAQDL/A+UQCAGH1cAjwAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/409.jpg" } ]
<image>How many triangles are there? Choices: (A) 3 (B) 2 (C) 1 (D) 4 (E) 5
5
66,060
null
5
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/410.jpg" } ]
<image>How many fish are there?
1
66,061
null
1
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAAV4AAAAaCAIAAABw96ODAAAE00lEQVR4nO3dSWwbVRgH8DeLx0u8xDGxsxBwSApdktAmSIQWRV0OJRWX0iLRGxdOcCmCY+8gISQO3JDgxAU4UCoRLqmQcmlVQiihleOkSRonduzM2LPYM56ZN+bgKIuX2LGreux8/0vkmfH7fnlRnsbz3oyJXC6HIBAIZH/IRgMgEIgZQ9fzZklR/1tLcKLM0NTLnZ7B7o5nxQIDGMDQWANR8weKcJS7H15XdbyzpcdjOz8yaLXUNdyAAQxgMIOhxqEhHOVmHj8t2EhpaZfddnVirIYGwQAGMJjKcIhRZI4TN2U1JqtznKjqGNmsAZpiCMKdM6yy4qVQQlQvnDlefYM1BAxgAMPzMVQ+a5haZ/9YZ+c48eDDgg7rtaD/3Zf8hypfZZrOcL7H56SpxhrM0A9gaF7DQUPD1Dr77eM1ac8nlorpsjPv9L5wLegv948RjmxOzz66Mj7S5/dV02CTGpw0dT0YgH4AQ/MaSg8Nko6/fLgyE09VX7gA8fHxvrcD7QXb559Efr/3ECH0+Y0rFRtpAYOTpj450Xe5t/CPfdT6AQzNaCixrkHS8c17oZprI4Risnrr76Wb9xc2JLm4ttthr9hCaxgkHX/x7wr0Axia0VA4NORrL4oyqjtCMvnB7T/vPo0hhNaTwvTso/z2vkCFKVYwgAEMDTcUzlD8vLK5KMrv4bTNwD1nhr+aX62hsJ0kKImfFdIIoU+nH/Q47X0O24Cm5/cOv/LiwW8HAxjA0HDDvqFB0vHUSnTY2/bT97+JGeWbwX4DY5I63JV2D4lknoumlZ0tG5IsqNqAhUI6drfZD77QAgYwgMEMBnqnMEJoUch0uZz/JKXPPnpf4cUthhmwkst6tYVzhuEncHhjq9S+7Z9CWl6LsyV7wcyGE3YqpDbYYIZ+AMPRMWzPUMxx4q3ZpR0HQihI4oUE5/Z1ZjAmCIIgK9yI5UJGhk+xcrZ4l9NCn/K6Bng+/3LsteDF0ZPFh5nZ0N0VSCga9AMYjo5h+6zhdIcrh1B6zzTpsk4wvk4FIU1RKIuFZphyhWmsewxtiU2V3Puq1/3d5FtCWv5xaia/JZ4USh5pZgOrGQ03mKEfwHB0DLvjzfXgvsVS+aEoZxjZTLpcYZuuWsTUViJRrvaIz/P1xGkXY+n1us8OHSvXDhjAAAazGXaHhg8HewZchTOrsiAYGFP07tXKnGGQmurV5Cwbj22xiXTZqZSzne1DkmhoWv7lueFjp/p7EUJ8+beAAQxgMIlh32pIScc/hDd+WY0jhAyMM3xKV1XawnR3eEmsMRQpK9kIX2HBNkIoYLdddFmtGfnS6Mmh/VMy808i88uRyfHXPW2lF3i0kqHLYbvghH4AQ1MaSiyUfhBj7yxHfw2tVCxTnC6H7ZzHYeVSjIW+cWnc73XX0EhrGMacdg/PQz+AoUkNZW+vCnHC7cW1u6uxaPnTkr3pd7WNOq1WLoUQqvP3BwMYwNBwQ+WbskOccGdhdS6eZLNaAcVpoYd9ng7DaM9mc8ruOorJN0eGKi3tOlSawuAnkTMtQz+AoTUM1T7lKRzZ/Cu0fHXijeJnSIUjm+FILJ4UEikRlZ+erT9gAAMYnpuh9mdDFier6byUqf98CQxgAEPDDc9yaIBAIC0T+B4KCARSIv8DZIce+Svr6i4AAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/411.jpg" } ]
<image>How many fish are there?
8
66,062
null
8
[ { "bytes": "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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/412.jpg" } ]
<image>How many rectangles are there? Choices: (A) 2 (B) 4 (C) 5 (D) 1 (E) 3
5
66,063
null
5
[ { "bytes": "iVBORw0KGgoAAAANSUhEUgAAAA8AAABBCAIAAACB5mkBAAABaklEQVR4nGP8//8/A9GAiXil2FW/P/7p/YlPWFWzwFl/Pv692Xj/1c53fz79hYhIhYoqFcpyyrLD1TBC3P1qx7urxXfg6hCG8TGbrNLm1eZGcQkrPwumUgYGhj+f/l5IuYnP3Wjgx5Ofn69+RVHNwsdMUBtCNdxlWAG6u/EAUTdBdLPxACFLfhJUC1rykaAa2UsEVAta8CFzCajmkGFH5hJQjZxICKtm5WNB5hJQjRZrFOcG8lWjpbYh4+5R1aOq6aX6++OfJKj+8YQU1aS5ZLiphtd9RKlGq3Lp4G5cdfG74x+xqMZfFxPrErTURkA1WmojoBqtyYRQjVaRYnUMQjWuYHm98x0W1biCBTkQEarF3IWwm73rPXazWXixO+b98U/oqhkYGORSJLGq5tXC1lKST5bCNF7UTZCFnxmLahZ+ZpPV2hzS7MhKdfpU4VxGzDbyn49/P1/7+vvjH05ZdrSAwqIaDyAtfQMA/GBqr1Bi5mAAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/413.jpg" } ]
<image>Count the tally marks. What number is shown?
1
66,064
null
1
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/414.jpg" } ]
<image>What number is shown?
8,666
66,065
null
8,666
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/415.jpg" } ]
<image>How many circles are there?
19
66,066
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/416.jpg" } ]
<image>How many dots are there?
90
66,067
null
90
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<image>How many triangles are on the frame? Choices: (A) 1 (B) 2 (C) 4 (D) 5 (E) 3
3
66,068
null
3
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<image>How many rectangles are there?
18
66,069
null
18
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tG9vbODwcvz3rGmgBt8Dl3b9/AnrABfDRUyuVwrNnw9G2ksRZ41oNDUVKgxrUmG+NST/8dR2fPnnb9qPdE8f14Xgt2ul6q9dhWdjfn/Duc6HhfDATNLpd7O39TzWgRmlQgxozaSh/pfjXUm0bL14glfLbvnhXaOExln75eoegVol6HbVawPZkabx6pYSGIqVBDWr4ofyV4h+ploVaza9+ew18HHmZeY4nr5H7HU9eI7083OdDQCea5OBbalCDGtSIj0ZgW6r/vIF/A5/76+llZHfd9YXHePTrcLcb/6o10L8VYSLUoAY1qBETDf9IrdfdaQTHuAVuR1phB7nu+fLfAKeVlYCNMdK4UUNDkdKgBjWSrOEfqYbhdytrGlgeqRLf/IXe2+HW9p/D9RvguwAnmdmz46ChqaGhSGlQgxpJ1vDv8bdtZLPuZAFjPAQAXPRffvgNmedIL+Hq7dBvEfgZWAhwkhkPQQ1qUIMa8dHwj1Rdh2HAsnB+7rfLA+ALAOD2Cpd/fL3Vt2XXoVqVuh2CGtSgBjXioxHYPWUYqFSQzXpuTAPf+x//ANACRiHs7EwxTxc1qEENasREY9LdU6USLAvv3o3ffpABNOALsHj374t9oYynk2FACFQqyOcnvDU1qEENasRNQ24K6u1tz4aDh/1WiY/AP8AV8AXQgYWAgDdNFAowDKn3jafGBfBZAQ1FSoMa1EiUhkSkSoytfQT0gB+A9Fjqe58wBPHR+FENDUVKgxrUSJSGxExUuo5iceJeS8CSjBDg1w1HDWpQgxpx15Cb3E/ydgVJwtXeqUENalBDeQ25Z08ViygUZpcBgK2tkM/kogY1qEEN5TXkItU0x7vMpsa5f8swpuuzU1Mj9Kc7wBnbMR+lQQ1q+Gkk70qRi1QApolmc3hqAMUiNjaCDtnZuWOTz6PblbqZTH2NSmVqja2tOxqrq/NTGtSghh/Ju1LkBlEB0DRoGqrV4XAEw0C5jPfvfQ+pVFAuo1aDrkPT3H9nRGUNwwjSME3s7SWoNKhBDT+Nub9ShBAvX74UIWg2BeCxrKyIYjHE+eZWo1BQQkOR0qAGNebxSnHiVPqHvye6jmrVragPatSahs1NqZm3o0J9DZ95xr61hiKlQQ1qzO+VIv3D349Sya0Sl0rY20Olgno95LMMqUENalBjDjTC15yjhhqjUGMUaoxCjVEU0XDidLYf/oQQQkZwI3Vtba3dbt+vCiGExJRBfrqRmsvlGo3G/fkQQkiMGeSnG6nr6+vn5+cnJyesqxJCiDztdvvk5OS8//iAFACnYbXX652dnTUajU6nc5+ChBASH9bW1nK53Pr6+vLyMkYjlRBCSGhSqRTY408IIRHCSCWEkMhgpBJCSGQwUgkhJDIYqYQQEhmMVEIIiYzhTFQcl0oIIdMyGJc6/JMQ4urq6ujo6Pj4uNVq3eNULorMKEONUagxCjVGoYYQotVqHR8fHx0dOXHq1lLPzs6y2ezTp0+/fcYTQkh8yWQyo8nptqU2Go1cLndPSoQQEm8G+elGaqfTyWQy9+dDCCExZpCf7PEnhJDImPnZUwAsC7YN24ZlIZ+Hbc/60G1qUIMa1IinxsyRWq/j4MB9rqFtI5/H6Sm6XQARPH2bGtSgBjVipxF+FEKzKfJ5jwdha5rY2QlxPmpQgxrUiKmGE6dTtqVaFgAcHMC2AcA0cXrqsZtt4+DAXT88hGm6VeuooAY1qEENZTVkY75aFYCb65omymVRKHhk/GDZ3xe67q7rutjdnfgOCdKQ+BpMUGlQgxrxv1KmjFTDEJubQQYTF10XmiaazZmKhhrUoAY1lNRw4lSue+r01F1mwal1v3kDALoe5gzUoAY1qKG2hlxb6ubmrEIDDAOmGfJYalCDGtRQW0MiUms1rK5G4uNSKoU5ihrUoAY1lNeQiFRn+OskboEb4FbGqVyW2Ysa1KAGNWKnIdGWqmmY9FTqS6ANAFgEfgLSwXuH+7ahBjWoQQ3lNSRqqZqGSsVzSw9oABfABXANXAMdwAIaQNsv8jc2Qn7bUIMa1KCG8hqTItW2sb2Nw8Px27OugRZwC1ze/fsnoAdcAB89tVIpPHs2HG0rSZw1rtXQUKQ0qEGN+daY9MNf1/Hpk7dtP9o9cVwfjteina63eh2Whf39Ce8+FxrOBzNBo9vF3t7/VANqlAY1qDGThvJXin8t1bbx4gVSKb/ti3eFFh5j6ZevdwhqlajXUasFbE+WxqtXSmgoUhrUoIYfyl8p/pFqWajV/Oq318DHkZeZ53jyGrnf8eQ10svDfT4EdKJJDr6lBjWoQY34aAS2pfrPG/g38Lm/nl5GdtddX3iMR78Od7vxr1oD/VsRJkINalCDGjHR8I/Uet2dRnCMW+B2pBV2kOueL/8NcFpZCdgYI40bNTQUKQ1qUCPJGv6Rahh+t7KmgeWRKvHNX+i9HW5t/zlcvwG+C3CSmT07DhqaGhqKlAY1qJFkDf8ef9tGNutOFjDGQwDARf/lh9+QeY70Eq7eDv0WgZ+BhQAnmfEQ1KAGNagRHw3/SNV1GAYsC+fnfrs8AL4AAG6vcPnH11t9W3YdqlWp2yGoQQ1qUCM+GoHdU4aBSgXZrOfGNPC9//EPAC1gFMLOzhTzdFGDGtSgRkw0Jt09VSrBsvDu3fjtBxlAA74Ai3f/vtgXyng6GQaEQKWCfH7CW1ODGtSgRtw05Kag3t72bDh42G+V+Aj8A1wBXwAdWAgIeNNEoQDDkHrfeGpcAJ8V0FCkNKhBjURpSESqxNjaR0AP+AFIj6W+9wlDEB+NH9XQUKQ0qEGNRGlIzESl6ygWJ+61BCzJCAF+3XDUoAY1qBF3DbnJ/SRvV5AkXO2dGtSgBjWU15B79lSxiEJhdhkA2NoK+UwualCDGtRQXkMuUk1zvMtsapz7twxjuj47NTVCf7oDnLEd81Ea1KCGn0byrhS5SAVgmmg2h6cGUCxiYyPokJ2dOzb5PLpdqZvJ1NeoVKbW2Nq6o7G6Oj+lQQ1q+JG8K0VuEBUATYOmoVodDkcwDJTLeP/e95BKBeUyajXoOjTN/XdGVNYwjCAN08TeXoJKgxrU8NOY+ytFCPHy5UsRgmZTAB7LyoooFkOcb241CgUlNBQpDWpQYx6vFCdOpX/4e6LrqFbdivqgRq1p2NyUmnk7KtTX8Jln7FtrKFIa1KDG/F4p0j/8/SiV3CpxqYS9PVQqqNdDPsuQGtSgBjXmQCN8zTlqqDEKNUahxijUGEURDSdOZ/vhTwghZAQ3UtfW1trt9v2qEEJITBnkpxupuVyu0Wjcnw8hhMSYQX66kbq+vn5+fn5ycsK6KiGEyNNut09OTs77jw9IAXAaVnu93tnZWaPR6HQ69ylICCHxYW1tLZfLra+vLy8vYzRSCSGEhCaVSoE9/oQQEiGMVEIIiQxGKiGERAYjlRBCIoORSgghkcFIJYSQyBjORMVxqYQQMi2DcanDPwkhrq6ujo6Ojo+PW63WPU7losiMMtQYhRqjUGMUagghWq3W8fHx0dGRE6duLfXs7CybzT59+vTbZzwhhMSXTCYzmpxuW2qj0cjlcvekRAgh8WaQn26kdjqdTCZzfz6EEBJjBvnJHn9CCImMmZ89BcCyYNuwbVgW8nnY9qwP3aYGNahBjXhqzByp9ToODtznGto28nmcnqLbBRDB07epQQ1qUCN2GuFHITSbIp/3eBC2pomdnRDnowY1qEGNmGo4cTplW6plAcDBAWwbAEwTp6ceu9k2Dg7c9cNDmKZbtY4KalCDGtRQVkM25qtVAbi5rmmiXBaFgkfGD5b9faHr7rqui93die+QIA2Jr8EElQY1qBH/K2XKSDUMsbkZZDBx0XWhaaLZnKloqEENalBDSQ0nTuW6p05P3WUWnFr3mzcAoOthzkANalCDGmpryLWlbm7OKjTAMGCaIY+lBjWoQQ21NSQitVbD6mokPi6lUpijqEENalBDeQ2JSHWGv07iFrgBbmWcymWZvahBDWpQI3YaEm2pmoZJT6W+BNoAgEXgJyAdvHe4bxtqUIMa1FBeQ6KWqmmoVDy39IAGcAFcANfANdABLKABtP0if2Mj5LcNNahBDWoorzEpUm0b29s4PBy/PesaaAG3wOXdv38CesAF8NFTK5XCs2fD0baSxFnjWg0NRUqDGtSYb41JP/x1HZ8+edv2o90Tx/XheC3a6Xqr12FZ2N+f8O5zoeF8MBM0ul3s7f1PNaBGaVCDGjNpKH+l+NdSbRsvXiCV8tu+eFdo4TGWfvl6h6BWiXodtVrA9mRpvHqlhIYipUENavih/JXiH6mWhVrNr357DXwceZl5jievkfsdT14jvTzc50NAJ5rk4FtqUIMa1IiPRmBbqv+8gX8Dn/vr6WVkd931hcd49Otwtxv/qjXQvxVhItSgBjWoERMN/0it191pBMe4BW5HWmEHue758t8Ap5WVgI0x0rhRQ0OR0qAGNZKs4R+phuF3K2saWB6pEt/8hd7b4db2n8P1G+C7ACeZ2bPjoKGpoaFIaVCDGknW8O/xt21ks+5kAWM8BABc9F9++A2Z50gv4ert0G8R+BlYCHCSGQ9BDWpQgxrx0fCPVF2HYcCycH7ut8sD4AsA4PYKl398vdW3ZdehWpW6HYIa1KAGNeKjEdg9ZRioVJDNem5MA9/7H/8A0AJGIezsTDFPFzWoQQ1qxERj0t1TpRIsC+/ejd9+kAE04AuwePfvi32hjKeTYUAIVCrI5ye8NTWoQQ1qxE1Dbgrq7W3PhoOH/VaJj8A/wBXwBdCBhYCAN00UCjAMqfeNp8YF8FkBDUVKgxrUSJSGRKRKjK19BPSAH4D0WOp7nzAE8dH4UQ0NRUqDGtRIlIbETFS6jmJx4l5LwJKMEODXDUcNalCDGnHXkJvcT/J2BUnC1d6pQQ1qUEN5DblnTxWLKBRmlwGAra2Qz+SiBjWoQQ3lNeQi1TTHu8ymxrl/yzCm67NTUyP0pzvAGdsxH6VBDWr4aSTvSpGLVACmiWZzeGoAxSI2NoIO2dm5Y5PPo9uVuplMfY1KZWqNra07Gqur81Ma1KCGH8m7UuQGUQHQNGgaqtXhcATDQLmM9+99D6lUUC6jVoOuQ9Pcf2dEZQ3DCNIwTeztJag0qEENP425v1KEEC9fvhQhaDYF4LGsrIhiMcT55lajUFBCQ5HSoAY15vFKceJU+oe/J7qOatWtqA9q1JqGzU2pmbejQn0Nn3nGvrWGIqVBDWrM75Ui/cPfj1LJrRKXStjbQ6WCej3kswypQQ1qUGMONMLXnKOGGqNQYxRqjEKNURTRcOJ0th/+hBBCRnAjdW1trd1u368KIYTElEF+upGay+Uajcb9+RBCSIwZ5Kcbqevr6+fn5ycnJ6yrEkKIPO12++Tk5Lz/+IAUAKdhtdfrnZ2dNRqNTqdzn4KEEBIf1tbWcrnc+vr68vIyRiOVEEJIaFKpFNjjTwghEcJIJYSQyGCkEkJIZDBSCSEkMhiphBASGYxUQgiJjOFMVByXSggh0zIYlzr8kxDi6urq6Ojo+Pi41Wrd41QuiswoQ41RqDEKNUahhhCi1WodHx8fHR05cerWUs/OzrLZ7NOnT799xhNCSHzJZDKjyem2pTYajVwud09KhBASbwb56UZqp9PJZDL350MIITFmkJ/s8SeEkMiY+dlTACwLtg3bhmUhn4dtz/rQbWpQgxrUiKfGzJFar+PgwH2uoW0jn8fpKbpdABE8fZsa1KAGNWKnEX4UQrMp8nmPB2FrmtjZCXE+alCDGtSIqYYTp1O2pVoWABwcwLYBwDRxeuqxm23j4MBdPzyEabpV66igBjWoQQ1lNWRjvloVgJvrmibKZVEoeGT8YNnfF7ruruu62N2d+A4J0pD4GkxQaVCDGvG/UqaMVMMQm5tBBhMXXReaJprNmYqGGtSgBjWU1HDiVK576vTUXWbBqXW/eQMAuh7mDNSgBjWoobaGXFvq5uasQgMMA6YZ8lhqUIMa1FBbQyJSazWsrkbi41IqhTmKGtSgBjWU15CIVGf46yRugRvgVsapXJbZixrUoAY1Yqch0ZaqaZj0VOpLoA0AWAR+AtLBe4f7tqEGNahBDeU1JGqpmoZKxXNLD2gAF8AFcA1cAx3AAhpA2y/yNzZCfttQgxrUoIbyGpMi1baxvY3Dw/Hbs66BFnALXN79+yegB1wAHz21Uik8ezYcbStJnDWu1dBQpDSoQY351pj0w1/X8emTt20/2j1xXB+O16Kdrrd6HZaF/f0J7z4XGs4HM0Gj28Xe3v9UA2qUBjWoMZOG8leKfy3VtvHiBVIpv+2Ld4UWHmPpl693CGqVqNdRqwVsT5bGq1dKaChSGtSghh/KXyn+kWpZqNX86rfXwMeRl5nnePIaud/x5DXSy8N9PgR0okkOvqUGNahBjfhoBLal+s8b+Dfwub+eXkZ2111feIxHvw53u/GvWgP9WxEmQg1qUIMaMdHwj9R63Z1GcIxb4HakFXaQ654v/w1wWlkJ2BgjjRs1NBQpDWpQI8ka/pFqGH63sqaB5ZEq8c1f6L0dbm3/OVy/Ab4LcJKZPTsOGpoaGoqUBjWokWQN/x5/20Y2604WMMZDAMBF/+WH35B5jvQSrt4O/RaBn4GFACeZ8RDUoAY1qBEfDf9I1XUYBiwL5+d+uzwAvgAAbq9w+cfXW31bdh2qVanbIahBDWpQIz4agd1ThoFKBdms58Y08L3/8Q8ALWAUws7OFPN0UYMa1KBGTDQm3T1VKsGy8O7d+O0HGUADvgCLd/++2BfKeDoZBoRApYJ8fsJbU4Ma1KBG3DTkpqDe3vZsOHjYb5X4CPwDXAFfAB1YCAh400ShAMOQet94alwAnxXQUKQ0qEGNRGlIRKrE2NpHQA/4AUiPpb73CUMQH40f1dBQpDSoQY1EaUjMRKXrKBYn7rUELMkIAX7dcNSgBjWoEXcNucn9JG9XkCRc7Z0a1KAGNZTXkHv2VLGIQmF2GQDY2gr5TC5qUIMa1FBeQy5STXO8y2xqnPu3DGO6Pjs1NUJ/ugOcsR3zURrUoIafRvKuFLlIBWCaaDaHpwZQLGJjI+iQnZ07Nvk8ul2pm8nU16hUptbY2rqjsbo6P6VBDWr4kbwrRW4QFQBNg6ahWh0ORzAMlMt4/973kEoF5TJqNeg6NM39d0ZU1jCMIA3TxN5egkqDGtTw05j7K0UI8fLlSxGCZlMAHsvKiigWQ5xvbjUKBSU0FCkNalBjHq8UJ06lf/h7ouuoVt2K+qBGrWnY3JSaeTsq1NfwmWfsW2soUhrUoMb8XinSP/z9KJXcKnGphL09VCqo10M+y5Aa1KAGNeZAI3zNOWqoMQo1RqHGKNQYRRENJ05n++FPCCFkBDdS19bW2u32/aoQQkhMGeSnG6m5XK7RaNyfDyGExJhBfrqRur6+fn5+fnJywroqIYTI0263T05OzvuPD0gBcBpWe73e2dlZo9HodDr3KUgIIfFhbW0tl8utr68vLy9jNFIJIYSEJpVKgT3+hBASIYxUQgiJDEYqIYREBiOVEEIig5FKCCGRwUglhJDIGM5ExXGphBAyLYNxqcM/CSGurq6Ojo6Oj49brdY9TuWiyIwy1BiFGqNQYxRqCCFardbx8fHR0ZETp24t9ezsLJvNPn369NtnPCGExJdMJjOanG5baqPRyOVy96RECCHxZpCfbqR2Op1MJnN/PoQQEmMG+ckef0IIiYyZnz0FwLJg27BtWBbyedj2rA/dpgY1qEGNeGrMHKn1Og4O3Oca2jbyeZyeotsFEMHTt6lBDWpQI3Ya4UchNJsin/d4ELamiZ2dEOejBjWoQY2YajhxOmVbqmUBwMEBbBsATBOnpx672TYODtz1w0OYplu1jgpqUIMa1FBWQzbmq1UBuLmuaaJcFoWCR8YPlv19oevuuq6L3d2J75AgDYmvwQSVBjWoEf8rZcpINQyxuRlkMHHRdaFpotmcqWioQQ1qUENJDSdO5bqnTk/dZRacWvebNwCg62HOQA1qUIMaamvItaVubs4qNMAwYJohj6UGNahBDbU1JCK1VsPqaiQ+LqVSmKOoQQ1qUEN5DYlIdYa/TuIWuAFuZZzKZZm9qEENalAjdhoSbamahklPpb4E2gCAReAnIB28d7hvG2pQgxrUUF5DopaqaahUPLf0gAZwAVwA18A10AEsoAG0/SJ/YyPktw01qEENaiivMSlSbRvb2zg8HL896xpoAbfA5d2/fwJ6wAXw0VMrlcKzZ8PRtpLEWeNaDQ1FSoMa1JhvjUk//HUdnz552/aj3RPH9eF4LdrpeqvXYVnY35/w7nOh4XwwEzS6Xezt/U81oEZpUIMaM2kof6X411JtGy9eIJXy2754V2jhMZZ++XqHoFaJeh21WsD2ZGm8eqWEhiKlQQ1q+KH8leIfqZaFWs2vfnsNfBx5mXmOJ6+R+x1PXiO9PNznQ0AnmuTgW2pQgxrUiI9GYFuq/7yBfwOf++vpZWR33fWFx3j063C3G/+qNdC/FWEi1KAGNagREw3/SK3X3WkEx7gFbkdaYQe57vny3wCnlZWAjTHSuFFDQ5HSoAY1kqzhH6mG4XcraxpYHqkS3/yF3tvh1vafw/Ub4LsAJ5nZs+OgoamhoUhpUIMaSdbw7/G3bWSz7mQBYzwEAFz0X374DZnnSC/h6u3QbxH4GVgIcJIZD0ENalCDGvHR8I9UXYdhwLJwfu63ywPgCwDg9gqXf3y91bdl16FalbodghrUoAY14qMR2D1lGKhUkM16bkwD3/sf/wDQAkYh7OxMMU8XNahBDWrERGPS3VOlEiwL796N336QATTgC7B49++LfaGMp5NhQAhUKsjnJ7w1NahBDWrETUNuCurtbc+Gg4f9VomPwD/AFfAF0IGFgIA3TRQKMAyp942nxgXwWQENRUqDGtRIlIZEpEqMrX0E9IAfgPRY6nufMATx0fhRDQ1FSoMa1EiUhsRMVLqOYnHiXkvAkowQ4NcNRw1qUIMacdeQm9xP8nYFScLV3qlBDWpQQ3kNuWdPFYsoFGaXAYCtrZDP5KIGNahBDeU15CLVNMe7zKbGuX/LMKbrs1NTI/SnO8AZ2zEfpUENavhpJO9KkYtUAKaJZnN4agDFIjY2gg7Z2bljk8+j25W6mUx9jUplao2trTsaq6vzUxrUoIYfybtS5AZRAdA0aBqq1eFwBMNAuYz3730PqVRQLqNWg65D09x/Z0RlDcMI0jBN7O0lqDSoQQ0/jbm/UoQQL1++FCFoNgXgsaysiGIxxPnmVqNQUEJDkdKgBjXm8Upx4lT6h78nuo5q1a2oD2rUmobNTamZt6NCfQ2feca+tYYipUENaszvlSL9w9+PUsmtEpdK2NtDpYJ6PeSzDKlBDWpQYw40wteco4Yao1BjFGqMQo1RFNFw4nS2H/6EEEJGcCN1bW2t3W7frwohhMSUQX66kZrL5RqNxv35EEJIjBnkpxup6+vr5+fnJycnrKsSQog87Xb75OTkvP/4gBQAp2G11+udnZ01Go1Op3OfgoQQEh/W1tZyudz6+vry8jJGI5UQQkhoUqkU2ONPCCERwkglhJDIYKQSQkhkMFIJISQyGKmEEBIZjFRCCImM4UxUHJdKCCHTMhiXOvyTEOLq6uro6Oj4+LjVat3jVC6KzChDjVGoMQo1RqGGEKLVah0fHx8dHTlx6tZSz87Ostns06dPv33GE0JIfMlkMqPJ6balNhqNXC53T0qEEBJvBvnpRmqn08lkMvfnQwghMWaQn+zxJ4SQyJj52VMALAu2DduGZSGfh23P+tBtalCDGtSIp8bMkVqv4+DAfa6hbSOfx+kpul0AETx9mxrUoAY1YqcRfhRCsynyeY8HYWua2NkJcT5qUIMa1IiphhOnU7alWhYAHBzAtgHANHF66rGbbePgwF0/PIRpulXrqKAGNahBDWU1ZGO+WhWAm+uaJsplUSh4ZPxg2d8Xuu6u67rY3Z34DgnSkPgaTFBpUIMa8b9SpoxUwxCbm0EGExddF5omms2ZioYa1KAGNZTUcOJUrnvq9NRdZsGpdb95AwC6HuYM1KAGNaihtoZcW+rm5qxCAwwDphnyWGpQgxrUUFtDIlJrNayuRuLjUiqFOYoa1KAGNZTXkIhUZ/jrJG6BG+BWxqlcltmLGtSgBjVipyHRlqppmPRU6kugDQBYBH4C0sF7h/u2oQY1qEEN5TUkaqmahkrFc0sPaAAXwAVwDVwDHcACGkDbL/I3NkJ+21CDGtSghvIakyLVtrG9jcPD8duzroEWcAtc3v37J6AHXAAfPbVSKTx7NhxtK0mcNa7V0FCkNKhBjfnWmPTDX9fx6ZO3bT/aPXFcH47Xop2ut3odloX9/QnvPhcazgczQaPbxd7e/1QDapQGNagxk4byV4p/LdW28eIFUim/7Yt3hRYeY+mXr3cIapWo11GrBWxPlsarV0poKFIa1KCGH8pfKf6Ralmo1fzqt9fAx5GXmed48hq53/HkNdLLw30+BHSiSQ6+pQY1qEGN+GgEtqX6zxv4N/C5v55eRnbXXV94jEe/Dne78a9aA/1bESZCDWpQgxox0fCP1HrdnUZwjFvgdqQVdpDrni//DXBaWQnYGCONGzU0FCkNalAjyRr+kWoYfreypoHlkSrxzV/ovR1ubf85XL8Bvgtwkpk9Ow4amhoaipQGNaiRZA3/Hn/bRjbrThYwxkMAwEX/5YffkHmO9BKu3g79FoGfgYUAJ5nxENSgBjWoER8N/0jVdRgGLAvn5367PAC+AABur3D5x9dbfVt2HapVqdshqEENalAjPhqB3VOGgUoF2aznxjTwvf/xDwAtYBTCzs4U83RRgxrUoEZMNCbdPVUqwbLw7t347QcZQAO+AIt3/77YF8p4OhkGhEClgnx+wltTgxrUoEbcNOSmoN7e9mw4eNhvlfgI/ANcAV8AHVgICHjTRKEAw5B633hqXACfFdBQpDSoQY1EaUhEqsTY2kdAD/gBSI+lvvcJQxAfjR/V0FCkNKhBjURpSMxEpesoFifutQQsyQgBft1w1KAGNagRdw25yf0kb1eQJFztnRrUoAY1lNeQe/ZUsYhCYXYZANjaCvlMLmpQgxrUUF5DLlJNc7zLbGqc+7cMY7o+OzU1Qn+6A5yxHfNRGtSghp9G8q4UuUgFYJpoNoenBlAsYmMj6JCdnTs2+Ty6XambydTXqFSm1tjauqOxujo/pUENaviRvCtFbhAVAE2DpqFaHQ5HMAyUy3j/3veQSgXlMmo16Do0zf13RlTWMIwgDdPE3l6CSoMa1PDTmPsrRQjx8uVLEYJmUwAey8qKKBZDnG9uNQoFJTQUKQ1qUGMerxQnTqV/+Hui66hW3Yr6oEatadjclJp5OyrU1/CZZ+xbayhSGtSgxvxeKdI//P0oldwqcamEvT1UKqjXQz7LkBrUoAY15kAjfM05aqgxCjVGocYo1BhFEQ0nTmf74U8IIWQEN1LX1tba7fb9qhBCSEwZ5KcbqblcrtFo3J8PIYTEmEF+upG6vr5+fn5+cnLCuiohhMjTbrdPTk7O+48PSAFwGlZ7vd7Z2Vmj0eh0OvcpSAgh8WFtbS2Xy62vry8vL2M0UgkhhIQmlUqBPf6EEBIhjFRCCIkMRiohhEQGI5UQQiKDkUoIIZHBSCWEkMhgpBJCSGQwUgkhJDIYqYQQEhmMVEIIiQxGKiGERAYjlRBCImPmZ08BsCzYNmwbloV8HrY960O3qUENasy9xhwz0/NW/vtfUSoJTROaJgCRzwtAdLui243iaS7UoAY15lFjHokiUptN9yP5atE0sbMTmSk1qEGNedKYU0JFarMphBCVivudtrvr8fEMFgfTFP/5T8Rfg9SgBjVipJEMpo/UanX4S0HTRLksCoWgT2h/X+i6u67rYnc3GvH50IiqUjAfpUGNOdZIDFNGqmGIzc2gz2PioutC09yvzdBQgxrUiJFGknDiVK7H//TUXWbBsgDgzRsA0PUwZ6AGNagRI43EMjl+V1Zm+rr7agn9g4Ia1KBGjDQShhOnEkP9azWsrkYZ4aVSmKOoQQ1qxEgjyUzI3mbTHcIWuPwLfAb+lfnSKxTCfAVQgxrUiJFG8nDiVKItVdMw6anUl0AbALAI/ASkg/cO96VHDWpQI0YaSSUFQEz6AGCa2N4e/3MP+Av4Hrgc+eMKcAtkAM3zo9rYCN9qTg1qUCNGGgkjlUphcluqbWN7G4eH0LSvtlwDLeD27scD4BPQAy6Aj8Ct19vi2TMcHMC2p5CNs8a1GhqKlAY1EqGRYCbVUjUNnz55bvkI2MB14NmfAAt+28pl7O9LOSZBY3cXe3v3r6FIaVAj7hqJZFIt1bbx4gVSKb/ti3c/noXHWPrl6x2C2mjqddRqkzUTovHqlRIaipQGNeKrkXj8I9WyUKv51favgY8jLzPP8eQ1cr/jyWukl4f7fPD8KeEgORSZGtSgRow0Ek9gW6r/LIp/A5/76+llZHfd9YXHePTrcLeb4B8azo0ZE6EGNagRI41k4x+p9Trqdc8tt8DtyPCrwbec58t/A958ZWWyYBw0btTQUKQ0qJFojcTjH6mG4XdjbxpYHvmBcPMXem+HW9t/DtdvgO8C3lxmLvE4aGhqaChSGtRItEbi8R/qb9vIZt2pE8Z4CAC46L/88Bsyz5FewtXb4ae1CPwc0IHovMVEqEENasRII/H4R6quwzBgWTg/99vlAfAFAHB7hcs/vt7q287tUK1K3ZVBDWpQI0YaiSewe8owUKkgm/XcmAa+9z/+gd/NGA47O1NMF0YNalAjRhrJRu6G1NNTPHs2Xu2/BC7GxrstAp8BDfgBWBw/lWHgP/8JKUsNalAjRhoJIzUYFDx5ihXPR4CNLH8B/xd4B7wF/pk4vc1//hNyppeYaPw/NTQUKQ1qJFcjYThxKjETlcQQ30dAD/gBSHt+0Y2fMATx0fhRDQ1FSoMaCdVIKhJTUOs6isWJey0BSzIfD+DXKUkNalBjfjSSzOQarcSMtlMs1WrIijU1qEGNGGkkDCdOJWqpAIpFFArR5PfWVviuQ2pQgxox0kgsUglcLM76Xec8Yuy//53pi0ARja2tWTWy2fkpDWpQg4yOm5LavdsVzeawoAFRLIqNjaCPZGfnzmdTKIhud1br+GoMUtg5JJ9PdGlQIyEaScKJU7lxqQNGZw8zDJTLODgIqP26E47pOjQNuh7ZLwg1NQwDh4f3r6FIaVCDGgljmnGpfjhfg+PLyoooFqPK/nnQ+JbPmFS/NKiRcI05ZRiuM52mWnV/0g5+X2jaPXw81KAGNWKkMY9EFKlCiHfvxM6O+O9/RaEg3r0T+/sR2FGDGtSYb425w/35j6naUgkhhHgh99BpQggh0vx/Py6UwNuH2aIAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/419.jpg" } ]
<image>How many flowers are there?
88
66,070
null
88
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/420.jpg" } ]
<image>How many squares are there? Choices: (A) 87 (B) 90 (C) 83
87
66,071
null
87
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<image>How many shapes are on the frame? Choices: (A) 4 (B) 9 (C) 3 (D) 2 (E) 10
2
66,072
null
2
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/422.jpg" } ]
<image>The first picture is a fish. Which picture is third? Choices: (A) turtle (B) fish (C) sub
fish
66,073
null
fish
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/423.jpg" } ]
<image>How many shapes are green?
6
66,074
null
6
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/424.jpg" } ]
<image>How many peaches are there?
90
66,075
null
90
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/425.jpg" } ]
<image>How many lightning bolts are there? Choices: (A) 4 (B) 2 (C) 3 (D) 5 (E) 1
5
66,076
null
5
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<image>What number is shown?
51
66,077
null
51
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/427.jpg" } ]
<image>How many fire trucks are there? Choices: (A) 2 (B) 3 (C) 1
1
66,078
null
1
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/428.jpg" } ]
<image>How many flowers are there?
19
66,079
null
19
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/429.jpg" } ]
<image>How many boats are there?
15
66,080
null
15
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/430.jpg" } ]
<image>Is the dotted line a line of symmetry? Choices: (A) yes (B) no
no
66,081
null
no
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/431.jpg" } ]
<image>How many shapes are there? Choices: (A) 5 (B) 4 (C) 2 (D) 1 (E) 3
3
66,082
null
3
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/432.jpg" } ]
<image>Move the ruler to measure the length of the nail to the nearest inch. The nail is about (_) inches long.
3
66,083
null
3
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<image>How many rectangles are there? Choices: (A) 1 (B) 3 (C) 2 (D) 5 (E) 4
5
66,084
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/434.jpg" } ]
<image>What number is shown?
1,035
66,085
null
1,035
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/435.jpg" } ]
<image>How many sodas are there?
70
66,086
null
70
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<image>How many rectangles are there?
9
66,087
null
9
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wuNoEaRQVjkQiYUWSRFVVw0oYABq31gEAOYihab8x7jj2+MT0XDLped6unTvj8WgspqzoCQAYmu7o6MDLaKHlC1xtPhkrQwEA9uR5AB4AhCMR/Na6Z2kiHtsH8QjE41rPTTy2jSY9ttwK9INKe7u7KIo+f+FSZywWjYZthBqP2QKAYVjBCSgsy920e2erF4DpiEWvzM+rqqooCgBYtmNZFs/zAFCx6uMrCYryAMCDkCKn02kASEyt10+OeFxHiEfisUWIx3WkoceWW4F++RmJKufPj4Pr7hzeDgCmbTX+oKYZrucJgdDbtaAoMseyS+klAHAcJ5cvZLNZ/JbTxJdmM1BzPg0FQFHgOAhXW3RVXaezE4/tgngE4nHNEI/tolWPLReB46dfBoDenq6XXjrDsuwtB/YDQPXKjRWYhqXpZjON8eYJRyKFQtGyLNeDXCaraqXpn1795OWbagpLg+yskUgYd2bPTU2u09mJx3ZBPGKIx7VAPLaLVj22XARePPkyQ9PJ1OKOoe23HtjPcZzl2LrVqKpiGlZB1SGQYq4tKLIMAIVCAQBy+YL/OnLdBrY2D6h+9zrDsIIgAuXpWnGdzk48tgviEUM8rgXisV206rGFscB0Kvn1P/u8aejxWOzWA/tlWQIA07Yae9J1Uw1kmWsjiiIDQDab9bytRVXFqQowDapONSe4bAgVI8w8xyLXQ8uunIJ2LGhcAfHYXohHDPG4OojH9tKqx6YuWleLX/vi506/8Hw8Fnvtkdu64h0AYDm2YVlu/e8EQm5R1YNtZD+B6dpxXY9hWFEQDNPMpHOwPC+OU78igBwEm0CV63oVvQehkExRXjpTwE/UdzZ++uTOfaNtOSnx2HaIRwzxuAqIx7azCo8rX/QLT/7k61/+Ql9v1xvvuD0aDSPPNWzLsm1fEk1RAsczND0xdVmQhGg0gpBrmpZuWBXdsm2cQYkPxfGcYZpL6TQAiII/T9NrEMLrOA6AUO/da4a9fKlJigKapgAonudN0wLwREm0C0WgqMUrc235yRGP6wHxGDwU8dg8xON6sAqPdYvAxOTE5XNnps6efPHZsdceuTUSCSMXaaZhLV8dSuJ5gSsFI+3eMfzE02OhcDhSnn5RQRt7EXB9RBTEQqFoGAYAcHzpMqzGHeiWsxlWeLSWz/Xx09fyLGOa4HkUvjUASKxtBJ54XFeIRwzx2CTE47qyCo81isDx0yef/KfjSCuC56XT6dsOHVBCclHXqtvmsiDwLAcAuWIxkys6CPUP9J07f5HjeD93zrLrs2xFWSFJTzPgVSIBQFGUhcVF0zShPIoLTXwhTMNqVwzx6kDINa3aMVSlHK/U1eRDly9dWN1ZiMf1hnjEEI/NQDyuN6vzuKwI1NXiP371ry6dfrm3uwu/IgqCHJJUo8a4q8jzPMvZjnNlIe2XvRTFxGKxZHJ+aGioxiW6blsek2Uuu08PgGNZnm/2sIZlb6wqXTfrvcWyDE5vRzMlNZbe8qA38XhtIB4xxOMKxycerwmr83h1qDMxOfGZD97/wlM/8T0BQCik+P2/CLmFgprJ5gGApiiR4x2EZpMLlm2fn7qslXXGojFV0+q1mouaYRorTPZcEcNcdgTHcWKxWPMft21nA5d5tGyn4vobQzdcKqwa4vHaQDz6EI8NIB6vDav2WCoSdbV47FMfNwy9r7cvuB9TXgXKdpx8XltYWIzFQgARkecBYCGdTS5l/vwbx2eSqa29PZ/64Hs9DyRJpGnaMIya1QfP8wqqbli2KPKNV+7AIORSFEXTV9N+m4HRYJzFBwBaUgUAum5uVAivViuUOTjOTC1Pc740f6X5gxOP1wziEUM8NoB4vGas2mOpFTj2+I90TQUAURIB4NGfPIVfdxxkWramGfm8ZuhGOr3U29NFUcCznGaYqm589ydPzSRTADCTTC1mc3iSpiiKRq02/tUrs51CQVtK54tFXddNy3bwX3UaOl03zUDZ7rpesepWZUlq0Fr3wE8Y4IHnged5Hti2Y1orJJ9dD1TVaBBYXGbZMh+m2ULHC/F4bSAeMcRjY4jHa8NaPF5tBeIN27Iu54vffeJnW3t7XnXTLs/zCoVSgpy5+SvhSMTzKBxmk8nlF7O5n718+upBy0FN/ggqTdM8z7quq6oax1U+Tc/zgk1XlmVi0WVrcbmuZ5iWwLN+uK2mGcGAYMuywPP8Okvd+6bwehlUKXk4AAAUizoXY4P1oPXGtGzdqNtb3RaIx2sA8Ug8NgnxeA1Yo8fKOZW6YWzr65EE4fz0TMVbmqZFIhEHIYZmbMfRTeuxZ34e3CGsSLi2geNoOZbpiCkhRYqEFcexNa1RhlmWZUKKVPEinuTh12BMw6ro7bVtGyhKFKujoVYOE/Y8r1DUVtytXdiOUyzq9d5tb4ojIB7XDeKReFwFxOM6sXaPpSIw3lNaa1FTVQB4zcH9uBlegSLLpmG6rosf2YXpy12xqCyKANDdEd3e34fn3vMcR1EQicgUVTr+1i0DqYWF6enpbDaLAitAIuS4LpJlMRqpsaJjcJKH7Tg4IV41QVUUQM0lg2ti240eXxvBPf4N8rf6Y7NrHE8mHtcV4tHfJh6bgXhcV9risdQROnrk9keOAQAYpmlb1m/84i889sxzFbsODgwAgGk5hcDtfe6//DbPMR/73LH3vePf+zPzOY6LRSO+J8xttxycmJhOXJlPzJVyGfAc19ffO7RtsGJPjD/Jg2MZfKvV+xiGIQpCsMPaa9pT6QimBQChUGVFqY1YtlMoNPIEAEyb+g2Ix+Y/0irEI/HYKsRj8x9plXZ5LBWBkhIa2D48Nz0JAKqmxXj+0J5dFbv60UGqruPx1f/4S/fIoiDw3B//zvt74h3pTCmteCQcikcUqyptz8jI9lhHvFAouAh1xmORaKN8AkY5xtd1vXpFvWXby2OWWvNUOpFpeZ6rKPJ69F9rmqHVn63iw5bDqBqkOW8G4pF4JB4bQDwSjxVcrSbs3F9KfIennnTFovU+48cXbevr0TTTtOxoKJTJFl3XBQBR4Ps64zRbOzSWoSlFURzXVcKNxlptx/FHOA2zMife1d1sK1a+Ts+DVXjCmJaTyxXbO6nFdpxsttCMJwgk8qm+046u7pbOSzwSj8RjNcQjEI8BfI9XH+jg0EjpHOWeYo5lOI7lONa2nXqnRAgVChrHMook0DStSKLI8y54pl57liLHsbaDkG03zm6uaU3doSIrTHm2PxXQxDCMKHIcywb7wS3LNi3bNGvH7CLXzedVUeAlSQgmR18FCLm6bhqmBZ637LLqQNO0X1FCVeHL/nBCkxCPxCPxuOxQxGMZ4tHH98hWv8RxHAAosihJQvkVtkGpy3Nsb2eM43iaopDnOi4yLKteDy1eycJoOLdG181mliG2LKuzsxNvu65L0zQAcCwjyyJXa3omz3M8z4mCUyjqbp3c6oZpGaYlCjzHs83MMK3AtGzbai1JASxfjsQtr+VhN0xK2wDiEYhH4hEAiMflEI9Qy+PVW/KnsEiSyHOs72lFQiFZt23dXnlGpOM4eLq+Xj/Pnu3UrRlVcHW01vPoQN3HTxPAcSxFUTzPBZ8Fx7EdMSWb01D95R+xsCJF8TzHswzF0A1SHtiO4zqu7SDTshuPzdbEWx656y9K6WdCkhrOzqmGePQhHhtDPFZDPN5oHq9eQWJyAgBomg6HI2LTnhiGaX60U1UNfBFUnWas63qqarR6w8Gx2mBGHLytagZN04ok+ClcKYqORWV/EcW6h/U807TM8teGoqiK8GLHQatwU33lPF8es0VXs8b7FTq/I6VJiMfKwxKPdSAea1458Yi5QTxeLQJPPXsCABRFBoDqwplhmJrFO0LIdb1mbOm6iZ9dLpcLheSa+2haM3luKvHFhxWJYRmKplzkOggZho2v2XXdgqqruukLoyhalkS1Vlq5Ssr9zp5XuR7xmsCjzBRF0zRbHuK2ArmFEFrlMpjEY22Ix+UQj5WHJR6Xc4N4LLVk06lkYmoSPM9fI7gClmWCUy+DFJvIBWAaFn4uCDlLS+ma2VerkxQ0Q0VtgWUZhqY5jpVEoSMWikYUvy2PheVyRcdxwF9BasXjNzHu2tpnPQ88D6jSQLMoXO0Z1wO53jWt9FQHh1uodRKPdY9PPAYgHgOvEo81uHE8lm7j5NgJXCwroRAEwnN9eJZR1dpKLHvZpM4KXNcrFHU/AUE6nQEK+nq7KnYzDatekoLGeIEB2KKmO8sXX8Y91ExgfRPbQbm8ahpWRQgTXSeSql1TWhBCyHY8D4CigKLKOfZAkkrdCI7j1BxMjne3EIFGPBKPxGMzEI+NuXE8lluBC8ngRVW3ZF3P4zg+n8/XvA7TtKrnf5iWXSjq6UzeT0meyWZTCwtbBvtZdllQ0Ko9wfLaiudBLq9W2KIoOrw8SYHnQUHVzeU1I6VON73XRFq8elDlHmiEUGJujuHYiuqLLIl+BofgV0fVrv4qWqt1Eo/EI/FYB+KxeW4cj6Xe0nQqiVe/sC0LZNk0Ldt2/OwyDkJ4waqFxZQoijVX0LAdZOdVigKWYZDrVRe8um6kkklFkbcMXl06y3U9TTNW0U4HAIQchmH9eTCObbMc53mQzakdsTDD0K7r+YFAksjrDZeUZDmWYxm7Ro/5WuorFACoqpqYm+uMd1a8xzBMMDwMZy3C+JG7A9uHWzof8Ug8lk5NPNaAeFyZG81jqQgcHBo5NXYCKCqbzeIOZdet0XzsjHfOzMxs3bq13jpSnge17haWlpbmk0mGZfbv3eNXVWzHKRZ0VGcqSQN03Uinl8LhcCQSAQDHsVVVKxaLg4ODeIdcXvU81/OuxjSt2PPMMDSeXlrx+poa7BScPnMGb0bCoYo3w6GrwwMVrXU/cjfe09PSCYlH4jEI8VjxYeKxATemx1JRP3rkDgAAz1NVNZvN1ju1oihKSLl06dLCQo185zVRVXV6eno+mRQE/tDoPpx9HAfp5nJq854sy8pmszMzM+fPn798eToUCmFPAMCyXDQatWzbL+Rd1/Xz+lB4oLSqFz5IadmrKp9rC81dNg2TW/7llkSeDeQ6su1lXxG/wd5qBDbxCMRjQ4hHDPGIIR7LrcDhkcHhERy8lJibs207Ho8HRzt13TBNw7Ys09AZhkmlFrLZXHd3tyCIklQj2ElV1UKhoGkqTkkXjUb2792N6ymmZWuqsaIkfEbDMHRdNwyjPLOj1Ic8m0jMJhKKLIuiGIvFRFEURTFfKHZ2xoMH4VjG9cBD6Gq1o1ZyHZxKzqpa73gNUUsAgaU6KrIWURTI8rIu8nrzYFrOxkQ8Eo/EYx2IRyAeAWC5x6sF5oMPPfzJ97/HcWwASKVSqYUFfALX9YJDl52dHQcP7Cuq+tTU5cTcnH8p/uJSwSFHAIhGI0Pbt8aiEQCwbKciSY+qaclUivK8SCTCc5xhGJZtG4ZhmMsSGVAUhEIhWZZkWXGRo+uGYRqFQlHVNFXTltJpjuMEnjd03VclS4Ik8XhQ1PNc03JUVS8FDlVlPud5rlDUg611PzPQWmAYRhAE0zSR69qW5VdYJFGouY6Jjx+52+pPDohH4pF4rAPxSDzijdpFoKSEPvPXf/cnH/tQLr2I76eiQhEOKVu3bumMd9A0FYtyhw7uNwxjcSmTzeUcB+VyV4OaFEVmWbarM97V2YEVmoZlWHbFFMhsNpuYm8OTOTRNKzevAcBjGZZmmLCiCJIkVlWIwuGIbVmFwkUACj9127Zty6LpUu0gmIgPACiKFgVe4NlMVsVdw6XTlCsuhmn7E1RxPauvrw/WjGEYgiCapgnlpVLw64JQu8e/msGh1obfgXgkHonHOhCPxCMm6HFZtgJJCX36L/927PHHxk+fTKeSAKCrxXwmU8xnwYNCUc3lChTFsCzDsSzLMRzHbxns3zLYX+9MtuOoqmFZdnXzPJvLWR48+NDDAHD2+ef+7fi38APcMjgQjcZWvIfE3Bzef8e+/Xff9+6xxx+7dPpkeiEFVRFBPhRFK5IQjBKmKPDAo4BCCHmum85klzJp27KGhoZWvIB6IIQ0VctkM4Zp3PbGu375P9/zvz/5Xw1NSy0s4PFwhmGqM6bXm08qKZWDvc1APBKPNSEeicfG3IAea2QpPXL0riNH7/L/1dXilz/5cbzqI26hx2Ixx0FgAAAwNM3zHMvQVPn0HnKR69oOqpfqzbYs1bZvOfrvfuHtv+qfwu8eDoUarfeIWVpK+90C77j/A4PDIzv3jX7nq3/5xPceheV5ASqpSjhEAQUARbU4OzOLv0+yLCty7TxD9bAtyzBMw9RVVfMAHNuxbAsAbnndGwaGRt5w79t+8M1HbNvGUWE1cx7xXFMpFVqCeCQegXgkHgGAeKxP3UTdPpIS+tBnHv76l79w6tlnACAxN+e6KF6ejYFc11+DsZlbQiy39eb9b/7V3wiWwyfHTuCNcDgUHCuuJpvNGoaxlE7jf9/54Ef9GY44HS00zNBjVOVKty3rSjJZKBT8VxRZKuQLHM/5vfBBEEKmYQCAqmnIQYZpWJbF8bwiy0oo1N3dA3A1YBdz933vPjl2Ym56cn5+PhwO17xBiqJpmq631EhbIB6DEI9APBKPZW5kjysXgQAgKaH3/8Ef+dWBK/PJxaV0T09POLTCk/XvDVFMZ1/f3gOHXvPme6r3uXT6JN5Q5BX6GfKFfKFQBABRlt9x/weCtaoVsWwnODCbzeXy+XxQEoAHHrWwuASwFPxgRSpbQRB4nhMFUQnJsY5YhdGaSW/f8b4PHPvUx5Hrzs/PDw4OWrZTI2EuTa3nLw6AeCQeiUcAIB6ruJE9NlUEls53/wdGj9wx9vhjz/74R7ZtJxIJAMDhs1iYIst+O9oDcAEKufyWkZH9rz966DWvrxdMpavFdHk2DM6n3gBRELGq0SN3tOQJAOxAbO7U1FRFhNXA9uFfef8HXc9Lp5K4v97Hse0fHf8WAEQj4S1btjY+SzDmaue+UX9j/+FXn3r2mWwu19Pdnc+DLAksx/Ici5Dr2I5p2TWnvq4HxCPxSDwSj0FuZI8tFIH4lDv3jd796+86OXZi/PTL46dP4vDZ4D479u6XFGXnvgO4K3nFYyamJv3tmm3kmlQ8zSAecqFWr7VVniZpGEbwmju6ut/wlre/4S1vK/1f65rPvvDzuenJXL7QG4jBrYlaLNZ8/R33fwD3eKQWFgYHBzXdhOZWsFwPiEfisR7E47WHeNxAj60VgZh4T+8b3vK2q/fWJjh25YtR60/Q8VcBthxUHbdk2Y7flDaMUrLaX/y1d44euaOZvLdveMvbHjn2RQBYTKf7G8b1+ksy7j/86uDr8Z7ege3Dc9OT2VzOTzhU+wjlywMAXS2uLgitGYjHBnsSj8RjxeUB8Vj1wevA41pnKbaTcvASwzCCwIkiz1Z17Np2qdEd765M1ufnvLEsq3pREj2Qox3Hzh5+45vuvu/dTeZ9P3L0ro6ubgDIZbM1e6V9tPLSJzv3Hah4y/8yVdTvKggGOq/f720dIR4BgHgkHjcJxCMA1Pe48UWgJJduAGsIK1JHLBQOySFFikWUWHT5yHD97HK4C9u2LM8DY3kwFUJusEeYZlioJbsxo6++AwCQ62qaWm+fQiHvP+jRI7e3dHwfv8nfalr6jYV4rIB4BOJx4yAeK6jnceOLwMHhEbE8X8RzXUFc1iPMskwkIvs55Rr0F8d7evu2bLUcBwA03TQDS3ioyxfNanV6Csb/Sul65aJfPvl8KQ6qo6t7FbmUMNlcDm+sWvaGQDxWQDwSjxsI8VhBPY8bXwSCn099eXetD0PTcjmRT0cshjfStVKqv/6et/r1lIKqa5qBkKvrZsWakwAgl597e/FDgd/wlrev7ghLS2lca+vo6m77qMB6Qzz6EI9APG40xKNPA4+bpAgsFcvFYqHmDqLI4QpLOBzGWVZPjZ3Q1coYode8+R42EPuk6WYmW6heqRkAALyZSxdbusjx8iSbemt6qZrmt9aPHH1T9Q6XzpzCG/WqSwghf7WUu+979ytu4IF4xBCPGOJxYyEeMY09bpIi8A48KJpaXKq5A0XROK6JYRicEU7XVD/3QRDXc4tqo0FRHz/rQZPMlYOMJUmquYPf17z/8Kurfy3+6eT63QXZbA7L7ujqbnV2zmaAeMQQjz7E4wZCPGIae9wURSCUB0UbwJbT8/grOp4ce7pin3QqOTc9PTs70zi4CABs285l0s1fXmJyQi+P1vb2xDs6wooiypIQCknRiIIrUH48kt//EGTsx4/hDVEUKQpi0VBXZzQUWmY9XyhlhX8l/t4wxCMQj2WIxw2HeISVPG6WIrDBZE/HcSzb8VdH9Fu7uloZQYTrLwght6Eq27L8IOAm8R90LBZjWZahaUkUZFkUBZ7j2IplkWsuLX2qXLdSZCkaCeFvnijwciD5ulnusm8ypHgTQjwC8ViGeNxwiEdYyeNmKQIb9LPrhp3Pq4Xl0UcQ6AL2SUxNAIAsy40TDeBZlriLoEmeffxHeKO/tzLk13U9XDlq8KBPjj3tjzP39/eygYSzknT1UoVyh3s6VWNQ+hUB8QjEYxniccMhHmElj5ulCMTgRZArkGWBqrUQRjU4u48f3VQPy3KglZrd9//+a7i1TtN0Z2dHxbt+ijyhfhYinAYXAEaGtkvishwLFEVzVSnYq0ekX1kQjxjiEYjHTQDxiKnpcXMVgaJQY0lG3Dpu5uOGpkITCfFESYQ6zepqEpMTP/jmI3h7x/BQ9aqM1kppWE+OPY2jnmKRyNatA9U7+CkX/L6ImqHJryCIR7xBPALxuAkgHvFGTY+bpQjEFY1YLFrz3Yp5nfXAmWFxhnVZEvw/QeCC9Z2aX4ia6Grx2Kc+jrdlWervr9HGd6pU+WG+mONf/Qre2LtvT/XHEXL9QWapPE1nbqq1qKrNA/EIxGMZ4nHDIR5hJY+rSZO9HuDu5mitBjsAMDQdXFzKXwUxmO0UN3IFQVBkUZIqZeRyRT+XD8MwoXBEr5+Px+eRY1/Eu3Ecd+jAPoqqUWNoHCU1fvokrnps2zJYM1+tE5heKgolVcEs768siEcgHgGAeNwcEI+wksfN0go8NXZCFASxfsOcoa/WN/wmefCWcB0hHApVe6qGpamZS+ON9xk/ffLk2AmKpsPRDpbl5q7UWEakOj9CBSfHngbwaIouGs7zL55aXKqKGA7cV3C0+RU6/EA8AvEIAMTj5oB4hJU8booiMDE5kV5IdXXGG+zDVo1twvL7wZG7A/21M8g5y+sUHMdNnjvT+Kp+8I2vAwU37T00evDwgVtun55JPP3M88nUgr+DZdvjl6ZTC4u46mTWykKUmJzgOO5Vt995096D3YPDp8+cn08uuIGc5QLP0TTtp6n1Y5RfiRVP4pF49LeJxw2HeGzG46YoAvHsELG5jmkA4LnS0o1+agBdLeIJIpFIuOZHamZCb5zIYPz0yYHBoa6t2wFgaTE1tOPmVx1+3eXZ5LlzFwHAcZxz5ydHdo9G473nL1woFgp+Fp/BoUAmcs8b2bVfikQBIBKOCkp4YmpmfDp54pnn55MLAJDN5adnE3PJhdlEAiEUXNHjFQfxSDziDeJxM0A8NuNxUxSBZ59/jufFTL5YLKoIoemZufMXJ3O5vL/DUjo7eXluYWHJrXMnP/vXf3EQ4nkeoO6qH9Uk6o9y62qRZdmh3XuBph3HzmWWBkd2MgwzOLQrtZSeTVy5MD6559BhhmE6u3polp+dm8MfFGXZ70ZPp5KLc3M924bwvwg5gJyDt71meGT38J7R8xfGz58fn5xOjL7q9pv33+IgbzJQQ5HWJ+HsukI8Eo8Y4nEzQDw243Hji8D/+6XPh8Px226/M9699ecvvPziS2c6e4e279h75tzFqanLADCfXDAQt/vmgy7FTE5OIoSs5TkI0qnkM4/98JbbXjuwbcfTzzyXWkxr+rL5nplcXtW0oGacxQCHS9Xk+9/4+s6bDjCK4lnWxPi54Zv2l96gGUGJTk3PiEqMC4UBDwJ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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/437.jpg" } ]
<image>How many hippos are there? Choices: (A) 5 (B) 4 (C) 2 (D) 1 (E) 8
8
66,088
null
8
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<image>Is the number of ovals even or odd? Choices: (A) even (B) odd
odd
66,089
null
odd
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/439.jpg" } ]
<image>How many dots are there? Choices: (A) 49 (B) 43 (C) 44
49
66,090
null
49
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/440.jpg" } ]
<image>How many spiders are there? Choices: (A) 1 (B) 3 (C) 2 (D) 4 (E) 5
5
66,091
null
5
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/441.jpg" } ]
<image>Use dice to measure the line. The line is about (_) dice long.
6
66,092
null
6
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<image>How many shapes are on the frame?
10
66,093
null
10
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/IconQA/unsolved_images/443.jpg" } ]
<image>How many flowers are there?
16
66,094
null
16
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<image>How many flowers are there?
5
66,095
null
5
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<image>How many fish are there?
7
66,096
null
7
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<image>How many triangles are there? Choices: (A) 5 (B) 1 (C) 3 (D) 4 (E) 2
2
66,097
null
2